From 916731a2c8e5adbf9e316e2d9a8e446e884d386f Mon Sep 17 00:00:00 2001
From: Jameson Merkow <jameson.merkow@microsoft.com>
Date: Wed, 16 Oct 2024 21:03:34 +0000
Subject: [PATCH 1/8] add healthcare-ai foundation model examples

---
 .../healthcare-ai/.gitignore                  |    6 +
 .../cxrreportgen/cxr-deploy.ipynb             |  432 +
 .../cxrreportgen/images/cxr_frontal.jpg       |  Bin 0 -> 209739 bytes
 .../cxrreportgen/images/cxr_lateral.jpg       |  Bin 0 -> 156869 bytes
 .../medimageinsight/adapter-training.ipynb    | 2363 +++++
 .../advanced-call-example.ipynb               |  546 ++
 .../classification_demo/MedImageInsight.py    |  308 +
 .../classification_demo/__init__.py           |    0
 .../adaptor_training/training.py              |  309 +
 ...ptor_finetuning_classification_results.csv |   21 +
 .../adaptor_tutorial_test_split.csv           |   21 +
 .../adaptor_tutorial_train_split.csv          |   81 +
 .../data_input/dcm_sample_label.csv           |  101 +
 .../zero_shot_classification_results.csv      |  101 +
 .../classification_demo/demo_utils.py         |   92 +
 .../data/gpt_labeled_mri.json                 | 4002 ++++++++
 .../data/mri_sample_features.csv              |  251 +
 .../exam-parameter-demo/environment.json      |    4 +
 .../exam-parameter-detection.ipynb            | 8673 +++++++++++++++++
 .../exam_parameter_helpers.py                 |  372 +
 .../examparamdetection_conda_environment.yml  |   33 +
 .../medimageinsight/mi2-deploy.ipynb          |  361 +
 .../medimageinsight/requirements.txt          |   11 +
 .../zero-shot-classification.ipynb            |  569 ++
 .../medimageparse/images/pathology_breast.png |  Bin 0 -> 975931 bytes
 .../medimageparse/mip-deploy.ipynb            |  297 +
 .../healthcare-ai/medimageparse/mip_utils.py  |   63 +
 .../medimageparse_segmentation_demo.ipynb     |  774 ++
 .../processing_utils.py                       |  495 +
 .../requirements.txt                          |   10 +
 30 files changed, 20296 insertions(+)
 create mode 100644 sdk/python/foundation-models/healthcare-ai/.gitignore
 create mode 100644 sdk/python/foundation-models/healthcare-ai/cxrreportgen/cxr-deploy.ipynb
 create mode 100644 sdk/python/foundation-models/healthcare-ai/cxrreportgen/images/cxr_frontal.jpg
 create mode 100644 sdk/python/foundation-models/healthcare-ai/cxrreportgen/images/cxr_lateral.jpg
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/adapter-training.ipynb
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/advanced-call-example.ipynb
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/MedImageInsight.py
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/__init__.py
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/adaptor_training/training.py
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/adaptor_finetuning_classification_results.csv
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/adaptor_tutorial_test_split.csv
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/adaptor_tutorial_train_split.csv
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/dcm_sample_label.csv
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/zero_shot_classification_results.csv
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/demo_utils.py
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/data/gpt_labeled_mri.json
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/data/mri_sample_features.csv
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/environment.json
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam-parameter-detection.ipynb
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam_parameter_helpers.py
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/examparamdetection_conda_environment.yml
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/mi2-deploy.ipynb
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/requirements.txt
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/zero-shot-classification.ipynb
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageparse/images/pathology_breast.png
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageparse/mip-deploy.ipynb
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageparse/mip_utils.py
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageparse/sematic-segmentation-demo/medimageparse_segmentation_demo.ipynb
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageparse/sematic-segmentation-demo/processing_utils.py
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageparse/sematic-segmentation-demo/requirements.txt

diff --git a/sdk/python/foundation-models/healthcare-ai/.gitignore b/sdk/python/foundation-models/healthcare-ai/.gitignore
new file mode 100644
index 00000000000..e8da2ab4d77
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/.gitignore
@@ -0,0 +1,6 @@
+medimageinsight/CXR145_IM-0290-1001.png
+medimageinsight/medimageinsight_tutorial_output/
+sample_request_data.json
+medimageinsight/exam-parameter-demo/data/feature_vectors/
+medimageinsight/exam-parameter-demo/data/pngs/
+medimageparse/sematic-segmentation-demo/examples
diff --git a/sdk/python/foundation-models/healthcare-ai/cxrreportgen/cxr-deploy.ipynb b/sdk/python/foundation-models/healthcare-ai/cxrreportgen/cxr-deploy.ipynb
new file mode 100644
index 00000000000..be0b5b6a452
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/cxrreportgen/cxr-deploy.ipynb
@@ -0,0 +1,432 @@
+{
+ "cells": [
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Deploying and Using CxrReportGen model for Inference using Online Endpoints\n",
+    "\n",
+    "This sample demonstrates how to deploy a CxrReportGen, a multimodal AI model that generates detailed, structured radiology reports from chest X-ray images, incorporating both current and prior images, along with key patient information, to an online endpoint. For this notebook, we use Python 3.10 - AzureML SDK v2.\n",
+    "\n",
+    "### Task\n",
+    "The CXRReportGen task processes chest X-ray images, generating a list of findings along with overlays on the images highlighting the areas of the image to which the findings are related.\n",
+    "\n",
+    "In this notebook we will perform programmatic deployment of the model from the Azure AI Studio/Azure Machine Learning Studio Model Catalog, then send some images to the model, inspect the results and visualize the bounding boxes. Note that you can also perform deployment through the Model Catalog UI and use this notebook to issue calls to that endpoint.\n",
+    " \n",
+    "### Model\n",
+    "The model is multimodal, using the BiomedClip architecture as the image encoder and the Phi-3-mini-4k-instruct architecture as the text encoder.\n",
+    "\n",
+    "### Inference data\n",
+    "We will use chest X-ray images and text. \n",
+    "\n",
+    "### Outline\n",
+    "1. Setup pre-requisites\n",
+    "2. Pick a model to deploy\n",
+    "3. Deploy the model to an online endpoint\n",
+    "4. Test the endpoint\n",
+    "5. Clean up resources - delete the endpoint"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 1. Setup pre-requisites\n",
+    "* Connect to AzureML Workspace and authenticate."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The code below uses config-based initialization of MLClient. On an Azure Machine Learning VM this code will read config.json that is automatically generated and located in the root of your VM. If you are running it elsewhere, you can create such config by placing it in your working directory with the following content:\n",
+    "\n",
+    "```JSON\n",
+    "{\n",
+    "\"subscription_id\": \"YOUR_SUBSCRIPTION_ID\",\n",
+    "\"resource_group\": \"YOUR_AZURE_RESOURCE_GROUP\",\n",
+    "\"workspace_name\": \"YOUR_AZURE_ML_WORKSPACE_NAME\"\n",
+    "}\n",
+    "```\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from azure.ai.ml import MLClient\n",
+    "from azure.identity import (\n",
+    "    DefaultAzureCredential,\n",
+    "    InteractiveBrowserCredential,\n",
+    ")\n",
+    "from azure.ai.ml.entities import (\n",
+    "    ManagedOnlineEndpoint,\n",
+    "    ManagedOnlineDeployment,\n",
+    ")\n",
+    "\n",
+    "try:\n",
+    "    credential = DefaultAzureCredential()\n",
+    "    credential.get_token(\"https://management.azure.com/.default\")\n",
+    "except Exception as ex:\n",
+    "    credential = InteractiveBrowserCredential()"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 2. Pick a model to deploy\n",
+    "\n",
+    "In this example, we use the `CxrReportGen` model. If you have opened this notebook for a different model, replace the model name accordingly."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# The models are available in the AzureML system registry, \"azureml\"\n",
+    "registry_ml_client = MLClient(\n",
+    "    credential,\n",
+    "    registry_name=\"azureml\",\n",
+    ")\n",
+    "model = registry_ml_client.models.get(name=\"CxrReportGen\", label=\"latest\")\n",
+    "ml_client = MLClient.from_config(credential)"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 3. Deploy the model to an online endpoint for real time inference\n",
+    "Online endpoints give a durable REST API that can be used to integrate with applications that need to use the model.\n",
+    "\n",
+    "The steps below show how to deploy an endpoint programmatically. You can skip the steps in this section if you just want to test an existing endpoint. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import random\n",
+    "import string\n",
+    "\n",
+    "endpoint_name = \"CxrReportGen\"\n",
+    "\n",
+    "# Creating a unique endpoint name by including a random suffix\n",
+    "allowed_chars = string.ascii_lowercase + string.digits\n",
+    "endpoint_suffix = \"\".join(random.choice(allowed_chars) for x in range(5))\n",
+    "endpoint_name = f\"{endpoint_name}-{endpoint_suffix}\"\n",
+    "\n",
+    "print(f\"Endpoint name: {endpoint_name}\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "endpoint = ManagedOnlineEndpoint(name=endpoint_name)\n",
+    "endpoint = ml_client.online_endpoints.begin_create_or_update(endpoint).result()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from azure.ai.ml.entities import OnlineRequestSettings\n",
+    "\n",
+    "deployment_name = \"cxr-report-gen-v440\"\n",
+    "deployment_package = ManagedOnlineDeployment(\n",
+    "    name=deployment_name,\n",
+    "    endpoint_name=endpoint_name,\n",
+    "    model=model,\n",
+    "    # Note: This is the minimum required VM for this model.  You may need to request quota for its use.  Please see model card for more details.\n",
+    "    instance_type=\"Standard_NC24ads_A100_v4\",\n",
+    "    instance_count=1,\n",
+    "    request_settings=OnlineRequestSettings(request_timeout_ms=90000),\n",
+    "    app_insights_enabled=True,\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "ml_client.online_deployments.begin_create_or_update(deployment_package).result()"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 4. Test the endpoint - base64 encoded image and text\n",
+    "We will use two chest X-ray images, one frontal and one lateral, from the 'images' directory."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# If you skipped the programmatic deployment step, and just want to test the endpoint that you already have, you can uncomment the strings below and add your endpoint and deployment names.\n",
+    "# endpoint_name = \"\"\n",
+    "# deployment_name = \"\""
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Some support functions to help with the image processing, scoring and visualization\n",
+    "\n",
+    "import json\n",
+    "import base64\n",
+    "from PIL import Image\n",
+    "import matplotlib.pyplot as plt\n",
+    "from PIL import Image\n",
+    "\n",
+    "\n",
+    "def read_image(image_path):\n",
+    "    \"\"\"Reads an image from a file path and returns the image as a byte array.\"\"\"\n",
+    "    with open(image_path, \"rb\") as f:\n",
+    "        return f.read()\n",
+    "\n",
+    "\n",
+    "def score_image(frontal_path, lateral_path, indication, technique, comparison):\n",
+    "    \"\"\"Scores frontal and lateral images using the deployed model.\"\"\"\n",
+    "\n",
+    "    input_data = {\n",
+    "        \"frontal_image\": base64.encodebytes(read_image(frontal_path)).decode(\"utf-8\"),\n",
+    "        \"lateral_image\": base64.encodebytes(read_image(lateral_path)).decode(\"utf-8\"),\n",
+    "        \"indication\": indication,\n",
+    "        \"technique\": technique,\n",
+    "        \"comparison\": comparison,\n",
+    "    }\n",
+    "\n",
+    "    data = {\n",
+    "        \"input_data\": {\n",
+    "            \"columns\": list(input_data.keys()),\n",
+    "            \"index\": [0],\n",
+    "            \"data\": [\n",
+    "                list(input_data.values()),\n",
+    "            ],\n",
+    "        },\n",
+    "        \"params\": {},\n",
+    "    }\n",
+    "\n",
+    "    # Create request json\n",
+    "    request_file_name = \"sample_request_data.json\"\n",
+    "    with open(request_file_name, \"w\") as request_file:\n",
+    "        json.dump(data, request_file)\n",
+    "\n",
+    "    response = ml_client.online_endpoints.invoke(\n",
+    "        endpoint_name=endpoint_name,\n",
+    "        deployment_name=deployment_name,\n",
+    "        request_file=request_file_name,\n",
+    "    )\n",
+    "    # Parse the response into an array\n",
+    "    findings = json.loads(json.loads(response)[0][\"output\"])\n",
+    "    return findings\n",
+    "\n",
+    "\n",
+    "def adjust_box_for_original_image_size(norm_box, width: int, height: int):\n",
+    "    \"\"\"\n",
+    "    Assuming we did a centre crop to the shortest size, adjust the box coordinates back to the original shape of the image.\n",
+    "    :param norm_box: A normalized box to rescale.\n",
+    "    :param width: Original width of the image, in pixels.\n",
+    "    :param height: Original height of the image, in pixels.\n",
+    "    :return: The box normalized relative to the original size of the image.\n",
+    "    \"\"\"\n",
+    "    crop_width = crop_height = min(width, height)\n",
+    "    x_offset = (width - crop_width) // 2\n",
+    "    y_offset = (height - crop_height) // 2\n",
+    "    norm_x_min, norm_y_min, norm_x_max, norm_y_max = norm_box\n",
+    "    abs_x_min = int(norm_x_min * crop_width + x_offset)\n",
+    "    abs_x_max = int(norm_x_max * crop_width + x_offset)\n",
+    "    abs_y_min = int(norm_y_min * crop_height + y_offset)\n",
+    "    abs_y_max = int(norm_y_max * crop_height + y_offset)\n",
+    "    adjusted_norm_x_min = abs_x_min / width\n",
+    "    adjusted_norm_x_max = abs_x_max / width\n",
+    "    adjusted_norm_y_min = abs_y_min / height\n",
+    "    adjusted_norm_y_max = abs_y_max / height\n",
+    "    return (\n",
+    "        adjusted_norm_x_min,\n",
+    "        adjusted_norm_y_min,\n",
+    "        adjusted_norm_x_max,\n",
+    "        adjusted_norm_y_max,\n",
+    "    )\n",
+    "\n",
+    "\n",
+    "def show_image_with_bbox(path_frontal, findings, path_lateral=None):\n",
+    "    \"\"\"Displays frontal and lateral images with bounding boxes around the findings.\"\"\"\n",
+    "    image_frontal = Image.open(path_frontal)\n",
+    "    width_frontal, height_frontal = image_frontal.size\n",
+    "\n",
+    "    if path_lateral:\n",
+    "        image_lateral = Image.open(path_lateral)\n",
+    "        _, axes = plt.subplots(1, 2, figsize=(20, 10))\n",
+    "        axes[0].imshow(image_frontal, cmap=\"gray\")\n",
+    "        axes[1].imshow(image_lateral, cmap=\"gray\")\n",
+    "    else:\n",
+    "        _, axes = plt.subplots(figsize=(10, 10))\n",
+    "        axes.imshow(image_frontal, cmap=\"gray\")\n",
+    "        axes = [axes]\n",
+    "\n",
+    "    findings_str = []\n",
+    "    for idx, (finding, boxes) in enumerate(findings):\n",
+    "        findings_str.append(f\"{idx}. {finding}{' * ' if boxes else ' '}\")\n",
+    "        if boxes:\n",
+    "            for box in boxes:\n",
+    "                box = adjust_box_for_original_image_size(\n",
+    "                    box, width_frontal, height_frontal\n",
+    "                )\n",
+    "                x_min, y_min, x_max, y_max = (\n",
+    "                    box[0] * width_frontal,\n",
+    "                    box[1] * height_frontal,\n",
+    "                    box[2] * width_frontal,\n",
+    "                    box[3] * height_frontal,\n",
+    "                )\n",
+    "\n",
+    "                rect = plt.Rectangle(\n",
+    "                    (x_min, y_min),\n",
+    "                    x_max - x_min,\n",
+    "                    y_max - y_min,\n",
+    "                    edgecolor=\"red\",\n",
+    "                    facecolor=\"none\",\n",
+    "                    linewidth=2,\n",
+    "                )\n",
+    "                axes[0].add_patch(rect)\n",
+    "                axes[0].text(\n",
+    "                    x_min + 3,\n",
+    "                    y_min + 3,\n",
+    "                    f\"Finding ID: {idx}\",\n",
+    "                    color=\"yellow\",\n",
+    "                    fontsize=10,\n",
+    "                    verticalalignment=\"top\",\n",
+    "                )\n",
+    "\n",
+    "    for ax in axes:\n",
+    "        ax.axis(\"off\")  # Hide the axes\n",
+    "\n",
+    "    plt.show()\n",
+    "    print(\"\\n\".join(findings_str))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "[['The heart size is normal.', None], ['The aorta is tortuous.', [[0.415, 0.225, 0.635, 0.755]]], ['A patchy infiltrate in the right lower lobe is associated with volume loss.', [[0.115, 0.445, 0.445, 0.795]]], ['A small right pleural effusion is present.', [[0.115, 0.555, 0.425, 0.845]]], ['The left hemithorax is grossly clear.', None]]\n"
+     ]
+    }
+   ],
+   "source": [
+    "# Now let's pass frontal and lateral images to the model and visualize the results\n",
+    "\n",
+    "frontal = \"./images/cxr_frontal.jpg\"\n",
+    "lateral = \"./images/cxr_lateral.jpg\"\n",
+    "\n",
+    "indication = \"\"\n",
+    "technique = \"\"\n",
+    "comparison = \"None\"\n",
+    "\n",
+    "findings = score_image(frontal, lateral, indication, technique, comparison)\n",
+    "print(findings)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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1kgfQnS4OTA6R75ltnPXfEwJMJDHJkNWR0Y8JKz7rdWU6QfqFq/2dvlWyR5rKHpDu3t9Z9M0SEK8mceB1ZPJ7GJBOngjk70ajEZ///Ofjp3/6p+OXfumXIiLiK1/5Sjz00EOvCu8aaqihhhpqqKGGGmqooYYa9uE7loR4LRNQPl+VWNDvKvAJMQMtEQdX/c/6PiyQ7/jxGbWVrUqs6gPx9ID5rOcc96xMtmIxC7hXPVfVx6p+CKp4xgCw40P+Z7zI+pHJi+PqyZxZwWrHyb+zNngeP68rWJQF6hhU03U/hifi4BEcHgDkc3phMgNLzWazSEBkQSOnRcT+amEFaf1l6M4nBXzVX9KDATsPMPoLk7NgFgO8arsqWUkcdWSYjuXJVt57IJ/BWN+BwYC1B+i4utp5pHo8OOa7JbKgq3iho5jY14govYPE22bgVfVoN4zw5cvA+bJv6i69a0EBc73MVc/xmDhfZc9AqxIATJCR/6qD5RcWFmI4HB5IfDJ5xyOctBNEssKXawuyXS7c6eSBUD7jO3RIb+FCOXXd7EkMjh2XPeKoslXXPDngSSGVpS5xHBhUZ/LBA+WiNet1/eHyTHr4WK1KQjieoj91CscO9SA/et5lKPM1/L5/qy3yqippQJyrxibpTL2X6VeBJyP8XpU9z+wwd0pV4Z/VkdnpTHfP68NU8d5t4TzgY9R9wclkEv1+P37rt34rTp48GRERly5dqjxOsYYaaqihhhpqqKGGGmqooYb54Tu6EyILlLxW8IltVd0eYPQPj1mZJ4A+qy9ZMN7rrNpxcFj7WT+qnvEy/H9YMMAD6bP674GkrB9VAYMMj1l1+HNVfXC8ZuHqwUDvd9ZGdr1qJe+s5xgc84CoB84YEJ1Fs4w+emY0GsVwOCxeHK06x+NxcTQTdwH4MUt+JI0Cy3ynAsvziBA/v59tCT8GvDxQyXKk93Q6LQLo2SpZBtq9PQ+Usz7Ske9BYMIiC4zpmzRx2RIuep7HhLB/noRS0kHludNEZfjSZ5c/8UbP8+XTPJJnOp0WSQxPVgg/ru5nUE84M9itevnNY52YGJNsUA6ooynb6i/p7gHDxcXFGAwGpRdPUwaYCOSOEtKMyRG2MSvQ7XT3dgmSH5cD1wu+MyZLoDLIL/AdJcJ1Ft6Ua0JVMN7HjeRV9HK5znS7930e26prnrTSNxMDKu/0yXRl1m5VGeLgdXMMU7+RFk6DbJcJ61K5DAcmIvxoN6dN1i8mXlnWd7Bkcu5QZWeryh4GVb7BPHAUv246ncalS5cO+Eo11FBDDTXUUEMNNdRQQw01vHr4jiYhBK9mQjdPYqGqjAfrGfzl96x2ZyUd/No8k+OqoLHjW/WcB745WeZE2oMZLDtrUn7YhH0Wbh5kF8xDIw/mZm34URvz0DtLBhyGL/GkfHmwlbzwF/tW8TQL+niAlOWyYGBEHAjAsh8MYnrAezweF0kI4TUajUrn31fRkf3L3pnhgVnHR+8u0MurGcDzcTwrsMtjdiL2d2j4UTdc3a8VwjzqJiJKAXj9V//URwb7xRPuXNBKftGjKrBbNcb8pd8sq3Z1fBADyX78EXmqusRrPut6UQkN0YfH/mQ47+7ull4AryDlaDSKyWT/+C3tQGDQnDpYIHp64FVluStD40zvbfDdPZTVyWRS8JN8aTT2kzCqV9eYXGEijnQnTfz4Hecfaccx7Ykm0ky0ZH98FxHrodwdpr+rAtgcpwQmarwOfpyfmX5iPzKg3nK6sx39564h31lA3Nl/0svpwDqzMhk92a7LML+z3Rhsm/KrOt1W+LOZ3fex5XYp6wPxyO5R5ohDljw/DA7zp15vqLLrfq2q73USooYaaqihhhpqqKGGGmqo4bXDdyQJ8VoncFmwRODBe0FVsMuvVwUFfaJedW9WksIDPY43wYNKs8p6sJdlsme9TBYU9/sOGY2r+jQrCeH1VNGhKhiQ1Uv8/NuDah6Iqwo8ZEH1LIiZ9d3fH1BFC5cPDx5OpwdX02fgzzBAJxz4W0cQebBaQf3BYBC9Xq+oL2uP7xTQ/4g4sKJdyQ7STAFeBbC5m4KBaN3zwC7p6rR3nKfT/aRH1g8G0ZgE4tnqPi7JO9+pwASHgp/OV45RBkd5DJPLGlfx+26A6XRaesE06SHcefQReaHf4oWPBe1W8Ge1I4OJF98VQXpy54C+PZhPvCRT3JXgfFCyINtpQZrxHRPc+UH6sA/Cn8Fr8jrbKeTyyLHltsQTJq6D+J84EBfXQ6Srr2Cv0lMug5kNo5wIBwbJyTfX7ypPXFl/1obLjOoQ7lk7md6s0rWuTwgMqrvez46PInDHgScvMrukfvK6fnOsMBHhfoXTIsOLePiuCK9rlm1neeffrHZn1VH1/42AedvIxsBRnq+hhhpqqKGGGmqooYYaaqihGt7wJMTrmYCous9ARPbxVatZUIb3ssRE1STfA2RZsCCDrN2qchnOVdezVdRV5TM8vF8CBk5JC3+e13xXgwfLPFHA37PqzvroQX0PhmV9ctnxtpxODKR5mYwmmTyRnuwr8eM1HgHDdudZfUo8FCDWbyY3iJOCtyzPwHqr1Trw/oSI8tE8Kq++MAHIfqiM6nRw+noiw4OFLm/cseKri0lL0oU4+4p68kzBQgXw+V8JAR65xJc8+24K7yt3IXDHBgOJpIsH7hXM5XscPGhIuec4EO+5sp88VvnxeFzaeTIcDg+MJQX/9W4JXRNts7FB/JmQUV28zz6rT6SJy40HfL1+ygsDwB5sVx1VCQTyNXvWd/xktknt+ntJKENMvugZ7tqgTaRc63mOV++PP5PJXlVyYJa+Z9+q+u52iPRSHey7B9Uzu6P/VfaFuLmeYl+z8gTfocHyGb9d52cy5f323/yIjtp5xPJM8vJ50swhs12OO+ngu2WOUucbBUdty/nEazXUUEMNNdRQQw011FBDDTW8enjDkhDzTNqOMtnjBFvPMPhYlWhgOQ80e9uz/jOwmQW1fcJ/GA0clww3x5/3uOqXZT3gltGB+HlApGrCngVLGdRiHVX9POw/n6+i8yz6sw+zAj7+jAepnIaObxak89+qNwv+sn31yQOEjqsfzZG17zShrEyn+y9I5nsEmABQXZPJJHZ2dop3AmiXBAOzDI4zIOxyopXofFGsjpxRGR2ppHp1BJIHA7Oz0xm4072MBv7NoB8Dsi5H6icDyAwuMmDNNr0dJhayJITKqm3xR/TgcUcMcvruC767gvzx9xww2M6V+Uww+Y4J9lW7S/TfA/hMREWUd0JU6WYfa94+ea//2Y4cyqfwkNzp+qwgNneNjMfj0o4PBsS5O4C6xMek89cDzcSHfedzHiTP7mU2gTs6siRalb3gzhBPpLEOJlkou+SfB/azQD/LkVb8zmhAfPTf2870vtfhwfysTFaH48pneASc4+G7JchDjjVvx/F32RWfb7755rj55puj0WjEzs5ObG1txfb2dqyvr8fVq1dL+oDvkGE7Wb9JL4HvAnE8STNvo8rf8PaOAofh/3q3V0MNNdRQQw011FBDDTXUUMN88F15J8RRYFbASkEhlq2aNGfByKrVf7PqqwouMbCiCTnbq5oYzwrKsUy2Wt8DMV63/jPAlAXd+dtxqQIPumXBBQ/IzRMc8KCSAoIM4DHg4fgrMOMBrsMCC2yTyQDi48E+b1dBIKexnqkKhqmsB3A9EOcBT+cr8WFwkO1F7L37YWdnJ1ZXVw/wSzCZTGI4HEaz2YxWq1U6Umky2T+LX/x12Xe6k3cMnqmcVtIrUK97pJ3XxzHANj0wzd0kDBA6fygDDFaTfo6j+u5HSxFHJjhYhgkdggcgGfDXNQWG+S4I9Y1HM2mFf6vVKt73EbG/I0HtqU4F6jmGmOTlONBxSKKXAtv+7gzp6FarVbzjIBtLKpsF2clDD57ymuhNfcyV/ALu5Mhks9VqxXA4jMFgUOoLx4nKMsHivKUsZ+888eSJB5y9Lvad/PByfJeJ+O+04/Ou6/xF0lX6jEdTUVYorw7ZNfK66pin7PmqdnjNaeRjnbz09iWLroPcvriuiNjfxUa68ngqJif8CCrVHREl/UA+6xkG/5vNvXfE/MRP/ETce++9xRjVu2S2t7fjypUrsb6+HpcuXYoXX3wxXnjhhVhfX4/BYBCDwSC2t7ej3+8foCfxUpvU4z4WZ/HuMHv8ZoO/afjWUEMNNdRQQw011FBDDTW8GeF1T0LMCjBEHAzAO1QF5Bn4YeBoVn1+zwPcVeWryswKzDNI4wFDD/BXBfyzQJf+s9+85m2zj17Wn+czAvZ71krfjH583ndIVJXJ5CXjN+/NCr4z0OyBM8dnVt/Vfx7lk5XL6JXhmuGT/WfAl0fSROwHep1OrMdXiLsMKGg0HA5jOBwWuxI80Kj/Ovufq2UZcPbAtPBUIsWPKnIeMCin/3xBMj/CzQOm3jfnD48A8vr1vAKGSrwwEeQBbNI0O9/fdUFEpDxVAoLHFbnO8BXjwotjkok6lfcXdnubbEfXGFBXgtd1FZ9loszHbEaXqpXSSmhxR4ruc0yQLuSz6xE+IzyYKBA/PdHC5/WS9n6/H5PJJNrtdonGWb98rDm+7L+3y3HNd5j42JH8u07w8cvrbMd1OROfh+muLOmj9mYlhz0xzOe8PSaGPJlIOno9fJ5yk+kn18cCjkFPkoqGzlM+K1z9OdYrmjv+1NtsiwlJ0pY0Ia0nk0msra3FbbfdFktLS9Futw/YKfFCu3yGw2GxW+Lq1atx4cKFeOmll+LChQvxyiuvxCuvvBIXLlyIjY2NuWjiNrWK96wn4wfLzrrvMG+5GmqooYYaaqihhhpqqKGGGr6z8B3fCTFr0slJNYOxfs+D4Qz+zUowZEHrrFz2zTqqEi2sm8e2+Mt6vTyDocSJ9z3ompXz6wQP5M6il/fPg/BZ0I/PelCLgZesrAdbsz4RPLHDoExEeVVuFXjgxsu7rHn7XkdGq8OCKo4rn2UQlUdnsE6XCwZ2srHCcgo8dTqdWFhYiHa7fUA+uJp6MBjEdDotyilQysAk6c/g/2g0KlbZMyDp9GPfuErYx4cHFxkYViCSPGBAj6v+2VcGARmoy2RC15kQoLxT1huNvQTHaDQq2lfiQcCXevvY1M4Bx4/95BjQM5QZJl14LBbx9eOodI9H8eh54cRji9Q+d1i4rtVv7aTRM0wQCRcmn8gHJhUY4PT/zkMGQj1Q7HZBNBwMBkVb2uGhcUfZ01jJeOK6gWOMibAMH8o9ced/T1BU2UiOBepK0jgr73KS1c1+OO+ZMCFPyHtvm2NZtCfPPODvestlj/3JvjN9XkWLTH6qbJ7r+SyBQVpQD7l8eAKLNtXl+9Zbb41rr722GGOUJeq+ZnNv1wRxVNvSIdoZoeTE+fPn44UXXoiXXnopzp8/XyTq+v1+YRMo09QNHJ9u72uooYYaaqihhhpqqKGGGmr4/x9edRLiqBPIqqAAJ8nZalI9kwWFs7LZylLHwe9VBYu9Lf+vSb0/40EllvMgBMv5atQsgKTr3s/sXlXCYlaQqgo3D45m9WXtZQkD9s8Dnnwma9Ppzv4z2MKX8rItDxoxSOn4Zbg6bSIOvsPBg+YsSznwNvx6FZ0zOeZ1rnqu4v9kMomtra3odrulQJSSCs1m88BLqBlk8p0NXIHPACN3RYzH41JgTPhQXvkdUQ46MzCtIL7T1Y9y8cAv6eXJE7WjvrLMrCCg2nOeqU3xQckA4Z7tJCE9WJ8nQ3R9PB6XcFMQnzQQHupTJseuD4Qb6ejjcnFxsWiPz3lgnbQgUJaEr8aigs/Z8wz8e0JLbSpp4O+G8N0Y3nfpDvVvOBwe0BnCNUusug6nfDoPSSvJiPqejQnf2UR6KrhcZUeyY6MyfDP9xPFMWyVaOZ98pb/aE0+clqQvbQDBkyeuh/xeZofZ34z/GqOULZVln1ynVu2oIf/ZT/bPZcifpz4jLlV+x+7ubtx+++3R6XRK9Tp92Y+I/Xd/kN7NZjOWlpbixIkTccMNN8Ttt99e7G4bDofFzomLFy8WiYlXXnklrly5EhcuXIjLly+XjpLT0VCZ3zQPZDa4hhpqqKGGGmqooYYaaqihhr858KqSEPNOID3oFxEHAk4MHntwQMCgXBZ4zYI+vtKuKrg8674HKLJAr/eVZXh2vIIHfmSMP+OBcq9b/zMcq/riAcaq/s0KtBMPBiQj4kDgKKvPcfSkSdZ+duwOackVstnKdtV7WIDM6e/1ZEkP8qqq/yzPs9OzoCkDS1UykK02dp6wTfY/C+oNh8Po9/vR6/WK44i4Up4vUmZgVIH04XAYrVYrFhcXix0V0+ne8To8YkjvAmBiJus/g6jsswfgPCHAwDtpx6AyVwt7YM95JlopaO2ggLaf8c+yHrBXEsBx424TBUHVF9GWQVGB3tOhdrMALN97IdryPR+iu+rPkg3sl96PMB6Pi+THdDoteOtHS3H8CHSsERMilC/9zgLHEfk7YgikuZI9HC9MnvkYZR1MwjGpwzHv48plj0kuT3hlY4HXPFite76jI9PtnqD2YLnbXJajfXJ758ew6WXrpJ/GGmki8CTerN9VNpo2J9s94OWZkCV/M/vk+Pr4ynSo6DCrfqcly/hOFuopJgI9maoxNBqNSnql3W7H2tpaKaHAflHvcPypfiaJyDO9U6TVakW3243JZBInT54s7V4aDofFeyfW19fj8uXLceHChXj55Zfj8ccfj6eeeqokx9wdUuVTZmMzu5aVfb3gjaq3hhpqqKGGGmqooYYaaqjhbxvMnYTQkSJVUDUR9EAGJ9YeCKkKglcFslWnl2fZqsB7NunNgreOP4Nh7Isfc5LRQ5N1BkM9AOMrUxn4YhDWg1RVNMp2hvhOiSpa8jkPDmfBFb/GM+UFWQCeQTsP3GXPse8eKMr6mwUECR7wJ7CsB6NmyVomYwxGevDSV607XvpUJeSYIDhMDtnX8Xgcg8GgoGO73S4Ciy6Tkj/ipSM7BoNBdDqd6HQ6Jfz5XgjxS8cyOW1Uxl92q3pIbwaGnTcsz/p0VJDwUyCcQWe15y8KZuBM7XkAVeWm0+mBALh4w2OsGLz0HRwEjnsGihuNRrTb7ZIu8VXZPtaEB98HwnYViGSAmfoq202gZ6gHKb8eXPd3WHifGPin3iE9quRaQVyu/BfuCwsLpWOw+FxWl2Rf8kvd7wFhAXdIsD+NRqOQN9bvY111UCZUjyciPKHiOsd1DOuusqPUk16/B/s9GZrpT/KPRzM53n5Mk+uuTJfyt9sKyhx3cTBhl9XtOt1l3b9Z1ungSRfiR5w5FjiGFhcXi5fM+3FGSjgoEUH5eeSRR6LT6cTb3/72OHbsWHQ6nVISgb5XplPcJ3G6NxqNAi/pzel0Gt1uNyIiTpw4ETfeeGOhL0ajUXzjG9+I//Af/kO8+OKLxTOeiPBEjv/O5GsecFnL2qh6TjzibsEaaqihhhpqqKGGGmqooYYaXh3MnYT4R//oH8WnP/3puHTpUhHMmXX0gCa5viLdV1/6amR9V00cs//ednbPgw0etIjYTyz4M+xHu90urfxmWx708sm1gqd88Wi2Mp8Bqiywx28PjGYr7R1HDzJ4UKTq+Yy2/O3BKV+9Pasex4WBeQ8oUgYYGGRdHoBVWcc1u6f/HjzNAniOSybDjjfv+RErEfvvBsjGxqx2q4JgGTCJoFXtDK56MDALVlEWB4NBsbNCL0RVoFQvtm40GjEcDks8UgBL+HNMUX646ls0Il8mk0kR2BJ+Co47zfQMxykD6QIdH6Jgm7+Yl89zNTFlVrhxzKs/xEk7URhEZ2DfA3Z6lrsmfHeIy0KjsZe04DsjXK7YD90THZic8iSMB2tJ80yOhYePK8qD2w3fBUNZZqLME4fqP/kukOxLnigv1Pue+KWu4y4B6pcsyUJ7QnpU6Qv+ZtCYtHcbU2WXPXGR0ZBJCMfJZYU4ks6u0/hR/T7WvJ/aaeRtUA84ffifCY9MX3tigfx0Gcr45HZEcut0jdi3TU4/jW3hu7i4WHo3T0Q5cankIOVJ79oRbUajUTz99NPx3HPPxcrKSpw+fTquv/766PV6ceONN8Zdd90Vq6urBxIIoq8n0RzYB+14O8x2qs6dnZ3iJfTqP8cW2yZPHKj/PEExS179/iwgPqdPn44f/dEfneu5GmqooYYaaqihhhpqqKGGGqph7iTEr/3ar5UCgB5gZsBIE08PZqlcRHlS7xN+v58FvLMAjQeA1J4HnnxyyvPmPcCxuLgY3W43er1eEVzlS0g9mMi6dV+BLtXn16oCP378RdYfD0gqoKb6fTWtnnGaV61QzeiVBVT82awcf1clmYQHA/FezgPSHkDK8GYAksG4qqBEVZ/JM9Vb1W+vP6OZB66zYLMnYKpoqyAu8WQ7GZ4KBC8sLJR2lZAH+qgNjRfuRuCq1+l0bydAu92OTqcTi4uLBb21m0r00/E9nvwQLj62Gfz2pBmDWZ44IU8YBFbfuNMiezcJn1GZZrP8gm49o/5pTJJ+5HmmhwgM5qpvfBcGg+bigV6A7fzm2NCKZR6p5PrH5Zp6XbzkzhHqLT5LGVZCinVSHklf8t31A3lcJdf8kCfqt9sH2jbxdTgcHjiKye0VbQdtgfehKuDO/ro8MPHhus6TD95uRtcqfa76sgA/+1CVMKc+zeSAulPf2XFWrt8YoK7iLccI22NSimWrZFZ1+7tuCG57iZNk0WkuuXe8uCtHzzMhoYQDE5lKGkTsyTCPoPN6d3d349KlS3Hx4sV4/PHHYzwex8033xw33XRTLC8vH3ghtZ6TLqRMsA0B3/VAnpKu5Mvm5mb0+/0DsqK6XXe7fGc8cT5k96t8lVnABESj0Yjz58/Hf/2v/zV++Zd/+Uj11FBDDTXUUEMNNdRQQw011FCGuZMQHsj34Lsmy1nwKFsJmwUVImavUPegjepmOU48/VkPXnpgTf3QsTLdbjdWV1ej3W4X9xQgiIhiN4QmrMPh8MCKch1346vKdZSCT9YVBGPAQW0TXwa+fCeE2tGxKwpoOM/IWw8czAoSZjzSdf/tgUU+n/Heg7gR5XPgXZYYCHMcsz4q2KxyvrK4CjwhoMCJJz6y4CJxZZJF93x3AZ/X/+ws+6okDevyoBmDRgyu62geHlnEBIGPIwb+RUOtjFUQTC8wXVpaKtrSSl89ozHA96eQr6J31QttOaZ4jBP5yyAev9UOX8qq6574811PClTrv++C4hhUOzw/3/UB5YCJj0y++V8rmT2h6YkAD1gq6aSEqJJD3IHhsiScJCvSKaTHrAB0tiuBOLE9JsR4j+ON4y/bmRGxnyTw3UVM+Dm+3PFSZcPUNq9xJ44H9D2RRj1O/D05lSXQhBd5qvv87227jlB9lH2nt+sUx4WJCe+DJzYIxJVyQj1N2fC+ZThRR2T6ivaU48P1DfUExy3pSD1B2fF6fQxzoYCSIsTbE7LkC/0PH0P8zR1cERGj0SgWFhbi7rvvjpMnT5Z2NAlXlZW/MBgM4pVXXomtra0Yj8fR6/VibW2tdLwT7RB3MPmumMlkEufOnSt2xLlcqawnhjguPDGf2cIMDrPrVfBqn6uhhhpqqKGGGmqooYYaaqihGuZOQmQr3BhI4eQ5CxRngYjselWZw+7NuibIVjNrp0O3243l5eVYWVmJXq934HgT1c2AA4MFvopPQQMdsaAjUBRE0CReK5cj9gOA2UQ9w92PIFIwgwG35eXlIhCQvciS7ZBvWUKCwRq/r2ecDryfBcqcd9lv4ebBWZYlT7IAKFemep+JTxZ8yAJaEfsB4KokRFWgjf9VhskRBq6zpATb8bHowWr+Jj0EPCOcweqqd5w4nx1HXhsMBoUsjkajInglWVQ7k8kk+v1+8bJlvROAwWDqFgW3VDfbJY0Y7GWyROUZqK4aaz62Va9kSrgyeShgINNXOU+ney+Jnk6nxapk7qpgIkE8Ix086M5jVdg3XylOmui6zp6XjnI5YYBY+srxU3nfWeH6QLhxRxjbIB985Xx2/B1xc3nXf+5c08d5qnokj3xfiGjLhIZ4zfZ9lw5lgX3PjkTK+qEAeKYzPeDO/jJJTXrwv9p2uSdeWeKEOLOuKttAGpF3lB/W5TbFk4mOj9uoquMGSX8C6d5sNgsdRNnlePTnpdsyve+01vO6VnVUHHnPnWpqQwlE7jxjXynfGmv33HNPfPjDH45jx46VdoMIx/F4HDs7O3H27Nl48skn45vf/GY8//zzcf78+SKJcfr06Thz5kx89KMfjTNnzkSn0ymel77O+rG7uxvnz5+P3d3d4sX0bgN9PAjUb+pwls18Ea8js+mHgddx1OdrqKGGGmqooYYaaqihhhpqOAhzJyEIDKzpN4MNDMQIskBEFogmZGXmeUbggRQ922q1otPpxPLyciwvL8exY8diaWkput1u6SWimtBz9TSDHFzNTrowQKWgRa/Xi9FoVDqPfTqdFhN5tqVAmAJvDJZ6IIOTZV9pzUk+eaPghRIS3JHhx8qQB76S2flRNXH3+xnu5JkHGxlw8uBThmcWoPdjNjxoxBXJjl/WX6cHA5/kUxVt1EfJg/efgWenofOhaiwRR/33gJGC/rrOVbYMVhGPbPUtaer018pa1al+tdvt6PV6xbNMKjjd9Z/tKHg2SzYYeKR8kDcMcHrQk4Eu0p4BY5c9Peu6R+Obq3sZvFbdPPedAW4G7/g8A6ZsxwPKwoO0ZnCdx2Y5HpSjLOhZ1R7bpBxzpbsHo8lv77MnIH1ccoW6Ehyu/7xNjQW+Z4R88+C94+Dl2KbuUW6ob9hXp4cHVn18UVczMeJ4ki6OX2ZfnZdOE/9NvrgseqDYdarkmIsYqINZH3W0t0X8VYfLiL45rmRjfbz6e1iEc7YjLZNvPud2QnWT1rR5Vbu+9Kza064FyjLtj+o/efJkfPCDH4xrr702xW93dzc2Njbiscceiz/5kz+Jc+fOxebmZonP4/E4nn/++Xj66afjG9/4RvzET/xE3HvvvdHtdkvjVH2kLt/d3Y1+v1/URd6Sb5kO4D3qXD8qkLzm/yr76/VXtedyW0MNNdRQQw011FBDDTXUUMOrh7mTEJr0c8LuK4YZKPAAh39HlM8AJ2TBpiygzTJZ4EO4tlqtYkdCr9eL1dXVYsdDp9MpjohRgIOrsPV+Ba7oVhBBQYGIKI6xIR0YRFhcXIzl5eWIiCIBwN0Jekbtq08RcSBAkwXcRU8mPxgY8cCE+qoJvfDgykpOwJ3PHlRzPmXBcw8QMzjnwSmW5UpUT1CwLuLHOj2AkAWq9d/PDM/kLgu0ZWX96CY9z+AUA+Xsh3DJAi3kP8ec9zELPDLgx4AUXzTPvo1Go9JuCdXrK3N5TIjLBION/X6/1AeNTcq3gsHj8bjgh8u/rmeJOeoltuUyRL4wIcA2PKjpAbRsVbwnb/ghvhzXpJXqFd3ZNscdjyxSMoZypWdIf/1n4tEDuQTpA+7g4H/pRn93AvUpcfaEEGWFOoPyLfAdK3omO2qJfSdPqSu1Sly08AAqX47MY3okP5RJT1BneKpvvM/grYBjV+WZHGTfPLDP6wLZQNKevHL8qI9c7xNHHtuldhmQ9v5SFomfjgLzNrLku8tWFiymnqJssX7pHX//C3dfCSfaH4LKLS4ulhLJxFm/hQvHj5fNdDx1md5HNR6Pi6C+2tbzlGv1+d57741bb731QN8i9vTM9vZ2fPazn43Pf/7zsbOzE9PptKT7RJ/FxcVYWlqKy5cvx2/91m9Fv9+Pj3zkI8WOT9o44TWZTGJ7ezvOnTsX3W73gN0VnzPZ4djmmHb7zYRHZkcz23gY+PPzPFNDDTXUUEMNNdRQQw011FDDbDjSOyH844HXLBA8KwnB5zxozXLZBJABFAatFJxTcqHX60Wv14t2u13873a7xYSeL/JloMPxYiCHE2AP9vMZBn38uBkGGEajUbFS3I9nYnCUR/ZUrTR1GnpwhUEX0qvX6xV9GQ6HxSpLJkWyFacManjwL5u8sw4FOwTcWeLBMe+vB+izYJrLWFZ3lQwzKMTglgetsnYVUGEdDD550NWTJo6z5JOy6efBOw68zgCYrjOgOxqNot/vF+84UR/0Tgj9VmArIoqgN5NCfnTMcDgs0XYy2X9vSsRe8G04HJb632iU30tBWWFgzlfSUx8xGMvjhViXvj3YSzp5cN5lxQOKHjRkkJ7vnGEAkkF6Bi2dJgIfv55MkDyxTtdLfnSK911lmHjQtyc7qOupr6j/WT/x86Ayachned/fQ1GlX5jIJQ2d/gzeUqdlu1EIrl/UJ9Wj9qnf1J7Li/PZrwsn0tHf2+HJn0ynke5KcPl11qXf1O/UD7InDAL7N+nEPlGOiAfbzGjusicesS23yaQhd4DJpkfsJ0I8waH6vH0P6LvucHpmcuQ+DOsRiA6SSd8tJp2iNvT+KZW5/vrr413velfxHhfiMRgMYjgcxl/8xV/E/fffXyR9uSMos2PavfmZz3wmrrvuunjf+95Xkk3JPxML/X6/ZCvIEz0zGAyK3UsCvYui2+1Gq9WKc+fORb/fP+BjZL/ZjusJgicpSFuvr4Ya5oWbbrrpwC5B+pKaD1AP0ZbecccdMR6P49lnn039dpXPxkKr1Yrt7e342Mc+Fn/xF38Rg8HggC5UO/qmvMuXO3nyZNxxxx3x+c9/PpaXl0s6VP3J9KPqmUwm8T3f8z1x5cqVOHv27AH/2e2b7vn3Rz7ykfiLv/iL2N7eLi3g4MIK2TXWL1y63W7ceuut8fWvfz21LVXJS/pRN998cywvL8fjjz9eer8Qy/sOOtdJ3//93x+PPvrogfdnOU1ok6l7xuNx/NAP/VDcf//9B3wc9UkL3nSsMP2T8Xgcb3vb22JpaSmuXr0a7Xa7eP+hkvK+2MP954iIkydPxsbGRin57rGB7Hn6Dd1ut8CBtpayTT9vYWGhmMdr7Mgm+nutuMNR17M5c7vdjs3Nzeh2uxERpflC5iu6z6z+9vv9WFxcrJRt9yXoE7RardjZ2TngK/piDs6PudggYs/PHAwGxRyOY9J1BuVJ5egHyVfgeHD/2338iD2fSP3gojCOV5dZ769kwheIkO7ULe6zi8f9fr84+lHj0ucfvgiC7eiECOpXLjhVPQ6iZ7vdjo2Njeh2u6ncqF/cHU/cVMfW1lbBG+6QZVl9xuNx0S/R+fjx4/Hyyy8XR/66PqH+F7ivx3ks5zY+B3efWfelK7RwRvUp5sUFsPLDpR8lO2fOnIknnniipG+Ek/rNOauuC5elpaW4884748EHHywWzHD+IH5vb2/HxsZGbG9vH1jc8zM/8zPx4IMPxnPPPZf6hYf5iM1mM/7lv/yX8YUvfCGeeOKJkm2YBSxz9913x/d+7/fGb/7mbxZ981hJVR2Cv/N3/k4sLi7Ggw8+WNDBbR/75DgeO3YsPv7xj8dv/MZvlGI1VT52Zlevu+66+Bf/4l/Ef/kv/yUuXbo08/msvul0Gh/72Mdid3c3/vRP/zRtZxYd5Cv85E/+ZDz88MPx/PPPF9cFvigqo8d1110X9913X/z6r/962k+2m+HXaDTiPe95T7zrXe+K3/7t3567H06Pf/tv/2383//7f+Ohhx46YHvnef7EiRPx8Y9/PH7913/9wPHCh0Gz2YxrrrkmfvEXfzE6nU4MBoMYDAbx3/7bf4tLly4d+vzcSQg5yx4g4idbpc77+k/n0CfhmfNS5dCoTTkn3W63eKl0r9eLxcXFYgeEgv+dTqckSFTgUpAywnJ0pOQi9g0QAw3suzsgWtHMY550fTweF++LkKLTS7D53obRaFTg60dANRqNYiW5DxCuMPTz0DkouIqx1WrFyspKybjp2CYaOg/uZo5qxH7QlAaLkPG9ymlyB4QDxQ28G/vD8KRR8ue9vOPn/ckmMpmxohHM8FdZNzCsPwuSyxGjA0bHi+fri5d6+ag7rRrzqssDkUyMuXPj/CJdB4NBMfnW7iKXX+5YoNPpEwq2pclz1ZEmpCedfh6RoufUV6c9Zc9XPGu8+ntXKAvku94L4ZNw163El8cMSQYYiKia0DNx5xMI1aMkqMYrnbtMdl3WORFlOdHGz8F3WfHdIU4zTpI9kcEEAGWO16nvdM3ppT5zEsz+USZdl1KeSC89Q15lDiT76m2zHuFO+0M5JE4uF64L/Tr7RT5l1zO9ldls1wE+QdV1303FMeQ8Ii5+pJ3jMZ1OC38gYj9hSv1Lfcbdjo6LPupPtkPH+c+FB+QzaaTdA8JbukHlRRvuAuNLqLmjRH7HnXfeGWtra9HpdEptCv9nn302PvOZz8T29naa1HMgL/v9fnzuc5+LW2+9Na6//vqUDhER29vbsbW1VRo7DMAsLy/H6upqXH/99XHq1KlYW1uLkydPxtraWqysrMTS0lIsLi7G+vp6/Pt//+/jueeeKwUBOZ6oF7KJWZVNz+Cok4EaapgFrs/cBtAWtFqtePbZZ0vHwgpcL7N+fY9Go2i32/HFL36xFDTzHVuZbo3YD8aur6/Hl7/85WKRUmZz2Sf6ntKjTz31VNGeB7uoex0P9uell14q9KHbftoVzo84/re3t4vAz3S6v8CGut3bdfqcO3fugL3LfEY95/YnIuLRRx8tHbvrdkvfTMY6Tg899FAp4MggqsrLz1ewhfhsbW2V6F/lK2d01P319fWS3Sbv2ZbXQ59ve3u7mI+z/mwuK5qon8RZdpDzXZ/zOC1Vr+Y99Lso087HDKbTgzsoOefmmOC8i3Y+23noPgR9tSwJwASc+y3eJmlH3igZ02g0DsQ62DcB/SwlRTLfi7TnswTfdZzZX9ZFWRJNxG/Gedh2pjszPIWPaOV8o/5xGdAzOvnCfZHMZ6EPzlgTE1tMUFBGM3rpW4sLJY9sm/WQHtRpfHcjeaD7Pu/U88Rpc3PzwMI31TcYDEpzb+Gpa4rLPffcc8Xcz20hF0oyzqWy0nGPPfZY9Hq9Et7SFYuLi0UcQvXpnZai+dmzZ4u4RSY7mb+pMrr/B3/wB7GxsXFgbM4ClnnyySfj29/+dsnGzpOIoB776le/WgqwZ2Mqa1/3tre341Of+tQBW1f1fHZtMBjEk08+WbLpjv8sndtoNOKLX/zigTE7q7zr8/F4HJ/97GeLRU2ce3HMsv/EqdlsxuXLl+OP//iPS22wbJXOITz55JPx3HPPzSULVfDMM8/E+vp6MR7oZ80DV69ejT/8wz884HdU8ZP9nEwmcc8998RwOIz/9J/+U/T7/fiJn/iJ+OAHPzhX20faCUFiuuJ0BnlZ/iZzMqfHn2eASZPwVqtV7GjwlRxcKcGAKw2EHBqt7tbuiUZj/5gTDdTt7e1CwQlXX1EZcfAceV2XcEvh6pmFhYUiASFl22w2S/1gcIHBTeEhh6wqgOCGjYrHBxmNn+isFStMPvgRVe4YinbkqQfveI2/6VSzHj7L4JArXwYoKUdOE2+3yilxJZLhlcluRl9X5sSBbXog0uUpw9/b4/iijDAh5opKdOU44XFDXs6dN6cxJwbEjYk/rYaQzHNyxkkU9YhPpN0ZpAyxn3TOWU+jUQ5+kqacxDi9yBPqFMqLJ2+4Us6PMeJYotOnVSzih3CVg6RJpvPI+eCJQ3eA2Wcaa+only3Wo7YYCPAAM51m4ijjSdtA2tPpIn09SeTXRTP2VWV0n/orIkqOka9CYqDVJxF0Cl03uSPiY6fKfqpNJoZ0T7aLq875vNeXBaGo0zgZyIJVzn/Xy5KFiPy9GbzHttgGf1d9OG4yx4/XmdTy483Uz2xSw/o4Zp0WEZE6bvpwzEk29NFkJ0tM8F1NlEWORe6uop5XnSsrK3HmzJli4kW67O7uvafhL//yL0urMD1oI5lhv2gjXnrppXj66afj9OnTpTGnvtHvEI533XVX3H333XH69Oki0bC8vByDwSC2t7djbW0t1tbWShP/wWAQW1tbB3hC8BWgPvl/NU7+a5kY1FBDBvRjNa5k0xcXF4uFGdyJSrvofqHqYVnpESUXGaCjvuMYcj0VUfYHOJ+JKB//Sp9Cz+nacDgsymeTY9bvfpCuf/WrXy38GPqvThfSV0DbxLLZ+8ScJsSNvix3i+m72WwWu8nczgi0yOMwW0fc6DOLp6qXCy58XjWdTqPb7Ra7yFTXK6+8EuPxuAg401a77+t+BOkkH911pPs4qtf7zOSIy7bLH4F2UePFd57yObbrOLk8CaeMd5nPqjHFnYZqz20q7Znq4JyE/KN/I7lSHT63o3/jY4G8dTo6bznXo47weT2f57yOPg93U5AfLkuOh3Qe22H5bN7B2AHHS+YDU7aoNxmv4Jjnf/rJ7ttSd7mO1nyWeoY61OXGectnBT5PnE6nxTxxMBgU9eikAeLh8QX6qaKL2tIz1Of0W7PnOY/XmOECOJ/nSbZ1LLlkYDgcFjEyzq88gUB/WH6zgH6o9EUWvFe9Oqa10dhLwCsRsbu7Gw888EBpDFAmdD0bYyxz4cKFA9f8vwNptb29Hdvb2wf0hY+trA7hLD9a/2c9R+D40Ar3bI57GDQajbhy5Up84hOfKHQO8ZhFG7Z19erVUplsB9gsvFiHt8dnWK/7CaPRKC5dulTS5S4Xjrdf39nZiZ2dnVL7R+FLs9mMT37yk8Vv0nQeEE8vXrxYGttVz7vN1rh6/vnn4+rVq9FsNuPcuXPxrne9a672j/xOCFf4VESu8PWdBZtdWfM5KXQFJrmjQf+VZOBH5YgrmarJrAyACK7kg8rSELbb7SJYqrZ15IEUH50Z9c0dmUajHNBS0mMwGBRJBgYsRR8lLWhA9BkOh6Vtaz4hiMiPA3EDSQdb7wBQ/QwWicY08qKp6uY2OAZEXGhFFypSDuTMCaRjlTnOblScFg4+maCMZgpR/3mfbZB3dFzYRzplTg+vL+OX/tPhdFrS2WJ5lmNdVeM2o1cmOxxvdOCETxYYUlk5GJy4aXxSFt1Rd6eNBrIqWKg+u9FjHVlgV3oio69wdgcx47HT3Z1etiH6clLk5Tyg7jLE50gzOtEqy1VIxJ2y7H2rklmXR/3XlnE3kj6edJ3OKh1POshOM9YZUT7iLXOY9F/lhJvK6D9XyBB8UuZyOmu1JfkkfBgAJ89dvpwGPu584pA5R46Hj21v12lG2eWklUkv6Wo5R3z3jIPLlk/+siMsMj1MutO+sY/8z2PkWBftCmnhPgxXpTqf6VNQR5L+zkf2VXzkjgf1izTm8RQRe7rzmmuuiVOnTpXoRfm5dOlSfOtb34pGo/xuCZdL+VU8sory+cQTT8Tdd98dS0tL6QRtMpkUflRExA/8wA/Ehz70odKqy8uXL8dv//Zvx8MPPxy33npr/OAP/mB85CMfiVarFX/+538ef/mXfxlnz56NixcvFsd3OJ76po9KmrqOraGG7xZQl2qcKxDDeY5WZwqq7G/EQfum/9S5tEes0+2AgD4k33tH34J2L7OrxFG/s/bVXoYD++YBeqdN5rtSd9Ovob5w/Fi3+ipe0PfwgHnVcaL0g6knHdxn5POkPcvxv+ZuCp6RnrR3+tD2eMDc8XM/gUEZlyH6H9439s9lh33xIC3b0vyBiQT3m0mbDD9fhe1zG2+T5ShPEeVgPf058s1pqFiD+pDV4bEF1uG0VX89KE65Ft5+zXdFsE6XSY+tEDfOA4mrywr5QX89C/JX8TDzXalLnFaZPLuPm/GbvpEv0FGf6e+y/+SP+4BqUzIg2jqOuu5BVudPRBS7J7KyXAjn8iB5pCxwwRtlnuPRaat2RFvGx/Q/Igo/jn1WO4oLsH7GB9SG5EXjiPTkYlnX+8KT+DAOcezYscIv9fgWx5PPu3iNNCGt/dph/ijHHp+b53nilgWoM/+Z4NddfzsOme11fFROdrJq/B1WF+/PkwzJfBCOf++rru/u7ka73Y7jx4/HwsLekXM6ipA8zWhV1b7TI8NvXqDdJr+PWs9hsuD48v/58+fjox/9aNx5550xGAzinnvuiS9/+ctztXvknRDzfPiMOucTQwaS5fRwMq2dACrHXQ1KSDAxoTrpPMhJmU6nRaBA59TLUYkov5SWgf5WqxVra2tF8D2i/LJgZsj0W+1IIY5Go0Jx6SWoKqf2deQTaZcFn1SHfq+srMTu7m7Rhp7L6hKdJVwMqNHp4moN8k/OHo/lUp08e7HVahUZeRoBAp0R1U/FQ1wFNFYMKrkhzOTVDS7bdaeMz7px8YGZ1ekOm2jtis2Nh/93Zy0LprEc5YT98Dqy8u7gMwBPB8Kdb8oAg/UMfHPcC18ZINWpZJfGpJ5nco47jtzhrFL+WbAzGxd0lvgeC44/p5ue4ySbgUYPkJN3cga4PZbGkA6Z483dR9Rzet7fyyGcpRd4XbIpfOWgyDmg450FL3wFPscMJzSUL61E4XNVjgh1gery8c4JqPCn/LEOD+STFtSFmSxT3tVPXwGvb+LnThv563hQV1EHegA9s5+yXZQP0o7BCPJYfeVqfx8Xwpl9ycYgZcD7Lf1DPmZBYneEPBFBm53RgzJF/eX8o6wJNyb63ZFjwJ+4eUKPMuNj3Fc1cww6bThRFP/YDw/uUZ/q+/Tp09Htdg+MXf0+e/ZssRJI/aL+8MAHJ42y9RERL7/8cmxubsbS0lKJXnpWRwKIFnLmyYN+vx9f+9rXYnd3N77xjW/E9vZ2fP/3f38sLy/H5z73uXjooYeKd1G4TSYcZp8pT36vhhpeT6CcVcmp+3kR+3MG98FpB1mP/jNJ4AkCBjlZp+Pj9sZ9R9pQ6sgsoO92Insuoxf9TK8/8/Pc3jp9aCPoe+i671ZzvtGWqm6+y0ztcsUy8cx8c9KZdk73iIfTgTatKthJ+xNRPhY4w4e08LmTl3N+OD9n6WCPA5Buzn/yVXZyOp0W7y1wv5B40S7T96uSU/qjuqYxw/rZf/KGtp081DOkCfFx+qisJ1Ho67E+4sw+kr5VfCE9vA7ey/rkOiLjeUaPKn1R5QPqGvvq9VNPuo/vfo/AF31wPLIt+lzkN6+z3xwXHNeUVfrolHfOXZwOao/vJSWNqOMjIjqdTpGIFG7ZGCPNGo1G4eNl+ohtZjbE9Z7zzOWDc0HO8VW/H0Woa66jyR/RinNdjgXneXY6gORDz62vr5fe1eq6OJMv18uv1dd0392/qyDje2ZfZoHrL+FDeSeOVfh7HT6n9L46Di6Hfq/KFnm7vJfhmPkq99xzT3zsYx+LXq8X4/E4dnZ2YjAYxObmZly6dCkuX74cZ8+ejfPnzxfvONnd3S3er5vhnOFAXXYUcF68mucbjYPHIVcBedFoNOKRRx6JTqcTH//4xyNi79jJ1z0JwQb1oRJ2xeQfXWcQmxNmPa9AJH8vLi4W73qQItaOB1/JwKA8lY6UCI1Up9MpVj5T4bEcz66fTCbFRJjKuNHY2/bGbXCqRy/iVRt0auQYyqFS0J6DIQtay+lRQkI4SRDVttqgQvZBr2eoUGXIPKCjhELm6NHYcmUHA0HEh/2hMnKZU3/dISJuPqApi+QTccyMceZMuQFzY+W/s8Ch90k0ptGmY8G++Co4jhVvP3PEVGcWgMscVZZ1h9F5TfnnM05/v6Y6NElqNpvFxMIDXxyPCtaJl5kcZ/znuCF4ICwiSsHZiP3JJndYqTwn9G44VI47VhQE8I+ezVbjkx8c8+QL/3OcMeDGoEQmd5Qh4cB+kK50DDM5ySb4pLlPIMgbOpW0M0zIkOZ6no6q+Ojjl+ODyVbRh7qXbVeNZZfnqgmQ6zl3Iv3j49nrpM7ybftOS7aja+5syTaRHsQnm4xIz3PCQt3lkw/iwXHogRj6FVnb7J/KyDY7rZxXPlEjfuKNypGukg3KPnnluk0g+0hb6ZMejiW3T3pOcimaqx7ZEdp9HkexsrJSOlOYY0ntSrfRB6D/Qn3LiaHqFG14hBn1V8T+ucTq89NPPx3XXntt3HjjjdHtdqPZbMaJEyfiJ3/yJ+P++++P0WgUZ86ciaWlpQLPtbW1mE7334/lk2uXe8o5+U377GO2hhq+U+C2JGJfbjX2tMqTAa/Mj9Oz/HbdTFvkQfcMN+py6q0Md/oUvoqZtpqrajP/zOnAj+ql/mFylTbIbY6ucUeI+yVuozO/hOBBWD1DO+K2d1a7WRvsP/nIneYq576HvqXrdfxSr9crJbg43/ZnSTvqWJ9z+ep1PuP10W7SRqgO96mcl7yX2VLaRo8vkEa+Ipi+oWwGA4lqQ+NKbbMcV4/T39TzPn7oi7js6r5wY7yEvGHdbIP+vvvS3pbXw3kUv0kntu804tjw/mS4cm7Ouigj9MUz2+6Lb7LEIvvFccX6eY1zC/p6GR99TkJ/lnSmj8X5C+lIPyvzw1XWfXryaDqdFr6f9ITPeTLeU7ay3Q9sn34qx5LGgvMp66t8Ty3Kdf0gmilu5CcDqE7F8RYWFgofUXEFLi4iTzhnFK46ZUXzxxMnTkSjsXc003A4LHYMc97i+pw+tOt0wqx7BLbDZ7LxmdnzLLaUyU9m1x1fb9PrndUHL+P46HcVHof1kzJ4GD5sv6pu0aXZbMbtt98eZ86cKeYrus841nA4LI7LunLlSly5ciXOnTsXFy9ejKtXr8bGxkasr6/H+vr6gYXiGR5V/JqFf2ZbZ4G35zahqrzrj93dvePKHnjggWK8c941C46UhKDzQYfYHWN3UlRGuxa4Yo+GhAH5hYWF4j0P2h3BtshEKRftehBIWbAPalP1aWeCjjKgkyvFppccibk8Hqnf7xcKmw6o2uXLZFVOuHAFiN5jIcUpOvrKJSYV6PyQ5tqN4AEF7kygg6q2dM2DNPzwWB8qYze2KuPyIB4zWZIZ66rBIWBAyY075UJlIw5uN82UOw1xpozcOXf83CEgHbJ29dsdYjc47E/mMBBH0tvrdr7S4dCYYuCKzjVpX+UUuTMiHvk9Pc+JqQL+XIXgvGT7+u2Oq+NEOXAH250t4RlR3l5dZbDc8XI+ESg3dFTd+Y4ov5clU/zaKcbrnBjJMDIxIdz0vHigschkx3RafimZT6g4GfPxS+fRz/0lnUjrzGg67Wn8GeB1fZ6NJ9ZFBzFzSDmJzBxqx4njjmVUl+sp2rwsmUPaiIaZTGWyKR47v4QjaZDpLMkLE8ispwpPtqP+cTLn48rxp22nTfO2RVf9d1l1PcSxxkk8gw56zhMwtJkZUDf55J5+D/nu/KM8CC+3S/IL3PaQDuQNd1s6Tcin3d3dWF5eLp5x/cQt7gwIUV5c3tlv3R8MBoU/MhqN4sEHH4zHHnssbrvttnj7298et99+e1x33XXxoz/6o/GhD30oJpO9xR7tdjteeeWVmEwmRR3y0w7TF8SXeDr9XA/XUMPrBUeRJ5dH18kMQrq/r7bc93RbxWBElQ73+txPVHnpCNoD6RHqAZVxW5D5/NkY1e+svAehWU9EHNCZom/WH7el7tvydzZ3cB8sC6CzfJUMeBmvI7Odzk+vXwvwNLfjApWquQbppz4xAOjyRz/f6e++dcYjHhvMZ/g/s31qmz6PcPT5ktumjFbuY2ayqHL0F6p8Kx8/vO7lyUvfyUHaOn0I2bj2MeL3ST/6Q/Jf6a/Tn/J+uu/Fcef+RxZjyPCr6i/9N44VXdd8wIPFkg1v28cT56DefuZ7kafkA9v1fmbySflSMN1343hd2S51Xac/R7xUXv1wOlGehQ9p4bEU6QjOh6ra8r5TV0qPKDkasf9+tGZzfyGs8OPODdKQ81nFNdzXI13IW31zZ0ZEFDsi1F/nI/miflAPvVrI9IZD1XXvU1Z+1rPztDHP84eVmReHw56nXvV7Pj5m6VDK/6lTp+Ktb31rMYeZFVw/ceJEyf5oLtbv92N7ezs2Nzfj8uXLsb6+HufOnYuzZ8/GCy+8EP1+v5hrahG9j7nMN3C7FJHHUmbRLLuW+UhV5XiNerHKz3F4TS+mzhomQj6gtfOAQcmIKBIPSjhIyWnnAxWav0yM2WoP1OibCqPRaBTtTKfTYquMVjqzv8RLRoEJjyqBZ/CICtAD/HpW94WXnlcgMeLg0QgeFGAgVe3wXRleVjs3POPujghpRgPO8qIXHRq251vjRHut8sySRZkDwjolUzSKmbOS1eUOo/ODQMPlz0hRuFNLw01n1R0+yrArErblzo5PAHyFQ+b0EG+nqTs/Tgc6j/r2l0V7nZysuFKnsyIachwTp8y5IA/dIXYnhw4RnQ46TqQlEzBZgJz99RW2PjEhTRuNvSPNZGD0Qm7hoTGistKVorO21tK5Fo7Ek8lardqQIWTiT8/S2fazoz1grr5TB3MS64E8taHdZHqGq15cN+ubNGcQOwtsVxlIypsSn5IxJoBFNyZrWU+WMPD/qsuD4tKbjhedZI4H1UF9RhqLLnwZGxNB7iS5DLpcsk3R1XFVWdVBvUd+M9HCcUB+kaeUXdcLXjcDcBzHoq8HPHxS5Twj//VbY1/ySV1DXyMb52rDVwL7pJd2gIkwn4iJnk4H8sKviZeqV/5KpqObzWb0er0i0MCjOhh08r67nZ5Op0XCgHbWZUz8m073FlwMBoN47LHH4oknnogTJ07EbbfdFu94xzvirW99a5w8ebLw/Y4dOxYf//jH48SJE/H1r389Njc3D+gCAvuXTUSIN3nBfrrfUUMNbyRUTdZoV6mLNB+hTo44eBRJRFlX0B9jOZ/3uC9K+yV83N923e5+a5Vf7vi5LeVYpW3iPCii/LJY3WPA3nWB/s8a515fxifHLfP/XSeyPO0f68/mYI6b40N8/R7fnbC8vFzsiGB54cIACP0P+hh+X/IgPFTe7bvbfffl2Q+XS7dlPidjGZ9vub9KX6OKFz4GWE62PrMXGW9myRD55/OLzJ5l49XbpX5gX8iDzCbKd1AAmIuNqub3pC957v6V9zWiHLdxn4F9p39V5YtQPrOxRF5wDiU8nP7OR5dV+pDebjbuqT89ZpD95rsdMj6zLdKU/dXYZCyJz7NPrsM9CZfNtUhD6mvR18eM5IH01Nyj2dx/KTUX0Ynv5ANpL7qpvW63W/J95eP64lvqCNXh804FnvX/6tWrJVnJ4kKcD2Q8eTPD6+nzZnrwuwFH9eWpS6bTaZw4cSKOHz9+wI/xuFDWV/F9ZWWldE36o9/vR7/fj62trVhfX49Lly7Fc889FxcuXIitra3Y3NyM9fX1uHr16gF9rb75Ne97dn8eehxmq7Jrh+GTwas6jkn/3Znwe/q9sLAQq6urxUSVRlwvPXQFx2MF9M3dD25EKDhuGNgHGbHxeFwkRBSUb7fbpfdQMBC4sLAQg8Egtre3i8C56lN5vXSVhpr3pQjdYaZi1tFTk0n5KCfSgitSCHQ6GIhQH0RrvuhbOCkDp8QAecEgJHHVNT+nm85ZNulx2hAH9rXKkdNvF3L2mzTJHErKDfvj9HQHI3OO1HfV52PCjRNlMqs3Yt8p8mATgbLuK4cz54nBVHcYGaDW86yTYzYiDkxCVa8SXpIlnyA4/hrXEVFKbHClu4AJId8d5TwlDTzARCfMdwRkPFPbrt/obEj21A7rotMTEYX+oGMkPJvNvR1jvV6vpON8gig60yF3GvA9Onx5Lp0x7bpiGdUr2lBeVJZ4s23yWNepy925d/l2Z47X6PiJJgyi0ul32SFOTtNGY//FvMPhsLhGHlKOaMMoS9nEjmPY9RLB7ZZ++wRB376zgvzJ6uRYpMz7RNy3RDvtafeJL/uX+QKsR/LjZSXbsh9qw3WP+s9nfccNkxU+hslPp7HGjeRWzzNp5MEVJbhcF3qyzmVZ9VNuyFOBT2ZpP3mP110uHZrNZiwvL0e73S4So/J9hsNhoRdIL76gWvxbWVkp6nG7SEdbukjXefTe5cuX40tf+lI89NBDcfr06bjjjjvi9ttvj5tuuimOHTsW99xzT7z1rW+N3/iN34gHHnigSBAx8CW6uNzP8hnIS/LFVxurbA01vFpwWZpnYpz5rBzTsu2cT7g/KvlmYtttcObTzwLaRtXlutVtMHUcfU7Hh/rKg50+D3LfkDbKdSavZbo163PV/IN2k7bTg6mkV9W8JkteVOHgfq73kfZB/92+DofD2NzcLHxM4e8BeA/o0o7RptIPcJ64j0QcMz87q7OKN5rDZwkMjgVvn89xfpPhQf75b+ImfD15w/5m172fKue8pG/HseZza9cBLgPup2Zy476ffCH3UTL76tdcf1XRJrPXzvtMvly+WY/Hgjxh4UkH102kB9ujPvVgvwfc2U7mx+u+6Ox6K/NLMn3GJI/rZi4u8jk4/TTSk3Qg7Zw23i5jBaqL8zKBL8RVskXjUQt86UPqP+N1me6kr6r5LK+Trpynu/5QQkS8Jr23trZKOzMyGcvmfG/2RMQb4eN+t/zmrF3qvFnXXe8wGcgYiOvFqr76dY4j2WB+RqNRDAaD2NnZKZIQ58+fj6tXr8bZs2fjW9/6Vrz44osHcK1qu8qvmMfPy8pl9tDrPArfj3wck35zS7A7FH6t2+3GyspKQQxua+HxPu5YU1HQOPluiIjyanAClaEbcCqx8XhcbPfv9XpFQkKBAgmFcGEyg31h/aPRqNQ/Bl/c0DDgQ2WuFzpSSTIp4LRRnfqvNqUwNXlvNvePlYrYD5pMp9Pi3RZS4j5IKBM0ggwMufOrwaX2RS8aPdHMg+GZk+vOM/ntz/FZrj51h9rlnfXNq8CqcHEHhXgxQOgOc4YPlZ87CJnzRUeZZTmGpPgkE14fVyuQ5qybcpc5OBHlF8uSTtpyycCcO60C4SsDwf7QeRUe2Y4VyiedTQZjKR+ubMkvl0lPSLF+OVB8YTuTKTpKTfV4sI104TjxiT0NiOr1iY6eFy2lxzTufaUPj3eRrvD2yAfhmQWEST/X4WxT3+4kekCF151PLsccG9xhpjq1ikaTA7YrGol3LlPel4wX+s52ubE+X13I/mYyzzNgWYay6DhTbihLws95S5uveh0Pv545MfzwCC0Bg9Zcjcejidiu89xtvY81JqJIf45hHhHBIwRl+1XG9bbqZ1vsdzYGKM/ExenFXYU+cfVr29vbMRgMSn0hTU6ePBnHjx+PjY2NQtb1LZqMRqPShI/0El9vueWWYqVPxtvt7e2Cf0o+sM5Go1E44+vr6/HQQw/FV77ylTh16lS8/e1vjzNnzkSv1yvO5HX5chl32z/LPrssCdzvrKGGowLHcnbd9aLLqk/qdJ+LCGTbNfY9WBhRDvZ7MMxxiji4slZ16FpWP5+lrWGQJ9N/VX69nvFgDp9hUJ46JwuMs4z3J+uD887974yHzjvamCqo0lH8P2seMAvYN9rEfr8fGxsbsbKycmA+6vQ9jB7kE+nvOHDuwfmB15u1r+f5jCewZJsVW3D60DaInsPhsDQP9XcnEjh/8EAUba9glvwQJ/aH19Sm+1U+7n2u4XhngXQfG94GeVTl57JNjxE4v9Uuf7s+8vGZtady8tu5u5l8ILjcqU2XH8dNz2ZjLFu06Dqoiu/eDvlG+XN51LOH6RRvT7i4X5TpQpbXd8Z/LkLj/LbRKMdXfBEbcdH1yWRS+HRauCj8uWiX/1WXaMG5svqieiXDwov32efMlvhC6OXl5eK5nZ2d0rHoWbzK6eztvpnAx00N+/DCCy/EZz7zmXjve98bp06dimPHjhXvKO52u+mR2YJsrkr5lexxfHY6nVheXj6QLNvd3Y2dnZ34q7/6q/iP//E/HojPVMHrwdsqvfp6tDd3EkLbN6k46aS44eS9tbW14vzydrtdermLDIqCb1JSXJmvawxSqw2uPmBSQILR7XZjOt2fYGulq68iWljYeweFjhaQgVd5BQ5VN9uVktOOAyUrIg4eE6U+KujPwL0MkYIAXF2oFz9GlFc5zVq1R8NHI0HFToUrpa2dGKIn3yOh+tQODQ1XtNORUSJFBku4i/fkgYxvv98/MFEgkBbkPw20O3Y0CG6AfVWp+MFdHQJ37Bw8eO0TN3dUSFMqI/LWFZc+lB++jJf9diWl3zT45DXpqYSEfvtEg7pAASp3aIk3HUG2o7EtOVTddL7dGZVM6l0zPpHxtlwWIuKAXPqkl4lF6iLhrISBGxUPYglXjiXRVjKm+rWjSmNDOLrjR1llPziB4FjgCwjVrhIQlGkP1Ap/D0q746U6SQvKV6vVitFodMCBpjz5GKBzzjarxhvHlMthFowRTpRVrcTxJKn65bQjTSlHsjvZKlPJk6+omqUrfOKodjw4L3x8JxInD64HVYZtuY1QOZ/4Uh441qocch+frp/lD3g9fgRcRHnbuMrSPlOPyxZT3vlf/GOQL5M5TqT0X/SQvApf7x8nLBq3DOpTX7Md0dXHnIL3g8GgoJts8dbWVmxtbRV0Is4LCwtx8uTJuOmmm+LJJ58saDsYDEp2Re1KhkVD6a61tbV4z3veU9q2TpkbDoexsbFR+DMf+tCH4pZbbomdnZ1im/Hly5djc3Mzrl69Gv1+v3jR9UsvvRTPPvtsNJt7xzJduXIlVlZWSuemkvbkhcs2aUo+uk0RjSQvkqNerxc11PBawfWudGAWLJwF1APUXUxEZP5SpqMdH+5So13O9HWVbtfz7r/5GHSf1scn6/EytKsau+6/Ow0y2+c4U9+7T+l9IX5OS59/ZDzO+ut48jrp5vTN6tQ1JsUjojgGQvNalfP3D0WU/THva2a/Bdlzuu5zNMebMpH12ecfHEMcUwpUq27aNV2jz+y23v2VbIxmMs2+uf1x/tAuu/+X0YG+aPa+MMfL6e7jjTqB8/LMZnrfXQ583nEYnbL6OY+qkn2Xd/KS7dIfd//f6ZD5EK5PODb8Gcql99l30npd7k+KJ8RDfonTx+ccTt9sbpvpK17zdsgb+rcur1636lcdnqTgPIlHErvukZ+s+IR2OmjuNp3uz6fpU4s+8j+pGzyu5baPC5vlyy8tLRVldnZ2CvoqJqn6yF/2Ixv/322gbnkz1/lqwPHIxriuZ+Oh2WzG+vp6/Omf/mk88sgjsbKyEr1eL06cOBG33HJL/L2/9/fi1KlTRQzKx7jqyWy1+08eA1EZ3fPFcrNonN17I+XOfaKjwNxJiI997GPxuc99rlglL6PlzhivNRp7SYBer1d6N4G/VFpHq0hZcDV8ZqAkHAwKSvF0Op0CF333er0iYESF3263Y2VlpVDS2v0wmUyKfjYae0d19Pv9UkCQDkLE/uRcfYnYV+RSkBROKk1X/MLVt61xhToDsAycSBgYXGcChsIrfkj58rr6J8Uthc33YtC4ctBwF4s7n74SPqPRdDqNbrdb2kGRGbXMIaCzobLuFGaGwINzgsz5qXJSsnY8gM0Pg2TuhFApeX88uMb6MtnMJj5VBtIDollwmHTx8U5Z9u2aVRMwjo3RaFQkAZ227uyILpIPyoUH3dypazQahSxTdokfJyy658FA0suTEew7nSHu3uDYEz34kljiQ11D3OgAqR4P3FPvqh4lO7nCxGWEu5wE3E3lgQDWI/7wBWOUdZ8EULe58c1Wxfikyn+TZqSdB3PFV+ok9UvywXHLMc069OysiSPlz++T7qSnynuwnXVwFwSdfHd4XJ4z/UX9Td3ufXQdS/3jzh51VhU+Ghtu96ivXE9rHKgNJuqYVGAwX7adY5KyR3mhTZIs+oSdeLkupyzyv2Tcd4IqcKI6+I4syWer1SpsuSZm7Xa79H4nJSPW19eL+wwQyMbeeeedcf78+djc3CxooUUDTmf5OOJ3q9WKu+++O66//voDY1qyo3NOG41GrKysxC233BK33npriSaj0SjG43Fx3OWVK1diY2MjNjY24pVXXonLly/Hyy+/HLu7u7G0tFRMPpU098QOdUpVUEny4tfpP0kOT5w4ET/2Yz8WNdRwVJA8ZT5nllCnXvTyuq96+a2xycULme6mXqdu8/ocF7dX7jdxrPlzbNt14az69e0vRPb+u9/NOYD7jVW8cBp53e6LsT2fM7BtliNdq9p13DL/0u0uk1C6Tj3scw7paunbxcXF6PV6xbyPfhzn2E4Ht9Pu/zvNKG+sy+kk2nH3orcdcXBHJ/W2+33kGeMF7CtpXWXDHXf6MKQB/UYPDtNP9brcJrns0tfy66RhxME5LXHlHMF5IVpQrmgPOb/y+a2Pb7bL+Qfx8jm7rmU8Yxsu7/Qx2Y7qIP04V8rmWVU+vdr3cUVgHVwwO2tsq17iJRl1XZvNI+i7uL9MfDX+NffN6mH/eRRNJp+uy2fFOZzXDPLzOZ4S4GMu889cjikrjDfpedFTcw0mVtyWcd7AOY76oXc1koY+x1Q95Htm+78bUGWLvlv1vJnA+3Tp0qW4dOlSROzJ2bPPPhtvf/vb49SpUwd0MOeEiptSTrjoW/W5LSEeksnd3d145ZVXinvUow6uh2eVycrN8pGq6nLdNA/MnYT45Cc/WVq560bLB6qUQbfbPRCwkkGSgxkRJYbR6LFeGTu+MFr3NfCz7Zga8Hzxs87E7HQ6xcrX6XQaOzs7EbGvfKSEdY1959l1AnecFBjw1cVZQImrzoW3dkawnHARkAa6J1yFE2muxAInI6onw0eDRvxSHxQ05ktSNVAIlBUGqqjodZ8BaeGrxJTKcMASb8qjG0cPmjleNJY03u7EqLwb5VmDmTi5caJh5HNVk8eqeo9CGzrcXB0tZakxxIkAnQQGJznhcYfYaUIl6xM49oW7h7we0owOh2jGPlKOeV/1cfu0ywAnEdztQ1l1x8Lx9MmwaOg6T23xiCOnp3Za+ep0OpzCiUk7tc/EovQan+NE33UunSZO3IiH95N0piNOh95xIl3Ia8kazwDOZJFy77wUP5jgcJkTvnRM6UBzbDl/hJ/rOLWbjXv1hXLJxLTqpoNMXLIJyrFjx2J1dTUajUZsbW1Fv98vTbLJF8q9046BecfXJyOclPp4pjzpWT7XbDZLiXvSjAkt1UkbyYmMT3ym02nJZnCs0f5yYYT+R+zbdudHlpghD4QLeeXJv+l0WtoRqcUPCv77+FMCTrbQ/QOV44IEPffCCy/EO97xjuIe7cjCwkKcOXMmrl69Gvfff39pJVqn0yl2JHCs8fzed77znfG+972veIm093t3d7fY3SB/TbqEyRc/YkltCd+dnZ149tln43/8j/8RFy5cKN7VJfoJT63qFR78pq91GFCnLiwsxPr6evze7/1e/PIv//Khz9ZQg8D9e17z34fdi6he1afyHKfSSdwZQTwY0PN6srZ43W2G+6VuJ91vFkhn0kZ4wJY6m7qrCk/eq6J/lT8pHDJ9UcUP4kd8WIcHSLO2+Zv6h+WcT/RrvH1eYxvu90h3Zj6y/DW36bTtnAdQnoivy0DWb7YtoG2nH8p3S7Id2T7pbfofPu/Qb6+nKsjqckI7TJw9dsF5nQcrnc8qT9/L58ikE+WK/jf9EeHMhSPOJ+LkC8fIB7XNRVC+EIf05jM+vlwOSEuPD7i/SvrpvssKeezy7/QgrdyPZfusl20RT9c5pKXrFuLjPjJ9eq8v4618oUweOL4o984fxyPTrbru80T2xW2Rvpkc5yJj1cPYEvHyeQv7mbXtPl/Evly6f+j91Pg9TH6lO69evRrD4bCgyazFa5SlzA59J6GKt3+bweVmlvw3Go145zvfGTfeeGOxC0IgGRiNRrG5uRmbm5tx7ty5uHjxYmxubkav14vjx4/HzTffHKdPn46lpaWSnFD/Oy7j8ThefPHFknw5bnxu3nuEw/pfRRM9O287grmTEH4Wswf86ECKgDxiSUpSz/pqV61q04sSG439M04VINOEncEstauXLGsCLYOq52U0NeF3R4pBioh9J13t8mXUmtAzcMegHo+0IT3ELDpUpBuTAlnAmUEH1iWecAeGPnyvA1dVCi8aByr1DCfRjrQSbdgOAymu0OlUMQjHSZHa0Esw9Z+7MASURwF/E2YZHzplbjCIt7dLuWagnnyjcSTf6MAQH3+edKQz4s6WcKAzmRlqjkN3UnUGuORc+Ig+kgWnX0YjV5LEkc/7JI20qqIjjT53IVHO+RwTmhx7XPXuDrn6QNxdsbrTxb66Q9xoNEq7NoS7yxvlgBMXOnXuVPO+ns0mKaI/g3zU5Uw8su98T4L30QOQVfqJSQTqOcdB+sDp7zipDZ8QciW/05W4+koxBmy4jd8D/SovvekTRddJlNfMHnDixrJ0bLKgO+VK5VdXV+PYsWPRarXi5MmTxYso+/1+7OzslOQts0Uck8SRsp7x2Omr8gxSsC7xny9Yd5nmx2nJxQGyi7RpPqZJQ08+qj6OKz+KS8DJlfOYdozj0u2RaKJPr9c7oIsiomRXeF3946SSNKL8nz9/Pi5dulScMep863Q6ceedd8bVq1fj8ccfj+FwGIPBoLDD2lk6HA6L+hcXF+Ntb3tbfPjDH461tbUD8kwe8mjKjY2NuP/+++Pq1atxyy23xIkTJ0qr0eg/0v9YXV2N5eXl0i4Z8V9lOp1OkXCTPPh7a8i/qskh5Z/+oRan1FDDvOD+XXaf8kef5ygTQALlWvVLt3hwSWMl08+qi98RB49KdF/EcTkMT9pMt00ehMrqJN0yfLNrAre7oslhuFfxxvWJ200POM+itess+n0uN1nAcRZeEfu70huNRimINp1Oi3leZn+r6JD5fO7/i8fuY0j+fEGB84Rl3F9yWnCxgvuQs3iQyQR9ZfZP7TiNfC7qdZEHjAFkK6idnx6D4cIo4VM1V1L7bMN1Ap/1tnxOw7k4++E8cdlwvehjxWnA66yLNtr1p4+LrC72j/MH4pr5DSxP/Imf60T3jenPZT43ZSsb1/Q3s7ha5nOSbs1ms3QsOuv0ccl7xJeyQTzpjzLGkM1xfD4rvcR5OvvK+Y7qaTabB3bE8hhc9lllOdYz2uo+ZYj+Np+7evVqaUFyo9Eo8YU80D19z/IP/qbAq/VV/qYB5f5d73pX/NiP/VicOnWqpH8lM5ubm/Hcc8/Fo48+Gk8++WQ89dRTB07sOHHiRLz//e+PD37wg3HTTTcVcenMBknWtre344UXXiiNmVm4ztun1woc37w2DxzpxdQRUVrB5sErlvP7WmWncr7inSsh6YxkL2LUAKaC4w6K4XAYS0tLxTFQCqAzuMbgOQNvPGeORxFFHAygKzggfBWo86MPiCdppF0EVLqqX6AJOgOHNAaamO/u7hY0VHtaxajyfGmleObOaTYZmk73A7vaTaKywkl0028mcXzS4oKvet34NRqN4pgJJSWYjBBPaETdcXCZooHJnKGs/+6g8J4rC9WT8Tz7z2fEZxpodwq9XSo1d9R89wL7wF0y/izHEhN42WTVnW/SgY4r25TsqZ8M5irARjpVBSidx9QFnlgj34m/nBeBknycMJE+nBB7oJb3ubKM/FVZBiszh5YBdI0PtskgNfuXOeMR+yu7yRMGZclXBuD1vL8jx51JtkdH3R1XlxPpdQ/0sizp6+NX7bCtrD3XQywjXS6+UV8y8Um9RL6yngxvH6Nqh04o5dcTEN6vbPKkSYWc70ZjL8Dc6/WKJO5gMCjOguYY4xggjZy/XAxAukaUz1omUK9Qjml/VL+vuuSEg/yVDPt7AdQX4io51rtInP8MUJA3rjN8EkWeUSY0tp1vGmeUNT3PLeNc1UYZZuJEiwtUjr6I67udnZ144okn4tSpU7G8vFyiu+pfXV2N97///XHttdfGY489FhcvXizsuY6s1BFWvV4v7rrrrnjXu94Vx48fL7XFSZ6u6aXUjcbe8R9PP/10vPjii7G2thZnzpyJd7zjHcWLrSl3+t7e3o5nnnkmnnjiiej3+wXfRIcsiCOaypbIf6BNFb2rgh2ktU8ma6jhqOCTxizwwd/zTuAOa893dNHWuh/jgSr3d72s29OsP5xQ+33qOceF5WclITJfh/+pS7ztw3Bj/azby3tZ+qu8n+ka/na/1udN9A/cBmXBLLdX0pN6TnZjMpkU7+CjPWMiwvvtQVzqzYzevOd0dnmUfeciQtar+tzHEo05Z2BA1OchVQF4n+PQR3B5cNq4PHIsVckx8czmFJTXLHCqGIb73irr837Kho9h56nThX0hbvRXM175HE5lvA3SwG1xNgZnzXlcH3iCxP1BjjH5cZl+IA7Uh+Rv9hz9O3+XhydMMjnKxtdh+DmunnDwnS+UC/Kiyu/1tuiPua7K+hJRTobzPttksk20U90M6vtOB31Ut3xvLuatkhdfJCjQ3ELvYxuPx7G9vV25c540zHT8PLbe6f1mgTcjTrNgXr+K44DPNhqNuPbaa+OjH/1okThgvaPRKK5cuRJf+cpX4nOf+1w89thjJb1Jep07dy4+9alPxTPPPBM/9mM/Fu95z3sKmRqNRqWF7WpjZ2entGiAY2ZWX12vZGP4MLplOnaWL+SxgCqYOwlBpaCPB8H4m8ZQClrKiQF/ISvFLEXBYBsD9dopoUCjmEaD2263i3dRaKWlcNX2U1cuus9jkzTZl4IT46To1F/hyzO+hIt+q7yf28yz29lvruSQAqZT6PR2xS88iaPa0X/hkAVP3DHxAKs7RgsL++/jGI1GxafqZUOku/BlUoSOD/HxpI4CDNwG54OefRHdPOAl2pC2HPzEjcabho30ySYFxCFzALmLIXtGdPMgkoA48KWodAgp6xHlYB2DSApAafwQH9Yr3nD3jQc0M2fF/9NZ0JiXPGVte5BO45NBTk+WufOZ7djhaouI6hfkucPK+hnUJ958L43GDT8qQ73hwXXJA50y1y8uA3Tm3Qli0kf810tup9PqgHPE/mpktil83LHWfdoA5y1/uxMrHgkXbt11HmbjmHXpIz5xhwbfk6H/fJZ6Q/Lhuk30cZnz9+FQj1HmyFPqd/ajKui/u7sb/X6/sEUMwLZarVheXi5e7kv+cyebxjBX5tGek+6kM/vlfWEQjDyRzpDssw3SWrIoWZLO5xghjShPapeyTL/E9Zb3gXyg7uZKqywQLvmhTspsjY81yYNw4kIJ9Vm7BNW2eEx9Lbl+4YUX4vz583HmzJmSXZAPNZns7TZ4z3veEzfccEOcP38+vv3tb8fGxkaMRqPo9Xqxuroap0+fjuuuuy5OnjxZem+Fj3P1dTAYFO9y4FjR9Zdffjm++c1vxoc//OG44447YmVlpahTcj0cDuPrX/96PPLIIzEYDA4kYzmZly9Dva4FKLu7uzEcDg+8G0z0znRHZr9qqGFe0Lh1+5iB+wuHwbwySX9BelW6in6K9I/r7irwZIH72OyD213Xo7yf2XuWd7+a97zf7lM4Xlk52hDSj/3ya+7Lu453HBz/rBztLcsdVp44O570uzyIP5lMSscXNhqNYvcbeaH7qt+TCy4DvnOTutff++ZznUyenNdug2jXXaZm4c/rlEu24/6m6vDkAn12JjAyoD3mogynF+fc5LPLH8ePL/Ignares5KNZ8eFsklfPRuDEeXjWKfTaemY5UzvcZ5Bf5fgc8wqmrBv5Ek2D/J5C3ERTchTXcvmMpwPuMxm+pG0dT+R4yQbE5zPyp8jH6v6IZkjDbyMj1+Bzz0pwxwnXLjk44q083FLOaY94Eux6X9HlHdMZbSgvAsv+YvOt8w/JL01j+l2u7GyshIREf1+vxTP41wlSzIR73lsfjbGXi1Qjt5Mdb2RMA+NI/J+kG8/+IM/GHfddVcpuRux5+9tbGzEI488UhwdK/nyUx8o54899licO3cu/vW//tdx1113xfLycvpe0MlkUhxve5gsZLp7nn769XlpprIcs/Mu3jrSTogqB8YHlgeJI6LYahJRftkjVyX40RYKCHGCGBHR6XSKc7TESCUktJWUK/YVEGcARUTTb05mFxYWimMJPBkymUyi2+0Wz/oqDQU0BDKk3JXgwQsFivRbilJnLWv1f3YmvJ4RDgwe0XFSEIr1iSd0DClEDIpPp9PSCmkGPiLKL7NeXFwsvShVq6eFm/pO2jsO5BOdA65SdUNF/rKuKkdXxky0E75MOHBiVuUI+ziR/LrDUDVO6MTQ4aLRc+fEHSJ3vijf7mi6k6d66PRxN0vmLGR94n134PlbfOJz4oXqZRIikw3ikzkOEftBAPVV9OF1GgSniYD1Ou9oTMhP0kk7rlQXg3KisR+3woDmeDwuHT/jkyh+02ESTzPH2su6k0zcpAOoH1WODiZlns4z+ySaOx9Zj8s2ZcT5Tl75xIq6W7aGTjB1MctTf1OuVYePMe7iyWSHusbHKceJjzXXIbxWNSkYj8fFincmGkajUQwGg5hOp4V9pAxxdZFo4MHzbGeR2uZ4cNzZDoNcfKGc9J7GvicYWBcD8cTZ26XOd5mj70H5Yp8OC4J5wFxlm81mEaQXHSXf2W6FZrN5IDjOej3wzrFNWZV/QJ2h348//nicOHEijh8/XtKJpFGr1YrTp0/H6dOn4+1vf3vhMy0sLBSLO3xMciEJ7fNksrcl+eWXXy5o1el0otPpxLXXXhvXXnttXHPNNXH8+PF461vfGt1u98DYbjb3tiz/yI/8SEwmk3j44YdLMk+9rLbpm1K3yf/p9/slf0T18NvbeLNPrmp4c8I999wTf/3Xf33APmfy5HqeQL30aoD2gkmITCczGHdYnREHk7VZX9wOUO8JXNfSt/IgpweVq9rMbLGXc9pm9tjb8P7TnxK4rWC/s3lEle5xurDubH5UJUecm8o+ya/TPfWFyW3pffLM+0sdS7tFea/qc+bXcHcf8eeH9zLauezopAD6MBmvMl5mfpo/5zLK8ebzPvp5Lq/uG2QyQx+X1+jfuB/kcwXKlddN4DgkbyU7Tn/GHkQX0srnWe4Pe7sZbx1nPuPjhHQnLeUfe1n2h/Go7D59NY9rZD6n6CO6uA5ifz3pks0XqujCup02TifOiXiNcSOno+ogzu4Dez2+CNbth895GLuiDFCu9Qz9WI5jzink32pe6zKkuSD1qNOMSRDJ+OLiYhGL1FyEfjDpT7o77vMGbP82+KNVtt3vVdnMrI6q+rzequf0zDXXXBPf//3fH6urq8W8TLK6vb0dTz31VHzqU5+KCxcuRER+BCCv6fvChQvxh3/4h3HNNdfEmTNnDixIF2xvb6cxC9fxutZqteLEiROxsrISKysr0e12IyLiueeeK3CcV54y2XP9rf6trKzE3XffPVe9R0pC+EfXpUho9BlQGI1GxUS22+0WL6KkQtDqUzk8XInKCbeOmFhaWio5Owp8kyDaMUHnle25AubKQzJaOye0YlQv8uLqItbjzo76w4ynDJOvtOUK38ywqR5N2n3VvA9YDzS4YuXzdB6EI4/40EReODAI0mg0CueVCafpdFqsRFRCgrtK3Eg7LuQlAxwMjiipojbEQ3eOVS/p445wlVNC485BzjIenGddWdDdDZw7BTTcnmzgf/aryrHz9vRfPCV+kivuYvHxzWCe5NsTOloFSJ467lX6RDz0JAFpnylEBfMkF9Id7rxxxXKjUT6CiPXxN/vPPkrfuTz5mPU6SWs3VhyzrJvXNUbIHxostctz9wnsi+jEBAn7ziQE3w/UaDSi2+0W41o04bOOq/Nx1uSBZUl/Ti5JcwV9pWt8DJDv5KnkudvtRqPRKJ0xStroGepV4uT0Jf5sxyfsdCiEK3GX3fKXt7F8RMTOzk602+1YXl4utorqKB2NjZ2dnWJVOWnT6XSKfrku9GQWJ5fsh/ri45m8pn5zeSN9s8Qcbbnq4vjg5IX6IcOXbVD+xHf3dzywoefIXyUCFNQh/rSlPB5KcstdmKQX+xaxn7xhot/frcC2ptNpnD17Nh599NH4vu/7vuI9Dr6bj99LS0tFn2ifnIca07IjpAlfSj2dTuOOO+6Ie++9N6655ppC1qqOYtO1nZ2duHjxYmxtbZXqdp3n5/wyiEV5E77yVdhm1QTfx2YNNcwDWrHGseY+i0Pmc7iuz2DechH7upPjlx/3GR3vzAfO/CYPhjl+3M1J3PQsy0k3ET/V6bjxO6OJ61WvJ/OVsjpcVzsO87Tvuo+09yCc+0iz9Jbjo7Y4l+Z/4TGZTArbNBqNiiPw5Et4/fLBXN8KTy74IU6y2WzX/WaXDfaB9Kf/Stvv8w2BBzz9mvOD7bkPwt96notNWJfw1XM+x+M3fXn6naozo42+aQf50ZydcQPadAZOq/xLB44j4q57nqRhm74gwxeAMYCs5+iHOf4sS76pHOMvWf+czlX+H3FxfvgCLdat+1V1RRwcB/7b59+kWVU9WdCT/aasZElo+tROs6p7us579MEz/eR9Jp+8b85nyTbfGSscyHfKC8cAF9x6nzhmOT/yeJnqGwwGaYJLeFCfsI9VSbd5wOl2GByl7GHPv9a6jtLWG1F+3jqn02ncfvvtccMNNxTB/Ih9m7m+vh5f+MIX4tvf/naKi8sDx2RExNe+9rV44IEH4rrrrouVlZWS7pRsbG5uxs7OTjFWtaBwcXExTp48GadPn45rrrkmjh07FseOHYu1tbU4efJkrKysFHPCfr8fv/ZrvxYXLlw4oKdeC334ezwez/0evbmTEL4C35GnU8GBtLu7WwRGNAiXlpai0+mUXjyt+6yHK/ba7Xa0Wq1i8krHispQwUtugW40GqVgv57xY1O0Y8IdRJ0NLlxURoLhCoerLqSoPHtF5407FJgkYRkJkJ5VUF5tsm+ZM8tgJw2hcKJjwGsMPkbsGzQpe3d4qPDl7JIvCvzoqKaqBEFElPrE7Xder2gtuog2dOLpsApcCWQTE+JF+a+aHPj1zAF2x4lteEJL10RrdxTdoLFfjls2dj1ZJppyPDDA5c87v6bT8vZRjQHS2o2ycCP+uk8++LZJlxsmGX2rt9OE49d5PksZkyfsG/uiMZtt82Tb7sQRz8lk72WrPNOZyUCXAdGAgWXizPLSGx4Qd5mhPFAuskSFxqTwE16qr2rlGtt1WmQTBh/TDOy7rOn4umwyR73NybgMqOrVDjano/D1sVXVP5bjRNqTEd7nbOwy6J6NyY2NjWIMyM72+/3im0Fb6XLaY9KaPGOylzLNMpRjyiX5w8kleU+dLX5xku7JOvJYZfy+B5Czybs7hwLaYOoU4aYyHtjRdZUjr1ivdCWD976ogPhSblzH8hgm9p/6/emnn45WqxV33313HDt27IB88psTOLcbnJBRB7sfcPny5eLa4uJi3HrrrXHDDTeUjq2UnDGZIRiPx/HlL385vvjFLxZ1uf/ClZfu14jWnrDqdrupT8PfHthzuamhhsPga1/7WkTkAfpZPgbBbUfmdwnmua86VY5j1nVY5r96fzh2Ig7ujNDY9mfdRnofNM7pp83yd932Zn6q/2YdVb599mz2fNYXhyzQXgVV92hHZtXjdBZvxVPNJ/VfOk86cnd3t/QOHgbX3Y93P8TtBYN9aqtqHuG22BMFnthy+go3t7V81uXAZZi+L2mcyZjzwfnBfqhOt30ZTSOiZHtpmzN+V40HD6C6v83/9PE5p/LAt+PhMZ8sHsBTLUQv+naqn4mZWfPNWbrOn5ml9+i3kC/sI39TDnzu57padbJdL0cZcN6pDV8o4zJL3RhR9jmzuQghG8uU/Wy8sI9caKjnXM6IB5+tSobxPsc0F9N5//kMjwodDoclmRNNiacvECANqKukF7mwOWIvPtjr9Url/b17glm84ZG4b0aY12f5TteXjfVZ9R/mJ2UgHfa2t72tOH6L41Hvu9PO16O0ofK7u7vxyCOPxAc/+MFYWlo6II8RUYqvNBqN+PCHP1y8z6/X60Wn04mtra145JFHYmNjI66//vq46aabYmVlJfr9frz88svx4osvxiuvvDIXjofxKMMxYi92+OUvf3mu/h95JwSNuRwbTnQFPiAVVGs2m8V2+GZz7z0HUmSaIMo54ouWpVj8fLzRaFTaqaDVr6qDCpE7MiLKZw6qHRqYiP1zlT1wQsVLJ0GG1l94y3tU/AxweLCWzlO2WoUKnYPQj5byQUGceY0BHP3mani2LyVOvHnGOutqNBpFEkmKWX2Qso44mASQvJEnNLZycFleCSvJhJ9zquf0rTp88sT2yEMCg0LuKLtxZ3BKtHaniO3QWffVMh78yfrEa+7kcJJJ2aezStlhUs2dLPY5C8qyPQaNHI/MeaMOEWROE3mvax5g9wCXK0+ugPC6BRxLCvZnH73X4TBnk98eXJMMdTqdmE6npSQkV01TJzOQ644XHXsGU0k71c1gPJOSWTIu0yUcN5QxlaPedf3J8Z/pQ9JUdVGWfDJEW8PAu2yJ9LvuM/ghWtA5pMPvY5n4k/7ZuFAymzbK5cEnha5/SH/CZDKJra2tQq6XlpaKLcNLS0vFMYMeoJWuZCKe/VBZn+y7vvFxTf4wUST6UgapU6gHxQMmwHxXiyctdY+2Wvdpd0l7T4IIZ8ow/R4eUUTIJhnsq/rgL4p1/eAyN5lMijblkFI2lJThKmMl0hqNRjz11FMxGo3i3e9+d1xzzTVFW6JRJos+9uQ/qQ9K5vGIr8FgEC+99FJEROH39fv92NzcjNXV1dJuKtoHju9msxl33XVXLC0txWc/+9no9/uVNPJgFW2B66NGoxFLS0sHzvB1Oa6hhtcK9PE9qKj7s559PWGWbuEYpz8xayxkfoAHdKWLPOBIHVhl/10XVPnLVQlC97+cDvOMdy/jfSNkPkqVL8k6vO8Z3q6fsvqqysiX4RGBvgDP7ZPzwQN1Vb62rvvCPPpn1PdVPgz/Ux5JZx9PnuwibvRrWcbbq+KDzzlczoWnP5/1l8FVPcc6JNvcueD89v5mfrMnOIgDaVQlxy4fVf6nzzVEH+LOVeCeyGCfWT7zeclT55N0LPvkcuQ6xGmV+WLsr9Mt03tZv3zhkOPo7VF+nX8CnVbA8aX65B9q7GeJDvq0eqbKLrksCIgPdbnzL4t7+JhyPaF7DNyTP5QH6iOVZazP9aHrCtaZzUvFS48jcF7T6XSKOCQTFT4vyeIxwrdKtxNm2bXDfIbX4lNk+vLVwuvh22QyOWvM+vV5fTCVO3HiRNx0003FqRmMtezs7MTXv/71uHLlSsmmzTOXoJw9++yz8eKLL8aNN95YxEs5LhTXFM5ve9vb4vbbb49ut1u8J/Czn/1s/N7v/V4MBoM4ceJE/NRP/VR85CMfiYcffjh+53d+J3Z2dmJzc7MSn3nokvWBfZlOp6V54iw48jshOOhmJSD43HQ6LV5ypQ7qOSUNIqI4RoOZTD3DDvmuAh35RMeESQsGx5XNlJImgxuNcuJDgqEXtVKwGLSU0lLQi46Y6MGsq5QgaTqZTA5kehUsZN8ZIKOxY0DGlXmWmc6UeWYEMuNIo+Y0jNgLhDCIxnKko7YSDYfDGA6HpYQHDajLob4ZWKWxZ2Cn3+/HYDA4YBQ9iCW5cmeOtCAdqgy2O5xOV3dU6Qg4jnQOVKf6yPs06gwKZcYtw0lts24BnTPirrGf3aNzxzZcZpksIx31vG9hFf04dl35EQdf7U255xiks0cchQcn5M47XqfD6N/C0Z1KTTTUrgycaOeG1p0j8U76Q7jyHTg+4SEPdK3VapV0l+5LX1JPuKNEetFhE1D/cBxltoMyxfo4ccsmC9nRDpTnLFjuTrnowBX3HEfcFeZy7Svypb9mBZ5oT93xpZw7ZI6Ny8R4PI7t7e0YDAYxGAxidXU1lpeXi119o9Eotra2YjAYFLJCeaqaUKv9KsffbZLoo35IN2msKZknOlMmqFeazfIL012fuM4gvrRHpL/repdF6hLiRf/Ej1N04KIJP0qL9KJe5VijvqK8UbY56WFSrd1ul166Lt4+88wzsbGxEbfddlu8853vPPBuKMqnr1TT78lkEuvr6/H8889HRMRtt91WmvBpAQD78vjjj8eFCxfiuuuui7W1tVhdXS3kUr4Ax1vEnuN/2223Ra/XO8Af4uhjmXwWb+RfSiZIf+8beUpdVkMNRwHazswOuE2gfLue9/8cW68H0Deh3+P+XRWejgdtmPva7k/T1vMa63IfwnV/5gtWQUYz138ZHsLFnyFNyJcsOOntV/klAtoh93Ez3ZS1Q/vl80H6muy7eKfd0FW0kB0iv+lLCw+XGdKFtPN5hst5xif99mCn7lFGKD8+J6Rf4+1mvjfb8vlBhq/GgPxZ96Ho7/liHdbFccBxRX8y820y3935mfWZvHFesA2nO+tVGV8hXqUHM/1G+XD6ko7+4Xy8So/y+cw3IK6s23UTfVQP0hNP6hGXpay8ynBHt9NeQB/e59j8qB3yqSrJ42Mmm1dm/rJw5n8fw6zbbQT1PHGkPLJdlznaoCzBwEVGLt8qrzmM4nKiL+NxmmcItGiG9RGyccJ2Xw0cZvdeLWS4/k2Ho/ZlZWUl1tbWIqIcg5tMJtHv9+PFF188YNPcz8mA42t3dzcuXLhQxMF1n/e0Q7HZbMbOzk70+/3STvherxfT6d7iu0uXLsWlS5diNBrF+fPn4+zZs6WxUqUPq3yhWX3g8xzHh8GRjmNSA1UJCCoKAo2PFAIDpZysRuydqdZolFfcccVhFoBUO264OYlWu61Wqwh+uMPjk1p3xN0JUL8FbI/3JERU1FS8xIernFUXnW0GdYQTg/3i13RafiE28XMHVGWyBIrTOXOwWIcnJhisZVBb2WMdG9Lv94uAmII3XNnAoCl560FO0VP1tNvt2N7eLp0RT74zuMh+MWBGPrgzQ14JKJPZYPT7DEiKNqRPo9EoFA4dhcyhpGF254btuvxI/t2pdRqIxtohwbHq45905cvLdc93NmV0JH1JJ93nmOU9yokrXTpGuub3fXJF8MBXtrrBnV86OpRDd3YZcBeN2SfKqI8XBUjdefSdHtR5qovJ2ogo7fZw55C8cRrwt5J9lDk6qU4Tn9C5HFH29Zt0oVPpus1lzRMu6jt1l8ai+sqgLh1Gd9qFixJh1GPeZ8efkwNfyUMe0A44LyP2j1PTDsHhcBgrKyvRaDSK5CxXgmsS7k6IB4eVyKCepw7zCT+D/6R1RJR0Mvuv/rBtvrieNOQiBO7yURsMinBMUq6In0+gJK9+fIUnVVWW7Tk+lOlZfhRlxVed0gfT7hX2l+NYzuxkMikWgjQajbh06VJcuXIltra24tZbb421tbXSi8hFGx+Dw+Ewrl69Gi+99FJ861vfisuXL8fy8nKx5Vd4ahz1er1CRvv9fjz33HPx9NNPF35Yr9eL1dXVOH78eBw/fjxWVlaKnRJa3XP+/Pm4dOlSgYfbKMq86Eg9RN0v+khX+hZ41/1VyaUaapgXMhuq6xGzEw+6n10/Slnez8q6P5/pGrcx7ot4Gxp7PvfIcNHzXEzg+pI6Xz5fNj7dZ2RbWZ8dZtGPdHF60V44Du7TuB1z/ZXh6/RyncW+uv2gT8j5rJ6nvRaN9V+JCMmB+ORtS+/Tl87o6jYz4uCxYKQFaZvxhv1g351ODISrzczXZL18PvMVsmezhSfEL/Oz3PchTfis+y/u6zueHqR1XJwvLmP0yTUX4VyINFc7uu6LPrxOgWRGviP9NJ9HqQ7GUqQLMpyc/u5D+zWC1+O88PiG80kfzrHJi6p5Q8Yb1uOy5clJlmU/M12ajTHOffhOR+dzNg+nXfB5EstxDJCOTkPqWx+PBPruTkf6fbIZbpuIJ8cM6/cFmtQlWkzY6XQiIkp+pcdeyAPKkvB3Hr0ZILOlr0ddbxRkPsEsuz4PaD7q80jFlQeDQUnuD8PL8RGOW1tbadx1d3e3OOFA1z796U/Hs88+Gz/wAz8Qt9xySxw/fjze9773xXg8jvPnz0ez2Yy77747Wq1WbG9vl+Tt9ZYv93fm5fPcSYgsQEql50rMHR6WZbCTQWkal8lk/wVZCnroGbUvJeIvgqYCUlt8iSOdD/VJx51E7CsQrhAVkUVg0YMZ0CoHaTKZHDgSQrhx+5b6wfM63UHUb77EksrWkxONxn7gjDyJKJ/F7LzgIKOh9GCvBFm7TGgYXXGJd+QB+aNdERrMXMnOzL7e+SHng0EhD6ArENTpdIogvlbUMiibGSOCy4E7FJQ9N2LZpMoNbaOxt1p/aWmpkAOXE+HBwKGDy2gWINT4Ip85tvS8aKT/wlOBwcwJ9z7zOuVLziZpRzq7QSbtMwfIV3dF7MukT4JJW3dW3IFU3SxHHBlwpE6g88GxobHLFx9r/LtcMFnT6XRiOBwWCVvSg064dn4tLy/Hzs5OqV612Ww2ixcNUhYkZzyznSvRREPKOAMCmRyS9lkShmX5u8phIO19bDCR63XQxhAUkJSud9mmnMjWkBYexCe9GLj2pAzfreD9p6Pgkwn2xx0eOhY8aor2bGtrK1ZWVgrcJIOkrXSs6vcj+RYW9o5NFE99AkjZYJ/Ik2xypXEgnnICovo0znxlJ3ckZKv3HT+OBfKb41R2KVs5yjFKPe73Z/VZuoC2WTi4z0Ges24tzvCjxKibxCfqd9HpySefjBdeeCGuvfbaOH78eJw8eTJ6vV4Jr+FwGP1+P1555ZU4f/588aJo4elHSjWbzeIIzmPHjhVjS9eoH7e3t2NrayvOnTtX8u2m02lRb7/fj52dnZIN4wrzzI5TL8vO0PbonnZHKGnivBOtaqjhqODj3oOYWVm/Pu9ELnuGuq+qnln2lnaBixh89bb7em53XWepTj3rwVE+Rx+Vz3J+Q1zVJ+9vVWAgsxGOR6bPD5sjZP4G5yWsw+ei3h+VyeaYbnN8lbnu0SbzCF3SiUE1nw9xN4sHYYQrfVPZZdpY+tLZHJx2ljbQ/TmXa/dPSVP6iVW8Vnni7nJL/81lIfM3J5Pysaf65sIN9+Mpz5nPwKQgx47PTfksx0qVDLlcZ33j+Gfw1n0flx2nrftLmbw5LWX3PSDOPrq/5P2gnPpcjjLI+bL46Ekd6iTVQ75mY9d1GenBcec+KOfIxMF1h+jJuXym832+4XUJON4JKs8+8n2dKuM0oJ/v9sBlkuNQ+ooJZ/pyEfvvac3a0nzW/XP1j7yhzsjmMZpPEW/6pNJhi4uLxWp06jjKL4Hy4DxjnKlKd30n4dX4I6/n8/OCy/mstueha6Oxv6jLdY3bQ/flZvEuK6/YDOc5ms9rgb7g/Pnz8fLLL8cDDzwQb3nLW+Ld73533HXXXXH33XfH8ePHo9PpFPHpkydPxqlTp4oFXdTBGX6zePVq72UwdxIiIkrGz5WcG5OsXDYgXYEz0CPi+4Rdg5UvdWTwQcKigIbaVrDCAxD+0RnGMkCbm5tx5cqVEp5cESID6YqLhp+ODZUWkw3M0kp5KgjCl1ezr+44uCOpVZDT6bRI5DAQQSPjKyFpON3wcDLvRxvoWV8RQme4ymguLCxEr9cr3hehoDsHia909t0fHrxWIKLdbsfy8nJsbm4WRzQ5uBOna1Qo3icfB3Qwsucdt06nE91uNzqdTjEePAETEcW7LnjGt/NLdMlWz4tf3GWi532Fi+RBx2T4xFP3JSPuYLEuXhNNmTCiUaeDzgmLj5UqOrNN1cckH4EySQfVHWznI+XcFbmPE5VxR0Pt6sVZ3IE0HA4L3TYej6Pdbhe8p0xI1okvry8tLRVnCE6n0+L9CApIu5GcTvePg4oob+kVbZwO+nZeUW5JB59ceJ1ZwI/8Zt26TjlkwJUTKMqk9Kc7nxw3Wlmv8h4Y5n9OzNyZpdMsXBcXF4t3fagtjXeWVR1VSTOfKLk8i04LCwvFbgG1tbKyUjjn3NXgvKYciLY6nqHZbEan0yna10dJYq7058u+9c4Ujg2OO/oI1AMqy8mHEvayCbT5wkf2ie84kZyrbdFCz2YLG1gnAwKSZU8kcgJLOyo5o23yRI6PM+p12ie16+NU/FTdTIap/+rP5uZmbG9vF0cryUaIzrI5kh/ZA9Jwc3MzlpaWCl6tr6+XXs6nxBUDmXwnivtJ4/E4+v1+oR/p52lselKCNojv5KEfwzZ8N5vbfrdhNdRwFKiSGZ90Zvd0f9YEeVY9s65Xla1qi2Ml89kzP9mfV5lMTxFX96/c14o4GLRyyBISrM99eA/yqZzjT/vk9PI5A387vlmQkvdIn3na8rkJg3X0meR/+HwgovwOJtd9KivbKpvHhVyzAq9OM09ACH/Wr2vuIxLo97INXmPSJZub+HjzIDvtDGnF/pFPqoftcc7jslg1B6Gckl70+VwuOHayoD7xp//sOLBfsqsc69nYcD44D8Rf3q8KgGey4mOWbdDfZl9IC/HV57GiOa9X9YvXXa6Jr/uxjpvPdfx61n7VHCzzL502Lh/kxywb4j5rxlvG2YRLNh93vjpevtCPsQHO/YgL+Uld5nGqiP3AruY7XlZzJeKn+n1McC6veBrlQiet6B0RxE3zvEyHq37KIj/zAmn0ZoDvJC6UV2/Xx7E/4+V8HCkJ4HN92dXV1dWIyE8/yWjguKpezc2d74yFuo4ZjUbxzDPPxDPPPBMPPvhgnD59Ou65555497vfHTfeeGP0er344R/+4bjxxhvjk5/8ZHzlK18p4fRaeVTVv3ngSMcxifB0JN3x8f9ueF15Kzjc6/WK7feebGA9CtJR6TMYEbG/ClTvGdDEWasGqej4rf4o6M++R0Ts7OyUAhDqjxSRZ48zJUJDRcXDYBEV1nA4LB3JQ6NDcAMovPVh8kHtuVHgRJ8KkQZd4MkOGiD+ptyQJpnj5fzWcQl6gaQ7aeJ15ngzcEeloaD/YDCIjY2N4kgSpy0NB51IOmbCg0GyTI7Ia8mx8NB53HLQFPARHnxHAB1P0pH8yPhKXtLA8rlsXJLGvoKW45OOMdumI05jrnZl9D25RzpRVtwxyeiQBb7VBjPW2RhVed1zR5y4spz6Tjw5caAcUU/4fekqTszb7XZxhA77Q/2noC7Hmd7v0GiUA5fCKwuQ8B5lySfR1JmiJx3CzGl3Z1Lt0QnkZNHbc/66U+qTR9ojTpZ9zFDm1VfxwW2Eyvo4aTb3k0mkq+tj0pK21APL0gEcPw5VjhJpTtowMaudZsvLy6UEo+NNmSO/fHUG6US9TRx4xCBx5jW3h5RJJts4BsUn2S8lHPScH7eTTXbEA+Hu9Oa4oE3LaM9nGUwhr/Q8dR7fF0E5pVxXBetpF30lrCZBTKjwrFHxfjAYFNe0qsztOieb7Xa70GVXr16Nv/zLv4zjx4/H0tJSNJvNeP7554szcdW2VohpjOn4RV80QHvApKDoIvkiXSkf+s3dIZQByhvtE+WCeob6p4YajgK0tS5D2cS36n8Gr7dMUo9l4L4D/TT6A44fr1cFgqv0s9s/r0fPO/g12kS3+9nvrM6q5EcVzdwPZ9kqWXD/1vFxHpEe7tNG7Afhff5Bf1o8pR3ygJ/akB3gi62dP5wje6DZcavSrcTBaULfxHmqZ9wW0Pd0XhB3PTdrPNImu6/l8lT13/nO35zvsb+UJ37Td3U/38dRJl+6T/BjSV0WRGu1RV6oTqcv51EeNPcx5/66bHQ2b6GfnNGD/hP56fMSPufJUYcMD9ZLPy3ra0Q58cEAuM9TqnSHy73TPdOb3CHNdzKSTvQLvR/ehubxPvfJ5if6zsaNyjqNXAblm0oW1Cbn9lzQJV4xhsF+EV/6iRl/qUOo54h7Nsapr7w+jlPykbQ7LFmUQTZe/7bAq+l3FX+ok3Z2dmJjY+OAT9Js7i3Gu/baa0vjZd522Ua3241rrrmmsK9aEK+5Ht8z4jZfdV28eDEuXrwYTzzxRPz+7/9+vOc974nbb7893v72t8d1110Xb3vb2+LRRx+tpMEsH/Ao/ZoXjpSE0EClMuLAJAJOHDo1rVareCFhr9eLTqdTWlnnThKNAiefXHGpFZlsQwqSSkABwMlkEoPBoDh7OCMaV9CvrKyUzsKm8mA2WDRyRZqByjCIvby8XAp27O7ulgLlKse2siMd9BmNRsXxQwp4iz5ueEV3rhon3TKnOssUs1+8L3wZYCaP+Zz6pBXho9GoSCpNJpPSC01JP8ocf/PaZDKJbrcbx48fj8FgUKwE1UpP4ZUZBMq7VhUJX64yysaG6iVdFPyhMcvGVLfbLa3kZZ+chu5YRRxcgcZxWuVwZ8FgyaQMqPjE1c400ByHdIipqDkxEN09seM6x41+5khL/plA4EtYWZcnPhw/0sONgO8gcrrL8SO/dI3JVTlYqm9hYSFWVlai0+kUvCft3OHRPU446JyJBhz/1DW67+NcOo6y4A495VvPUH6ltz3gTfxIHwY6vH4f204HyrWu0zHNygt2d3dLW3tFGx67RNnMZIW7TGQXhA+DxpQh0UK6RM4Hg+j8kMfqA+9pzJG2AuG4tbUVS0tLlTaLE3rpK+3Q43uVyDt9KxlAGkl+/QXGbI84qm1OjqhLXd+JR9pRpvGvdsUPjnnf6eXjxPUS+UZ6ceJCG+C6X7/V5ypdzX4x+Z3tWJG+4K4q8T9iz3YosaWFGFwNxnGr9vUt2W80GiU9xxdFTyaTuHz5cqyvr5fki7ZRtNJOoN3d3djZ2Slwjtjf1t/v94uyk8mkeA+SfJjJZFLs6ImI0gunOb45UWUCS313eXf95TuoaqjhKED50n9C5qPOAvdj3wjI6nZ/mnZG8ysuNqJflfXLfTcC9S5tUMTBYI7T1/1blpkVNMz6OQvvjD5V11znZ+Wq+lTl12b1uW+a4UD+eDssT76Ql+S37Dj9C/oxjoN/Z3LGttQn98HpW86aCzDYzfrYVgZVMsT5MZMEjrv7XhH7/jzx9zFF30G4um/BNuk3Zzi6rJLv+u88yYDliL/apX30xEcmV9xZ4YkR9Yt161v2mPeytlynOn+8bw7uD9CfcLlkYoP8y+aJWTsqSx46vv6sJ6SyOtWmyycTDKSd+0J8JqMjy2vOErGfQHacqsa0t8VyzmunmWiRya7rLvZfekvPecKCesVljddoi+RzuzzKX2V/quzrLLpI9mt4feAwP6sKNjc345VXXinZoIg9Weh2u3HbbbcVsZqjtEEZffe73x233HJLOvYGg0FcuXIlIvbG2pkzZ+LEiROxs7MTV69ejatXr5aSJLu7e++QePDBB+OLX/xi3HjjjXHdddfFK6+8coAeb6RPeRgc6Z0Q/LhiImgA8r8m/MePH49jx47F8vJyMSHWAGagjgaKCpVBv4iykuMRG7oXUT56QaslNRkdj8exs7NTJCS0wo/BoIJYFrijY6aP+st7EWXHjIaEToX+M0gt2pI2LKsAvbfhzpsC3gzwc+JAR5LBWNUlmnGAqbxwcQfTnUC+RDdzllgHgynNZrPYNaB3RjC47JMUd8x8pbHoNBqNotPpxPLyckyn0+IIKB094Y4vnVw6u7zHBJXopSw8A84KtHjgniuVuEui1WoVyagMFzp1VZMKHo3hsiI6+tjh+CNuNLoKUlG+XbFlk0k6FO5Eqm0eweRODstyTJIuknuNaz3HiYw72cTRnTMvz2verk/KqKMoIyorXaPn+YJZd2p914HjxLHlTpz4n/U/ovxySNXBBIjrDJ/YqB2eoUi5VB3EgfxTuy4LzjvaiipD6mMyYv+dPz7xI+7umKt+lmV70tfUt9kkx3VixP5ZypPJ5MCLr6U7aFuoh+mgUt9JRjzB5M4zx65vFaaTRdujcagEqmRGCReusOK4E801Btg26eKBZNcvwskDDOpjv98vktdKmEyn08LfUF/VJulNfazrbJvvmeHCAIHrINpqyQTHo8sgkwcZPYiX5I5jkQsSlCTSMW46p1ZBeG7tFZ6+AygiSkkO1StcmPBhArPb7ZZkSTKhJJbsuRZZaEeEfDL5Z74jSAtPeKSmeKS+qP8eiMomcrR9bq+cNzXUcBSYJ3BAXcxrbrepZzL/4zsN9I3oZ9Cmc9xkfpv7TF4uohy0og138OtOP17j/IA4um/h9WZtVAHtkutxteX+ZVWbVe1mPooHLWnj9KE/Sh9QNpw2JJNFtu18dlnknFw+POlL3lfRkLq4ik4RUZpjuVwRf/af16vmFvpPHmb+pvstGf2Iq9qlnvBkuts34pqNBx+T5JNsPnfnu3/h5ZlMIT9IW/qsPnayuZHLbJXvzvHqcz22p+8soJ/NO5zX2TggvbP+O57+25/1PrB+9zOpo0hTzn99HuJ+sONAeeF8i216QsX9QNfznLtWjVUf3xm/szGotl1/cH4VESWcmQxh34ST7rtd5pgj3XyOm83dSCOOB8ZHJpNJ6fhdnzf7OGU75Psse1PDHvi4ez1hOBzGiy++GP1+v4jNRezJSa/XizvvvDO+53u+Jx599NFKnTYLrrnmmvjQhz4UJ0+ePDAX2d3djbNnzxZH5i4tLcV9990X3/d93xfT6TR2dnZie3s7Njc3Y2NjI9bX1+Ps2bNx7ty5OH/+fIxGo9jc3IzLly8fmLfO0r3fCTjyOyFc4USUAzQMUkVEMSFdWVmJ1dXVWF1dLYIBHLQR5WyyFGUWxPeJvuoQXnzfhBtsGlUPkKgOBX40GXYjQKXpDh5XikgR8qWZVcaejovaohPC4CXroULj0RQR+y9dVTDGJzykKVenkv4UVCYniDuVKXeE6L8HmlmWcuABAZYRXp1OJxYXF4sXTPPoD9GKffFJjAfQ+/1+sZOm1+vF0tJSEbim3PAj4LtHvJzkTCs/5QBmwWeBaM53gTQae6tOFVzjCzQ5odC4YZ1cve740SnkWBWtfMUtV95Ilmh8SX+OYeoFBzpElBkqd3fwXEdkK5ZJT+oRBa88CVbl6HPCQWeX+LGP3rb6zVUQct5Up8YoVwDpekQUPG+328VuCT9eyR1F312gcr6yl/x1p5AJV+pMBrxJBwahXd40DqjbuEPK6aUyaoffvkNGv7namrLgv92wZmNW/aZ988AK++d853sSWDdlhOOfEyD/iLb+snC+60e05y5Bd8Qzx1/jh8EJ2UE66j7JUcCYkxvSRMnmRqNR2vrtO8X8xdhqy3dbOWQ6inhERGms9Hq9Qm4YEGLbCsz7ziF/hkkCyo/Li/Ajz9xmUgezDupF0ZVjzfniY0ZjV0kDbkXnDghdo/x5wouyomREt9stvXNBOLqPxt8qOx6PY3Nz88CEUUdPKvmg90lozEn/Of0kj65vXOblI6h++h7kL2nLFy7WK9FqOCq43+v+r/u6WVnav+/UpNBhnnapq6jzaN9Ul/vRvM82ve+kQYaT18vrxJM6N9tZ5gFDr8fbcN4Rfwa2qnDLrle157+9DK/RvkTs72zjQjSWyXhA/9bnUfJhxGc+57+d7k5z2X33yfUs8aGddd+M99k/D+p7MsHHIuWPbbE9hyqZol/MPtFHz4Kb9Al8juO4sS3WTZpxnsV6szmTJ4rEb9KZdt19m2w+5sF2go91BqB9rpMF7bMxWDU2sv5W0ZPym/GHNMmSIGyX1+nnVeEfUf2uCp8H6V4WY+I16oIsicV5gNOYi0zYB9c5Gfgzfo/0zObdetYXbbJ9383sPiHHFBM6mX4l3eQH+vyQsuo+u4857eD1WBFB8uNjT0Ac5oHMZ3AZ/tsI2XjX9aqy4u2zzz4b6+vrsbKyUqJvq9WK6667Lj760Y/Gt7/97bh48WKpnsyHkXyL5x/84Afje7/3e0sLwrSTZjQaxQsvvFDwv9PpxLFjx+LYsWPR7XYjonz872QyKU6O2drain6/HxcuXIhvf/vb8alPfSpefvnl1Oaz30ehZwZVfo3D3EmIM2fOxIULF0pZb3c2NGB1v91ux9raWqytrUWv1ysCJ1xRRwPLoKkGsQf61DkZ9ul0WtqWH1EOTjAASnw94LW4uFis3tPElkqRjhsTDqpLilsr6IUfFY9Pct1gsc+6zpUdUlyqTysJXfE1Go1iRaHaV4KCbXCFPo8WEl2zFTMKGDjP1Ae+V8KNEwMOnhRhcsATBzQGTKzoBdbkrTvgDPgSZ5XV2+a1qteP59DuAxkAdyjULx5vxdXA5IGMqPCnsWQfdEQYz8jf2dkprVQWn0SzLHDEgDcNumhNBSjDR6eKDvtkMimNbfFDQEPvji35ot/kuXhDnBjAo/Mg8OC+B7QdmITwQDnxzSYDAp/sRJTPnKXDw1UXTC5Q34jGPKpod7d8ZJTkTu/BkUwzEaH2RTOufGewzVdfUVZ8AqFAs08C+M4K1UVe+6oSBkY9KZLR1+WG4zejcxbAd1k4zNiSP+QZ6eJt+W/1ifJPnSEQjylDlG3HU/jxiCfqbNq4wWBQOB6cqDAhovb0rZegKyHPPnB8EC+OX9o20loyJluvQLKSEUxEebIkk4squcmCH24vhKvGFXHnQgNP0vkkm3U7ntL/TEpLP4rXPDKSukQ0kO9A38THKPnC4LnKaYGHbCx5NhgMDiwSqBpH8g+4C4s6y8e5gIslGo38+DEmG4SzcGICy1+iKlrSJ2LCjLziRJMvXnd95mPcdYnk6K1vfWvUUMNRgIuhOI8ReCBUUDV5y4IKbyR4W45X1X2ONdrtjAYR5XHIuqpok/3P6OJ+XBZ48G+Wdb3gddNmZeWYmHH7Nu8EnfVU9Y/ffo00p3+tfnKu6XW436hnWN7ttONHm0y7oUUpqoN6WzYus/Fs26+5vXQ8fA7hgWC3U5kMuN2knNNuEPwZ1c9FAF6WskSfkv1nne4veLuktfs0TlfSwsuRZiyb1ec4+u+sXeqQKt8z04M+x2J9zmfiTLmgnyP/1fnovhn56fQlPo6T08T77/R1ujv9OGZ97pXJK4E+FpNTXo47gIWby6jHtOjrenzP5axqbJEejC/pm7Em+qdOF9WbzWtZXmUcP9HW77OvXrcvGGR58oYBZMYVRXeOY5eZWfB6+QzfSb/jOwHZODqsbLPZjOeeey6eeeaZOHXqVCmRv7CwEMvLy3HXXXfFxz72sfid3/mdAzosswuyA/fee2/8yI/8SCwvL5fiRJK58Xgcly5dKurb2NiIL33pS9Hr9eLMmTOxtrZ24P2zmv+tra3FZDKJm266KW6++ea4//7749y5cwfsKunh/D6M/9nYnVdm5k5C9Hq9iKjems5Apo640e4HEUPElJOql6dqoPIIHAEDKeqswJWKKyMRlKv7VI6rA0VArtaVsuWZ/cJbCRVdJy58lwIVDM8Zp1NBpZ8ZN066aYw0kdc14cL/pI1wZPBxZ2enFFhWoKbX6xWBASZdVKf4yCMt/GWWND6ZE+eONfH2FZqSCyXAeDa1+sgsMYPMHkCnIZBBYeBIxz8oCMOkBBMK0+m0OPdcuFCm/IWo4iNXSYu+DHoquaJjtiSDOtObBtANLOXOxwg/wpOOLZ0ln6ionGjiBpkOBY0p5cHlgO1zHFBufbz4uHb8fTJLGaOT5W1VOe6kl5fxAC9XcakMZZnJCCaghBvrlUwSP65Y13jwHT90kFze2V/RJnOyKTNOM34I1AM+QaE+zwKr1BUMzLM/noBg3a77XH5JE44XyoXAcc3K+nhin8kP6iV32t0p0X3pCDqZdGApX86nhYWFQm9TZ0Tsv1ieOsntqK55cNx3G7AMceYEgzSiDA4Gg+J8fyX9GYCmHHLnAo/P8nIRUdKHkn0dw0SaMfmjsrLNHCOsn7ZC18gv6g/Sh33ySTB9JSY+PKmrb07+1Aef/EREkZRiEJC4+U4FJlAFOibJ7SrldzrdP0qLSQfSSbLDxLn6nL0fJlvM4CvblBThEX30Hckv8lYywcQH9Shxc/0tXl533XVRQw2vBjjO+dE918U+dvmdTRKzye13AzKb4j4idQ71idtm9jUbl1X+rrefPVP1u4qO7iM6XrTRfNZ9FS/vNKvCM+vfLLxZF4MkXPiVyZ23SVvPsuRp5ke7/8JyGQ3cXmb9y+pm2/QRMx8l850YE/C2ZBNUfyZPpIPHJ8jzjEdVPmg2vp0GPuf3OYv3LdM5BOob2u+IctCXPPRkDumY8VztZHiQZgyc+zzDacr6nV4e+Ob4ox/p950ePj/2ILuPX9EwC4SznPuz7APl2MeLywB9Wfo+3pdsfHkcxIPdWXn57qQDZcx5QJoTf8q/09D774kAtsnYWKaTOM/18pI1zZkiyu+I4BhTu6StJw6Iu57lgkL3kUlrtsH7PobUVpVNeKOgSi+92cB9ptcL1P/hcBhf/OIX4/bbb49ut1uyM61WK9bW1uKjH/1oNJvN+NznPhcvvPBCqQ63HSdPnowf/uEfjn/wD/5BnD59urTDScdzT6d7C8guX75c1NXv9+P++++Pr371q3H77bfH93zP98R73/veuOmmm2J1dfWA7RoOh/H888/H17/+9XjppZcO2J/XSi+Xx6PI59xJiKeffjoi9o8K0eDmZLHZbMbS0lKcOnUqer1eUVZG0QeqrzBXfeqEBi0nneykBqkHTDhJp+NLZ1ErorVyUO1LOTFQq6COBGQ4HBaTdQUHIg4OACpcGnnhpOA4+0EHwleKcocCA5lsj/0WnVXO25aR5m+9qFmr8TudTikYz5Ws2mI2mUwKRS5l6gZN4M6kOxR81gOB0+l+AMOP1PE6RU8eh+Q40GGT7HiwSfLXbrcLpaDgCgMaqkvnW7usqg+SO64qFY0ZbNIxPGqLyQ8mh9zpJk0pHwz6a4xxRSmD1ZQ1GlT1RTSgwfXydDj5jAeWRQvhS3mgYlRZgU8AOM6JJ5W+yxTxJF56jmOLNPBgpdPGDY2eoWx6wJqOCo+Wo0yS/3qWNJfjq6PENF6VMBTPvd/UE+7skA50ykhH9Uk6hPxjv0QLBTezgLif9U7drY8nWLwN0p+8pN7jeCEthQ/1v+sOBsi5syF7N4qCoewvJyikL+WbsuHBWD2vNpjg4i6DxcXFYmcEeeJ6dzrdf0+AT279mD4f4ww0k1Y+WSBNxOft7e3iSD0lJJg4kM6jfc/sQsTeEUGio3iX9VH3ncfsC+unw8+JOSczvoPC+chxQXnU72yC4zZU7XIMyEZx4YN8CvbFbQR54fbS9R7HhtrgmPFEg2wpkxfEnyBcKUveR0749M2xriO3ms39hRBsR7tF+/1+6dgm8oETQQGTwcPhMB566KGooYajAG13RHl1epUP4eOuanL4au99J4F6gn4/fUa3w/QTMl3kdQs8ST+v/srqdXtPPTGL5pnPJuDir4wmVXg6Lj6vqOqH0046UnNHLqzJ/LRsYQBxos7MfDwP+ns97K8nqvR85p/RhpGGlCe14+3xm75JVrfT2K+5vyPwOlxunL9Vclr1PP12PkPfjfiRl76Iw/3jKrqRvkxSsCyv08clX12mMxo6TyUfHsMgLb1O6pgM6MfqGU/meL8y/nHe5PiLBv48IfOVRUP2nT45+5D5az6nmAW+YJJ+mMuQ2vQx5DR3XcmxXTUOvG8E74Pky8eKB/Ddv/Y2OS5c/4kWnuhRHe7LU+fIp/WjcfVRLInvjeDY4ZySbXDOT5q/meHN4IPMA45nptcpp0888UQ8/vjjcerUqdKcbzrdi7msra3FfffdF+94xzviS1/6Unzta1+Ll156qcSztbW1eO973xv33HNP3HXXXXHs2LHSuxR9zO/s7MQLL7xQGmfNZjOuXLkSDz/8cPz1X/91/Nmf/Vn8+I//eHzgAx8odkZIJieTSXz2s5+NBx54ILa3t4vrmc17vehYpX8djvxOCCoTOjLtdjtWV1eLF09rcCkApkmpzrjiIBeRfGUCA2uuEJkAmU6nRRt8/wKDN1TaXl+WTBHzu91uEeSR4phMJsWZxQomqzwVCI2dVqG4ISHzJFjuTNNZI+1FK7XnRy04fqQfJ9mZIt7d3Y2dnZ1i5WqrtfeS7k6nUzoqSJN84U4DxqM62Bfnu/eVL//MMsTitfgl+or2w+GwePGzEhER+444A0vqA1cJS3YUXNE9yki32y1e9DmZTIpdC8LHjRoVh/rAYDTppt03ej9FRJSOx/GAeFUCQrjI+JHv+u1OF5MJqp8r61m/O/009pQpBWjVX92XYXYHkHLKc7mdtrzmDgjbcOdbkE24uGpC/SF92T6Dh3ye51aStuqLnmXQkbLiEwufLLjzyfZ1n8FRd7bVJ+q0TBfROaJTRfwkBwxaE99Mp1MH0AgyUC+dTH1NeXQnbF5D6pM10lv4M5CfPeOJFzqzogV14uLiYiEX/uJp6nxdE81JY/KdtpHPiIbshxIR2jknkA7lkU4uP05fn4z4UTu6R/vnSRKWo47XUUFy0ok/dSDfeyR6qxxpmk1eREcudlDiSDqu0WgceB8Qx4Tr2Sq5JO0oK5xQ+CRH9st1p+qYTqeF/8TnVQf9m4h93ek2iBNE7h5UXc4z91voI+i4LV5zO+RjRHLq/dCY4y5M+pFMAqlPPOKTPGTCajgcHlgYQJvjepp8dT7UUMO8QF0qkG3zyWRVgIb2Rtdct7nsvhEwb8DD8XQ9Sf+K+i8LLjs92AbHLfXZLHy9jNqoCoC5b1zld3pZfqt+8jmzERn9vH321dvJZIDzWV+IlwUfPJHj9Ql8vuF04Rw06yN5rva409fnD44j/V3aDfLIfWb6cD5PEA2zeYL3jX3I6E6ZIq884MMyat99Df5XGf/NvrIeJh68X65P2B79dOHteGTjmn6Hz7lm6Se3yS7fPo/VdZZxXPy66ib+DpQ3lSU9KG+kgfPVx34Vv1lXJqsZzxzYJ45vr8N5yz57vMlpwXoyfaO22edMx5LuWV285j4vIfvvdkPy532WjGbzJo0ZztHJM9LA4yCkJccej8XVjgj3f70+jr3MT/D4Xg2vH7iey+43m83Y2NiIz3zmM3HbbbfFrbfeWhovjUaj2BHxrne9K2677bbY3NyMl156Kba3tyNiL1Z+6tSpuOaaa4rTC6bTaTHv7PV6pTE7mUzi3Llzsb6+fsAPufbaa2N1dTVWVlbihhtuiBMnThTzMC5Ub7fb8ZM/+ZOxsLAQf/RHf1SKZUfM9h2P4ldW2e1ZMHcSwgNfVBidTieOHz8eJ06cKAVcptNpaRVuxP4Kam6f14CNiNLZ143G/pFNGoQKPnOCSsPLiWqVcuVZyQySUwFQAbdarThx4kRsbW2V8NX7AviuCNZBg84dD5mhoIKRclHAio4aAw9cic+gPPtCQ6l+MRDJSRKNJI0gebm9vR0LCwuxtLQUvV6vtFPCE0lKPGXBCSpYldd1te8rkekIZE4v+0QlPRwOi2SMBrzoI3rr3Gg/U1240RAo6cAgsuoXHyRXpK8HEdX2cDgsTQBkSIUHVzNzladPKjLjTyfdJx6UJdKEyo/OT+YECidfsU75Z4CLiRTiSOeA9OK41thlIJ9jyScb6gP7oWscL9zV4XX4hEu0ZV8EvK/y3P3B6+KX+s56FBiUHpVh88Sb5F6BODpM3C3Ao+AoI9lkUrj6xFw6j0FFd/Q8iZslhYQDE9hVvCO+ukd68eP8oL7LZEo48r7koN1uF8FV1iG+iz7CR/Vyx57rbgXV/eX0alt1a8xTtoUraeB2S/LlzocC9IuLi4WTw/FJ/hBn0ZIBbepk/RbfXWdQpjzJK1rRLqqtRmP/fUbCX/qj1+tFr9cr8Yr6iTbVnXyOF+HB9yRpjCnIz8UTlBPyQ/irHfLL9YJwo432ZJrrYvJV4599lFxRdxEv6QvqS8kNZZ2yK31B++26TEF9JQfEKyYT6KOo3/pI1oS/ntVvjRPe1/GEokGn04npdP+dTpm/1+/3C1y5OIT8oK4QMBGUTVhrqGEecN/MdQJtIv2pzC76f1739vzePBNCt3XZvXnrIK6sz+/zGEfpMOr0LHDI76z/Pp/I6JX5bPyd1es+r+Pi7WZ1uAxUgfvPWX2zrmV4ehLY+0Z7Qhvjcwb6VdTn0vFOC5/v6B59ReJBO0Wgr8p6eJ31eHv0ZdzX93L013XNF2CKBpRb9jkLpLJvVeOzyg8WVMUrIsqJff2nP5H5GyrHeVkWFHda8aP6uOjB6edjkLh4uUw3ztIlpJuX1XwhS7B53dQZ3geWYTukK5/V/Ij9zObHxJ191rM+R3M5oz/p/WHCl+1mNPO5LOlH3lWNl1m2KGvf7Y3wZR85P/cElfMm473oSDqobfabPBNenJtz4RjxVx2SFW+H9XHXw3g8LsWhPInI3+y3x/COYk/m8QEOg9ejjjcbzPKj/Brl7KmnnopPfepT8bM/+7Nxww03RMTB9xzpJAqdDuS8ZAxQss8jmETv8XgcL7/8cuzs7BS8v+WWW+L9739/vPOd74zTp0/HsWPHYnl5uYjHuq3SyS0rKyvFXMgTnRltMjpU3RNIZzDuPwteVRJC/zXhXFtbi2PHjkW73S4mihpsGiyNxv5Ems6nCJKtds6MoQihex5gk1HIjDjroKNLhyti3yhLCUXsCdjq6mpsbm6Wskjqr1Zk0ojQoWb/3SDrfkQ50OvHFzBIof/uYLBtF0Tdc+fSHWjS2GkfsSfQGxsbMRgMire0q+98OTgDDjx3m/wmvTxoKTqTFxwEkh8Ju4KxnU6neGk1V84Kd66YVF+VfRyNRjEcDosEE2VNcqty29vbpaNzPHCtD48vYx91jcaQPKGhcVly3mUBfNXrEwkaNA/OswwdA3+eZ64Tn2wMEnfKaOY8+Jjnb+LoMs2JgtrhmGLA3JMrxIvyl9XlfXGDxbao+4gnd4Z5go7PEA8G+hwfBXIpr6qPDhwD8O4YZ0kg8Z/1sd/UYxpT0+m09LJ44UNdxjHpjqV/q02+pDZz3Nyhz+RLuoTHBzmvSauIKHYLqB0fV5QPjSvpPp6nKxowEZElfHzS5I4122Gy03fDcHw0m81YXl4ukit6VwTpRnuq/tFOk7aUHSbAJP8+Tn2iw+MguPqfNBV+/X6/uKcj8XT0EmWB7yjw8cPgA+2ArmniPR7vvcxZ7ej9QNpFQj3qfZeeFy09maB2mEgQ+Lhm4opjhP+FA/lNmrs8kD961o8cUxn1Sf+lq5Ss7/f7hd7i6kfhx8SMkka6rvaZTJ1Op6UxJvrJvxLtVIY7SQS6J3+MOxPdZ6KMuj9BnSh8vK0aapgHfuEXfiE+8YlPxOXLl4sxmPkdnvRy/R1x0Ed3u+n2z9vI6pwXsjqryhHHqvuOG/1qjXX6WW4TsnmLBw0dD97zsZ0B6Un9yOsCD4SzDrbFftBP53PUwazTfaXDgDT0XW60GxH7wWoGyNVfXznsz5JGTl/1jXLvMp7V6TqX9WV0J/0Z3KFcZMkKfTvv6AdnPiJ55fOXTMbYf+ev01K+tMuu+OS+N3FnX903p5/iss0EvZ4nfh4rcZy9n9J1qp+7En3hl8u1/6e8ujw4DtQXTie/p3p8LuQy4bznPIFBRD5POaVuI894nbTO+Eo5cNn0QGLVb9KN7ZAOLJP5RVU2yXlOPleNs2ws+XXysAoy/kWUj0TlQhz99lXgPKGh2WwW/iNlhLRwGXWf33Ub+8kEBO2K27GqGKZ894j9o7S+E3AU+/NGwby+yKt9tko+M3jwwQdjNBrFz/3cz8WNN96Yzrtodzg/1DXNpfQe2EwfjEajeOaZZ2Jra6uo733ve1/cd999cfz48QPHCrsdmkwm8c1vfjP+3b/7d3H+/PnUt3k9gGNldXU1/uE//IdzPTd3EoKDggNhdXU11tbWotlsFkcUacD7uxLo7DDIkwWMMmc9c7zVca5yo2PPI3hYpxsArvh0R00KrdVqxcrKSmxtbRXH/UREKfGiTJYHRokL+8uAmPDXbx7VI5rot09oSA9OatwAuvPjSq/K8XPecNfAeDwugkM6SoErADj49K0EgcuWO290LF3Jqx0lQNzpUuCKK2s98C8nnX1k5psKfjKZxNbWVrFzgfKnbx7Fo8AjlZArclcWwofZSuLr/OazWUBM4zSTfdbDawS1y90Oqt/PmSVfGDDzsSyc3ZmmE8eXjzNoxHHlytODchxjHmDL2o+IA4YiC2jyGDjXXewbxxLlOSJKu284NqUziZfqZzB7Mtk7wmZpaankJLGs6s9oL1wlUx6Y92Cp6wYaMiUIBHKy1F/qZtUlvuj5jI/UlQw8ujOtuogjk0Gki8ahT+gkx5lDx4mTy4LjIhA/3XltNvePsNMqcfJZOGSr2oiL6MPdCNSXbF82eWFhIbrdbiwsLBTOD/FWeckYbRdtLGXMeZLplYjyO3x8hRedL8qddD71F3cGMTitBAtxUN/cyXd5dX3P4PXS0tKBupVEVP+oq2jvVB8T8+QNdQvljnqHkxvKCHU/5Y7JOvXbV6SIPpwsOz7UZbLxfEcRfRrVyXHB+nmP722gD0P5Yf2u00RLHqOl3Svsb2Yj2EcPWjI4ofFCGc5sWA01zIJPfOITceXKlYjIg4sEt0VV8pbNFVz3VoHbJ8KsZ6twdnCdfxg43tIdDKZW+a1ZPfTHSBe2Matf7pdTt3pdrleyOuhf6n9mmzL8vFzW16p+0WaLfrS5PrdRuSwhTV+sCug/ZPrUAyS0O/zt/OV4oGzxmtsr/53xgTh7UNcD0bSPXp/jlvHa8eFc3vvrts7tjs8VqFM0Z3QauH/g7Tl9vA8E0sbrnfXbkyLetj9Hf9nnTSyX1en1uj/q4Hwmvn4ErctY1hfKi9Nd9yQDVXiSDxm/XE6rdC7HYObX8V5WTh/OYzJd63hoHlaFG/uWjUs+l40P0i0rS51KHSicOaZYlgFkzoXYL84NVKfzQvUxiaF4FOcCXKzGxX4OHAfUm4yxeDIqqyPjg3D9/wmqbOKs8of5LS6jkoU///M/j8XFxfj7f//vx5kzZ4r5NZ/xb8aput1ucU1HEu/u7kav1yvkcXNzM86ePVuS/cFgEFtbW8WR8LIBVX245ppr4u/+3b8bX/ziF+PFF1+cu9+z6OB9kxwuLCzE1tZWfOITn4j//J//86F1HmknBB3kdrsdKysrsba2FhHlHQlcHV7lNNGAMnBKJ0PlSORsxbjq8EFJQ8/gglZ5KnCjQIYCd1IW0+m0CKqLuK1WK5aXl6PZbMbW1laBqwdoPMgiZmdn3PO/T8Aj9gM4vqIgCxSyXU/M0Pmpco4Z7KPAOT+4fXM8Hhe7B3q9XpGMUHtcgczgAZ039YFOmgLdWnXv/KWjTKfBjQ8dbH2cTgxeLi0tlc4HH4/HsbOzc2CFt9Mr290heRJvyXc6CQJlyp03lGU34kxAMGFD2rMetZklnATisY4o0Tnt4oECzZJPBgrdMXej7w5h5gS6w8XybrAdb9GCwWPnG/tP2eYRLZwIsKwHNX1S5Y6zZEN46D8nr5Jfrfzl8Vu65nIiHisw6Lte6HD5jhaNB44TOl4uF3TWqAN4DIo7iE5b2gAGCzw5zd1xmcPtuonXvX0HyiafVV+YvFGfNO4ZXGUyi7jLsdRzHKeyBc5Lp5fGk+6pXvaTsscJGz/ZSnDZoJWVlWLXl+jp8umrmaomQdLn5AGTJRqLlBfqAZcd2ko+o374VlLJPfWT5IeJfO8nV4iyr2pfupg8Ux3yF6gfuNBB+JNnHHPUU67PKWMerFDfaMsY3KRdVPLdJ04uL6yLeEmvKOHpqyWFD5POTMJLbkVj+WBMNim5oxdMS97lLwi4M4dyI5x8dyV1oHhJOXaa+lj0wMn/bxO1Gt540Bm+lKPDZIn6nb6qwH0Y1x1Z3W4rs+tHAcfBcZllf2cBbXLEftLW/Vov7/3IxnNVciJrt4ouVX0+jKa0J9RL9I0dh6x+91nYF+cxZafT6cxMJnDe6DjQ3tC/PMx2kx60B9S7Xi777XZK+LJNyYf7+95n1/+zaE0gPj5n4H23OW5f2Xb2LJ+XL+o+36x5EXHM7FuVXGfjh/bP+1IVm6FvXqUH5H+xH/Qb3TZnz3NO4/MuX7DnCyt8HqJnNT71DPvkMi5Zy3wKp0E2Nrwup4F8Wedd5vOzTESkeKlPDlV+zyy5qRojAp8PO8+8bAZs3/mb+a2e8BCt3Id2ufP+ZD41xx7HZRZ/oO/M+rwfiqmwfvaBfKUfTdmhzGb2IIMq/+Bvmn87j4+R2bKj1FllKyiHkpH7778/nnjiibjvvvvi3nvvjZMnT5YWRrNOyqji5KPRKM6fPx9f+tKX4tKlS/GBD3wg7rrrrkLWtra24vLlyyU8v/CFL8Rzzz0XZ86cKV6FcPr06Th+/HgsLS1Ft9stFqQtLCzE8ePH47777ouzZ88WL8mu6uu89CI4fSIiNjY25qpr7iSEBnWzuZeAWFtbi9XV1Wg0GqVA62AwKIJmWWZGjowMhgYlB1XmpGTOjmcGSQQPxnGlrwd1qCgY0CWuxK/ZbBYZrI2NjWJV6WAwOLA6nIkOZ1Tm0DCQLvw8yEkHQfe4mtMn0OIHjaOXVZtU3O7UifZU7OQFz5LW7gjRgTzV80xWMRFFZ1e/hUfGcwa+VIeSSHp+MpkUx2rwuAYGhKnUOeHRUVJSOgqGkB6kpWgv+pFWmQMnPLmCVvVyRw/HQWacxTOfsGVOeKZ4OBadnqzby/PltlUOizsGVc65OzlM7lBG3TF22kgO3aFmvcQrMzKZ8fEgq9Ofjiy3HNM5cSfVkxIMvvEdOWpX/ffjWQQ68od88Imm8KBTS0ecupjyrPaUGBSw7+406b/TnrThRJX0J6/Jf5cv6mnynTSmnHEXlesh6TLvv08E+TubkDABmOl66UAP1KqPxJ+0os4VHkxIc7ccacnJVavVKlZb9Pv90ruNlITRmKeO8vHtySS1wyS1Vqv78YLkF+kjuil4Qp3GsuoP31Ui2dRH+Mo2+QSC9FUf3G4IF4EC8rIxKk+bo7o80ZDJrNOU8p1NNjneibMSDqpTMsxxw3Hs7XJM0UZq12JmA/hN30T1MbEgeWffqGc07pR4ZZv0YaR7+cJ1tSeayzbJ94vY35YvfCl/hMxXch1bQw2HQSY380zy3G/St/uQ/gxtVXav6hn9rsKv6lo2Jo4yTrwOx4X2TnqL35kOEmT+HZ85Sh8yelYBA2uZL+x+pfvHVf9dP/s1tkf5kC113UwbxHkU/Rn6pvS71JbzIKOL2wc+5/Ka+VXS2dm8j4sS2R6T8lVjRfVm9PZx4b6x00z2hjRjEFwxAOLjCxa8714v5Tmjd9U4qirnMuM+N8cLcfcxxGcz/8TbynZzuCxkOHn/Mn/D5wa8z3m989znF2yL85pMPp0fmV+VyZb3kf6m48n+8BnHKeLgbu1Zet35E3FQb4oGqour9t3X03PZ/J73vc0MH5cJ54/z3Z91XZXJne65j82xTf6zvO57P91e+0f6gLv/FZNi7DGjEec9Auo6JlkOo/HfdJi3n/P4W1nZKhvNe/ycO3cu/vt//+/x0ksvxQc+8IG4+eabY2VlJTqdzgFZFq/7/X5cunQp/uqv/ioefvjh+MY3vhEREW95y1vijjvuKN5/2u/3i5daR+yNx42NjfjqV78aX/nKVyIiotPpxMmTJ+P48eOxvLwcy8vLceONN8bx48fj2LFjsbS0FFtbW/HCCy8Ui/Mym/FagPLNBYCHwdxJCDqAIu5wOCwROFt5r84pmKZJJgPc/C2FTCNCB4aG2wOtHtzzQA5Xeopgek54qS+8xwCFYDqdRrfbjel0b2uMzo/u9/ullayaeDveAg+ouvPixsCDaQzeZ4Y6U2jsjyvNjLbZ885fBtv6/X70+/3iRaJ6hnTJlC0NhJxfBR8y4yPDzW/9plLnS6dHo1HBLw8SM7gi+uv8cR5fovv8TZkjj3wXAunHwNnu7m4pUEcFR+eD4428Jt846dA136XRbDaLl77SmfegL785thTIZNKCdNT/bGcN6+FzTqeqceFyyH7R2WA/OJliwJYroH2y47wgTtRblGWvKxs3rM8DxTQGDLqRppIV8Y87jCKikCMeE+eBR9KA+oWBOgb09V+6pop3+maAloYpm1RQVtmey43Kkm4C0s6D9y5TfEZywfd0ZJMMygHHLnnKoL0nuSk7wk08VLDY++Q0IJ0odxzbrIM2UTxXOS0c0K61nZ2dA8fYaNLBZ2kTOBHxiQJ3J3CXCfWs00ft+Q4ITeLZN33rHlfty2ZwJx2PYOLYIz6uv72ftDN8XvwW/bQQQ9cYxPBJjvrMQAXHpOs3r4sy4BMyn4hRjn2XBvFhf5iAp/2SvfAkByeo4iH1rtej+61Wq/AnKdOeSBZeusc2+v1+sWuJ44Tj1GlDfggYdBM+LhM11HAY0GcVHBYYcD8js5PuSwnoT2b3s//f7UBF5msSaCP0TXuYzVv0XJUfy7YdF7breMwLbte8n/zv/rXXwU/2TPYs7ZLPgR0/+rNZkNn9eT7vOlX3MptKvU/e6b/76+yTn9euZ1ROfXTflTbT6ejBXs6R3D+hv+C2xMdbxH6sxMe+4+T9cB+Kss5g42GyTLz9CGCXAfYp83uIh8dXMhr43JZ9cZyrxjvb1/Pe/2ye6HTgvIR0os/q8wvyyhNH9Ls5Bvw5b3uWLnFaen0s5zTxe6QNfTOXYz6T2QPWQRq5r+f4Ze1UySr9OacBZZI0ymJfzj/5mcSfY45zBR9r3hfFSBqNRqm87lGPUB6IK8vrezLZP1ZUNJDfzLiB98HnXhFxYFxkMv83GVw/ziozb31V45F2ibTMdLPPrabTvUVgf/ZnfxYPP/xw3HzzzXH77bfHW97yllheXo5erxfN5t4Cv42Njbhw4UI89dRT8dRTT8X6+nox9xFoHhsRcenSpbh48WKJDrSNEXsLV8+fPx8XLlwo8FYcSPpTsVn9dltWRZOj0Nrt2zxw5HdCaJuHOyT6zY5x0AkxrhLMFDCdCoF++ypFteWZ2cygMghHx8qVtSs4XecLEtnfxcXFOHbsWGlyLIFkwF0TZmeSK2kKlUCKSvhqgPC5KuPP5ACVPPvLpA9xm0zK7zTwttzJ8EGqoz52d3ej0+nE8vLygWAoz9emsaNC0EfBH91joIrHRjCgmCmM7Cw9d5JohMSTwWBQyCHlhngRb/LLlQfxUd9k8CQ/TBKRV8JBPFKbHF90DIWjAnGkHRUs6cEgEDP33OLlisaVtq5RsVc5o5m+yN7Pwr6xjmziwOAaHRaeKy9aC8jLKnl03eLOKR0BH7eUASY9yEPShTqDATvqQI5djTcdI6cgYuY48bfLI/WsO3vEX7T3MrrGdqWrpc98wsGgLGXenyUelBfaH+oOf4aOHgPRDLZOJvtHx1DGXLap971tt3EcRxwnrueogxTEZvCJ9NSHZ40Kb58UuNyJzjpicDgclt51JPqIJi4nTA7omr+rgTbQ7SfljTtT3AdgG3pekwLujKBuEe6DwSAGg0GhtzqdTmkRhI8dnwj4zjK327u7u0XSQd++i4ZJHfaBMqRrflxjxP6KT/XJx4KvDBZepDf9skyfEhf1xY/zYnkfYwyWuM/nspo5uD7h1zVfiOFlpc/li9F38/fciJasx3WD4+H+QQ01zAsus67f5wUPaNBHqZpQa5z7BNrBbfpRIPPl5oVMBziejpP7qG433c+f1a5+V/npxM99zazujAbelr45P3C75n31z6z69d8X/rj9oT1QOdJSZej/ypfxRUcZ//Rs1UrIbA6U0c59W807aEd9EZH6fxgv3cdxOvh14kQ7QXwcb7aZ9dH9Ff3mN310xkH82Wws+lyiqgx9dsfZA79VfZjFQ96f5Qv5QrNsx2aVviDPqBv8OceJ/oXLh/ws9/ky+ad+d5oJL/qCvEfeZrLCuRTLe1+dx5lf4/ccF/aHc08uMHY5om+Z4X+Y7eH/bA5U9SzxYPtZG+yf4+v9iNiXPcU/SH/Rh/iJH5kep4yxX5rvZIvg+Hw2nyTtvO3M7mT0JlTpqO82ZH7Ca4XMH3J/IqJ8osOsZ3l9MpnElStX4vLly/HVr341ptO9Od3S0lIsLCzEzs5O9Pv9klzSrk2n03jppZfi7NmzxasOnn/++VL8uGoM6r9k2N9dyPFJXfVqaFvFl1n2rgqOfByTzjLTyn+fHBMZAQnBQBgnslSSMg6cJFLR0CgrmBpRXpnpAcyMEdNp+Wgd1SEGaTUjz+jXxJYvN11aWoqIiMuXL5cC1Mpu8SgHV3h0LKT4ST+upKRjlNHJHRf9ZtBd9TAbJifTV8OoPQahdF1lq4INXFmvfnPlotrlb/Unc151T/xS8EdHifDYGncqeL4+8ZJSYBBI4H1bWVmJhYWFUiZRMuhy7w6iOwmuyLSi3Y0c+UQ6sh6VVZBNfeOKYu4QyRwTBt0kbzSWPo44BkXXrF9sJ1OWXh9XA7ucU3eQ/pRhlZXxyJ71QJgHG5m4oo5hW9RFpJE7qcJLsukBW64m5mSq3W6XAtsC8V2ruzmJjIhS0JDypPPr9bzrGHdQ9aHu0ctfGSDlGCF+LEejSBlTG9QtXtZpRLkhDj62yG+BdJx+kx4q55NXlwWvNxuXqpsOQ9UkVvWzj9JF4pHTmG25jlUfKK9cGc4kub419rVboNVqxXg8Lo4cymyvB7FJn4WFvaOXpINo692Wqw7KQDbxpKNEGfdEEQPdrnN4/ma73S6SEWyH9oHPk1Z8x4Lqkx1S8sEdRsqc20TSVeOG8pPpS77wLtM7qou7WKQ3RA/qTdp/JVHEC9bHyY7rUulO2W8efch2HU/2nQko2Xf2zccPgXaBskm7lL2Pi3jwuutdjrEaajgqUJ58guayN6uczx980udyy98u1/PgMA9kft+8z8zbrtcvfcx+u15yWmY4ZvWSntkz7vOw/iqdze+qYNVhNJyFl881HKjr5Ttq/kr/fZZ8EEfXh1my1nUweeV+A31rp6s+2RwmGy++8MfnHt4vfbvcuD/ovmmGo7fl8zj3bfic2zbKi/ujuu99yujhdHVeEUfSIuNrppNmybvq8mDXLD3n9WVjV/0g3ziPEu4C6kpvy/vg/mzma7A8+VbVButkH6piZn7N/XDWmz3nvibxks+ctU1Zd/3q8qjyEQePyibdWY51+LjKxirjY05n93+rdDBjWrzOj4856ijhkSWSWBdp5PEB8k9jmfHLTqdT+MtceMax4/ZC4LshnI6ZH/C3HTJ592sR5V10undYndIbKj+dTmNzc7PgBZN7AsrNn/3Zn8WXv/zluOGGG6LVasU3v/nNAwszvc3sv+vsKv0yy9epasdxz2zavHCk45g6nU4RjJpOp0WAQ6swSXgPJHsgm0EWEsG3beq6BxnVUQ5mBVrojDYa+y8WJXFcObtTS8XCj5QCHZ3d3d1YWlqK6XQaV65cKV4SKxrpXLDMENOxUlCebfPFr9wS5tt3qDAZAOR9tkk+VBky4qDAkujJwCoDX1KoCmqxHvUhYj9wrWfZJn8z8DMcDksZYyrn7KiHiLKxY/lGo1Haasc6Pfii53iO+mAwSOXUB7wbBeeVcKUhYVCE17OBrj7zW8e88CWwbnA5ptRn8omBSSYyxEO1xTHPcU3+sa+Zk+DOja4p4eTyScPh+oNjzJ0SOgEccz4pdBnkeORZju548DkPUIs2alOQZbc9QKjfCuxq/K2srEREFOOi2WwWCQeVZdtVDlZmhF1uRTseq8OgecT+mHZ55a4arsLPEggC3suCt5mzq2vUoXred6qxPeoIJgY4AclsAV+CTB3DQLRPtJnElPwycZ0F1Mkz8oQ7Udyxoaz75Fc8VN8FjcZesmlpaSkWFxdje3u7qIf6SDjrP3nA3Vysl9ccV3e2GSAhMHGj/y4XAiWs5eT7ihCNGSX0uMKTvJXvMJnsv1PIE4SyjypHGyR+eRBd9ylbqtODRL6ylTTLeKjrTDZSNwsfyoqC/tq9yLJ8RvV7wobPiH7UFVWyIDlaXFwsFmuojJI7Efvv9BAOalsTao47ThZVhr6Br+rjR+1X3auhhu8mcJ5CP0jgcuo6NPMlqyafrsez+68nzGrrsGfoK7lv6GOYNHAfzstkc6gMXMf5s26DfYVlFZ9mXc/o5XbVFzdxhS99MJ/LZH2Tjc788azv3I3HRAfxU1n6Nl6Oel994PP0E3Vd1+SHkWaZb+J+vOt/lqevkgUI3U/jHMz77fSkHFXJlAe0M/z5jP/mM4yrUJ+wTrad8U9+cxaEpv/O+n1epv7Sr2HShXiSNtR9BKedjxW38c4fD0pTJnidPMnmE6QVfUGV8/54O5Qxb9fpRDxcp1GONUesohXjBT6PqQqIS9fwGn87LqrLr2fliSfnIpw/Vekg0lnPElfi4WOb8xSVV9zLdY/bZD2j+jkv8HmL+NFut4uFQMRTPPGFSfSts/6QHpQrl82/zUB/oeqeYJZ+JWSySLn3seHjdWdnJ7a2tuLs2bNpHW82eK1zpLmTEIuLi9Hr9YqJORWBHAxOfml4FQjgyk0OBGa0OajpOC0s7J/3qHZ1jZ1nG3KCmEXiN5/xVSEMlLkTwRV1GvytVitWVlai0WjElStXDgRU2H8pOHesOBB8tTKVks7zVhnh7gKdKSLRTripTq5OZtDdV9MryC2nQ3TS8S/tdrtIWIiPk8n+0QgK/nAlN/uphAATA+ofgw00EDQImUElL0RnBux3d3eLl1wq6OSOkeivJEuv14utra1SMkrAyZAbRA/8ql53THmdCT3Wrb7wDHXKmOjPFeDusAs/HmuiurTrSeWZFPB+s01OfkT/zFHzCQBpRPpLh5CO1DeZ7Gdjx5MxHDdOD+oKBntFb+4a4kSPAS46M+rDwsJCEejzdsivbPdORBS7sxYWFoptfTs7OyV5Vzs+0VA71NfkGYPW7mxy8uN88N+Zc0mHiTolIgq5ajQapRck60P+0PFk/cS90ciPXMpoQcjkI9uRQt1GelDWZVPYN441TkpcnnXsm3hIW8HV+6IB+emJR45DrVDnxJfBW/aj3W7H6upqEXjn+FCfeDQb8adTz7GtNvnCaNWn/pLXuk8dpgSOaCHcKZuqmzsQvU3KvpJ6Cwv7R9bRYSetqWtYt2RayWmOH9cV1IGSJ8oI7YLuS9ZYljQSLyUDxN8TnZRt1Us763ykjLE+8lc2P5N5n5jput7DxXdiqA+TyaRY9CI8+X4o4adJoXwL4ctxS/1Mfjq9qyb7lKkaang1QF2S3SNUlXOgjqE+y/z/qvZmtTUPHtmEe95njwJV44/t0G74HMd1Pp9lHR6MoO6q6lOGQxUtMr/JfSW/7v5UFQ6uc7PgNoNhvOfyw/vER/rWA2JZebbL61wQw2dJO/oTukYbz0UDfIZtuR9C/HzekvmG9J9UNvNPWJ8HMDPeZryclaj3oCLb8TrZX9LLae36gfSuwpl98n7QdxbQj6iiAdvjb16jr89EBWnGuRzlvqoNjhFdI+2EdxZ0n5VsIT3Zbpbskd/l9bAfejY7zaJqDPk4IE0yHLMArNuUTN4oY5QBx4k0d7r4GCHOjkdm61jHLB2Z8Tdi3w/0BYKOKxdpUpeyn6yDuGSLDzneuJiNSQgu8FN9WczM41sZfqSD6yy/92aCV4vP69UXJu1V72FQ1W7mGzgvOK58PFQlXKugSvfPg+thtHMf4bXA3EkIvViDxxHwGBkKvIIDXE1KwmYOARU+g1PsNAeYrgkHV74clGyHCpVBaVdkXH0oJTIajQ4cbcJ2m81mLC8vx3Q6Lc7WVntajdftdg8Ead15dEXJAJ4HGqh4tCqQE3o6JOwvadRs7q1g5VFH6g8DgiqvgA4DUAokMIjKgUvFKlqIzuq371hxQfegr8CNM/nLflIJeOCffeLxTu7EqpxeSq631mcOnL7JP5dPjSPVwZWdPnaYVFPgazotb6eeTvd3ENAxJG084SEQfZVQoowruOYviaNsuGPkdVOJUsk6rllwjnzOtqaxfz4pyBy7zIkmv5l8Ei+UrCJ/3ekVvgyCs+9MqKmc84cJCAb/mCDTOJKsOF8Z4PMjSEjTKlngkS+sW6Bx67vHVKfLPGVXci58ZC80vigvdN4YuKdscGJCZ875zH668c8C8f6b7TF4T7zIfwLHJ/WX04kTD9Kd+KgOtqudMLRXnujg5I2r7LlDhImVVqsV3W63sPnSK9T5DNoTT9ovt7OZ8+ur/Zk4Fb99fLsecrmp4h95QVkhrpJTrnDKJiz0F5aWlqLR2FvB7/ZX+FDWhRdXdmZ6mmPVF15wXJLGlBeNKeoPfTTpkRz7ylnaW+Gk4ynZP+pZ+gUcz6pT+CvBoDqYJOM4om1hkoK6I6K8ws8XFqgeT+j7Tj3qcY49l9kaajgMJLev53Nua6kLXV9UyazbRNfJ3va8sv9q+vpawPvAa64v3E74c4LMTz+sX1UBnYzOtGdZXzJ/ZdY9B/ftGERREtePIVRdWQDd516cy/KYPfd/9CHNaSu8D1kQnn2hP5PJI69xPMiG8FkPUvt4YT9cHugvOx7EkUnurM9ZQMnbd/76mM/ozrKZD6rvbG6S1cV5c9YO6eJzCJedrA36Gd5H9301H/axRf+W+HHsZ74j+SQc5EtnOpDtVs0jiQ9/sw+kActlPrR8Fo4nb49+Pu+5jMxLe/p8Ai6k8cRD5j/5f+d/1TVdzxIN1Ek+L/VFkS4b/lt0y8D9Z/drGRuoep6+K9tx3uu+3g1BPRxR3gFMGVL7mqNwvu5xUrUzj32u0q/z3n894bW2c1h/M58nk1/Rzhe8v9p2q8q4PietPRn+euDwZpnTHGknhI7EmUwmpaNs+AJADRA5KY1Go5gcMnDKyaVWv7qB0ACjkvKkgdrRhJIrHgVV25elKGis6DRoMHMFHg0Fywk3vZF8Y2Mjtra2IuJgIMRX/lEh6Td3GvBZBofdgfAABenGI5VkjJlsoND6ilA9L1ovLi4W52pHRDHZ18ssJQ/CnatptepU7YpeatcdWHdGmIzhgGUghwFJOqPuuPgOFQ+oE7J7Kysr0el0iqCTZNmNvBsd4c86Gbh1J1X3fWeKO1eUM14TDpxIUKGRx+Ivgzl0XISzygo8+Oiy5c4THRl+SJuMD74jwp0SP4qHjni2gpf4EH+NMwbUVF5yo/bpDHHXg4LtdGpEe/VD4Nck03xWv+mkcUyQV/rN8z/1rUSKH5fG9qhDPcirwHW2O4WyzvEpvrCv5J2+PWns55dSDolPRJSSMqQ1ZUH8oGy4jmGfyB/ym+PN36NCWjCBoj5zJxt55U693jFAuWJfpAtoN/mOBN9Rwsm4+KH2fFeH7Lx2tvGcf+GuYwZlczwZRP3GHQCZPVSfOMY86MCdH74jgrLm7QvIWyUfpMtUvwfBtciB/GU7TJaoLk4aMvuuulSvfCPhw0l7lqigD+LOKceFT+YYIBEvZbtd5qlfWKfrcfWj0WgU/oXv9uAYpn4S70RHTbgyPRIRpYmarmvsiUZuVyeTvSPQNjc3ixeHOx+o8zlxlEy5rq6hhnmBMjxvIIDPCSjzus+6qD+pP7KJ9qz6vbz7Sd6n1wOytucBp4HjRT3pc6ZZwWTHjf7iYXzx66yD1zx4N6suXfM6HXzuxAUs3rb8B7c11IlV8yZ+/L5svdt9p13mf9PX9f6obbePup/5rKS9/3baOo9dZrIyfi2r13nleBEf9/VIC9kmQrbIIaMt+UY8vJzP4Wj/6CvO4j15kY1D9+NJB08SqLzsOvtPXvLb/RO1y3kTceZ82+nO2E7WX/LM9TL76nVmc2Li4TLhc1PVyfopD35d/pbjR9r7OCN4W1k54s/4AnGn3GRj0pMvbMPnmpxXse9sJ+OV+4YZvVyeCR6jES2pwzifc93h83aWa7fbxZxLfrMnM4lfNrfR9UyHzGtf57WJbyS80fVHVC8eYPvOx0xHOrwaPyary23NvHXP45cdVs/rISvz1nGkF1Nr0PBcdCo3rpDUgNfLBhk4cMZykq/rPAJC4EEF/ZZDpYHK1b9MYjAAmCkH9jVb4Rtx8Fw6Pc8Ap14yoxcrMgGgVadUoh6YrBJsldV/KiP1hQkRD7LoHpMAbvj0m++AoGOp4LNWyzO5oCTEaDQqFKjuUelSdiaTSfEOCQU2ne5uKOmwiK8MeutZKn13GEVHvuhU/VTfZAjo/Dq/FKBTgIMBPfKHARzRQsmeLCCr55Xw4cqjzLnzwCvp5OOGMiVQ8sFXJDPRIAMrGaDccKWEOz9uzD2Y5fhwdasHithvPpPRbjqdRqfTKRJjXIFLnHwi1mg0SrLo+EsuuHuGMue4iid0hoWDgoHqU5Ys5M4cnrOuFb4ZjYUn+8BANJ0UOnBs13USnWs63y5zKuu6mnqVY5IBU/LUxzTLujMtnpDPTnfSSvUTJ9HF22Df2VfVKR4xIMzn3Oll++QZcZYumkz2krgabz4ZYjDX7QeDUq4/3Enn8Xd0knXETbfbjW63W/znZM7lXuPbAxAcq8KPskaeeuBXckfbQFvh30wsk//ZBIkrkCgn0+k0BoNBdLvdAwFwJpGE32QyKfSoVuBrnLBOTtI1HoUbkyvEMZv8q131m+PTd2voW3jok03Q1Z4HHVQv5bXZbEan04lut1voe/qElGcmkchHHgXJeqkfXB7YB8fdn+l0OrG8vBxbW1tx5cqV4vg62TImvKhzNKazgGENNcwDlMl5JoeHgdsLB41n179V9Rw2UcwmwUfpx1Emz0eBV4ODxrcHb/nxfvpcpKp+n6vMi5cHRVWH7tNesUyV78x66adx7sH6aHPcptEPof9CfyiifGQFaUl/yIPP/O32zucK0uOqk33O2iJ9vL4q/zyzIU5P/XZf12WHz3Ascix5sNb5zna8P9mY5HO65nLuK7NZj/fBfQ3acA/IkX+zArtZnwlVfGJ59iEbx6SBx498MSpp6vN2+iXZ/NnHEq/pt+IBvE+86JNRF6j/pDVjZ9nitCoZZbtVMs6yVf1zunn9TlPvs7654Md57D4ucaQPRp/Wx+ksHDmvU92ipceBOFdgTIRxIQHrZKLMx4mXbzT2Y5WiT7vdLk5cUUzMEyxcPCeeMuZJGRbef5Pg9fYVDmsn00eZ3aL8VT33aqBK/2Z0eC1tvl4+6OsNcychut1uXL16NSIOBt49EaHkQ8T/Y+/veSzbljYteKzMXflRe/fbaj0WDlYL4XcjJCwEHi7/gV/wGu/P4Ae018JDwsQBo6XHwMGFRiAa2kCAAX2e5+zKj6rMfI3StfJaV8bMXJlVtc8+5+SQUrnWXHOOESMiRsQdMT7m4ey+B65XCtc4UFe3e9aJOsBda34xah0W1yk2FN6d4AS9afJKOu/2aMKN92fwAundbrdP4DixbHqapLKRqcFvUO4E7JRYsNPC4bYwYcRzBqQAVL+s2BMONzc36+/+7u/W9fX1QXLOjrHygzbzdKtPW4lKaHP/WgocXa9nrUkAGyTQvwIuOzomUW5vb9f19fW6ubl5MonVhJwTgz/99NM+YcW9/ObVxgYl0GLdhBe+zwlB6LVO+EgV1+lrPEOyycc1UX8NnJNylnUNrWVk4OyVv9XVgmcDEgOz/q31mLyy3nTyorpXHaqO0t86rqlPXfVtG4pNNBjrmC0onAAy9XVXzsPD4VFWrtvPTO1blw3QamN9zNIEBn2/v1vPAIXWb/oJ/zqx6QkF+s2uK+htnd7BR9uefIUmvwOJ9pzc9th2nfSvyVzqQQf5rf7RvKFdg1brZ3XabWOPnWSoP/Fxen5HgxP1Hz9+XBcXF+v6+no/kV2Zdkz5Huqx3KCh93ksTX7YfZn0C571WEBPCHGPJ7Cs01y/urraTzqWf7ZrFMa1dc1+2+PKNJWX6FbHvfvsv/pVt2E9aKCG3KaJDsbRWo/v2ADD7Ha79fHjx4OJahL7HgtNPky2rX11X7zbpD6vyR2uTXbvH/7Df7jOzs7W//P//D/rj3/8475Ogr211gHt6MCHDx/WL7/8st7Le3ltKa4otufzMfVQjrnf9m2Kr1rHFi3TM8VAby213a99tnT1t+f4W5lsxRZbcWPreu7zc89tyXL6rbo0+U1o7vOeQJh85DTRa91pXWAp4gT7/H7mGXyM7bwx8lrriQwcxxpf1LcaY9X2O2Zqoa6t8Tjp2ZRYbjyy1uEiE/N/iskbozQucXvGEROvSrv7V1xQu2D5edew6S4eaZxOG5bDlNsw/61/1t0u/Kg8Kmv3t7jAOMj1gDGmuMbxDvcWx7R9F/O7mLvyb2xAn8s/67plNulvJ0oav1Rntz67H5a7x2vxnOtvfqp6Yrq3fpv66/rNv45511N5mD7zyTuVd7vHGB1aLEfXYz4by3o8uh/QRX/IQX348OEgL2ScvMVf9994/nv77h9RfkvaJjs5FY8761lt6Le0/9z1b+HJ9OzU7+cw32vq7u/H0n70JMTf/M3frD/+8Y/7ihkQ3oFwevr1iAYHcl0dWqDQwU8HGERNaG8x0SvY+G4j6sSg/2NYKLTjFce73ePKaO71Szlt8Lxj4OTkZP2bf/Nv1u3t7UH7nSGvI50ctI18HYJ54URm67SxpH81knUu9JHVoABIjl+6vr5e19fX69OnT+vq6mpdX18frHR0ApY+TIP68+fP+wQgz9lY8zz8JxnnpPlaj0eyTE5rApHmq8EQ9P/000/7Y8h89IN5Tp3o/tnZ2T5R5wHuhF4dlscQEz1N5vC3BTYpntwy2HGbbsvBwVQv+vDhw4d1fn7+5D7fbyBp/SsYpB8FmE4q+RnLkeJxME0CWJfb764U7gr4Bm3+rSC0oKbJsia1nWh3cp3fDT58b8cx9661ntinToTwrBOyax2+1Hii0f2s/nQ1Sz+fnJwcHLGy2z2eEW8bMPHNOm75eWKhcuA57ukkRBPgXRV5cnKyrq6u9nTaNqx1uMrFE+/Wf+uIdQj52H44WeqkNbrg3QnmBzK+vb3dy7x60eDAAZh3MfEcsvQ7jyy33e7rJDovC+Y7xcezWX/adhMJnrSqbLb8veuertm3+zlkbD/KRHrHMr9h93z8pOVo+VEIJFjVZD9gXbPvInnPdY/7+kyes53Hp0ObxzlHTPXPcjI91jPusf378OHD/v0XDpIbUHcihnr7Qmx8uYM+kiCeNG5wbhvn3Xno+MPDw5N3GZ2fn69/+A//4To9PV1XV1fr6upqTyv0GEvSx3/8j//xei/v5a3FuIHvP7oU106x1hREF2P12nPlNQFt7/1RZerz1L5jnsZP9q0vldf0y/zdost0TH2wfzOeBtuRuOrkLH7FSbba+xZjtSnhXLtsjLHVtv2YZWA/5Fiba27D/mnCDOab/etEm/no61MOgfqdb6B++tFx71jO+ZDSOWG66mGT4u2H5bul76atyWmKcZV5UR6bH62/+tvkbPvRyY4mpZ0jok3/970TDnFMRHxgOowtnefpfdPnxunVH8f+7Z/HsHXFONP4bbIbkw33eK2eUyd9hY/WU+5BT6wjjtFsD6DFMc6Wz5n4Xl1uXFI+dwyXN5OdBTs7hvSODfrvE2DMR0++uHS8mW5PEFTPiMGMk9E732s9aB2mqxNRx5RJRj+6vBZr/FalvsBj8PdaXsPDyTd8a3lNfUdPQvyv/+v/+vUBHfvghDAJSl42OBHh4JRkdldtFxCsdXh8S5OUFAL9s7Oz0cjYWTkZQ5mAUHcq0Ff/1qQSyQpoPT8/36/0Jynx8PC40s68sYJTt50Yn52Ab2IHPk7b3pyo6UqKCcCdnp6un3/++SBRjXH89ddf1/X19cHxHAa65ludT52E623CmGLQy28+19yOm10aBjHWh8l5bq04hd/IZgoG6pRPTr6uqP706dPBcTul0XqNTJh8QE5d4ew+PAdi6YP740Q/SbIp+V8HW0AzbWt1/dZf891jq4DC/eqEYsdJnfd0zYkr6GKSyOPG93f3Svvh9my3LPdprFG/QZUDFa4ZRFsfewa+n+84QF/bFvaIfjpZudvt9u/lKXA0fZ2Es35YB9DbAsYGDdRvXXsOGPYFyR47d3d3+yPh2InEqn6etQ1yEFzwU3vWyYMGSD5izwleJ7Rth5EFuuWJa9fHb50I4fmOebfXxLXtCc9X/+CpjxlD7siSF56fn5/v9ce7plxqK20P7NutA6a3utLEf8cb/dvCFNUX/qCntsi7/qwfDnKpF5+MbsKXi4uL/fj1hIvfr2Fa4YN3B3ocmGd+j9b9/f1+ksh+ZbfbHUxUesyVx0288QeNTD74uM2WPl97UT4bG9hnQz98tfzLC/se2yP7Kcvsw4cP6/Lycu//fv3114MdIp1Qurm5Wf/9f//fP+nre3kvzxWP57WOX3n2UgA3Yb3nnrFvNb6enrUv2CpNMn1rKX++pdh+H9OmyzRp873oeg0dXC/WP7bgj6xvXlhQe+/7fI9PM6jfWGv2wzwLBqXeiRZj5N5jPGIMZp/ktqa4EhrLu+Ix0z75mOIClyk+shymOKl6Zpodk5R35g8Yp7w0DaWtdfh7S3HyZBcm/GkfCj6sHnsyzNe9E3WyUeaX/Xpxb2MO63T1w3jdddF3xwDNH/k+y8hjrfI27eaj+2B+enFKdRr5N05znyvzSZcn/2PeUbCJ1YHGG8X5vlabUEw/0bvW4xHNW3bCNE28Mm8dB5gWf3a8bYxvvTGfTUf53pjGtFdPwNnYNb8DtH6g+RFk78VgPdngNeUlHPDnWqpnxxbnkt7Cz+9VvlUm3/L8j9CHoychGkx6RauDba5hqEl41kBSj8vkhD14eyxL73MSe8vQMrBItNS50k+Mf0GKg28H+/z3cQSnp6fr8vJyvyoeo+LjQWibLVhOPHU3h4Nj98l99kDZ7XYHYNQJB9Ps5zHAJGD8zgJWjbLzwYm9tb4mbXgPRoGCHYX51qSDzz+fEu84Bjvnk5OTgwSLV2HYaUw6ZXos+4eHh4P62eFAstPymUDjbrdbP//88zo7O9u/LwI6kJGTsiRELPspcT215z5VX9HDytTvXYCu8pl6PSZ9ZEwBZcdH66nxr5M2qCpINeA2YO9331+dKQhA9gWlHSsGltYTO/hO4vDcBFK64qwOze15JbTHP99t9zy+POGADSCB7zYNgEmKohu2Bwb45oX1xjzz+IDOJvJ9v8eOv3uVUicV7+8f34uBjfURcdYXEpwF1k6wO0HvpDFy8koY99u7PaC1AVXtIHaAFz5jb6y7/s/1rgqsTa8eGjyXFhIN+MKOxQY39An7dX5+vvdjtF/fXls06biTJh1/kx2APuvltJrN/fAkFjs4Shf8pl3v6vSYc8LaffTRc/xmefnIp7Ozs+XiIMurPDuW3f/axMpsrafvBeF+fJmD8Gkierfb7d8HYj1xoGMMBa+Lqzpm+M5RSNgn89qy8DjsBDP9pC8OzjwmrZsEeiyy+PTp037ysn3yebvv5b0cWzrx/FsH9R5rxXZNQPu+jt3GUs+189JvU/9fqv+15bn6al98rbapWLS49HvSuOUnJ9qP4dUUKxrnrLUO8NlWfFH83gkO/Co7pE3fpFudAMGHGQtb7/Cfbt/9nxbtOVlZTF5e9nv9Z+9x3LHV160dgFvjqhjH/DbfthbBmZdus/L0561YckqGtx8835gDWXbRndsu1qL/3oE48c3JatPgOGnCPuZh++fnzRPLyHIuhvCYKj/cltun7312WuDF9+mdcE6kV8ZbumkfVH76WmOQaWzUn/iZSRf92Qtg4fvkq1y27HZlXh/beif+TBMDXKcvxHSe8HSsMcXBpc92zLG0dc7x2tYOncY4tXOOD2xXrY+/RdnyA3+OpeN+S99+Cxq2yrfS8S04zPxwHvWYcvQkRGdcKSRnvBLNK+cQGI7ZSeQOTNqpga9DtdOAniZkTB/Pc+80eEnWUa8TP63PKyMJnD1hUUN2cXFxUIcN0W73OFHgthxswys7Oo5waEBuRwWdrFQ14CvAdtusFDSdvGiTl09jLEmgwau+6NF0Wx781smggoOu+DVvu0KS3+EDsoGeJl/9jGXjZNRah0dcUZfPlzcfWx8Jf46vopDs5bMd25SknpxnAw0Ddk+gMPY8ycFKXOi3bPhcmZU3E2Azf92HjtvnQH/Bseugnb5cvQBzqtfjgvHD81tHbVUXKgsDb49B9xP74MkE63gng/gjme4x4fZqmwoSPe4KknrNNg06+Y+++x0TFCdGrRdNBDqAcpBgXadAC2MMkG77B7+Z4PPuB4M366T9j9vnOvKFDwanV1dX69OnT/tdf4xdvxvB9qZH8PC75e/gyXbS9HpSkt+hAb8LaOW9NND9+fPnva7zHPR4daF3sMFb67qDi95rW+uXghfYT37Rsijf0Yn6BgcBHDNk/95VdtzL5ENxTPvtMWq77vY7xin4eujpJMvZ2dne7hpvUO7vH3dn2o+a3il4LI6iTf7bzjTgW+vxKEPLBxo+fPiwfv7554NkvycVnVTysz1my7Z/kqvlgn/yeK2ttIw8UevgcJoYph74fH19vV9A8+nTp/27ItAHvx/lvbyX15R//I//8frf/rf/7UkS4UeUCXtO1+wP7fNL23P4eKp3q9QHFpt9j0TFRP8xpXFAMXZprZ39kfTWFk/PTzbVtE6YurjQtte+d62nk2jGTWsd+nDjPmiyr7B9bx/rr02L+V29MW0U+9zqvXnh/9bBTpJs8ZDnpsRt22xewt87Bic6HUf0t+IQ48epntLW/k20NCcz5USm+IjPzTWYBvvt4kPrAHT4z5impZiCfoGpulObz465u2jI77iq7CfdNh3Gs6XbuMaybszrPIQxkbGQr1UOk9wnG9OJh46nxqvus2OGaQx2vKP/xeWdXCk+5D6P2fqT4sHmIWxHrHeTLrZw4sqUl2z75WHtqHWHscRuc+udJ8GaY5tso2Nu62Hb/B4++M+hfGv/Gq/8SDz3lvK9sNRLv03jh+vOKfzb//a/fVSbR09CoNReyc/KfhNh48mLjr0q1ZMQTlrX4E8Go85urcOtVV6JUSAzvWV+MjyeZKBAz2SMnkvQ7HZfk8EfP37cg7IaaBtKEk5OJBvYQaMTkAXHyIjkU3lkJ0Xx6j+e9f0k0Emu2Rg2cdt3NdhB8tky6sApIOFYCx9zVZlNINW84RmSdZOjdL3dJdBx4C1y8Mjb99Y6PLN0rbUuLy/X+fn5fqX2ycnJE0fmpKtlVkBuAANP+Z0/H+HjRLYNJ3KZjrIwKKJ/Bjn8Pbci1itR0BPrWkE/R5A0SVXQsdZh4sx6Q10d09ThM91ZDWzbMjn26mjpYTWvdatJd+uYx8cWqDaPbT+nl70W/DgBXyBKQroAynbEyT+P7wZmBVjWewcRk4wm+2E7R/LPyXeuf/78eV1dXR3YJfSNxGGPdvGYafDgPpk3/v3Lly/r+vp6r/OXl5cHvgvaugqs8jw5OTmYAMTfmH+Wg3fWMbHhdv3OGiZHHCSxit4Tnt7mazvrttEzX8NeFag7kLBeWyerC2s93WLtFefFAtSJbPBD9Il7jBuQSY/i6lhpwACtLB6wfvByZu+sqd1FFz3JYDvLrkieQWc67rmGbJBnx67HnX0cOl6/b7nbT9n+//TTT+vi4mK/GMG4A2zRce2Jt61xzX/LB34i6ybV7BO53vd4VK7U6Ql+5GLfdX5+frAD7OTkZL8rokmA9/JeXlP+/X//31//9//9f68//OEPa63jV831ntfonp8tbmmd0yTnlr43xtvqxzH9+x5jaaqj8URjDNPXa+VV+1hbsxVzbJWJnufk81LfXYdxWuMtrjWGLF2Nn5sUXOsxEej4z36612zneX6tp0fLbiXOy2P3t3JqrDAlyh1vTGPMMp90vG2Vr5SuwLdfm+RXfZjac5t+bopXtmid+Glem17TU10znZOdaN/aLrZnq+/w1ZjfONs0uvSaMUNXrW/Jov0yDeVNeUw7HguNuT0h0XqcBzNdEw6Z4rXnciI8Q/vgSY8H4/PKownziVfWz+qJMbzp3rJN1XPLrm05FgbbehW2+9ky2f7KxbkL89gYmMW4k20qjW674xvdcBxKrEMsZ/qqW66Pepyn2uLDX3qZ7N5bSnMu36POY8tzbT1nh4+5/i1t9767u7v1888/r3/v3/v3jnrmVZMQHpBeye1iMLTWOgAsrovfWkeN5pSQfHh4+iJCH3PQgW0a7u8Pz7pswt9GjOsYt93uMfj1qnNonVbtn5yc7N8LQWDbREt5bMPV5K37w0pYJ4m9K4XnvKJvrcPg3Ekwv4/AR1eQ+PMERJNr5qGNsZNIL4GfGmJkhHwNrg2andCbEowGagajW4bJDs3tuV4nhFgNPYE0X2dlKYmdu7u7g50kdXx1GPDFuuekottGz0jsN9FZh+3AYAJ63pVjWpxQ98TMc4Cf550Ys1E3HyoTJ/xoYxpPTqQ3CewknJOWU7KsNBecdlLF49T1FTxMYL7g1bs9OvEB763bdY62nbZj3OfkcRO6dbKuz7yZEqPQM+lUdbwAFl5Bk8FTj4Pj6Dfu9QREZWj6fWyf+ep7kSPAz0c9QQsJ6bUej+Yike4dEhOg9m/WI9tL7vUEl4+bYqcDYx/7QpIY2i8vLw/GhGVl2qzLnoiffLLrg2aOGHIAYDlY9vhXdId7PNm51tOXdJsX6F/9jXXafbK+mW7be543/+7vHxdc+H0ZHp/Q33Fqvk1BwlrroM/ol58z7Q00zdsunjDP4QXtgaHgB7xlPPN+rwZg8M7HH5h3XkwCf7zzx/yebL91b7fb7SeK7ZNoY8Igtj/UYd32Z+T8008/7fnOWIEf7Jj7aw3e3svbyz//5//8AMvZ1r2mvDVwfK7UHnvcbWGy6bPv36L9tywTfc/dOz03faeUZ9y7FUsUL23V+Rz2dH+aBGk/jI3t96Y2u2igWI37bPtLVyeLixEdm9ln87ttvf9YJFGMwvO9Zvvsdi2jLf5XD7bu97XGOPU5pbuxkH2V6ba9aDxH8efqYmOA6kp9LfVV5sUqW7yrfvT+CXdtxQPca5zuvMPUX8vObZi/jqsmO2bdsZwc1/BbY1ZjVu9CNi8cx3isnJ4evruS+zx2i2k7joo9K9/aJNuGvltvS58mXTJWtuwrV4on5upvvFiyes/nxrnP6eWWbZx0oPKvXrn9n376aZ/Dg05jaC9M6nhvXmrymV74xX+OuqduYgTTN9lm/2Z8PtmirfLc78/5/N9b+R50btkrfvtTli0f9b3KsfxzLvrv//7v13/xX/wX65/9s3/24nOvnoRY6/F4nwIGG+TdbrcP7DA2Dkq9La4BngfV5NzqYBr4Y9BJivIbNDrYtjFc6zAB7bO0J2BLXU38m2fQz1EZ1Odkn5Nm5p9nRKkPnuC4OOZhWlnJBIKdQ/noCYjz8/MD5391dbXnpd9pAP8sW/NkAhXWF4PpyUmWh3bSOAMbV/fP9SLvqc8F39BkHSrYAwS0L9xPMsNnpDv54mNUHh4e1qdPnw74av0y3dYj89P63aS4JwbMY48bfrcMPdkA+INnnuigv06OkSDyhIfBjuVbI24w33Hg+6az40lUGqh6kg3+mtcGyOi/gaD12HpiHee6xwF9MS1+hjoLSq2/rdOJPQOY7mqw3tM3dM79Nu8MTpCjx0JXliAD290WdMpyop9ePU4bDoKwkQXn6OP19fW6ubk5mLzDXpE4NJCFj9UjJyIdJMAXJ9LRHdvTq6urdX9/v0/UUjcAER71vTkeZ37HxMnJySYI9/slHJgx/rwzC/vC5MPFxcXB+2bgsfXEOyiccMf2modOKrif8NdHDln3m+RwgOfAyAGW5dvdDPbryMh1un3v1rJ/N++ti7vdbv+CZ+iDR4wRLwDw2DVttRG2NQ4oCyI9Ocg1+3XLzve5XejhuLJJBh7/PO/JB9sx+u5JoNKHPhib1J762SajbC8s244bj03313xksgh7A/7yCkDTYhvBePrDH/6wHytTIu+9vJfnSt8nM2G8Y0vHwjHPHvOMr4EznPDxPY19Ws+fOinROOm5Mt1zjFxsP92e8UXvna4/R69xotvpPVPb2HTHKNxvm7vWOvCT2MTGQ/aVE922/VybYsK24zigfXOd5Wvjo/Jr4uV0n+sq3+Fjv7fv8HDqh/1tY58mi/t8sbX75bhlixb3x3XUR1IcF9hOdVKp43/C76bL7drflm/uE1ibBXrdNUxxPDzJcYsn9Mk8Nk34f8eZ1aFiF9OxFWN0rDcWM+2eQHNsa15txajmzzSmnpN/dyhNdqt9LA8cq5om0+qciHVrmog91nbaZq31uNCm9014e2qzfQAjnp2dHeQPwbluwzk388287vhtLoC4jnY5bcG5wslO1Hd3EmKK27f89u/Bp3+v8j36sWU/31L3a7DfS2Wr/bf2+aXntvyx9ZqY65jyqhdTO9FhB2QiPIDZ6eAgn3sBSt7m5sT2ZDygYa15ZbTpKLMM6vjuhNhajzsESO45cUB9fvcDZSvh5nuctJgcGHRjwC4uLp6sLO/kgxNQ8NDHG3gSg+RSZeeV9Nx3fX19cHa1Z2DLS+TgCRv/mXeW1wTkWyYQDT3wxo7MK/otjzq8AtGttqs7TZbxHZ7y3Onp6cHLT5kocsKSZOXFxcX+PRvwgn6YPicMtwIMErdc81h1XR5jgAavJOd7V/qahx6HBha041W3HvsGdQbcBXsed+hpQSE6gB5sJYrov49/Yaw5YV/97Ipb9wfb5me7Yqx98sSCAZlBge2T7QUrgq2fTvwhK9s4TyiUpo6/Jkw82ebkvBOXHXumu+OLeqZJE2yLr3tiwDsgrq+vD3wGAYuTk9BVQOxn7IM8eWFZoC+eiKMNzqx/eHjcfWewanrgqyeVPHlIaVK7YNU2x+PL4wre4xfu7u7Wzc3NwVjxhIJlyGS2J289WW7Z1MZabzyBAd0N5Kzf9RXw3EkS+mQ50ib3ebLT7VA6fhqMQIt3BNrmO7gorfQB2pyI8Xi6v7/fT3jCI/OguMT9n3yPdah2uBMAtsOVKeP64uJivxiBceKFIqbj8+fP+2Q/Y9v9cRBOf/wSd5eJf+aPZcUKQoplRL9tu9Hj8/Pzg0mF3W639wFu4+TkZP3yyy8HOz878fFe3stLxePVY+/3UEqLaZxwPPfw7DR+fc9r2v7epbHe9y6tu/J1/+zfn+ORfXzr4Hr92dQW8Zzx20TXVK/9Krbcdhgf7Hq7CMx+3PjFcW8TcdYzY/ni6/LKPDBv/cxzumBcbt6YX8UIE//8m32I5dWJ760xYFm4fddVn9xJgKm/W/FJ+WfZTLRNydJJHqXX74iqXQFv3tzc7BdN9Agm7vXJGc5/OHFfuRZPm5/W1+f6a7vo390/MO00adexC/bwDk3X21iM67W9vtcxWSd96LuT58W3zV9N/DAdjUWcC+hCHIpjn8psileri+XpJO/2xzTYBrkvEz9Nm+Xbd/s5zml87HFsu1RM2/iHtrwTl5xM8yVb9XTxYuk9prxkq47x5cfe973L92qz/P1RuOLPtXT8vAYLrvWKSQiOnrDjwGg0aWFDwgCwQ2AATcdiQDyDsJ1icDuh6GSSHW0TwxxfUQZ5ZtMzz8zm2BA2QPaqb9oq0CDxwLFMDtoBdcz6A/SYNFjr8bx8kpE1KvDB/TUIhT4noeiTV0oz0woQsIOcAJDl78SAE1cetH1/gPWE6+iCn3M/6CfPXV9f72Vn49uk8uTkoJ22nTylOPnMMwU31I1uQMvt7e1+AsLJGjsG5O/V3HbK6CDPm1f01auEDUidYO/EXs+4tIOzfB1k1PluAVWv3K4sucZfg6jqmeXu+vxidq9c8W4NwKnbqPP2WDSgsUzdtyaZGduTnfOOGPfLfYVO6rUeUZ9fmm39Nc0GX+gr7wuwjXVfzWNsGTL2ewisW9DtyT4nFr2KepKbxyU8ur+/3+8ycCKTCQNsEpN1yIjx4ra+fPlycPSUf7PtgKbaOQNjPsMjJvToL9uvoQc7iv2xrrl0lY79iXXCCV3kz5FHfrfJycnXI/84457xzTsskAl6ys4I/In7Dq22w4w16zM7MRoU0M7p6em6ubk5sJ+23xOYgweekN2yedDI/fDOfsByN56wPlM/ulffOoEqH3Hn+hmra629HCium10wHrPWBdpC7j571jbSY5nvxla3t7fr+vr6wHd5TKI71Ht+fr6XnfGBx6TtmN/LY7nx3fc2QDO99k2eDLWPqU+Zxhe8h16wErij7xGZ+MJ9p6en65dffllrrfV3f/d374HHe3lTqe23vk6/fUu9xz6zda/tiH1OS31a8d1E30TrtyQJJr/wveowNvRvUz/9XDFe25n6698aa7Vs/Wbc6njnuf76ubaNLyv+nfq2RWfbKd43Bje2dQzevpUHjiPbbvvTceckpLF36Zt0YPreMTON861x4jiMa53EKD/Kh35uQvk17TQWKr+32nEbpdF1uw3iXvB9Mbn1pvwsDcZj00KoYhTqAAc4N2K843HShTPWY+tVaazudaxNNtFxsrFaY2/TaOxU+okZ4H91ofbL48FjtdiOupzcrj2t/MuTaaw0Vuu9nWiZ+uS62k4nAiwD+mu8iKyaI3SeoTmM8gL+Waesn9QBvX5vGbvMPaFXnXA//b35sNr1H12KGX50qd94S5n8yfeod60fvxDjreW1dBUHvqWuoychbAzstB2sX1xcHAR8HuTT8RROZHnwrvV0lr1Gt51scpfESZ0ISSoH405WkVRswo12/cJfAJMdr/+gi2drBP0ckyQGZPCbRATXu2LWqyKYVPDM7U8//XRwfIlXaZIAhDdOChpMOPlqI1YHYWdpOZoXNvKVu/nYRLiTFxhznASJaGTrdqBr0jUnQKxb6JyBgmnwRAc60+RN3zNih+1+QjNyQ7ato8lvJ2Gtb9YX5OY2fb6gwdO08oRiUFUHVr23Xq71aAuc/PZ48ORQwZ1lZZpIRhtcMeY9KQV/rVvU5cSWE5vUb90zOG1i0C9VbVBlPa6OTUCBvnsHS3ng8QSd6Mtaj8flsZvJO50eHh4OknX8p14mI3gOXTcoK8Ckzz4ein76s3UR+plkMC+9s4Gjl3j/AzR7B4TrbFCFPTo5OTnwSfSl/THdtnfoiY+Yse108rvgFv2aQL75250bZ2dn+8DM173SkTNDPZnw8PA4eVR9h3dnZ2fr8vJyP+6t35VneevJCPpbG0+S3aC5gNjywff4d9shf3dA4IDV91lmtie1hx1Xu93X3Wket+6bAwYveKj+sBOOugle8PPGP53MMB9tp5xg8oIF092dyAABAABJREFUj0+PNZ8dS7H/hvazs7MDHXopuLLuNuiuT7GvwC92d4F1rJMw9qcOyjtRVZnX3iET7KT5jf/wvRyzeXl5uW5vb9enT5+eyPm9vJfnSrEO135kW8feu9bzCWXGp+1i23I90+eXyjH0vpVfx/LC7Uy45ltLYx7rQePXteaJhuLfCT9j/xrztJ7izLXms+W7eMX4pnjfcd/Ur+IEY51OQPC9kwKNM11/+1R/YH9kGh3LNIkHX4rZoNPXJlk5NjQ9kz67zanO/la/aVxcXpmuyqZ1FTv7d+uL+bjW4Q5z96njqXz/8uXLurq6Wjc3N3s8tfWOhOJi2qB0YZzlBT+6kMK/EV+bPuuG2+jOC/PYcfY0/rxjfcLV1fPir+L1FscUjScsGy/ctewrq8YQjnOLWR1PdiGYx6B5xWdPGvmZYxPm1m/zlf4WZ5cn9tX119Vj+Fd+dYeJ5eh7PV5qD2t74A3HQDEh4cWntNfJDdrzmGge9r3MxTL/Hjjgz6H8KGz6Ujl6EgJj5QSIjY7fi0DCaFpZzv0FQh3QNlo2chOAYDB7YqQrygFVHoTeWuokjo1ojZETl06O+94mLpwk7OrcGuy11j6hCk3cy2r16+vrg34XiDw8PDxx1F4VbxrpE0kLB+vU5UQnfCDJbZmQeDEfvbpgMvJNxFkvev6/wZyTifQTOtl1Yr0yaPLzdrJuw/plEDDpKDyyPuE4aAue2nlYT6DBR4F0VTarWwFT3pnAfR5zOKabm5v9Nc6Tp1RvOj49rqaAocEPfWQSC9Dk8dwVE+aZ6WFsuH2v5CgQ8ArlBicFChNAcgIW2uAbuuBJ1gZRtGUgOk1AGFhXxwA4tl3YLwPztR5X/noXASt4kT1226DDNsF2h3FdfYc+B1Tmr7fNe1x6jLhPBtMEHU6CO1l+fX19oD/038eqOKFsIIsN5H0Ontzw+J5A9TT+/JztDpPH2DD7JY/tyU7zjHcV2L+en58/AdUd7xNot12ddBT9sU4x1jz5iU4URPsZ20/7NmTADpsp2HZAZ9s/2Vr6XTlOAYX/N8Ax7mjigc+uu8Gkba+L8YXHi20OumodcELdfrm6ZJ/c3SnWCXTSkxOlDT6w0oqdNNDocemJk91ud0Cv27SdMU500OMAiSPmeLaLK6Yxwz3oIP12YEgb0/sr4J/tkcetbST8+eWXXw4mld7LezmmvDZ4rT350cGv7eBWKV7pb8XC/q3XfkSQewyP6nOOLcfwx/U+d/9W3LN1X+ve+t2+zri92Nd11Ze0Pdt5Y27j6MZqvg+73NjYttbtFOt2AmLqa7G1/YX7a9kUh1sO9sulm/v92Xhvi5f2OZO83b/nVlK7DvfH9BpvN6Z1Kc87tl2HaXbyu7HghL/bT+cwOPUBXA7fnFw1Vuqik4eHh4NY2zTat1smxu2eTHAM27h0a5yZR+VZ9a38dl99T8dDYxnT4d8dp7hPjkE9ttw341T0qxi8Y6i8KS1rrScxAbRZn2qXSkML8qlMzCPo8tg0jcWBk702PyxH43C3Oe26h/dN8nfM2fZQx9RH6j07O9sv2vMiM+uR667vLob+S5+E2LJHr3neZcu2bd37o/Hb9yjfE5O9ld9HT0I4gHWgbODA8R+sInNx4qtJOII9G+IOGMpkULoyYTLQJPa9QwC6uA8n65XCdfZOFDqBYIfovlFo07OgTur5uB6/Q4AA3n9Ojjn5XkfmFQU12NA7vfvBgT8gATn7vRBrrSc7SyyziScvOWvLv86bdqs/BqBe7eCE/gTsW6+NdWXXxJJ574ktjl4icQdoImnkHSZOgCF/noW3TtRSF8Urh9Avg72uOIU/U2ADPV6da1DCePBkVvmFcyQpbnnQbgE2uuWXvhaIOMlNotRHgaDrE/hGxtTJxJDBSuVrY9o6reO93/rbxKPp6eSsk3DWMY8j2xvGu1eP8xv1kvz94x//eLDSt2PS/eoYLBj1MycnT3dnGYxtAWrspScGPMaQh4+FMwB0oAAdyMOr92iPMYduFoDbTiIL7Dt2cysogiZsQMfFtDKl49UTz37BGXUxuc89/O6x5V1B8Lo+i4kF10d/0CPGFjaMvt3dPb7bqXwv2PdkEn1qoG/7Y552PFjutGV7Yl40ee2k9pQsaPLCNoJ6J58KTbb58LnBosG+7Qi2zro8+RfqY0eKd7BNtoJxPk1MWA/cP45gMn98H/33sYHIwuPdE8DwpgmdaacLk2TGYL7XNgrd8nuRTKPxoANSfK59mu1adYijxqzDFxcX6728l7eUtwakr33uLe0c80ztasflS8/53um554L9YxIBx5Steo7h12va3OJn44wJG/T+Y2WJTe0khGk3NnmpX7bbfLdPL4603yvua1tNclIckxofu55i8mLzCddSjAHsW41HjJeKD1yK533fhBlo18lG86q4wWXru/G045ktHngxinH+czpW3AJeNTYrpmu8SHvg72lBkCcX3E/7aPPU+MZxL8VYwBjSmKQLpxyfGi+ZVzzf+LDxgPGq7+0EU2ORqRjH0h5xayegjGOMqztu1jo8UrSxqmMn2xK34+9e0OHrlmXxpIvbbWzG8/7fsmVnttrzva3Ttmais2154Qv3dPfQZMueo7WTYdxDXtAnljh2bTvWYf/3YqO/xImIt2KEb21zwhhvwX2/VfkRfHpprE7l6EkIK/o0G26n4USlHZmN8FqHYKcJh2mwbgGrraReDdk0aeEkiQNcChMqPE9wSjsGd+6fE3Hts4PxGsIPHz6sjx8/7icgWDVgo8Ozls3Uf9NqfpEkoG6DAfcLZ+9VBwUyyK7HUuHkJ8Nr2qnL1wzeuL/Jxz5juSI31wfvJx0qfdWv6qR/9/3w1kmd6l+34nXlsZN7Ta5MzsV0IQuDH29v9b3U150Frsf3mt9N8gIsb25u1qdPnw5WNpe22grzE7nVxjgZTKKNl6I6cOkqZ3gOHXz2+zUM3hxsVTecKJ3sigGbd/D4f9usHJxsbhDTYr0wDzmeB15cXFwcBEAdk7YJBtPIFp0tvdYJ23nkbrBOshbeEpR4jEIj+sQxTNZFTzT5qCiKA1kCG0/cml5PNJsuByLIHdl2dXz7x4udO5HlQKI2uD6s/tMTi3x2ApgV2tYz+uPJbE9yTH2knyRtT09P96vjmRjl+9b4nYIU6jR4ttxt2zyJ5jqsH1OQ4J0ZtDnZd2ijfftgiie1vDKpAarvb+LBE3GMDfvD2m8/D10NbryTCVnXB7IIhDbAEE0MoCfIdVroYV57osOJKPsn4zdwFd+NE9daB/jJ7Xrs2hahy9gNj40GYdQ5BeimxXT7Po7BM+bY7Xbr8vJyvZf38tZSe/aj23lNW1v4YiqNeXyvkx3P0TO1d2xprHMMX7d+O4Y/r5Hbc/c0zuD+KaY4to0tX+Q/P9NJCuOLJkKnpKA/VwYTn/zZPgS6ihlbb/kz1TfFgS7GbcZS9qXludt1P8zHLmx4TicnXGScNiVMm+wubfbn1Z3KCjm3T/aLW7pr7FlcZ/+/Fd+Aw6+urvZ4nme6KKiYwzsZaRefTxxnGdNucaJ54l06jYsdI04YuRi0xXgFWsHVpaXxg/nbOLR0Vm7GXpaR5eT2rFONdYuVPb6KJa0jfmaKBU3XRK9j5fKjY7/j15Nikyz53eOucjDfXddkF5ur8oKgrdzJll3nt06OOYZpW5ySYj53MqHjsTaD+OatkxDf4sN/i/I96Jt82mSPuT61+RY89r3LsZjie8n0WCxDOXoSYq2nxww9PDzsEy89vqgrXC1Q73qAWP6abPYA4r8d0QSITIcTAk6Oksy04SBhZ8Bi0ESAagNtZnMsh2eGa2gNBuqISBjtdrv9S1ivr68PjBqBOEkseA8/nChmNStteMKl2x4pBPl2Xk2gmZf0s+fiTzL0d/+HXq7ZYdjZwMM62jodO0OfA00izsZ40tHSPDkD+E3bHGkBD6HVPCLJjJ7Z6bgtr/aFz4wzr9yfdsbYGVq2HSseE26nR21Yn+280KG7u7t1fX29/vjHP+6PzvGEgMcL+u/JIuuLV7Z4hbFtgidLePEuz/poEYN7kr5rrf0Z+9aF3e4xYddJOxcfAVTACE/5buBfR2/ggS1yQgz7Bj21lfzuNrED6OD19fU+gQwfuqvAdtel4NM2sbwxAGwy1UDKY4GJTycd0WVeptvVTtYD6vU7C+CL65pe9O7PXllOex5bBq/+jbY98QptDowsHydHbasYJ7ZLfp9L32dimex2u3V+fr4fs975BY3QYrtgvbMtdfLCuyMYT7ThY+bqCye98jX644kI32PfMiWJ69d51v3k/gZsHof2w8Ys9Q2dhJiCtC375F1KDUqsW8ZE7i9nJVMv8m+SHXpqQ9p/6yPvO/AuxqmPFNsZ6zCJheeS+9TVYNB9KL/dtiffTEsx1jTZ0tV8PI+dNMaw7JhYx8bY9r2X9/LnUGx/W55LjGw9axs/jbm1nr53y+3UR2yVKX7Y+v25eqa6Xrr+lmIanqu3fmnibetrmXydn+vfc8/72iRL3++YtbiwfZ5i/okHaz0udMFndVX1RPNLeuT7J7rXenpUEm3WXzQZ+NIkXOXRhGV5WV2Y5LL1vZMvlZUXtkx4vnyanp9oRGZNBFc32PnAsaqOSf3ZMa2xPjQ5r0Ld5C8cK5qv0GVbZP4771Mems/GHOYVfTaPvZiTPji2tgzJzUyTYua96aUPjr93u90Bljbmg5/mWycFqIffGifRD9OyFSOXR6bdcmlpXOO+8lt9Tyfpak+LDydb0XFo/Zsw85ZdMibv+1GMZ5EJWHZrbJsX/g3ZkbvwO0S3MLf5a3qh04uPv6VM9utb63pLfd+7/e9VJ/V8T9xxbJu/93L0JARJOjo1BaVdXdoA2dedXLUzYMA1MKwTmZwLv1E/g9WrAw0iTI+TKtTDc0662KC4OKFA35xAoni1Lv0jKWBjwSreJkHMa6/Mpg4H9g8PDwf85TeAgZ1Pdw5Qhw2ijW1Xanq23jrggecVCLTDvTWeBiemZUqY7HaPyS07NO7H0LLqs8BwcjhOJk9OzLzgSIvqYHXVPPBMv4GOgUwDDif2nTxF19c6fAl06fHEgxOwXKevOEjTajqQIbsfcIStsyuCXTd994RkgZd5Bl9Mg8Eq30mSIhOOlvG7JdhF4ffY9M/8r14ZlNmmNKCqnbE8qMf8dTGPPNHk37BL6D9/yML3WL9rjyxnT77W1jlxa50qiKPUJmC3bOv5YwLCL4+2r3HdprO0YNs8mWYQNwFR+xzoe3h4OJjchT/osid4aZfv0/F0bt+AH9nRF68yt65xv4O3tQ79o3XAemJgjz5ZLzuWqqdONkNbJzwqM8a6xz00ebVPJ9sajHVM+PNUt//X13dFWf83sYCe2Q6bRut4g0lk4/uot4GK63aBPw1C7MtrO6ib4Nw7Emhjt/u6sv/8/PyJ/JBF/X6DFdsH2rKNdJvYISYG23/ah+5ixwlb0pbxCPbUY7Z8MW3I2Hrh91qBizxp8V7ey29Zvkfg+qOCX/uVxmf8n/ztRN9r2vQz36tfL9Vj21nfMd331rbLsy3+TfGwvyMbY/epTtvatbbfIchz03nvPGf73frtI9c6TBLiZxubUaYEJba/PCnWNm6zrvq+xnXP8Xitx3deGDv6d753B4aPbm791ZuOocqpPnJ63s9tJXknHGS5GJ83gep+G5+CWxwbegGR8V4T6Nbd8txYmOe7+3irv8ZLxhLoLvrUSSbH4o7/1jqcpDE+Ms42PvVvt7e3T/TA8jK26+IYY7ZpQmjiJ896fG/puO+ZMGpxm7GzcRW89bMt9G1LlydMX301TRNWt452kcvEH+N482zLbrq/0OicW3nY/8Wz03Xa8DGh/qtNcnEOy7khx/m/F4wx8er3XF5L44/CYt9SfgSfX1Pn0ZMQNlb3948vHiSR11nZJqfWOjy/8OHh4SBxS902jh6QTZpQmuSbjGZ3H6y1nryI2o63wNqJ6a0Erx1X+UYbbqcGjKQWCWI7RCc562A5LoqEgh0JwTPPIhcmICwnO2cc5JSAKVixE54AjFdyuv+TXpmXE7CbSpMsndBwub+/X9fX1+v09PGFqehceWfnZnqsk05ym35/hh73f0pKI0snROBjwZ3fEeF3dDD+Hh4e9kd4cbY+snD7HV8GVWsdAj/TQUKS47wsH3TNjtL0ma/QgE56XNl+wDuuO1hp0EJ/f/311/3RROwwYuIB0Hpzc7PXBR85Bt0GPNYpfpvGuycAzs/PD8aRk2N870p32uN7dRAeM7lq+myfnTh0X5A1vPOkKN+rv5ZvbZ/Bt58poIN3Ba3osycOaAM98xFdBoceQ31hl9uGdgCc/zzWpyDER6VZFua7A3Pk4MS4xxz23nKwj5nGJDROE72cVw/f0GP3A76vdZgM57/9CcW6BN0ctfbzzz/v68J3FehOwUf9IHXYT7jt2nH7ZetB6bcMPN4sB1/rc06odFw5WHC/7JvtU3mu9sR65DHRd0YZA7hN7AY7J22j7b/Bara55+fnTwJMl+q3ZQMNPO9A2ePEE7KMa8YKz3IusTEDdXmXzjTJZF3y4gZjDNtejyMnQSh+14WP6+Ie/Ox7eS/fUv5UQahxSmOol56zfXQpNvHfsXRs/dZ2jrlWet/y+3Nl8hlTnW/p41Y5llbzvli59ZQ+xy32pZat/azbM3asr9/qj/2/MWjr2NK3fra/4r99xBRHbo2HYkb/bt/vhHjHQPFEabJPN92+t/10G8XmPFtcUXn0Wfdx6of9ZLHLWusAHz08PL73gZ3O3GeMx33tu3Fm+0QMsNbjorXT09O9T25faMt4rziwGMDtGo86cV2c2ZMkjH3APcZ2xse73dPdENRhDN9JEGN76uOe6gP/u1AFepEhfTKutS42b1Wdhp+2PdaV6m1tjnnoZyd6XW/Htu3e5OOa14M/YMepzWlMV1co4HdjTOuPZQOvOynk9nnW9DIRQY6iOxocQ7q9ygG98DGnLc/5qi2b91zZsuvfo0z27zXlt8Rk39r/b8UU31K2fG3vqS1/rhw9CVHHzHYgfuO/A9bJ0EygoImSteathja0DYZrYDAsax0eo2Tn5MSMB7TbahLVdLpvTexOq8ebHCMhaudmg1Kg00SWDVQDcOilD2zdur6+3tN3d3d38AJlJy3drwYWTjJb9hP4KhDjmvXjOWW1zlSfqMsO0AnWGlzqg1YmIiqrrkCoo0F2nuDZArxOktQRlz9ut3xyotbv8eB5Jhyurq72ExS0wWf45EkX85OEq2VO/7yqA3DlVaPmj+Xi9yP4XgM9AyDoRb8Myih+p4PfpeExttbXo5eur6/XxcXF/q/je7fb7SdpSOxZNwvsmgx0H0pHn+Ozgap5UhsCjV7F6wkN6vKuGuRFUtArJKpT1tHqYmXlMcj9Pafe9rH1GDDbVqFHtct8nlaPOShBFj5+qW22fx2XFB9fNa0Q6Wfsjf0Ek/LmHbbW4Njjoclq0+1VV6YHf1X5YZNtG05Ovu7Wgk+diLCfKe9KL3X6/RC8D8Pn6VO8GtBjnv8ec27bbbltin2Px0dph6cN9AqcbKMnPvDcFEw8B8jbJvWxS8HPV08dFHYMeRIGG+mjs/BrtMkCEL8zphirfbCNRD89ueBguBOd0GY52FeZdmwctsG8ti3wuLA9NBay7fHYgsduo/22vTW+IbHyXt7La4vtwRSwvbaOP0XZar99479tmX8zHt/yq63/teW35NNb6Ovz1olJP6b4qHbasY/tdWMi1+d6mxSv/+Na4zDjqE7uGwcYK7kvxKVbC5UmfSlGpEwYwX2wfef61NfqsbFCfb+vO95sLLBF33Pyrh/uvfaJldUk67UeMddzE03OiTif4xjAi27AFrzDzTuQjUXhgfvSun3PhOP5HezkRYTGkdb/9muqs/IEDxd/eDEF9zXfZZ44n2IdNLZ3G8Zs9JV4uzG5cWTrdl98bxfl8Dz3dTGV9aw87efqaXFvbV0T5ZbDJB/bMfi2ZRup35M2lbXH/1Y9Hh/Wm9rK6nUnBuA997u47Zd4bHxKPg/729xlF8E1roEWxuj0zEuluvY9fO+3+tS/tvJb8mtqy7HeWodjpLq+VY6ehPgn/+SfrL/7u79b/+pf/au9ASXxsNvtDs7fNnFVVIoNG4PUg6WAhIDShrTAq0YLOqjbYKfJQ5JPPuYII+1gHqPTpH+NbANlC8j9Ny1rPTpZz0wC8swjjJ1LgQtG0Ikxn6O+1leDzsRE+QhvvSqxQMSGz2Ciyoihq5OdDGMBZmVmvZiet6z8mwEFyU94OIEYTwrYAXh1tGe7nbRB35xs9TEoXOOvAQM85Ygarxj3RAD9+vTp08GRKawyXevwXQB1uh1jTEzBIz+72+0OVrtQn/neJBDjtmCpThp+W/+cYKZ+J2yxO97NAJ/hJ+8EYWIG3rGLxfrFc50Y5H+BWicGrHO2YdYl14n+uA2ue6cDemE7YT2zbXA96C50OUAoYHWfJgDmej3R0+Su7SN/1OV3QUBPdWDSS8C5Vx5xn3cFWa8cNFkuHE9HPV317KP7PNlKHbZPHcfQU9BnGTpx3mDMNsh9BCxid9F37rMM2FGETnD8Df2w33WwZf73u2nz5I8XInAv9Llflpn5iG/FPzFZ6v50TCMr96GJaifpabur5R30Wo8b5HHP1CdoBch7LE3gfBpr5kdtv5NDDdqgtavxTk9P1+Xl5d7eYKexW35pvevyOKWY36aH+/GHvLvCvtf1+11GFCeujOtKj5+3/euk3MnJybq8vDw4AsI8L33mZ22fV1menp6uf/pP/+n6R//oH6338l5eWxqYvzVQ3wo231LfVNdL9Uw4YLruuK3JlJfqtp38UWWrn40fXyqvSbzUHr6lTLioOKTxH/fXp00J8WJ27LKxTP2Wn5vsquujND7qAiPrDxjBpe2ZNxPPaMt4YLqnv23x0D7CMekUs1JPJwvaj8ZNE60TjW3zJX449uQ+P9PkP8+0HT6Tp7i+vj7Y/eAE/tRO+w2G7f3mrWk0HuwYMI2uw1h9K66xvfKiO2N3YyDHtNDmRLnr7NhzAV/ybHeS8IwX30G3dbv5lClpD141/zvmPSaNq02Px7F1onKe8kGMn9qRxnaWLWUaS66fNvzMlqwpxfQuxcC2Te2T5fvTTz+ts7OzUY7Tc+ZX+we/jduZhPDx2/x5YTa0T7ET9zqv+BY8URl+z/Ja3+n+vaaNP6fyI/HRS21O48d4r+P9mHL0JMT/+D/+j/tExlprn+C4vLw8GKA1hDZ2NmyTsthQdnB6EG0dJYARXesxyWMnanq8C8AJCZIqNtROOE8MdzLBs941ktTrF8o4cVJDPDl0VjjXqZpv8MiGuGcb393d7VcvQJdlAK/tTLdAGdcmeVkP6oQng28DDI8NHLYAdHXL9VX2FCfZy7P2BX3gXQNOdq719Lgp9AbgUr3uivA6AcAdL/Ti2s3Nzbq5uTk4vggZffjwYd3d3e1foNxEP30wmLJx8USHk46dhCCxXzDrvhUUUqDHieA+34kG+kGdV1dXB3L3jix2FzVpBe2fP39eHz9+XBcXF/uxxNFslo+PmDGfpxXT1X36BR/hA/06OTk5ePeBn/VkhQMd2wLbioJH08aKId6B4YRtx6dtpcdcfzffTb9l5mes654oqfx9re9iuL+/P3hJr3UI3njlloMmg0Unc7d2A1G4d/IdjIvJ6X7+/PnARvj5Ak/7D/vIjk/8it/54Wfcz9oa1+9JB+wT8nSfG7jRDvo4bd1F3wqY6bcnEZh8MFhGf9iVZLvqsVCfMdkh98l6CF1+zvcVaJkG22b8QfWMe7ZeJl5bx+/eEWEae+TalKyhTiad4ZMnqRif2LX22baAoIR+Ih/6Yd0wP5AxfIEf7rt1szLydyY3PAlbHFJewK+Tk5N9UgQbbJtt2dV2TTZst9ut/+l/+p9GX/Ze3stzpX50rTlQnzDzsWWq709dbD+LkVp6vXbW9fnaX3uxXd7yXdhcY8opCW3cN8VV3VXXe+pHXffkY1z3NAFvzNG4aMIApcW/FyOvdZis3fL55ZGxUmOcCUPQjvtaetyeS2Nx96nxcPmxRUv5UzrsD91P2rRMiBOvrq72ux8aI/LZMafjmeL/rhq3XhLPrrUO+G77gp+3jI3PusCtfCvebCwAXe7jtGMCLEbxwq/mCOCJ80temDWNP/pK/G/9AzM13jeucjwE3eYX/ONdguaFczdOeDs+bhLdMurEAH/OozQWec4WTGXLRpV+F9NljGrM2nxaxzCyoC/ofuME2ze3Y9pNs3+3PMghEg+S77S8PElGfeiU+Um8baxyLK7w/T8Ki0y2bCrv2OBPX6z7x8rj6EmInolrYFPnttbhagknELxtn6SUAYEDQLfB7wUrNYwTIHLdXZHMd4y6g3TaM2N9Bj/31LC4b/CiCW4C9vLLs5Jcb+KwxsoOHn6TsDKgwfgwgcQq+76LwPyhb3YupstGEhnQf4ParUSM65xWMJfXBcrcXydBW77XiUH4Av9ub28P+FbZn5yc7FfbF1jwv2Ab2uyYnNw0H6DBsuD5z58/r6urq/0EBDsDfHYkDskOEb2GzwZ+0Ap9doRrPb6/BX2CJlZp9CiRSVcM2NHrOjuPd9Nq/a9cPRHas8OZXDQYhQYS8r/++uv+vsvLy7XWOhgryINr5o11tHRRpgQdkw42zgaCTpDXeEM/ibUGfr5v2gZsAA1PAB8F8+1DVxzZBlHaH9NLsT1A59Dr6iU2inuoGz2nj9PZsls7QjyB4x1JljfPGpibB3zeSvBbDtCLXbF/sN/zsWk8iy3jeJ3Kmz40OLF/6Yo266IDJ/OhQYfHoidNHcw4cOJdA/TL/rpJDib0PIm0232d5GUiwrJo/+1zbPPsi6cgxn3v2K5ON4iy/3H7DaiwNe7/Wo9BYlfJUR/joklyB0bdHeW+WKbw4eLiYl1dXa2Hh4d1cXGxD1rqz5swtT03/5CZ/T9/1gV8aWW01jrQ2QbzTog18WX/bT24v3/c7YkOYXPhs5+hvx7L0G8dgKd+99J7eS/HFt459aOCc8r3qH8KGLfqnHBHfzO+s/3gt95X3Nx4knsmmrbivZfKa3hWH00bx/J+SqQ891x/qz+a+OyFEfYNfmbic9tx3W5rij+niQvfU3p4hl2U3QnhUp2ZCna7fJsmAO3D6tvMC/OgNEx02G+Y7263fnJqv/3cigeauKS+5mSmz8bJE3+rE8WtLI4jf+D4ZQuHTRNMpsu+Fxxu7GPc5344hvF9tO+JAeNY78KsjIwPyhdjHtM48Y5+dBzStmPNh4eHA152TDsG8CSDMbZjPeP/5rs6kdJ8m3GcF7u6n51o4FqPRa3uOZYv7rbMbDdaOs765zHlfvvZybf0vvqSrYmE5phcTk4ej8FFv/0etNaDfWg8XGyKrL0ojZjBf5M960QK3z0R8ZbivnwPrPOSL68t+dY2jr33W9r7cygv+dtjC4vcjylHT0JAlBOdBJkNqjsA+n8LqNrwTMEvhe++3no9IBjcJAKZ5eV5B7zU5RXMBg+u023ZqPHdEwA2rnXW/E5AbtoL2N1feNdg3Y7JiVRWCN7e3h6sOO1ZhzxvRbRztpFs8sN0mE6etQzr2Oqw7bgLwGu4TTd8cR88STMBJfrINesbL38tzQYzpc1125EUGJNUxVE5qdmdD56gaILTbXPkDNeZbKLv05ihPwbo5hvjh8Ro5Un7TVBN/XeCDb2GHsaBk1gFf34xE8/i3DlyiQDH/TPQvb6+3vP2559/Xr/88ste1iQS7+/v9y+Xdn/pZ+1Tjy3rWGGsuc/mB32vnJC9+1Gd5zu0+5gWbDVyrGygx2NwGh+0x//aN8uwSfCCbiYp+h4HJwt5wS7fHQh0AsoJRfcFmXasTcDVtLnP5v1ka2wvbVMnm0j9TsAbuFEX9qbjh3prz0iqdjLZ9qYJdOq0bffEhu81X/jsHTZcYyLC/DJYtm2xzODJ6enpOj8/3wdlyNIBlAF6+egxZxmaB/YN1S/rSn1tgTHtW2/Lv+pHcY5f1GwZ1Y/0vF7LwdgMG41OnJ4+Ht2F3eZZ465pzBd/2Od6nLE4w/KCp7Y96GP54bFjvWxAO/HI9Toov7y8XCcnJ/ujJpGp9aETwtPkjNt4L+/lNeU//U//0/Xf/Df/zfr111/XWtsr+qZrf+6lWPk5LOFS3zXFEb739zI+n6Oj/v1b6LVvqL0GGznRhX+ckokU21AnuP2b41Lwh/FP8ZTvqa3HJ7HbmHYmHzTpQBeaOHnce+pb6OdaT3dXFvdNv9VXWq5rrQNMat6Yp/DY/Wt+YJK7fZP75cUU/m2rrvrW3nt///guv93ucff758+f9zvzG8vVj0Iz7wtrW8ZsnlyAPuM9cA36bHzTmIH7jQMbh/ksfWNcy8FYxjGDZeYJAdr38aQeB8aE1nlwtONzt22M2QVL5rnxl/XUGM88hMfoaxf8Nuk9jaWOTWLn6rx5PMVW9YuTTMw35+KKYZvAN788Vjt+G2PULpXftgOuf8KyyB+94znb5vJr8pO2+ycnj+93Q47Wbdr1ZNkUj5huTyJx3zG+qnX/lv64snkv36cUszx3n+9HP3/55Zf1H//H//FRbb1qEsLO04aVFdy73WMCdK11YFgxqGsdbjd0ZxqoT4NvrUcnw70El+xi8Mwg7diheKWi6XFbGDknJSfj1W0n02CsgAzePIHg2XPT7WTI5MzcPnw5PT3dg7ybm5t1dXW1T7z2KKgavfLCsmrf6+hNx5ZhKsi0fNaaz6vn9yaZeNY7GHpvZWMnUB18eHhY19fX+5WVZ2dn+0R0V5w0weikvOWKc2tCj/q82ptEKcfP0B5ADn3vSowm5e2oTk6+7uIw+JuSk12BW5Dj1aDUQf0GCNRhsPjhw4d9HU2W9iiRCRxNgYLHCXqz1uOZmtDGShKPD/OB6x8/ftw7bwNEdKGrBLwlFifusWm5GyhYb2xb3Acn8nnO95G0pS3L1mPH9glbRlKwQGnLdnUc+rr13ZMf3onC/QbvTIa6n04yf/r0aR8M3d19fW+NQX9BMePToK+ThO7zJI8G2h0HHru0YwDJcw0s3X/kYFvA+OiYsV+Ct/C6Y8X01daiK+aB+2tb3cCC3/1nnXV/qfPs7OyAxmkC2+PMK+ah9ezsbN3c3DxJ7tcGN6gpz91f02rfUFtnX0ThGWioT3c9Hiv1fQSp8JxJCHjaANs888o1T0waD3Wnjum2vlWv4Z3HaxPy5t/Dw8N+Z8LDw8P+/NvqOs9hP217zH/vuKJN7vV7SOCdfTgBXuVhG7uFB90/66B5yfh8L+/lNeV//p//5/1k6lqHccBUJl08trTOb6mrdb5U19SfqZ+2xZOtfC1d03P11W8pb+nvS+VYXm49ax1yaVJ2rcNjFZ1wdbK38Yr9f+N1YwrjSvCP7bbrnGSDLQVTGwtTpkUy1OeYwMXxR3EebeMDjPEaa05JRPNnkh++zPduxdP1sRTjmcqk/S8N9mWNRamjRwTxXMep+QutV1dX6+rq6iC+KO8cU3p84/Otf8VjvmbaPXlGDNeJL+MR4z3roXWa+Bqe+/2HrsM88uJAYxvrmGMbcLCfd77J7RBjTphk0lkvlqmM4adj0uqiedQx57pqY2sTHCdAk3Gr6y3uol7TYjnW1tVvVF7Vn05quS73aRrT04QAZXqm/su8tQ1x/NUchuXufnnh1tQf9Bed9ukqnYxxP5zH3YrviLEmOzr5oudwTcsx976EZ156fstfbtX3Umk93wNn/N7Kc3085pp148uXL+tf/st/eVS7R09CrPW4eqzK2UFvYAJxNogOIh1YuiNOjLp9B9XeftpZxBpurhFM2ug3wVeQY5Dl5L2NrgE1z5Qetrj5PhxtHUcNr/mKs+N4IPMKw3RxcbHOzs72Zzf+/d///T6RZ/mYppYmQwpyCvYmJ7JlBMxrHJUTz3YEW0DH+lRwZn46obg18VCneHt7u87Pzw8mNuoEDS5Mh3XGySISTU5Mc/3q6urg/RSMKyd2mEg4Ozt7Um9l5ncAGLDc39/vdwDQV7frJBGJ6dPT0ydbq5yM7Bj2WKEuA1HLq+BmAjK+x4nNieemwwEYPHDgw+9fvnxZnz59emKj0L0CgYJDZFA94DOr+tGhaeWPeWpdhA52DDQ5an5DL3UZAHNtCrrgj/XOQMG8MA/MH4/HLUCLzb69vV2fPn060Ckm3rAD0M2EknXNtHcF0MnJyXgMHZ99tBK88Iqogkx+N58tHyc/qZOkp/2Si/nKrrwe3zPZU08S+txdg94tsO3VZRyFMAFMTzB0IrW2EN7Xh3Ev93slPAsFymfbVHh+eXm5rq+vDwIV6yM0FxjbN5l/1ofqcscV/eokaHUa/+lrTkhw3RNP2CLbWk8iIGt2GBTwesxRh5NAnfDe7R6PKCpg5lknFRpw2I+iE54YwN8wdj3mGFe26z2WqhMIPGNf7QUtLugTsuI7/nu32x3shljr6VGR1iPvNPJ4n8bxe3kvz5X/4X/4H9ZaT99p8luU4uHfuq7nnmnMMMVNjX1a70t8fGvfX/vcFEv86DLhZe86MD/xqWB8/LLva7xW7Eu97rPxge9tPf3zMcGltX66WNZ6U92pjZ7wcBNyxa7wi1IdMw1O9m7JxjT2+QmXGLtMpc82Ye0xVPwz+X7utXzhCTidWBFMgV/0Ijr7SrdP3V++fDl4x96EpbywA8zlo2wsG/e9mHStwx3v5j1HSYE3vCjLNHhMtE++Bk2mqwtUjIm9e8iLDPmtMYfj6bZHwtn5rLUed/cYu1vO1rX+7vqRG7oBDd3p4fEw8amTRNxrTFm9MH7uGPG4qzzcF+P2aaw1Zp38jMdRP7s9aDXNvhcsz/iZ6DJedmznut22bSz1+0gl/wZPOwno+k3fNJaPKW955q3lGAzwo0rb7Tj6LTDA761Uj29vb9f/8r/8L0c9e/QkRJ28JyM8oB2A+kU5DMYKqIPMjnVKNDoYducnwOC6J2PjWXAbRX+nbn82bdRpmmi//bGR4rqN8BQUN/lfsO6V6CcnJ/uXopIY+eMf/7j+8Ic/HGzR7Wy5AWSTwua5abDzdZ12vpZPS51jAZp1zUku01Qg7OuWo5Pw5rkTyXVUPnbIxzyYb9Bvh8LvXQmBE3CCni2uJJgBSk5+0X8HEPf3X48JYjLCNE1JqdZD0ojAhISk+9DnXJeT6LRf/eQ+ZEHdrM4y372S14kuwJTtzJQIXuvxaCwfZ4Qcrq+vDwAbK7UNQu7u7vZnOPte5GbZe6zATyfN+jt99RnlE5AqQEe/vZrSCTTv5pj0fstGdyW/5UeAeHNzs7/uVRymDVlg571S2/10/z5//rzfjeWxwWQDE3fwy2PPL6stj0077VmHe/a8bUFtusdxA3v60YQt/KxtYOKQ9iisBqTe8/PzJ/rtUoBuWTbJa9vM2Kida5A02TG3/fDwcPDCe4Nc08uEG3SxUodgr/Sb3/xnzJ2fn6/Ly8v9Kjz6gp2cQPnEa/voJpPt62q/6hfQLXjQ9wN1tSky4Zr9kCdTizd4ZrfbHax0oo7pyAf32dgEPk5B1aTvnYyYgjfu7WrBCQMWr23Zz+p65WWMw+SX/ZFtEjtp4NfDw8N+wtMJA3+3HbANmfzoe3kvxxQvsCmGnsqWzX9rmWzht9T12nqOeWay0/7Nfdjim59/ru4/VfmWhEn7YDyCXTKWbfzGfY1HiAH6DsTucLAdbjy85TMqM8dqHMPUmMyYzLa8PGgbttvm03N89D2TfpluLxDaaqPxsp83vW2juLxxr+tvPxyjOd40Ll/rceFbaTefvQuDxUBgDsemjeOg3ZMExdfWN/pufMNzxnPul3GrF0cVw5se97u85T74TKwNTocf5id96gRD8bq/G+8YJ3tX+7SD+eTk5CBmgD/uN33wQg4nnM1n0+PFVuani/kKlrc94AXg3dlhvbR8Giv2fj/j2JV++37zufQeM+b72/RM7abHR+1gMSSynjCjF017Io/vtX+1+1Nsg8x9PLX/XuKd++q6PB5f4/Mbj72F/8+V1+CZ5+r+Fjx0DHb73jjuW8pvgXs6Bq2fx5RXHceEEeuZe1PwWYey1uG2OBt0DxI7oBYbp8lJdCB75bCd/XOJ/baL4WAAU5/Pq1/rEIjYkG4ZM+r1URTlkQ1WgR+Owc6FRB3tfPr0af3hD3/YJ4+mwWED6tW4dd5uG4BS8DoBO/TEvDJfbMjrpMy3CSAWjBsAWR7Vi8rO/KC9n3/+ed9X19MzvN1WjTwrL+zsfdwSAM8yoD5fp3gVs1dvrLX2R6IZbMETvvfFxl3Ba+Dq/gBKJz5Z/58LEKoDBWw4Pycboc0JKK7x5wkS64rrRkfg993d3bq8vDxYoWDARd1eZcLKE5JaHd9OtHXHgvXCQNqr0S177uvki5PoU/BlvfEKoYK5gh6DZsseOTSRSLH8GxR4fMLz29vb/Xtp6JOPInNfu226EzpcB9xxj0G6X1rnYGoroKkfqM2EbyRBq2sE9p4IdHBgXXewbz16CcBPK5ysO7WjjDVsF/d6BVgLfOw7GyzLtdbeFvk52vMzTOo1GO0ESlcLcxTaxcXF+vTp0xNbaR54EtI8aADPc54E6ES2n7WPsUzLK/rtPjJm4HNlbt3f8vn2d+6vd5fYFvoZPiOjYh/G01ZydBoDBM9dGenJCeuAdeLs7OzJ2Fvr6Yuq4at1zePINoI2kT1tmIdMuK+19nqI/k96WN9h3/de3suxxXbktcH8jyq2m6+hxfbke5f6K7c33TeVyY9vtdPnXqr7e/2+RddLxT6g/r47G5qImiYknEw2LrAtNV+w2djHaVFX8ahtP7RytK3pbazHvdQx8WLCaxTHN66rPvElPjfHYPocb7gu09ZE5VZ7rYvvLe5T8anxh+t2st1+v/zDn/OyaXbZd9LB/6e6OglgTNZ40fye8PiUD4AvXhRlXNqJMWMH3+9FgcZSxU7FY8Z+E50txCDU33f78ZzpMD6kr9A68Rs+M2HE6RjWh/bp5OTx/ail3TtBu1CPOh1rdezC7/aRZz0+4Kfpqz2uzrc/brtx0FSP6a3NQZ4u7Sf3lJ7SUX54QXYxvWk0Bu3kRu2LJw6IxXz6A7plmsxvZMJ1dK3v7/N/8/JbS/39cwX60PvqbnEK16qbPxJbbZUfhZuOKd+CO15bmp87trz6OKYCDc+CT2CCWWWMV41ZFdtB/JRYNi2myc9gKKZENErcBDYOint8jUDWRsaDecso2mjYcfq6+2OnZGNng2Nemc84S+r6/Pnz+sMf/nBw5EkHKn3wAK8hreHzCgP32ytinXhom+ZZjX51yzKfjExBwRTsIe8arC1DdXr69RgQr7r2fV7BUbDieznzvse/kIRlRYHrNpj3yiUDpSa17JyQAZMGXfUxjV8/Z53jma5wrxPnGSeoDeSRE/RO+jEBvCYyoXNKoqHDDqb43at1baOYcPD5tGutPRj3JJ8dsu2WedHxYJ31uKCf7jPbKCfwYfvUgKIAyrIsCJrsKytualdpk2f5PwEy6pzGJ7bCeugVVt6S7D57Nb3tdBPgPdbGOuWj+tBfB0nl8da4MICg/504rj0ybwCF0IofaXLf48X2wrpDu+5r7WF9TnXF47P2rHKgLoInwCn3u2/mUf28x4Xl2bHicQUNtMuuLweWHh/Uga20znFP5eS2a8Ntm8trP2/+evs6z/bISMuIQK8y4z99v7293dPV/nq8OvGObnUc2x9Ok4jc4zHsydDT09P97jd+tx2oT4MG18EYsm+kWL/oVyfkGUPskjJP6Gt37Uw40H01FkLHnNgorngv7+WlYt22XX1N6bh8Kx1bdP3o0nG3VWwD13p65J7ve45+/9ax/tZyLK+Oac947rXt2Y6t9XQSokkp42HHd/adfoeXjwec4i9jqOL/YkJjgNPT03V+fr4uLi6eLCgzz7bkVr3omNjC4eWdrzfZOD0ztbd1f8d3aXRy3PR4Yt18871uo/Iz7ysb01MsbQxHPNp41X638ZT54KMmvesC/eKzYznqsn5ahxwfGQMb17m/xsalnZ3kxWD+73jcuNmxV21UPzMpwFh0v/wuTsvY+I1TLBo/GBO5WEegr++X6MIXnrOOIUP41oWA0Hx/f39w/GVxVfGo9c911Y55IVBj3doH5wmaE7MN8BhwLmWSYZ/xteawHN8959sc63OP33FmmZqXnoRwv5pv9JjoDgZPWNmmWx7+3rbRl61J2OfK9/a5pq10Obbkmdfgmpdo/dY+tK5vxVzfi7c/qkDfa+OlVx3H5B0QdcAoQ40ESmMnyeBY63mnS8c8+DwIoYu2MI4Fqp8/fz7YIeD72z//7oFeGmokMCROFJoPNiYFEqaBs5VLQ7foue22gdP74x//+MQQ2hn4qBMbobZhB8AMOnVMztRy41rl47onx1R96G8FptBTua71uJqgydbezwTExcXFAZ0GDjgR9KV0+SVBOIS7u69HAgFSPA4MqOws3Wb7CdDxqlGO5fJuiO60MM8pOC4HANbxm5ubg/cZOHnphPrkIA34/RttNuFO+x4rPO+xaXDhMeXnnfj1JIpX5/h5wBr1MjYuLi4OxojlYzAG2KQt2ndfGd/dKUFBVwzEkGuTos/Zzeqk9ch99U6YBpKsnvYuBORueks/bcBDBw0EOgQ9bpOx9OnTp4MVQ26TvtAGMmGiGz7zH0BeG2hQZxDj+hzwbTlX64FXH1Ink1s+B9njwv2y3+LPAY15bJqh0YV+cI9XorUftkF+tive3Vfrl7fRu+9ehXl39/WoMx+75kSJ9XrSNds378ryBIMxQf2Q7Yjpr++1XM1L2xTq4ZliEftXxgFtWqft071Qw4HeRIfbb4LIbfua/ZxXNLq/DVb8O7sIrOuT7Xcb8KP4wLpWDOdxWr/nwGPyadYdT+w5iDFuhU7bYvsC74B1UPhe3suxxfboNUHoZJ++dzm2jWLpb2nvLQmC+rqXrm218drrx/5+THmJh2+VgTGrfe406WBsU945roAeFuhQjEHtX/xcY0i+U1fxT/HXS7JsTOnrbruJc2P3JvK5NsnBuNi+zHWX7udkV+w43Wd/2evFMU3Ec82/WXamF3xMfOdYtVi5C4Usg+5KcFssViCn4d3ubquJ9Mrc+G5Kpltv3b+1Hnd5eELOO+KhAdoc5zcWrr4aE5jv6CH9NpZ2vEq8eHJysp+ga1xtmU3ttrgNY/HmPzzp4L5a5zpBAW8cgzwXHzVWcPvOCdQO0ZZjDtPjeqf4Z7ruumxfGjds0Ww837yX26gN457T09P9Lt1iVO+0sW0qP23fGnOhv+yIoA0vEDP+Ng9sP6DHuyHg52TfnvOr3xM7uC2fcNBJ0erUlv09pnzPPpi2rd/a9vdq87cqtTvHllfthGhi3YGdjfX0nAe8jUyN32QM65Rpp7O8ZsJaT8GRjWWBkBNIOAwPSicGveJvrcezoKHTfKoz80wz9zeghq8Gc/1OG/TFCYfdbrd+/fXXJway4M6A1XxxMG+D64SUjeVkzKdESUsNqWVr+VsW1qkazylI2QKQ0yC5uLhYFxcXB4DHPLOcLP+1HpP58Ofz58/r06dP+xXdJLUNuPy32x1OgnUybUrE1ymiV6ymOD093Sd8qaPjqPz2n2VquZrXHUfV5Trj/nnMuD2Ps4KJfjcILhAk+Qso5rgcwN9ajytlODu9CWzOsYUuv2SN/51YcD9sY7iGDhcoNhhhVTeft+oyn1zPBKym8VIdsB0zYLZc3b+uiO4kHi+58wSE7TIrvlnB3OQ0xTTRhn2J3/3g4MSArO+VcMIce1ggVv7VZ/EOGfQLnbF9c3+qr0641z7bX3j1mMcQv3sHj8E9PO37WGq3kZ0ngmiviVl4RztehcVLBRuUQofBtGVBH2z/vGvJR/o0sC7OoK4GFcUVlqePMbMfrg+x3a6P8fij2EaXj55A9juBGOPoYZMInigwLrP/8tEXW/pbGz75ANNrPfGRRvSTJH71Ezsz+RbLxvpfP1hsZ/74Ga5DL5O/xjJb/s4+xnx6L+/lr708hw35/blnXTr+p99tC3xPfXLt1NTOa8fwFLM8V0zbc+29VK9tYOvmecd/jce435imkwP+3TuBse2mwz4RG27c5xix/QcLUYf1p/6UMuFof56umd7Jjk98rX/i2lZc1Hsti0lOrq+YvKXxlHFHeWVsPSVgG3u7bvAHL5zmaFTLdfK5+PPmIGjP9Ex9MT+8cGvCNeWJdbIxjmk3LdZPaL27uzuIx1lcwRj68uXL/t1sxbiVvWXjPhj7r7X2ONoL/aCNna5MQJiPPGd+FtuVr7UB1hO/j81YkVyBZW+5+YgojwvnGmjLOarJdrvQhvMo7kNjh+a/KOB7eLGlh55sqX6WruYiGms1dqkNan0857zDZC+dk/BztGc762dPTk7270BD17x40Lbd43iKU9B14g8n+Se/9KPKJKPmdRwLWBa211x7ro3fshzLw/qkXmtdf87xyat2QtgA1gCbGSh+HbkT5msdninuSQ0HiBPIqHHx/a5zrbUPQJ3c4fpajy96pDhwt2HG6JKc2lImAF2TVwxskmy0RT/M3xpoO47S6AkSypcvX9bV1dVBX+1YAJYGSE3gTA7ECSzLwE74ueDA17qqxnpleZuGAqA6R9NkgOK6yhNoubi4WJeXlwcAxm1xvSt86QP0AfD+/u//fg94Jr5Yl33Ul+/1OfbQwK6eytx8XGsdgP4mhaaJJOifJkcqM+41b9ZaTxy9gZx/t32wDnGP+wQQajKWepCDZeOJAv9dXl6u3e5wRTKOGdq8ZdyTbnd3d/sXWk9HaZ2cnOxB7aTbDkSQjUHHWl9fmD2dn3p+fn5wFI2BomUDzZZNwYoT7AAOTwqUv51ctX3oRAPtOCBgu/f19fVBYttjinHz6dOnJ8GPxzn1wwPrm3WmQNk2sslHj3Nk0+OWGtR5LKObZ2dn6+PHj3v7723L5Y1Bp3XIukndffcOz9fuN0BiQgA7D4+tn9ZRJorQhfpt6IEmeO+jy+AvNKDHttsew+6neYt/s+55Is4+2SC9etqAtqvcGqyxgsi61/FgnNKApDax/t/yub+/3++Og7biIXhQPfdn30/btYdbQVr12n01vfDFf67Ddti2q/Sad8VHDfwbTBSXMAZIKJQv9ZUfP348mACC3921wfjopCBtvJf38luWHx1cbsVYx9BT//ncc8eW4mRKEyb24ccE7P7NdTxHx2uuH/t7/UHv33reeM7xz3S9+G/6fa1Dn1FfZ3ztz37OWH2rvSmJSZmSYOWB/VQxW3nl2LQ+rHox6cKWn6wv73/jkEl/pzYnDNrfJr68ZA8cV/o7CXjvRgZHdRICXjrmMwazjy4mMH6yHjUuaywKrcZAxXDQW9zb3JHl5RiPY2Ddb/ASWJndG8WUlqGvWc9Y7W7cxgI367Bf7kzyuLkEx8O0490ByID7elLGhBkdc3d8e9wi87u7u4Nduc0x+LnSanzu3VrWy2ksd7eU9drPmZ9b9sA6ZR3qGDcPtmyNx2sx6pTQ97PWd+uG5dc+8h4z4/zGZOg19TK+bm9vD2x6x5dlVV55PEHrS7Zzqxxjr54rWzhgrXVAI77ItPL898Ak37tMmOul+9eaJ7t+ND58TZnw2THl6EkIDyQ3ODn6/u4AneAYQ8U93bXgz9554EQA9U2GYaLDicwCnTqUgtw6ZE+kNGB2sqf8MXCzY5icWp91wqP38NvJyck+uUE/7JTNW//uxIXvpS8e5HUIrddGHrptTCed6YrVyo3iVc9NtExOA96YHtf9008/rY8fP+6PYKJ0YsY0Gnw6kehzNQEf7Y9pMl3mrROofr71kZgG7E9jFP6QQAQY9YgW+mwgb6DUgMN/8MJ0Vi87UUg/kaNBk0GW+WPgaJ2DdtuLs7OzgzHgyUOK20R+2JrLy8uDI2Bubm7W/f39frcEPIcmdNH2ybyaEqbdTUOd9Be5eeU0vPPLka2v1Xm+Vw9smzqGPV5dh3WEz4xPJz+Rmc+b9Yumy5OHh4d1dXV1cOyXV+7Y3noii3u708fXPNZNn3nNfbwfxH20vfE2UPh0cvJ1NRE2xPrvMU1/vVug9qbyKFCEFwb9ax2u3jdPq9uux33x9nTbHuuF6zAN7Sf0eDVOg3TqcqDrnUCWjUG6g8Xz8/MDG1s/Z3/gYIv+FyBZd7r6yjrj/lNnbRVt19e1HiZ+drvd3t6YXoJi399VkOinbQ5tdKLKY8nt2OdXB30POml+W1fLA8p0FrJ56T7Ad9sL+wXL0v6Sz9hvJt6tkz///PNaa+0TMJXR1Gf4Xn15L+/ltaUY7nvf/1uUxjq1Ga8pr+1f/Xltr9vfwi9b9U3PTfe/pmzd3+vl38RP20xsE/bdeJjrxXTUa7vGszzndtyWcYWTZ8VOpr1Y077I/bRt5dn60PKivLMvNr+2Fh1slcYf9pflBzzo5A3X4cGkk+6ved2EpNs0fVxrEtnYn9/BGBy9RCLecb1l0XisSXHzYspFsLDK1ymOL4ytpiQutBnDgU/rp1k05N0NtAMdnnTxPT2hANzK5ACxBLR3fKF/HINDnY1HjDUeHr7uFGbXBTzz/Y6j+nwxi/VrwllgfPRiWtjU2Ay+GmM61mVcc627mx3zdyIS3dmSe31M80nF9x575p/tXxcNtj3/Lx3wpQn8xoG2H5UNhQVqxEDQWBtYXtUedLEXcZFtruPyyraTbKa3Ma+P3LU93erjVnmNf57sH885b+PcH3xp3Ph7Lm+JK36Psci30HT0JAQKaUc3Dd7JIDiQt9O2YfD9XYnqAelBBE1rrYPEgY2oDXsNFAptoEZ7NjR+rklB97uGwfTagG8ZFRvmOhQbJ57pxA6fP336tK+ryYEmK8wbGxafoWiH4v5uAcjqh+93ooHrLVPCw2DbOlgAOhkuy6CJ2h7B5Ofhn/lmQ7fWV9DCy6Zx5CRf3Z9OmpFk88oMSl8E3T4CJF0AGSR1DPBMA2OGpPrkjNAnEqxc8wy+eeUtvdzrvsJLr+Sozlh+npAy6IMXrNCg7Y63HkHi/w8PX1c8n5+fP9kmC0AzSGMyY7fbraurq70N8AQEfeI326e1Dt/14GI+0x71OqC03vo366lfMOjAiXutv+ZnE5tbAaxl7rFp+aG3TM4xDrzyyu3y2ZNiXW1VG8D9az19f4CBIboCALf/8T1MKsEfEvK2kw2g2VHjXSU+Jqj+DP540hD5W38avPGskwYeFy5O5FounvyzXhOIehcMkzB9X4snqG1nPBFBW94pVB9g+1Hd4qiltR53iNQ22dedn5/v+2F++Q/a/B++W8dq9xsIIustnGN9m37zM77XAbJ9m20lbd/c3Bz0kX5wzcfOTf3i/iZUwEjFAF0BWXnxm3XY17Bb9l/Q0GQE90OT6zM/G0TXzk1yX+txmztj1OPU27q9cxH5vO+AeC/fs2zZhufup7zmudeU19JUuzJheN/7Utvf8ntjqYm+fv8Rpb5grae0v8SLPjf5NcdXXYA1TULwfO8rNnQbjiNaF/bakxL4KBeSssad7duWXOqz1loH/oEyTWrwDP1oMsrt2qc1HrVv2fK5xjyW05R8ht7GWqZ76/tL49O/lx/X19fr6upqj5PA5cbN9Itnnez38aadlKkOmOdbSUD7/0lurquYzPi5eGytdUC3ZWXc4xja9BBX8r+JemNCnmkM5niQYhwFbzi21XGI37vlnaSOAbgGve5r46Ym3R3PtD+OLamDXf+WefnbOMUY0n/wtbF/F1qWpupD7aHtCjzYsqEej/3dY7Txs+9Z6+kOYk+Uubid2gxifB/NZB0tn2nLtqW2DX3sRIRxuMdnbX3bct7BelRZbPm6yrS/P+ePTVfvt57BP/rtPJljmcrQ1ywXPv9orOD+/Ohnvnd5LVY8przqOKa1DgetAZHvcQJpC+BwvxWG33DsVXjXPQE0G1roswHecnCU55IM/P6cEzQ9NhJOCjtZMT1Xw2LAyLM2Nu7nWodnCVoG8NPOqWfQ0aYnNJxQNJ02hDYM00Bp0se6VIdqnais3P/eZz51omdyEKenX49g8hmQprX8KLBkR8H19fXBy1JJvO52j8nwtZ6e6007XQVqB1Qg5xlg6IMXTmrZ0Rdcn5wcHjdm4NWxZGPvRCXHXFB/E8adXJzGmGXZcWveWK7URbuWh0Eh/bKe8L87OliVAP1ejcyOIrbYrnW42ub8/PyARgPcAlvLY8uJw6ceRYOuOonLM+a5V/q3PXgBOKEv1qXJ0Zuf5rvbMPjmOwlur7KnXq96d3Ax0WBb1Ekj2qnv6Aqq1uVyf39/sAMCvTHAZcwgG5KZ8J1V19N5n+UN13s8GrTUhnr82p752Cb6UL2yX7BdNP98L/3zbhDaop+TT/TzHmP2cx7D3YVlO8JxVg6ICtJ5twty6IuTt3x8daK89TX7XsaZ9cFj7zlw67a36nh4eNi/uBt/hE4X23TStPpWebrYT1ge6IL9Ue2M60Q+FOOcHjHngMa0+79tVo8gpH4mdz0J5olHeGN/2AQAvCI55tWBjHvqha729b28l7/EMuH258r3DkS/pWwlRGoTpz5OscFzbXzvMiVC2l79CPGfsTPfjSHtH9Z6eeeDf3ecZQzu92oZM+CfeSfWxcXFAdbElm71a8KV9WvcZ0zvOKnPTJMB5cnEc9/b9t12cxmmj89tqzjOWNsxjn1iFwA2Qef28cG8g42/CTcU0ztemPjudnwd2TrRTN+NzbneZGtjok6QrPV41j398PvWiNtohxXmxlfGO+g31401i3t8r7Go4wEnrqEPfp2dnR3I9ePHj/v4B9kah1dvqq93d48v2YZvLN6xHKfYvwsIi2Pd1+qaczTGSNTfeLtxRnGnddz2qdi1WLq40Tmw0uznaKt5mBbz3vfU/tKmZelSO0dBV3hHWe+1/XD+wHFc39VnO+LcIG00N8R3TzRMcZxx9BTDbvXZv0+x0WRfnnt+K77iM7pX/bPNe6m8Fv/8NZfJd35LedVxTAY5Ntg25A8Pj7sTqtA8R7FRcSLPDqOGx9en1Z8eYF4lyTM2MG7HAfYEZu0UUHwn0E0Xf14d4r65PRsSB/NORNSA2yjBa9rniIo6AtPWlfzUiyOHPp/93RnVqV4bbtfj3yxvfp+uuc4CZbcJ+OE56yR9LfgggTXtlLEeuR4n2gF5nz59Ojj6Cn4iQzss66L1oO/ZoC0ft2O+0SfvSkL/PEnRySwnc80ziieb7AjpC20bjLmt8p06aX/LGTF+kIV1ysUTJoAu98P9MZjmuhPuneiwbhho4cj43fpyc3OzHh4e9npUO+K+89m62DExrTqzPhuQVM4GELaHlY+TbLvd7iBpbp2tbpiOBgfwzAEFxS/a9Rj36isnEs1727wm6R3QuC746ok8dMQBMTspCvB9PzScn5/vx88WsGT8NanOb97Oanl0UuA5O+rAriuw4HVpaxDH7qf2kT8CItrgPsDs5Fd2u93BpGSDCNrDT9lOcC+/3dzcrN3u8UWZTXQYY3giYq11EHiaz9Xnjg//9lziwf+n8da+w1PLzjbPQRRj5Pr6eu12hztB3X8ndByIWE+sFz4v1X2wDTeGKt/qs92OfZntogMBF+sO9GGTKMYXxSkuphW/RQKsfKbPxjHsokNvbJPsA2xraxPfy3v5rcs0rn5UO5QG/P39e9P12rpsh/y8fcFzbfXZ1rvV3hatWzya2nMcsNVWMcpaTyfI8deNg+0beq/fCdiJW3yH6/KkR3GAcfz9/f1+FXXx5NTf6pd5WrtbWW/FoI05J//dNqf2pri+tEx1PteOadzigdvbSnA6drE8wHnenY8Ps3/1BIT9LHU57pl40BjT9RuLNx4E89DO3d3dwcIC+G686br9Z/32kVPOzRifQZPjCMcPxsG3t7d7rOAjppwHAPtACzjE7waEH4w52rdMGvcaQ0KbcVvzKI3tmpjmWe9qMf4Gc3aSAblyP/8dzyID56u8EAw74nFYPGncOeGsTlZs5e76HZo8QYUsoN98t163zWL76lX7VbprL9AtjzXTVbvluNZ9mXjQnRDohvky4fjac09SoHdbpXbLfO13/5/Kc79N7dW2Of/83ETEMe28l+2yhXFey9ejJyFoAGVk1VmD1imBZUdGPVactR5X1xEoupMYqiZaHDw2MePEj5P7tEdSg/88Wwc2AVXzwMnggowaHowIBrqD0w6mq1AMqOzIuAc5OMGGwzcgtZGFRgyV+2mA0oTeWodOpw7PfSrA66oOJ8etK+apE3JOOk8AtcbV9fDM2dnZ/pidgpoaLK/ABDDBZ4CP67YMWY2y2+0OVirb8UxA0/31M8ihu2DsxN1fHxnUwMWysf4AogASTpybrwWTTo42cVUnURBpoGM963gwTxzk0Kada5OdHLllENJx4ESf+3F3d7c+ffq015u11pgEbFLN/W2i0sBgS/+mlSWWc/XGQaJ1Elt4cXGxp9V/btN23DrRVd9O2tFX7kWHON7E8rVM0DPbNds8n1vb+qtj1ANf3f8mRhmPpZ0xg351daHHLolyP1+fxjVPsHhMexeHeWsdwSfVfltG3Y3hfhJQ+Xg49Mbj1klrgzh4WHtjOUJTeTFNsFCmXXjsnjGQLp88TpADuwcY/+Z3+VqANI0j9wv+2u8YT9Tu1O/bL/o38I7pZGLFuml8Qp0nJycH2/mhq30pfx3AsPjAk91OPLRsAfny1cGR/YN9mvvCf09+U1+DRfsBB4pM5Fj+tZk929Y86sQ7PCaZ0ETBe3kvfy1lwsQ/+vnXPNN7Hb+sdXgOfXFO23ipzZdsYL/b7k80N7acim2VcY1xSeOP2ljjGeJB+ysnGdd6mnh2DGnc4T6AEc/Pz5/c3ziw+GGLL/4+8dD962/u90sxXnGCy4QZuD49U59f3Oln2z7Fvqh8mvoL7vQEhBcA8ddYsclWeNRFC+CKTshbd+znm8B1v5qncWIbP+v+2OebH+BHr8CfFuGVNuMkT4rc33/d+V4Z8Lv1nDrBhebxtFAT+vxOtSmG8XNgcI9LL0Ijn0DxEVs8X6zX+MoLJV0PvKSYT/QZ3pQvFOicXvTN7xNm5jeP2a38DzQ4LukYc46MZ7EJyKM+on2ZJiSmJL5l6Hprc4xbrfNeqFX7MdmQ2hfbcb/Po/yvbZlsCr9RB7r9XHmurokP7Y/bLC+3MEH5P/kbt/Nefn/l6EmIf+ff+XfWv/7X/3qt9XgExVpPj4uow6iR7SD1LK7rsSG08aDUoNqge/avkxQ86yTqlOiH3ueMAc7J/doCFDjOCRhNiQvTbOc9tcM1A4CCJ/fB/zlbewI5lukxQLA8Kg0GIJMD2wKDNoYGLk6uU4+fr2w5SoVEsmlp370q3QDP20IBQhh8nx/NjhSAg/vrBNTWCmIn9bnOzHkdJf1nYsUJk+5ioNCu6XNgAz9x1gDaJhYNumjXCWvq9soI09gknicdPMacEO54gxfoh8EYsnNi06t/vRKfpKZ1g/9+kS5JQpLtBhvms/ljoExb1IWMPR6mxLSBc+0qz9UJAwRPT08PtgZbZgb65psnH9yWx7eBt/WG5KYnQQyQfeaq9QUeMa696qY0lTe0jXy9+sg6g3+w7pLY5TgB65XHrfWaPnulVIMfy2oLMDXBbV3upG0TEJVVgzivhHPAaF3jj7HB5Lx3J8ET66v9q/XCEwH+rbrOOLB/M5BGfh6jHR+M2bOzs3V1dXWgZ+aR/5C/7UQDovrj3tNEzZZ8LT8fYbfW2u8w8fhAZp0Qtb49N9lr/k6JtxYH2/S1Sffqi/nhCR+PV+Too9YcsPtdQ/ZjHafwx/2jMM4Zf8UDfndEV3TZj5oX5efd3d26vLxc/+6/++8+4d17eS+/dekY7pj4LduefpvomWKH17b13PPP1V/71tiuMYpt90ul9r7PTXHaS/S3rsZWxgb2k/4zbvWiCnArdXVigWK/wT3m2cQn2uJ9WY0Nm7Sb+Ojvkz49pxNtr3UVc01tujhGr95QT+PN4o1OBh3TF/tt0255uA1wH0ef8ucJiOImY5wucDF2MB+KN40HTL99qpOpjlHWWgerwN0XH2c0LVwz3STid7vd/t1uTkobJ9JW6zI+6GJU+ODYlPbOzs7Wbrfb7y7e7Q7fVeXxuNbaLwRiPE3HW1tnuijC8YRltdbhaQqWr3c+QBN42otcqbdY6fT0dP8uP9p0bq26O9lYxyMdV9Nk1YS/q1eMg2ncdcFOF0qbn44BO8amMdfSvI7bta63j7aJzjdwP7FJn7W8nrMfyIj4gvrcbm1b7YJ13zm3SS61ue3v1vUtX1kb5DYb4/j56tVLkybv5fdRjp6E+Ff/6l89GQx89n8rMd9rGGy0vHp3rcP3SdgR8GyTZk1Ic7+TqnZoTm555fLDw2NykefdH9PmNgpuKH3OSSIDyybVbTjXejTaOBDu9+CHp1557MRNZVRZQWMNka9TH4b7OSPU+q0PNmoUgw3riHnhpDx1NxE0Gdfd7nEXgs8753kSbu5vkx9s88QhOxntPsB/r0pA7n6ZrgHAtHLC4+Hh4eEgce974Y9XxU4JIcCIx8/t7e1+5t0J4R7RQ4KPXR339/f7CRboc6BXJ2YQgDMs0PKKCQNJ1wE9Ts66ncmhGRAiB68Qsd2YwF+TcXd3d+vq6mqdnDy+uKsJd9NiHUCuth0u5hGy6kppgzrzHPlNEwq01zOCbZcrJwN97z7bSrRToMXJ79oG2xnLqjaS4hfqQZtX0SM/+uzj5UyjbQLjls8+x9g6WH2wPSNp7++2HQbf9Yf8eVLD+m3/WECGHnr8w2/qZxu+n+c567rlvdvtDp5hPDL2PIHlxIevTRMS5gX9tA80jyj0i2LdtA7y2ZOMXhHPmDQ9Hm/2Sf2t/qX0TXS3bmMMyx9f7nboB8cAEOTSnid1vHW++jAFZ+1v5TDZJ8ZjdyNBPzyo7aQO94/2jMHMS48112H7Z3ttH+jfT05O9hOutu3Qv9Y6SFx0oqX4xzz4l//yXz6R83t5L88Vj/kf2caPrP+1dW/RY1v01rrf0i7tTPZvouMtMmvfWn9p2frcNid77h0NLKpiV2bvx0/bj2/9ub3ilWJk6rZtPzk5WZeXl/sFXo2tt4pj1WPkY+z4En/5PvVveqYy22oH+qbFeVMd9rWt2/S57qm9ygTfxBFExFH4zSnnUFxqfFOdcDtrrSf+smOl46yxAXroOnmGiZPSBC6if17EZZ54kZxpN450TOkYzAupwMFgZSYOoIlxx3NuDzrWWvuXT7O719jYcjA+eXg43MEw8dXY0vEzdToOMgZ33Of+O4b0whD4Zz0Bn7JAxnjbmNi5OdNdvGacXwze0nip44I+dCKE+xyzbtmDLdtsfZ78zJbPaLsU28UuBm2frKftk9s0NkcP7Cca69F398s4nnqdryO2nfrO59Iz3dfnaxdtj7ee8/3mxY/EQn/t5SVZvLUcPQnhmdvz8/NNZz8NRAd13NvfbJiYrZ0C6in4xVAy89eVk33Gynp/f3/wctombtw2n2sE/WwdqBMM7md5gQFp4O4B5j578oa+2inVeLleEjY4siZJmhToyhv0YQvEUCbAYYBMMbgpEJ6AsumwQzW/zSPPDONMkYmdM3V7IoFjZeAtCaCu8DQYtE5QH3pK8tK0ObHm58wHnz2JrruvBpzWCQO48hrae/SJd5yQnOU6ycmrq6sn5+0ZZNBfJwUnp+x3ZeA4kReArIDNk4Udgw1qXGf57P/93UDegO3k5GRdX18fbG2fkvIG0NM4aUBn/XZycwJcppPvHr8FgkwkNWiyzhe8TceFTQlAT2DRX3aN2NYZ1HiFjVcPwe8GO17Nb+BavXJbBuDoloHZWusgaPY4qt3lyDVo6xF8TsB7HEDPxLfa+okGT660v9zLBITHuieOJl/S0nZtK+on4b+DAiZyHGh5XFunartd6MPt7e2eXu/O6IqejrWLi4uDo6eKK9CH8nuaaKBO22xK/anl5WJetX6PD+tL5ddAyUc1+fnqmu1w+WTdtY2b7FRXvXXMn5x8fW+Kd7Twm/tkeZYW1+Wxa/lQTwMlfvM4cf3uk21NA776XSc58Pfv5b28pmADOyH3vUvt0Y8otSUuU7w03fet7b9U53M0+rrtzjQBvVXvc3Xaz9iGPffcc/eUp8aNjgGn87+nuNHX/Xma5OCz7fEUg3ly4uzsbF1eXh6cAf8SzyjTauX2me+NFbf41nrsQ58bL5OvLr3mQ++b2vY99o32PX5mWrzjWJr45O7ubt3c3OzxduMW99e+nvaLj+wTwSGOcd1ny6FxlftlvIofhRbip54Qsdsd7jznu2mCLr/3iu/wwfEpcvBiLF93/NFYBP1e6xBDFCsjJ44k84QQvOtxqeAangXfMQ7pR/MUjTGIQYy7Hdd3vFsvjamgg8VN1lVPSrBbt7aG+6ijSWvnyFq3bZGL6bX9c9xOP3yMFW17zPVdNx2f9RGTnXjOR0zxiX83rjbu9sRX7aDb7CJg94ViX4Aulb/WB9PsP+qlLst/yyc2Lus1f7d92CpbfN+ysT8aB/21ltfwEzt3bMx09CSEBw/OAgPrRLCD0DpZP7dlbGpgadsgxQlTbzHtat4mce14PMPX4N0zfx6QnaBwH9zWWo+gAbpubm6e9GXqt+u1U7SDNlj0RIxp93fqtBzK9yn559+45hWRndTxtSbtXUcD/tID//x5WjVcGZgGnrNulKfmHfXQPwDT1dXVgVMlCeP+sAW2vJwcWici6lhp28dxTMlI9N9gCNq8pdXPeMU8/KGfJKnNA2jyiiuPORLJnnwxQKj+cb1J9jpErsNnHwtT+cMfeALdrA4DQDKB4nPPvT3W7VvHDR5sE+AzLy42wKPvBm4T+KneUu80yQDAMk3egbHW4ypfZOXxRYCITEgqw1PbFieT/XtLJ4Fubm4OdIH+F+ygez/99NNeh9BfTyB7hZIDpQIY7gHEme6ffvppnZ+f71cmTcGHxy2207bOSVf67cSobQd1T6v7npO7++UJYmSGLle3PEla/+Tittpu5WvA6kQyMkGnfHSVdY0Jg9bZ+s0XaMRO2Qd3kqA4wfacXWHWNffRMpjAsmnF79Y/oSPWfz/juvp7dcDttZ/m0ZavdADR78Vmax3iEmyhj6Xkv3lq22rdcRu73W6vD52IpE/FTfhlaKm95XeCeeuvC+Oczx6T1QV2SsCX2n5jAvr/PgHxXt5S/rP/7D9b/8f/8X+s//q//q/31yY/+nsu9SVbWOAtgb/H+rH3H3Pvlv/r99rq6fnGF1t01JdM5TWyNy72NfuI+kHbMPv2Ymyeb3xrjFb+YIvdLjb0w4cPe3xpLFkMbd5N+Hrib2O6Sc+KqZyQM06cZL6lK/iUxsXT/cW3pcc89nfLz3KkGO+Z9ru7u/37CNmVzrP22eal8xvlgXEWGM9HOk0TW+Yn+BSc6FibxWumDR9t3hrzG9P7qEXj8vp1aIA+fu+CHI8TT2bwuYvGoIUYjtMUmAByopvFXuAZMJCLcY4XhXUcQpNLMb71ofh6WihVDNrJBx8RbHxnnfGJBWutg8WQpsEYrFi4fZ5yb5MNbn+K37yQcPqbMPFkDxwbWT/hFXzzjnxP1nmsTsU2eq3HWLjvqKjts867HWN+fvNRr+BnT2C4TttL2m39nshwrFMf9Zxf3eLFZFtaF2ULM0z+9zV0vJe3l/L3/v5+/Sf/yX+y/q1/69866vlXTUIwWPhugRv0eNB7QNlgOwHbjjTQtcHlWQakX4LVhNdaT4+2MViwwfE2pi2Q48FI3e7LNBCcjMEwtC8ddF5NYgNrMFCg5lXwXHfinv9+bkowbAHG8q+yd3KkRsUJkDodGzyKk/IT/eWBZWgAWX7Zqdvh18jbcFunue4XTK31CGCcNC3AqmO14yd5Ax1evW/HwnO0Qxv89XqBzaT78MSrHqq3DQBOT0/XxcXFOjs72ydoAVxePeO+w7/qhEHM1mp3O3tvuYQO648BlpNNXiXiiVSvzHGyyc91TJKYom+88NlJY4MWg2rLwcDFtqDP8gevpmQ34BEgXD5Yv6xnDX48tqdVULXFJycnB0cwwWPL3c/BIya2rq+vR7DAivipXXg8+SDvePj48eO6vLw8mMxDzu1b9Yz/0NDEpXXB46bgvX23Pen3Bp0GzbXDDw8P6+rq6snLv+tT0T23g85Y/vXDTYw7Wcz1u7u7/Qox+NOdA5NstwIEbAQ6BY1MInLdttk2jUDxw4cPez0sqN3Sy5bSa1nZntdeNokzAWBjlPpAaGGlWd8jYZlw/+TX3I51wTph+TuQdVDpQKSYzhOGxie2Idhb7nc/HDRWf8zD+p9OWDjR0ElL6q7dol50qXpvXhnzvZf3cmz5r/6r/2rcEUaZ7M63FOPk7133W2mhfC963tq3rec63td6muCv3diS57eU0lZ7vdbjYizHg1Myjv/GwGsdLp5w3fYRjWH9gtOJJvCvcVYXDhhrPWdHJ3xZ/mz5cn93HeXNxPfW7djDbfv5+iX7R99TnlnOkxycI7Hv5f4vX76s6+vrJ0n54g3HF76nmINTIIyLnaOwnjm+RCfWOtw1bV2jDmhxctw8tR+mHz7S1VjSeGutx2O/nCspzrEftz6aL15YaPl45wP87e4GYrNOWnl36LSjgWKeGFPRT+hw+8aM1hnXU2xlfGo50Z4X/3Dvzc3NgV4hD+fgbBuM2WxL0K/K3wW+evGox8a0WNXjsOOzWJTr7k/H5TSGjSV5Zoolat/crnMCfKegm+gPE4uMOferEwGT7fD4rJ+wPvnZaSLDsrQMGtvaJh9b/AwyL9/K88kfVE6u+09R3sKLv7RycnKy/vZv/3adn5+v//w//89fvP/oSQgbeBtxGz2vguQZJ1E8C+lkTleNrnX4YmAG2G73uOLNA4LrBKhO7Dug9QpNt4VhLbCYeNDSmUQbP/ro5CeD5eHh8fw/aGRwn5w8rnqmzq2BagcEPQ6qbcxLI7/buVNsXHnG1ww0J8BuPnYXg2dkp7amxEmTf9TjtrmvCXzzvQ64K9u7gsFyMVBzf3lnRIFeeWIeeyIGOV5cXBwcNbTW0yNMqI9jR5rwgWaPGZJ3yNAAleecgEdn4SUAqsdZrPUVQP38889rra+rJK6vr/cv8C5t1oXaAPiMvOCRgZYBFyuxGdNMBDS5TLuWDSuJLBd/tg5Zd6mnkw273e5gJwn0oVcFSU7Um+fcUx2Fz+hDV5tDfycgqLcgxHJ3Wwa+tjcT+DIvAbDoh8G223JfecdIz0udAI/HlOXuldye2IAH05hBRxxM0R9PxE2BtCfhbb96dNUWCLL/Q44818Rv9cBBEhMPTaC6r9CIvOwDbE89phyQ2L5aPzxZ5UBxy5/YxtYuFjTXh8Enj4HT09MnwZz9rydYHKxZLpXTVtBhwN8gDjp979R/6rQvsA4UcxgTYS89zhrY1E85QHEgg/xts9xf7DwFHtpWNThxXbZ35ZMnwezb+c2/T/ab3RXm62Q7+VzcRL2m3eNkrXXAZ9vJ8vS9vJdjyx/+8Ie11nYC/EcErLZpPyoQfgvd35Oet9b13HO2+772LeXY51+6z/a3kxC97hiIz8Z+xQJrHa7enXyifZfPrF9rHRzD1Nh5igvdp8YtW7F3vxdfleYtf94Y0Di2tBp7Gl9M7RcfT7JrHLR1v+/pH+/66kIvsJjjK/77XQvGvM6XUJ8nKNZaB6dMTJN11r3SY5xoXHtzc7PH8O4bvxsjrfU4CUYfysdiLceV9NmnDpgmy99ycL3WdRLEHkNN4rOocK3H2N2/c//Z2dmT46iQh+N2xyUe846JjEdtB7jHOB7eNpYhl8DOfp8awD0e/+4TemdZeJwZyzpubSKcPvC87VYXP1de1c2Oeet2MfFkn1yH7wML8hls2Vi59VC2bBOnTJg/1rvatsYZtem2/fUN1QXqaxzLZ9tCZDjlgKc+TvycbOpzfNvyyVu21rz9rctWmz8Sj/3osiXPrfseHh72ecBjytGTEFXeruydBk0HTo3oFEg2yHS9To51AHoyAAPj4LYOg7bcryYDpq15fK9B8oBxUp1kGTyj/rXWAaBzYnMvnAA+89XBeg1zaZ6Ag48YqUP2vU6cGSxOfLHceNZyMG1N8k00TkDRoLrtYTB7frd552QXEz3sbpicukEBv9t5Il8niTqpZidoXnqWGv55NUL1x87Pztp9c8KK/jcZN4Ex64SThrQPAJsCDfTU21XZLjyNa49/j0nAKSCuIAoeetLQcrZjq6ybFHQCtOC7K8TtqNc6fJHZ7e3tPukNuGQ7a1e1FDjTzjSh1/s9bjrGrOcGdx5bLr7m8eUVUC4T8DGAgo/WVY9d89VtemzZJpoO88Pj4vz8fH38+PHgWulkHHiiZAIu1hv7Nh8vQ7GfqV55nLV4zEEzz3qyAB75rNubm5v9xAOTD7V/02qktmv7bT2oLMsL09Xf7+8fj4Ri9X4DnLXWnpcdE4Bu2z38hXUKO4OPZIWW/bH7050Y8MgA2v0oFrFeuw3XCe3FM9UB97f6gDyw4bYVHge2ZcU+/HewUExSIG9cQF1sCbceQds0RrjmFYbeKWM+FBNaFvaP7qt1t7RDF7Q5SWH/azlaT87Ozp7U24QdMoY37+W9vLZ4EnWysWt9n8mI5+pt+V7B8Fb9b63nNXTZPnyvsmUzS98x/f5W2mqzjRO9OKb+oTFS7Zl9uWNf21L3s/UbO/O+uPPz8wM/SKnP2uLJxM9i+5YJj/hZ+8di1rUOF5FMbdpHlpbGMFureP2MfbKfbfxqX1YsAAZskr99sK4YR1RnwG3F/cWS4DCeRV98HKzpNc1e3AYuA4sTA3nHA8+Yr47Pyl/025NgTowb9xpnVxfdV1+jfeuQ43fiZu7b7XYHu9+c8OaoUMdw5pVxFZiqC2ppw4vS6H9thpPjtAs2R89YMHh3d7c/wrj8Nh3emUtfkR3FOM764jisuRDHts1LNJZ1rG+8Z93u+O0zW/q0ZacmTO0FwFzvTgH3v/FD60c2HuNesNuJtIle23N0joW15Z35VJ64jvqS8vU5X7clF9po/DnFr9Aw+YTKcYu/x5bvhWl+dJ2/RXnOL0++0/i2MeNz5VWRVYNgg5IORBsUP9v/ax0eiVHl8z1O3HQVaWl0vSg8RtlO1oWVf9Tjl21yrYEt/7cSoF65XV7WuDrh5bY8mUKx4SWY96rC8o3PyMSysTyPMQw2Cv5cgOckBWCDYvkWsJlfrbvGGNmutQ5WgU8BBH3zy05xxHaKnlhwXax0oBicuEwryO0AcPY868kN32+w13oeHh6PLvHLdT2GLONOYCATEppe6WDw0j51Yo57rT89Kx6ghjPkOeskwGhyNpb5/f3jZB113d/fr6urq4OX9DWR5KQttDpZ78knnnHA5VVB/CEzVsfAP+RIuycnJ3uw7zHN74A4v6OhE5IkeJ2kZUxZB5GHx6B1wmUCtw8Pj7tiaoNrN6iXBHT1k1K7YX5CX8GtdzM5wLV8AdL2H+iFE6KeYDHIpV6DSXS9ttKJ1q7koQ3b2gZkDSqtQ7QNn9AD9Ov6+nq/cwe/xDPQ4HcheNW3Ewxth+Lxzz3QRr9sk1yHZedjkkhMYBum44UKJLvN2/aP9rGd9Nf6Vd1m/LPKi776HgfY1s9p0matdSD/+hbrgYOWyUdS7xSsrrX27+npQgX+w08HEE1OdXLGPPdz1nHL1riDcQ6tnjj1rhPrHsX+2pixSS9oNX9t89k9VLzlHXr2E/CAZ7DT9TPmiY96c9//XAOJ9/KnK+ijbdmfS9kKNr+l2F7+qeo79pnGHPy3PXhtP6b7t3xXfa2TQPjRJoXWevr+uN5jedoO2l+62K85sY2P9+5tx+aNV8vP+s/2nesv8X6KV6EXWlyH8fDEE+6jv7QxxcPuW/vavhTr+TnT6l0O0Old+s2R+G8qLIjyQjmS5H1HHsVJ6mIsvjsOxv+abh+Hab6ykI2jeYhdnXQFT4CJis/RVccCxvXGelOMYN9euTfpb+xerA8/0QfeB+F7mmhHJuihd5A7NjQWLXajXfqPfKynXIefXl3/8PCwjylYzEP8CU7yYiHzindqTfqM7Znip/LSetbS6zw3ycz1TbbDY73397etYhu8Zcc6Dv1b5Wr5NMYE59ZGoTem3/XZPnWxdnOezZFRGHfmZccSsu1CrpeK+T/ZdcvT91MmGdd/vAWzTLb6r728hQ+TLT22nqMnIQyku9J7rcMZK77XcU+gw/fZYDsQ9XMN9icg4SQODpjnueYBSV3TcTPuD0Gq6W7bNsjM6hvQlFc2QjYAOBmSum6jTtmJFAwQMvIKBtNVB+K6yh/zA9qa1DIww+AZmLpO+LgFnMpPA8cmGCieWLCzsjxrRDnSiHoBagYXdvxO1PHfkz9OxHdHQyfNpiQpfCWxDEAj8CgI4dnyzP1uMtSJcY8LAzDo8DEY6KL55TpdGjAxHhkPJO4BQNxn51jQQH+cqINvXPOOjNPTr2fJe0JlAsbml8duHbXHl1d0M8a2wLmPXHMA4YmEytM6jr5aDpar5UB9u91ubzNI2HqcUjyO4W3HtnnTcYmt8Xf4fHd3t38htHcgcA/b+G2fPb46AejktHliG08fANHup+urH7JtcaB9f39/8JI2jw+3bbDmoMr/LSP45eOkbDOxRdgnT6K5DujlOfuyypvAsMDbgJLJsPo2+mveeAzxG3Rzz08/fX0pOLarLwV2O8UBBMn00S9tI4jz+3msp8huAtv2uTzTxET5YjnWj1mPngPDps1t2m828LIv85+T8Ni9Ji5MSwPVCfR7MoJ6jcE6uWK5O0lie1bs5PaMKzwhbX2wv668qMs+l+fY0bHW4w4Gj0cnY7rC0+PS9vq9vJe3lNqE9/L7LVN8On1/7tnXlKmdyb9g38CenYCwL2iMZX9b21+c0FjOPqExyE8//bQuLy8PsKXb6UKsKalY31w80HvLp/LM3z3xXV7Xz9j2N2b2PaYHfru8FIvRrmVluuyPwKtgHMcEjRecFC9m5p67u8MXKZc2ZIqcHOeBIezbfd202Hf6/4RHzA9iy2lVO31xHsWLtLxAyAv53C/XYXzofIjjsfLJ8b3bhlbnnOBNF4kYz4CHHctBz1qP74qEp86XFDs7PjBvoa8xyc3Nzbq+vj6I/1nAyQkG6Gt3NFOP7QB4y7En9XqhlhdxTjkarnuBSzEyBUxq+2ed6TPOGdmuTWPVzzt+6z2OExsv+XPt65QXQ18sJ/pDrANvfIIA/e+uDPOXsYsedIGi9Y4xVn45xpx2M22V2nPz3G1XDuZ966h8fs/Y6i244C+hvEYmR09CWNG6StcDzYGhwZMNEdcKDNZ6XGloB2UH7kHLnx2XkwwOhPnNySwGvQcu/WmpsXNpcF6QYme01tqv5nTfcHKesTQPJz77zzQDRpqU8m82BOXplGAxrQWJTZL5fn+2czFoMq/Mb/e/kyPuu1fYbg36Jrq94sTgpclKg5spoCyg5hmv1LAzur+/368opT1AIgl6niGR4kDCY4nnrf+WvceBeWpARB8Y0yReASPme9t2cpfvBoYGFObJ3d3d+vjx454XrI6x8wNcTQlx6jNYZJUAq6ZZnX9ycrI/eqPnik6AZzKeHT+W61rriS5Vtl4pbL0xmEMG6Prt7e3BKkr4YVvo+rkHPnis0LcGKiTiakvoc8EQ/Pd93lrrVTfYcY7Xor9NdhpoFCTavvu6V3ch8+vr633f6i9qz7l2c3PzBIBV7uiydc0J37Ue7TtjxHU6ALEOc69lR1+urq4OAoGuYppAnVetoRMOQqETmmyTHHTzm22DA3OPf9sXr4AncIZu3tPhlVvwxAGY9cn67Uk/+OXJTetx+cmzlZnHoieIC2ztL7zDy3pWuVp36xc65iefRT8nLGU+NMDxZArPelJpS5dqAz0p0JVR1r2p7x4P9g/2Rx5fHh+eTJmCDgd4HuNrrQMdpt/1ffbfxUDmkyd6uxv2vbyX36p0DPyllykR8ZrnXsOr53i7VV/9r23fa+W0VfdEn3GVJyHWOtzpYOxhe+w6/Vv7Odlz2+e1HrHF+fn5/uhRx8XFB8Wgvaf0lS8TnY5F6lPLW/9en+pk3OTbSsNL+HjywaXLvtB0OrnPf3aOe0Ehvzs2ok4nnh2beDGL2/Nzlm+xpPMb4LLGaE5oG4dDb48QRZdLS2No4zqS8l74d3Z29sSvQzd87ALAaVGqJzKKsVs/dVIffSA2bFK1fUOetSeOjYyNjPWoC9kWp1um7DQhie2JLcfCFxcXe7zk3aITzqJ4LJsHjA1k52vEBbvd14kRT0gY1xvPmv+OFSxr2xnLvTlD62VLbcxkj913j23TMeF5ykR3/QjjwvKsncIXVObIgHvtI/Ab6GiPJi7Pywt+m2LW53zfFKtu+XmPm2ns+X/5/tbyLc8eU57Th99b+VY+vvX5V70Tgv8MjC1ingNvnWFzBxwU85wDwq68tRMxYJvO8H54eDhI0Nkh0h+c3GQcmlhym04UuM8NqLnfx/GUP9w/JZHoL/eYNv9ensA7y9EBvb/XEBiAYsgtsxoZOyy+N1nqhGxBvY0ttNfxm3YSXPR7C1DCTxtfgIPBkkGedbog0CDMtDvp7n70vQ4AM7dVA0sSnQkKkmB2UtaRadwBLtwf88XA0kfkWH/5TPDhF3dPfLTO9QiM3W53sB314uLigJ8klOEf9cKLLWdZJ313d7eur6/Xbrdb19fXa63DyZwCgjp/F+jz5GFBv+mwvnhy6eTkZHNXQvWuSXT+c69thoGHbaXHi3UZfvK9cnays4DJKzB89ingkXq7gpnxa1vpyT3bBPjl8WV62EFDvd7R5H6aj/Y7ldEEOOGdV+Gj6xPIK789wW35ca91DV29uro62J7d9iZ/N+mpZQaPoRf9RRbUT5v2l9bN6kd9UidDbY/Ld0+G+AWFPEe/nQRHDvUR+FEn11umhLTHIPQV1FrvoM2TANDpIHeagJj4OSXIHVw2uWQ7b7/dpJMTLbTl8e9dK6XJPsW0eRKnvtjv/ak94z4nOJq46bgzD6xDW/W32K67PtutCccYAzjJw5gxpnwv7+VHlOKO36KdaQz9SFq22tui4U95/xaftmKX6bmpvETjhCe9oGPygcbDTur13sZRtDd9xpZ6IRX++/z8/GARwJSotL2tby2P3Nfn7tviF/TZv/CbfeKEAbdoNP4uLdYBfiv2sv8xxrB/Xutxh7hxg2MscEjxv2kBL9WX2Y95gsSY1fjN9ZaXUz7D75SAV8Wvxg/4Xi84IElKX6aFCqbJPtqY0Nio1+gn+Jr2zUvHvB4D1itPFlX3jG+rb7TjnIAxs2VkffRRTcZ9tG+ZW09/+umn/TvzmIiCX27z7OxsXVxc7PtpbE874FFPXBgnepfyWmv/nkTrbekHNxuXOUbpeLKu2OZ2EsmybD+a2ysWpHT8T8W4fguLVk+o07LzpBP3NJ6Arz7u1seGWq86ZuGnJ/A8ZmxzLUO37+JJiOrKVGqnjOVrI52/qy2bYpXa2z9lOQZTHVvHW59/TRs/ulSvnitHT0LYEHrmmt88sPy/xNhgdFUfz3lg2Ym0PdfbFX6eyHCCw8bDA84v+GFls9u0k+Q/dHgG3HQ5EH7OAHbioINuaxWq+2UAQXtOGNnI23j3u/lTOfp6+d9+VTbI10l4O2zriuVicGV5cp+T7AYO8Mdn+RsQGXgZ2Lht89mrQ+z07QCawLeBdhu8EKw6suXQXN/t7e1+FbC3WzfpZxmgy7QDT5soNv3wrZMA9NWAxAlg6IA/3mLrdzaYfuvUhw8f9gCG513/Sw6fce8V+jc3N3s9RH44U9oysKIdimVKG9xHfdBg/UBmTtZTt4HZVlBoG9NAonaTvnTsWh8chLiP1N8VFlNCzzbKO2U6LtyW5exxjF3DtsIn2vK2U4NRnvMkj+2ZE/fWRQNXJk0s0wIw6LSN6mpD603t6TSOvYqRlW5+8XR13Py3fSMx6mdqA6CBsVx6HIRah60P1hP7KPcJmrrVGttgcIm+InPLyPphGdN32wFsCHyHn9hj44e11v4FbeWlZd0xQR/sf5pwcV/9PPXWt3r8dJxPPtlYyM84uWF7Mo1b67z75vbRg/qs8oI+m7dua7JzroPA00ElE1Fus7oB/7sCzDIqLq2ssTn2DRTrGW2bxuKC9/Je3svvr9QGHXP/Wm8P/Osvpth0un/63tjJ9hx/Z99jX+FnbK/qL4xdTLev+TdjQpKWHz58ODhmsb6mseZLvN3i4cQj923yVea/6wHr2Y9X9pPcSkdx1PSMedIJDOMy6Cj+8vsbGvf2mQlP+7rbMkZ1jsDv1rMfLC6hfPnyZR9TOXakLftXT4KYD5YlseFutzs4MhT9w2fz30d++rMxk2MR6ISGaUGiZepcyjSeadfjgzHy6dOn/WShsXWxLbKa8j5TfGZ9ol3rn+MuJgnBzDc3N/vYCjx+dna2Pn78uM7Pzw/iher0c/RZR7FR5qExE+8AgSedJHV/0YPyHT0x9pzGce2h9XTKybhUP/175ThhbOuI760tKp/93zmMqQ3yOfCy8Yjb8T32I6Z3iolcj/Mm6J4n8V5T6u+sT+Vrx8LkTzwm2of3clh+K968tp1X7YRgAFAm8ODkmsFPnZkV2ElS6muAyX0O0DFmHiw2xjZAUxBvp04SxYk8G2fP9k8gxH31bwUiBQF9+VPptqF0G5OzMiCAVzb0ps8G1vwwkGygPjmkCfCaL76nTmK6vwG/aYOXOKOLi4sD+blut7vbHSbNmQTgu3V64rn1vuDEgMBnlFumrhcQUB23njdRDLDgP9epk+DEk3sdG27PiXfrk/vuxLv74f46Ac5zToxahgALJuweHh4OjsNhYsWAbq21Li4uDnaR2G60LQINH2nl35xgXevxpW2U52xQecl9W3rtIAEgDc+g2+PdAA6+e1dN9b/6Rz1txyvnrIsOWDq50P56ZYqTfVOhLx7bTfQT+DhpbJtu+ilc9zFFyJp2aWvqk/XMtBmcoVPtm8Ez8jHv4BF1GZyXBq9Icl9cL/KvD2q/PNFpm9J3vZQO6wn9Pj8/P6jDvrl0GfSZHnxoAy9W3tzff935BIgtTRNgty2s/Elgr/U4lqdA3GN4OpO2Y9E2D9mwIs07XPhu+swL25oJG0DPBKJre20n6vubqG/A390Rtnm199brBstNwDip4347wOmECKW4oskDPnfSgT6bX959ZR2u7fQ16uE842mseNXg+yTEe/nRpX7nPaB+2yRBY7Tfqkx27hh6bCunZ7sLguuNvcAxjffsV1p3fUXjJy/OwN9yFFOTiPCgsd2EqcszX699L44vnt3irf3kczZ8or98M6ZpP/176/N3xy/22/7OMbLcz//6Puqtf6sPJg/g8+D95+e4Vh9en29/PV03/jSf6GN1rjjWkyzehWOs5L55l7wX50xxtLEQu2vXOnz3p3HuhJ+tT84xUK/fA2q86P45tjFd4PcJxzrutq2AppOTk3VxcbHOz8/XWutgcZMXA/3yyy97HE57jjlK6zSWrUvd7Up9xuRd+Gi+Oc71DljTQf/gK7JrvAKtXYS85Ue2rrtOSnV+KrYRxp/8ZozKPW3f9ttj2nmEh4fHd4Yiiyk+5b95jk6a1y0Tn1yPJ0GO9bWT3V/rcHF48flztKz1GNv8qcpzGO21+G3CDt+zfI/6n3v+rXI4ehKiyT4nGZzALqF1RNRl4+6BWGcwASgP4Ak82XiZxv7u57jfyftOpDSJv2diXuZpJ+lSY91kTWmaQJy/Q2MDeBth7i9grMF6eHjcdsu1KQGArJ2MNL2mwbywAbXcXbdBh2mCXveBmX4bX/dtmsxg8qEgxSDHcjQgsqE2H0liFFhAP/1n1bPBlvvJ9SZsvXvAcmdFCMlMEvjmUdtyYgxZcFa7V5uYJreJrKDRiUw7ufYf2i1/3jnBb6zkZ2KJNvlvZ4PeGyhaJyk++qjg1eMasAi/C/ImubtfW7YNOfFsAbaBLb+TnLVN5T7Ag3Ucur07o8lB2wJon+ym+e6dL9xnPhhAwMNet/w9Tpvc9EvSHKTYDnecFajtdruDSQ3oLB93u8cXy8HTgmC+m6fWCduC2vDd7vBFcN7BRDDgRHhBPnQVgHK/dRm+n5w8nvnaCS/kzTMkNLjelWQF8Pg2dm412K7/Rr71uwRnDUQ6dpGPeQq/PHnKDhJoNbjeAsa0XZ4jB/shT774N+un++yxbL/ltq0z9Nl4oDanOjfZduRV7GHf0x029LcTG8jLqxfdju8FJ9kmN5lgm9egjt+Km6BzwhG9x36y9drXNMjymLL8K+u2+V7ey19a2dLv31LvG9d8j/Ja+r9nf23rWu/UR/vT+gBsrhfoFG/bL1CHV6+6btNY321c6N+pnzPmz8/Pn8Sy9qdtY7qODZ6wj0vtdGOmLT/htib5mC/t+0TvVp8q3wkPUOzvjIF5jphu4oHjF9PaekoDx7BQPz7aeLu0gsPwo45pmuyEJv7qd6v7xkifP3/eYzr67V3TTBCUvvp42nHuxos713rEyU68Ejs5Cd9FN9wHzz0GTRcr/T2efGyscXXfTWi82DybxxlyMD4Hv19cXKyPHz/uY5vr6+t1c3NzMCF0cXGxLi8v9zz3OxuKHyvz4jTjYXSU754k8MSBsb/xrxdNmre0BY3c68kd095SHfS4NQ/Buh2vk87yDL+ZBj/T66bReJMyjUNPTDkOMM28s8z1tb/WLS+6gRa3Ux/Qulyn47ctGUyFex1Luj37QS8wqq1/zQTIsXTR1295/pj7ttr4c481tvzic+XVL6ZG+VFoigGCk0cTECl44ZrvdWd8z1qHQKBOnt9NtxV7SgLiaErTZFgK3BoEc727O5wYm5xq/5cvdgROXpXHNmDeFlkn4gE8GeAtmU1GZwtw+1pl2sQBhq0AfOL/2dnZ5iwseuhjmABdrAwwaOL5ghZ/nlZF4MC7WtIJOIM+T3JMjpwx45UTfYG5QWzBnEED78mABp41H9HdCVBYZ+wcu3JmkpHlZEdp++HxYSDr88WtxwadDbDgGwCW8y3dP4BUAxoKNBiEQrcTbeY/54o6kWigutY6cPaTszWPGxQ0sPSYc789duiDf7dd7koX1+u+TUGteebxYxkZ4G3ZaMZDVyoZoBu4WvZ+Wbr1DboMjPzZsuG7x7MnuDwJRPuAaSY+z8/P9/QDAtkCjR7DS7ZCM2E4+UjLvKDPNto22MX9dTBXsIveVv4OvGx3PEasX5Zfdah98th6eHjYH4u02z1ONrgf9MHgmON6/H4ZT8DyTqC1Ho9dmrYyw8fuMnGd3OPgYcIEDk5dV8eX/VTHgtu2rvq+6q91tYEMY8X9dT/Kh95f2ow1qpvcY3mjJ6XLds7Pu54GJH4GmbnPDXrR7RZo26Kh2KWT2PjX9/JefnSpXf9TtzvFQd+zrdfU+xZapnjkreWtdTWmmuqY4j5jGxKzvn9r8qF+ZPIrjbvxA/bZUywGxiG2sK9zPyYeFMP2+oR1fY95M/F1rafvz6J/5X/vKf4yRtzqW7GZ64G+yrrJevfR7wJr38wX+1rLzfhsrbUZOzZWhQ7zgBiZ3/GfjReN4fGT0EpMY78LJr27u9sn6L2TlPucqKY4jraPNt3GWc3ReDfzbne4YGm3m9/3WHlbB1msZF2kPuuOJzwa6xnTO58ztdUJO9pigvIf/IN/sNZae9mxSGetr7ucmYAARxfD07b7Yj23Xm3plOnziQ2ccuCxfH9/f3AaBYsQa8+s9/CscZvHYceu6bQsPX4mWZcHW7agz072zfpTjO37Wm/jCnISzumgA5UBf0w6wC/+yIdU3zqWJn1wbmGaUHmuPIdxai9tk50L4N7Jxv5WZZL7MWXSw9+yD5Nt+9Yy4RfbwpfKq3ZCMMu61tMg0R3ztWlAWnnqZJ/r1NYzBQSmy6sqGXA2qAU5BkEN1Knb/902/PGRETYGk8Fz+xgUt+vBVoBWEDDNppdvph3DVd5tyW0Ckjzn1e6TLH2GYvlXXvg5G8GHh4f9tmQ7Ju73qmbr4s3NzX5VgMGV7+FaX4RO+wAZJh4Khgxi2FVgoMPzJCShGRDRCQj6WxkbEFhW/MZkC9sy69zoL89Tt5N2bc+6YwBhWmsHqtPwqDsF4K0BFbT5aBfAnIGuHRPAskk195Vn0L9OOkxjrMGf9ZIdKAVg6CI6ULpYnWQ6AYae8fdRMz12qMDeK8IrK9NXwOCJJfprIN8dDtaRJrhNn/W7gIYdSeix38/gpKftO4CVumxbC0bYPdRJl9pS3kvi1STWtSZUec4rrsxbkuK8x8STgx579K+Bln/32Ka9+rw+z3XAPPrgyTvbfvfTfpNj0jyRC70GsNDS4wM8tqf2aMN89IIGP4887F/8DhDbjuqw7ZI/O6lduq1fDsDNY9uxBp3my4QtPAlSfS7gd5v2Seh2x/Jkt0tTk/Bur7beumhd8jjoeOc7wXZ9wISBqNs+t8kB716yfTDesF2vPTIP23+PJWhw37Dn7+W9vKbYb76X7TLZg99jeY08J5vauKn9nmIhdh94oYfj2vrmCX9RpiQ5dnOKZV0nmOri4uLJTkX7+sYbxY3ta2O+ib4tXjkJzH1b/s3Yt3Ls5I351HbtR+zXJxznz076OiZx3Eid9reOg5qEn/oNPuDZvmPB+Ja2jUeIH5ugXuvxxbiOQ42RuM9xVRfe8Czx4/QuzeoB/WrMYZw15QLApT5JwJi+EwXd5VGarUuMGy+kaWzCNe/cNrasrncsTfGL+wfWv7i4OIjjnYO6vLxcP//88zo5eXzHHjK6vb19sqOjcSntIuO+MB16wfJ+v193LFAnbVdviPG8+G+aqDGdzpf5t8rC9qSybFxcO2E8XL5wn8tWvbV/kz3058m2eByY51vxzFqPOow8yCd0TJnPzROaNsds3T30mlIb7XHg/rtdsHltqev5PeOJt2LC3zOW/FaevyqyYkXoWuvJ4HKi3oOvCeG1tlfCWdnXeroFZzIeNvYudpQGZwVKdsyAGq9kXuvRUbre1oGRmmbpHVi7r042OXlevjhIpl5/3wJCBqD9rfT43pY6x/42ASfL2EBiosE6MvUDnvPS4iZHqLsvucYZewKC/nJfV6Q4qVEnUaBSGX758mWfgCz9Ntbok+XqpArPWM5+vkDIvAX4AfQw3Jzh6r57jOCkvFK64wwaSFA2gW1ddQADEJsmopw8p01W8RiEsXKGCR7qNf8YZ9DhSRiuexIDYIZMXCc8qw4YaHts1KHCZ4My+oieduVWV+9bxpadeWyANI0Z078VANGW9RyZ2AZPSUn+t5227wk47KoTyNP7PbjX49cTFqah74o4OTnZy8+r92nPOji9YNtJaI8ByxA6CNw8udL3PRjAelLOu6Msx27ZPjk52e8EcDA1BQq2s5ZR/S6TrgaaDYz4bB4QBFE3k8L+oz0HYLvd464S+gq99Bsbb35Qp/0rdV9fX6+Tk5N1eXl54Dtsn7jfiZxOolq+2AXzuaV4wHUzhvjP7x7z1nPL2L7H9tSfGUvoFWPJ/TCuafLJPtd6VPvZ8d13tDgANc9bn+8x1vJnT0DSJ5IHHocOfMxj6HFf22/LrePN48d2nmfed0O8l9eW32vQ+OdcXhuMv+b+Y+49tr6t+xwb+ffGV/azjhfso/CdxYL1840fp9/dtuviD7/c91LUf9V+bsVypsd+7zkeudi2m4fGgPbHax3GSJNcJjrrq+1b/b80Fz85frPPKh5ondxjDMt99onQZ0xrvtgv99x9YkUnmKnPuZMeF9VEIP4ULA+O8q5c+2bwPVi6uzmcUyn+NrZz3FQ9t26xSKgL+0yz++Jnm99qDNZCbEDM6dyXE8HQ75xC4yn45YUca639eLS86deHDx/Wx48fD5K2XmjpXEYXIXlnqY/zggfeqewxATZFls5pecLLY8k4kt8dMzUn53Ey5Ux4zvphmRXHmp+uw5+38LnxNvdNdsS/1S8850usZ7Yv3oHN9S4Q57P1zjpbvzH5K4831+Xnp9zqVl9eKuWj6UIXnDv5PeGrl/wV90w8ei2m+ZZyjBx+6/qOnoT4R//oH61/82/+zeYgJei0QXEw3oC8itvBYoNv5a+wG/g/PDyeK2in67MG7dzWOpzB5jpG1IO9kwZdJY0zm4yCg147zwI4GzIcPCuiSeAUALl902hedYKE33Dwfs73GHBOyQnzbzJGBTX+Xyc+0U0hKXx6ejqCJfMEurqqo4l8f0YvC0LMZ54HsODMuO7V3e4HfMBJY0h9FqVBqWWPnlXWyBQ+QT/PMgEBP+7u7vZnuTqxY32jX9ZV+kddPAvYINnqxFH1023BcyeD6GvPeYQmaAR0wW+KAbcdGOO4dso6aBAKDzluh9UcLQA/dIAkFbbHYM12zY6/k12Ws/kPj6HDdBuc2z6hv9RjHliPmni3rJ2sN69rB2nL4wb5ok/IwQGLn2Nywv25v78/OD6NOg12mZw4Pz8/0Cd2OCBXxh59wp56ws1yxX6bZ+ge9N/e3u4nHrBHHY8G3e6z9Rt+0jcDassKe7H1vJOwTLRBA9e9Ss70OCFc8OexVJANT31mbrcKm4cOkHl5nlfMuaB7tsnWcwcr19fX+8BuChonflmvG/RZ19Z66sNsF73tvGNvS+bmszGB/anpMu2MEeyUX/DuxAK0Qq/tspMxbqO2wfjDOG6rL/Un5qnrnnY7FHes9fTIA+tzafZ/T8hMuNLjtFizmJV7/uZv/ma9l/fyLeVbgs1jgty/hPIj+vkavn/vhMAUpB9bP1jFC3W2JhyaELK9q03zn32l/2gfzMqKa8fFtp32841PimPWmlcb9z77qq2y9Wyv+TqfjRl9b/3wczK0X2rMRx1O4vKMJ9HXekzoG0sbazvmgedNHBunuRgHddEdi3xYhe7+mg9MQDhRXx/MQjFjh+ZR3K+bm5v9Owkbj9H+w8PDQf5jracLLoipp/6Cm81j54X8u+Mv2rc8Jh0Ao1iPiR0dJ3tXqHnEs16k1sUejlngx88//7xfvMU90Hl+fr4eHh72CyKbSHaM0xyG4/HyCGxlnGnMjT0Ci8M7YiV04cuXL/tcjvXJ7fI7fba+eexMfXN80GfRD2NVx0iOW9ADy99jcrJr1QPHUaaxdqm2yVjZk5foJXJwvrE2hZyEfYX9xFSPYxLbx9pWaHMdW37NY6r/t+5DJl4Y5fo7Jqf63lK+tZ5jn+9934o7tp7/Xnx5LS2vaffoSYgpSFxrHkAQ4cQZg7LAqQCmjtDKZ5BQwMR1T4Q4YT8xx6vv+G6FZ2CXZupicgOjVgffBI+T4R7waz2eoedknI0u/Cy/MACmr/01Dy2TJn5s0Ccw5X5ZHtaF0lBHYCPta7TZWVyu4dS8o8HPOGm61tonBw2eDOQKCku/na2ds98F4QS8ZeuEunUAnelKFPpqB1sgSnFi3XR38sIyYiIGfQX49RxS6jOwMjhBDga+Hi/uT4EWdfu4K3SQxKjP0rfuM7lDEpUkMw769PT04EXX5QvjxluDOy6sh7YLBZjn5+cHk0joxNnZ2cGkxG63O7hmXeAz/PXYA4Dx2atSPHlhfTAvOp7MS4rBngHEdK/r8X0eI7Yz/PeKqdpq+u4JAgrXkOdaT196Dd3TKmnvovGztGvdLTiCx8jXL4Nc6+vEAy/R9s4N6DGNBrXuP/zzZBX88Ivi7HPqSz0e67MKft2+J0H5bLrNk44PeOdgZ0r01x+Z7tps7KUnJjnHtmC3QL7Je4Ic04JOGGRbHy2fyadR93P+zGPCvp52WmftkNtov41f/Lv5bN5MWMgBPX2dxnd9gJ/xogzjnPomZFNfgI1y3da5tR4TDLUFpQleWBfMF+vt5NdNp8cF46b+g+QASYD38l6OLbZRby1/iiDytyqTLTqGV28J2Cdb/NZyTF3HtGN/OBWSj4537SscZ9d/1IfUttm32HY2dl9r7WMGFg6Ufmxy+eI6bZMbS098MObu9S1e1gfS7uTbW++EL3yffb3ra4LSf07G098J8xSbT3W1XerzrnDX0cUb7Qu7dv3euspxrcfEvScgJrkYF/ge+uzdEMYvXqTjXcHGZGADx0G73e4An3tsEPd59X2xMHFbcbYnXqCTOouNzGvL3PIhFvGCFd/DuGxdziNwigExyeXl5UF8ShxgzMfEEte8yK5jqHmgCb+SC5vem0a/sFfOZbFQrBMH7vOEz2jX9zw8fM1lQB/vqLHcKKadfnu8Wp62T41Vp3io/Ktu+JrtCNcbCxV7+7ttcWONLiom1vFYbD/AsuR/qJ8TRjpRx7Upj8d4Ywy9NDFgWtxPl9rDyXbBi/J7avOlUjkcc9+3lOee/xaM8j1wzVtKdczlWF4dPQnxf/1f/9fBzFQHlwNwbx81QU5kuBO91894MNugT0kajJwNsgcOtFGfZ/xseOlHV6XSZ6+I9UDtKgQDxi1H4JeOTUdzwLMasfLHsrDhnILztR5XN1gWUxuWE8+ZxhrpLWDnem1Y26YTNLT38ePHgwSi+wifASS73W4/8357e/sEPBV02/C6nr7A2u+BcN3Qbtk7eED+vrc8sv6U3+UlQIxrfleAwRYAxbpFcvf29nafTIcH9N9jyXrhcWJgDQhqoNGxQL1bgLvj0P0F/PD/y5cv+7Np/Xd9fb1PwALc0A/bnwZbDhK8yoZSuk9OTtbFxcUmeHLSE3DQc9y7QgY7YH66GFw3oWd7x70Gzh6Xtmu2D3XGBhnIo6utPCapn7q95der75ucbxuML++gcAKVPhQod/UNwNz6iyyZzOoYA5x13F5dXe23jvs4L9qFpglQOYAtLZadAxj0z7yEpgZU1VfbsurkWmsfeLLSyCu0aMv+1scvTDR3ks6TlN26j3zWWgcTuB6DPMNEnI9EK7B33QTVbqPj3M/Xz04+1G0YHHuFloMyA/IGOJaf/dY0Fvnu+ij2sw26t8ax7Tt0u3+enKAu5OHA2PUZQ9WXTvybkjXoeOl0X/27r7neJnls681bT85hc+FLkzGnp6f7a1++fFn/+l//6/Ve3strinePFxu/l69lSkT8uZTnaH9tQsE64iSr7R4+2X7B96/1dOK68Xn9m+2hcY/bPD8/3++ibjvGZH4ejGCbbJtt2tt3+4cpDipv67tdtibpnxuLjReKy7Zoc+KO/tj3OsGHz+qiItPmWGgrri6/+B2c6pgK3QED9gjUk5OTfXISuogbnQupvNx3H8Xk5LjxhPvJ/STC4asXqxkn+l1v9ueOnbrokHas59b/Hi2MvDwBwfPwyElg6wffizm9uIi4hnwUdFjvHC85LumubzAMvzvnAd+ZbKH/XtDmtp0T8mRIMSiygC4fC4XuQYP7Ttvn5+dP9KCy8diGNiYgkI/fi1EMv2XLrC/miWXP/fDXxXGNcXJtEbJzHzp2aYfrW3atdoj7eiqEF5au9RinlGdrrT3Pdrvd/h2AjQMmnlpujnl88ov71WKfsXV9yyc5xt2K0/5SS31Af3P5U/LEbf6Df/APjnrm6EkIO5smOGi81xsUT5MI0z0dvFZQO10rKsXBt+vnPq9ALY115g7A3YbpbfK5/Opsu52LjQLOfmuQVhamuQn2JnYAj/ynLR8r0+2MNjo2RlsAjOd8j3ll3tnR97fWR3IRIOA+9/xB+EjCENqRkXdRePKBtuivDbsnl7q7oglJHLN12ECrSSg7ado1+HXdBrfldx1cE6LWa9q4vr5eaz0mHb36voEBf/CCBL953DHHmZdTMpliIO5JCI95O1L3hwkJwCLgjC3B0GjwYeA4OXw7PU88eDx4/GJLDBKry7TDKncHltRRWVOneYOumw7k7HP2mww12HJfJtvb4rFvkO7nXXf56HsBb7ZzBRcAaOtT7RufvXqDurB5XPOOHvOD1TMeT070A8yurq4OkuWMdxLjUwLWfXdQYiDoAKrjoWDZ487j14lX9Mi+qIEW9PgdJQ5C0XfvJvFOCescvyMHA1DqY0zYRnisTcll2xmfccsxEPBuq2/U6WSJ9dt+3Pa4CcIC3NZjnfb1Bgn2kw5wJvrr+6dJevPXq+PcN8uh9mjCOv3d309OTvZjDFkgc09++79pmiYB6RsBM78Zm0B3d9E4EdK6vLuwQZ794yQ3+Okdd00e4R/fy3s5tvyTf/JP1t/+7d/ud2n1+L+3lL/EoHsrnnjpGcprnn1LW79VMV6YVizbt/uPYnzI/WAgY60pvqYYA4EHzs/PDyb3azvtE/m+5VummKbPF5Mfq/P2r37+OV4XLxV3Fie3LT7b9xgLOknZhVk8O/lp85fPbcO0uj5jZWNOx5rcVwzr9yY4Tu1qeeNU99F/jmeoD/zpnMMUExiTkYg3NqTPJMCNa/t+C+uPcwUsxCPB7QkZaJgWpVkGla+xmGNY4p+7u7v9jiLu8aQNz4K96Tv9bDxjXXWs4ji6mMg6QV2TXoGFit9sEzwB4YWCxcHWpdvb2/1732hva/Gd8zeO/2jT+TnzpBjbdPT3xnDWxUmffQSrbY7x/0s2a6KN/vK9eT73ARn6mC7Lszxb63ChePkz2RLX69IciMfvFr397PorF7fpuN70NK57K6469rktX/yteG6rrfL8Ne1UB3+LUnrPz8/XP/2n//SoZ4+ehHCwa2Ntx+HPDkALcgy2XI8TedPg91Y8M9qG222aZtru7KUTlW7TyULqsUMiYK1jcwKXgVmjttbhCnKvLKY9n+vtfm2tJrfDcRK1YIhELO1yzf2s4bB8XZ+dtJPIlkEHFH3YMsKu4+TkccW5JxBcB0kzdA4Q4gS4nZeBA32zzOAp33/66af9zgomHjzb3MS0+1ww7cmQAjbkb72xHnhMVGcstwmIU9yG9Qz98u4Nnuv2SwMVyw1etQ+mtYD/5ORxIsN67l0EBO+d/d7tdvuzJd2WV1B7lxEg0DbGyV33hc/UYefusQCA9ep6gIFlCuDGmcJLVm57ktB8go9N7LpM9Jm/0OSkr/XVOlrAUWcPTWs92pF+dsHGwWd24dS28ztydkLdMmGSD9q9+w15kvBxG55gYFeKn6EOBzAOxOABz/m6k738Vhvo0qDT9tznq9buW598lqvlBE+sp06koqcNOCxz2xXsqc/cZVxQb1+O5x1k8MyBMXRYZx1EOCBAVxg7DszoN/+/fHl8iZ79MYXxBU8MxB3MTGC69rf2bwogai+sj51ssnxNp6/ZviMXByC2/badtsfwxfrr8W17YPrMQ7e3hRcmm2GsBQ/op5MzxQwOqOyfq/vc22seG8Uh5sGW3YP2yb69l/fyXPlv/9v/dp8Ett9/L0+L7cyfE49sE9/6/JQssJ2c8IT9i31ZfV9tY+212wNbOO70y6htw40j/bzjuMnHuICdpvjT9088Pobvk72fnitvpmfrc7huGVVW7pNj0fKsmMJtdOLBGMKYyTil8Zex11qHpzKYTjC4d8f6Rc5gLO8k7tGk0wIQ6KWe4hbLwTgWHnkXAkfc+jvvQKD+YinTRvKbUizdhTzWecfvxWyWl+WwFes73vMih4eHhwMek+z/8OHDk8VTntgwpkWfLTvr21pP4/oJzxpPgdc+fPiwLi4u1vn5+b7t29vbPX/t5yoL8/fk5OTgNIbJbrlf1mnn+hhXPrZqwnq2W11giH40t2idgCbXDe3EKa27mNafHWeUVo9x18tYcI6H3RAs6OlkjGXunKzHcHWndBfTO15jrGLLO+FVG275dvxM/ILPnnisfTF9fyllwgRbfvT3UGwrHx6+Hpv2L/7Fvzjq2aMnIRw02sh2mydlMmT88YyZ6uRCEwQ83+T1c+36/g5Eg6cOUPe3QK99d0JlSsy6v9zjY0CcYHSS0M9R31bCwLObU3IAukgkmdaCxjrfzpjawJqHFBuCqQ3qcH1THQYYdv7tP0YYI+iJB/O2SQTzFlBhp2BD2qOd7AyZACkI8eQTtHvlvo0+z7hfvsZ1AIedjOU9gU7rrdv0qjyvBHGS3nIyELZ+WHexBZY3Ezjc5zFSfVtrHews8Urr6tD9/f26vr4+AFCAGK+Y9mrd3e7xqBiPCzteByNTYFIgUwDt9qcdF/C/8vdYfXh43IrsRDxAyyDPkw2mcbpeINSxDV9tp5FtdYz+WO+9WsH2ye85sC56bPYFap4UK/Azv+GLgbZ9CzIHnBq8WQdIeLPzocDUzxgg9p0KU1K5MrZOY7c61ukrwZr5b7AIH62v8Ld+D147yKPdySdYD7zry37n7OzsIGCF32s9vtuofth2uD5+CqRov7rqZ6egpxgCGn2Px4v7b11jLNqnmo8eJ6ar9tn3l24Xy8LjyVjg5OTxLOgGb/VjPNOxY/ka29m3WV+nhSeu30kG+wuPAdNW3OQEjvXS9oZ+F4wXOxUL8Qf2o323w+++xz70Ly3IeS8/vljfKf3+51B+a5pf2973pu8t9b31mem77b0xvyf0be94psmnJkSNVRxv898+gPjr4uLi4L0UpnXyx/7ddt8+tH3E9hajmj7b47bjeie++pr51fsm+Rkr1J81VuznxoL+3RjAuAAf5Prdx0murs99cAxUObhe2vQ7+Uy3E923t7cHi1mur6/3dE8YydifesmbWM78Tt2Of4yPf/rpp4OjcKFpwlh+j8Hd3eMu9C3s3SQsz3J0qcebcYXl688T1tztHndoTzkuxgVHoIGnWYAG/8hHlD/FdcWSJKuLdatfxu3w3HT4fQ9rPS44c3yBThUvOm5BluaTcaRxnLFZk9LWwWI/6nRcTH1bMuqY8XP87tzbc7sca6epc4opLUPbwqnu2hLHff4r/kbPPXngvEFp95/p8nPUN9mg5+xxf7Ntm+4vFm+c9ZdQ2r9e+z0W8AV2g2vHlFcdx2Qj9Zwj7MoGD/A6lLXWE6djxts5N6HThKxpsOHwisCCt4I4EohNmJKgPT8/X1dXV2u32x3M6JOU8iCcgBrFxtEOtc81uWQHVuNoUEM9nvQwKKgRrJGtAyiAKrD0b5ad9YDZV0pl4f6TPPRKeXTFiXIcc49hsmPzKhSDSByonaKfQe9an3VqArJ2Jub3w8PDPtlq4OV2J70s380/J+08Pps0qkOi306Md4eHk6UF1aaLhJVX3dOXnpnfFTMGftZDOymf9e/V2ZVhwZXrc5/9mw2meQ/w9FjyJAPPeeU5+tgxYNABb312Pn2sw/HOEp63XWogY51svw3AJtDS4mvug58FxGDzbZdOT0/3u4Y8ZsxrggT4yPfavwYME+DiOvrnxLcTnKw4ur//OvEGkGYFf3UJXliPu5LG4Hutx9U5HmPVCeuGgy143NUftAV/Jlnzv+fbw1/3y4GkfYCvuU1k4aP8drvd/v0ynPNK/XyHr+iubQR12v56nHqylN9q+80TVpRBo2XdVVp8R26e6KA+20f7BI8L/6/tQhes+9RrW16/5Dat7y4PDw/7IxIuLi72dtH4hXbdJv0rzbXv0O5xhY+ozsAb62/L1jXo9VhugqR8hjfwxDpUPrld26faXsaMsU3H43t5L28pndj6HmXCnT+yFJv8yPKWNoxHv0d5bX1vbbv4Cx8M5sUOgVGYjLBNrM+xnWwbjrWmxBO2mJXF7AYuJude41/qb3xQPtl31I/YD7qt1lU/Y9/RZ8vv1mNf2N+b4DWPiuVcn48Odimf7Iv8vP2P45XSZn7xTJPglZ0Thp58MI3o28QfcJlxFXwxjxsHQweY0Qv4ij1NLzST+/Diti7MM56GH8Xn5qd55pjD+KCxOPyackvmQRfBOT6ZTrdg3LHboLv8LVf31zx3HxojExsgN48z66rpsA1Bjn2Ph3XJn433reseB8bWFMdD8Kfxn3MS8BT9MB8s78b4HWO1J75u/roP8LT+vXbMWNL1TTk/nq/t81g27cRyjNfGec3d2QZYX5pHcts863xEn6s+9fnqmNvyfaV3sm+VxfS9bU/+4K3le9blcgyO2NLV30NhrPYdIc+VoyMrK2UNCUatBpViZesfddqw1kBNTrADnvsZJF4daAewlUidwImNHqXJXRsb6nQyzdfLMx8xxLUG49Q/8cRGzcYUOr2aEb5RR/lg2ZYnXrVYQ1PwWHq5x0CoQNQ8fnh43AbsbZ7UYR2hPR+fYgc2JVYoBk5OkPOsk33mneVqXjUJ4gFo2Vh+nnSrMyyv7DwKLvtc9cPjwrpa+iwTG3vAohPN7T87UgoCDXgnIEx5eHj6wm0S9dYP6jDgKa/djhN+BULQsWXU4YHPgFzr8Jghfu/KMuuiE4ouE5iwvAzwzcPysnbIfLJ9cJsT0OCaV6KQyOU3r3B3W9SP7TPvCsAm+2Dw2MDC/UGHfXY84BOakEf5ZbDq3U3T2LTNMh21ndRnm+HVQVx3sOKAjO/WX2yafWGDj4I/6vDujK0x7rFNsX2zXenCAI99bw12fSRJTk9P18XFxcFuGGRt+dc3WG62C/i06TzZtb7upGJrPjT5KC7bCq80db8oHRO2ncjRemnaXZ9ttXWUZ93X6bptRO0nvAFzMHHKi+YsK/OP9/U4sJ8SpbWJ9h2e/LW/qW2dcEZxSVdRWp9sd5Bb7Y/vo7/VDyeO/Jt1oPQbZx4LqN/Le6Ggb04EdKwXe7yXt5fimd9rqW9xwZaTALSvvL+/3x99QrEt7Z/xZHGU27MP5Tl2Qfjdav5rP/zd2MbPWNebdG/ya+KN7+fzVvzzGhlMn83HaXHkWoeT9I4XJn9mfhvzT31oLD99rg82X6dYtDIwFnUOAvkx0QAObTLTcYDj7OqD+wotjpf8HLR114HjG+iAtuIccAwL6ohZ+f3z588HGIJnLNe1no4rJ5qtQ/TNWMM88e5+43b64O8+dtQY3DL09cZ2PmqqiwkdZ8ATZO8FTZ1Yod0e/2qdsv49PDwcLNigfvgCDztxYX3xghBiGx/5ZPzdceR43jqPXkxxlLFdbbN/N/+MhTkG1nU0LnCxnni8lJ/Tc8i0uNs5idJueRXfTnE24691WUbun/NCW7GR9cb0NqaxfUS+E08nvn6r33/HYm8vjq+3sMZWefUkxFrrSVLOiuMkBr814YRhsuN0/VX4k5Onqz9s9JrUsoHA2NsA8pwNkp2cB7QVm6SV+WHwZAPY63ZoXnk79al8L4DrhIQHvZ3h9Kx5NoF2t4Hxpk4f51SdqLwb0JcnNsI24LRjMMazOGfoX+tw1tzJQOujwSDAANnXmeMEzQN2vAAUcJL0wTswDAIMptAzy9w6Yd213DqwLUO/9Jx74ZHPvu84g8fVBTuJSY52WHW+Bk5MIPGS6AIz61xX0psP8JF7p5l7T+Td3NwcTFxYprRrG2CnbJthB139dCKU1QfIoX1AJ1nZ5ro6SWqgDR89CWFbWNBIHV7FxjWeLd/dnunwSmffw29dsUJ71UPo/Pz58363gdvuKp3JFtgGbQU0BqrmTWXHOGVyCFve5PAUCPV/d0fRPjQ44cm9DZjqM12/9Z1g0BNaHtO2q3y/vLw8mNSxfJgk4j+rwAsemji2T4Yu201spnXO9gh9gSceY7bTHq88v9vt9hMZUzLaSQ9eeoe8C8bdJyenucd98meD+Po/B1RdjbXl46rLHZvmr8eixwa8YHyRuOLcZOhzHx1EGPt0Z0rtdhdM0MdpksE67HFbnnj81F939RtteWeHZWC+dNUc97lt7KX1x5ivPnjCZu/lvTxXrOdr/bjVc79lqR36UW1Q3tLWb0Hj9yqNoeqvwQzGhcYTaz36ZH9f6zFeoWDvaaufec4rsbfix9JOKQ7s86bBfW7SlXvr/2qboafyNpYxzdh744Hp/q04rf1y2/Xnbpd6Go9Mz9WPGmuudejP+e56SlPzLcSO+FvHZY2D3D46CF7gWccE1O9njdPRKWMsdML5k/II2liBzy5rYlDrYuNI64z5BmZljJCT8eQdhf4yuWHcQh3GHuapxzWFek5OTtbl5eWebvPBWNs0+z0c1mHGkOOTiQ7rinNJnnjxwiFepF09hfel1bzukVHEwc5NEOeyuwXb5hixuTh4xyQG8czt7e3BZA7F/S4enjA/9052ojEax1NNMZBL7Zv55PsnrOr2JsztCYDGOv3bSv43p+A2Jt9Ce/ZP4Pap1LbblnqsUbYW/LbOLd/054i3tmh+qS+/dV+ry1OMdCxNR09CeKWkDbATKxgbG2cXfvMAmAJB1z+BkCquDbfp8Bn+TiKUSZ5Y8Mty6hSh1b97wNoJcM0rLktPneckxP65jx6gpdd1dIDXsDhod5Kr9UzJBO7p6oW2b6djuRkU7naHLwN2v7qiFacBOPBfDbEdsQFRHbWTXCTxu7rfiS0n1QzWKke3ReEzv/n6JMPSzHU7/sqj26i9ehy6CVRs5E0bcnNy2gl3J6q82hlwAL/Oz8/3351kh+ce84wbJ7oAYh6rPqvUR6P53EvLF6BU8DWNM14CRmIZnjb5Wrq9GsXjBdl0pbnl3AAOfntihftse9y+j3XyOLWe1pa0wCfbafcBPZySrQbQBMsA2gZvPv6L65aH5eYx3FU+1hn0Bf2z7XZ7nZy0HfeEgv2ZXx5n/nKtwZl1hN8M1hwEQhO/QXd3a5jnpsUyv7+/3483j38ndrG11gdsWgPT+rqC2fpdj0fu98Sy9Qo7YP9Nu375nGXF+OacWo9ty57PEx6Z/Lfpm5I19b2Vr33wBIbtjxzMc90rwixLB4cU2xO+e6eDzw+e+GgbOI3N/jb1yfbL96319KWO9S+9zysujQl8X21lMVD5YllYhpWf7Tv65Xsqk/fyXr5XKVZ8L3+9BT/pIwedhOSzjyEkmczzJGbtY23zbJP5nbrAOBcXF+vy8vJgEmKtwzi7WKAxo31EbecU35g+rvn36b7pnum7PxtXN9bqJA3X7P8mX+5YqrkI6nD79rf9zdjA9Tq+dL8c15Y+x2M852SuJxFab2M5959kvfE5/faiMmjrKnjaJraZ+LLW4Y4M2r+5uXmCSdD5aREY2MLv0HL8iS6AuXkJNDQ4xiSnBD1OctMf4gxj0mIkj2XjbiYkistNB4l6J2jXenzBtt8n6PbMD8fTjid2u6+Lfa6vr/ex7MnJyT6xbxlN2Mq6PE0EeZLFuTJjN79boWPLOk3xkVGOta2XPkrXu7cdxxi/e1xPOR3rNf9ZnGobAi3wgO/F076PYrp6zfQb2zNW+K22vn32ePBCqo6JxrjUQ798JHrjqJfwjWXmeh0L1pccw7u3lsr6vczle8ZDR09COIFSRW5w6KTyWoc7HZrsMXhxwMozToKudZhcpXj7UB3rBG5sPCeFa8KSur0VlvYxmgUpTjLguHr0g2ky35yohB6vOu8ANyibjB3F9NnQQpOdCPfgqF3fSwC0vyGzCcSZbwAA64dBeBMXBWqeTLCz4r5pYsLODfl4K7STFeavV8BjiJ3Ur2MsmLNcnER2e70HsAKIMF30hXY/f/68T9ZZt8wHJ/t8j+nAsfgMUGTogAh+UYcTOZ6U6w4RkmZOMLOioGPQY4s2qq9up/psGZrf1hOvqrC98z3U37Hm1cTmiwEq93Ofwb7Bqm2e7WP1BTlM9gced2LONFBMW3fQTGPV+l175ES/d491B1gT3p5EKI8qF4N5nnV9jAHXgXw9ceWJMANidMw7OHzd9oXx52CpiXzrDjx2orygzmfy1pdu+S7Gv18yj109OTk5CK68s9D22WOAtmm/9tj8gA+2cZ8/fz4Iquzv4Bnt20ejOx6vtafsRru8vDwIrKifaxNucVsED5O+21+YXmMPy9X+ssDZEwzmU6+7TEGRv9umd0eRX2pufGA9WWvt7aTrmgLE9rcBoe2qbdMW9qId2zjLsAkJ7nGg4+u2ke6f5boVGLWv9uX2u+/lvfyI0gD8LaX2871sF9v5P2X703/7V/85YekjF23711oHMcxah4nt+kC3zT2832naWcH9k6/csqvFpW6r9dRuTzFUsXj70raKd7dkzvXSYAzke41h62OMvd1n02AfZmzkut22ZYGvnJLRrs94pXhrrcPjZeyT/byxl/1+41XTYB01n4yR8NM3Nzd7faP+Hsdq/OO6zP/T08f3qPgYqcrc9Luvu93XHcTuK/QRG/R4aMvMpzA0+Y/8jWWd+IbPl5eX+4U1tOOFq66He+g7v00vF3ffud9HhhMnXF9f7yd5iutNU/Gu9Ru+Y388MYRemF+NRxxr+sQKeNQx5UJ9lrEXjhXLO89WPnVMwofGpo6hvEthyhvYNk0+f7JN5tFkX415nSfzc8Wvtq3IEF1wHqg2p3bWfPCOEMcSL2GaySa6XvNgksvkm97Ln1d51XFMNWprPRp1OysPdCuSE4od4E4sNXC1o99KDLIqhEkBK64dovtTkGXnbBpwQE4gtK6CMjtNGyAbP/jhetwnt0FSqY6hA7NO1Ma7Dqy8NxCo4Z2MkHlXXSkIs1Nu0gPeAyK8LdJg2HV7hYK3DtbRFLxwHSfYF1+jK3Uq1kXrA7zhnq74Rd6VpwGugUmNMP1x0s+O1oCsMrQjsPN3Pbvdbn+GuPXRNMADxhb6SxLXTsg2wHRdX18fgEzaOj093W/35LvBq8c6DtM2B93xqhTaoL5OCkwz/NTvhPUUrLkPLtDtRHQDGhd0oY6az17dMwGf6rknDhoUNaHn+gxOqp/urwEncvHkUus4OTlZV1dXB3zy6pjaGa55cq0rhywraKwuEDggIya5zD/Gg+XlgKx8oy2/p8FAtzrRcVmfZeDovtMH7xyZQOgWGIUfTVyjh540tV1hErD22HV2gtV+xfbP8nt4eNjbclZVWW+8U8vP2977d/t/aOJlnciUsW7Z3d/fbx7Thrw98bmVSPDYM++ti5aXMY9lvJUkp5gHHYfUy3cmUXwv+oOO81t3vDUxUj9rHXXwbb9SfiDfYqvarWIM++uOE3wO9VBMv/vfz72v9rkTDKWvz7+X9/J7K+/6+Toe/Bb8eqmNYrViak9ATOfF14d0JSrxIv8dQ5e209PH90BwGgB1O7Zv33qdYh/ReN40b/FkwqKOYyf/2GJ/0+sTljJPnfx027TvSf8pF0EdlGJFy2NK9pYut+NFdvWzToQ7Jnb8af3B7xvjG896sYTrKHZwrsEvnK4MTHcxo/+6sAqeQy8LFsFAHUuWgxfU2N+7b7vdbn/ELjHEr7/+Op6m0YVx1QnjM8f3Hz582LdhOT88POwX63inhXGP4wjHRY6N1no87YAdVc5XTHkcT2R5UgLsfn5+fpADcIxRTGc9NM5DxtTjPB26eH19vb/Px+YWI9IuNo32p0Vh2ER4NOF6X+uRWm67eNXtTvmiKVfqMT7FUBTbA+4zzea973MOx/kF88+6xORD441JrsXdFNsNT25tLWAyD/q5dsr1T3HQc7b/R5fJr7yXt5VXTUI02TEBCjtYJ07t0DkugHv57ERNV0cyaAyI+I1V6Q2G/d+KzTXPhLaPBjx2fjj5Jh/47rP2t2Yf/Rz02OHwvBPFU7KjybkG+XaYTupvATP+yl8nficQa9mb1q6onu6n/05uUQ+A3H3BwfCsQQKAwolgy3O32x3MrtsB73Zfj/cwQLPe3tzcHACtLb6ZT3bI6CD9cD8tZ655Bt+rov3Xfj48PBwkMLeAf0GE6bIuGsTBa9N0f3+/P7bo5uZmDyTs0Knz4uJiXV1dHThe/n/69GkvN963QJs9RxOg5n75s+vnulfIIB/T4EQh46Ty9f13d3f7OtEpAJvl7zGBbqLDXjnTcdJkZ23MBHDot89JXeswYGngg+55ksL3NMjwmDBgmGyOwTO22UFAdw2stQ7eTWDg7O3J8MP+xPrIyiXo8TZsEuHmqccFvO+Y3SoNZsoX61KTAFs23XVWf0yrbWdtMXKyDjphz1gjKOqOIut67cV0JFU/19fd3t6OK4Wg17tZ3NY0edtA+v7+/qBfXtVjvjLx2THw8PC4rZ6FDOZl+9dgYeqvx4kT8rRpOboe45sGEwRdHbfmm/+mAM7+sKsBXQd99vjyuHACwRP7DQZan/vra9T54cOHg9V9jGkHh/DXNrAJr/7ufpYueOFVZL6/PvS9vJdvLbbffP9zKqa3Y/5PVY6l47ei96V2Ghdh870r2YuwnOhy0sjxMLgbX4+PX+sxnvZiHNtH3gNxcXFxcMRJabWdnf6mfk/PuG7/9/XW1cnixmGtk8+OCRqjls5ijsZzxh+u19jNPJsmHxxzGXOvdXhChOmn/+AT5y4c/0Kvk+LWEeMSSicQ6Hd9H3UbOzh2IK+z1jpYGGhs3biTvsArdK84hPZ8NGUTtI27fLSy8ZQTz9BAsh16rq6uDuKRjjPjVvN+0kXnN8Aavge+k8cC8yBjHydkjFzdNb9sI4ybqpPoCgsBjSubByBW5Zg27zSnLeeKjGctI/jlxYjFa8V2tknUbZ20niEbY3+u1wYYt9omNs41TW6XtpCTedd42jphPTJWf85++vfJfjVu6ERK40Z8gtso7vXOhtLt/iBndkOY16Z3sr9b/qOxg8dNY+I+M/mT712qE39NZcvXv6UcPQlRo2lHUKVqYM6zTeCu9ZioXuswUd+g2Q7MBpKVls8pXYNofrfiT4MPmk0/NPEZR+EVh6bdPPI1g5kauTpVP+9nSpP72+SgkwztK20aFLTNDn7LpgasieBet47wu88cRC/KUxITlk2TH6XNoAmHhPOkvwX77hfArwls86uOy/yizwYQ7jPtGkDRVl+g7SRuz8ZEbuahdd/gj/abeDLgAqjSroEQdMIbgwvr5NnZ2X6r7fn5+frw4cP69OnTwcSRJxudCKJNZPP58+c9yD05OVnX19d7WdimuA/WA/TGY9XJR9sxQM5WXdYz9IdSmrp6nok1aIIO9MnAwDbKY9NtmvesQKoOWiaTjTEot82wbrstf6ctT1DVjl5fXx+MLQNx5A59Nzc3+3adwGV8+Jgtgy1PWlge1n3X5Z0yJK7pu8d7gaj77v42QLYvswysS5P98M4Rj10HAvYJPN/JEj9jPnE/MmaHkm0tQZH5xTUD626htg2wn3h4eAw4oI1CYAOA91b8s7OzdX//uHJqrXUAsuEl9pB6OlbN32IN4wvocWBreXosTLzk9/reaRxWrxusVTc6Hpt4h3+llQkgH4ll32L8ZVzAajQnW9ChBvLuP+Ov9NmP2cfQN+ugdb8YyoEv9qC21pOu9vHuV+2q77dNtIzey3v5XuV7BnHv5U9b3iLH+hNsuDFu/YLjlMbd9m1OeILPWSxkP2JMyg4I776FpsaCbc8+AH7Ud5pPxZS2xcY8xaxT7NrYuXUanzWWbTv+rVh5rcN36nG9k/323RNmLKbs4oyuIDb9fv+H66Fd7+Z0TGe8BJ+b3KZfLEgxnnU8aJyMfhgT4juLU32KA/UbNzo+neRlXhkTXF1dPeHVlC9w/GAcZOxycvL1FIbr6+sn77EDm3Sne/UZOVKfF06yyA6eMPHB4qjPnz+vT58+rbu7u/1kIPEz2NiLqqCn+S/jZevt/f3jy5/NU3bT+r0GDw8PBzkZYzbupZyenh4c/+kYtgsAHftbn87Ozg528Fq/Jp3hPRX03fFFY3CPS+efLEe/w867i11qI2j78+fP6+zsbJ2dnY3Y0+1N34stay/53JjGOkzfvejNONfjxs94AqV0McasX/iV0k59+BPeBbmFm2sze639r/95zufWr76X33d51U4IjKGNrAe6Exn+j8JMK35dP/c2QVBwVSdhkFQQYWNbsGIgtjXwCyom4OVrTqJv8bH99WAvuOOeJiv4vSBuCqzNQwf7GCquO0ldg1egacBgmjy5YnptENtvklvI0yuCmrSwMzPtdgxca4LS/61TdV6tw87SAAleW+bUa2D70jjxhJYDByeeTQfX3HfTZV3hHp7Z0nX4z2+0NSUv6cP9/deV558/fz5IiiMn6kD+Hz9+XBcXF3sw5Qklb0Ovsyxvf/rpp3V+fr6fiAC4sD3X2wLNFydBDXotE+s2/LCO2640eHFQMAUTlolt3FR3x9+U0PY4awLPY6Z2zt8L2Brgup4Ghda/BhjohQEMemGdA/xxVJD7xcpo70Sjfe8k8bn23AO47wTjw8Pjy+2gxyDMAL4TmOV/+WZb0AIfPR48rjzGXaxXts2T/bVfdUDLPQBRPhNQkIzmWQNS7uO3yt30rPW4nZrrBqcECg5IPQFkG9Ln4Xn5wrX7+/t1fX29X4nDaq0GxMdgjufkZ/pMz/Q7PJsWAJiOqd2CbPuStQ5XtxlfTfzhd08C2rZDo/WyvsGTD77mCVzTVztpe+b6O5nEs7bLroMJafPQ47OJAf5395ztthNBnshpcuS9vJfvWRpYf2tda/1+dib8Xkuxy7eW19RhG97YCr9rDNxJB2NHPzdhSfvNLlqyTQVL96gYyhQvu33b9akUf24lmmzvG4s0Zpli0cqieNx8c38cP/nZypV+1NcYYzW2bd2OR6Hb7dhfO/Ysn9ov1zP1x4t5pv+mu1jTvtkLdxpD9DmKk5+04byNC3Q4Ady2LHuffuF2kA/jyfE0dbDApYsNbm5u9ruIpgUpxj3G3u4/sUv1qfp9fX29fv7553V3d7d+/fXX/Uuh6U8Xt034n4R55eS4lfboG7zhGSfyn+M7Ospn8jZnZ2cHsTc8wc743XZe3EW/1np8t6oXNlUPad94lToaA9Mfj3diQsdHxXe1qy69p3i2sZV12p/pf2M499l1Tr598mO0jfy2cpuOq/A7jIUulK199vXmhWi/447np7ocJ0x+pHF3MVP58Jwvei+/z3L0JISDQIoNgx29Z8dRcDtCG28Ux0as9VA3hpujcUxPBxjXGow2yWknA80FahNgcv8x/h7Ya80vgIJf0yDmtym49vOlpY6/g9SJDycmJz61XxNIqcwnh/ES3ykkjw2QvRvBRgcHRvtO2FU20MpROQYVtIGscL44rYLmJnMMCHysmAEZfff2agOV0s4xMj6H07PqpqM7BszTAm3z2nrq4IDkk8dTx91aj44NB29ZAIgAPP5rgtYOy/db/wo6OGKIJCMTD+6HZWf+eALMOuvrtOMJKNulJhztPDve6mw9Flx/E6IOMg20rIsGOK7TZ/i2Lusz1ywL/3cQ2zFoUO4kvHcmrfU1iGASohN26C96hTypdwLHax2OTWTKuK5szTf7IgNFgvLqDGWacGny1PKtLnsFFHx1+x2X9Mlj7eHh4aB/1RPTwf1O6lcvK0+v6qIdB2buB8GOE7Ze6WI9rf8qcHTAZFsEnZ7ghN6Li4v9Ki6PM08U3t/f71dINYggAPLLuS1LJ3osN9cBLZ0osv0p5rBv5D6PX49Tvk9j1pMA1DVN4LhfrrdH6TmRD30OAJvYmVY1+fktjGQZNfFhW1Idqd0xPfbL1FcstWWj7S9cn+XYANGB2Xt5L9+zVO/fUl7z/Pdo7718e6lfYbeaMXZ9gRdTTBitv7l+42mSvJeXl/v4ix0YtptTIo76tmKMSb8mLOVS/2Gc5zq3aGmybErglU5/t3+u358whtvxfY3rjRcdzzXhSB2Omaa+1I/5urEJOMH8n+Q08YTnodGr771QBTq9M7m+13w2ZrLMfL95AQ2uC7wBTazIN4bq4iSumT5PtlH/9fX1ur+/X1dXV2PsYv1wXxx/w6PylvE99ZE4BrzrfsB/cBm8N7/Ib3gSxvbAvFprHdRFHE3imPrZ2eA2jcF4ef1aa79bg/4aH7OgsuPEfPTOZ+J57zhCBsjM8nC/HPNZjx2X8Znjnv37hMOL1Y3rJ7zrPjQGaP8b+7sut2Fdad6ucRQ0ODdqe+G2HGd2ktLHSjmf1UkfY2iPp/v7+/3xYp5M7lguf/y/pTT8Xspzfu29HFeOnoRwAr0KaIVv8NqB28DcYGqtw7PYnCDF4GCwJ2W0Aru+rrDz7/SJawYQvQ9D14SW67EhgP7uwqiBcXsTneZRDRF1TytoLY/yyTKyHE3jS8XJBNNb4Oc+lHc+g9JJw6kdrvu8ya5WwHCyHezm5mb/olrqssOC706IdTuzz+G0XhmYGYCSqKMeTyxwr7clcmSNAaCBSOVlJ72VuLHzqt4VADvo4b46HNdrsIzcOvvPTLgTTU067Xa7gx0QfqEZvD05OdnX48QoK53hAasxDKANxmyfkLtXQpQ3noS0M5+CCvrNCmyS6+439XjVQYFPt7h2EtYArsltPvvPsuxY73/oaV/5sw6bRwZC/N3e3u4n1ehL66dN72jyuIKvnpBDPk5G+znrcSeA0RsHgLYdtu3U54k264f5bv2g3S077zNQnRSgHo8R+5GOb9tbaKkNrP3vd2yb/cMk0wZODkg6GeEAx3rnOpAfn6mjfOnk0Vpr/z6Y+nNPoGKvvcrHeuD+ud98pw+2XZU93wvymxjyeDW/zMsGVn6GerG5tG16fc19MR3WNa+INbZq8so61Pr43XL2Mw5StvQXHaJvnsyvTtpeelzUDm1NSkyBj3XCdqa2tv19L+/lT1mqw1PAvlXsl17z3Et1fq+6/hpKYyz+WD1q/DL9YTNt8/ydv2JC6rVP5jmwc2PF4p3GZVOcsBVvNi5sG5M/w9bbP/K775ti9cagvebr9nP+vtY68MN+jt8dB00+vHVNuAwcbIztvk0+2XjDNJoeF2OmxtNgZcekk565/bYx6YnjFOOXjgHLcrfb7XEeq/bLKy+8MJ3c8+XLlz3OIcnqyQr6Q3+N89kJPfl788B97cK9SZ/cV+iiTvIZ9JfJQTC6dw5XN9hl4EUlYEovwITWxlLGlo0/0QkvPmICwu98pB9+9xs8NI42fRQvniM2aD7J75BtDIQ+ePFaczzUg6w5ttX43XiU+70j3HpenOjr8GKydx63tt2Uxn2+Z2rPMqythAeO4dw/T0rR9x6vWzsBjfYv7je/eWLbciovS/9LpXGk6/hTFuvDX1PZ6nPj5ZfK0ZMQv/zyy/78aAoGrcDDM/5OOncgWdHdKQf4GDG/fLpJwzr/lwCP24J++gLdBUdl7DQxQN+cOGjijee9Q8SOwKUOfQKCrncLAJBYn4yVeWV5mV/TwDePLLcpkb2ljABfJ2nc1yYVfKSS39HgZIInq7xSmnqY4W9y00DLwMnHBXHNuoOukkBvoslJH3SFJK0BYxN+dbhNVlYXtuQwJSf9THULWrwbBd45sQvIAPQBHs1HivsAQKG/AAIcvlc8IMvdbrd/8bNXbcF36oU2t4uOQReO2TKhfeu4wcxkUBsITHyhuF1vt618unqe3zx+0TH4RQKxMrY8Xazj1bcpsMEGA2Stq6Ydvnd1ylrrYOLYicq1Hu1gE5boL8AcW+mxb97TF+rjOdO3taK6QYwD960tpQX0HpcOSsxzeGYQbp65/war9Y8FpvZB5oeTy07uOpCz/lAX/UaG1H99fb3nPaDf7fa8fvtIdNY8Y8xAr5PjHSO04zHZCWjkSwDrXRzW6/bV9urk5PFdFB0f02QZelVfSf0F7NVzy7V9My9cZ8e0/XoxkftNUIiNMl8IeFkl5p1CyKLjgHp7VrYneghKrP/V02mVYIMp2prscIOcYrViL3TKE81bOIhrv/zyy3ov7+U1ZRqrv5fyPWn7Pffz91am2BQca8zto5n47+ftV/3fiVbuN44AEzuRSNmKJad2G3u0jik2PIYfJyeHL8Z1vVvtU8/WRMHUvv2M/1uX7W/sX8ACPVrGEzzc2+eKK/jNZ/HbHzme6lHCTSb7/snnleckII1vjGFpBzwFbnRcbD2DdmJsYwTuaVzJPcSOpp/vXuBW3E4/yt9iesvEmJN4YpKdn+3kHb+Db1y3ZUtxLOc++JSGtR6PYSpmsx4UIzbWnnIf1hfu47kudnMsDU7ERhGDYx9oC93zSQXwt/bA+u0durRb22P8Tz2Nl8gTPDw8PDkKqzExOtxdK9RnGVgXoMV1d6xXFtWX1jnFB174SZvVvymOcLu297WZjI3qnI8/dj2ezHBMM2FtT0KcnZ3tJ8nKx/Ko13x/ZTTlQd/Ln285ehLi559/XldXVwfJgBo4JyWciLeDMqiqIhe4ECyT/FjrUWm9grCJJTs9J1+mQL2DoIlzO7L2fQqIDRDWekxebwXFBQQ2hJQaGydeKBMYcTHdNmB2jFPCy58no+i2O3O6BVShwTOlk8FHHnZmyKFJexwLYI1JK+po4s98NWCBb04m2ynb2Xk1gIGX6eMZvwMBZ9XVIZa7E7MGf6Z7ctbUZRDf4MKAzqCfPkGTQQtgxEAZupCnQVGdbxPM5gUgiyTYxcXFwYSRdcAr2r3aYbfb7VdswHcDHcYYNBVY8Cx9cb22VQWr1ufqFhMutYvlBX8GyOa77ZgnNv28dZhisE2blVeBUleZw/eCZ9tVBwoNHqELmdtuOHFf4HVzc7Ourq4OVs17XNnmeJUgfWwga73ZAjGVo8H+cyulPSY6MWJe1gavtQ4m1y33CbS7fR995vvcpvlpPZgC4/otl7Ozs7XWehJceCWax4Z9WMcL4xD6WJnUAJxgZsIateceK5Y9ttoTMdhzy7lAnUCG+qrT0FCbsKVT9Ycd2x6/xQke8w04K/diIeu6Vwd6XDcJtdbaJ6gcWEBXz0qmP74XHbPMJ8zkcQy9XLcvc7/a7sSXyc5Sb8dHbVo/08bf/M3fPJHte3kvzxUmQr9nmWzMj3zuz6nUh/6p6Zh8wvSdCfoJdxrb1KfbPva7cQKYmDjl4uLi4EXUxgXGv2s93V1bfNM41t/NC/d3wiW0NfkOP8f9XihlWlpnfU7lVJ9Q/O3fHSdNyTVj58ZlTiDbv/CccTl1EMv6XurDx1E60eTfi/Ht1+pXeREyxQv6npMn9IPl+l5D67DrPzs7W5eXl+v8/PxgN0AXhbUfxkTN2dDeWoe7O6YFZZV/f3N8bL0w79DFSUZ+xnXCm+vr631dXvHP0aHGaTwz7XpAd3lfqseL3+VhHYFH4HvbHL6zKIUdENxzf3+/Pn369ES2f/zjH/dtOW6rrjmXYpocC3gcWecdk1rvGS8PDw/7I6K4hsyMfWnPsUF1u/GL761Nat6jcY912DHd1pjqZ+sY151f6Lg+OTk5wPGWBbypzcffVP9btnwQNHhivdic+6b/k+82T3vtvfx+C7b8pXL0JMT/+X/+n09WW2DYndhca16N1iDURpXnDca+fPmyPn36dOAA/BwDZFLEBrCULeNgJceY1ak3CdVEcAfRw8PjdrjLy8u11joYkDYYNiA1NJORYmZySgT0/MOCIdpwn0z31mff56RqeetEXGVvGnrm4FSXn8EQeiUnBtKJEX6vfnRrmnk0JfL8XJP2GPcms9Z6XA3PkTHQ00mTAmp/ri5u0cT3CZCjB2utg5UaBbnWLQNhAxnX6+cbePBXeuG1d45YHgbp7BJhJh3HSF2Afxzcw8PDwVZ2dGUCpuiS+2EAg17ym4FUwZn5MgFtJ1ApBQP0oxM6Xl1PvU4Yco9LdWtqy3pO35iom8YBIIc++nzSyfZw9Bk0YwOh2ytzqicey9TjVUrWMwNar+ZzPzvWab/jwc/RF9sbA3ZWz1hW5oXlUhtm2XAf/a0tLbCe/J3HWvXadsK862RGQav75QCvth1by3fq8RFpJydf37vhl9Z5KzTycD3mgW382dnZgdw9PtsXdNZA2nygbtsP8xPZdYJ8sp300/KjniYfodv60ckHyxFautpty565vx6XHnuMv/pw2xLG60SvbYztJ3S4/WI2fjNWrF4aj9A29BqTTbanPnGtx0QGPqNjcQqApkDn7u5u/e//+/++3st7eU35j/6j/2j9d//df7eur68PfOr3LMXnf0nl2D69te8d79+zTPU6nqT93e5xJy4Y0wkhP9Nr1Om6XLzqnHYuLi7Wx48f98lFsHNpnmwjvt7tbWHNKTavrhZHGyvX7vta66/vmWJx+5VJPo5fmix1vV7kwD32jZW16+Y+sI0XTDVJXvxZ2vjNK8mNE4xZp76Dq4y7wWJdKGec7ImYYjf0w9jbv3eR11prnywmToZOy9QxC589yeHJgPJrrccYoVjHOZTyjr5ZPxgv7n/jJsvMcpr0ozjGcUfxI/G4cxvgahZrWQ7OG3jCpv3hundDnJycrPPz871O2lastfYx2v39/bq4uFgPDw8Hu6Sd23FMDJ+M39E/+MmiXceKloPv7VhuHGb82rxa9YV7m6fx/ZZp85LWGfO5uLn42b+ZFn6r3ChTjnOKQ2yz6nusi82HTLFhc5WO/TyO8FOcWuFc1Ja/nXCRr024/L389mXLp1PQufPz8/Uf/Af/wVF1Hj0JMRkzTwh4QExJ0bUOk6cFgB4IrIL1iylrcBq0T4Org9I0TrOWTjI26dCERR2VDYb7d3t7e/DCMfNzKzCenFjBHjzpMzaE5VX50mcLGjrYa1xrBGvY+qzBphPIptX0oBM4JL8sin4Amny+oxPKJHC7AsWAo7ykbs4Xv7u72yfCzs/PDxI7BUtfvnzZ666PjqmM+e73HdiYW1aTnliXPKk0geP7+/snyWP306DbOl0gtAW6LPs6Yh+zxO9bW//cvgEZ+oIM4MPFxcVaa+1fRgtQNb1O6DZxz2/wxeO/YB8aqBOAj/54xZn5blDlcVngRH8ti4KAPmObY5ts++bvU/KvNrzBEHR5QgD+W29LD7R4xT465Qka74b59OnTQTAygWiPD69iQfcdkNSWmgcF3R4TtqW1qdYN66pBGeMNOuoHfVRUA8WOpwm0NWlgnXrJ5tv2ISPqMDhHdl5J0wDXNufk5GS/qovfz8/P9zYOfrCt3yvdzD/TQH/8AsLqrY94mrAB7wVizJpflPpz6PBuiI7L4p62Xfk1wHVwZjtV+i3jrv5rsN76bFdsS6HdQZp9mu2o7f2k666z/Jx0d0s/ueY+cQ3fX8wxTcS6jqkeX58mKkt7sdR7eS/HlmlS/71839KY5LVly069pt1jrtNW/QVHV3TyoQlb74ion1jrcDeqv3O/d0A4qcjvxsn0w7h48muNZab/lYkxqb/bd3nMrPUYM5SPxb3PlSmWLX5q/2z7u9iteKo+pDhhrUd74P76KB7jGONC41RKMSnPNrFufvHZR3+dnJzsT7i4v7/fL56DNhfi68aj0ItP7jFA0IHe+dpa66Ad66Sxy4TRrR9+h1hXyaM7xgsPD49HISET7vEiMOr2GHS80fEMbVvjwYumwFnEjfCeWNIvOWYse/EY75H0rhzrQn0O1x3PttjmcPySecNOC+KDL1++vs8SXA/uRx5dZGW9gnbiQPpYvUPGPO/TKMxH54oci1OMiamTBUnWO2Nty8oxLrRMsZexvnn/XMzg38zv6hOfHUeYN46jatehvbkAeNO/8rLxyHN4nbjs7Ozs4L2qx5TnYgT4636+1Yeb5nd8//2K485jytGTEJ7dpBjwrHWomCinAbgdsJXfBvfXX3/dz6pOCaLJuTc4hRZ+43sHcutjQGNcm6yxwy+IcukAvb6+XpeXlweDpjx0kGy6Wy//cSB9nt/tIC0Tt4uj7r1Tm+Wzedk6KuMayWnlJ7TZgFrO7CqwQ7OMAHM4MK8y8aAwiCz9tO/zOakLYNCVqdTJllV2vxh0mN9Olk3JR+6djGuTIQZa1fuCNVaOOCnaLaSVV+uG5tLjgKU0mh6vvGk/XI8TdC6WP5MaTGbc3Nys/99/+V+u/8/V1SEzHx7W2u0O/3/t7OHn8GCttXb5bbpn8xrt5drDUO9mO4+VP/ntNfTS7quKnjnWQVf2vr5Fy17u9/dPaDzQzbUOfncv3wIfGFv/79nZ+v/+h//hXgdtXzwJ4uBkrcNj02oLTbtt7sPD190iDw8PB+8qsf1h3HvFWQGwdwtOdDdINy0FjGutJwGLfTJ0T/4TeqDXvn6tx8lB/Kl3K3nlVoEu9fOZRQ21adgKbyF2AIwN4ai1i4uL/bt7qNPJdsutbdk3dqxv8b0+laDB/m/CBOa5edsdbR1rniyhPXiC3e5kSNuintLfAKdtN8CznTduKm8dFB3YMukE/Zp8doMiy8sBmieuzG+Co9Y1LTp5L+/lNeVf/It/cZAMeQ7bf2up/er1rWf+0oLv5+KXqfyo/k8+wnaUvybAsFtNCE1+o9/Xelxd3HdKsAPCEx6e2IBGt2P/jj+eJvL7v2W6bv40jug9TQTyzOTLJuzTeN30Ftc4uU8b3rXqxOBL8Y7raF/dFnLrsy+V8nCt9cSXum+0UZpap/lnXk84iOv3948LrooD0Ecv/DG97ov5gY93Lsi6AL64u7t7cqyY6+ezsWFXsjued3vGPQ8Ph+848Dihr77ftBivwVtPnJheFmL5iODLy8t9DunXX39dV1dX+3q9WKaLnprbqc7QD8pPP/20373MBARJZHZAIAfnUljxbvmSC4E30MKOaHhtG9idRrZPnfxxDNLFUlOe0OPVkx6e+Oti4eqqx5Prd2L82PFrvjxnQ6f44Ll4hHrhDXx0POlJKO4jv+UFllu0tO2tWOHs7Gw/SVW6J1xdW+36G0v03teWxhvP1fEWfPXXWNC3m5ub9bd/+7dHPXP0JARlCs75/txOB561kjqB8PDwdUvX1dXVwepoH63Qgf/cgCh4moxwFchBOYad+yZwVJ74ux2Pk0VcmwDMWk+PqZqMjw1s6bGTNm3mQ+tzOwYqfn4asHXAvs9Bv41Fzyg1IOv9psPOxxMSgJRpG2OT3U1kQAP0uh0KyTiMsmfxccqsDljrMeEDX60PBbxOknDfcwZ2ksvUz8qI/hkYWr8mwLnW2r+joQDK7ZbnPO+VNv7N8oYW+LWlo+4HPL+9vV0fPvz/2fvXWNm27L4PG1V1zn6dc/tBNkVa3Y5IMSIFPgRINMSHYMmw3YoJpQlQgPUlUADBAZjIhv3FsJ0EChTESWAYiD8oiOzYkmzFcGJTYps0pEimIFmkKIn0g4IoiaEttflUq7vZ5O2+Z++q2o+qfNj3t+q3/nus/TiPe869XRPY2FWr1ppzzDHH4z/GfKzHAzCbz+f11tlZfeT0tPZlXx5SciVa1XgrvidIndh1AtkBs22V7TlgHt/iFT8Z2NleUD8JdOhkYjH9GrptvcwdOQ6gEuz5iAb4Ah/oH33ld98LT+3nWGSQSQ7udTBFWzmh7IkM0wUt3ioPmKbPnM9u/8N96XOMF3KsEmuk/8sxo9iG5o4rB9cZ7PM9kxRTuwC6tr3azyuSLNtp1zeb8W4eYzbLaK4kNC86XLJYLIbdhZ4ssF+0ntlHO+hFjvAdXh1nH87z6Wf9u/GHx7ULZPdlX+5b/J6wLuB+3eWDINNTsWbVq5uAeBG+WQac9HJiyDEZ9jEXBBl32H/gR6mHZCLvgPCqbieFHYvbVnsHYtXNRW+dbZz6nn67i99dZ4ev/Hy2cZt+Od7g/lxp7D564iEXJPK8k4dT/QU72EdmYtzJQecI+DPtGSMlX1wYV37zhLuP1+n4m3EYMsZv3U4A4xvGjp0+xn/GeMZzuUiQdxAYSzt2NIYzbs2FHcZv5m+O42KxGL3UGPp4BoxgfpCP6HTR2NDYhHsdd3QJYrAnmOnZs2c1m81GixyNzTJ/Yl6nTjHuznNxfA5/i8VimAxhlwZ9gwb6ayzHOObR2LYdeQIC8Xz3LhB4ZF30Ii70iDE01nX8waSK7S164bjAY5Y2y3Ym9ZMxTfxq3ej6lnkSX7e8W6ZcVz5rvfRCK2JQ21TXnxMwOa60nznMpMe6AN9Xq9VI59yf58VFL4rLs+0pHNHduy83i+MoL2K8q9x7EsIBmYUskydVNTLUVbsBzNk5H/dwdnY2bC+z0qXjwSgnbXZmtAnNdh78xnPQkYYjFb8L8p1MyN/TYLHyk/udYEjhtnHrAmMSQXam1Gu+V91cue72PT45+5sJuOxX0pug6LYklscUp9XVRz9zJacTIHmWJI7e40TSwzzgfoOCpD8nZLJdJiB4ea6dm+mnXjtMOwHacLKE+7vJqtSnPGvf907JELLRTR51gBK+m/92KmnMzUOOUYJW0+bzR1N/U9/4zjFtTkg9efJk14fZrL785Mmwen6Q+3e/p77dd8fBICM1Xn0/qg/e38NhDc9tty1dN2js6BZNt7V5X2ftvm2324E20zmivcZjNWqL+7meNG02tck2xkSP+5T3xffkAZ+6uj+6WhUWCpvBZ3TEcm4ZBPA6wKT/1m1sG9u+0UXbVAdAvma+ZoCRRwJ4PHzNNtcgvh2rd4vtHsV1ZhLCk5u2A9iM3P7N/T6nl0DAE77b7fXOqUz+O0GeoDFxgBcwOICx/XOiPZMe9IcAepCr2c0FGC62Fb7P/sQAzXXTPwN984l6cseHAw/7GgIxxscBiWUjx5cxSTlBprzi1hM5lrX0C7ly15No6Ir1z88m1kRf86gGB0Zc864ij0mOHzJovtP2vuzLQ0vGA1V9MGt7/TLavE95GW296nJbXzr6rfcvu/0X5VfaGmyn/WDGR742ZQvTZ+UOCBbqcBROTjZgs/P9EFyzz7KfqZresd1hw/Sp/JaxCc87vvDzHU/dBt/9dxtNxnn85pjTPinrSz9l3Oj4j/rTRydt9oXErZl3cd+zz4w/Y9PtlM08iWNS/nwUjfFo1gmeQNboKzGfMVrG5fxnsQj3+8hlEqbWEfc/czrGJd042f87trbsUQf3eYGfn3G/rB8eGy8asqxn8tyTMr7HPF8ulzWbzeqtt94aMJfHFv4jM55AhPbUH65Bp49qy4kz+u53CJpvOdk1n89HRzS5DhfjR+ub5T7jHuR4Pr9+75yT5/QJWfaRVkxsHR4eDn22DLlNaLN8+b4pf+A6fU/iAK51+b+petPGGgczBtZXX3dcmjGcac0JGtsZ+7DUsY6WqvFxg5mLnLLf9y2Oze+6Dzq739Ku5HNT934llal+T/nzLk8/Ve49CYEBwVAiUD5r3sFgBp9pKLh+dXVVy+WylsvlYOBIVnhLkP9beTMA9bV8tqpP0nSOPidUrHjpdCgdCOI6K2BTyZ3w8Yxk0mOeG8zY4KVSun+ZREijw29cc0K8A188k7tUOkfnyR6vVLCT9312PplsY9KBFfHZj+R9t33W2+8ySe+JMScOzQe/syTrr6rhHLwcV8u928Phe/wSsFjBzRuDRvcxwS7XDHjgBXTgSAzoAIkG7Jb3XFltuWAXhUGsx5fPngwyQMt7E0Qyvrla6ctPntS/+QM/MDhfzjyFlnwJoLcRW269Km2xWAwrKQAwBkRerb3dbofVJDl2TjrnqiADYIPApMWyQft5VEuOr3UCHlpWUrbQNY4Zs4zCKwNI6mPVOeOCviIbgOTlcllf+tKXRu9y8Qp7wKzHHf4iLwnibFM9rgbDPPMf/eW/XB9brUb1039PMqROEpzbdiXoM9jze2VsdwkYoN39Sj2wHvOs7zMIzADGdskTrunzLGcOPi0jHajIoNtJC/OzqoaVmPAc/qFPyBm64/7k7hL6ga1OW+kVbdDJxDHPeeytI2mL0S/LQ9rU9BG5qgr+V40n6NNn5Z91nPszWELWu76ghwmoocM6bX1KP2598HEFudKKsXKgnHUzRtxDHxLHGYvl5IKxnfnfJRbgnxNKLgSrvFjduPO+QeK+7EuWlMNOB/flxcubzteMjbCBXiXu3Q7dn+uw7TUWxE9R38HBQR0fH9fR0dHIVrs+6MgYPV9Ynf7O2CHjR/pofAvuxuf4uYxRO36ln8w2baONyTJux7bnZArPgU9zEmIK49lfGW9TL+1371egHXyh6+Yexw3mF3jSCzvoI7jbcZf5g8w5hjS+N540jvfpA5ljqdrtnMn4M7GR+0Bi2DFnJtfNf9cN5oEW4jpianA/tHlCwbkAJussb4mZEksTjyWmtnx7nFNGwVDw2Fi/arcYxTRnQp1r9N9jnnpp3mY8wWp1ksXWA8bJi0oyyc5iH8YJntA38wRd9E5y5+CYwMh4wrJEHavVqh49elRHR0cjvqX8eeIk9QzemM/G56n3HX70fRl/ZWzgdtED/+bxyfjM7XR18czBwcHo3XvgcXjEolnzwbzwpEVie+fMPOYZKzue9ZG81jG3P1WsS1k6v9M9vy/vbUGO7lsedBxTBma5StrJ3FEjMpSAHQzp2dlZnZ2djZSQ/yhABoVVu4RTzjY7+O+C8kyu5++pJAluEkBxTyZnbVwpXmHgku12ytUBPz+XQXYa9w7oGTTZiNqgpHN0SVBNyYSmDddUXdkXO6tMknilivlJogm6qTOB6lRS33WdnZ2NjCYyfn5+PkyapUNyXTlWnUOhr/TTDsiyg74cHBzc2OaITiUt8B3aE7gnMCIRk3wzSMqVqimvHj9PagAYzU/LigOtrNPy63sYi+49E/6NZ9fr9fAeiaurq/pX/pVP1z/8h7+hPv3p3zNKpMGf24AG/X/rrS/Wv/Av/Jv1n/6n/0Z96UvfUF/3df+/+r7v+3fq3/13/6+12Xzoht5ZPlIf/BlaUpYzUdfJMP3rAjX6kEFt9hVbkoFu2hbzqgsSSI4iB9yLDgGUeIY6SEBb/vy7gT1+In83yGMMRrueJmw/7ZlfHXBPW+r/yJuPvvEYWpZMg3lhPbHPS7Dn521XuMeyRv9sXw32+fPEquVqyq+aP5Zr9xv75iMhaKML1i17Vbvt313w5++2J6nH+AdjENusHE9PVvs9UfQx+01JWekAP7xLHTXvcqeGZdR97cYIOqHV8mA6cuLP9XT15rgzXiTUuv5nIJ6rC7Ne8yx1IvFf2lfbJfvIDq/ZJ0MjE8dVNUrMdP5gX/blIaXDva+rdNjg/VQ6+t8r/naYqStpaxP3exW5JyQ8kZDvi0gsjA10feAuXkTdvYA6E305oZF22b7GGJT+ZbLctjp9Cs/wP/GxMcRU8s1j4efS72bMk5MPxoyZvPdz1OnEW2IL15+xn/128oTnHK9ln3iexKL9qOMMJ9czAWrM43bdb/tTLyjiN2Itj5/fM0JbjCsLSszjTFr7fH6ep11iXstZ4lfLLvdPnQ7AZ57xy7Iz6W855bnUvbzXsmGcbtvkHaBug7jV9Xkh23Z7vQASeq27ucAFWpx7g1eWSdsb2s8kOrGg5csTGuQk8oXR8/n4XQ2d3kCD9aPTLdr0ka2W++12t2jNNtXJdGTXC/ycI/CfJ+k6/OhxncLWLl08wLh2sYNtaOLpLv5Lvjt36slkeJG5JtfpvC73MOHnCQrT4v4zju7v48ePb9hWSvZl6vcX8e/P8+ybhNc+yOVBOyEsbHYYGO48YgAD6a1PTiTygp1uZs5OKZ3ebYl8g5+cxEilz6DVdXWfbRz8u+uDN2lcnABxAsagK5M3Bl7pADPxbKORtHcgMceV38wzt51Gx3wwb7N9vntlPPWnIbdxns12W+q8GsNJeHjgpGEaVY9ROhT3hSBgs9mMduUYpLEyHD4ZsHTg2pMkBo0Gih5Xb7/1y6a8bRt+ZBI6jy2B7gS/Ha3wwStcq3ars5HbfD7lgO9eaYPue2UVYAVQkBMaXpVqeeV3775g5cR2ux0Sy9vNpr7whS/Uv/Qv/Tf1u37X368sf/SP/i/qT/2pT9Vmc+2MWVFhYII+Wc/W63UdHh6OzlU0Tz7/+f9p/ek//W/VxcVRLRbjHRs5SWi9NUB0gpY+58Tqxz72d+qf+qf+j/Vf/Bd/uq6u3qqv/uqfqe/5nv/9u7/P6vLyuJbLf6x+7dd+R/38z39/rVYfHdFpuwIotf4dH/+P9c3f/B/Xhz/8D+rJky/UT//0/7J+5mf+mRsTDQbjfPeuBxfGjJ0VU7KTthcdMD+65KrlOH2JS7ZRtZv0QBZT5pKeqaQn/OBowQRhDpYYe4JK7vWKLK55EsHXb+u36crg3Lan6nrnlm2zjzHqQDL154SN67YvtOw7UMC2YBtsf+CzEyi078Aig1jrrIMp5IYddNj7LthJnOJVWx57j0HKSybLbdMzuEmZtM+k0EfzNhP0KZP4LcuRxwUeut0u0ZTBVYdtSFiQAHMQaCzhhELyykkh7uc+r6jzIgQH3aYlddx8Z1z8n7a6lXQe533Zlw9S6fzhB6VM9e0+/X1ZPOnsCEmunDjIP09SOG7sfvcEwuHh4Y0jmHLiwXF0NwlBcQxjv9D5iMRaVTd3PycWgSf2SXmd5/3f9/jevB8ajNtMszGm//jNOzBdp2OwjF/8PXmR/sa4xjLj+roVxMbb1DdFv/nvPuErc8GP40Vwnotl0RMCuStgu90ORyxVjd9HRruJR8iT5MLTlMNMpnsCJ/Fq4nZ+BwPO5/Nh0sNxwBQGyBwK9wxxqGSziz8sA9xDHx0rkzvzroj1el1VNdANvoMn1OtEPPXDM+Lrg4ODYXc/mIoxd5yV/YFHjnHA4oyTMazH1fUTD2R840WPtOcxznjTeRNiKcuPY1x2QjvGtxzkAsrE6xkb5DinfbSt62xXh607O+brGf/lPfDYdHeTzO6TF2fDA8dD5kO3AwK9QK/Pz89rtVqNdI02pnzFbaXzA+53F491n7tx2JdXU+6Loe49CeFAMmfOuj+ENZ0VArFarers7Gz0ghsKRimTuDkrmAFxOoYueWNF5VqX6PT9vjfp8PUMrHNVqROumUDLYmDG8wm4fN3GxeAqJ0QyAQKf7wMqO1CV27WcVPV4O7maqy8T4Dp5BD1MAPjMSPc95QbDm6tPEmRjcA0+ACSM9eXl5fC+ktlsnExKUIsjTKeSTp3fvdMg++ME0WazGY5/8q4J96mTlxwLO41OHjxOtyXMUuYTSHpcvQqa79YFBwmecLG8eMzddyfn6NW26t1Jo8v623/74/WDP/i99fjx41qv17XZbOrLXz6s+Xy3Qt88WSwWQ5Iy6fCET+rCNX3zurh4q2azm0flGMwn2Mpg0qta0qbm+Nnm/NW/+v+szeZpHR6u6+nT/76+/uv/s/qNv/Ev1E/91L9Vz559ww3wwue0G4vFqp49+w31y7/83fXt3/6nqmoHeh20WIdTd72KiolD/nPsTvLF8pJ6xe8ZYBjQO/hKoOTnsnSg+za7TJve8spqr9VqNSStHSz5eC73hUlG88DBTNp223RsnMGdk8tedWY58oSlExAdqOS7V+F5HOyXfI02zUvGhvbZmeRrnnBznfbjCbBt/y031j1+h88+/7/z/a6LYqDO/ZaLxA226a4z5dbPcF8+a9+cuuZ6bCsS76T97upNfiFHib0S31lOoM12zXrosUw7mvzweCTGtL00jslVgWmrLKfJa//mQG1f9mVfvjLKfYPnu4r9NsWJrpwc8P22SYm1c+IAX7tYLOro6KhOTk7q6OhouMcTtdzrOrr7MhZJf5F4v6puxF2JO+i//3c8m/JX5oNjgaQrfVgX87hf4AIn5514d39NS+IU+5CMp12M3xwDud9uez7fvXuJeDTrxu950UHy09go+U+9XuCX446MZN/hFYtQje/cR78o2FiAZDr99ikHeQyQE6LIsPsGH3L3BH2E/8S65n1isJR9t5P5LP9mbNNNTPCfvAZ8oC9eVGO+EK/6HZSWt7Q1OW4scHr69OkwNowP8RnJZ9ukzDVYDmkbXSc/4fqRke12d0yqJ88s46bX8WPy3zoFPR2ehyfesctkCDTm4svMRaae+Z4uTnDbmfNJeUq5yH52eN1tJF2WB+uNc6me/OM543y+e1G5sbD1N2MuH99sfSNG9hHLUzHAXSXt4768v8u9JyEyuPU1/1lJDabsLNbrdb3zzjujrWcOqm1Uu2QH93RtO6FrRbHRdgLAyY+q3RZ82rQxToGn3pzhs7GeMjg2Gv7f3WPnbEeTgMuGJR2rAaiTCpkQcJ2ux3R1cmE6XRfOgRn3DqxRr8+tc1te+WigawOfoKaqRrsZEkxV7QICwBtOHxC63V5vC2X1QTrMdAB2WAY4PpbFdDgBbrDBfaxkYky8yjz5Dj8M9lN+AV52qtyfK+IBAuiTJ1YMTDIpB5AxXw1uzFv0FXpoH7uQR6B4hYpB2nDeatiHqqr1uuoXfmFdx8fzOjx88i6dm/qX/+Ufql/+5Y/VD/3Q766qqj/6R/+j+omf+Jb6mq/5cv323/73a7U6qr/6V393/e2//Z1DPz/xiX9Y3/u9P1wf+9gX6gtf+Nr6r//rT476/vGP/w/1qU/93+qP//H/S202H6pv/MYfr+/+7v+s/qv/6n9T3/md/+968uTX6nOf+y314z/+h2q1+ui7vLyqf+Kf+E/qN//mv1bb7bx+/uf/mTo4+LU6OFjW3/gb//pQt+2Y9WI+38nBev3hurp6q87P53V6+vH6/Oe/u77ru/5wfeu3/t/rb/yNf3sUvFg2Mnj48pe/uX7t176xttttfeu3/sd1dbXTrdypYdBvYMEkhIM8JiAsFxRPXpinqV8OoKwDmZyHPwbIIxsd9B8cHNRmsxkmquyDzC+ALoECK2rQT5+rmrtC0KUMWvjc9c/+ymNlHXQwZDo9aWB7CRB1IpkJlakJmc5nWQY8Xh4/63geLUTfnDTOe0imQJttbJc8zolb88xydH5+fmvyxX3kugNwr/rr/GOHHbpn/Jt5aFm1j7N9Tzzj5zv+ZruJ13w97Xrqot8Hk3UZezgRlYk12/LkoSepfS/0eIEH8uKVfLZ1rtN1dcm+5HH2f1/25f1YOty+Ly9epuK7Ljau2tmunEjIeDknJyhdvfg43gHhHRC2vfmXExDdxIAT7/jJ9LHpK82HDhtwzTHLlDwah3hhQ1f/VFzd/VXd3M1g3Je+w7TcNr5+nxjPeAzMC7fLtXzH5mKxGGIc+0TiMSfqXV+H0UxT56sZ70xmdxg7E5BTcm68hH/2yRfUkbs9wOJV1+8Su604PnSBN8kz6ACPdf1NXUiZcP+9yznH330Cv4JDWCTUTURut9d5Mud6vOjCuSVPAjnJ7hX+s9msjo+Paz6fD+9QYNKJ8XAObD6fj3Zl02cSzLkQ0v2g/9zjk1CcmOY/vMxFLVXjhSTIELiWfMP5+fmN45Myn5f2lZwL40eehhjEcZBlIOlnbNPe3OVf02Z2tsu211g/ddb1OC40jnX8njvOKUxEIGuJielXTtha/yyX9hc+YrDLdbn+u0rnc6d4mXHLHve82mLdvC+vHzQJ0YENJxcyYcN9TgIwAeHEbDqwToDcufw9ZzCtPL7u9nJyozMCVeMz6anLztjtJSCqGhtRDJ8TulU1Mug2flPJANPCNSu/QYEBTiYjMmnXGb/8bgDqelLwXL9fSJbjSnEiCIfDn51erqrMcWcFjkEJYMOr2zmKw4mUPPLJuxTMu0wQOXEIHVzvdi3kOLkPNth+sS6OleRnTsJ4Rwp88spdyyOf7XDyPmhyIOP7ADc54eOjXcxbJz498QV4gacODJw0Sl2zPkw7pV0/nz17NiSbvXKMiYyqbf3T//Tfqr/wF35X/cRP/O76bb/tv69PferP18///P+kvvjFj9XJyab+wB/4f9VnPvON9UM/9P31NV/zrD75yR+ZpGM3+XJe3/Ztf6F+4id+oGazRX3P9/zx+p2/8wfrx3/8+sXZ3/7tf66+4Rv+ev3UT/2v69mzf7x+y2/58/Xxj/839fnPf+soaWk7amCbhn4MTB/XL//y76vf+lv/vXr8+Ndrs/lwfexjf6e+67v+t/VX/sqfrNPTr7kRTFifd6vzxzuJrDsJQmaz2ehlzKaJZ7rzZ922d1tkH+1XMmA0r2gr+eXrFLaNWsf8fbFY1PHx8SgI8GQ1E5W22bmCCzsIAMxJPdsBA3nbGPuH9AMOrAgK3PfsDzqKPTCwtM/yZAztedLA+mg7Zx23nbP+d/bA9svXKPAugaxX93ghAuNlfjF+fj8EfTEusA0zrfaH8NQTK9ZBryZyHyyPthvmZV4zP3PiJINe6mAsXGcmQ7LuTGLYZ9i38Zz1vJMd21t4mf7Q9dmmpPxCv3nssaC/psP4IPtjn5Z4yPZ3X/ZlX95/pYs1bseML1Y6bO/f7INzEsKrq02r/YVjLZ738SoHBwdDUtT32wb7j1jjNp6k77afz37785T9NIaxn/Nv6UvT79KO/WUXf7sk1vSK7kysJn0dPVln13+PoeN00+gxd/+NlT3pkJMIVTs/Zr9Je8TE6QdJKoNNjZPst+nLer2+scKZ+py3oH2vYjdezgUM5ES8Sp66fFKG/bqTzNTHan9WXEMrz/q7sZHHwbjZfDb+zeMeU94s09457AkXH0nrRVKOS1mwRV/BtZZHjmsyHRlXkO84OTkZ5MQ71UlOcx2MTWy8Xq8HjJaxmWMi50DMZ7dB/81PYhHHSY4BeMY5IOc7Mh72eHhyg/u8AImx9TFOjg9TpuGD++vYYjabjWI/l84uWb7Sfjl2sZ2xjqbtcRumy3k7Ly71Ai+PifloeXd7tkfOt1GnaYXHjoHNo4zj71O656f4vC/vTXmeWOnekxCdg3dSxEru7xiA7fY6AX96ejqcy+YEhGflnBxxEAkdaXRSgLvPVggHvJnMNchyv7N4IiKBZwb/bh9l9Rn0psl1QaNpS6eZACeD/VRq89Rj0PEueeU67CCmjAH3se2Ne7uJlQSrALAEE67D4+dxMlByvzCEBpg25N6O6vO0MznBNV62zPMkMCm5WjNlgXGyszCvDQq5ljsZDMy8ldIylMnebpzSaRCgWB58T8oddOfZ9z5yxX8eg81mMwBH02fgBh3sWMkAZrFYVGEXiq3Bs/odv+Mf1p/8kz9Y1xMSs/qZn/l4/Qf/wf9sqBenuN1W/ezPfn391E99Ry0Wi/orf+V31vd8z0/W13/9/1hf+MJX1bd928/UbLatH/7hT9XV1eP64he/rt5663fXP/fP/eejseX/LqF7VT/1U3+onj372qqq+rmf+2fr27/9Px/u/eZv/tH6O3/nf16/+IvfUY8fP67/9r/9Q/V1X/fTVXVzNQg8HgOLm6ubTc8773y8qqqePv3Vurj4aG23x/Xs2Sfq6mqczKe91E/LowEY153E22w2dXZ2VsvlslarVVWNddETi9mmAzQfucZ/y7Ttq4M3ywnXeObg4GB41hPgVTW8wwRgenR0NLKT8/l8OEqMoJA/bz9lTLAfaU/T1mJD007Tdk6imB7sAPynXX7vVkrZJ+ckot+RAP2UDvDaP9BPy2ne6986WWVM/Y4X20+DY08YGLAjU7bx9MOrseCtVxdm8pz2bJf5fnBwMNpybDmEbvcrEyj2/7aHXTCRQZX9nxMh5qd1ZIrn5l/qjH8zNrJtsLx6vBLHOLAlyZB2MmUAWu23vPMwJyhJHuC3kCHGNZMmrsO8yX7x3zzYl315P5apwHwqvnme+l9mfZ3tell1Ud/z0jplN1xvxjTpu42RuWafY9vqCQVfq9q9a+/w8LCOjo6GRTaODf19agIk++D//Nb5IYrjUve/4x315GTGlAw5VqAt/PbUQpOk0z4xE8L2BX7e92ZOIP2BsVa3+CZ9efLY+MZt+7fsT7aRExzZZo6Z+1e1mxxIP5n3g1+gHVn0whDTDwbI/pkHxhDGN9zvBU9Oym+32zo8PLyha1kHdFjmXDfPGU9aTv27sWaOP207L0HMQa4Auj0BaCy5Wq1GdKDvmUz34pnkPc88fvy4jo+Ph5MowPbQSDtcw5ZcXl7WcrkcjoBOvmaeIeVtylbQru0TuRSf+mCd96IVyyV2k+IJH4+V7WXquuXKsYFtbWJaZMkyNyXXlu20MZS0WWkHu+uOvTp72cUO9j9e4Gk7bbknB2T+ZAyb48iY5YIjxvjg4ODOF1Sbhw8tyY/71JX8fUj9H+TyPGPwPLy59ySEjU7VLhlgJ+qZu6rdy0iqajQBgRAn+HFHugCZ3xLg2GAZDKWjt1Oh7XSypst9n81mg0Km8fF/92cKrNpIwjtPujjxn8DB9dopk2TLpLedmZ1wjpuNQud401B1fYYuJ9dJSmefuz5hxLwyhYkIaPCLmBJcetYY/jhJxyoJrzBxsiVffN05v+Stjw+hzUzOZUILg2zn710b1hnzmudyMoZi+fTkSI4Z9+SEFr9ngJTOE3l1EGCQBB88HgDXnFwEGAGAcrulx9N8gHcGGrrp3eerfvZnv7b+/X//d9Rms62qbV1cHLy78v0auPFS6vl8Xl/4wm8ckpWbzaaePXtab721rKqqj3zks/WP/tHX1NXV7lz/X/mVf3yQ3UygwauLi4P60pc+VrPZ5t0636rj43dqs9nUo0endXz8pfriF79ROrGoX//1b6iqcXLSPDEvqm6eC8nn69+xRdfX3377m+rHfuzfe/fe3gZ39e3aG78LxhMLgLrUmwz+HAQ6yGZ1juXRtjQTqx3IzWQ3162n9luz2Ww4wsD2papGNuL09HSQYxKeV1dXtVwubyQ0U16THvuh1EVkjyAl7X8HZm3vnKx1QMd/gp6Li4tB3+A3dJD8N0DPoCX126ATO2A6aMM+y0EAOsP4py+hv8gJtjftF/U7oElZwQd0Y2C+doGBJxU8VtxjEO/xMqZBdlJGbJuT7qQtgxvbBmQUPjOW9vWJsVwyWM8+OnDxvV7hZN57nI0NuJ54ago/cQ8TDU7S+LfEOfP5fDTxyHWPF3LXTXAl9t2XfXk/li6W2peHlfvw7LbgPXch4G+NdzM2S9/Mc+yAODo6qsPDw+EYpht4uHarfW+bgOjo7uJs+wBjRftg2rT/y3jIca7r73hsv8vvXszC844v0gc7Tkxc5WR8riy3/+t8jumwX7dvS0zd+frkCf3hOrTk7nrHkfjhblzpu2XD+MptO16nHSd88d203y2o8/Ou01i0awfeXV1dDRMMHh/fB54Bd+ZqbLDQFJZwPNItTEi8bl56EoA6WdRGXeweMbafzWZD0h0s7kU/5iPyvtlsRos5jbeRB9Px+PHjwS446ew2PJE3n88H+3F1df3SaSZDWGzJ7g0/bxlgTDMGMy991JFxq3XMcQd5GecaPAa0B32e2HEc4HxO8tA8MIb1GCUOtF22LbEtsE10nGPbkc93smds242jZTTjBepyPGYZtW2y/JpWX/NERMbyGZtkrgff9ejRo2EhevbZ/cprt5X0U65jyrc9T9ljppdf7j0JYaGygKZTJrngldQka/xyX688dCLFAmSDgTHMADUduA2agV32xe1wbwav/O7EDMarS85SN9emAnJoNf8SrJjWqfHwfyed3ZaTDmnUTIP7kgYtjV4a0UyOct2ra11P0uFn7BRYbZqTEzb4CXicXOoMYK7ydb2Xl5e1Xq+H44+ST7SZRtvOmHuQEztF88qylu+MoM/pVBLkJbAzIPOKYstEAhsnGD1GXq2RQQI885Y+fodfgGX3tVsh5DP00yFSlyc2rZd29p0Tr5rVev24fvVXPzJMZF23sxrRuEuoj0HwZlO12Vy+e9TOVW23Vev1uo6OjgbaXBLMX3++fsHWDkBWzWZjp+gxveb3vKp2SUNK6tm17N2cEPVYvfXWL1dV1XL5tcGbMd8c5KTT5p0QAE8HJJYj9BVgXLULcizT0JBBiRPYDig8sUGbaedz/Jmw6449GtnI2m1LTyCfNod25vN5rdfr0Tblzr7ST7eXANWBTYIn6sqg2D7YwVnKgH0zCWC3ZbDpIxX5bjuxk4WbL4jPsUhcYH1PO8U1aOM6tgW9tX8GGFtvbKNte+hvrm4iOPFRABnw2x+lDDmATvtKHalTliE/l3JgnbT8TPnP9NUZUCef0l6mvnf3m7/ZXspk1ukxMNZwwGp8WTV+caF9Ze7QwddV7XYhWTaRxwzekDf4enBwMNgt938fdOzLB6kk5n6/lB7fvVixTX3ZxVifdvA72KRc3cy19DVVNbq/6tp+5e6HDgf6OU88GFvaz3S8yYTWXf4o2/c9fKakj7KvSZrs25x4zbjIPpf+cS2PFnEirfNxWUfXh9lsdySjcQq4JmO5HNvkbeI202AcTrvZF//e8dDjxXn4vpYxruXA48T13LFqHADPqdPxonGVZYrPXvBj7F01XkxkeWZBJvLR9SXjeWQiMav1IvlmmkyvcwGWU+u3F+AYT3e65IJ8JU7OBX6PHj0aLaxKOXRCuWp3tPJmsxnyH5Y5jmTiGCPaN0/hl+XR8mm551nsluNHJhy8MI0+Ws67nQ20yY5bj4Nl+PDwcJQg96QH90CX48e0F/TJ9pHnwKnWrbSjjuEsd9ZVxwe2HxTngrI9X7fcIiPWLcsDfcj6uxyU67Y8WF+t5ywG9mJiP/cQv36bPe7uvaudh7Tv+75SYoSOx1M+rPttqjxoEgJCMphORXKS4PLyslarVb3zzjujZEYaDp61EFftkguZJPXnXHmbIKMDAcmkdIJWMjt1aOL5DN7TYSXw4HkHu+mIp/hjcNVNduQ45fM23N0K0+57Okf3M520DTvGxvxyPa7XyVWcq484IYngBAR04GDgZ9aJLNo5uJ+566KqRglWj33n0OjPo0ePhskL2uSsQ4NnG18nYHCETqLwW4Iz05EgiDHxxEDy2/0y2DBg6PQuHZ0/ZxsG9ZYn85Iz2aHTjsu7KgwUvBrbepBB2LX9qZHcczTU9bXrMWKlSNV14uvs7GzgPeNxeXlZn/vcV9d3fMfP1qNHu+TYxz/+SzfkpGqXNIc3PirEsnNxcVLL5Yfrq7/6M/Wrv/ot79K+qY985DP19ttfP7JBHpMcS4oBwvXYntUnPvH/rV/7tW+vi4uP1Gw2dpa2jwmIdiu6tsWujHTSHnsArIND2qC/GXhn4tigmOCIST6AcNp6yyjPWZ7oF/3JBO22rieWckWTddZ218lQeEXy00luisGmwfrFxcWwRZo2ErB5VY7bcju2ZwarGSQ4aEKPPFnaBfQGjiTdLdcdIPWY86z9AnXmKsYMVqaCacu8Eyl85j7GwztDHLx5tRQ74DIBlDJsnaHA85Rh8958ykDevPYqyg6DZD1pe3OCwYEH9E3hIMsZbSc93rVnniZ9biOvWT69O8OYcTabjXakJcaAzw7wbbuyb37OdWbf8Rv4rucB1PuyL/vy6ktikeet41UU+xDbmdwF0U0M2Od6QYaTl8RWTEJQFwueTAMT7J78cDt38cE87nBFZx8z9sg2Ml7wM+njfY37E2MmjvT/9GuOe5xM5HcWPWRslDG/6Usfkgm89MfcY1/b4Qbi0fSdbv8Gnt2OJ2BoCxlBfhIfc29OakCDJ1ecZDUOSbmCNhLJzgmZP2ChxOi049XzxkuOAbMvllXu51SF+Xw+OhrSMuHdx5lj6fI+xm4k752rSBzkBLlxhmMi2qYuL+aFBjCNn+E7tsF5BXYzePGUXzwNb4zLODpnvV6PdoibL8gIi3gcB1mePT5MelTV8C69DkNznTyBsW/mz7yrzLRaprGP5ruv0Q/bButbTlZ18TA0eXKls33W8/QVHX42HvdzLlPtQFvVLk/i2Dpjr8TsXazu2MBxZeaF3VdkEx10Hc9bHorP3bfumfvgivw944RXhSteZ3mVfXrQi6kpXQCNoavaKfvV1fXLjHgpbBpOJ+VoIwNJAyff62Qcvxn82LB1yRL3J4XSCVQ7XydJbSQS+FXtVvJ1BiZBgo06BjQTA3x3Eq4DNek4neDiPiduk9+ZOL5NDvI6z9Mn8yUNZDoqJ5dxlpm0ME/8m0GYgTuyUXUzMUzxLh14SoIu5QvZcF95hmQ28kAdrLCm315tOSUL3dh3xSu0nTQhIMHQ59FMOd7ooZ2cV5F7B4mdTMqKJ0EyeesV8TkuVeOJH4AvdHuVtgE7fTfAhv4PfehD7/ah6unTp6NJgF2AN56YItmdYLaq6r/77765vvd7/1p9//f/+fqxH/td9VVf9eX6zu/8ayOZoOSEg/l1fSzU7trP/dwn61u/9Ufq9PQfq2fPPlHf9E1/sQ4OTkd6Y9tj3rm/VfXuMU/bevRoWU+f/lx9/df/YB0cfLn+1t/6I8PzH/7wz9W3fdu/XT/5k//nWi6/6obNvZaZZX3oQ79U223VfH5VJydv11d/9S/V+flBvfPO194A+FU1OiOf8US2LG9vvfVWnZ6e1mq1GvwFPMwksPUwwasBrQN7T2Cmv1gsFjd+Y9w9MWv9NAB0cNQFbwm4bE8733N5eTnoWQa6CVYzyZ40cI1jZXjOvLM8o2PUB58dBDlxgd56h4TpoK4umLOsMKZeOYeNsW3PoNr8s4+x/aD+9LceZ9PjyRWOp7Lc2U/5swMYA2pjkgw0KIlFcpdPBiKJfeyH0ld4zBMPdQFO4hn7KcbbOu1nE3skfuo+d4GUVzuCIS3r6CJHFnjcEyfRTk7qZXLPxUGJfbH5/kEMKvblvS+3Bb77sisdPzJOnLrvrnpe5P676HLJccZfMIGQkwK5I4IYOicOmFQ4PDwc6vGLqN0e/s27/DKBazueCR3zOePB9COJSbPv2Y79adLtOLLq5jt50hcmrcZG9m32nU4Q5oSDE7uJ4c0j86XLZTjJPjXJwufEQ46jbkvWQaePSjLe4g858DjnpIR56gkE6DEWoOQCK/fHR2J6tT19c1zD/Tk+8GBKVrwDwDG+k9bUadyf/aBAby52y7Gv2mFO7/42vvNnxsk78vNex8lTsm1MaNsBfj48PBxW+oNNeYfZcrkc4h/jbRZ3+XSDlP/sB/JlPnCtw3EHBwcjLLZarQZa6J9zDp6QcvuOlZz3y53bTFzw3Yta6JcnatwfZB+7wII44+D8TwxKPWDXnNTrxrXTPa53eHvKBpn/ps2/+xniF/fd8bb5zjXHgynfzkO5jx6H+Xw+Ohb9Nh3svic/unvy+l31d79nPe5PV26r7/1a7sO7l4Fp7z0J8YlPfKI+97nPjWYDcTIO/hEykkHPnj2r9XpdVWMAZEeZytUl8SzMtzHCydiq8Uwo392+60jGpdHISQ2uWXFzdZ/rBWhyj4+6MQ2d8aFkIsSGl77agecq1+xzgrRUdv9moJygyzzNFTnpxM0XAzQcIbPj0G5wYZ5n+4AxDCw0+Zxx8wJnxTZA08v/bsWH+ZTnuvIMfXBb6RyczAJEeRxMr4E+Ds9bFe0QUjY7+cqgxfKNA7X8eXxzRX/KALwyoEka/J22+QyAyZVAXg1mh8OuE5ddcvqqnj59OsjXWHZ2q0FghQEObV/bsoP6D//D31+///f/l/Uv/ot/oj7/+Y/VX/7Lv7f++X/+/9Mmpe38HVhtNuMVBH/v732qTk6+XN/5nf+PqprXZz7zz9ZnP/vbqmq8oqDjE7RR/sl/8n9V2+2srq6Oa7n8uvrVX/2O+vmf//5arz9a8zkAY1lPn/5yVV2M5Nj1npy8XZ/85L821Pst3/Ln6lu+5c/VP/pHv7V+9Ef/dyPZ4ixOg3CK9RpZADCaT3z2JAPFPPVuBYA293sVD8f+ORAAlKMzJTqZgEAuHMigT0xQdROZGUjQpgNE7yRAn7OkPlJH91vnP5GJ9I/YqATS9sep5/x5J0Ond3zGZtA/y2ja/W5HG/f6GftyA3rTlMHrYrEYjtZhrPw74532m7qQwZyUMZ9Md05Yp23jt7ST7ms3/h4P100fvajDOoSMpdzYP5im5LX9tfuewYX9gdtHrixrKZsuXHMQjO1mp5rf/9DpHbLn9iyr9pHmZ9LVjXtV1fHxcX3iE5+ofdmXh5TDw8PRS0b35SujJA6v2vks74DwNe7NSQlPRuBzOWqFpJ0nm7Fj2C8ppmoAAQAASURBVFBwEjRMJUvSt1ES1/p+97Wrx//zvsQe6RvSh4Bzu5gz6TJ+w447/vKkvnfTgV+9it2423GBsVnGOB5HPjMGuUrbcWX6nUzYpy9P/jv3Yh77vYz00XGU6amqIR72oizH06a18/FJV05yOPcBv53XcJwPf8B/GT84dqbPJFfps/MylsfMGfgooJQ1rjkXQv7Auwig0TuykTEWHaHbpicxuGXUvznv4z/eDdPtBl8ulwONzk+RpzB+pX/c55jMuRCPnydssEeHh4cDDV4AdXZ2NuQGKYmj6Ttj78lU5wJSf5DPXBDEeBg/o5MeF/ebXRHWe8slxTYBWbS8ZAyR+u3cYeYPujyJZSDtU5auDmNd+AJNLDRF3zPf5RgCOagax1OZ87Ace9Lo8ePHQ96gK27zPiV9V07G7MvLKVP4wb91eOHWOrf3HKU/8kf+yJDQ9aQDBoT/GCFeRM3xJpn0gEgbZCtwBtc2dFbYBHs2ClU1MlhmluueEva8x+2ZHoM87rdz7pwfisjqS5xVJsTS2Pi7nUQG4E4SwJcsCRyok/vTACWwcv/MI/plw98BRp7HSZ2fn9d6va6zs7PBqdsw5n8nuQFXBuYkH+zwoMNHMGEM06Bzjw2/k/P00wlG2oN+J1gy6YEMOenHls7klZ2mQRA7LTz+XaIeOhhP7jG4t/4ZwAJsDUahO0F0jofHOXXY/eSP+hk/2wYnndET6j05Oal/58/8mfro6Wm9/eRJ/Z9+4AdGMs4zlkfrCwkon5dpe2W9hw62w7MlPlct0R+O5aIYBPmosGtaN/X7ft+/Wr/4i99VP/Mzf+AGWEUW0C0DUo+bk3sGtea79TLtgJOZlm3rVdX1dtrT09NaLpcD73ws2WazGYCnQTHJGZ/d303KApwp3TsCnGT0ZIHtEaCb+//MT/5k/Ybz8/r8wUH9ge/+7jo8PLwBZB14eEvylH6mnYQPrLgB6HkcsCGexLHdzSSAJ8dSTn0vukMSAl5PBbDmKfVbZy13XvFj/hqkM3bp4wncjB3s75Fj/1Gvk9Ne+YfNr7pOGPvF0+n/rS+PHj0aztQ+ODgYXu5JEOIAttvpgL4wWZo+00mEDoPwjBcneHw8voyJ6/d144qLi4tarVZDO9b5xBK0Y1uO3vt3r+DzPQ4wsh1oc1CPXvK54xu2gLHZbreDT+W+YTIxnuc3+xV0y7rKf9tA20v4Qz2PHj2qP/bH/ljty77ct/zhP/yH69Of/nR9+ctfHq51scbrCpRfVbsvWu/zPp8x0kPbueuZ22JE20H7ZP4ODg7q5ORkwIvsZCBOMh7kevrBx48f1/HxcR0fH492QtCubSc+LY+yyfg5//MZvOL7jb3Tj2RMnUlA40/oTZ6m30hfk23wO/UbuySmzYlofJ4XTtAOfiYTz84tJB8Td1sG4AGYyHg8+2iajSEcm/s3081Y+/1miT+MzZGrq6ur+tKXvjQkqs/OzkYnETjuMxYyHzqMRUyUMpK5CJ4/Pj6uqus8wGq1Gi0MND4DTzP2fq8gNBHbs0iKZDtjaFoZ827h3Xa729XrBbjGCowfcuCXQXuCYrvdrb7nzzR1GCrxalUNizOOj48Hm/H06dMBKyO3yD19twyRE0EHoBkeMIljHTCez1iNMWUcc2cC4+l3JWTMx4Ki3cLA8UIh55N8SoLr4TeOn9put3VycjK84NyTK3nCguMPbOjJycmIRmTM9sjP8Nm6bhlxLJu41fWn7fV9HZa3HTCGzees055oJL5ljDJ3ZVvJs+TN3G7mDHydP+ITFqh3cdHU99uu2xY7lsnfO5/30DYeUl4XvnsVZYoniSk+8pGP1Pd93/fdK2a6904IJh8MBHBOBj8EwcvlcpiAcCIB547yYjjcGTsqlDo7nUrrz5nIwsg7WM9+2DllPQaYrtegivtvA1u+7rZpN0FGJpbcVwfyTiD53vzM84xHJj46MMnzCaroW/bfW42dCOgU0X3GMDkpbpmx4aVtG1QnFpwI929ebenPrtfO3/TRHqsNTBdn4XPNfTDITQU2f8w/OxL6x7XZbLeywmfn57EZliEDxRwTj6EBrx08/XHSP8fU4MKA32Db4ItEXzpbkr+0zxmClsf8nMAWGqmX56GLSSP323JlMGP95bnLy8vRamuvLgJ8+jtjBmB2G0dHn6tPfOLv1Re+8C01m53XN33Tf1lPnnyh/v7f/50jmYT/uYomE4adDbUtMXDpAseUowQXjDWyYoBrYOlJPmSDetbr9ciuZ0DX2Vv7ENdXVQOYsu7xO32irhvJ4NrpqZPBtAUwM386m0nfbSdztZkDM+6x/7Rcp26m/bUe+9kumU8/8MXc42DSoDEnsyxfPgIux8hHqs3n80FHkLucgMnkiH1hyjPg1bLhfrgeT14yXvDauMG2nr4xHtDhsc6AHjoS7LokZkgfYD4zVg5M/Sz3ewLW+Mq+wXYofW/nj/Natm873mEv2scupGxmQJU2yxjNxxsQbBOA+kgm223LiievMph32/ZRiVf8bLazL/tyn/Jn/+yfrbOzs5Hu2Oa+rvIqZflF6n5Zzz5vPVNxykPr6HyYE1T2rzlZwT22YyTNmJT1BETGKDzvFdfuWxcjm9bbfkuM3fEt68oYMe/J5JivZyzB9W4CI32dYyh8ZjcJ4T+eyzgI/wFGtL9OXG2fkcnLxOXZhv1U0uQYqsP3Thbbz2VuITEFuIXz/7Mvxvrmc46hMa0nhbpY1DJpmc08Ee2yMMSJY8tjTpDQjhPhxoHJ4xzvqhphd/PR8Yxl0hMEs9lsOP0jsUNiQONJ8zFlwTiFcbRdoM31ej3kKEgWG7+aT1xnvIjXwEYu3OsjvSyPi8VimPQ01ic3QrvU45jR76awbDt+zjxP5gTNT+N8dP/i4mLIT3rhX1WNjt/16S7wz3pGnbZVjJffcWn5tJ33eFo3LIPmuWlJm5l0pe21jGYxPd5hYhrQF9s5H9k1Xjw5zufdRr8n2x3TdaXzV7fda1/UxQjPW/eLlJeBK970gr+ruu7vs2fP6od+6Ide7iQEikYjKfhOCpyfn9fp6emglJ4Ndz2uL4NBC607mqCNYsFzwsABAPclkDFw6ersEhy0ZYfB7x2os/Mx/QYgCa6Sz66P+zAM8B5hyAkGg5KuPicRTEPSm+OBgUpQDS+gK3lsAEIy06st7aTScfuawbr7krzHofhoJo+/+52AcDabDTtWKJ7AMLjFCXaJSheDbgMrJ9s6wOQEWCa2TUsmoN23vAZPO73zDhMn0BPMQ3vHRzs15DwdcNV4FVkmcGnHZzvaHox4GzJKcjG3vUOndYyxSPBtHQFk4cA7OZrS23TqV1fb+s2/+cfqt//2/6Rms6q33/5E/eiP/mv15S9/vB4/vukcbXOq6ob+0ee0eablNhnofrcNzdUQ3qnkFSDQAMADsADO4WNnH2y73dfUuU7/MnnK70wAdIDAdsj8oG/erdHxhGfSfner37MebF3uwLGMUlJWkz/+zccKQadXJLoPfs4gupMbaISvuesg7aZ3TnmFXvo49znllPboDzaJ1U22jfz3mPg595lnz8/Ph7FiwpK6sl9p06A5j5jyM8gh7WUQbv67XtvKtJHd+CS9FOuTbZrprKobviPHyc9N0Wsbicz52cRCKV/0MQNoAlyPkXXRk2PGGNyTcp19yz4tFosbR1fsy748pDDZ7qRVNwGR8r8vr690+OC+z/mzv2ei1bv5HM/ym30715h8YCLC+Ng+NHdXGKckNp2it6rHiMY6KbNdnbQPT7vJA76n3/BEdLZnfzLG0rsFD3w3PvBClfSB3nGb/pD+UHeHL6puvjDbfc/FJo633KYxD/cZd9nH5ViBx8F53h0A/SwSTV4aZyTW8fhOTWZ4PIyn/Rw4zOf6W3aNhatqONLHkw/g8cx3WG/dLnXl+ffWG/PSeuWFDMQuYEhjbMcLxJvmIf3OONMLhJyoN32WJ+rEHhwcHAxHs7G73DE0K9Wtd45p8E3IhHd6QKfxqfXZuxa4l1zf1dXuJd0e08R+9A9anMugQIvHmAXRPg3ANoDnvEiT92P4xIKMT60DthXEs7RpvfYY2QZa9+A9doA24LuT/VM2x+NPod+J9/37bcU7lVg4mLEw7Samtu3zb9m2dcljxViAs19mgR9dXx5az31x/1244XlxxfulwOfchXWfcu9JCJTQqzNwyJ7FPj8/H47TqRoHr15palDRgZMEQJnk9n0drfm7jaeFNBW+m7zI+6YAm5/NPpoGaPSsN8UJl0xguG+mkTamwENnNKnLoMp98Wfz3jxwYoTx9UpcDK7/cjwAT7l1rXMGFmraBMjDcxyeZTSTlVU1AjseU48b4Ace4Vg7mYM/dkieGPHxEYyFQa8BVIIRr2hKh7Ver0crouizV7R7xbDp9wqSlB8n9iy/duJeFe5+ACxoG9qcaE074vH2kS+eDOh4lO8GoBhAWg7c/w7IexWak1tZX9Lt9nPldeqjry2XH6u/+Bf/D4P88vxiMXZaHeCYWrFO/5CRDCByrM0D94t2zU+e8bZNJ1j94udOfs2Xq6ur4YVlHlNohe/Ybe9i8vsZLN+pI9aBUd93jB0l1fndRzclfxKMUTdybZ5xv+02/cdHHh4ejoIXg33qpa8e3y5hT/1O/vPfq5TcD682StmwHfNKswy+M5nSBaAHBwdDAOSx6Oylf4Ov5iGBgVeEZrLYssTztkvQzhh6otJguWrsd5HHxDa2591Y7URuekLaeuLP/p9+2GPfrfhMnlK6SZa83/QlDWnbuNf32a4bSzgZ0mEbnr26uqrlcllXV1ejo7aQW9fNs1w3Hx1gJs/oj+196vi+7MvzFHCck40dfvwglPeDnrwKGhOP+br9Cn+Omat2CTye9wSFE44cR5N4ChtHEo+V453NN20Zn2YcmsX3Z50p12l3HR9N1cN3H6PDQkbHu8bhxuU8D1bE1xuDZeI/d1pMJazsE4yPHNNxn/EwdWb76RM7/nb40/2nXi8esN/K1fwen4xTjXstA17d6jgnfbUxb7cI0njeY3V+fl7n5+dDwtiY1HgO2SFp7HudRzEfoNO8gkbHhL7PuY6MQY3BeQcDOIZ3QMILn7VvTO/V+NQN5rCsWncdu1TtjiU1X1nAaXzkPAp/znn4WFTHX6bFeMlxjmMdaACnebFhyi68thzRZ3iTtotxAy8yhpZz0+4Y3rz0Yi/3MxOn0J47OJA57Cz89ticn5/fOJbJf6l3jmVo17kO61fa3Nvse/K8w+Vpk/OP+7tJCT/v+zJW8D2WGXSge+m3+/q8WClzqMkXX7+trfvitfvgig9SLNHJkyeaLAd3lXtPQqRBSOGaz+fDMUycR4xyW8m53/9TIPJ+t5eKakOdSWA/a6ahCDAqjWU6vi5ZXzVeYdiBkI6H/twlCMybdPRu1wOeCQ8/ZwecoNPG3s+ZDx53GzSPP/VnAifbSsAGgPAEBPU5KZeOzZMe9NGrbHE0s9lsBEbdP9p2e9TvGXnkmgmIqhol0TI5vtmMzzynPsBTN/58d/sdoMrvOEon7t0vjw20eAWAHULKJ7JBQIOeWL/sPDLJlo4rZ0WTBoqTij5P0w7MKyfYobLdbqtEvwGwk1Lmu+0HfDCA4+xNA3TbjZRxPjuJ7OSp77WTTHCStinBhv97sgrep7PL705qux3bY4+t+YU+sXMpwTqrhbwl1mArnbBtgnXJ/eU32rA9oG8J3Lvro1VBogE9cmBIX10Hcs1L0GnLO2y4B75k8EU9bA/2O0NS7+0PTAc0u1/IGvcbZHv1DfRCowMrBxxOINjeJ1C1XXYSP0GKk/3Ii+UPG+a+0jf79pR/bx/PANeyw6qpTrYYD+rJYNS6a7uVtsM64/stv7Z1BKJ53FfyP/13hxcoqUP8R0ZcB/3sbKKDVWMi6uySI9nn1MmkqQtWkn76zqpyzlPHD5i3yRPb1KSP+5KOjo/5277sy30KMpY4/3WXV0HH6+zXe9X2bXzLuMfXiSdIvORkhbECeMDnoB8dHQ3vgciz2O33M5FbdfvEgu/p7sv41rbSmDGTWFyfSgK5zfSRYAH/GX8kHoEWJ4k5VsZ4h/q9m7bDixl3pY/vfInzAvYbiSXBDNBBHG+sZv7bV3vCKnFGxmWOOxNjJYaiTla2217lAqAOF/o+xwLZlsfYCwu9O3WxWAy+3b/nWJuPeeQVMmN+8Rv08cdklzEsY2NMaOxquWbiIfEVOg5mcb7Cut/hLuNw00/CFixP3X7hdOJucitelJn1us98Jl5OzIb9Ojo6Gq5fXl7WarUadM6LFh3vuU+ZU3PfcgEiNBrn0Rf3yfkZ+Jzj4tyH7ZrzTfSfnI0XvFjObWM7O5kLY6yX1j3yTOxaQdeRjUzkWscz1oFXaQ9y8aV1wnrLbghPjmY+FV5YZ9IuWodsYxxTOc922+Leqet3lYxD/P1F6n3eMoUb8vqbGmfchy7kocNBt5UHHcdk4aFgCK6ururs7Gx4D4SD3E4IsnM21FbU7FAGxVyzsuSkgJ9BKTOgt1Fzu27HAW4CFxvIdCYOdhM4uZ/dNbfNdfPHgMdjMwXcaDvrNi9SgfO+jjYfCWSH0Rk8+pCOkuIV1jlzjeMy2DGwS5DnZIN50QFOHKCTXk622CgnTV6NYR7Tb86/y9l19wH5wRElsOiSxn5pNGAD+gFRpr8bTwN1+mNjwrZYxs6TPF5tYJ7zm8eAtu3AEjiQLMyV3/4dXtj5bbfbXWJ5O35xE8C067d1wpNaps28MH/81wViABf3H7CfEz9exYHe5EoO0+9rt+mq7VUW66NtKN/T1jLGXvVjwAgYdrDLeCHLrIbvgiHTO6Wzmey1HFJf2uQEQCNgt92O9JL7Pe4GtQaA7kPqfuqa5Yy6HdAYfCcdnmgybx08QCNj5qDRfsv+NQFu5/vM2x3LxscDcS0nmb1DK+1bgu1O7hzAWb/svxzIUr9XbFGX/SN6yOSEJ0LTjjqYts65Xh+nZ3kjGLY/TB4mMM7xTT3r6MAXsXLUtHk8OnvmOk0b/+23vdOD4qTE1Ooy12+/6IA1/UM33qenp7XdbocdEVV1I0lhHU/epj2gXftV87TT9X3Zl/uWTu8z/nldJTHF+7G8bvqn2jd+AKN78sG2MeNqLxBgV8Ph4eEwAWFfZV/nl1l3/sG02fbnvd3vU/32fVPYIZ83hk676gkE7xy3f3fb8/luEZbjxDzH3T7HyfjEB/bJmVg0jcYOiRUTM+dn1+17zQuf0W484Pv8W/o/04p/g7fQDm/9zjonKzs8YPms2h0dTP9ZEOa+pN8n4Zi4Ko8ncyy53e5e8gvtyMTjx4/r8PBwiPG8297te2cwtLt94yhjCo8X9LHzgfocO1vOLD/dAlbHKvAX2rbb7YBNzVcvvCAepu/uo3eKWw6gjWdzYZ1jCcuC7RMJ+vPz81oul6PdSu5TJvWhxfkW/jr76Dq9C8ITtfAODO4cgZ91vibHxW26/9Y7T0bQB78/gjGxjHqhEnjX+mi7MRW3Zg7F8uJi2bZ+psxZL8yL7XY76KAXIFk//Ec/zDvnpYgXHG/brnjyCXl6GSXzJObvfZ9Nn5UxX3ePS8Zbd11/P5YpXPA8fXvwJIQVCaWs2r1YGKOWwZ+Ta53jTtDTgSAnH7oBdeLCCp0AIZ+rGitsAoh8LkFFGg7TkzPy9Nt9ckDuxIv51wm0wUyXbMxkgo1E9juFCuPH56TJySGfDejixKt5ZaNN+zbOAIFuTKp22xFxLgnqNpvNAHZy9QkAyCve7Vx93FA6LdMEnT5aBt6kU3Gy0TzH+GbCxEDXjszybycG72kDsMTkQa5KMT3mhd+3AO/oOw6qqgY994SH5cjGyHzOiQEnoCyXvKDc59ozftCQK70tf9saT9iYv/6Mk+e6ZQ1gaYCXAV6CApwu/DKINahLubT8uH7LtWXbLwdjTCm01TneDMw6h2q59VjxvIGwwV4GdualXzh/cnIybME2KM1gC11zgheeefVUF4hl0pjxHN0/wRfbuqQpgwTLUa7qsqwnz/1Mt2KL7x7zTFDAIwfCaQszkHICw3qV45UrjUy/ZcT00g67Y3Kbsm0YO0mqanQfPsCTr9bxzWb8ngDXeXFxMWztXa1Ww7nYyE0CYftmZJOAzi+xcxBgf+h+w788fs24xvLo8aZ0SZa8N2XEftS+ibYTc5ku+48MYHLMzD9Ptnf0WQfdJ4+tJ6KMY6jPQY37e3l5OZqIIDinzkx+eHIk+UZJ/XTCK3HsvuzLvrwZ5Xn08WXqsOvC1nTYh6QYGNU7rB13cB+/8x0/hi+2nXbCjJdVd4kA+0uX2xIpdxXbedty84Lfact+xjEJ372T1gnUxMiJrXmWo0Czf44rjXfwZblbnon8XGCVMYvxnBeBZH4gY7+pfIF9lpN3Gf8n5nJSlN/BSchEFw9R4E1OQnhhlOU04yXLg2MG/LJjZ/PDsVLKbmIo7refZpEIMTR9TtzuMfECVOgGC3sHjY9T8vg5j2B8ZXno4kvjKuuF6858BHyZz+fDAhPH4Rxj5bgTuuG1JxkYF8tn5k58tGnVLlkMbavVatiF4TxN2hi+W46pk/qYTLB8uSDHzgM5eU1M4HiUPlM4xcI40xMOtimZGHes6TEyzjUvUw46OU58T/3whHG2rUyb0uUHbV+dn3Vbtjupa9bHjHss4x7PpG1qYoL/8J46kdPbdkO8iI/q8idT8dd9SkffbWUq3kuZeRGaXkXpsMKrLA86jgkBc7CI4pydnY22RPE7SpNJOM9QeZIg20whd+CaCZtO2LK+VDw7lxQUK/bUJEM+j5FPIJI02JA5ceFkpOvJgN0Oznzl93R6bstGKw3YVOIj+w3AsJOaMppOjnkc83xwO08nFHjGIMh8TqDqbZIpV2nMfRyKk60+IsPJDOuBgYrBGbRZxgEXVbuz1aeSOTneKT8ef0AewYrbNk/ct6rx+yC6CQGvkDk9PR3amM2ut6Gu1+vRCm3LsHUnVyUbDLtN8x1ZcRBStdu6CDABNAFksnS6nYkqA2VkzAnlnIjyX3f0jPuWIM/jYvlNcOqJXstVyoT11n122zkeaZ/N49Ql5C3H1iCIyQTkyHpDm9bHHGv8gicNGYfNZjO8SB55z0lT/6duy7P1f6R3khMHfmk3qcsrYTyOtvu5igr+eYdWJrIB8R4Lj6ltB0kKTyZ04B2+GXBip9Oe2CY7ecBzpsP6bv1xXZZPg/8ce++QsT5hW1n5lIEgAZgDUWTT9pQJS/eJfjPR7MCdOr16x8DZfop7LeOMibczG3C72AZY/pLf5qnHyrYkgwvrSAZEiUlsQ2yLrWM5SZH2Bh7Y73T4K32Y7+tsWdbDeLECkRWCyDV1dvINT0x3JlESbxmLmXf7si9vcunszVe67HY8mfq949Vdz/Oc/7BlnjzISX37XGN5x1XGttTrCY/EoV08MTX+xoaZtLLPNHZ2fYnfu5g0462u4Mu9Q5ZnbLczoYVPYFFL7vw2HcYeiY+NzbqjWkxX+gcwif0FOMYxXsqKMYjbMw5MLG8eu/CMeWXMa3zV4VjHgNSVK5MTR2UM4rjYycqM4fnvXQ+mNY8OdYK5e4+CcwaJb4wlzCcnSJm8yhgY3ng8vEI849mUdXjsZx1TO54zT+mrY0AwJTG449Kzs7OR3YCmzLf5XQWW6S7BTjzChAcLPpfL5dBf43Djb/fFsgdNh4eHI/vF+25cF2PsCSbbOXIvPJMLNoktPSkJb5yrStnlHueYMn5PnGhdS7uI7E/lN30vNLJwNCc9p+LdzN+Zpi52yDZd7JMSM+dvGZ90fxk7mB7XhbznYqHkU/bhLlyTduC+JXk+dc9dfjXruI3vb0K5b5/uU6bkvSsPmoRwpQAljNNyuRyuQ4SBWBJlxUxH3YHC24J0l3R60IEhc13Q6yRCF/xzP3124sPgoANZeb0bmExM3dY/96dzfMlb6reBhxeZ4OFZO9VM4KRBwWl2hsbjaJqc6OW/dwT4P8+aP57d53ecEStppmhhHHHIyLCTTE5MQW+eT0jCFX7aEXuboPUAWg4PD0dnNVqGUv4st/xnhVQGHzheJ5bhl6+RfLN8OPHkpDxlsVjUyclJPXr0aEgqA16h1eecQhf8yFW57ovBMdfshA2WPPnhgK3q5up2ZLlL5LtexrJLWKZ+IO95hqX7aj1x0Mh36yJA1fLdgQfbSQcu1J/ylslH9xUZMMgxOLdt8/3owMHBwWjnG+eS8meA6fepPHr0aAgUAf5VNZqAoA3vbDHQQndzN4Lpdj/gvWXJycXt9nqSBB5le6Yh9QTdSjopubqKezxm8/l82NHgoC3bpx7LG2Ph1VYOZr1i0EFCBtR89l8Glp4cNK+p3yvcbY+9Ugsek0j27iLzn6MnkJHLy8tRPzPoRCfhU8pB9om2PSnl8eO6+2Q+5WfbFtuKLA4KfW+uTnP99nFc82frKM8n3sggy+NoOzElH7bv5rVl2s/gX5xMST50kyPuQ24J9zMXFxd1enpam81mkAsSGNgp28mUVfOZ3z1x499N577sy6ssafP35dWX5Pdd37vSBdzYae9s8IKcTHT6OBKOmPGLqO2bnXS0D80Evj/7eV+j2Gc4Pu7i8vS9XjXt2Djv6yaJnWTFj/Gf5+1nqq4xj+NGcIKT/vYls9lu8YJ/y8R9VQ3HkTg2yx0C9NX0dVgqsYB5YkzlozhNo/17Tspnfd0YOX726uZMLjoJ7/jV2D9lJOkxLnaSO2WIJHrGuYk9zXdoOTo6Gh1xy/OWQ+71pAv4H/mDXu/IdnyBzqYcIR8kuT3B6HjMfch+OBazbHcTCc4reGICfORnHHtxnYV0/IduYyLnEBw30Sfye+BU6GWBkfsLj3MhlicPmNggf2HMRskJhLSXBwcHQ9y2Xq+H8YfPPEufUtYYf09ccK9jF/Qk40XLZ+ZJsDXWM645VsrJA8uOdy/lRKZlJm2O5SXtQd7f2XLTDW+QCXjQLQTMiaapmML8t01CDsznrnS2birWymI78bIw1m3td79l213M9yaUKXoewu+HlAcfx5QB3Xq9HmZIbVyTeCdTuVbVH23QBcF+LhWNwU2BdxCcA56JRQOJDjx4QoP6qN/JF9NmYJFt2BG4X+5LJk2Tvu55Oyracd/dl44nGbjn2NNPvvuMSNNrwJmGh3u7bbc5znZAHk87eOryS4xxhD4zHQPvI8S83Q8nBvD3Sm3axVg6sWjnnIkeOyk7NhtrjL8dt+XbK3pt8AHLTgAnDz0hYOeQQIEx8ThaTrxSxslreOcELf1E/ljt0MkxPAOcMmaAQwM9gI8nSUZBz67jg+zYobuf1OPdIwaXKc+pC4AhJoQ8Zv7fTYCkrfBngx4n8gDSyKDPwKS+XIVmOeB/J2MGVvQxk4Tcw8QCfPILAG3j+b5arUbbhpEP5M8TgNYHy48BlkGrE5W2Nba/ebzaDbtZ4yOsAK/mQdqntKcpJ9gf65z/d0CoA45dAtSyUFXDBIp/d98PDw9HiXTLSKeLlJRTy1ceueikONdspy1H0LDZbIbVWfkyTfp2fHw8gHb0tWp8RrT7antMoIY+5Q6WBPtpN5144D+2L5MOto25wtHjmfaW3xz8eVLEPLHtgB77v/TnGSBNBS7GTabRukKdtOlAN3XePEucZp1ygNaBXicMjLm4f7VajcYxbWXyJJMJHZi2vNv/IUf7si+vorzKIPSDKrdpW6fKbQH1XWXKRydPbZu4D5zmJIvxNH8+WiQXt4CJcwKDZ7k34+Yp/qQv6WJ1fk/fl7xIn+H+J7/wcfYJ/OXkg5+1X6Yu+rtarUaLruwPq3YxGfyzX6U++0n8Wb7kF6xaVSM/7Ri4i/38eybpKOAPt+XSYQ3Tbj4xJuYbn8/Pz4eXCaecQjdY3vG4cY+PQM73CDjRD23GiE7sMwb2qf7v8avaLXDYbG4eQ+viOkh2e3EYY8uOGcsKdOYECTw1fvT4sWjK452J8MTA5oH1OOMmY2XrSybrnZfw2HiSDLpYPOhFkpbJXASLPDC5wbgk/51zMr895r5WVXV0dDT0lcWcxteO0fl7/PhxHR8f12azqbOzs4E2TwyZvpwk8j3UCe98j22K8x153CpjaD2xXjmutG1w3MhnL7pzHNHlgzKeSHtgnfDv/o0YzPe6H5lrSt9mPcn7sKcZM9s+0Y6PHfPufdPE54eULsZ9aB3P27af77BCV/998cirxHP3qftFedKVe09C0DAGfja7TgqSZLKg2/kngw1YLJSZiMvBcnBIPVXjM4wzCd6ByHw+DdZU4tFG3Qqdxtd0UTKx77q7WUUb3+yDaaOfGXB7VV8HQt3vBACdEaMP7peBdhpljK2NrMelavdyY4MmgzAbQTsZ+utEpJ2Lk5UkEADBx8fHwzUASccbZtdJhtsRcl4fz2TykwQZjt8OFTnj+8HBwYhPCVDsKAEY6/V6WMHh5K15nXKZAUfKYRewJF/gNfWknDhpx70JeLmvc8re3bFYXG9LtN54LL1SxcBstiNoZFcSCGYC30DNoN46bZmmDpK8TFoRSHgSwfpDO05upT3ItgxCDfwZC2h0+7YLnaymzch+wwv+s3qGMQGU85wn4QwiCBStF9ZTeJWgH512chr60zfAI0/qOYHZTRhmgb8EnOmPbFewJaaLe7jeBY9TftBj5zY8HvTTPjXvdRvQc35+Ppzf6ra8gtIBhJO4XhVDAGBblgF9t/K98z+pEz72DDBqeWeC0n10EGU9My82m80wQQNt2TY0msfWHa8sY2dGBgOWCejzeBrs25b5z/QkZvI96fsJmBJDuB7oTFk0/b5mm+HnvJqum0BI+5MrTN0OY+XJpPRHneyk3FRd+2pP0nuXodtPm5v1mhdeSdglgfZlX94PZS+3r6Z09iNtefpY2+Oq3ZE03gHBCuGDg4PRqu9MlrluY8L0G/xPX5M21885ee563HfHKbfxxn11XeljMv7zNcfW8Gm9XtdqtRpyD1XV4hi36Ul5r9K37fcLh7nPyfApPNfFxMRslg9jBXZc4L/x56Y5saYT8hRjb2NR6CLBi9/z8abGNt7dnIt2HMv69AL44ncVuC8knY+Pj28kM3OBZsZJXojkmMcTNxlT0YZ1hgVixPssZKNdvzcsdyybthz7+Xw+2sHtMTMO9mfrKvR6YY1j48SJqS+m8eLiYjjmyPGW++CxTLlC3hlXfqe+nNhwLEU87vEExx8dHY3iXceM6BnfrSPGwuBn8gPG9fC1w2m2h0wWWS+Qe9PmhW1V15OEXmRHLgh6+c0LLG0/E8+6ZMzmCQfHX5afqfjROm/ZTt1yjsbF8aR5AZ9ycrjD8F4ExmfLMPWkzPEbMmTbZv48T+nin67/r7Lct7379vO9pv95i+Opu8qDjmOykDKzulqtqurmCw6tJBQchBNkvicTZgY7PGuH7I462Wiau5KBPf+TcUkPn63wTipn3eZLtu9E5xSQNe+sRC6ZTLEwe5WHDYATf12CojN46RRJGtkxdWMJbZl8xXE4wWdj66SRwRugB8OLkzS/LCPe/lc1Pk8yxxLglUbbfUmji1y6H1W7LYgJSpwItON2gh+H6SNvWMFhsOKEW8qXZcC6SFLR/UrnlICpayNXCNgx+XOOh7eDIifYg/Pz80FODg4O6vDw8EZQgePzS7epowKEJP3ISIJEJ+Gtcx4j64hlB9ByfHw8bKNnkiuBXvKx4znXfVyW7YUDrbQXCXDdNvqTgYV5ZHkwfQB/82U2m412ErmOLiD2CifLb47JMJY1toGmme+MDfdlXwGKBGJ+D4EL3w04aQN5S/uboCa/m0f2Hekf7FdzvFwAarbFye9OjnKyIu0PE3/IjI8tqKphAgCeutzm1xxAmF/uo+0Cdg9587g4aHDwYnvqvroNfAXjkdjDvOq2cNN3B1A5TvZ5Xb3mT9qB9NudrzXv3NcMmpkoMm0dYPUkXTd5k7LqowoZW2OwHN+0uUkPf94BaHtme5H0mrbLy8s6Ozur+XxeR0dHdXh4OASoJFUsJ+Zzhw2t7+YzfN2XfXnTS6fvXXnewP79VjKWuev6XXVVTU9C2BbiS50Q5To+y+938hElLGrJFalOmHlCnXJbfzKWTRzi/tlmZ5+nErJdXckn6uHPMZOPUcwJCAp424vIMp6gDce+XvBmX+0EsBOZbp/i2MZxAT4GnNT5PMd2YDjHrlXjWCMxOf1xMtixomm1j/Z4mR7Hok4cereDE82eTKEt/DP0e/IBmWanjncXG7MRy3olujEC9eCLwYDmT2Jprvm6ecdRXugnsXXid4938g4dMc/df8coGeNZZ+iX8xHWT8uOY3bH9JYlxs+LZaDZi3wYG4+xFxInvvP4pX47rsamHR4e1uPHj4fjm73YzPkX5JP6chEpYwC288QKsax3PyAfjl9dp/UGWoh3uoVj8Mz3QCe7uOk/O/3ZzWb+ZHH8kTid/9iDx48f12q1GvifdiHlNfF45mQyL5J2m/HwojPbd8uAMbplN2llrEwjNKGD+Errgut+WeV56pqKo14GLVPx4ZtaXgUf7j0JQWIAJ8B5bN0sXQblHUjhd4QcI5ErATNw9bOpwOkYckAzoDddU8mEKeWmpFFI5cnnMH6+lhMVdl7ZDxR9KuFLfTY4CY5Na/LZPHBfOl45SWz+JoCj4EidTHeCmWKHYfrtoFgFYxDm+xaLRR0dHQ3G1E6WezwJYiefsrXdbocEuV+ObD6b706M26lzT05QcM9msxn0CmdtHpmvudI0ZdAJw04GPaGToChlzsDafwaV7k+nN7lt1e0Y7MDXp0+fDuMC/5zIhueXl5fDigvTTH2mi+1+uZMiZc6yYbn2pCiAg/s8Hg4gc/LjNr3zBEMCIvPW32kvwYKfs17mpIplyhO5yEOCTUC7z+HN5L1pdV+ZuDZI8fgzrkwYssrZwbwT1WdnZzcmLzwxAZ3Q5NVcKSfomidAPO45DmnzrDvmd05gdEGTn0l7zeec8OUZ+gQ/rfcpQ+YVk5HuB/aNI5x8zJhpSf2lbmTRNiG/U5/tYtobaMsAYbFYDD6HIyA7PaMdr2J0MG5eO2i2HaNNZIL70hanD3aA6MmMDsRbBvJ74p3OR3Z+ynJjm8kzHhcH1JYp158BdU7iGk9tt9shGLM99HOmLbFSJorsS32/5Y/dgQStDuw7LOZET/Iz2+Xz/jimfXkVpcPIH+R2p8r7iZ6MxYztucZ1fFg3mcBvJAZJ3PHnhJnxoSc3TE/GIPartrm2wx3dttnZZ2Mh2+KMQe2L/N3YBWzkJKHvSYyTi8M8ccC1Lrb1TkvHa/ZP+J7sh/GB8TbxoFdSm3Zf87jZZ+FbjX2mYphMzpqPyTf3x/7bsSi4Kgs7cFi4Q52ZYPfEPvXaV/tl6sTNuVgRmXUffSwRNKeu2Ucbv3DdRy3nwkvaZuW6X2Se8W8XH/EM/QXrWPc8dpapjImRIferS56n/liPfd1xTsaFXvSFDKE7jnNtO+gn7TlXQN3UQ7LcpwM8ffp0tBCEdpg4rLp+91vqiceCGMQLfWl/uVwO+YLO9lnP4Yvtl3E83zMGgwZkE1mlvu12e6MPtJnH7zmm9oIm27m0odzPOzK57vatH509z77lPZbxqedNi3mZsXHeb93q4gWPGX7Qx6PTlu+/b7ENzxjleUoXY70IfVm657sxft3lZfXX5d6TEFaq8/PzOjs7G22LchAHkSn0VeMVFRnc83vek4AqjbOfs9K7zi5BZ3qqxquqE9DkvbQ/ZbxS4N2vpJO+Gix2Ccvuvg78dXTndXjuepzAczGw4jfkIc92dD/Nb3hq55d/FLbdAXhMh4ERBisTvLPZ7qzV7XY7vMyYOnAsnpE3YIFeAz6v7OU7M94+m5H6PNHgMcpkroE010yTVwhZBtG1u4yjecdvdsyMres13133VCIvxzr1l1VC7ptlLh3TdrsdgErqUzoVg4gsTi673amdH4DQlAPqN0hCxpwE9UpqAw+K9dbt+rtXRKUdMM+nbFnWZb336gZ0wLbA9pb+WA+5xsvKOOoHmTIPbMfm8/mNl99ZplP/DfwBdP4N+gmYfOwOExUOUgH1o9Vbjd3vbHaWbpKC8Up++v4smZD1eOfkgfXENtD2JW1MykPKNfcRWKCPTBRh/46Pj4ejIRy4m07bkwSr9IvirftJa/KA7wSN7IDycZBO9Ns+2W5X1Wi1m5NDOc4ONLyiz4GdgweeyQlL9Mv18j/HwsGqbUbafMsDPgd6nKjw84ljppItlgn6kSDYhbazTsukJ41dLA+2dWkX+N26lGOFHMzn83ry5MnAdwJkj4l5nX21PHtsc/z2ZV/eL+U2bLYvz18Sj2WcRYISP2ec6MkJ/o6OjoZkm19Ezf3GELlQz7Tchl06ejsMmc90z/PdiUPTYrkzbxzrGVt6EUvGOnl8HrEBeJK6vLCE2IziZLd547ggfQy+wLgn+dZdJ8atquEIGWhmcYXb63ACdYLPHLNTlxOeiZ2hDZo2m+t3s+WEmfE49XtXbJ4yYKwP7ci6fTd8yVXw5s92O55QYRzBnRx/SVt5JLN1A37RHouP8h0S6KHlDxrIYxiTg2HM59QDY2LfQ5uO5xgf86+qRsn9jI+tE1NxnxcGpy2yrXDscnV1Nayw93sNMydjnd5sNoM8g4vJs/gouSdPngxn/PvoaNr1okLq8YJW6sz8APmRzWYz5HS8yx05ZXy9Q8LXKLlgBf5YFogxLO+0WVUD32wDqBO+eEzo0xTORl+rxkezw7u0r4mXkw7nPVO+bWczJkCXLL+2M+ZX1W4S2HbNNj1tZMbPtj2WuyxT1+9Tnve529p+EXpM01cyLnvQcUwo4HK5HL1w1E6SYgdhcObJBweEGcBW3VxdCR0d2LLxt4C75DXXZdq72b1UdNOZ9zkoz98S5GRw7Ou5mtBJrqTHCdSq8VEWNmTpPG0sMlmQfTMPfWyH2+4AFcYY42wH5/sMbHnxJElFG05m0xM8VI2BXyYiGQ9WY9vg83yudjUgzDHyrLudkc9I7F6GhVP2JANy4e2KqR8UJ+46B8Rvvp5JMm8/zlX8yIfH0k6kS/xRF+NFXd3kn50PQDHlwMlnxsuAOI9kevToUbkVByd+jvGyTTHwtqPPpCZ/Pu+SMdxsNsPL3yyrBgy0aaeeNisBDytcbDu5z9+Tfx4v/ie4TjBAHQlC4SW89nFhnpjgXmgCBHKMDqtmGD+vBknwYlnJxKxXypOAJDgzoHfwYPA/m82Gl5jPqm70v5PVTEx2NjEBl5/pdLML7pKHqf9pNy0X/n1KBu1HLFfm82KxqPV6Pdiu5XI57CqzLac9aKFu21TLOgEmbefkJHJpekkmgzMYQ14Kj/xN+V++b7fb4ejIw8PDG4F0Blw+45St7uZ33t/JRfrvxC2pq7YxjM3U6jzLCv2wbLmNtNWWNfcH/mMbbOutkw42si3zxXbefbA/tjwmFko8ZFlDNtBtVqZypAmTXfTVWCzxkjFM9it9177sy33Lex1YTrX3lRzgvsoyhW3BJvniaOy5333md6FxLWMLbJd/d5nCGIlRqvqjW/PZru58JjFm3mcMQz1dgtMYzbgGv5ATycadptEr9DPBVVWjBKTzEcQV5pexVyb+jLMYHwr+0xNF0EXyPLF+F1/gmzPHkPzNQn2Od5xoJcGbSfHEcgcHB6OTAzyOyKNjexYN+oW+HnOPnxPFjqc5vtaLB3KCC6znY8ycOGVXpBf2ZQ4mj95iEsUxa8pVHunpZHouTDQ9Sb/5DT88mZRjyf1pZ6Z0zzGeF24ZJ5G/y3xCYkF0ErxuOmzfoPvw8LA+/OEPD5N/xA1+92bircViMbxTMd8558U1jBvxnWN75wM4FSF5k3oFf30MmLEleBG6mSBxQp5YxhOLifHNs7SPGZclfyy/TFR2C1Jdh+Ut5SExe8aQvsaz9Nf67j/Lun0WJXXD7WWcQz+9S2SqpG+busc86uLvF8H2GWe5dH73IcXj9jJofd7Sye2rKA96MTUzkbxw1MLUgTErPCXvvw382EGnM7ZypdJV3Zy1w9BYGaxQ2Z4NYdXOoRigmHYn9JJOaEiH6PY8a5uzl5lEz76mQ0knlUkGO3WPTfKlKzi4qaSM67FxcYIjE1fcC0DqVqjYidoZ4WBpB4fh8zbhz2q1qtlsNkp6cQ/b6qrGCfhMjjhhuFhcr8Y2qKbQT45XMjjyDg7304mhXDVu/qfedUmxzniRrKf+BDgp+9CUMu+JCstg7p7IlbB29qlDdhoeh8ViMTr3FUAN/V4dZHPpOnLbLQWeIcuWyw5AEDQeHh4OEyCsinAylHGDf7YluXrH99u5O2DNMfBng6J0Wik7FMtOZ68STMEPeG8QbwCdCVFWNlXVKHHtCdIERtRr+lwPuuYgfRj/oN2BruUyA7gMLLvJgyldm/IDSZ/b70BGjof9BXLgVXGug/utX51u53MdvxJwMl5nZ2cDKPUL53JiAf4iF8i/E84ZGDuhbttj3qDzDvzyJYXeypv9oJ/YfvoAfzueZLIkddXy4TbTL6aeu37bo6nxnM2ukxkEeA7WKB5767f5g72kT6nn1pNM3JtOxsF6YPl2wZ+nv0s6bQtyItL2N1dVQg+T+w6c+KM/btu4x7vuGMdMknRJn33Zl/uWjJE6v/wq2qz6YE6kvRf8myr2pRmXOj7qjmLyb0ya+hgm32c/4/Pc00/5Wlew+9SF7Usfk1gnsU3ikyxdEsw23zSDBTK+s9+1P8K/gwVYCQ3284p7cDaxYcYAuYgv40Tay+Q7faCuxPKZMMzYOHGjx6/jj/2b/Tf+LHmc7XlsneTN+NrPct27VVMmwHvEQcQ+xl6e8KEdEv6OLY1FjO3x48vlcsA+yIDfFwC+JPbyboT5fD56mbH7OZvN6ujoaMCE9MsxivMA3kWRdtyr+zOWMAa2zDheM83W2bQDlm3GA35O4Rtke7PZTRLlQh5jUS/69CQZ4+Hj4pCBk5OTOj4+rsViMcoPOi6EZvrEka/On7iflg/G1pNMjNHl5eUwbo6HMz61PuX4kcukHseIjuPNJ9OD7FjurTtpN/3Zi3m5lvYSW+YTN1zSThsj2zblc+kvOh/gRVrmrWXM8YDtj22K4x+esazSx5xkT9x0n5L9ep46HtKOxyz95X3L1L2vA7tN9aHDFy+DvntPQvym3/Sb6vT0tD7zmc8MKwqnSqfsDr5TQaY6YmNddTNRidLn7zkh0Cmgn4E2J2E6cJDBdg6WwYCvp2Ib0BgIJrDws15B3PWjM3IGAP7v+zA0NrrJHzujNLh2iJ4VdhuMh98F4W22pt0ANMeRHQXpEAzsbag9m96NVwJC+p5gmms+d9oJfc/0O0lLn31+fibXus+mvQM9BqPuQ8qEk1K+htH3xFeCFmQuQSR/XAPYdLyzbmXwYbBngAfN6LVXN7FixX3OFcEUBzCWwaoaZAWdcxACnwDh1gdAExNWBtpeseVtyAlKOzsyBQYsk77H4MSgLW2Lg0uv6PI4dA7fwNirilJeHRgiO5vNZhR8G8z4fNC05e4Hxe9z8aoV5ME0eMeT7XjK5NBmIytTY7DdbocjgapqNBngPiAzOdHrsbONM+hOHeYZJiD8e4JqTyh2E34Gkm4rEyiZRLeOMr7YDdrjKAna8dbuPJrLOoje2W/6ewZeyKq349NPeI7tdzvmZfoNg+qc+EB33WeSRMh42mz/hx85YWCZhC++x8f4OXE/hTmwiRn089nBgO2rv7tefLh9rwMG05rgu8MeHiP3ye2mreIZ27kOw9iWkWggQM6zs+mbx8L40PpjO3R1dVXf8A3fUE+fPq192ZeHlOPj4zo7O6uq92ZVWbbRYcJXTcObVKb6+tDr3W9p/3zdibr8AxuRiMv7HPv5uycOjGO45vZNs32941P7hsQgXWyUuNX4wdiWkknWjPu6SYcp3EQd/H5+fj4kIx1bXl1dDTytqtGOCfsKvtsful3bfvfdi+nSjyTGgi+OQ1xXxs55v8fQuYFMNmdxMtUyYYxl/Gn+stocfAPu9OTCfD4f4h8fyWws0/l189Bxpe/hu+Mw64ex4Hy+ey+jeQsmtWzSHyauoMO7az2pYezDuHa8Z/GC80dekEMuIGNQ93HqO+NmfTOO9j1+Fnos07y71TEHvztHkvUaqyJTjP/BwcHwGfztd1lSp3MVHDUHT320auq/T7vgzzvuPd70DZxOH11f6n7qMDxzvGvcat21fbLtyniKdqCTfvu4ccto5h5Th7uckG1HV5AP6MuJBLfX/Xl3gieS0q51eUPX6/yEJ+UcjznH5piD+uzb7lMeev99SudzX/Te58Ejr6NM9aOLS9Hv+5R7T0J89rOfrXfeeaeWy+WosTSGEGWibQC4buXpgtdU6KzXRjfrtRJbsZ0gtxGrurnKLks6KU8SJHjIpGwXsBv02JF2Bs11ZLI2xyF57cmCHI/O6XTj4AQFiRgbCYCIeQ6vbfTyjH7ac8KA+kgSw3POFjTIgTZAEffQPi+68fhThw0q9EGv+Ww+zefzYTWSV0qYTnZp5JmlBg9O5HROACON8U8doC3rzZTM8ozH0PwxMIQPXVCT8mkepM7aYdrxWB6SD7Rth++gZbvdnV0J/V5RvVgsqqQDy+VyBDBStpM3tl/0we34u8E3dXiFkuuGNoNZ8yqBkhNh5lWCEviTwU8+Z9l2XV7x4vptRxzc8Tvyza44r7RhfL2CKAMMt5UAzSAccOrVf9DilTqMlWXWMmq9o/6RH9B4W14cJC8Wu23DVVWnp6fDinqDK79Yj7GfSpqm7LEixkEL1+EFfEpwZ9tpOfEkVcoO91re0wZ7/OAD/TKQPz8/H1Y2OWB1oEfAlnbG/tNA3fphfuRECnXB/07+rCP0/+LiYjgOqpug49lM3Ps+27UEjFMAnPtsJ3JSxfXluCVNbstg3rLp4lVLXXspL4ldLBt8NpbJOhODJV2JC1M2HbRgS7GzKfNXV9fnHLMowUcDcJ9xXPpd+wjz6Atf+EL9+q//eu3Lvjyk/N7f+3vrL/2lv1Rvv/32aKIrbcW+vL+K8QqFz55cYMIB/+Oz01nMkmefJ+bEh+aKaLdr3Nn9bn9gP1h1E59RfD99zjgdu9zFGb7P2BRs5j9jCZ5J/weW4piX3EVZtTufndXJ5l8mX7s4DH5kgt68xJ8Ro9r3ZDxnHrsdHyHqZDe8dELVY2wfmm35/Qe+3xMqxKLG3bTtOJbnwGrwwkdxOuaFH8kXy5+TvIy7FyJaZuyTT05OBsxpn+1xggZW47tu85a4vFss41jbskPxhIJlw/gycY51yWMFf+iT+9vpmXGdeeX7uTf5bLlGJsitsJKf0yMSc83n8+F9cDx/dHRUT548Ga3g5+hW67QXYzl2Qk+xfQcHB0Ms6SN9M6fiuhl/2gfTWs7hjW1UFxMydpngZ4LLR3VNxdnYIecGbC9S3+CjbdiUHbJO87zlr4sT0s5RHNOlnep8ANfRF56FlxnXpM4n3jdeT6yP3Tg4OBjtdsn4JUva2tueSd84Vbr7pmLmKZpu+/0h7b2XpYsF7yqWP2ORt956qz75yU/eq917T0K8/fbbdXp6euNsw0zIm7jsTGeYvZVqyrC6o5vN7hiGbCPPj0wFtuIlyEiFyCA8QYD7YQeUjvQ2YerqdODu5Lfbyokbfks6/dnGOyc+PEbpFCnc79WgnhAxCE7w6sRJriZwssiG3TP0vH/EjqeqhhchVdUNw+WxN4+hG2Wx43WCb7PZDI7W/XHSGCcCfSRnczadvvl56uU+j4nl089YNywDaQgsX/zv5NPJzUzSwftMwLkvXQCTMm9Q4bFx/w2Y/ZvHgpX0x8fHo3c4VO1eOmtNA9DQL0/E+SzJTGrasRpUIPu5RZnkKvLvRKiTZh4jTyyZl2mrUj9tcx0EZ+LYk1g5Hh4HJ1GdzE5blM/4eiY6AROukxUsVePV4dyfgZgTu7TJNl/rMvdzT9IOzayY82qqQg9qbIeh0fWSFDg5ORl4xsRoyqx3EqUepx7Qf/5yQi8Tyu6f5brzA+4DxROrCUJdUhdtl9IeOEjYbq8DjgThtG3eUV/HL+8k8nF7lt/UZa5zfBn6l3bHf+fn58N53ObpFE7wGHQyl2Ob429baf9oHTP26fyY/9uf+t7bxjj9nmU/bfFtKxbtr9Ivpx11//yZe5FLT2BZH+fz3Y4UX0/8ud1eJ3jOzs6GQNmJFuOgDhd0fqDqGlvctft3X/Yly6c//elB9sAHt8UDr7K8ynaft+7XxYuXUdJv8t3vdvDxEt0xTN5Z7WSY/a3xeWJtSsY59hHQ5nr8nG1sFztkG+n3MgZx28Zx3SSDfbRtf+I4nt1sNqOEp2mzL3JivGp33IcXUfjZqnFizv6J58EUXkxEW8Sg3ThkboQ4wvFsF4v7O3YD35WLCDzhDq8cd3tRhmNs89c43ZiCRLF9L3zu4r9cbOUJIMc+ft54kbqdlPQEz3q9HnhCvIUuzWaz0aIpy3Li6qoaLabKuNQYwIvCPKbU7Z3fnvDIxLL1PLGO9T1l07Llz9gS61LqtBPXzsM42W58hGwcHR0Ni6+og4kD+jSfz2u5XA4Lk5E1YmB2pFA371KEbnA+eUVkkD4ktqePGdN6EijzLnw2PxivxKu+lzqJHRmbnFjmfmiz7Fv2nIPgWfrv9p1fSjuUpfOfaTssY8bLXb6ni5Fsb4hvu7gyba7jBeMe89z02W/morG7ylQcO8Wj+zyXPOzu6/pyGw133XcXvS+rZN+y7SkblL9lffx/9OhRLZfL+uEf/uH6E3/iT9xJz70nIZ49ezasMHACNIO5NKZp2DvnYOPaGdBkkGesKTybTj/vc32Z0HVdvgd6TB91uT3/hsLfxZcOtPHZK2KSbtOZ9ZieTHKbt24vjVY3NlW7s+78jJP/BhR+xwNGOJNp/t1GDAdAkos6acvJI2+zdHIs+5Wg2ICqA4tOmgFy+A4YzhdOG8waAHjVvPnnBAjXE5CaT9CcCRmKZakDNnZCds5u044wn0WWzCf4mgl3AxA7vC4Yz0R0Jg9pg1WtXm0zvBS8bhaAlWfuGSuDa5JuPpfXKx0IKlN/2VFAkuzRo0c33mHgksllnne9TpglkHQAlxN2FOqgePWSQRIJXsY8AQPfrYtMtuXqFDsh6OZ+y7hthOXf7Zr38HC5XI5e0o0twJ5gI8wDAyHrZNw40GJ5sR56csDBr9tJXXTAlbpNWSxuHrXkIBzbh/xlIMFzadvhWdrULGnjLTep/+gNtOTzl5eXdXp6Okq2dbaBAAW5AOBa9miDPnjS0TbNwXWCIxYquC/4U675PRPIhoM6jgOzrkEb7aMbKddT/rPjO9c8ZpYj61Qng4ljUh6NC+w/4F+nI9kXZK8DoabVttt+1bqYLyE0f7pA0n6kqkb87sA0Kx5tv+BfrjD1cXKmwzpr/7wv+3Lf0ulMYtLXVV4GHW9CP6bKQ2l7yP2Jq+1f/NJp40gnS0kae7LCuNB4zzFg0pk2PZP3iTeydHGkf8uJBuNW1+1YA7r4b7ziiYjkfU6AZzLOWIxkWCYfSag6aZ8T1f5Ov40/aTexG/3hPp9Fv16vhzF0jGBemn6Kk+0ZoySeNG4xLdTvcc8Jf2MIy415YpqM0/C74OvcnU+9xPsee7eT9FmGLLumH11BxrhOcpz38zkBbIxsueA541eOKTLWdX6DFy8bZ+aRqxkfcyT0fD4fcA7jaTn0ccDwJccCGjq8yFj5xAXkkvodR1qv+O6JG+4lHjEeY+cCOB9s/ezZszo7OxvxnpMK0u/x/hDbkYuLi1qv10Mf2Jlh/ArduRPGOuAYPnM5KX+WB2NN9Jd37xknpu4xtnlEsGOvbNOym/Ee9/B96ngz/3Xy0Nn8jEvoK+Oei8L8XMbgjkMz5+CYzf1Jujt74DyG/WH6iuyzbeF9S+Kejo93Pf9+L1NY5yG8SN4z9owbtvA+5d6TEExAVI2PXckkx5QiZMe7ILIDWBmoJvjLAHdKSfO5qvFKOt+XdDu56r50gMpGEANiEOl6HeDjpKzEJEJ4NpPVCVScRMg+8oxXw3YJgkxOO+HicwHdph27f8+ET24/s7MwgHD/nMSEboBAVY1WPjhJm/13P7ukrwOABB4YbNOxWq1GWzS5z86Eeg283DcXyzs8g/dOzKdj7Ay16+hAHvRRD46P65mIMS1Jo/XMDp7rwwSB6LesVY3fQ5H64jZztcdsNhuOgXn3ZioZnrHzNG+YMPIqonTY3vXFqhwnYJ2cNg8MCtMWmR7bpKTRYNq2w7pmPln2Uw5zLNOO+X8Gwt526/N8qcfyY1oNrufz6/MB/UJ2A5aqGr0czPIKP0ksAgAd/CSfM9GYdr9ztMk7bIxXYH/5y1++IcN+3iuwHPSlbYVvnvCynlsGMviBRtsBQFvaFJ5Pm236nFTwPZ7kNKj2c+albefp6emof4wB4J7n0gd1iW8HvMgjwWHaM/MxsQJjmiv6MnFh3216kX/bTWMNg+kp3OF+2obmuBjL8JyDlfQfCfi5N+XR/OpwWvKbaw6gOh3K8eM5t5u88Ljf9t6Z7KPr9USVabm6uqrlcjnYioODg2HyNPtlPEQ75g22Pyc592Vf7irpd/Lz6ywvSseb0o8sz0PX1DOdbbafofDZkxDe5WDs6MkI++6qmwuEHEPQftpf2/X0GdSZfjB9t/uZ16buzf/pQ21PHbsZx2dM4r4Qp5nvXszmuCCT6MknruHbfI698Q0xHW0ynuBbFrulL66q4XhHfncCxolFX/M45/jmZATYJ+PjxK2OER3beix4hrjH9XvsjPl83TgjF4HgU31scyaPjdPNj8wFGBsQZ/Mi5CdPnoxopK48vcBY0nUbIxm7G9eB/x3bJMaDNi+KdDv01+Pm3EXGJ6m/3WkMjsGcp6AgG2AWT1B4Mgc8SwxMrglZ5cXVLJSDz1dX16dTrFarUWLaYw5u4tg5bJknRtiFwhFr7ofHh2N/E5e5vbuS1owTdKQck6cA91tOHFdkzMZYENvCR/JlUwvaoIG6fORVLupLuZjyV5m7scz5v+0092axT3OeNP9sE4zJ6XPmBbv+UPCHKXNJ0/MUt2l6/Xu2cRuvp+hJO+f7ujby2fvc96rKfensnnH+yuN8n3LvSYhUigRjCYDSuPI/wYEdRFdXJk9Mi0veB30dKLmtbwYFvpfnSQS55LM5AAkQAQM2ZNRjXjgR4gRAKnIHlm3M/NyU8tlhV423VcJLz5JTv3lv4+RVEZvNZkgCGIyarjTqOA0DTwOcqhoBHNrxfzsAJ+OcwDdgINnpMXVCebPZ1NnZ2TAuTmDZ6GZChd/NL4OaBJQZVFgvPClkEOyEdcq6AQx8g4/I1W0v0DKAcHBg+Tc/6XvOlmfpjB4giO92aHZ6gBOvRijkqWpEvwFmvszOfYO3dn6c3+vJFOuKAQPPelLDQVU6fq8ON098b6fjBjEGOP7eFd/D893L+5AXHx+w3V5PCHoFH6tGciUF+gqgYAwB9SnbBjTeReG6LMMEBQbO2ffsE/YsdSFl0X5tNpsNL1fCFlEc2BnwpR11/RkQeUySJyn7m81mdOSc+0bxRHH2M22F60hQnTxxP50YMThFppCT+Xz34sB8AR31IkcOMrNf6EjnV6w71G1eVO2OA+gA7Xa7e2mfx7yTI/PQ4B6aujNM3R8/68kMeOqg2fRVjRNB6XsN+qExA2DTYt/qYCTtUwbw9q22OaYzsZ3tXtrwDrPwv7NpnqDFlnSrZZ2IIfmXtsbjhx30rirzPVdP7su+3Ld0uDtt7MtqZ8rnfxDLi/Bvyu7cdX/nG1zwReBIbAertfmN89G98Cn9G89OLS6YwoT299g2P5+fHeu5HmOhrp++z/Kc8YdjOfudPGbF+Mnxj+204wISoY7Rcrdi0rdarYZkqO28fYjbZYyg2TiZsXGfzSsWOGWijr6YT/aV4FQStOaHfSB/2WfzwbR6zLlvu90dhZ3vMmNluseZOp2YdwyaWN79o2QsZ8zs3UPgGy9YAkNadhkHJ+KNBezfoevw8PDGkT/wHaxPO8aeHS5nYWK+c8Q5BuM0YytjWMbfux6My6vqxsvWodsyljpTVaN4K7GgY3uPcdoL8DzYm+OnnXS3HaMNYsRuXDg28+zsbJQXMh517seyZFvHjiTnyRybOdaHPusRk8IeW+exGDueWS6Xw3P0G9ueu6/NY+7JfjonRP94l2nmUxJHGLfnPUxq2M6iVxkf5q4cF8bRORTzh/a98MvxTJdjy5iDduz3nBe7D7a56z7//l5jpamY2r+9bEz4PKXDpnfxKv0s/zvsMFXuPQnhRvyXQlQ1BjtTz2cn3YE0WP7uzvM/BYzfMknu5/K76U9j3X2/DYz5mRyM24Jv/2bjQSLQhrLrf7dSsaMrDRsGMIGTDYoT+mlMcnWArzEOOBSDIyf8E6wYqBko4DCcFMy+mi63Tbt2VEmXxwy58/EznCPZBSNOYifQyJXfKQOWd55x8oPfnbBO2ae4jk724QsJZb+8G2fU6R3P2en4nqTHjqZL0nI9HaUBueWD3wxWq3bHMaUZT1uVgDJX6eQKIpwhgCODtS7Zl2MKYAEkdTbGgMErD3ISx8lLgzDzgrotS1P2wY6/60PKLy8wIyjzThHko6pG9MPX9Xo9rHZx8tMBkXdKIP9OKhJ4URyMZBIxbZz/YqBuyEcmBgD9jE9nc9M32j5aH3Jl02w2G9lBJ+QNFK1nBI+dXzR4d188nh7rDkR0vOO6/YCDNLfPsz42x/dDi23B0dFRbbfbIVi4uroaViFaZ/0izwRwacctJw6G3O+q3dnA+Q4B5JPJt/Sl3OPdQuavx73zy/bluYKIkvYrd+mlfZ8CvIlzzLOquiFTyU/b7+wrfPFv+JAMNpIe9zFlOpNK1rkcSwfi1Ller2uxuD6b2EdAdcfQkczIgD79077sy0NK2oxXVToc+KaX5+HNXfc/tM677vfvxjT2kVU14MQ815pnmIzwhESulM1nnIi5jQedT+N7+p0uHuhiGd/jpDL3G/va1tOG7WcuJDO9JLSN7TJ+mM/no8UuxnvGKN6lkNiApJ4XaTieMR9IJq5Wq4EWT9rbF9gvGftcXFyMVsYn/+hf+i3HJPSJ+lk57vGgzZzYcRxH7iATxE4+G/89evRoWGyXfpn/xACWD8c3Pm7TOM9xnrEd+mBeONHLC2tZNLLZbEYxmeXACwcykWy8bBk2JqKPtOvrxl2Z57JspQzCV8unYz8+e9cFsT441HkIYibja+TOY5ALBuGz+Q+d0LLdjncZ+LQAjqGez+eDLSPJ7pcXW57ByOgxR+vSHy8GTD1wTJe4kLGmZGIcncl8FPV4lxP9hz+edCQ+gDbiYD/jiefMM6Qthz7z3+NEXcRCbpu6b9st0dl9CjqYcQgykxMDjv2sq5nXybqSRv9mPcxcI7nOg4OD4T1sHbZ5HryTPiHjrKn7H9Ju+uvbYu+p7+8HHNfJ1fPSfe9JiKrdkQZ2Zp3A2mA4QLWS8LkLvLtyG8DKkoDLQt4lqaxgrt9JILfJnxU3jUGC1OynA/UUVN+Dw3di2AkJ+mmeUzrw6P4nnzAcNjQ2HDxvI2p6+ewk48XFxTBzblrNFzsJVoG4zzhNEgk+GinH2Xy28XZ7OEyfGw2fvAqFbYc4zDQwOflC+4wLAAZnibMxSMndKjluBqO0Q0LNqz+6cbBz8XFLlpcMCAwSGW8HG5ZxHLhpz/6a9rQBCdL82fQlf9Ih5jmlyQuDIwM/H8/Cb5ZHVsYYRHUJe9py4hKgAl+ts07GOglJ0JKrva1vaaMSIGSyLOXfBfBofuekE7LSvUjRvPP5kgC4zWYzBA7L5XLQW/QCkGmQ5z54/FNW+U+wkzJjGcvAYMQjAaROB7EHrieBcMq4V195hQhjmH4FXjkoy3G0rXJfEpymzXAQZr+Vtj3lKe1SZ1vMJydrXT+0268AMqnb/OK677GuM+beAeP+5vjkeFquzGPse9UusEgZop4saQsTC2QdU3qa/Un8ktjD+tq1l+PW2VO3kfVb1rrJhGzrNjvthQAdj0gseaySTsuzd0qZFtqCx5zXzdECXnWXfUw+4cu7Md+XfblP6XDCq6r//Vbea9of2p5tiq91cW8uVgFnejcpO2qxO467/J1r9ulJv9s3Pfbh94mrXV+Hg7qScbSTvdCUCcTkKdcyyQgtiWNIqPI/k3yZ+HS85HiQv6oaJXmNnRLv+Z7krXEVMS7XMrbocIBphV4wpxd8GZMlX6ERPhizOplJPzxhZkyQeJ/+eGEQzzthbqzia965gL/2Qg/Hp/Bjs9kM7yA4Ojq6kbMwFnR8bT9OPGgMaP56TPIYHOcPnEz1McO+z/ygXcuddRzdT5yUixedmLXcGkfbZlgmTGPu8qG/nvxERm2X4O1isRhkgMkf6jAvHz16NExIVNWIV9AE7RxpZn1x3on+ms+2G+a7d+mbH2A8ZAK77PgEGUt8yViz69xyb3mGPiYyvdPb93TYmL7kBGjadGNdT9CmPbWfStudcUWHd2+rw7Lj+C3zmd348N32wb+lTlqfvBPNNGSfpvqahbay71PlNh841c5tNHU+8E0sz0tbxptp424r956E6BKe6eQzEHaZAm8WztsYYMG1YqcTSzCF4lixLUQJ1rqgIYGdgWHXJ9+bs+IGcBncJk0UgAWGrhvgpN8OIIsddyaMnJQyj3NVjhMF5mmu9vbMPvzoJhhMs4EiNLI6hYRlzoB3IM+8hheHh4e12Vy/6NbjZIDnVSU4TcYBmqvGZ257eyqfc3UHRtX8mBpzA8zsV67enNpGZwCX480Y8dk6wTXGE176P22QfMt2U587J0xbpof74F83sZZtcf9wvXarfVIXrXus4iAR7oDCgYR3XvCZSQzLVq50gUb32RNcBv22G1NBS8cDTwbwW2cjppxzBmBdOwCwpB993G63dXR0NDzHapd33nlnODs0dcqTPp74MTizjPIfOi2jycvkf8reqIj3yQdPrtj2G4Qm0Ep99oRT2rXU207Wkwce5/R15k0HeDPJ4fpTl7pVLGnHp/R7x9qbx+x5R0nqFM/7mDjuZQecA+q024yP/ZLHq+rm8UX8xkRhrhC0LHRHMKS9y6CplTnxp8Md7psnsTx29ruuy/bI9t9tUFeuPLWf6HAUNHU2w7+5L1OJKH5LLJbP2habRuuj+5Zy75eGkny5LaAzH13/1Bjuy75Mlb3MvPkl7e7Ub7b3eU9OQDgxmbsg8C9OxoKv0h9me7Z9WfLexCq28feVS/tv4xjqN1a2r/CChEwgGzeQ8HPs5CSZ8Z2PRErMU9W/i82+wfkL/Cq4wnjOdDvZ7J2U+NXEq5msN5aCZ9ThOJGk6Gy22+HPM0wWgBdNH/1OLOxFeqaJSbHkK31yEtz4lWI/zsQ+CWevnLe8wD/jKi8KY4yg4/j4uE5OTkay1MVyXnyWMuP/xnGJNfJejyG67AmwpAE+GE85tjQez2cdszjHYTlhLBkn5BDZ8u6CPKHBOSPzmnFmzKiH8SPBbJ751AlPuEDL48ePh9gGvloOq3aTELRNv3ICkwLfGR/GjvuhGTlJXfTY+Jg8y45zMYyx4yzLA7Lgd0KYb/DWuQRexG075TiN35zXo++WUeujsS/Fv1l+0ub4e3e/cxvd7gtiJ+6D/44VMzcK36jf+Sb7AveVupGr23z0i5S74jOXjBWep51s60XqfJFyV7sPwa3dvQ/FvQ96J4SNtYV5StAd+FsZTWQmXlycqJq6NxWyo9dJA9c9lThy3TlYONlOsLo2/LsnBbzSMhXXvEtnnHzkNyt2JnRdp4EpBidnNW3Uu0SJHV0G7eafdzQkTwxuMfZe6WJwA9hwQhDjTZ/tpHJsMhEIjzi/Hz7gcKEjkyfwwPzC4Ro4wn8nZeB30uf6TLOfcTGAtrzlLga3YQAO0ISPgN9cTURdGXy4Hgdd2UecdIJ/+GNdyIkQ8yMDCH5PxzyacJPTzDoA44Az73BhtTngDlAF+Pe7SKzzXlHl57nH4+4AwE46dZTnrIOzpl/+c7HdtL7y3fdZxqjHcoUckIgFjHncDHjzrP/Hjx/XarWq9Xpdq9XqRjAFMHZwZXs2Glv1Jycjuz4kD6Z4xbgA5qnHsmgQDMhPMJWrzjIYT13v9CLp8+QLttnBjOWjA1ad7/Bq/xxH6LK/QAa6ib0O9GYQ6P7nrjK/UwF9MI8NUB3EdJPy5pNBLTRRb9cO8n1wcHADH9wF3JAL/Ib12bSZL+k/c9x8bFD63uRt1c4u+ZmOdu5h94ExyBQ96cO7MbcvdrGN6SbN3a59etJkW5l2kTFIzEgwS8CE/bQfSQyU/ErMui/78qaUTrdfR2B73/IyAvmXVabq7HQ//1xIZmeCKhNmjnlyYZz9gu1l4pUpHJM2yjbZ/uK2//mc2zNNUz4lcY3/csFGYhrHHcZsi8ViwI5VNSSmHHPhu42j3Kbjhm5i33gUTOUjMu0zeCZ9t48mok0vbPCY8ecYyzT76Cgv1oB+L4oxv6G5aozb5/P5MAlWtTtehjiQfkKTj5GyP3WfSWBDA/4VWecl3X6/RO4mp87FYlEnJyejyRZKrtCnb+fn53V0dDTol+NfZIA24c/UezY8kWMafR9jYL1wLoWSsZnp8YSFV9B7hT31+d0PuaCR9mmH3EnGThkzWu4yJmVsoctHJME3dsOzSh0ZYKGm5cUyQ188CUEfzFP3wbLBvamDXhxqvfPR5TnRSP/JM8Fb6qPuPO67s9vQTt2Xl5fD7hznHBP/wgOud/GL5caJfN9nrG3Mm7bf93i8fc3FEw6Jpc2LzhdSt2XPsRTy1D1LvcQ9PpLpLt92V7kNP2Q93b33wR9d3JPXu8/vdXxxF+55EVqMKe5bz70nIaxMKQQJZjpDyTXP7HXEduDK/91ZJwgykdkBpC4J1xUbmZyVNH1WNBuwrl846OyHjWyCHLdH0sVA1kYhjZJ5wXeMuo1xOlnznXa6MYdmAzvLCM7RgCJBYgJtr2TBmQAwDGYykX9bcX+dYEwAymfucXJmNtu9hMryZZlibHIccE7e4mt+O8l2W1DR/c7/qcR0ymTSzPh4osHgmOLdHClvmSS28837q3ZJf4M464BBkvljEJDJ3S7xZV4gB7YTi8XunSSWAZwvExIAbuu5x8Iyb3vEb5Zn7nMC2EAqwayfhT/+62xp3gcfMvHn3+iPZZi/7Cv66BXF2+32xqoU2yfOc12tVrVcLoc/dAoQ7u3sFCefO92iDeuXac+E8CD/IS8J7nKyGXCU9xtgEVQk350UTjl14JD+IvU17YZX/XC/7VM+19kE+ub70XdvqzaN2G10yXzz7w6u7WuQjfV6faNu9K2zk1O6njrgZEn6LvqXQaZtJm2lDmXw5v4n+KZ92xyuUV9nm+8Dhi1PGYjA3wwy0EvbAa5NyQ3PZ4K+k2f7c9vnlE/oQ35Md04IdX1PfjlBQ39oC1vNuyEInD1h5Hah3bp/X8y4L/vyXpb74t+vhHIXL56XV34ubTPXqmp07JIxHqs5fZRlJrSJcTocCQ2db0g60//ZL1fdjLkSM3Y8Mo69rX3TYZ+E3/C1zrZ7AiD9xcXFxfDyWk82+Mx2+Oidpt1khn0P95yfn49wXdUOD6WvSv/n5CPJ+0w2ghsTF/B8JpB9DBPPJz6zz8tJHfiGnCF/i8ViwFvGjd2qa2PpXFluXnCkjQtJascClido5QgfeAyPzAvHhWBC6PWOWtOPHHqc4Bm0u+REAse7epyg0RMbGaNyX4dD6YsXzcA/12/5t/z52CDHHeZDYq/5fD4spgEHZYxK7M9kh+U038GCLfPL3Ver1eh4y6QPGUKObR8o/Gbs58k0ivvhiRLHZfDcR7Uiz15ISOzvdxra3qCX8NG5s5wUTCyMbDMB5xjIcRvl0aNHQ5v8Tj+8sM9tWNZs+y1viZUpjgV5Jm1y2nrLlicofD3jAPch7antWNJoXfORcS+rWMdeV/GYvW5apkrawNvum7rnvjHTg15MnQCJ6xlYW0EomQxyYOx7LcBOPmy345Xvbi8NN/VkMaBL55ifHeRSH0rFfRnAJ9OTrgSGUwkH35/gLZPRaSw8k5ygp+ONn+Ee84A2DUY6cG5H6sSHVzjbWZn/GH8mGmyIcT6egMgxt2E0/yw//OWYsXKVpFiuaEkAMgW0vUqeNm186WNOFJl/0JhgwXysqtFMsh2Rwap5keNE/zp5zlXKphWaundtpKxDB7zLrY6pc9CeoMoya5BPPe2sejjrqv79HNDI8UCANoPh+XxeJycnw9hm+5aBbkIAHgDw3AeeywDCv5lHbjftcNq77nz6lOOq8cukaScDG8sJ42A5tb7Z/hCgALgPDg7qyZMntVwu6/T0tL70pS/V2dnZaHVM6mi+fI4+W8/Mn+Shy2jSdsfYgV8J6jI4dgLa/OmAIQDSvi6TueY1zzOuvj/9aicPlkH7Cei2bTHYBeQ6qPNz6dPcBt+dtKfkbhjAuctms3u/D8Gyx22xWNTx8fEN/9P52rSDTva4PWiz/XN/OUrMgY1Bt2WBOs3P5J8/Jx0Z5KQ9tz5NFei3LmZ7yEgGy5Zd8xHabD8SM3R2opNn2u7aoC7f04Fy6oVu25yqnQ0jgWB+0u/1ej0ch0LCimA2ZSHbsD/dl31508qULu/LyynYgyl/6BfokoQl8esdEhkn2lc57k2/VdXHh6Yh7+t+T+xqX5N2uLvHxb4m/Yn9QrcIA3vaLaTAJnMPyUK/+ysTx9jujGeMp7wwZru9fuk045Y7DvO7fSz1gGvS53lhjvF9NwbdcxmvknzndACPiXGXsUTVbncOPPFxVrQNnfDSPs50OPlK+971A31OKMMzr5DnGvV5YYBzHZZ/cCPtdkcQO6kJP3KxmlexW0atIymn8DHjPvBe6gsl4/6Mu8Gf7i98hEfOK5Bb8EIsYy4fy5S2ynS6T7TrxWSbzaZOT09Hk2DIPDZtNpuNXioNdu903pjOu1DAX7PZbrIDnbM+5KJT6nf/sLP8OUdIXA+fmPSiXtp07Od4IP8sc7aHPqoLOSTnweQOfe/65fFx7GqdtD5k+5Y1f5+y3Y4lbVM7O+W4f7EY72KwvTFdWV/Gtxnv2P7YVnuxmGOJ7M+Llrvqu297d8U7nW992X15HaWTxYf060EvpqaRqumVm/xNJfmTUBsX7jXAsdB1jsMlBzu/Z2LTjsHK79+SwZ6UME02KG7Tn9OAWPHyGX+HDziFNDb+7ASBDUCWTHJ3/OQ+v4imu8/tGnDkxIXBgq9xb64oYTaZvmEEc1ulx8T3GczhLKt2AIuXD3mnQlWN+GxZzqQHDtSgJsfWfElnmskN65Q/e2VK1U2Dn3LaTUZNOYcEU+lUctw6A+P2LG+WmRx7OxlkDHpwVAa5BmkAr+SrBHKkAwbPuZon5derVfy8eUG7eQYndJpHOFSX5GnS4rH2M1l3Ape83/W53UxQWi6gyXLtZDzAdbPZDCv8/CIweMvYseKJ8QYoU88777xTZ2dnrW0AMG6325GueYy8agagZB5Yhz2elmBskJPM5ovtDGA/+eKxwZ45CKI+r8iz3zAw9Xjbrntc6auDfCcyLBe2Tx1A5T6DZdPi/lXt7Gf6f/cteXlbEmez2Qx2Hrs9m81Gq+ygxRPUrsOBVNX1u38c9PJs0s/EqwMRxpgVSpZLfEOe45r2JY/0Ml/TV6fNNF/8nPvriTuPY9otJ2Wy/cQXaat9z2gCT3bBNMAnJ/NdbsNHKZ/GOZ29cxDfYVE/w72r1WpIEuJvujNnk+7OZu7LvrzOMhXk3YbluT4VE9y3vOjzL7u8jD5RunqMnxNXsTqYxRK2L3xmZa4ToVU7H+4dFN0iK9Nk22YfnnXyez7T9c2fEyMkX+x7E5c4ngOvOSGZMYwTltBN8o7ry+VyFPcbdzjG7HwO8QX8yOTg+fl5zefzWi6XIx7kTjjoNn6w3zEPfIxL+nn67PuhzQlmF+NMfnMy1GMzn+9efgz9PlbYCdfEjBkLpn/uYgjHZvCaSZPEMTxDIts0+VgfdCpzDpn8hF778g5neQzhp5On1JOJ80wCO34wnmSCw9ctM/DA7zmzfiIzxiuWVehzzJ66aFvEMUP5nMfSdmizGR+PylgxMeSdNPBguVwOu9axbeArcKkX+hjTw7c8GSLHAJ7xG7kb2kTOvZPMdsfxImPjhXnQ7EkH213HYYyxee0xYyw8WWWdZ5Il/UjmFywTlkPLcuqu5c1jbNuU9tc8gOYuFkifwQQgMuRJHNPW+QcvkE097vwO9Xsxm++d8mdT5Xme+UouD+FV8taydJ/y4OOYOgK6IM3GuyO0qp+c6AQNg2ol5rrrSkXogKPbsjFy//xbtuG2+DwVoHaBseu2MjpZYL52gX8mpzqQasU2felI/XsXvNtZO1E5dZ9Bhx0nxc7VAMEJBRykj07Kcx/9n3YwWN7aiQODx9zPbzmRQL1+H4ATVN4W2oHU7CugK1fAu7+Wb/OHe6fk14AlxyQDGf+3fFnPOpBs4JAOpqs39cHgAtmwcyZIy8mBpGG73Q7nA3IWqOWuA+9Vu50zaQ9ov2qXfM12O/lPGpEvr2hzIs6Az7YmZccz/uhZd59lJO2Lx8FAN+2pxzvliHvpg5PcDhbz/RgkZw3suJddKNBlXh0cHNTTp0+Ho5ocxDmJ74AzAVJnpxO8pZ2jbLfj9zhYps23XElFcfAMj8yvHDfqNmClftPt+tMX+r+BoW2/eci4mre2ieZhrjxJui0vKU8JZN0X+DQlxwB7bLxf1OgVTu4vIJh2vA3bvhO5Q56w5375YPY35Y1x8OS2J7zs0xyA+NnUI/iaSYXkZwbX3GMfYl7b3pk+T9S4jRy3HF/3Le/hd+o1PdlOtum/KUzna4mNeM7yYB/s4GW73Q4BugMbcEX2i7q7IzT3ZV/uU16l3GTdU7FZF2O9zHZf9XOvo17bG3xzxnjwlWOXvKrbCdnuPRFZv+PAbhzdnv/bL3QxXNUY001hoIxrEw9O3Wt+gWmIl5zcwwZn/JZno9vP4PvZHW+fCm05CYFP7lYep78l+cpiBftp+11jAP9PP+HkuvGEeYVfdB3mDfU5xrZc2Ienn6T9HC/3w/Li+xyD4BfNT3hnn2vfmHEhY4tfJQbw4kD44bEE6/kF5JZFy3LGS94FYJ7zvHGuYyyPdcaeV1c33x+S2B6afKSac1XZZo6LdyAbZyPH3gEzJc+O8VIn06Y4FnVMsFqtRu9EpD98ZoKD+6jn6upqeCeEY2roQ4ept2q869zY2PkZ9w2birzN5/NhgZJtTS4kQ64SgyPjljPG2rGGY/guP8gY+vQMyxz3ON5g8iQXvzheSBvrXJP74rF3uxkzWm5dr21Lh89dl/OGjn9ycsFyRr8z/rGtTztpnbYcpu16E0tikfdj3PBQ3k7d/5C+P2gnRArUFEDxdyuLDYuFMA16Bufc160otkHtZtmStgQRrqvq5rEmaRQ6Q5PgKScPXE/yAQNo5UqA5/65D5lErup3ciRgNc87+rN/Lgk2MlFrcOYZ0qpdspd6ciLAfbBDwxE48WPDDMDhO6s/7NAMWv3y624SxN/Ni83meveEk3qZIKJNr7T0uOSkQibHnci2Yad/ecyOeZ/6aFk2UE/9SMDnccfRTCXV7Zw7ecjVGAaFjKe3nObz1lfGhXcSsFrZ9b77ZUSf7Yn7TD/TNjjR7pVF5osBtCcx0IucdKmq0WqIBO/mX9oITyh0kyppg+FrToqlLnc6nnbAdtrv82D1H2fqeocSfeF4HeTGfWd3BM+fnJzU6enp8O4IgJ31HFoNOr0V1sGUxxMaMvHuYv13MZ+dxDWPMnhLfbYsdqDYMmkbVDV+X0nafQNBxt3te6LZMuAJv04PDEz9G21azx3smNfcs93u3u1Dm2mX6A/0ErQgAwQcDvjsu7C36K1lOH02cmPe+Bgo92m9Xt8IfmwLHNh25z53+unxTt7mCrv07ZkIcB2uPwOLxFFTBbqQZded+MPXLCf+3uEK7svAxLzwWFmPLF8e+7Rj7rvtIMG2baiDKvtcy85+ImJfnrekD7pN/16kvBfy+abqwFSscp9n7rpm/Egbtg1HR0ejVbneEXF4eDjyS2mXvDCJdkh4ZXxnu5iYOBOvLpn4ybrc986+89+4tOMT2IOYzhMSjlt8rxOWtO+EKzsUwTT23/6jXnboQrN3ydrP8Bk/y8Iy+JAJVWjz+FFYhOT+GHNcXl7Wer0eVuy7Pvv5jDUtJ54MmYoRPKY+dikxpvk4lRzED3pRR+KTy8vLYQdJLrKCV2AnYrbVajXCBrTPRJN9ulePm74u7uzOjbdsTe1iQNboX/Lc401/wPDGINCSC279l5NjnqTJvJixCIn1THTP5/NBbp3wt445TnDcz3cn8OEftgxMjT1br9fDe/yc/zg/Px8mJRgvjk/jnQ2Wq4zZ3EfbWdtB8w5+8p4Y3+sFgYyh+8Pz6J13Mxjnww/4Cw3Wc8f93m1lO0i92AHqyHgy45TEDB7H1HfHlZY7+wnkL+NMy4N1wLbCMetstns3C7zPmNGxnOXOdVvHHCO4TedgmNB4nmJb/Srx10PKm0BD1c3Fm6+r3HsSIp2Yja+FiHsyAOSzf6+6ufradThhhNIaCFnpMviF5qkkH7+7PgOsVHIDIO7NBIP5hBF3XQkgHQznxIXbgAfpHD0e2W87wByXjm4H9HaqnWF0Gz7P0bQ7+Vo1BgoeLxtsVqXYQXr8SHZ6PL3ayIab+3AcJKwvLi5qvV4Px3/YSSefDLwSLKZjzRUqfpF4OrwEuC7Q4ZUVPi8xnZET7PDV4NLAKCe7LP98d9LZ9PJ7N7bpqDrdTQCftHdHTiVQfvz48Wjbsh3oqMx2yaO0Q/Aknb7rg/d+2SCgixVHBiGWCYMG28HsP7KVwYdtYdoBxjIBhdt2/R5jAx/bO0r2wbqXdtJj6EDa4Iyjl9wPeJBBxdHR0QCyAR7sjEB3LZ9VNToSyXQ6MW+w7HEe+aq6OTFtPjH+9C/5O+VLbOM7oGX9MX35f2qcPY72HZYhB4Pb7e79GtlfTyogX/Ag+5Jglx0wAz+jb93xZqYzfThyzgQV9HC0RfLVeAS7z3fvcPE4wRsmwKjfNpaJCk+WZiKD7/bLOU4ultNOhsxDfrfuWHaNCVKXvYIvcY3lKpNObos+WqZTJi3zGXxYPl0XvKUN70SxX7FN6WhPGtwG9zmgx0ev1+sbdh2Z873p73MBzL7sy/OUtAmvsqRdeWiZonXKbr3sch9ePQ8Nt9WbfZuqf7vdjiYa7KN8jEQuGqHY3xozZxxs3NTRbgxA4ibjPPvctKVZT9W0rUvM4OdyAsIruN339PMUnvVxQcYLjx49GmI2vzSX+0g2mhckZo1lHIuQGAfn0Y+c3HDi18/jI8BATqZ28Tz9J+leNd4FmfgQjONJCMbYdPHZieduvKk7YzPjB3YK5ougvYIbuvOIJNqbz+ejlymvVqvRAp5c9c+iQXwwvPWfY66MmxyHO87hd8t51m3+ZKxkLAIvuMcLYeCVFyt4XLu4oGocx9GO5ce7bn2/+QDWS5qcY1iv10Mb8JKFfJ4MMFZn98p8Ph+9K5N8Sh69RJ/Nf/OdRYa2H+67bYFtGPfSPvywXFqOE5N6QrHDwcT5iWMTz6Pn8Mk2n/57UoQ++L0aiTcd15v+jkemp8uXZnFuhLrtR1ym7FTeb5vvyaXsF/c6ZrJNdP3+y9wTdgjb75J6fd9yl+9/1ZjmvSx39ec2fHdfPrwMnj1oEgLjksmpqrFQTRFoRSBJ62essF0xmOvqTYdo5bMByqA573V71O8ERCqq7/X1BD15z1QSzcmVHIM0QA7qbYS7z/5ufmFYMYbJ665/TvZV1Y1nDfQMQDzWBqo2Xl7hnnxiVhTZsbP3bggcAO2fnZ3VarUagQ+DL9ruwIlBoMfBIMUg1mPjBGOurDFfDZwNbNPpWvY8jk7Ocz0n/pxUoy7TxW+MuxP2djIe30yGITcA1nT6ptvOGlBLX5FpO2sn/pfLZR0cHIxkIXXl6urqxkoI0+i+e1UD9fk8TMuH28hkXwYC3QSE5SttGXz3GNiuIa+dzlqu7PwtLxn4Wqb53fbCW64725irQMwf9NVAFyDr8SRhXLWbNPQRXV7RZhpNk2nOgMD6MfBfsmKeph/rPmc/M7nOuHsSwMFUVY1sdgK0zm6bRk8OcH8XnBkUWla89d/32R87gZurWuhPrjSkHq/QclLaNsO2zkEmegcdBDzup8fMNszjkmOWk+Bum3oJlNx/Eh7GCW7XemSa7IusM52uO3Dk+alnLLNelZUBWNVucivxBPgrZZbjjMxf99k2Pv0ZxXLp7dhp83KCwzwwH5I3FGNE+MwiBWQtE0/wgJdUO8DJ4CfPzs7292Vf7iqd/t8WBD+k2CZknbZR+/Kw4jFykoXi33yUKO+GwP/xG/jHSRsnYbu200cYN0JDjrH9p59L29dhOOMi+zLXBxawfbe9xhcRu/m9Dsac/Hcsgi/zznKwBTTliu3sg8+1zwkVaHbyfja73s1LjOgktieinSg0HvORMqzaT3zhXIXjLsfDGY/wn/74Oe8m9XNOtDph7ZI43zTmiQXw0DucwRJeLOZjZuhnvnfRft/1Gk8ZB0ADMuMxMfa1/jhWNp7ku5PjKT/OLWT/u8kH+m7ciGy5D34evGXZS79Au6bFeutTJIzTHfsar8N/xoQ+eFGwdy7QjuswhmUHBHXkewAsW84RJv5z7AH9nngxVkVufFKGFxmBV613xBvIrGMv6vQOn7SNPOuYzDkKxjCP+M64ybtsqmpYQGX+pj11TsL6nDy0zNpuIAP+b1772ew7Jevhmhf/5iSEf89YBRlKPTZNbpf7vHAOXjueeV5scxcGSx/5qop96Kus/yElcc6L0Nb56qly70mIj370o/Xs2bORwjrBScN8t3His5XOSRr/3q3ydUnwlk4snWw6X9frvvgv684+JjB1srZLILgNO8ms3zRSb4LBbiWr78/EMTSngDkx6xlw/uwIDSSg1c4iHWuubGcc7NQwTLl6hOfsPMwfgysn/L0iF6cPEGbLYK7MwdB7fDt+JZjimp0/Y+MV4Dxj5+36PT7pvC3DmVgzDSTIcsLBTjdl3OMIH3P8s7++P2W2arxayH1I3rifKTcEIclnEky2Gw56mGjQAA488RbtHF/TD6957uDgYNhqn/x0Yt3j19Vvnt+mx6lz5rlp7e5zPyy72ccMNLr7nDA2Xzwetq2W8dyWzhgzBug2CUDvcJjNZgNodNBQdQ1CT09Ph3YBIx6DlPe0PYzhwE/GquqGvKUfwj7aJpkP5o/9UAI63+etv1z3Siaue6zhd074wotcdYmeYTMdTFn30hblCjf3I4MLF571O1Ls/0xXgjAH+24DueH/0dHRKKhiXJxAT5+R8kQ76QczEKWu/N3JGk+WJi8sm4lRkufmceKXqcA5fRTFPPYYpb3uAhwHAxkkZUmf6f/pqzyRlYGm5Z06Mogy/cZQnU9GhrA3lpXN5noHzHK5rNlsd6wcxzRRDg4OhheXbrfbevLkScuDfdmXqfJ7fs/vqbfffrt++qd/eriWMvsqyquuP3X7tvKqaXnZbSceTP9rv+gJCBarkBzjNydq7OsyeZS4GRqm+uLvTgp1+G7KJmf8TV321a4j/b/xYtUu7vNugqrxCuGqa5zD6mxitcQ4xG/0Iycppnba2ke474wXvzsJ6LPhecY7fCnmH/7MyXSPn30YvigxwHa7253KvQcHByOsTFzLgisviCAJ6vchWD7zM31NmTatnkwzNnBMT9v0H977WEv+O2kM/4ipnJj02FO35S3H2Eny1JNMTCeOQl+MIaaS/7RFfOLv1GX9Y3Et/fdRU4mpkUN0J/EQ9LOoxxOaKds863dMOF5IPJUTYWl/XJd5Cv1eBMpOFr57URp65HxQJvc5bhU9zAksL2T1bmhj2M1mU8fHx6MciMcvcz7OD0A37SPHlk94bf5zj2081yjW0aurqzo8PBzRAl+s07kwOrG9Y9NcCOTYoYs7aIPxsay7n26P/85PcSoF8kU/rc9c6+Q/+5o5Lvpp3+rTRO7ybV25Dx54CLZ5npL1p/16Ve28F8/zzNXVVX3Hd3xHfdVXfdW9nrv3JMSHPvShWi6XbfDXOf8UEn/unI6BkFffdsGplcVtd+3k/0zkODjFWGeQ7GJloq0p0Jig0nX4f5cI6upxSV4m3XZ0FAMtz4h3kyJd8Zh1M7m0YYOY4wSY4Q9jg0FOnnWTELPZrNbr9cgBmS92opwvP8U7J9w6kG7Q7f5NgV764+OkTBNjk6taUqYNspJ/voe6MPi5Jdr3mT9dcGU+V9UNHblNx+386EuCdq8wdULSY1K1W/FjniGvgAZ4w7mUAJl3CRsB6RxbwJGdNTTCm8PDw2GrfTp4b2Olvw6Skr+WoeR36lOCntRjeNHZvQSv/u7AAHotd9DolSq+j9IlUs3bDF79mYkygzaAOwDt6ur6yJSTk5NRnzabzaDzBurJR8tW0mW5dpnqR9UuKIPvyKtBYwYVtlkG2x4Hgk3b3lzdbbo87rmLgj9WjcALwDZ2LkFpbnH15JN1jXbom/mfek79DlJu83+Wy9wxY3+Vx7XlJEKHE7A55idt0b9cqeOj/exHPNmZMufAmeuWIfunbueC++xi3U3fbtnJBErKVdqEbCPxhuXE9sD3p+3xeFrf3f+Ul05+HDxZVszLtIEuDngtrzwLjT6nm3fbOMih7e32OiH1oQ99qPZlXx5SPvvZz9bZ2dkIc9+Gr5+npA5+pZWp/j+UL3m/k0ou2JyDg4PRUUx+eWpOQCS28/cOe0xhuqnvxpkZr9jH5PWub9lv+57kFzGbk9SO77I/mWA2TvGu9YwxsM3Eh0dHRwNOrOqxAHY+E4nGAOA5sEK3oj/9bY6DMZjjFGM0j0/iRyd3q3Znxx8fH49yLd4pbL5n7sBHDVbtjuKxTzbt9sHgJfriXcpe6WwM5jgOepxIns127yCDT4wNY4UOOQfgeNKya1pns93EAP32RJVpRdZ89r93JyR9jI1lxnrhuMm8gxfENJYZ19/FLikX9Iu4yfwwHzLZ63gUubYc8hvyZl02zrd+0J/5fF4nJyejvJEnRWz3zCfH+Yy39SYXjTJ+1k/jX8uQ8x85Xu4/8VCOF/13Xma73b230LEFbXsnlO2O7RZ94Rl2dOdL7I157Scyh5CxQuLnbleG5T/tlmXatsb2yCVjCfhFjGR5d3+cs3VfMw7Pdj1+YPTsS5aMJ7rfp5552dgsy6uuf6rN+2KhF+FD+rovfvGLwzuD7ir3noT4zGc+U0dHRyNip0BaKiOfvWrQM/IIrg2s60gglEFsOuKp4iRFOhbqSefQBaWUqeA9aUw+mdZcdex2u6RU8tbFfLMxICCnv2nwMqGaYC1Br/vA+NmYZbLOBg5Dxe84AgOYbOvq6moEVKiX1TAGgjjY5XI5crDJX77jZKxAfHeiwxMCLqbXL2JyApzv5oudCd8tg1XjhHCnF5YjA2In2Rkb0899udqHyRM7fetJJwd+3jLBb6aPlQZdIGb6LVeZwKJv/HZ5ef3itxwbb5eccjxTtOD0fJSTnbZXQ3j8LZv85SrtqQAyeeCxThthus2bzjZk3W67A8QeZ/MuE6p5HRvDd+QH4JBgp2r8ononyaH18PCwNptNPX36tKqq3nnnnXr27Fm7/drjmQnt9Cuz2axK/DEfzdvFYjGslK6qoS8nJyej+7xddDabjd5X4XF3cp6Sq16SVgezth2pawlIZ7PrRAkrut2W+92BW2xp0uKJ0QTBHlPb7TwGy+3Yn3YBmttFLnlpNbRYvrv+5GS5PzOGlmHLqvWNgK7z5YBw5IQyBfS5Zp3s7EKHi+zXu7Zch//7Po+bJ1GSns5vol/ZZmcPfK8TQsiyZceykHLsNkxTh/e6iRkHQh7P9Xo96O/R0dFot5Vl8Pz8vH7hF37hRlv7si+3lX/wD/7BgOGsYy9SXvT5h5SMdx5aXtezL1ISNyU92Ad8a048+IimzoZlTJBxrXmeNrGj0f8zLrAd7frZtYc/tH9JO801x3pMEmSCrGq3wMAxgBPVTChwlJNX3IKnePntbLZLohqf+ogakqbQbSyYfoB+eKFIN2ZuO1dq+z6wwGw2fl9axjfwxb4YOXIsawxpuuGRcaPjeien/bJvJ2Qdo5t3JGv57/dBIBdXV1fDZNB2ux30wLtXOpxPcb/oZ+Iz94Vxury8HPTOcuZJL7Ah91s+qAd+J86CHutT4rCp8WTFthfrIhdOblu+upXi1kPrcYdT/Tv95Xfi2Iz9N5vNIGfEpsTQjLXlw7uSyBE4DkhM6PGz7BK7G5OziBC9NzZ0vMIueQr9ISdJrDmb7Y4H8xG00IJO8jv9RGaMFS0z7kM3wWhbji3ER5AXYkLQca5lm8/U6ckKfvfkkfU3aUx7DY3WvS7eMv61bbNuWK8ZQ8dRzuVZnl3ySOC0GeaP/WnGjV25ze+9zGceUjos8SaW5+WDx+XRo0f1K7/yK63d78q9JyHYBuUkkwWoc5QJ5LiegT9CmgnzKUCYoIt285oVccpI+nmDMhsK19EFErlinJIOJxMHqZz5fAqDabRx6vpivhqsZQIigcIUzVZ8kqt2QgalacC82tT8p022LFo2/PIxb1mFZranprPGoa7X69EqHXhhkGpngtyZJ+aXeeti/jgh6ZUaPIeTtG4AzHPcO4CJI8oVFtzvra9d0iV1xHID/VdXV0MCPvvsJDvtUY+dOPJA+9kXf+Zer9zIoMDy6neIWK59BuOsxluBc0yrxu+/MKgl8ewVQdyfAYX5n2DFQDLv47P1w3IBH3LiKwEqoCp5ZHuXzrtz4CkX0ECfPfmX8pArRfw87TvYA1jRfwDa0dHRoPeeDKOO+Xw+TAi88847oy3ADmhtozIhYBtkafDOO2wbz1mmvR3ekx0eJwfk2SZ1m9fImCeJ6RNjhq1KH2sd4XO+S+f09HRkg6x/nnxmPC0zBrq+ji0yf7B7VTuAnDYdeXKADf3wOwNQ88rj5OSegTPP+F7LvGWP37nONerxpAPBvAMOCnrY2QHG3+0wBp5UclDmgCFp83PmTX7vMEc3QZA4zJ/zu+2eEzpu2zbIvr5qHCzZplBXR2Nnr2wHLdtdAiT9sNvj3RCM5+Hh4eglmdybOG1f9uU+BV3OWOJ5g9DXEbw+L73GmNTz0Gffi+K2Er9l3Gm/63fKgE/AHF58YlycE+e2UY4hHVN1/OjixKTV9PqZLkbtxgg/nfGl7X+HeZygz5XVPts93x1xdXX97qf1ej3YYnxuJpBJmHZ+lHtMp1fxZxxI/41HHGsae1Cf/8wL4ib6ZIw2m81GdTj5TNzol2tnbIUP89FR+FPf6/HKo15yAsUJfsuYk+LUBZbm3lzYwjgg854ostw40Zz4wyvana/JOoy5HdvDW9ODLLt/YNfE4tDnOMBYyzyhPfRkPp8Ppy4YgzveY8wsX6bXtoRxdB9Mq22EZdXxs/M0iTVdJ/gdHWVCEPmgQNdyuRzoZKIjj0/r7BuFEypoz885kZ/xAv1DVlLXae/Ro0ejF6MTd2ZMjx6if14Y6501yIX/+7131jl+d5zrHBQ67Mk95xUtb/DXk4iJwzNu6XImnS/2CQ/Jk6mS9tb+JfME6Z9Ms+XKMQJ0mM75fHe8oSdhHoIn3oTyOrDb6ygpz/cp956EcMLAQpUBvgWqE5QuKZfKgaDb6VCcOMikYIKunGHmuhMWFvykxf/dfnfNDJ9K9naA3oG2f4MHCZwAHU5wwpPkrcctAyEH1znpw+euvuxfR383C2qn6zEwMOJZ+ugxoj2fGc/KUyc51+t1LZfLG7sOkj5oM4+zr5ZDA1ev/nBib7PZjBL4boNkd25V9g4PaHRC0Qlq6MCReSw648xYe0WOgY/lMldLwDOvqMmksEFAF7gtFtfbiqHfyTvqxrGQ4LMce5w8zuv1enBKlMViMTrnn1UH8MROL/UGPqYspw5xH2AidcETP1Or3BIkpF45+WX67axdH/1x//xbZ1ccrGWyrbvX42GbkDKT/YQPHD3kehygOMhhZQwgFT1nlSGy6JcVm98At6Ojo2Fiwz5lsAuMi/oBaEcuHZgCmNF/bJplNoMG61Emtat2W+tTHy2HjBGBUwZuLrZV3LNer4c6hwkYjSt2yTLAs57oSztk3+wJCNtd7ktg6yDYf7YvPGd98QrDzWYzBMIOjh0YuJ854eyJFssObTEG3WoOy7fHzjbOfXQwY6Du++ALxXbKMuD2Oxs1ZV8cCKWcZcKlwyO3FbeTMpY0UeC3V+7ZhmYdnU22jNh+pU1yn/iMjC6Xy8FmGAfZr6bd25d9uU/p8P77KRh9U2m9i66p3+/bH2O3znZxRCMJOB/J5KM6bWPT57ruxFgdZnMfbAczbun+7uJTZ/fdB/tVY34/7+MS7QOMC8BQJNU8ceFkJL7dyVHqgI5cWMf9TqyDRYgtWJlM34gRnDDxeGdMmnzwPYw79ft9QrRh/26shQxV1cgfmjZPQHj8E9eQ/M9x8O/GXB4jyyKYAx4eHh4OfhPMdHFxMTq2KmPlHHv6SB3mdcanJIcdUxlDJ07tZAL5zfyC8YUn/7qFibRj+TBevLq6Gh3laJ5DG33yxAd8MN9zktK7gqZibWghV4DMOB40X6xTs9lsSNZbvhLD0w9oAhORHHaMxtg6juI6O5qY5PAYY3MYI9OOXjnvYN/Ke+L4zcl9TwDbxiHb2HLGzsl589zjBb+M3dF5FtTRL3A/x0Wz64P+uK/ZLy8yQ9bSLniMjOfhY9p2ly6e4LttnNujfsuUdTH9km2n+WU7Y99oG2tZhl95tPpt/u1lFevz+7F0Y/+iJf1l4oS7sIfLvSchpsB057yz0+kIud/XMlHh31IRuqAwk+xJmxXbdWHkuuC1S0pkvTYSbicF1/xwe+6T608QSt0AgKyz47nrzfExYEte2wC4r04cZf+p20bHdHtygbq9csYgCR7lmNIWTs1AAECLg8tJM0+MeExt+LxyBCPrcXQdBhQ4QHY6uE849NzaB020h2E331P+oYNgx4DHq2Wo00niNPTw8fj4eHiWZJknNFwv9OXRJG7LjiaTSdvtdnDU8D7P57Rsmk7kxUCJtv2fAgCxPDuRCn0GfpZh2wmfO2ow4HEy3fQL+XAwmnYuJwCRL9sIr7TrAtzUa0rakwTfvsd6nDT6mamVCBkEZNCQ9QJA0sZCI8lxxpuXyzMeTDZSF6CX74AW98Hg2iV9UfqQDCwyWdzZ5bzf9hieZHtemZVy5nc92CbCR36zXaRtB8Bd37qjhuzXHEgkUEzbZdk04EQubEMdIFjfKQ7U/QzygDyim+nDrq6uhoDEsm+9oZ2cjPN9af8dGNM/J/kTJziY74CZA0r7D9uPDLA9RukjEoNYZ6G9Gy/XlW1l3fmMf+vG0vRahl1Hx0O35QSMn+M/Y5K+u0sacd9yuRwSSEyCGodY5vZlX16kpF14r59/SHlZbbyu4D1t5H2Lbb5xAf9ZDOH3yYDL+JxJU/sJ/3XX7qI3463OT/m+jJ06nnQTuMlD23d+Y1LBi6p8j+1xF+u5jvV6fWPBg3c7UjexguPFLub0dY+JE2jsqACr+zgk6mBsnTQ1lvDxLk7A4q/wZxnPVu0WoBHL5e/UmavFPW7dGGUMN4XJ0jfyvDGC4xj648QrfSd+M5bymHGfd5znQgLnBhy7Ol5MOU4s3S20yQWJjqH46xKkxsPuM4l3YhKfZEBd1jNjaJeUM9qhXWPG1HHTZnziWJk+JT8YD3IS5C583Tz2b45DPcFnnvmdOOgrJ1Pwl3jMsUjKc1UNk13EIFwjh8EzjkuQIU8u2S4uFosb732gPdsPxshtUF8unuSzJyHn8/lgs6h3Pp8PC8Q6XGwZsQzalsC/Dq9P/eezc2HJb3/uYg3/nnlE5zNdbH/SH6W+pM1C5/JUB5fu2kN+35cXw2qZV/D/u8q9JyGqbq7YqBqfJ5jBaD5rxclZ7iQ6FcGKnklK09Qpk+uxkmT9CWSSfv7bIJlWSvbD11NBzZN0fHY+BpyZcOXern7Xkfc6yZN9cZLSfMVgdzxyMb12huahDT3/uR8nAo+6JADjsNncfGmt+WFAY57cNvGV9xgQOdgwaDAQtbNKMIXzNr/dvpNV5pvbMdjojLfHIMcKOjDqPlbF/TAYMjjhOa9SSl5QEvjSJ4+Rt2TTNjLgY06Ojo6GZCh9Ozg4qKOjo+vV3Oqjj3fpeEDxag7zvQPSll/qBYxZdx14up4pGixzfsbA3SA87aXtctKYcmFZ6uyUAyw7E+tEjqOf63iVSXuuW7+xAZYnvxjcqwx57p133hmdDZz6SltdUKCOt/qCnWWVUwZvOX7J70xqU9Ke2L7bBzjhnfrftdlNrmT9OZbQQmBgu5Dg1keE0R8nCRwsGZRmf+EN//2H7ey2gmdfAP8G+Kxo2mx2Z96S5CCY7vhAH/AVxiYum81mNNlkvTO+sZzY9nfgv7sX+hyc0n/7k6zDOphJENdh2bGsJa/tl7v2+JuiyfxNPlteU+98nfs9yeiAspvwQJZch+tMGtlZhz9hnEnCOMm2L/vyOst9A7s3vY0XaTdt5dQ9Dy22KWkzKeyyBDd6AtM42hjCfjFx3BSdHTZLHGP7mr6K+73IjPsSj3Q4KfmQuA6/mqvznQA0fnF8N5vNhh2v/Hl3/1RSOZOryR+eJZbAbxivQEc3KbJcLoeEP7EO/aCf9J1kK7Q6IXt4eFiHh4ejY2eQncRB9MkTHuyYhy/mv8ep86+WHTBJjqP9KGPi+CFjjqurqxvv3ctjYJ2D6ZLMOVlg2Xc86Lrsw32N5/x7YifTZb7DF2Mgy68T0pZF6yx9XK1WQ/ztOo17HRNmEpa2wKbuF3+ZEzL91mmO/0n558+LhXLRDzQ5yQ0t0EZ+xXGNc38cgWTMXXV97NrZ2dlIjqk3Zdo8cQxlvM0kMLsfrEPELfQzY0pj1UePHtWTJ09Gz9hWOQdBfgleO4/je7xAqmq3++Hq6nrnvvnFfdgLSi42sp7Z5jmn5d9Sx4zvU25sJyxb6ZdsZ2jbuNw7Y1KX0NeMt9InpT23Hbq8vBwdVzcV63Yl7YLbuG95HixxF00vu87b2nrIve8VXS4P2gnh4NEJAQfXdix5j8GCkycWSBsMG/VUDgtiAkYH7xb0TFIlIHPJ9lNxs3R0J312pu7HFCC1A3fpVrtmX+1UXNLw+L8NJGOUSVSPnRMeXV89SWCn6msGwfwHjPGuiFx9Qh+ZofdKm261s/vs8csVEuYlRjQdoevMJIxXq2D4vcXYffPZgKbFPHVd0OfknhN/POOJgeRtBkJV4xc+ATbdx+wHwRclV/l2iWXus+yYt3Y4HuMMJDLRSUB4cnJyQy8dCEK/E5tT+py2xEGKVzH4WRK3uYKEPhhYp+x0bU6BAutW92z33XTallmmDMhTpv3n+uBlro5P+2JwZ1+RCVvTjw3PBDr8AYAdHh7Wl770pTo9PR0BTwcsaTOGYEL8AejQNiDLx57Zh1mX/FvywAFOjqtBZAcO0QcHvznu6DqybVpsvw1QPdloGqEnV5EjC4wJPAI8z2a7lVJV43PQu1Vp9J1VSNZPrwY0eHZAjJ3lOkljzvLnmIzLy8vhN/Ml+531un+WSWQ5V0jZLnW+f6qkXfY1TwCkbKSvT/lLfMMzKVvuU+cjcuVlFyQkqLePTyxhm5Jtp91wW55Mccn7kkbX6YSY26za+TyObnMiiN8zSNqXfdmX11emYrDnvf+2ONMFzOl3TbFQhutcsx/x50wqGpNU9cnkKYzq+jI2s79NO31bMT6c8mX2g/juKb9DbAa2SP9qn2dM5Bgmbb0XXjkp5bgrY1Lbf9frhRV+Z4Vjr6rxO+ScGEzcdn5+PhzJVLVL1rN7xn4SOtw3L7zJRLbvtRxlXGK++rnEE4nzXK9xkcfZsQ78Mf5kfIyt4MNsNrsxmeF2HWsnb+k3safH1DED8mc5yEkxnnf/XRL/GYMkzpqKfRI/Wqdygs5J/xw/641/o195nDN0Wi/oj9uxLJhGy5t1w/kG7vcO/aOjozo8PKzNZlNnZ2ejSQh4hZyw4KOqarVaja5ZHrxoiON1aZcdDM47Jp70AjVkcjbbHcs2n+92I3ghlG0U/K+qET+d8/DxZNQF7egm/MR3WKdsK7APlvFuwojfb5O/qZjE1zoc39mI1BnHlZZJ242krdML35PF8Tg8dU7mPnHWVHnI8y/a1lR5FXW+aLlvX18m7Q/aCVHVrySbEuh0hJlQsjKk0vC8DYGF0opoJemuZXBto9WBoWy7aheMUpeNJffnBAP9zoST67diprL6uicWupX96XxtwGyo3U4mhnOcMN5OaKVhs3M1MGWs0jFg6H1/8t79xKgn/6DVgMdb/dxPr9j1eBq8GRzCl+RPTnBkQgNeWGY9s51b8mjTQI/6kHcHNXasnSzlattMnrBiy3ICD6kbGg3s7CwsR/CKNnHuTGQYGPC7X+hkun2fnYwBhFcgUAwICjnebkd6nvLAdRybZRY+8Qz1OHnLb97O2vHHstWBVtsr7jdg8epz63BnJ9xHy2ynN0kn9aU9dN8M6i2fnQ4nSN5ut6Pt2tAzZcMsy9AFKOX68fFxbbfb4VimfFmhZdogbzj7vQH1DuR8HmvaTwP67EfqJe3mCknLrcd8s9mM3ldgW0FxfZmU7mTE9rtqvKXZesVv7of1knq9cme73a3ksj120MbYTflN+mi7ZrvayRy0O7hgzM1fn7vqHRHYLsuj5cv8zoSGg6mUIfONZ/nzKjv31bJvf2r+u33Xnz7YviyxTFefV6DC05w8Svmzn7JOGAekHGYAbhpsX7rS2S7bhc7WdfRa/qH36ur6TOezs7OBDwSJKR/7si8f5JJ+7E0st9H4ovTbr7s+xzskwzzhgE9J/2Z/kIlNX+swhNv1d9PCnxNmHR40TfYdyTP325gn68PvOsFonFQ1flk1WMoLOhIbJBZ1LOm2vSI78Y9jdNPBfyelZ7PZ6Oz4POfe7ThOcZxoXGAMxVEsPANvHdNW7WKLTO57rJ38NRZ3/3Ks+E6sbYwEJnbMUVUjLONxgCZodLv2w46hMgbtsIexnWWzk3GPo+XU95lnvscya3025qAOcCHPOvZCfo3LqsY7QrxwI3MW5l3+fnBwMKIxdcpy5hgi7Y5lwQl8y42PFWNc3SbPsMsLOSBvQFtMBLAQiLqct/DCRMaGyQZsARN2uTiQOnhnA7vP6J9PL6Bf7KDOPIpzOixahD74m3gZ3fBxU57wse55soY2sX0p+/Cd2MTjbppdV2fz0y4nDrY9tbynjrtwXxdL+rvlv6PLcYxpx/amfGf7mXOCZ15g9l6XLo/yvOWDHks8tH8PmoSwY7EAo+QJshJY8JwTew4m0whQHFxn0jiNV9U4mW2lmQJfmQCgjgy0s1+uh+s4SyfRPIOa/Uo60oFTt/tmh83vpsNJS7ebSYlMmnSgGHq6CQsbQANS6nR/nRAyCHVdBlpdksbGHHBrJ8pzKT9ewUBbmXyBbwapBmqWEerBcc3nu5WjXTCx3W6HBFg6FwNIO1DatQPt5DhBXwJ6xid/o/7NZjNsFayqYUbffUkw7f88A9+Y6GBlMu3keX6eUDBvsw2/nDsBRjrEgd81Plsz7VaCQmgwoCMwMW3e5cFn8zeDQI+DQY71Mlfv59ilrcnfUw5sw3wtdT/1IesjgIHOnKBwO1msxzxPHVkv/DdIwY6iN2mP6A/ngS6Xyzo9PR3eE2BwZz/hF9nXBACjjQxObGMsC8k721FkNycgbMcyUPHv6GH6M+uKk9vQk74rbbrlyrJge5d2wkDdNipXxHgFeVWNbIn7kQB7yuf7bFnLHeco07557CDbyYGsm3GEBtsE+sjYG0B74si89BiYd7Rje+T7bNMdHOd4pAwmwKd4N0KXTDcvUz5SpzPh43YzSDa96SuTH7bnnoinpC76c/qCHLPEk/7NPIbmzeZ6u32ucGbMcyXivuzL6ygdtvxKLYmPpnjzEJ7Z/1K3P+cuCBJ1fjEqtslYu/PfeS1pNUbImNP33IYXu3ttY+2b0oe4LvsLYicvkOj8mhdYGE+REAcXsCiEl9Z6gVomz5Mfvq9qd3QM2MtHwBCfMkZOsua9GcvZT3f+hngmsZlXV9MPT0QkvxOLeNw81vaNGeNRTy4Oyue5nhMf9MtxKQlAfDWxnY+38vinH8+kZBfrGCM6uetd+uY3tPC8YzPqNn9y8UPiLfc9j370hBvxRJeETT7n2Dkeoq9gDL8PI+uARh8dzLhkHMt18wUZ9yRKtyAD+tx/6ERfoJfJA3TQuuW6nY/JBHzmN2wzHz16NEw8+KgpnoFfTA45lsgJAL+Qnt3bq9Vq4Dd1QZ9tKLyxbCN3LHDDnhF/Qm/ibMbdPEEvqNd2OnFvxmnG2M6lUjLO8Ocpn0NJP2hZmMLR6de6+n3dPMlYxHmAzC2tVqv3PRb6oMUTlquHjs29JyFyK1UKl5Wj6ub5lUnoVFLMAMOOyW3Y4JkG6suEWVX/gpdMCFFP1mvj6ntdOoCXQKMzBgkipgCnnWY+a5DmZ3NlfCo+JRMGTi7gLDAK7qPBkumYoh0HAeibcuReicmqRIPDBEA20HZUmSBxwtcOl7F99OjRAISzPx4bO1ffQ2LMtJk+6knZh7cG3fCBZxhP897AycDIzq7TF/Mtx9n0eFxT7s3nBFtsleRMU8srDsXJRcbDOysyUZ0O0nwY6odeyV4CQjtqr5LGyeHQ5/PrrZpOjKdTJsmcsmSgm3xMEJCAwnwEDHoCaMrmde04GdclBZ1cS3CedCXg8DUHLDlWGXxYpm3XactAndUynkSkr4DTg4ODOj4+rqdPn9bbb7896C/1AgrpB+d12kp1gZx56YRnlyj1y9SQ7c1mMwDfLiFqnc5+Y+uSDp7xb9YTrxbr/LP1sJNV2wECF0/q8GwGnw6e065wzI15hZ5171dIIGre077tGL6JupkA9e9HR0cjGgnoLL/cD87hHvsN+06OsaOenOjOMoUvuObP2ee0W/x3EORgurPXaSPcnoP7THBgiy2/6Uu6fuZqppSPrC8DMNtC87dbMWcbk3Wn7Ngvuw1enoitIOAhYLZu7cu+vNflZQbdiUFedv1vUrlPUIyNSf9ju0UCC2yLX/SOCHxM936IjO3SD3Q20vfYfmd96T86H5N4wNfoX4ffTBO+oFvUlQneLqbjJb6e3MWXOplo/OOkNLiFex3X5iplH62UCWzuB2OCJ6mXMXS/M8YkF2KMbX/l8XJS2Pxx8jVjdPxPJihHC2lq/P45X3N85rF0Yp9rbsf+3vfzDDEdCW2KJ+tZFZ/6Zaya40p7Uzse4JPzT8btYErnNsADpinjSo+T4yFoy4m01Anz1WOf9DM+uRjPcVWHsUy/Zczxs8c59ZgEuX/P/ICf86SP5RCamYh1HHBxcTF6wTMyz/tQrq6uRjaxqkbvWGCywXVgW9HRLv9E3RkTzGaz0WSx7ZmPaMqFkLZhjlccT1bV6H2engizzsCfKVt9dHR0Y6FtxugZ83T4FVrzc/fH75mXyJyeP3fxFwWayfUgR14Ebb13HUmv/Z1l2LGGF/TlBIt1Kq+/iWUqHntTyl38e5n0P9dxTAhnVT+71ZUENlU3X6Z5Wz022lNgKZ1/1c2VkHYmBkpTSQInygAcOfNb1b8EzM9ksJz1J8BMEJd8SmXrfk+D4ja7YJyC4e74wp8Nl1d6uE/wBYNv8AoQSadCfV2Cx6sSsq/z+Xy0u8GA2eOdzngqQevkqgGBwQtJqzSaOfnDH237PE3q414SHzbc5tFtRjZBc8oOjt+AF3DnujqZ9bh1bXp1mJ0rCUzTS5vw6uDgYDhXPh1y9stOarvdHfMzkvXaARSDJst0gvtuggf5ZBdLgp0uYZc6kryyzHUTOB4HJ287G+E2EnhabhP0Uqwbnb31eKVN82/mmeWrs9WZ0EZG3IfUVwenBH8OeI6Pj+v8/HwAvWkTqdvb5NXRoR4D2s6HpBxbFw1qDaTTPzjYgx9OhnOPJ+/Md4+lQa5pMj3mc37P8bZ8ejdBAkYH99aTTJzDV/rIexpMg222ZTODLPqTMkZ7TtBTLwHEfD4f3j+RvEyf1dk36rUMYKN9RjHP22fxG//hg22G25yy69DogNV6Qj2m13JLsXxkcR3p4xMzUTI4ZCLfstIFB67XPrgLojzJ4vFzSdk3D7NN32NMQpLMyaGc9NiXfXmvy6uWvdct28/TfhcXvUi7Xaxlu82Oh8PDw2HiASwC9sX3d4nGDudhYxJHdHR2/iBp7LBiPu+2pu7Jul26yfGkG997eXn9cmUfmVlVw8IEkphgN/Cok4vwidXiXSzB71XjCQfX5+QbvtsLRsAyGXfZPzvm4FgQYxwn37bb7bAowjERPMzJi8RyVeMz+e1PcyIB+h0XgfeMdTxp5gS0x5XnbuDkhifGfG7PyV3GmB0vUzGx66fvYBgnH6GV552U7GIV9w9ZMpabknXH4Ja11M8uxunihYyP4BNj6hyDeZATRomJ3a4xMzsfaNvY2vGbYynapF8851wJsgoPkW8mKpD5/B3ajPU2m82NXQrQyTVPEGS8Cq4nJ5TjQPHkk+WF2N515mJO3wsNPprMY+wXURsX018m8I6OjkbjbH77uQ7T+nPi4fQzvsc5nJRDSud/TIN56+uOeU0v+pmy2ume4yfqdMyPDfDRX/vy+ssUDpvCMl158CQEDXfBMo37eoIbK5iDXYyYlSXr4c8zrgZ0U0pEyRXuXRKA0jkcHEbVzRcVV91M3vqvA6EGCAl0su9TdGUy1EYigY6fc0LH45D92m77VbM2GHaKzJwDQk0f3zNBY3BBHfyRnMZoY8i9Op1+ZMIjjThADGex2WxubPf0uFjWPFY4b4MmOyo7K+rgnkx6Wx+cjIU2Ay0bZY+P5cv0Z3LL/ejazu2dyTue9Wqhw8PDuri4GK02N/gk6Zyr7nOMnIT0TgSvwt1ud9u3+e4tpim3qdue/AGYMOHFdwAT8plAPnUkddFOk37Rh9Rx60A6Zddh/leNX1Tncec5gxuPm/XFMpDt014m/lz8TNbv+9O2AvQ6wI7udO8V2G53QR31A1wtc9xHHw0aM4n+LkEjvwJfbUsMqLwS0PfRf4Mx+zOPib+7nqrxSp2kG9myDYA+0+uAHB77uwPRTuYY90wwQyf3MVYG6rbn9M965lV3U77AvsWrlkyLgaptadrHy8vLYes1L7azXlkvPR7pu9NuZr/yHuu3P9sG3BYEdHprXlTtJvTsC+0jrFeJG7rPnS1IuwPPPQb5HD7VcpP12Pc4KdPxw2OQ10w39fGsV9Nm/Q40uXZxcVHL5XIInvGJltF92Zf3e5kKHD9o5Tad7fBMFwdW1ZDs4tglEs55bBvXMhlkv5pxYNdehw8TV2Xc5MnjrIfn0j4a23C/f+twWR676+KkNN/B6OAE/Cb1Gf8QW+DTM0HqxN3U5E1iLvse+MTvji3z966PjmOMvxh76rAMTGF8eMFua4+paede04CcUV9OnMBXFmDBJyeo7bsTq5iH9u3eAcHkDTT6fQiO58BIjCkLwqp2770zpjaWyxwFf+YLtBm70zcni6nHONs6jwzy18U/jENOnOTY5K4M6oNfjut9XGmHkehTxi+JWxN/YnO6Y6K7+CT5xzXkZzbbvbgdzMs7IYzNaXOxWNTJyckI45mPnO8/m+12X3jsq2p0RJv1xp9p2zGO40fzxPd44WzG5Cx8A/s5Juv4aN2zvldd7xzyODp36XwD9KVMpj23jbDcpH3hfvMrF9mhn92z9In7pyYTuna8mz7zNx29Xdzne3h+Pp8PsWvyvxuTN728ibQmFrjrPo/V8/blQZMQODDP0Pu3Dsw4MYESIpgWsFQ4A5kOgNnIpwGumk7U3QbUrFTcizG2E7PCdYkJOwA/54RbBtCuM3ngew2UnAztBCH7YzqdLHNbyXPOAUygZ3oSwNjoMk6A10zG8UyufOGaQY5XB1uGAEhpZC13s9n1S+UoOCrXadDRAV+v5JjP56Ng5OLiolar1egM+y6RaRmBduqCLoMM88Pjih5lwjn/nDhNGWH82CJNHwG4mdC2PnhsmYyYzWbDalIHFdBLm3Z+3bhbl6dAFgCGMXKZVf/uFNsCJjlS9r3ipuNp2qCUeXieYMn/M7GPLvs+f7eOZnCT9FvmTWun51ncn2zXut7pd9ozj2kGLJ1doh0nqKt2ida0McgQ4wzorao6Ozur5XI5APxulUaJD5YTg00D1UwiJFjySp8Mxt2vrs/QYDtmusxnj5MTqA6CO7BnMFlVI7vX2QWDQreZcuG6oJtt1bZTliEHqOY1oNz2xbrN/Q7AncBGXhyAwpfLy8tar9eDL6cO2wSPF/0kaHQyw+PiY5kc8FlP0/9Cn8e4CyDsG7uEQY5ZTsLbziSmyUDG/U19S5n2s2lTueYxzAkk05GTAR2t7sNt8u5JDwftmVDxn3/bbre1Wq0GGURfUmf3ZV8+KOU2PPBBLdnnxIqp7yx28C4IMK8ntL1i25hhys9WjReRJX15f8a3Tlp1tjMxWdf323jk9yT4upPettFV42NsHJPZnxs3ECOkjXbfPAlCf7xK3LseM/ZyUrg77raLnxxXIxvGK/YNLL4i1s+V1olXEiP6Bb2+btyJn7L/d3KXzyRP8b+OIRzruh14nElu+JFYB555oWAmddP3Wv7ctpP+2S/rlbGSvzNJxZhkvJfjmvJN/UyS0T8vyEv8Zh64/sTJ4B/6aV12EtV64TyA6Uy8a10nUe62XGfGIkzuuX3rA1gTG4fc5+QMkxBe0Ol3szDO0MNkArLDcUnQs91uh3eNcB9tWxeROfMHWfEEKfkY8LtzN9ZV49KMF8xXY/2M4+GHbSzvLXD8ud1uR8eLZ+6DiQ+fADJFJ/8ZF8ui5cO+xVi6i+V8zTmEjHk8Hl2cmfnPLn+YuSXqszyaXk/y56LoLKmzb3J5P9H6qsqDJiEsHA4wuVZVreHOhAzXnNx1gmGqTQflBmapbAm+PAFgGro2HPx3wXUm0AwyMxg2eLBTdV+65EDXjy4Jkf/NG9M8xZc0IOaPQddU8sOGwOPuPmJYWEWRK18x0HbUOA0c4nq9Hr1foEu2rNfr0fZD76zB6VaNz1DHIfE9eWW6uuSigSjjTDLKSS5oNF/sJJANAwiedRK2M85T42tHaZlyQhj6TTvfc7W3C0DCss+5kK7fQQFjQXDCmHjcccReAY5Dpl6PjQH/KFCqXRDlhFI6aB9DZXDloMN6550UGRxm/dYFjwW/Wa5sSyi+bp3MiUfLA5+tk7YJ6fStvw5oDHLy3SuWO9NnHppHXbDMmDmosMybflbiOJh0oFtVw24cjxErUBJYDmMU8mz+2Tel7TPf02+47wbcqbtp+5HF7mixBH22mWmzucdJbsuoddYBsvswm+3OtF6v1zfoTJmtuvnODvtbB77oNW0yvtDXBXfJh7RrtjOWEQcL2+3uqB0mSzPgM1+n2nVi3av9ecbj0vl3vnuFmvUy7Tn98+opT+bavjq54TrNo5RZvtvudD6Q+m0jujEy3UlvZ6OsN+Zj4i/XaxqTFmMWT/Q7geOSOll1Lcur1WoUDO4nIvblK6HYJnzQS/rLnAio2vHh8ePHdXx8PBwRQjLEuDIxgWO+9J9V4/Ots70pPGd7yV9nzztcahoylvP/5A+fHfuknwJbge1JBvI9E3oZm9r2encEfTA+TP/gPiWtHqvtdjt6ga1jNU+C5K5G+17G3Mkw43EnLJ0Q91FLuYo9/b9XcTu+cf0Zc/Obk7fe0e3JiU7GUl6c7O3wixP/jsc7+bGvdyzBb461XC88IxFuWcjkrGMC+FI1fkG34w/jAY9XLq7LWC/b5x7bD8to4kLuIdns2JKkfI5zJpE9AZb41rEUcpl2DdlAXoxvjAXhlSe1uO44NHUReUpcOZ/PBxqZeKC/5Hd4sTMxO3GEd15kQjuxJDufHbtgg5CJHH8fJcUiUsfMlq3E6l3+LyfVul1CjLFzIbYfzltU1Ug3LAs8ZzuQ/sLtOiZjrDrdzT55XJHLjI3Q4y7PkD4wr1kO3Sa/2+bCmzySKfv0JuOY9xOtLq8CIz54JwQEdMaWe2w8M1A2kLEC2NHY6PtZK4bv7UBb7ljgNxTEwXxnQKGJuhIwZrGC8j2Tla7T4CP7nfWkIbABsnO14c8kWqf8mZy18QOQTYFk9+9GEnh7M2mRoJM+OJFgcEYdfok1TtbHMW02m9E9Noj5Yq/cgpmJoJQvgKqLEz1Vu6RFgiwmJwxaWLVgIGwQlM6dRFkmXaGDfnq3gemDJo+n9TMBVFUNR2n5Bb8JnukbPMzEuAG8aSbJyrgbUOQZ8F4VTaISer2d1UCyK7ZFaaNcn/tl3tjZedyndAee4DAdAEFLJgRNl8fRumDe+hnLg+mxfeW6J7ss5+YJ/fR4IoOmvbM3XcKx8wtuZ8qG0H/39+DgYJhsTH/Cy4dXq1UdHR3V0dHRKKmfupa8ow2Pr8eb+xxgVtUwxvDME4nZb353W+mH3F4muG27PG6ZiE1Qw/MGeVncdq5k8s4oA03zzRM8Xp2DbpsX1EldDnqhPe1kJspttxgnT/wacFvm8QvIgwM57Lb548A0x8fPeSwYU4JNfvNYmI+ph/zPZI1lL1fXWdet5x4H99XjnpMGmWyy3Lkd12c9Nr8pXjhiPmZSJenjfuhJ3MhzDn7yfvPW9yB3uTCCM8rn8/lwDnz2Z1/25aGls7uv4pn3a7ktwJ3iw4vyJ21btr1YLIajmDhChGNu8DGctd8l87INXzM26ujKPmbdjneydD6l6qaNdb8zdsjYyH7QdXrywRMQvOfBf07AJQ7scgEkLo2HM7HnevL8d7BJ7oJIHvuaF6a5XWMw5GKx2B2pQ5tTY5xtG5NU1WjnSdIKbuL+zt/PZrMB2xjH0BZ1grX4DdzkxV9dHGIfT9zHuOJXSaiah8iHc0HgZo9/YgtPCHVxHM/SXi5Uom+ZLDY2yuSyY2jH3PSVOjNutg65H66T+81bkqteKGmZNibmWi4WnJKZnHSCPts7eOM8x2azGXYNOxHOJAB4yYn9jKkdm7MAyHmRnAzgN9OGjDoecRvE1RyjaTvE8xljQq9zBo7viU247jF2TOrJGcdH1jvHDJYL7FG3YJPFc9RLu1XjY9eQEybpHOsYu3d6Y/ua+disH77R1xxr6kcmc7InF0W75LWMozK+ox7kxz7Apbv2MkoXO7+sdl4VzQ9t+zYM9pDykOfvPQlhwXMwmslEE9AF2F0wn8azagyWnGTJ1cmu2/VloikNQwblNp5T99sRQXMmYe3APFNpnrnQbhqYdLxp0LJvXaAOPcn3pMcJj3SUuRoCmnkug/8Ek0wQdDTyPM7HK9OrarR7Aj6mMTRdBouZXMpiYESbBwcHQ0LffMvkheWB3/znfuU4mybrjxPf5hPG3WdHeqKDpJr/27nn6uoExpZ9fuu2oqaOWBb958SXQbtl1avEDRK6s1S93ZM2mJTw6pluEiKBuPuSq1kMBtkeenV1NQqCzIeszxMnXKN/FI9N2kDzkP66fieQEwj4HvhCn/3fcud2Ur4pnV22LFGsc9yP/DuJ6WcBY7bVBlvmj4G43zfT+RL09+DgoI6Ojur8/Hy0IizHBPqt8wa88/m8lUE/66ADG+gkOn3DbmUw41VGmUg3cGbHlWXIE6vcZ/45qdzZtPPz89GRew7iXCwL0GV5o//pP7uJn/RHPpLAvsArilL+LNuLxWIIvv1Mrkjid+y+z2PlXvrG71P2g/4z3raJnZ+GHtt509T5a+sxfU4/ZF77XgdZ1EuxTLg/1qPEea43x8Lt2zZ1v7tkEJJ4Mdu3f52yTX6W//Zl1infY5/rpJUnlPdlXx5S8D3GM7Zdb0Ixba+DrinbcNu9L4vOxL2+TlksFsO7IPDf/suELcVYyL7Y37M97NJUPxMvUhIH+v7Opqf9y2dysiHp8n3gHB/ButlshuQgGLpLOG42m1qtVgOWSzwIv4yPoMG76h1HONluGkkaelHA+fn50B/75ozDMonne8wfYznG23gz8YXrhgZjo0wQgtPAfVU1ipm8WC1xgOky9jLN1Ge5zmQv+DoxBvXSh1y05pjVY5M4gev+77gHvroP/EZiEh44p0AuwjKSOmKd9e4VyzyY0ONPH4xbeT5xCnGmF3gSC8BTH+NddfOl2h5/857fjMGMIS2P0EofncC3/XFMlPYij9uhf8biLGjcbrfDUXbcb9nNxToU99Mv22aB6Wq1Gu0Ccb7DMRgyTbucrEHOAtvgWNSxA3VyhDP3WMbhO3IKL1NX6Re65KOv0Kk8TjbtkGXfPPUuh+Rn+pXMaeR9GQ+njeQ34mp28yfeniqW58znOV5N+XVeMmPBFynPg82eF8+9V1ir8/FduW8/pjCJn0cmeBfjXeXekdWHPvShevbsWVXdXBFsQ2wjlwpgY2onmEkd/qeTMjjgGvXx3Yrqz+mIabcDLAkm7XRNnw0ObWe/4Ukqih1PJhuyr9lP+mpl7fhNn8wz6DHwyH53ApvONmlwwQD7RUZJL/dkvz2GbNGzQ6F9A3eDUZyT68bp2Eh7BjuBhmdxM7mOs/C2WSdm+OzrHl8DS/rpc0WdtLNDdMKP7zh766ITvwbdXomUKz+pzwAesAV/DOZSJr3i30lnfzZfKU7GEhTw3SuYDdjNNzu8LHl0l7f1kni185zNrieh2BYLcPD5kenErRuMeTpSPjth6Tqs0050GWinfTTvDQgyaDF9aZ+7BK9108FgFyjkRIjtCfc6mM0JuyzuA+1mUtKfzU9PUlo30PvU6dzGeXR01E4OMcEMPQaKVTud4p6UEeQvAx3++yXrgE7ucyAJ0HR9mUzN8Ta4N02WEa5ha3zeJoG7bWT6PgNI25U85mjKH3qCxXrOaqTDw8MBkKce2y4RfGZCyUEEttAJEtq1L0BXE1PAE+sbf5YBYw0nRxx82MZxb+IL+OkxnQKU9oWWi7S3tlPmT8qPx8z9zvZSHvyX4+DiMbFtoXQ0p13zuHSl02fLvm2o+U8bnCmMbjx9+rRtZ1/2Zar8wT/4B+tHfuRH6vT0dJCrDqt80Mp9+zhlx6bKyw7c7fumfOjR0dFwFJN3tzpZ68UEaZOybuPhDkd2fjavpV3r7G32JevzdfvjtLP2ybnqOv+IH9br9fBOLq9Mdpwym81uHLGLr68av/ONWM7xieMzY1Hrmes1liZ5mQl1fvNRRvi/5KV3ciIrniyhn47rnPTlGWN747n5fD5M3lCnMQr3sHDDuJZ++BirLoHp7/an/BnPmJcdvcaE5jn4Zj6fDztHcrLEMmts4gTyFCZzshianPPgXnCfMYff35g60elWlz/KGMj8Sv7YdnDdkxKZK7HcWv4zTvB4d5gI2XRcBz83m+uFSByJRDGNxr+WWR9Pxu9cYzep3yGbu8fIMVjO6APjBfb3BMR8vjuim2vuqyeBPFb0x7phm2Z8zzPOQyBb5Ang46NHj+ro6Gi0I365XA5HQmV+zvEVfCTWms1mowmIzHVZri0bjx49quPj49E7OSm216kT8Mz3QWPGiDk54p1M0GD557lc0JYl/UIuorStZNdh7pLKuu6DFVLXuTb17BSuue2Z90NJ2h/Sl7SdjP/JyUl96lOfulcd956E+Nqv/do6OzsbDHc6UATCSn0b8LZi2Zl0Aajvt+D5GTtCO0Qr/23Cks45n0tw44Sokwc2qqa/e86BcMcjHLh5y73plDu+2VHhBLN+O5jkue9LZbeTpNhgQrNn1zvwzL0YNieJDBoSfCHsXuFinjhBOJvNRkczQUOChJyI6SYEbHjtlLuEisGJxyiTaPmyIu4DDDvJZ/BlGWPFEbRkctbjbT7gOKkLI++xTD3zuOGMnIQ27wAgAOj1en1D/hl3Vg4a4PtMeYMov/zWkypu3yA3txynjjAOlsWDg4PRGDowSZnkORevtOjsEM/7SB87fMbVck19HgdPcnLfVILP/EwddtDQ6TV2x/qdTj+f8woUJx5TBrjejadXljBWgDXvEOLew8PDYQWO+8tOp/QrT548qfV6PQqO/Nlg0AEWdHqiimvQy1h5zGx/uM9HqtEfA3wmSgy+0v7Ac4+XfaDBneXHMujfOv8CjdYV969L6qSsMN6MF/XBS/8O8MRGWBfMR9szB1CWW/u/XLHDkTv0O1/eZxtkcG0M4KQD8kCxreA611IHc2ysX2lHLMcdKO/ad30pixng0C/rqLGG9d4JhOzDbXYzcUSHNVJ+ctw7+9+trjLNWZd/w36wM+6tt966wdN92Zfbyl//6399WA1mHbtv6fT4TSupU+8Vzc/TTmcvu6Rd1W6RwPHx8fCuMyfd8IOOzzI+oR23NxX/2B5m8f15T2cXfT3jrkwQJY2ZhOLPcYnxEX+0eXFxMeAu8DsYKjEe9+WOd+rhM7jASemOHxkrZt8pxI2OpxhHPoNHXGcudrEM+Xm3Ax7yIrCMrbjX8aqxRSYsfRyQ2zUONNZI/2oZMW4zv7PPVTcnVZzQNrY3n8xTxzDb7XZ0dBN99T2pm5Z17sv+QY/bMZbs5DIxjYv1OTGMdYk2/e4Ny59Xu/t5v/zZeukFM975nfKB3LhNJ+C9ewY6OUng4uKi1ut1rdfr0YIYxw7IHOMKzx4/fjzYRce4VTXE+LTF4k0S9fD86upq2FlgnbRsYhu4z7kS+kxy3P1y7sFY0bpm3E775D5YvIYM8Hd8fDyKlRyzUedyuayzs7NRDJVjxqST4z3GzbGHZXDKnllWvWu/8w0ZZ3A99dX6ZJ22zXBux7YAvmbeyDYm9eo2e81n2kP+OntHye8PKS/y7JtW7sJJr6Kfs9n1AoO/+Tf/5r3uv/ckxN/9u393UA4n2xCynJToEq7cD6EmOhWCOtIZWbHz/kxO2NjbKdhxpdLRBkqXiUX3JVeJZmBth9P1N8Fr1fSLHM3LpMVGpONnPpfJKBsf89sOKXmQQT3PQZMdRToNy0zKCbzHkeBgcLReqYujIEHnOhO42gmnsU1DZkAAX/nuc/eSr/DBspPOwI6Qs2UTMPCsz5k1v3HeTvTbidEnT+LQrzT8lmGAAgDCzmQ+n4+OTfExFXbEgHeSutyTuzaS74Asxubx48fDmbLpXAAcPrLl3R+vx6F2yXr4a/51Mmu5B6RwHV6we+Ly8nI0Vilflo0EwamfDiT47voc7FrG3R8HRVzLxKGTxZSOrhwX12HblLpuW2J7xfPoonUrA4DUUdu3nNDIVemWK4Nt2xrLmARqWLWXQYr1Cd7ZliWQcx/RU/MLmQREwbfVanUj+EcHAO1nZ2ejcbCdmM1mI1Ccq5geP348BDPQxVhRDCxJJNgPepztgzswy3/sjXXf42CaU8cd2NBf2uwSIOlP0x85GPHOCn7zmcLuW9pw2oAvPJP9Nx1Jm8cm9Ssnq6b652uJAazHtgkd7ki97nyV7ViHBRLbIEPc6/8OSPJ382+KX4yf23P/896k07xhHDORxuf1ej1MXH7uc5+rfdmXh5Rf/MVfbO1a6lCWu35/U0oXizz0uZd570PuzwRu2pCqGvDw4eHh6KjATOoZo902AWEblHLRxXtVtye8jdsoae+pL32JfVzSynUn4D0BkbTaF7N7HRyUCVJiCC/64Dz3qvGZ/F3SHhzm5Ln7DI3gMWOixP/GmeyAdtLWuNbj6FXc0Oz4i3u45hiOuMlxh8/LZ8zBR8R3XkXumNF402NnrGz8k7JmXriPyF3VTlccCzrB6HjbRxw7PvSkTy5cY4xy0sD9yKNyPEbkBYx9uQ85SMyaMRF8NiajD8iUeQyO9zXjRMYvk6bdeLF4MOsjD5IL8UwjeuI6oY3201bxDDuW/C4Q1+82bMPm8+tFgIeHhzf0kbiFsXPb6AVtswODMcIm2Jc4bgEfIyc+8opx9W6gxHueaMk+GjPaFjEOtOGJAsuabR1HzCUGhUbjXy+aMg7lu+NFt5d9NZYm3vJJJC6d/8nf7RfSbxEfM8a2hbl4OLE+dZr/9MU6nfe6D8gRcdttPv8huORFnnvedl5VSb9+230vg277Hsov/dIv3evZe09C4FRzAqBrPBMqdoYWslQq/lvwHbj6eQODTNxlfV3CJBN3KFQXVGdfsq0EdHx2EgPjl04eQ+eEV9duJj6SX1b2ru/+ns6G42fMG0BPJh468JxJDhyJr3uCwOA2HQKO15MQTqTa6RrcevyYPTeQysRbymY6C/qSoMpALHmR/XTS04ANp+xzZm3c6aP5YDBC3w0OUz4oPjsfh4ZRtyPbbrej4AGHb7AFD5fL5eAIAOTmqfllWVssrs/Xta44Kcj38/PzkYzjoPwSJvOeyYHimmyAdcErqg2aqnagxSuguA7oyqSpA1DLrxOotidOMHZ6ng7bga3BkeUtnbN5Yz0zIEiwk2DBEz+2xS5pgzsg4/9+znrpaxmMmBfw2/rrFSwGu5vNpo6Pj2uxuN4VwTbj5XI5yHhJLjguw0fkmCaPqeUWGh08ZiDiAMcraGjbsp+y4UkDAFenww4MHfg4CPQWVgPyqhrRNJvNBh5BN/RYn+kvz3jiwwG4Qbbb73x41c2Xf9NGTgTAF8sdPGCSMPU/+eyt4jmxUzXeYdQFE9DgySnqty/gvvQ/jx8/HoKwTif9jHXMdJmWxEhdEJT89KRpZ5+oP4OSqd9sT213uLfDKK7XmKULymwnPMmXddhueWwSA/reHOerq6taLpdDMnJf9uUhJWU0Y5f7ls6/vu7S0ZO6ft/nHtLGQ+uYegas0OEU/AgTEPhUsG6+HyJ9ojFqtgNe6GLSKVuYGDXp9fepcbHf6Z5N2ZyyqcY4XqzRxWz+g37wGpMRXijGdy/wcdzkeN34O/vK7z5zHeziejIxTrwHfuF5H5vpcTX+oB+MfdXOT9unTWFxYkt8st89kH4dXOYV8unnfD/tGst5oRz98zgYE3Kf6+U3n3KQi/7QGWTFi5DoOwvxbCcd03jiL307dHlsqsaLqxxT+IXF4FN4ab/vMaQ+Y1TrReaQuI9+Zeyf8QOTVMSw3Odd1I4v4ZHHJuNGZD4xsE8xQb6TJsutk/2e0GBS1rLiF6JTV+Z8qnZHbHNUE0eOke9w+1y3TCNvxuosduQe5Anac0GM5Qlc57wL+tjZvDxxw3EgeBE+Qw/tur7Ly8vBt5hftt+O+R3zWT7gb9oZns+jh9MO+bPjhZRp/7nvtgWLxaKOj49HsaXtgW1n9jNzgLaPGY84zu3iEdPv/1nuwmFTz70fi/nS/fYy+pk4KE/emSr3noQwQOFzgpYOUKEolE7wuS+NadVYGXBQThRm+3zOiQE7n1RW020apgS4S6IlQEyHmIDJzsuKn/TAP/M++5OJBteVyVZ+y8A7Haz5bifcKbydPY4CA9pNGGTyikkQHGO+jNrOmX579aaTQAYxecQNbWKc08G7TTuMDCgM5tJx53ZP6MFw0n87eIw2nz3LjCFm67L5DrD2c6bPCScHQ+kAuGbnmQnp1DPrLWCiqoYzCU0/yWCDNr97Abq8lds02AE6+KvanR3b6UDyws4xwax1xiCFFXAONj0pAk2pww4uMjCgfet16l4GqgYjBisOeLukWgeG/N8gK4OdqeLfnai2rs1m48lI9Bi+2nbn6pfZ7ObxafS1qobdOiRw/Tty4ZVR5+fntVwuh0mIUbK3dnqPHbEOA/ycULIdTP1Pf+VrlhkDZAdNHkv6zvFSDv7TJvJH8OikCWNiGfZqJe71eCLnjFW3co1JG8trghDbAH5nBZV55UlwB22z2azW6/WoffiEjDh4JrD1JIrttenArnrixrJh25/JjvSpDkbuAsAOVrv6HLTZD1kHkhbbe9tt87OzCdYv7u0Aa+pnTohmoGC953vSaxqzbYp9QPYhaU0flVjDepfPegGKn724uKjlctnyfV/25bbSYYznredVlVdR96uk93naTMyTkwSJlzabTR0eHtbR0dHoCBH/z6OZqM84IP/y3rSNidEoxlUZ16YP4bcO23Z8sE3vsAv20s+BkcDr4BEn8jImc0KRWCPbyX4QG7AAi8Qn9Bg/Ot6CVsfgjBmLOBgLt29/5AS6fR+fz87Obhxlm/5xu90tbPFiM/seMJh54PjGfsl+1y/mZizBPbny2XGxsQIYzrrgZ4zx5/P5kFQ3ZmAyxDR60s0JYCd2wdbQBv5kssBn/We8Dc8yTs+FX+ZFxpFZjFM9jsia40zntDqdZcEPMui4089kHFW1OwbS2KzLG0Gz++YYw7jXCWvyCT4CDV51Rzc5nlssFsP7EBg32nOca333jgAfreQV7IxjTkZZzpwXyfFwrA3Ntgn0ATmGn84joku5SJF7zQvbb3SbWAKesjCTMXOC3zGXsbnjV9sV6zj22PGf8xX0wTFGxhKWw4xFUp8tmym/VTdjdyYi0J30DfA2Zb6bHOF+6xa8YzHAcrmcpG0q/qLc9tsHtbyqPiPHzqfeFwfeexICw2QjT0MZ/GUQbuOU1/2HUnqyIMGJjW3nOLkv28vVox09VTfPRfPzGejaGGVAb6UyWDIP3a/sX6dACZr53AX63J9GBrqhwTOp3ONEitt1nTk2NrQ4AQMJ8yrbh78+m9Djk3QatFnwvdLChTa9asMgC/rcVvbZSXnT4ecMuKvGOxKoz87UYLB7HsBMH5InBqKdM/PqltRF99ky5gSYZQrZyAkSxppxIChx3wx2ADrWcSdXq2qUvDRYhQ6PP4nIrrgdwEKOte1artqm//9/9t5lx5JlS6u2FfeIzF3FadEoCQkKBBI9/oeANi/A0/AMSIgmEgjRrKeghQCpUEmIooOgA5yzc8ctM1b8jTzD1/AR5pERuXNfTlWYFIq1fLmbTZs2L9+cdnGcnoGWwSrjaz5tJQsL4A1qrG8Gm1s20O36Ods319XrHm9/rx5wvTLhPpW+0sZ3A/Pal9n9lpOZ7YPXXunGeHtC01t6P378OGwhOlloHUSGnQT+kj7Vzxi8+lonZyuP9H+MsQokGAP6Sh1e+cR1g8TZRAD0mH8E65QGz/YVTNIx+cE96LvfL8N9+Abz2BM+HVv3sdvyHWwVi8CfnsVrjGEdYOw8ntaNtkHp86a3+mra+K0BooPrLuLgeeuIC+NWGbWtdt+MXWbFsjSzBaajWMrP994+89y91sfilU4aFdv53lndxlCWB/Pz/v5+OWv3rbyV15aZr/41lOrDz1Fn7cPP0Wbbr4/lOuX4+Hg1AWE8yjNOZrmuGT7bwmpbvDBOsu92W7ZzX6p7hqtKe3FDk6N85ncmBvDdHKXCefBOQDm574UexgpjjCc+kP4dHR2tjn6BFuKj+hvzwElK2mBRlCc4GudwX2MxJ1Ttm7uAwTgNeomRZvG/YyNjHOp20h2egpd63JD9mWWhMW5xnXngCSXTRhuzhX+NVzx5hX44XuvClcpwcQb1+HhPZILYHnxZ/GOs3T/T4T5Wljq21h0n0hkXYoeZ/nlsd7tDXoBi+WY8xli/nwG6ZteMm2oHvNCPtnjHg/ExfaU+7KH77tiS9vwuvt1uvbiwi+lofyaH7ESifU5IQP6K29hFxUSH7Ry8Y+LQeZPyydc91tYXFrMZP9Pnvk+uMYntGf1HH+kHutIdSR1brpX2PmM7VD2l1Ne4Dd/TdnyfZc28sy22fjRWre1vTIDMOeb8MWUWz1FeU/evDdtt2ZyfAvPN2qzNfK68ehKiQmHHWkPSoG5GlBXECRN3wsrrhEMTdc8BQegwGHK/CmYKKOqEZkpu4OKVnf4/+zwL3v2cFb7PmaYt8FiD2rqcvNsCxaYZg+FrjJFX9rsU5ECLj+5gEsLg1ckwr+rtZFJBFzS5f05gmGbu4V0H7jegAsfD1kQDSYNDHDjgCMPaVdbljeXJDhF+uZ++p32FTnYaWAds8MdYr6Tw8wBcy5PBmhO9lrXqv+WUF0s9PDwsK7up4/b2diVXyIffieGJDerZ7/crZ+7iSUNAnFfsVyYtvzMHD13VQV+jXfrehOqMti1AXPtZsDuzx9bT6rRt1CzxbZmnXwUhs+AJ3vlaaTcd1HFycrJMUlpOC3Kc2GfcDZbMG7fpFT62R0/sbICik7XYcORw1neD3PYV38hv7k956+/n5+eLrRvjsJqMtvwcekMd9NsToNYZZMN1AdzpD/KJDTk6OqxOg1deTcgL4WxL+fNk3n6/X5IUBZ2eAPKEyN3d3aovDkKo36uiHMzZT2DH4Rl/PXrBZy/blhnfFIMQeJ2cnDw5xtDjUxxE+7OJc2Sb5721tbjA48xz1nGPTWW1Exyuv59pc4ZVuLc0tU3T7UmEmS2pLeg9pn2GO81n207XAQ9sX0qHX4z4Vt7KW/npy8y+/Jg6bBOs77NycnKyOoqpOyE6IVEbSRvGn89NJG/FfY1h+tssnnwufvN9vT6jobvd8NOOaxwj+PjI/X6/WvQ1iz9oszsO4JcnB+C56Zkli52Ets92v7373kl8dlpAO/jP8YcXInliw1jF+GUWa3qnQ8fC98ET7xIw9nMi1UlfJ3jBSPzmFfqzyay2zZGVjge8gGTWJjw0bnL/nEikTWMCr6CvnMBfvhs7eWKruSHjQmNky07HqXi9uKM4zOf281sTq7UFYNbyizpni5msQ+a5FwJVHrinem7M7XbAuY3F229k0jubvAuBOvlMe9BFHLjbrXdeWy/L+1kcxD28y84yP8Pz0Ol4EizYcUVOvEuiMsTkGGPtRYr0hZ0k7FSBBu6lbscX1gXu87HSxrWO++mHZbn4uXbRv818hOWvz3tSiH4wFuimf5v9uc5ZrsW/2S9b1t3P0r9V+swWL/4qlK2+bPHg5ygvnoSoAjsBZGUsuHLnbARdl42uFafghTocMHZFMnVXeE2rDZoNBbOkKP2sfcpM0N0nJ89mCm1D6vu5r/X7N4xced023Ec71xodfzfIrgOAXurFwdr5tj361kSgwRhbEA1aacvP+CgT0+XVBH3G/OsRTK7DCQonSH3kUcGYZc9JNRwHq5dtfG3ILSsFdeaT25jpUvXH4JEttJ4UmwVgBgeWJ487jpbdDgVqTeC0HTtGH4sDiLG+EQR01QvO2LyfGU/vfGJsPblSe2KgwthRhwGDxxpAgCzMAHf1zdufLXsGkdYffre8Wm77joGZ/JgOj6ttaW2dZa36RFtOOhcQWp4ADbvd4UxPywd1dcLDtBt0QUvlvUHI6enpuL6+Xt3Pbwut4oV/b6CAHOJzmjimD54sM+0ek5OTk82kJraD1TROqKM7tOfVSqbVk1weW/PXAHaMsXqHjncE2XY7cLQdtRzwjFcNcY9XDnYSmz7xjFfgmc8OZhqwMebmLf32JGJXlT5nczwBMsMC3Me4eazMa/sNy+BsItiyjqxRZj5/5gcsE/Y3HvuZjZ/ZCbdXrNLftvxH7/V/y+Xs3uIJX6PfbdM40rbKNM784BYevb293aTxrbyVt/LtynO2Y4x5Mu0lxRiyWM02gV0QHPngnRB9L9JssqGxm+k15qndLq3FVPZFvZd7Ztf9fSvObFzViYLZBEQnI5xM9U4B+kLd3t0MHvLiLONG4/AxDseyMJHgiRCwD/c5VvUZ/eB5n5vPfcaynhzhr7jFeMR4eZZEA/+Ca7rjwRi4Psty4PE0RnIi2LJj2XRylnExruZ5YmAv5il95EycZC3WbdISOXZ85v66f040mmfQ7ZcWQycTSR0r88vj7R0c3nHi3SaOcz2e3l0xW7UODY3JKLMjicwLx2Zg6u5Srj4/Pn5e8Gdb5SS3x742q3YBXcEWNq4wpvXOmTEO8YRjFGMrt4F8caSzbSNY3ke4Wldan8eJvntCo/Ub83ZnDv3hmCgv1GJsPOFoupClyjzydX9//+Rdmo6hbNM6WeJ8ReXLY9jFsrNS3vGs9aD3leaZTZrJRfvUsSiet/3wEXzWhRmGb99eW0rHW3ldeS02e/EkxKwBC/7M6SFwTRbMnDXPYzSaxCoNFvYq4UyIbPQcpPv5rqCYgTjo9u8FmP68SnhNwIQVrX11ezOFr0N5SRKgTqlt2XjWwNkxOkkJvwCS3e5H/fAdZ00C1++Q8Ay6x8Kr8O2wPRYzMG+DR98x3p2BJtnYMx0LpO2sWCHco1+8SsUy1j4gd13h7bYr7wW38MD69vDweWs0q6rHWL+MrONu+bcMud2PHz8uY9eEnuu240OfXY/PUTQNntgogKRdBzqW85OTk4G27iKTXXlk2acPlnvuMT0zkDyzB14h0UDEAN6TKeWbx3MGEDrmHU9kbPZs9cVyU/thMOF6fZ8TnA4WzTfzjElHP+txsC+xfbq7u1tAjXc3dAWGfY1X8pjfq91O4ov5asDP76xigXZPetpXVE7cdie0LN9+1hNmz9n0+h6v1jRNHQvvrjDAczLA9o3AFHtCgIg9Z1LROx/ot+3h/f39SkY6ztBQm+4ETH28ZW2MsWwrJ6ixXFnHbYM8wewJEGTM9tvBqVcuse2cVWO1b7Ng36UJCPPEAdcM4zQZYn+1xbMmFUrP7JnZ5Jt5U7vcvnWseu8M47jYDpmu3mN7bRma8cMJsi0akaW38lZ+qvLa4O0Ppa1v0eZzvu9Lz9lGOP5xsY3wJIT9afHEbNLB9RX/+dpzNq71GKPXp3Pdfd2qp/zAxjVGrY10fOTfnCDD/3uRidsEK/moFveJe9mRCC7hO/a+cZIxoZPC5oOPqwG3MBYs1Brj8O4IcJ5ftO1xNv8c5zkWOjo6WuFF89ny1DFxDGB8Vjkr5qwvg67Kru+tTLmvlCb+q0+uz3Fr3xHgWGWGS/juONJtgD14xvE7O+n9ToPK9m63Wy2ssaw4PjDW8mIQx5nur22C9cWxSWNieO3PHvPZETzQ7cU9xjY+Gu3o6Gh1fJb768SwC3pmXhEDzeJP2jB/mvuwzLnPM3kzvnKOxDph/tKOx7Q6Zp2iTk8k8Jt52x0hXpj86dOn5X0YrsMLPC0PjiOab6z/sN3yKRGeyLDOoGPG8NDsNo6Pj1eTOzP/Y7o8PrM4gnsdr/cZaJu9oNt0Nq6yTNfvWTbgsSfGZvR9q1J7+VOV8vLnLt+aby8tr3ox9VZCnd/rTMd4umKbZ5vYreGZJZWowwJb499g2MLsaxZe2vEgGFhsKZJ54SQG16if/riOtmPD1bac+Pd3G4ktIAw/PONvXrn/Vn4biI6fDV/BGc7OjtcJEury2ZCPj4cz9maGFmNb/mL8a6Qp3ubF6lYfazHGATgxzicnJ+Py8nJ5vs7+8fHzSoPb29snK0W6fbCTOOa9nU6TJaaHJJ51qgkdOwP/5lXV0FNQ4NXMrt96Vydnh+1+URh7knG3t7dP6ugkDf00TciFHbyd6hifz6RfdtFoXFktRaLUQBNgT7tecWOwVvBT2Szf+A25Y/zMFwMbvtvGQKN1g3HwmMxA+tZ3y2AnEjy+BGG2V5YP21l407NF4bPloLLt5LrtkvntIMG8B9y7fie7fT5u7QfX/a6axzFW+gXf0JmODyDU4+Nxr5w3yDk9PR23t7dPdhK5XSd6/ZLlWbHfcTv1ddVP+oZN8JiwmgwQSTBOv29vb5cJibOzs3F1dbXwxecAn5+fP0l0u7iflm3k38Fg7ZTlwEHbw8PDKgBjS7D9RW2BJyZsN6o79o+WXfu2jx8/ro5+qt/lP5+RiSZ58NnWHa+Aox+zZIR1xhjEWGHmm4o/rHOeLK2f9njSjm1m/VVLcUVxYuWHsTeGLF8b2LvPM9tu2syv+tW38lb+upaZ7v4Uz27Zia+lA3120mfWFr7v8vJyOY7JE+5OMBkv8KzbaDzVP+hqX7ZwnG33zB9t9bn9H+PpLvzyoT7HcQ22lyQgiT2u42fBXB4vknml3yv43aafZ0eE7XKPgwU3gKOc+KPfJK7GOKyyJhb1zheukdQ1xjB+Mk4s7kVm4JuxZBd8NZloGYLPxuadMPDYdGzrF12/f3Nsx2fvsrAv7YIhxgTsSDyPn/ZOYop/cxwIzbNFcbx7xAsFwU/WB+oCPzAeY4yFtupPY7IZhnl8fFyNq9tlTMDNjaHpO5jPuwWMe2aLtJBb+HVxcbEaF3jb9xF4V7CT6cZBnjQAc2HzrJPQ5/5TD6dZePzMT/qN3nriEPnxePkkCo8RE57IGhiftrr4j2do30f3WHeIMRhDL1iDJ+Yt4+0+WCc4LYJ3iTFO6If12nJjnvlIMnIWfo7+2ma4QHN3mfk//bC/cKxv/O2yheNtQ9jh5liIdhhX50qow3227FRWPKHcPpnOmX8s3c99/7nLS2j+tZVilteUV70TwsXOzJ8b2I0xF/waKSvCLEHudm08GmjacLu4DifHnTRzmQlCwazBjftn52Pl4p62Z6fX5KZBQhMAft4gctZ+Z9AxtE1C+J7S7d8MyJyA8XmRHqPS3GcwrF7p3pXHXu3CZydtcf4YLBs8b02Dz9DUVatHR0fLRATvLLi9vR13d3fLnydWeJbZX8u7weLMWDaB7fsKYguMPAYF7QbqdgheYT0DWDN9MBByMpd6DGbgCwlKxpZ6uhrV4NzyZodmOnBYPg/wyX1jLCuuaxdoy5NPPqPRxXxp4t40+s/tjLF+uXhtEP+3+u+VVVvBZ8ejgZJ5Z37XVj/3O/U5GW5e1umXRvOktqrPOhlr2USnqcvj7oAD8Ed9rGyjzuPj4ydHIRGAFvCOcdhuyziw+sZgsOCtiQ7A57t375ZJOYp5wb1OjvO77Z39TYNj1+NAy2NQ24GNhc8Ofh1MWRYpnJfPhKMnJxuEGnC6z9DdSUh+s77O5MXy70DGNoK6PL4eK794Hjqtt57whq/mb3eyOFFl2aN+l47JrJ/Vf/uA/m6dnWEF32/b5mdntnDGP9fpe02ff5/xz7S53q2FE7N6ZnhtC79t2R8niLZ4/1beylv5aQLlWdxGqW3g2uyZ2TXHba3TMZLfBeGkd1eUUw/1etWvcY6/z+ib9auldtftNn6btTHr81b79UPG9Pw5MTfGARfh7zuZDG+p2zsvwXVehd4jdvCh3G9sCm1+h1bjAU8+U/yOgC1M4O+OG7mOT/T9xlvGQn0/RscXGsGXTfJ7XI3nmkyHv41BoI1+9FhYxswr3xuvcJ1EqvnYmLD8qP9n3L1y33QiC2OsJ2hITrNy//LyctmJS9vNxxiXPj4e3v8FJnP/rFeWG9sBL2wyj+FtJ8vQC3jnnIb1ymMFj9EN2xfHSTc3N8s1x0TE3Y6Z4KPjI8sxkxj00XLm8Wfc/Z5HT4ZUp1yPF5sat52fny/vBD06Oqykt22wrjveq5zRZ+IJ2wP0Ch3rEeCWFyY7bNedl/N4IafFo8i4aTSt3MfEBRMrtj/VTxfbTcfK1IusOu5q+y6mrzkx82k2MeHn7RNnsYBjFOqznvEbcuni3En58UuVWTzxh1hei+tm9z6HZWblxSNoYeG7rxUQ2njMiJx1dmslqQW4ytvfoGfmVAxoZkDQiu/nCu6eA78zQFLltZIX5Pg5Pvv5GoPytG2Y5o6l+28QUUPA2Jg2AzBPCsxWMFMnRtTncN7f34+7u7snztwz8Tag3srrpA7tOLlsUMBvOBYARfngRCYTGzc3N+PDhw+rc+fhqw0kRhGD2jGB5o6LHVENOHR6tpx77Ay3jCAAgZUjnQSYPeux9Wply0rB2QxYzAIW66HHm2vIULfaNbAxeOs4jN9/v7u7Gx8/fhwXFxeLrJU+ADDOv/RWV8wz2x3GymDMiWTzrnywnqBPvqdtzWRppu+ziZNObm7ZTz8/u6dtmj8zf1A5sx3rhKjBM+NK0MREGOCxIMyrbeCTV7XVnjPGXm3POHrMfHScfZ8nBtBTBwsz4AXIt10zP2yHXWf9kvnrlWZNKvezfVTtDPfZliITlSv4z+oknjk7OxsXFxebcme+25Z4xwqTgwbztSGWN3Z8dSUWKyIJbmzTqNvvGhrjsBLNfO0kIbyzfdrtDsfF+Ti/2irLBrLtYMq64muVo9ZVX+Nr1cXqse+ZYZUZTa7bOu+VWowzE+Cuu3JFcTsep9p5XzdutP+f2TrLQH2oafExGFtB11t5K9+qbMUVv5ZS/PJzl69p2zhrtkrW+n56ejqurq7GxcXFgpf9HH7b/n6Mp0n+/nHdbc/sca/3+ZnNfg0fKLWvxZnYWR+t4p0Pnpgw7qePPQ/eftW+Ab9tXMI1PwtuA5OB1ZxAdFzZ1cmUo6OjcX5+vth/1zHGWMbcmJQ6jckcjxhjgBPOz89X7Zyeno7z8/MnyTT32VhkthjGGJd+9NjjYrom9ox/ZwsPKh/4PCfduzCli1KcHzKOdMxCG8aTTdSafssXPLaugDnNJ+MMLxqCtpn8d9GX40AfId0jiZ0Adk6sONNy68k68477kDtPfo4xll3/xLJdjAXNfSeKZbZy5diL3UC2eeQ1mrtAz/yOSPq93+/H+fn5MvbGaNDrY6L9rPllOa1NdZ4POwHNTI5RD7zpgkPiMOPq5m5m/IWvjofoi22f6eRaj7ri+e64c9wDr7inx51zdJ11BpvFhA65I/ehsQP9Lb8bexgTWyaMsZuf6IRDn7Eu+s+2xLpqf9ycbvvyc5XGMn+dSuOnl5ZXvZh6C0BRHHjyjBMeNoC+VsBSwOREj4XfCTsMtgW1CtREiJXCSmn6WtwfJ0VmfW6A7MTOzLBWEU0PZXYv9xUszfjZOui/+1OD7D56/DEQgK0mP1yfnRrOxSDKW9GcbBxjrBx3+Wz+elbUhpt7vMIVA1m5ur+/Xxw993u1h+uz0pnfDUpMMw7X8m7QPEu6AE69ra6AqskWO2j6znc7Z2g38Orz/E6ij76zWsMg2oFZnW/tgQsAYSY7TTBRf23Ics84rKqGbzxD0tT64nE1D3Dg1Snrfx0lsu6AwPLRRGptSANE95c2XD8gijoKlFynbaXvr9yZntqZ/u+zWz7CfaE/M7mp/bSOmxeeoLT9cXAAD+7u7haQx39LoMfX7dIPA9eHh4dxfX29smftv/XQ330MFONROTDt+EXo63P1jQBxivXD4JBryFHf42CdMI/sz2Z1k0xntxjBt4N7xsr+wvLoSWS3wZi7vQYEDQqxdYyfd4IVEEODV++wvdxtN7Cv/bCsVlfqN4xfKjf0aYz1Cwytjx6j2SRP5cC/FUfV/ltGio9muu16LWcze21fN6OvNqETBu03/21nzasmXGyLHbC1Tut8E0hv5a18q1L9menwr6UU//9ctH5NO41Tah8o/M67ILxgx3/F9V1kN7M/9gH1ocVDpnsWAxY7un+zfvm3xnxjPD1C2W05ZrLf89FLJCD5zZMT7sf5+fm4ublZTbRT1xhrn2ueeEUvvtyYx9jIvIVXxd3Ga8SHnhRh8sBxouOHlo4HEyGz5BvH73gy3gsr+D9bxOY/sEhxG7gWPsJjH3/lWMo7EMDF9NNxJjGZ45mjo6PV8zw7w0PU17jGvOF5TySZZmTIkyteCe8FIsZHxubeEcC98N3vFaB48RO8dd6gNM6wZ/NA1TuPmTFG+Ug7Hz9+XI6BNtY0XexQ8HVPAjApY12zfWMxno8ktW7xnx3QLHIsnmVMZzayn43lSbBDn/ltvXfxRCLyZlnt+MMnxpfxNs51foVkt8cVftame8LIcZrtVJPnjElj3WLV2rnGz9iUxp7F5NbBfnYexbLIffVZ9cvcb7/ZSR3fO/Pr9Wszv2peEtv9HHjEY/JWnpbGwi8pr97L4uCdgbeQOKiz8pvAmVFuctadQpkdjDr4tBOwgNh51xkUUHK/+4FT2Qpuayhdj3kw6//s/tLRRJ35VUc1A3Gm3+03QW0j2fvsKNpvrhWEMpbQyLgB6sb4bORvb29XCX+SxhguOwXqb7seyy3Q5iQL97JSBVru7u6WCYjr6+ulLdNuR79l8GmTdxXYmdWxlY+WPVZcc80rPQzuqM/yYLBpMMAEAm37vD4n5ysXXg3lwKBjYSfp1Uy066RWZdggxH0wcMA+AMKZnCpfdmMNcADa8N2yNdONJnJtWwwK3Kb70DGBZ+2PAb5l1nJfO0GpzZjZPZ510m/rvtpt212Xma10HbYrtmEGwraD5pdBJvd6BwLl+PjzsQmcQ+qJRdpFX5w89LFDA779/ivPOWFtHUIu/C4R/+52PCZNjltnh9p2QGm6Dcita7X1fYmiAS26YlvKtYuLi9WuDO6ZnZtrG4wOOvjEnuz3++UIux9++GGcnp6Oy8vLcXl5udghEhOszpnp5ExuPFHphAL9Y+WhbT52h+PhLP/c4wlsxoOJV9tq85bS4ODTp09LMGdfCP98BvLDw+FlmZ3othwU48AT22MHELUr9pWWW/+5/7Zl1vOZ7NVG9X7zuxir95uG9qP1FpO5DY9N/SH300fLmJ+xDBaXvpW38odarB8/9bM/pq1vUey/ZljJvuTy8nJ1FJOTccZztvW2kY2h3G6TR6XD98+wXWl/jq+2cbM6uGeGJ/k8872ejBjjEJN1VbcXxuAD/W4mx4m+xwsTfLQutBMbgKPOz89XMRr08ww0GffVj3eCybzDxxgLQK/HGjnhHSJNvHpixtfoD/007vWObONG8LBlwTEJ2ALMPPPVnrwhNoJXrKg2rvMCH9pyYtYLO8CBtOUxNb+au/AYEIt6FfjV1dVqTD2eTG75SFDLfBOr1S/Hs8Zd4NGuTt+KiyqDlhHHPfCI8SX/YTqMBZEBH11trF7sUzxrHaEu7wCgj8aXjZUt//SFkwY6vn4nm2PA8hy7Cy3Hx593ERFX1O7wnGOF5oSgbytuZVx5x4zj0+fi8B6r5gkjfmcibbdb76TfyjUawztv5vtnNopr9NXt2I6Vb47vK/f1K5Zly0Rluf6l2Juxddyw9TxjUT/rnISfwzYYm3fcf4pifrX8HO3/WssWxvpSedU7IWw4ashRIN9LaYDXJPXMMFlQ277BjAXQvyG43vJkRWowOjNaBkFVXv73uV6bGeEaS/e/il7wCA/Lm/LIwKQOfyYgTXBwzX2yM7dx9Ez4jK4mku3USHa5ztJkgz7G4QiUghHzoDJ4dna2GHrOZcQZ3dzcjJubm2UFiAGAd0NYDjCwTdQxdvTFBtjPQqvp5D9g0GDWQYxXf9swO7lIwVnaWXkyoLJqZ9G6zHN4Z4fZZ9BlwCjXyjOv1nGxzMFPTyZU9hY6xnqibZbYroO1zDBuXu1uXYCO0mr5c/BDHzyBUvn0+JuXM73yPV7B7DE2Twx2ZjoDf3nWYIf+0o8Zjeaj6639sm0rcC3IKE+3bIePDLBPAch7vFkVvwJd4+lL2Xs8zww8z1Z32cfAMwNDB3NjHF6Utt/vlxewe+UPxbzqWHu1tv1i+daj2E5OTpZVn5UnA2LrkQG3eW7aag/oM+PFasOrq6vx7t27ZeJ3ZrMdGDhpYftinSa4w3ZatrD7FxcXTxLcnUCwHfCKP56xPGEnnKie+e5iCORhVmqHTZ/lobgBO+vJGU9U+A96LCvWv/p+y5yL758l+i1D7rfrnGGoWVA4o830zfSx/sx/ptO2rfRbb97KW/kpyiyW+LWVX1oHrJcvKbbv9WH9j0/qMUzeCes6ik0cV81we+miP7PfZjHkDGdt8WGGm2bYDPpcsJtOnOPD7SvAYPh2JzRtX4+Ojla7IJxYnNEF9ubemQ9x/bbN9iWur/0zRgMP2Mfi95toLI/BVD6Oab/fr452hS4mVdxn/KAnDupDzTNjVPfFCXK+84zHxpigWJO2TYOxNvEucQ8JV8sH/fKkSWOU8gD+eaKncQc7AFy/d6q4LsaE+6DLkyW73W6F362/3E9+wLTOJjMab8Bj1+eFS5Yf+usFRMS1jJnxi3VzjPUuFY8dY9UYxTbJE2DYOGJTsC4y6/Gzbtzc3KzkhYU+nrhxX5CVYjXkCNrRJ+9waGxrHfFKeNuz4mSecc7AiX94a3nwJKhzRmMc3tsxy4PAK+yMdbM7mJCd+g3H4e7DbBKX/+ZNP8/8BnywLtTPzrCzdaV4mmedO+EzY9wYzM841vDY2IaYt8jtT4lPtrBHY4Xn7v21l29Bf+t4SXn1JARGqQlJN+yks3/fCv54xg7RSmRDSH0NRE2DlXLLEFng68QpTZSZdiddPFPnernfSlzw58RVwVlpcR2ze8xj1791FrqTJeb/VtBeY+FkUBP15bmNKlsG7XztiAz+nEgoyLS8ePVNxw3Z8W6ADx8+LCt0bm5uVqt5DNYMIqjT50Iim4+PjwsNdmQ4Ojsq89GyR1J1lsRi22l3LLBduAliv+jLcm+H47My/VuDCfeF/ngSwv1qAtcyYNl1/Tzvl9caPMInxrZB0ky2DU59/FRl4+TkZFmhbccOEPL4GFzymwF/9ROeu/8zffLYzXS6IMK2wHbDY+G26XvHuQUQzO+14+6fVxvVVru/XlFUuqnfgJuxMdg1f+7v78ft7e0qyDEQ9ios6uIPvb28vFz1CdtDX3wUG/cZSBr8zfjjMbROAZhsJ+GLAaNlqHbO44/sOcip7llWz8/PF5m/uLhY7UrzNm63YQBcOTdwnk1WOODg2dvb22VCGBqwy9gx9wEeQosnIj5+/PhkG7MnV80P2xhkF5vKikrawLZZ/vAxtfn023203a0+GJvA0/q7mU+vT/bEbZ+b2Ry35wlZl9rT2gi3Yz9gehsg8tlt+bN97VZ7nhDzOHWFKTzyIpet/puWGf3W8xmv3spb+VKxX3zNM9+y/TF+fDC8RdNPQevX3r/1fHEb14xlzs7OxtXV1XJ0oBMnszivdfZvhnHtF30Pdm2Mp8f71qcXW3JP63Udtn2WR+yu8SK0OPns45eaqCausd/mzxPfTTyCudpvY7mesuAjMYuFjRkcp3klN3379OnTuLi4WPre5B90EYsZZxHjnZycrBayjXHAh+BW7nt8fFwtsrBceCyMDe13PG7IX99x4DrGGE/8H/RZ9r2QwhiksXYnYpxUpV7H3tDvSRfq9A5QJ6mdRDR+8gK2H374YdV3YzLwuzH6TI/AyY7zi9Wss55EKj+Nk9EBT0JY1pE7kta063jTOS/HMs0POfaHp/7NeBSM5DHkyCv3h7Fw/z2hYdliN0ZjM8coti30vXLkBZzQ7skudH62QJEJKP565Fjtj2mijdqcWY4M/p+dnS06An3EUrZTPiJ4djQ4fbL8oIO2CZ2cJE/lxZG2D45H6+OKQWbXKMa4W7EEz3rMLefVv/oXj9GsDsdq7o9jP/tf249Z7DRr46cqtvHfoq4xfv0TGbOxtA15SXnVJIRXKdDoLAFXYeT5/s71MdaJFTuKMcaTVdsNyMd4+vId6iRJwfctBhbcbfXHbc6M7qwu01q+2BhugUj/n9FWRZ+BzvZ7thIeHpn+58C+jbz/xlgn/sc4gBXaMIgd45AQ5zsOw/X5+CCDS4AKTsJK4OQnn+/u7pajoHjOSU2ebZLD9XqVAPSwmtkg0ECycuOx9Ypkv0DI49LVBe5rZRC+0QZ99DmPlRMnqRuAURfOdkvuHKhRb3dmuF4DLOjyZ4Nd5MRnw/usectyVzjs9/snEwvQZjl2e77X18zb6rbtWPtZ3TR9W3pWXe+zvvc5J2ynMAOn5vfMfnmMW2eft0wBwAzQZ8k98wfesWLFK1e8sst11Ad5RbjfJ7O8zDA8Krjq0UuzcTK/ak/NawfB9QPQyGf7VHhhfs36ad7ZByGzPqvYn8cYq90k9vEFl+4Pqxr9u3kx86Uek/v7+/F//s//mSZ/KhsznGH7UFwwsxmMD/U0EHOSobQjL/v9fjkSwHYbe0bbllMHxbVvBffVtcqm7Y7tCd99fJ99pmkyH2dlhq/47rF1Xym2tx0/12keGKeV/17h6qBkltBqUsF0lpem1/fZttpHbWGot/JWvlT+9E//dPzlX/7laifvzEfz2x9KKTb9seWldW3x6EvYafZHOTr6/C6Id+/eLefO+8+JjiZyn/szfjaGtD18rl/2MTNfWj9UmzjDxDPbXf80xnrnA3bVO0+ZnOAFuT46qT4I7MVzTpjt94dFL53w5x54bx/gROWWbzJv6LtjOucWjPlYiOFkPL+zeMMrmRt/GVNwDzjB9PY5x0hud4a1u6Ie/EUS1Eli87Hjzb2O5fB/je/gXbGo8bv9M3JUnQOL+XfLimN8j6Pl0HIw2znA77RHabzqnIGPI+rCKeeNGC/o70umi1HLb0+E0Db3+f0azYuQc3AuA3xp3aku0O/Hx6fvtXC/6ZtjAeM04yz0me/We+rY7Xbj4uJiNWHFNfjOeHOPJ1TG+Lw7zcdPNU6yDHpMGEPrH/ej78QiTEA4H+J4xsX9pR/meXOYXEMuHA/AP9s/2zo/37ronxfceYGleWRf1jq+Bt/at8xysvZ5yK9l3DxurGUdcx/cp/pN5ws6Kdv4pZ9fU7ae+UPCbS8tX9sn8/b4+Hj8yZ/8yYuee/EkBEJXBXHwNsa6A1vJe9dD3TxrIavD7qyx728y0okcM6ZMs6C7WEkrwDM66YeV0fyYCX+D8YInt/ecwXAbftZAC4NpQ+jky1bQ3b424cJ4YBBdp/lo4+v3QJAQcvA/xlgBBNp1MtjgDgNknmPQDTBxfH55KrwzfyzT9NVJoBpQyzXFR4KYh4wL/AKc++Wt9K+rum2cDVBtiOFJ5c06YeAHEOk4NugyUCl48WqAgkxsgANxt0+xjBqYe5ULzwMaWCFwdna2Xt0uOZ2NDXbk7OxsvHv3blnR1BXJ3fFiB8tqbmxZZc+yQR3lpfnp8TV/Zgl2J5ttV2c2w06/+m1dg9+1L5UV5KvAvDbKbRjAzmxN6aFO2xCDb/53IsX2qMVg7tOnT+Mxv9Gm24Yvlm+Dr/ql0ly9nwFTj6Vpsb1EphyAOaC2Pe/qP3SIP79z5/r6etzf3z8B3A0CDXzrY+kb9sB2tDzhOWwek8Hv3r0b7969G2dnZ0siyMkLj51tlXXLgJ0VZ/YJtin0lba6bR1aGdeHh4flRdveus5ODMsOvGfC17ytLHgylLEykLZ82o5ZFu2jjIksE5Z/88XyjMyZ11xrgFMc4+ccsLqe2eRBeWadsY0v3iu+YbyqW5U7+0uPt+UEfXOCpAmZt/JWXlL+v//v/xv/83/+z9VK6J+z1O78mHpm8c63KF+q68e0VVxcPDzGZ5x7dXU1Li8vl4npTkI0YVy8N7OHXPPz7s/sGX5vzOQ6a4e22vZ119lY275jhlEcMzmGwiYab4xxeMmtE+He4e2YD//o5Co+3b7a4+d4xeNM3fWPjivgiXGjsYxxbRd7WS6845178fmOOxs3F/Pap3s1d1d204Zx6fHx4f2Ks7HzC8MZ31lSj/boj31h5cdtOU5pn+CHcWSxuicrmifC97P62+PjRG0xaP19MRLF4+w4E3q9I9+4rDt1wbHWQ4+P+2+d8gREY3p0Db2Ej01m+x0Flm/nDqgDOcEWNSntI7Asw016Qzf6TJ2MYftpHaxOeWFY7TPPEteTp3l8fFxN1BgD7na71e6b7sRhgmOMsbxQ27GcMaXjA9t73ilXeuEHeQGuN/E/swX2MfDXiyU9adKxaAzOf9vN+p/6h1nOsvm72oHGq9avmf+yPfEEkmMP625th2Mxx6P10/WFtVtb+OtbYrMt//6HUH4s7fZvZ2dn4x/9o3/0oudePAnx9/7e3xv/7b/9t0W5x9he1WEhr3DOhIXfrUAOxq0UVj4Hlr7fQGuMw/YtGxoDqCYsG7T6c/s5Syg+J+ylzXX5u5/x9YIs/7Y1HjPDQL9dl1cFFBiZToAi9dhB2ljY2GBYqRdjjoNkdS2gFMfoxAzgrkkLkl7uD0YKh77fH17sdHd3Nz59+rQCG565HePwQlivukf+7CyhGdklqVVwNAOg0OVkovWkfCz/xzgk551Q5nqdugGSE4pOMtkplpZZseOmH/DV+kwbsxUKBpUGFsiiATNj0zFZld8DmK7EqXxY/uoMzVPa9wtv+b3gxYDFjrT88tjWsfNbx3/mJDpBQBuVuYJZxnoLQPB7aem90EDdMxtk3vAdO+AEo3/v2D0+Pi6Ble0Tfd/v9wtoZIeTAbp1by0qh220BuKm07pAEt9JVQdYzxVsFbalvO/LzDyethHwyWOAjPp3tg03ccIEAHya2RsnyBtQwRvo9wTEbPx9DR/D/R8/fhwfPnwY+/1+vH//fhlfbxH3+zLOzs6W4K/n/5oHWz7OfsgAlsDE/Dc/kAuSKLP+IkP0y0d7QI/1aObLHRjxvXJrejyBb5mwzazfsa7W3m5htxnmqh+kj/bRTeBX/0yf6xpjPPGL7Yf76/Zsp6jHNHbyrvLMOPp4gL/9t//2E7rfylt5rvzrf/2vVztPrdc/V5np26+l/FS02aY+F4/tdrvVuyDAwuh8JyGa1Nn6mz3zXDGum91rO8V328FZjLDVX9qzb6z99TG5YBvHd8RvHT/8oicr7u7uVjG6sR3vY7i9vV3qmMWK2GPjENp2Eth+hzY90VF84MUH9RGNO/jseKs4jmSn/WD9u8cKfpNkdZuOd7z40sl4YhfGwxMJ7o/9PvQ1x0EfaPv29nblvysnlqOZzzcea8LU/tf5JMdX4LPKGBjQC7vMS+sS7SOzyJ1xq3cI81x3kRjn+0XM5of1FllF5vnzLg/4wDiyMNIyaB47rnes311IxnadXLFdau7BMj473gZZJ+FubNj+jjGevFuHeu7u7pZ+FMs57kTusBHWrR7VVmzqzz4CzLLJZIrrpA0vaC7PzGNPUJqnjIUn+cDrnhRFZtsGY2U7jvx5TGiPZxyzOX52Tg/eMO7uj3WpvPR/in2NcXTzR46X+twM09e/tvg+5NX28muK2/8W5VvX94dQsKljjPH999+Pf/tv/+34V//qX33xuRdPQvz5n//5YthmwfcYTx1slagOpcE297nYofN7jbmVzEEvioBR8dav0lyB7+8tpqdGyAC0v7tOO4v2e8sYzOq0MTRImT3vpFoTz2McwBgKXtABvU0882yTcdDFeZdMAHhiyEdeeDUG9ftsvjHWM9kkpcb4bOzPz8+XVaq8OMlnNnrVDf9xVFvJcGQVo23HZ4OPbFrm6vws1+YpfaBfXT3AmPgsRQe28MjOy2DC42EdeHw8bMl1woyxNzh2MGLZgi/lhZO6psN6CgjjGYNLAwI73ILcWSn49yom6gWAGrDaoTM+DTy70qDBi8dvZkccFMCPGe3P/VZ76uu9Z2brDMxmtpd+e5zdTwMx6DQgAXTQHvehh9UJy7DtrROkBTFeacKkE0CZBDv6X7BLC7vd5wkrJjgYUx+t5v557DwR0bHohAC6YFo8Bh1H23bzwxMDtucFrQZnXS3y6dOn1Xs1aNf3d3w8TtZV2rI/szxV3qoDjCHv5Tk7O1teIM1fbSXBtM+JhmZ4Vh9o+8W42Cadn5+vjuAiuLO9u729Xc6D7oSFQX37zrihM6bBvPVYuL/24U1u0F8/B91O+DTp4L7NxsgybV/nZxoEWReKAWcybxrcD5ctmkxXE0/cA38ZU+MjxsMrP0s/43V/fz/+4i/+4gltb+WtPFc4S9oy6TK79mst1uOXlG/Rt606XlK3E0j2jfavHK/jiXr7Sie+jSddl4vt/ez3me1ywqbXTWvx46y9ttWk5Oxe1+kEoxPbts9dse8Ykh3F+FEw1BhjwWTeOeg4wTGl8Ydjae5nYdkYhwS9d73Pknrmm+Ma+yIvfDAPvaDKvmTm/6C/MYCPfGFSxIlpxzE+KhLeIhuOY5ETktEeI8finjjpcbxd3GIfazkrT913+1Av/ile9nhBQzGKf6PPjknBcY+Pj+P8/Hz1AumZrEOfr1O3d7r7Xo8x9HYyrnxyPsNY3/dXz7nm92PCCyeU/Txjab10DGsM6l3PtmXmifNJzgsVdyF7jDXfTSuywg4GJhBcp22Sn7EdrB4zVuif80PwcozPGJ6JnNPT02XRKfWa/7aFPsWD38gjWS8fHx9XpybMZIpx8W9dwOiJ0/oW2oG/7qfHzJjXz/DZdBELNv5pXsi2wPpPqT21zPn35nV75Jf/Gns0lqhc1r+6/i2c9dKy5SPfysuK8xHEyS8pL56EGOPgTClOQtWAuDiBgSBZSLnHiVDao40KbBPVdWSnp6erF8rgcGgTWmZbO2m7CQUHyla4Jpr4vdd83UGuA2T3k/s6Bv5sRW0SmmJDaqNnOhy4W+ELuFu/nZONCMXHLZH8+vjx4xPHBW/Ld/eBCTDGtzy4vLxcJjt85BNbHA1ea4Dr+DHeu93h+BBohd92OE06m7YmSWi/DqwGuUkrxpcXqfp3gwsDXo+jAywcOrQUPFeGoBHwa/7zn2QwdZMAdqK0oGLGK2jBcRpEFwzSt1UidzwN8ugbhvH4+PO5jt4+SdBkWhyQwqs68t3usELe/TTY4zeDcNsKAwq3ZzosH9ZNAzzsYp28SwGSr5uXBRfU64SvAwfzzgCL8ffkQ21F5WgWOBvcdQyq78hpfYfpdTGIsy400CpPDewcQFQuHaiZX/inrn5z3bOg1rTy37IBCHDwSHtMBFd2bBsdSHrVEhP53NdAAvn2+Boo4i/cf/eVPwovgCRwd5ABPQ0ozH8nKZATggLkmHbgsye5zWP4wtFMncw1Puh3+GjdcuCKXtmvjLFOQFhWzb8tvOXxqS51vLi/OmxdNy9mtqvYwTrtdpGJlc2WHG9hLPeh9q/tlGe1lR6j9rn2uHW9lbfy0jIL0n+uQPfHBOQ/R30/hoYtWurry2t+w0dyDNNs4sF+089s/U79sxhrFg/WZ/d66y2mmMlT253F5LP28b9etV1/wDP0w5gYbE18R31edALvHh8fl+Qg8YzxlPGm+1Vf6BjIiWPTSbut0zjWk9IUr+g2vTzrHfNjrHfpg0GKA+vXvSK6CWzLN36axXTQwlGaYOsZ9rDcUpcTyI1RLR/wzzjFvHZc7Gfrmy0nlZ9iJuNuj7t9snEqsZdjTPfdn/1741y3aZ4wZk5U+ygg087v0NaYzIvceP7m5malr85BzOK0GUYrTqr+N16hTz7alPub4Ofevqvz8fFw7KmTwOfn5+P9+/fLBBE7HxoX2kY6V1E9Jn/EIqEZpiUWGOPzRIRzIjPcVvvKoiIvTrTN8CTCxcXF+PDhw3Idftputm+O7Rq70pYxLjRSp2OVjx8/ro7Xsqw9F6du+afmHWbxxFZ8MfNT1gXqdK6Pa/ZjM3nf8oX2eV5g54WsLvVbX8Jevf+tzMuMT+Qq6r++VF48CdHgjf9uzIawSWxKgeGMYCuUA2obTTtrGziMmEHV6enp6oVSCLBXmdawlclus0lB010+zIIQt9eEoctzisMzptvtFaia9w2+MUwNvHsPfLMhtfEo3XY2Dw8PSwKJpBRGtW3WWRuEQKtn5I+Pj5cJCL90mkkPH8lEnZYtDCWTVU6C8jsTWgYbll2vOnGieiajlRX33eNJsWMw8CQZR2IdflK66sSOEWfrwAOHzni5r16pZJ3kuYeHh9Xq5cfHz6ubzcP2jTHhKC4ANu2xGrkJef775V0PDw9jUO/v60JOLDeuG3Dp1W62PX0fxMy5Pz4+LquyodPJRCcybRNrF7YSggbNLv7dtFsuoXUmi1xz4ts6PgNv1iHrSAOnynQnH9xnj6kT0aanbRdks8OKelgF47a8Yr721KtEzBcmNNuffncbl5eXS8LcskLdXc3l/vSz7YUn/WqT0VuPvY9i8hgxQVMfMJMZgwonhhusOXChb+UPtqZj2PseHx+fvPjaunt5eTlub2+XcffuOGML2yrvHnM/XT99JaDxy9D5/eHhYdze3j7Zwm8+jTFf5OB+2A7UJ9QOGAO4/pkMjvH0ZZA87/Hz2Llu/8bnrd2jrcPPObhpnZ5ksS3x+FcuZ7jIgVcTIE1WtM6tdmbXPRZv5a382PKHGNxax38NbT73m+1sbWCvX1xcrN5N0ISJr9UGtr368JkNnvn5mX2b9cVYiYLfcT31E8/xr9iqOIzr9ee9377Ci498xIyTjNAGbvALabHf7rNxnvvomMKnI0AfPtrHFvHd8R+/NVk2xlglWGnv4eFh9b4C2tntDvkHFj0aU/qYl/rcJqrNW9qDt/h4Y6nSDV9ndBNnlR7vZPF4WMbw3UyK0FdwZY8yMpY0r7nmpLj5YRmY+W2eN8ZyPoDxdB/chrGiYxHTCB1bMm46jResP+ajZdMTOM8thN3COFx3gtt5AeMgxt62yO9Nc32WddrzeJE7MN+Oj4+XRTxMxvlkB8sQNPi4YtPI544L7aDLlkf6gSzsdrvVsU+Mm+vz0WecpsGEo+MBt4sMQZ+PtEW3HEdg17AFjJfbPT09XewSOuhcQmXcPGSsn5s4mMVb5kNjAPjqZxorVe5nGLoxjRehWS9mMYDbtF2jTsuEffS3xFbP+eWfs/ycdPyYdjrexUTPlRdPQsycgGeBMQYGA018zgBbHRb1OylUQGLHYOMJLRglVnx6ZUYnI7zS2v1s0F0jPWMwtM4SgVbAWeLPhmQ2gcB3G2j/d9+fG0NopB3aaILQvNgCs00sutQ4AExJ6DMu3lljI23axljLiVcjGGR++PBh3N7eLgCJCQnz1gChwB15gBacKXTV6HslzSzJ0UTuDEh37Op8HASNcTjPHYfpvhng+7xSdAdnCc8MUHGS0OT2/b2rwAD0dtjWD4MigxPLr8e4W6J95rnBARNLjPP5+fnqZcOMoycqsAPWRQdypru6ZD7TT57pimg/7zMpLW++vxMOszJL6nmyoGB3Ro/r9gpn983jXzlFFmYJTf/nee4p+EAOKdZN89R65fH59OnTcnwP9Dmo4LtX1ThgfXx8HIM6x1iAIHShDzM7j/1wstg+rrbUfKs+OjirHLReywDy16PLuM+rQzwuBIoz4GoZ7a4vT7B6vMoXZN22vtuQ6a/rsl3hd1b8dLKYl1f7xXPQ52THfn84Q9YTrNYDJyV2u91ql4QDG9q2X4HHDrSr09ULT1D7twJt4x/bwtZnXfXzjIcnRurna2cqD7Ynnsi1HZvVUZs284emyTpgPzzrc+syLU7OdAxmmIdi/s/GDHnawkBv5a28lZ+nND7xNQrYwRiV67Yr7IIgHqxP9cp0f3bb9s+z9pzUxkbN+lH7N2uH+9rGrMxwywx7NklMPIbNxGdjTxvnOGnod6s59rIf84p0T+Djg8FsXWEPbmjcPJMPY036SkzBMY9jjHFzc/NkoYqPr/VKaC/Y8gIOMIZxDp8tU36PAH0vjdTnRWb0ye3BD8cxYxx2ctIf79ix7729vV12epJYRQccAzb2RB5meJUELBNOXgBm2bMPJY4d47ALhD+3WSzBNZLojrMYu8YwyLkXFVWfoZukMjJhHncyyKdrbGFA9wseomeu1/1Azo1racNyQPudJDW+d9xOHSyUck6lOBFddP4EeXB+D77DW3ScRZuz2Np4tbrkXQHujyc6TC8Y3mPoa148SfxgrEgfLi4uVljPuLvxaSdYyenAC49HY0nrvXMT9lnwhD779y2bTzFu9sSq5cP8s3y3GHP72dmiJGjbWlzHS73dlheB12eZPsaw/LFMeuHnFk9eW5x7+CXLr4UOl5fQ81KaX7UTokbOAVsDTv/fSnY06VZjbYdnEGej7P+tyzQaJPLSSAwPdXbSpH3oBIT7YT7RnvvqOmalCYAmHX3fFp/d/7brsbOB57cmFl2PDUD5a6MzxsHou90Cagy3++rfCkIMlr16xi+88VZVdj/gqL3y0vLg8XJ7lRkbzjphA54mHy0fjL2TmFtya/p4vgbWeshzXlGyJQ8F3fARYGo+NelcQFx5BqT/8MMPT3YikDR0vZZvB23wBjkAGBY42R7c398fdkIoaAIQuV8EmwAkg0MnqSq3nXxAvnD4M321fM3G2uCVQG1WPHYuthWze8yjJrer95bHmZ0ywJ7RMuuX6zIobt9q022bDHB8pJt1z3xoAhRZdyC8tD0OW355iaLbBxTP6HX9W8lrJ77dj5l9r34yvrYzrssyxe/n5+fLexS8ymyMA3h2gtrjT78qgw3Wej96OrNJM7mgTrdlXaRvnz59GtfX14vOnp6ejuvr6yXgZxu1gz3LHHrZbedjHAI/ywX3MO6+zz6JyRz4XFte4G7Q7Al002L+cF/7tAVGqzMzbMXv3N9jrOqLfK8xjf1c/8zj2W+WycpE7YLrs+7M+Nuxte3o5/oueEH/ZjjzObv8Vt7Kr60855t/De0/9/vWby/t01bMgU3FllxcXIzLy8txfn6+WjHvpI0TP8UinXRorOW/l9LuiV/7W+MntzXD0c/xgHsdzxGL+fx6/LJxjGM928/6/zHGCksb25GQK8ZpvA//Hx8PuyLrz4wf/FzHhs/sCj0+Pl7O4Hdc06QntHmxg98bBt18x7f0PQPGkNAD7mLRVf38GOtFGvhNFl41bprFKefn5wuNJGaNP9kJwU56+z6+gxG2fD78ApeX3k5SdRIC2aEu5xjq72c8cv96NBC0zHIXyKj5TB86YUT/mHyw/HX3SxOkth/UM8tt+ainxi/NgVHOz8+XBLVpbaxiO8b3xhzlLX1yjOX2LefgWRb8Hh0djcvLyxVudmxsOwEtXnzoseEZjwfX0QXrOcUTQ2McFjSZXp+y0F3mzUc9Ph7eWcezXlDL87vd7slL063//J2cnIz7+/tlUsV2gXvggSdojb895ranvWZbtpwYMdY+ZGaP+d5xt72p3bH81O8x9s6zzXzn1mfbhU4SUu8stmof3srzZYZVvpZ3L8U9r3onhEHFLGnE9y3HYWHqPX7ObWCkWi/01LD1Nztwg0gMpFdel0Yz387SSu77Cgzap5kyl29OrhbYboGPOtg+Zzpnyv0cmK0TLABwQo1Cna7XZ2o6sWAj6X7wG0bYZ2HiZHBGnAd/e3s7rq+vF4DplTPmyxjrs0cty93yytg5mdfgBMMImPARFrNJGstK9aC/MQZ2nD4aqoCQ/syMPHUzHtDjI1pME2NkWgCn8Ad+2ekViHvM63T5DniE/m7Ztew5EFjVr++dPLJ8OXBy3wwAqwf8n9kXg+5ONsz0xoEHPJ5NbJn/Hl/fTx+9w8ay6T41iTiTOU88uY+tp3Iykzlkt+104oTPlhn0yROLTG458GPyDJmhDwUuXS1TndjtDtvR/Wegw8p85JHkpIEitDtBMcb6xegN2KpvtjOVpwbL3O+gultfPXlTn0vdTiTUxlv+nNyv3tgWAcw96TqTOcYGXlrHHx8fl5VYrKRhDAieaev29naxIwba1jX3gfFDd6CHdklIeTeG8QxBKXWY397l1wDHto9i2zoDbrVjMzs1k6HqvOtrkI8P630ee6+KrU+Ellkg4PoagHPdgffs2RmeNC8qixQHZdjIHjHVZ0yf23krb+XXXn5pOf0x7f9Y2h3PGAO1jdPT02UXBFgezIqvr22l/hnGarudoKCO+tBikDGeHlfs7zMf0XjO92zZYPy9sbztbxcvYB8d63miwD4R/G9cPMYBy+Br8c2d7O/kgSeGTIt5BqbzBJKT0fUFgzM/AAEAAElEQVRZ0OmxdcxBnzhf3kcY2aceHR2O3eS7j3ShfvrixXJOSDsBa39EX3yag+Wgck1sSML18fFx6St998QJ+Ka+0EdJgRnto+lbk8aVSdr0ddMA38FtHEUzk2fLdLELfESuK+/whziXCRroQ369E8jPfvz4cdzc3KzqbZzEZ+Mg6qCP0DlbYOu/3g8v0C3kmz/6Ds6fxTbImeNiY3brFliJurprwLHO7DQL081nxs9864p66O3uBdtNH3HkMeTv3bt3Sz/pg+XV8ZxjZ+j0yRfEl5W7Mca4urpaTvTwhJrjHtry0a7uW31TY20WYT08PCwTFrRhG+RdQdYd28qZXHhMGmP0HtdpOq0PW7sQnMMw393uVo5gFuP4Pk9AlJ9/lYrH4NdYPC6vLa9+MXWTNE0cz4JrO1UnnSmzREYVqslcB9o2ErPEmWnBgHnWu7OXbrug0H2jzIyKDe6WIm0F1U0wbg3uFhAxb8xjGwR+t9M2P63oMwfJ/aWdezC4rDzh2szwuZ4m95vMBmCxopetvz/88MMCuOhXjSc8M+CeGVQnGp0Yh0aPt8GjwfKTFdeTcaeU1plDMJ/RBdfl8bTDwUkXGJP0u729HWMcXsrcs0xdL+DH5yDivKG7z8Bzbz9ljD1Z4XEmoQgY8rgVEAPKZoFZgxpodDLNAKX2w2Ps7dmWUQM6eDujo2dSmhfWydZRe2aabX9Lc+2nZaSAsHVWXj2GBhKWq5mtes6OVCdte5AtdJsgwNv0adP3+og2xtSBLjJu/TIdyLhXvNT2NcEBmCb4hIf8AcABSbPVPuabZdUremYgrcEScnVzc7NMLkKfJw55pgFG/aWT1ZY1+tKj5RhDJxa2ZKk2vjaj8utJD0A3qyTZTl2f3aPd+M22DLno6iWCCidO7D+RN1YNOui0DNfHWJbQI9uvGdh0AD7Tf48bMjmzATMQX8xl+XPh+iwwrixWPiujFLcJz5o4Mt/qX+qLi0WKNeGNfTTXaxeaPHgrb+VrygyD/tRt/VUtM9vogt3ZmoDAF/LeMr/bh8QVtryTCb7edmYTH1uTEKarmGkWMxbb134WF9SWum5KbawxLDi97WMPe5wq/uD+/n55yW79pY87NI5gPEhg4c/x8YwPxyTy/qf7+/slbtntdquJCidp8Vccs1NM5QkS+w0+n52drRa5NaFOHfAbDEG7joPNX+Imv5fOx+MyRvzmRK9xl7FNYxLoBcs24Qz/Pfljn23cY5/r/hvvnZ+fL7yy7yWW9GRIk7LgIMZ/NunE2M4Sl17YV2wwW5DI2FiP2CXsOI3CddsAX68OImNdGATP/b44xs442/2hLZL/nqShDS/Ya4zdRUCeHKD+LihCRpEX+kz7xuPmIZMkjim8kMp88u6bLhzicxfwsPDIdgj70zyEY0KehW5+s35YLqjfiX4vlnz//v3y3kEWRNnm267OsLv7bZvmvqM30DvG590vxrDYOdtnf7Y+e0LGslof4tzjc9gFm227udVXywP1sbAYnai/bh6luWPTZDkrrbVbrylf+9y3KFu8+ClL+QYdr+Gh8cZL6X71OyHaQJNklCbS/dxMWbm3M29WBtfZCRDTOBNYnjMQuru7Wxwb98xWzzegLejzZ1+brYgtuKvzp00rbb8bfFRZKbN+lA7/NgPNfsargzp2TQ4YlOPUGBePrUFTgfvj4+GoDO8AABwBLO/v75cJCDtUy0rlzQ7WK6Qti9DQyS/T6sT4bBycYHP9dlDwwAacNmxUMbQz5TbfoAvZc3LWvC6P6kwM5CzTx8efXw7rFwHbATgx7O9OQhVs4sTHGEu9BvhOUluWceDweUumceYGcDPb4TGlz9526rZnxtbBlceooBpQ4ftLj22WZdd9Mj0dy4L1Pm97DU21DwYN9APQVvkvze2Hg4U6OCfs4cenT5/f++B3vPgeJ5Lht/0In72a3fx08Qo688389TiZ515JZpltoAMAdFBgXUEeLEvVa9dfubP9NLjGdgJ4vWrIdsgJ2fpfaIEHtNmVkAWfDkBm4+4A1ElfryYaYyw2lElTAjUHX2xPJ9CofsB3Vr86MWDarIesrjw/P1/ZUOjHD+GXqM82GFptM7raz7rr+rf+l4/1CV4VugUsLZ+1B3xnfG2DmpA3DbWL/C+WQI/w19Rj/bMvnIFgB53FEu6D2zSfbA9rw+rTXwqm38pbaanOjvF0gvVblJ9KRl9a78+tI7P2HHeM8ZS3+EGOYfLEA77Tq2X93zayyd/ieK/CN60vsSfG5babtsNjHLDYzDY2nuvvxm6O3exP7TOd2HQykyNYeLZyjd9mhyl1GKOCJSlelcziQGMP+0LGy5MI3h3pmIrjhxrnGa/YHxAzGEc2bvNY2Y8bE41xwBhOWkOHJzbATNSBn7RPm8WzxD7g5Cag64N9zTjQ8aZ9J3yGJ3y/uLhYveAafhFzOvFu7M6YE/eZ1jHGcnQWz5rH1j1jDWMsJ289qYaskDzm/r47FHl1vT5yx9iECQ7zjx0XxX/VRX6zDfKfdxQ5l2KdZ/KkY2a5c+xlGTUGK95DFt2+x9L6XJnyb+jOfn84IWG/369e9Gwb55yJF271O3x2fx8fH5f8gScXvGjq7u5uOVoJuzCLzZCVvt8FmfaCOMdBvWZ+wzfqbYzAZ3yT4+JPnz4tRwfC29oqeNQ8m3NijjG8IM4+xrGQbZRjhN7D776nWLy02Y51B4pprY/lWdvCWQ7I5VvhrNeUGcZ7Ke77JWKOGVbdKu1H47DX8PtVOyEgsjNgWw7YhsUOo8Ej1xsYuy0UdibAZppBWgNOFBLHdHV1tQJCsyTZjJkzRz3GeGKYfZ8Nrp2q2zLvCjZcmsCGZvOZ+54ThvLQNHR8nxsvj1n5XfBpoXW/nMTm+xhjARN8v7m5WYwuSUqvWB7jkMSE57MVj006UHq/kyCd0e/vBvTQYoBWvfEk1UxeKH7plnXHTs3yTtLcgBtHi6F3IrQgh8+zceUsQ/cP0OaEqoOLBlLQjFx467BBztHR0bJiDX51FckM3JW3lmHAsUHvGE8T57wAd7ZV2kdZcd1yYfmujTLI66SH6ZzpZPu5ZZtmn6uPbqO6bvvSIMb8goeVX9vojlH7ZJq8Quzu7m71EjgDKf4b6NsHOTiw7cWHHB8fD3POz5PcrvzXtnGdNnnGZyHDA+4r/7f8Czpam9gJjMfHQwDqNv3+FdryBAo0zvyU5cBBBfebB+YvdTqQAcDbl1f2CqKdKPARfpanh4eHcXNzs7Jz2AXa9Oo/nnNgVZ2ZyZB1oZMl4Ibb29vVTkpPdvle63N1xfeYHn6rHrsuX6N998M63XGtr+f+0mxdgD7LticwnTQpvX6+dXIv42b64afv82f7Hf8+66/55jodcBVvdTLnrbyVvw7l1yLztouz3/BBJDlmfhV/xbsgvIPNC01IjnZnHFjNbbS9JhFr+56LxRq/tc6OBf2hFHs+xzv6C76a0egV/r1vtjqfJBo0gbEdhzgZiF02VsGPEA/0RaYkvI+Pj5cYxBiasQNHgBGJBcF2u91uFbPAe9P6+Pj5KEjiE7BIF/dZDvjdftuTDk7Ee2zgtxf4mJYxDklH7yIYY411absr22nbC+6om3aRMfenRyE7ZiIpz24Rx+2MS2ME+uJkpHk0xmFFeHfJdxGkfXi/m5fQhTwVc/UF6tThhWOMc7FGx9660TjHOyxYFGV++/0A2CTjIWj2+DKOM5xqnGNZsYw0HnFszgI/Y10vLnQ8Y/1HZvzya08iOAHv2Mm8pLgNY8LygToYF+sfz3diCJ2zDcAuMEb8OXfHrnwvZPJuG+SAmMCLwR4fH8e7d++WeMk4lTbNA/PXMus4yDuruAc5ol/eBd/8wMxXur/F7fZLM0zt2MPFEzvWW/pvHZv5sRmdtrnezWgbO8MBz/nhn7p8bds/B81b4/A1dbwGO75qJ0QDxwaDDq4b1DvI23ImrmeM9arLBpZNxpph/OZEi/uAYrJ6nsTHjLaCO4OC8qdK5fua0OW+Bttcm9FtnlZRDUacpGo90FQBa0Buvs76BT1OQJieOhCvyK8ceZWBQSE87QreT58+LbsfDGCaYLUBNyhoP2dy2DH39fbNANtgocC+ABYaXL+TloAxVobYmTkhz58dg5O15gF9BJTaISOLPuakCfjKwtbvBg7mu/VvJl84dIMLzvBkWzbfC+AknMtkA/rgpC708bz5zzPv3r1bgJiDlFlwZH213AAIzC8HMrOk8kw3ed5AuMnS3me5czvUYQDYQLcOv/bHttVy5edrj6DV9XvijOeZJCbBi40mgOR5VrVgAwwunchson2M38ss/dO4WI/LB+ycQan1vcDYfo++cn/7bWC3262PKSvfkBUHld5m6223PAPvvOqttsHjxlg0eHQ/THf7S8Gue4Xlwv+x3n0GP/f7/bi7u1vqsD/wmBJUYB/p435/OF7RNuHo6GhlJ5BbAifz11gG2sxraCdg/vjx4yrQKnhvcd0U65MxiW33zIdVTmc+pr6lvqLgE/74/2y8Onaz35xI4b4me2ZtzHCC9cETILVPvp8xdvBs+Xdb/TPfnhvPt/JWXlt+yUD4D6lU77b0cGvywYVJiLOzs8UX+Izzxl2zRGRjMmyKcXvvMe3+bRY39bP7bL/UvhrDNcFjP12/5riqMY1tuhN2XXVLOz56x23SjjH/GE8xOLiWZBL9ZtGPd506+etYyZNR4HT65R2CTvLOZAk/4fHdkjfHKuAP6CSWcr2e4LGcGOd5Jwd9d3ISbMVK+Pv7+1US036RZxqDeeyhDR46gQ/v4EXjKo6r4vss3kT3XGfjGN/vRUTlu/XCOMNjMMZY0UIf8PtODhNzFg8jA07ydpECWAbc3Ukmnqk+WB68I4uxenh4WN7HwTX6icx6EU75aExu3OUYwTJO3MEknm2JFwcaLzOu6O/Z2dly1B04FCxuGjqG9K/xmm3FzK46FnOOiXv2+/1qASc0274fH38+2cGTZw8PD0vszySsx5+2SH5Dn+MU8jPIi2WRvA2xbV9Q7XjQ+TzbafMMefGkAzyaLahzjFM/ZN5R+ntjF4+Jx9NjiJwag5eeWY7UYw6fbSu4xwsCLPMzOXsrXy7P4ZHZteewzZfKiychUM7nSgFPA9Ux1i9s8TP8N2jg3tnqA+4pOKBO1z3G+lgT+sFKBzv4MQ4rz11X+zcrBYhbA2kAS/FKS4zZlpFwHfCmILgAqX0pjVuG2o7BDmsGDuz87ai8ZdD3euy3eGjjimH/4YcfVlsqZ06XOg1w4a8ntwz0+r0JlBrYOkXLunnp5FmdrlfnGMTVwRgIUC+gByBlh+9x9JFQ7Rcg0u1x3/39/bIboCCCz10ZMnNYBldevWBASz0FfUdHR+P6+npx3k3gjnFY2bXIudoukG2AYyfJf599acfpAI/V1gbm7vMsEKwu0keAn2XZul87Bu8oTfIXIGzZFd9n2qxHtdOu3zrRUnvnINRJxOrLGJ/l7vr6enXkl+02vK/MWFfRJdNpf7HQtzuc4Wr+IAu2+ZaDBu+VD+tJV2bMeG/AiR5bFwD8Drx9lCDBgpPZ0OXJG+pxndb90tT+mH/0zdcbKHtbvMEo40iyYLaToD7QvK+Ph3/YU/MJugjcK59NNlRObLu57smRu7u71YRlk/UzLNFxMTifATyXLXBdGS/fqr/un+2O73OAb/m2Lffz9QX2J277Odvhfs0CFLez1WfT1QQH95lW07eFcd7KW/mlyyyYfk6Pfm3lW9Nq2z+LBSlHR0fj/Px8eaEoz5DI8p95azzg9ux7ndguFuMZ+j6L54yRfT/PtA7b51mcN6vfNhHf4/PkiSO6YMB+FD/uJKh3HVLP2dnZ8i4v+kX8Qixhe2y//fj4eQcCMaSxON95js/mP/0lMU8fiB+4//HxsFrZtBkLOt6yDDjWduyHr/POArffVfJtx/66K5f5nePEzC/GgzjRMgxfmpymD9yPPnS3ROWz2NaYwIl+6wD6Bj3eCdOYxbGTV6hXR/b7w/E+8JC6myg3v518v7u7W/G++AeedjeCcbP1xvECbVneHO/w5xgFHHN/f78sxDGu8QSLcVXxmGUGHvl9GmDzMQ65rmJzFoHRB551/mSMw0TI8fHxuLq6WhZMIh8+NcG0GtdDg3cS1EbQF+47Pz9f7QQgh4fO393dLcdsOUfS3A/jSJ6qCwSRF49d48HKpWO26g5yQv89/s49uN+O2bBbTKZTNzmUvvi+Mm2++v8sxih+rk/ruFpObB9czK/G263XNFR2vNjLsal5S7Ed5vsvie1nfPk1la/lzdfy9dUvpn5OWGe/NSGG0NR52+BY4Rt8zgzmTIhRBj8zC9hvbm6ebA9zX11fAeEsULWTd9KiA1SA4Wsz4DnjwawOB9aztj1OOA+3T2Ec3B8bcO55bna2yRietVE2PQCJ0oQhvr29Xc7z87FBvofClkccSxNz8MKOG6BbuakMGvxbzjD8BY6mj+dmwNPbyTyTbuDilT4k8AxAxhjLTgHq9pFQ7m+TNx53PjtpbPk+Pz9f+mweG2wyltRVx2Hnf3t7u4Aer85hrMf4vOrHL5hyIOIEY3XHyUUDcesB9BkEeJLLuuM6antqo8xT63eT0Fv3VWdtLwsufJ02PKnlttBlj0mdo4GfZZbiRGydfvvXVfi1W2OMZXcaOxx4lglM5MaTYgbUfjG9jwGybfD7IdxP2xyKQTv1NIAyjw2+0AOCTp9zayBvPeEYCAfqnoStLtmueOWbJwasvx5f6rJvc9CH7lnv4U8XBfi4A9v02mS370Bltntgy+9Wjmn/5uZmOUKtQSW0ma9dMeXJavshyy927+7ubpF7A36f42qfNwvojRFoY4YvZgC8CXjLquuqL3ag0BV9xQC2c7M+2FaNMZ7oFMWy0MkOrneloHleXhQ31p7axhRHWMYpXkk3q7uy9lbeyo8tMyzeOOJL5VvJZOspBviWZave1153wb7b53Ldn09PT8fV1dVyvCd4u3iaeuzj/Fvtd9uB7i3ai++eG//GeNTdfvqe0lSfap/moyONMxy71VYbuxmDUM7OzlZJW9oyLhtjrCYEzFNoAmvhmzvG7ICkX/SbRDyryI3/7evHWO+Y9SSU+eykouMWnrm7u1thGI+/faQTyGOMlQ83HrG/BlfBMz57jI0poZUjc8G6jQHbTsfZfPFuVnYnGBObT15U4XGxj23cYQzUnE/HDZoaV8JHx4COn5EXrrlOHyPqyRtkyZN0HVeeJybwPe6HdyrDp+ox/TVPvePIuNLfzSPjVOqjX/6tMgydxCr7/X6JwWxLjHM98cfE2OXl5fJb48baOdtTj7evmdfYbNdnnO0j9JgAtW2j7dpG5zY6iURi3zrC9+qibZXtB/3mZAYmbeG9ZYCx8uI6xh/5rY/qhGPjj/qi6rr5wOeZ3/GzLfVjjVvaP+f/aisYj8YrxfK+x7ws7S/BFq/FXj+2/NrjCevA1zz72vLiSQiE2smJGbEWSDuXMZ5u0eFa2/BfnSwOv6sNTB9K0Lod1Frxbm5uFkGmXq+I6H8neaxsVi73pU5ulhSgHid9ZmDG/OQ5z5IWHJTP7kfHzkbUjs00NOHY+g3UcdJ1zpUTAxI7atN7f38/bm5ullUrHkP3zSClfYUmxqHHtkBTnb4BNfV9+vRptWPGzswJm/LZgNlj5qQhKzTGOCR6fT/yyTFVBTuVXesDfDEw6u6JggFfg3cnJyfj4uJitQ11Zrh8jAmOgtVnAGbG16uEABUGrvDmuSCsfGb1VB2Ut8B64snbtL1rwlscy2v4X6DUVeIUByPWUet5Zdf2zyDTweMM1FoO7ORndsH1G2jX4VvmnPx035qoLhDe7XZPjrV6fHxcJqNsP72N3/VSX8e1QauBrtsbY4zdWE82WMbNQz5bTwikTY/5Z95Dp4NaxpnjIQgaDUDd75lttx/zGFQebDMdyNuuWd9styz35ncTHgbkY4xl5V/5SJ38VptfnWkga157ZZv7Ynt+enq6HNnkSfOumunqw+ogvOM8afSc90K8e/duZWs9XvbRxkMtlmWPlQP8+mbT2kD6S6D8+Ph4xcPKlPtT3af4Xgd86Kf12OO/xW8XHy3mPpkG2+DiLsuz68CuNVjy9S3f8lbeyl/V8jVB5Eue+bGB99bzM/tRX7Pb7VarR0nqePGZEyTGysbm/NWum4baitL9Ettvm+Tv9M3YxPU4/nkuVjNmHGOdjC9Wwi8Xz4Cb7YfgoV8YS9KSxQGmxUlcbHj93RhjXF5eLouDSDQ2iee+GKs7fuB+2oNG6m27PV7H+A2/Sdv8QRu7m4tZGkfy15iWpON+f3iJL3inq6npk/EocbJjVOMoYzjaZdyaA4BvyAIrsBn/6+vr1XsZj46OlpXqyID9eOOJ0t8kObjCPHGCuGfpPz4+rnbCWOY9YcC91A2uY4y9gt748vHxcVllzxhYHqw7zgkwfvST9yY4ZkAfusu0dqO6BDbjOzJt3FxcbXnkXQceH7fT+NM5ACZ3Ly4uVvrpHQHG+rN7bLvQO+sU+Nn4k8lG+gLfrq+vx83NzfJ99rJ2Cjarp1FQnyeirEv2OdgF6ySfmaREBrnX9or2WIBHf32kbONl6KtfYueJ49TmVStL9VF+1mV2f/1v64KfHeMuPPP/LXosM76P+uDXFl53HOf+/CEUx+M/V3tjbPNo6/evofFVkxA00ASTBaiJLK4X2EFwhbB1zpK5VqZZoNikkulvcE0i1EJs59c/lMlOosDURob2AC5dcQEts8GzohVUNkno9mssbHh8vYbUn63gTVrO+O8EBnz0eyC4x8beuxmcDHZSBAfG+fAGlp2Igi4nW/0ZRwE9XhVNHbMVogUUTYqYhiYLPTNuZ8C9DnxwePCsCTOe9Uz66enp6iVHXu1hZ9rx9ComeGY6PctvB+7nXZ/tg3k2xiFJ5COLOKILmjtelhcn4LyCvBNNy5iMw6ovz5Dz3c4KuXNCzGDOAMSJ9zpfy8hWgOmAw/RQh/lTubTOmj+ziY4G4TOHb/prL2f2wd/9nG2Hbat5UJtL/2zLOILp+vp69Zx13auf+GMcfUZnJyoMao+OjtaTB7v17ifzskl12nbQyDWDLdsEywrybBtlXjr5XzmhL7aV9me1L8gx91h2+U+bBGHuX/tLH+wXodG0VhYrP+aFbarp9j2WN/OnNpZ7vBuGscPHs1LOkxYG8RSPmX2XeeDj2PBR6KInhy3j1pXd7nCkWxM8Yxx2Z1m+LMOdePRnxqHFgUhXedWebT0HT0xz5cz3NACqrfBvW7KHnrvu6gN2YgtH1v65DV+b+UPL4lt5Ky8ttjPGTyus8gsHwls6/9Lytc99q3pn8QnF8aqTZOBmsKFxrn2Br3WcjKFpo3GYi+2WaTNmnNlt+6At3sye26KbNm1z3Y7jMGTW2BxaOMqIY2POzs5WvgCeGK/TNnFcVyi7D1zzEUnGH44lqd9JSvcHnvEMeMd8cHKaOMx+kXiVPpjHHm/4x/3QQBsev1luw2Ns+YSXpsFn73elPn3zYqvGo/WD0HtxcbGqk1gZGr2byIvZwOj01bkSfLhjNudCvDjJeRjroDGvX9BtnO5FPJVh2ujznmQxVvZ3rvl4H8ss1zze9JG6u/MG2YYnHz9+XB1By3VehMzxpuhP4zXvpLZ9cTxC7sA6SX6lOK4Ll2zf6BuTN37fGvztOxqo37uhnJsotvQYQiv3kz/wAjXrkXMpnnjwRJR115NbxpKexHAfzAPrGXX4s/uAHHixnOOox8fDjp79fr86csmy7LjYsR564rjXdduGN9a3TZjlAXjWWLj3dKybM3N8N4spSkdto+MU12XfPfOZLvXFW2XWt5f89lOV5/r0LctL+fOSel5SvuqdEA6Cx3gKivqbP1uALXANUv29IKXOE3BSEDgDpA0ybRg47gVFtzGfATYrzizYbiLFzsyG6jnhstEw0LIyzlb6me4mWAxOTasBig3PTKlNB4bWgAnD6ASgnYqL++ZkDo79hx9+WJwzzr/Ab7fbrYCBzyMt6DPfnewxmPI1849nPLazoICVMAXaprlyZb52bKiDe7yzAFq4FycLDVtJrgJY0+j6LEd2kDhfT4JU7z9+/Lhs0+Q3ZIJx8sok+I3zdKLMSfry3L8NAVkDWu9UYAy2VszDR+qGl5UjvnM/YN325TndrD1wYFVb6MCkjr521O05MGS8adNj6T7VxpiW2Xfko/Lj3+C3V8qh47/73e/G7373uwVUWg/8LDzyCvvdbrcEwT2uizZoZ4yxktchvkIrtsRBi0F8eWyeua+WMerxePrZu7u7J6u5OvGCLI4xVnTYtgJ87ZMsn52gcVA4o8/j6uca9PK7bZLHwDaqPtJ8tPy4H00s8Hm2qIHVUARuTYTsduv35HhFp1ce8d8BMnR718jDw8O4u7sb5+fny7shtnBDbUyv17c1aLdvaIBWXa1faJBhHGecUL23fbC9MX32IcZClpnZ9U7WbMmhkx2Wnxm2LNbzd9+LvXbfZvL5HD57K29lq/zDf/gPx3/9r/91wThNFP+hl2Kwn7IUb4yx9q3GdL7/6OjwLgiORPQkhJO09dmu2xixCQ/fM4sT3Yf6L2NIbKlpec4uNzbhfmO3LSwJD+iv417wuBOIfAZn2e9iQ42rHP/YT5EYrF8yFj89PR2Xl5cLbfgULzwbY6xWOM/aMh+dfPS98B4effr0aTlu0aWTFqbZuNy+HAzp2MYJd/jhMYYOH8vJwgrLQ5P3PgqSOsAypc2nE/A7dKAX8Mx5HyaeuNY8An2y/2wuxXLtsfBkE/ST3EaHLYvQ68UUyIvzJNRPcSyAzhEz8Bv1WE6QH7/snH6iK/ATPWBMnIynvdqpu7u7ZSKgcRn8o2/dgQ2vPFkHj5wHcAKdMadNxy6Wc8uqbYp1l0kRnuW31ssYm8+OIYox+R3+7/frCUznVqzr6EZ30TrfYHvjnBL1ejINOnzsNOPoI6AY88qO5altU7fbLdY0BnVexHx2jEzOw/JjWTPfi3k9Bn2mOL3xDPX6d/43BoIf5Y99lnF35c9xefMDzfvNsPsbnn++fIk/W78zZqenp+Pv//2//6K2XvVOiDbUILPBZQO6MearYq0Avpff6+zMgNnnmfBZ4BvEYtw44saAw8UKY2VpQmiMdXDePgA+/NKereS8/8+C6iY5q4CzuvrZRqJgwiBvxsMaszogA84Cer9YzLwC6LIygK11szExIKbdjruT2ja6BieuA0c5m6U3/xyEmOfUUaPuRE2fsSPaMsjmu8FQE3GMZx1774H/OGKDD2SLunCwtA2dDmYqg9423AS7+2LdqHw5SdVEq5OUXqnDeLI6w8EmfOV3QK51y3yz/HjMzU/LRx2r+8Q12vNEGM/x2fXxnCf0aLOgnvYaxM4SfdYF6zz8c0AxAycGEqXDyVPziN8A0g8PD+P7778f33///erFiDzL5COrGA10PfnJd8BnJ9goDgh+T9Sqr+jF5eXl6sWG8N+TI/SpEwP0DZBqvsJLaESGrRte6eQ+doztYz1JUYBHsYyZlpk8m8eWyU5aWIbdDnrkiTLGCSAOgLdNrG/mz5OftMHYVCa5TrDJxMDt7e2THV7YmPpQ+wqDXfqE3XMiw8GLbSd1wv8tm9yEksfI4zSz+y2t13xzHR137rGvMh3mve2d5df64cSPdadya9rg53P+k3uaSNoqtc/UW112m6brrbyV15bz8/OV/Sg2/TWUr5Xt1zy3de+PqQP7Z9xiX+J7Li8vl1Xj/usK+zHWmL7Jt16z3+I79c1or7117NL4sM+7T6bT9ZpHTv61TXyvE3mu03jO9drnwa+zs7PVUS4kXf3f9YJhbWvts0k4G29xjxcI4A+gZZYIq5+wL4QuPwdt8M912W+Zx5YHf+6ClO6CmMWkJJtZ9OQEOPRadmnTC3K82t6Jz/1+v4qracuL0aDDkzDwlgl785iYkKOy7Fdt77o72ePNavbj48+7lRh7j7n/LLPwGDy52x0WI8EDJgSgz0faIIOePIM2JrgeHh4WGo0TjUU8+YW8QcNqwdMYK5sBFvWRT+Yt/YQnnoyCr975QNzQ8TTfoRee0Y9iuJmsN8aG9/DRq/6N7/xyeesIsu18wSw+No3Gvo4XkBXGwsc/uc7ZvZ4otD7xnXuRL47ONV+7iNJywHggU0z0eSINXSM+gmfeZeJ6vVivRxDP4n/nMLjuMf4xmNf2i2f9vOXQPrQTE267ccusPbfFONU//xrKFi74peuala+t11iEMbPNf668eBLi7/7dvzv++3//76tZ2BrdMdbCa8dt49Rkm+v6UqmAV+hsDD1gGDGDRwfBOF8mIXAQPTfbyo2BdHAxA8MGPWMcjJEdVxXLhrwAsrw1792m6yxIa9LIYHFGg8fIvK6xgW+8ZHiWWKAdr7ZpgoEVKbe3t0/G1kbKRgjH4Hrgkx2sDbj74XcV2FDSPrR6hTzGr/LVMeqfkyGzCauOafWH6wQGbd/O3Tyycfdqlh4vQh3Iqh0t1x1AeZWu2+EegBxJYCfQnNg0WLB+Qo+BiMegicTdbjfOz89XIBn+nZ6ejouLi2li14ktyn6/XxKYnW0vyHEAAK+sMwXAlmPXV52oXbX+znZPUCpHtScG0nX8/t311V5YzmYgtn1lfO/u7sbvfve78X//7/9dzrDlD15CF8ASOfQuNWRoi6c+axbA6XJ+fr5atT/G0/cSOHg+OTlZJiis0waJBeOekDVvbEN5ERx67QS2+WYa4REBIQl3bzmGJttndMa+2PVSZqtqkOnS50SB+e+A3EGvfaJlBrpn/qa61wkVB7gUdplwL4sMPA4utcsOhPy7J1HY0v7u3bsndqV6b9pIHEC7bSjjOxv7fnbf+7tpri2xf/GYzXwQdsIYyzrRQN0+qXbVgZT9p/szo88yX9loX4tL3Q/bYydsiivG+DyZ+Lf+1t96Iidv5a08V/7Df/gPq+/F038dyk/VV2OsMZ4usuLv7OxsXF5ert4FYR/oBSrGs9Tt7xTXj1+pzXBpDPZcYqV2qtiQUlvmWKU2sc+NMVZ4xIsrOO7FWN2JcGjH9zV5Sn1ewDXG4f1Q+E18CPSSaK2fJdaC/165jt+1jXcuwD6vPGa3B0lH2oUuY2/7H+piXMAWlivHljxDncQ+YAp44ZiTY3e6MIX41gvcdrvdcnyS8RRYx7vOjavgvRfKPDw8LC/0pk/QdnNzM25ubpZ3qzBe6A3vW9nv9+P7779fzraf6QXyQhzpRDb9aaL3/v5+idkcazp+J85k7OEH8bGP5rFsePGfsSn9rixb7na7w6KaYhPG1/aDeoxbi1Mse7MXgyMf6Dt8tF4i75ZZaPNxzdZvYy1kwDQ70ct/20fj0C7qtJ20/fIznkCCHiZojKXpm/XUtszv1fBJC+Y3hSR/F1hSP/zsMX6WPd9n2R7j89Fl+/1+3NzcjP1+vyw8Rn4Yb9to0+o2PclAnxyPN4aA/9Rp+z2Le7he/N28Efc1f9bYpn6MNj2hOLPNpd1+rrRazs0j2xOX2bU/hPJrxo0eM2T2/v5+/Kf/9J9e9PyLJyH+9//+30/OXxtjPQFhkLUVGDsodQcssHVaM3A3Ey474SaQ/YwNmkELBtqOChCEIXJ7ALBOJvDdite++Fy4KlgB7+zz1j1891/pq1Ns+3Y6ve6EVZMHJAjpn1f0NsnnlUhO6MHXu7u7cX19vcz+12mNcZAzrzLxuHPNBnqMw5bMGVglueLEJW2xeqg8thGmdAst7dPnWaLds/NuYzbes+epl9KZb8u7ASKfWdXk8TRAhi9eMWR9c1LTK3bY9mmHxZZUJ52bBLP++j91o3tnZ2frXStjfYSPV4efnp6O9+/fr8bBAZjpgF91cB4b0+YxsH7VxtWxd3xbzBPzsL9XZhpAdVwZK+tK9Yt6Cg5mNrk2hWKwRNufPn0av/vd78Zvf/vbRdcYC+QM+jrhgB2q3QKQm08FqU0Q73a71YpV7r24uFjZLeSrux6g25NCAMcG1eahJwf4jaDFk4r01WPnQMfjCE/Mg9ZdW2H7YjtZukpvV924Hvt3xsh2lHa7EMEyRNsO7mh3NnFhHfVqTQC/77Wdh78z/dsCfdYT7JttCEkBy2dXTfr3BsUz8G7s5MkR1+N7TaeDKh9r1DHqREFtTO2E77cf6e5H+35PEPRz2679h4+1tfznnvpG19V7zFvLiPXq8fFx/K//9b+msvBW3spWabLs1xxI/hJlix9f4tGXYhjqPTk5WV6ail91wtg2s0m11teJCfuc+o7ZWNdW15a67traGU9Kh6/NbLV55UkCx7kPD5+PFby7u1t8mWNcfAdJO9tiY0Jwj1f62j842et+O644Pj5eYnH7O/fFmIJ+eTUxeN8+wicQ2L84HjSvjc/7u3lA/4g1xhirWM59pm98Lr4xbnUM57hndpwQY+Mk+BiHFeZeZOZkMtdMr+XWkwX7/X6cn5+P8/PzZbcGk3zw9/b2djUJ0TiYP09A7HafJxC8mIOktPWF/nlyit+hE1ngd2hCBry7wTtsd7tD0v/m5mahx/HEVoxv7O34z7iF8vHjx9VxnrzfgDwI7RCP0xcmUj1WjidZdLeV3/AOGHBxdZj2TYcnWS2HxtyM8/Hx8erYO78rAj4wXixkrB6yAHUrzwBt6AH95XnGjjHHjjE+8IsY7ejoaLV7C1405sRuMhGHnWnM43jd4+TjqIpXbRs8QchknGXTcgz/nJ+pP+CzYzyP9Swv0ByA4xbb8uYI/L2Ymv/2tdZv2wbfD1/Mt/7ZP3dSrGP52lK9/5oye/41eLD3fQuavkWp37c9ei6n5fLiSYj/9//+3zTJVKdNqRD7uQIlAyl3zv+fe77G0gre0oS0QRFGDGF3AsZ999E1rtO0OeCfJfowIl5NOSs2aDNwZP7OEj1V9NlflbXAsvzeShoYwBsoGBTQhg1Rx/njx4/jw4cPqy2+GLWZw9zqb3m35Wy5106v4+G2m7xwPZ7AcgLEY8ZYuU8zw0tb5q3paj+acPGEiWfv4ZO3/HaSw32lXTt8AweKdc/Jw/v7+3F3d7dcw7E2CWX58Hh5/E2T+bXf78eAlt/3zQB9jM8g7rvvvhuXl5crnbSuo5fQ6r+Zg+N5gzu+e8LO8mKnyLU6eduU8sdyYZmwPDXZ7s8GI65rjKdbYivzLtYvAzzz1vexquX29nb89re/Xd71gm3weZ3IZnc9WDYI+LwC2zJV/ex/isebMQNI39zcrOy0fUETsN49h9wh92McJmM8/h5nr6bzKip47HFijC07gNCO+cwfWs73+8NxZtgM7wBEN5g0n/lh2/OCQ7dpf1g7w/gWoNJ/5KJBrQOhBj8OxHnnE/XRZ3g486kOFh1wUi4uLsbHjx/H9fX1ElDSdu0zfOxkJt89Xu4f9PJbJ8JneGyGf2Y+sDZ8Vs+WL6399jFntnf2z9ZH5Nx4q0FSJ9JLZ/2wE0Dmu2kov2yTbeep59OnTwsWeStv5aWlOHSMeeC5hUt97acqz8UeW+Ul93/NPV96xji4GKP3Yd9JmOK7vPCr2M76P8bTlcRc698YT48RndG2dQ3/9RzOn9FhW2Xbt9Wm7TZ2F9uLf+QaOILfujr48fFxObanNtSxQsfJMm76uwCQ+Nl9A4ORPObzGGPFQ2jlGa/+tm/GJ4BtGos0rm985ndScI1jnY1Zvcre4wR28SKpo6OjJRntYuzVZCfXjOG80poJGS8O2O0Oi2/GOJwOAG3mq/Hp1dXVeP/+/TKx98MPPyzJ+P3+84pvt10+cr2LzxwzPTw8LAsQGcPy2QsC4a1jb3iLnHKiAjLDMa/GX+Dn29vb1RFMxqD0h/EyPvEYehESEzLGFSzSpE0m/2wD7u/vV8l+2jJ2ZydOj2xyzE6BLycnJ8vEh+ma5QCMuR1zOraGR+zEZpKvE4Ief9sN6r+9vV1478kK8DbXHKdTt3dvcQqHcb1zUY4djV2RN+P75h4YV8dds3d0oG8+Dsx6ZZl2vZYl2mmc5lyO5aWlccIsrnesQ531aVyf3efFXLMYxs96PGd+ofFgaXvOF5tnW7HPc3iB+n7OsoV3fil6vqY90zrDuy8pr3oxdQVtRpAJ6HeuzQzfbIV5n3mJINnAUV8VzkEw150IaGK4SunVDzUUVggrUp0Qz5X+LykR7XZ1iPmDovd3tz8DuVulbRSYuc+ARwBkk6LcY3nCUR0dHS0JHUAC7XtMOpY4Jo8hq2Iwkp6goc8Gm2OMBXgbFM7kCJq3QOpsEsLjzbN+puNvR0EB1OBEvYqgY1pnb9DfZH6Tb4yPAwJ/L0+aoO+qbADPGGOZgLB+NOjo6gonAC3Hvu/3Py73XF1drVZbnZycLNuI3Vf6RfFKLPfHQYr7PptAqNz4N09OWI87aVF71rpsiwwu3FbvnzkJ66eBwJYszeyywQh0ur+A+Zubm+UdLz/88MMCIJnU9QSg/YFpML8fHx+XOrEhjJX1j3Gu3afe+/v7BcTTF7cBnTwPAPcLzRwkWx8c6DUw92ol20XbHo9J7b91p6vjzU/6TL1evUOBb4B385oAyAEpNsgTK/C1Mmd7TH3IBTraAGWM9fstxjisgrPfNHi3zvjoOMs8gYsTUNTns4vhe5Pgrct8dNBROatP38JF9cvYa3Tb9qp+Z6azM/yz5V9moJ+6HLC1HbfnPs98rX+zTnvsbZsr9y19dsZrrtWONXHGfci7+fYcPnorb+Wt/PTFuG8rTjI+5F0QHMfpM9Txma7LSQz7B7fT2NUJq+Kj0uXnX/pb6y3+mv1ue1Zb7aQbeKRHl2AjsYH2MyTxSbw51sM3sxK+WNl/xkBOLjbRaj8OXsDm20aDMbnPceUYhxigK6+9w5V27KucqGasfVQS/S4uf3z8vJDF/ow6Hh4O5+uT5KVe4k/GyPIILxlDv9NvjMPCER/5tN/vV8e7FAf55bo9rYDvx8ef36vCJARJ3U+fPo3r6+txfX09drvduLm5WSYPjBm60M1y5WSkE8Zd/Ekc6dMo6KP1mMS6xxNZsZy6j9CBPoDhoN1jO6OXuq+urhZaG68a249xWHBFwp1dF7YBnz59Wh1TZplEZvmdyQyfKsEzLOg6Ojpadqx4J01xJLwwH71S37xFfpAPx7KOI6Dbf7ZV+/1+4UHtjncveJLUu1S8Y8tjULwK/z1hifxwlO1MTrlOv2aLvdAJ2xfHao+PT99th/47frRtcSxxd3c33r9/v7IZlJn9bxwGrc2D1r817pzFJDOb7uedq3LOk/btRxsvPZdjavumq/68faM856dn5TX3/hTP/1x1fm35sbS86sXUbsyJ+DHWSSJ/57OF1s4bI0D9MwGbBbhVHGiy8FXJTAcGyrPpntm1YtjxU4/rc3soGIakQbUTsLPnW/dsgK2Qpuc5AGzwYadi52YnxHcnRim9Bj3wD8cKfxljnBNAAlpI6LFiYeZImwRx+07QmCZ+s+xYbuugvIIGh1PZq3F02/7N9G4FHn6OujiKpfLu8fEKaeqhrSbWzDt/5r/BdY8tMXCyjln+2k4nEHDYXpEMGESWzDODNvg94yOTGTMaoQWQQeDJMSm1R9ZFQFlXvjcx5uLxso1o8op77JTr0A0CLO+9x331GBj41J7A55mdcf9M66yNyjt8ts55dwKAm1VSNzc348OHD6vzNz0OBmG0hy0gqESesDX02bQ72e1gd7/XrplxOJ6N57BjnONp20F9luPK/dHR+mWB8KcTPtCDLAMsbZMJZAmWO7Hg86zt07zzzDJs3fLqUM7b3e12K32F91455HrdD3+vrSYYxvZbhv3ZgZ91BbrcL9NCEOT64In9OW14rC23BrFNosz8qycwnNjxudXW2QYJtGOfUZl3QqEBQj/7eYoxSP3+zDc1sEAHbEOMcbjmicj6beqF1gbVLsVHpr88bT/KS9PsYNC8c/IH2mcY7628lZ+izLBhMcavpXwLul5TRxMNxnqzGI/CkRkkzfFznjSY2b3nJh86QVGM2mRJYzz3p9ds68ZYL0ab2aznyiwuLNYdY30mf5Pvxah954FX69uOFnvQDnWBE09OTpZdsF1IAFYgKehFa6aT/8aR+AAfd+RV2/U/5ZXlDX9AwrN0NDnMM/THOy2NExz72c/7v3lizDbjA4l35INdAjzvxRyeHALLrhZy/b494lA+w0vGnme9ev3Dhw8LDjferK5S0Bcf1+pFYM4hMIa0C10kwRsDUH/j/fITXMlf74Vvli3L5IzH7i92wjgd3jAJ4VX7tR2eRLGd8XHC0OVJOHjdFefeEQDvrQd8Nr3ur3dIcy8xnm2L+2I8bcxIv4whiem9mMfHunmS1OPkPtQ+elzMe97X4DgM/noCAr+BvjMZ5ngG+WEM6DNjiy0zfz2h1gka7x7xO00YE3abGB/3O33zb/VZ1hVfLy+ru9Xn+hg/17r4b54yTm7Lbcwww8yO2kf33j+UMvPff5XLqyYhLNw2OBQb6ibj+J3iRIMN/hYoqKJxb8GVBR1aDCqdcLDw+1krr2dMrZzc589uu4CP6za6XiHAvQUDdWrmY4HrlqL6ty3amizt5/atINqJMDvOMQ6O0LSY/9TJCmk7gplh9fhixEyfE3J2KDVMM/603fapyZAmUWcJYdPaZFABeycSzDfooS7q9goinDVtA4CcWKGeBj8AZz7PDLlB4Uw2mmi0Izfd9PPi4mLhIwDHE1Xms+m1zhhwjzHGbqwnphwQVPYNGCxL1kuvpjJfvaqq8t1ie1Knwv0FEgUElqkZ4PVYehJ0ps/0pxM8ljuP+5YdKU2edHLSHpB2d3e3nH/qrcPogunl7OHKIUAQmo6ODi/3dSKZz95avdB8YMiTQBvZ9vmd5hVA30lO5MjjZj22jbR9Mm/dxn6/X4IsBxr1D05MA9KdMHZxgsVJme44MB1+tv6mOMCBBnLBPbbFtqXelmzbRT+tn9g4rnGdwIXfsSk+3gF6CAysD2dnZ08S39Yr2ipecJ8coN/e3q52wJhvxgBbvsHtF7h7nAr2xzgE79A0q4vnistqLzrWM5mrz2tdXjXK2G1NlPRZy/2XgHhlk2szPTC/2pfaVGOBt/JWfkwpbn6u/FzytqUfP/beb1lqJ+sD/X+Mzzbw6upqXF1dPXkhtSeZXR/+s5MQvs///bntU+qHG6e1nfbJNr0+qXa9ibZiEGOf4piugHcCbbfbLQkvfsP/gunqG/DJXTgBpuqk+hiHiV8n2+mbE809zsQrs42zGtN/+vTpyXn5TYLBl/Lbvpl7fYwyEw/gVfuSs7Oz1ep8/sDEpZlxcR88SYB/pz74bnxJX+gj/HOi2jwDK1AXyWbz334ejLPf78cPP/wwPnz4sDpCB/od6xoHegxJzrJ7wgX5YYHJfr9/crQRi3Qct1mWHx4ellij8ZQxinMExDB8n+EiywoTRvTdsafHfLc7vJAY/tVeNMaEZusK9XpSjBjHx2g514W+8pt1Dd00X73L5ujoaBkneINsme+2MdYxx0TFzPTHOuVdDc2/uR6KZX2/3y/v0oB+ZMn9pF3nA5yTsu3lD1lBXmm3fSMO8OQnx7T5GeNwjgijbWizjSPOvb29XY69Mq31Eci1+0qf2k+PP321nBfrW1frDzs+MxqxgR2DL+GerXjIfrt55D9U7O54prHNr6XMePscJpqVF09CzBTHAtyAr4ZnjMNKaQszDt9GswLugWj9fHaSzw7V9xpIWjhxyu3TGGNlXNx+jaCTlqa3yf0m1p8LkukPxQkt32c+QeMswWCemgbq4dos8WOH0UQ8RgVAB1g0P5yIsEOA/zNAa7pqpNpXaLXz97ZcO3DzrgbQPHh8fFytoLFxa6lxNthhzAzs2ja02TmgF+iIgwzPaONscC52du6zE/mezADIAZB4zrqE7DL+nmwogHUQtNvtxrt371bnaxrYARrOz8+fAFF4ZR7DE/dtCVgY14xD6bej5Ax3gi7bJvoGTyxPbX+ml7Y7BmuW6a7I4lnbTdNk+bdsmSd1+JbttmH978SUx9T3lgeWZwe4Bv7YZx8BwO/sBBjjsE3Z28Q9/rW1Br6MVxP/1l9PWP6e+JUMua6zs7Px/v378f3336+S59adgi3bzPKedghMm+iwnXTgWBtfX4NcGUB6ktMvYLOf9cRcba/lt5PI1oPKm3XfANYBtvmxNSljeZr5cWgiGIN+kv/1QfDUyRfbXWyA2/AklOnoAgquW4Ztq+1zWmjL2KD65ntsPxxkWvaMG4y9PKa1V+Zv73MCxj6tMkgdDbQo7VN1x9+Lo2Z0Fr8U19XWtj4npIrdqLOy/1beyo8pW3j/Nfdbxn8OWl5D85fu3erPl+41bqw++jN4lpfl+uglx3/2PZ1gcL2+7iSHMfmWjWlcsdWv2tAtPnxpzO1nHDu0vTHmcS3PO2EFtvDOTvs0Y1riuJmfYqLDx4icnZ2Nu7u7BYNDF3322PBb42f3Eb/DC4072W9cVlxoX9eFVNBDnU5MjnE4osYLVhy3gT22fHJ9s8d9pgOPj49LAt/+2bkCL94BE93f3692D3iFNTxywpzxYiGP8RJn7zvZW7mhD/DD/DeP3T7PEKt1kUz10HLnCQAwnhcMMRYz7GMs5YUSPOe4w5MOFE9kQWNfLEyiGZk3hnP7jHt3LXQClX6SO3FfrNOPj49L0hxZsN3xkaqWT2TEu2LgW9vjfRaONWb41O0SRxQXelK0ttU6xHhY3vjN8oG8cY8nxRgnx3fVSU8u8BsY23Jm22f+IcuNZ2nTO7zZ5QD9LNzz2DGpNtudbv2pTXHfPBY82/hrpiez4vpf0o7jbee8KDPfXj/c2GGMsdKRWTz/ayxfwnKNsX+p0va/ZTz0qkkIC1QHuAEf13h2NlPt5GwdLs/NaBhjnkTjPwrg57wyEANSWjFWYxzOd/Yq6Dpag5eZwjlBCG02qHaa7tssKIZu9919mCklvzU43wLbrqeJExv8jq23h7mftOvthjUg+/3n1Q025tTJMU0GnuaRx8xJL5JNdUYYZoPPWZLL8jMLMPobnzvp4XoMprjfYKdghM84L69ytrzyux0jQLqGGD2r3NGOQXTltqCCVWYPDw8LSGGLNvfxUl6ShLN+Hx8fLy8PJJgApPmsxIJ/AN7qKJsEevCB7y4nJyfLmZJ1tuVLbV11voDVQMU650SsA5AxxmpliOmdJcdo07pk+2dgxzg2geg6rFPonvtScFYdcLvU6/c8UIdpMHgsyDbQp17LLH0oKEH+PXHkJCN2yNtg4T1+iMIkAQGbgzCvMKldMj8Ajh5DApKCYm/dn/k52urEhHnU8WPsOWrJgbH7vrXFeXZWqRPS2Azro22UfRfP8N2y7q3X5imf7RP4rTurvLuBVUg8A8+sy3ym/+ZN9aM+gv9eicZYeGUpdSK7PibBOMql8mNfT5nZLOtTffcWjnDypoFrsYt5YD13INExs85CQ+1l+1v/1+J6XNyGae0zbc9ybAxkfzfDpm/lrbymfI38zJ756yiH2BhPGowxD4zxd7wLwscIuR5f47lZks/fTUOT+2M8xTR8tj/jmv+3D/bn7pfrmsVv9lGm2za4q7690niMsYrF+d2+1Qkjx2z7/X5JjjmhR/t8t423LfbOVmIB3t/Gghb7VdPmxDHxnzGh4ycWadFn37vbHY4UdpnFg4w3fYIux/bwze+hmy2acYLei/6M4YsDvcik421fzm9gLHiHfnAE8sPDw7i6ulpe4u4XeZPkph+cWOBE+ixfwW4YxsaLeJpMttyDJ09PT8fl5eWT3Q7mvY+GchLYkxKWc57vsZ78zRZCWsfoKxNdyLvr93sPwakkm70DnOvFtcgB/fHEELmWi4uL8fDwMD58+DDNUTH2jVMsR96lAQ8ZE2SQ38xzJ9UdHzIGxDye/HFsh254LIy1zX/6z2/OEfXl9G0Hua9OUA+TBOxA8Jjbhrtu3ltB36+vr1eTRT6i13U4TiE/hV45rnJM2HyfY2hP6lZOzUNsS/MXtlXW215r3VvxEH2szbI81n95XLbyoB0Dt2/Mb/9dHw6djQnM71+y2N//WvDdt+DPS/vy6uOYWmYKwL0NXG0AqxR+pkDluUDdny2ALQ3SHdi7LZ7HeDkZ1ra9ar0r2OGFk41OGm4ZAa8qb3v87uSE+zMrW4JtBZ795oSzwVbHGP5Brw1eE6HmAXyyIXZg4MSTV61anpws8Cr2Tj5QMOQFxgU2/puNMcUrRtynjjX9t1wAdpwkr/PyChCDliZ2nMA1QPB3BwBd/UV97B4xUO9YWs5oB0eHcz06OlrOe4XOOiIHJZy3ymQGAJjn3R8nF/0ZgOyxdqLXQYr7MuPNGIcdWpWHJqasg22fUh2zfFo/7bj9ZxltXTM76Xutg5YbjwXfDdptQ1tHi+1CgRV6Q3KWyShPRHWLPXLbBKF3+MBz67z7zzh6W7UDBXsI66b7aXBvufA2etojCHcie8ZP6gbge+xmctxEN3TVPjmwMx+YqLP/cOCDbYJ/3YaOfGGHfYyA2+L8bQcLTEo8PDwsn9FtbACTPVuJc/NutjPGq6mwWaz486TSDEwjD9BanWOcHDTU9jY55NVRLvYxHvPKh20DyQDf77pm4NW0z3CTbU2DgE6EPmcr6Iv9I/9tZ21rkVfzsEHLlwC5+WD/Wh0pTzsWM7tePS2f3spb+ZpSWXrNMy2/hqD5a0tjmef64v7b31sPa9OJ1y4vL5cV3P4z9u1n248mdDs50YRrfWEx8oxef6deXy8ONF/qF5uU2eI59tgTxNjfJr1NOzzgOXaxkkylbk8+4Iuhr2OPjcbHeXxnOLCxKn4bvIGftO3nNydLjQ3tvxy/mc/GTZaTHn3TMfW4+z1R3o1pPQCLeBwcR1oWGkd73Cwv0GC8CCb0EUuerONZY2WP//39/bi5uVktDDQ9Myxn/NwFhV1kiK6CJ1lA49jr6Oho2eVE/4o1OmFxcnKyrNaHH/C670VBf9lpQh995BZxqnEc9oc/+tL8QE8qoO8+cmeMw4Sgdd35jh5piyxXTqmLdhlnYnfk3zoJ/Y4xzJtZHMz/m5ubJ/R28ZMnKDwp6ljOOmH7hXzC9/LQkxxNTIPhob/yR1206yR/caR3+tNH28HmxcDXyBw5EvOJdrzTpLq52+2eTPjY7jX3UEzreuG/F+HM7m2x7ao/dD9mPt79aK7B/N9qr77AddnPvxYrvQSXfOvya8dzW/HYjP9fW179YuoGwHV8/FYnbuFxhwrg+ruv2ZDPAK2ZVYfo3y38BaFOjuFUoNN9NLCa9a88gVYnHju4vu563c8mEsaYT6KYV7OxsXP1/W3ToLeAp0l5DDAGsls1DXDGOOw24XxEnB/G3casxtTXanRxABx7wgr90l0H6rFpcoX6nHA1aO5Kbz9r+TEANViifR/ZhHNxXU5KNiFbh+DVBg0IrBtNtj4+Pi6JS+qfbWnF6XuFuZ1ngQP3m/cGAyQDAWM+Z7TbPL3axC9xozgBzHhyNqttAnxh/LpqzvLbwIEkpUESfZqt2nGpbs4cr0sde21M5c520IDN16xDBmoeX8svxbRahhjDgtLql3nq5G4nzCxD0Nuj3Ay+HVgB1MtTJ+vN29oC+wJPXFouDKLNH4KHBofWXWSY4I7fzdMxxuoeAp+bm5sVjzouXjXlI4L2+/2S9KdNy3QTsf7v93k4EDHf2MHkycfdbrfsdPIKMJ6v7FnemgDquHAffTY9vtf1OyCGR8fHx8uWZ+8aQd5YiTeTGWQTHejZv+4TtPhICo9d9bl4i/8zXGG+1V+7Pn8vr2onqHuG22b0OMnliSr6Pnuez9b3GehFJ+Ah9zpJUxzgP/rs3+2Hq0umyTLzVt7KT12ewwG/5vKt6LaNQPeeSypgL05OTsbl5eWyytvHzszsfrHz7I9SfEQ9tYtch/7GtzO8tmX7qcPXbZOM8bD3fq7XjGdIojtB7b7af/IcbXnlrifyfVY8GMOTzmOsVz0bF/F3cnKyOlLRsVj9u+22ZcY+2bs4SQJ25yN0l7fw3L7UEyLwhLbsU3zU5Sx2hjb7Nfeji0Qo9mX8Zhnzc/bLY4xVDOWdDj5Wl8Q040ySFmzn8aStYjfrio/EJHHuySPzAqzLROLl5eUiXx5/MJTpNvZArpFD+Ht7e7uSCb9MuLuBkT/LqRf2eSz58/FvHi/rlo/lgi7jHS8i5HcvgDo6Olod5zRbQMV4wQ+OOiOOpi/ogHfTMNHixTS1YZ648IIm7vXiQccg6IAncUz7LM/j686PIIPGrTxLLML17uRmPNgBYZ7Dd8s4cRO5De/GMO2WGY+ndfTo6Gjc3t4u49NJ8dbJ7hkmG4zRiafIS7ldl9oB+xfXt4XBbXMcR9RP2da1vMSfct+sPeyjr/U+x4u2SdA1o+nXVmbj90sXy4Ov+bcfU141CUGjBV4VCicJtgJkd8DApklAC1KT3nZOfDfgqQMo/W0DOmaJeX6f7XioErUdJ5ZrcE1XgeesjfK6dbXPTpbP+ly6Cqa3jIJBvUGWV0E7aVe+PD5+XrHqFfOzVSlOJkMDAMbggd8MbB8fH5fZ/zq8FnhUueUZO78xDknrGrjKKbR4XG34TTN8qmMw+K4sdJzHWO+yKbAGfHm2nn57q7b77wAQnjaBbIAL4GRSwolfksOVP/OMpB+TEHauu916u6vthwv1W04NVOmXt09WPi3bjE/lgmcK1CwPHovaFuutZbh66N9dLLNO1ncihfbpv++xbNae0abBmWXecuMJh9rEJpw7JratBlueoPDqM54lePFRaO6PZdfnGo8AolngwPOW8wLK2jf3D0BvcERfOHLg+Ph4CboN+GeBK0GC+eBg17LD+DTI4h745dV8syTLbrdbJoZt92uPbDvKa35zIsBt8AzXucd+y3LbSRv7Gerpda9K4zePu48rsL/mN667D4ynMQfPGdRv+XX6XV2sXyiuKd9cd4N7fnOpnmzZHtu8TsASjLu+yqsT+/1su7hlP5/rQ+/dsqftF+PiQNLXZzak9vCtvJVvWX7uoPPnbO9Lerul47U1M0zSus7Ozsa7d++WVdTYaE9EGFvYv/B5FhvZF3my27QYzz+H17ZssfHmc/YGerzTYIbzZ21hx518Nf7yghovJhnjcHwpdeCzHHdwn30F7fo6+MQ4Bd6en5+vjuEtDx1j+M9y4uNZjHW8mGPm6+0jPEFQ/tcvwCu/V4p2aAP8M8NZ/u4V6zPsTvxj2ngWHnpCyLJPXeYXmNL1FYN6IRh1ULfjAPpPnx0zgFktB+Cox8fHcX5+vvQLOXDyHBqaaG1sidwwyTLGWBbPuO+O073i37jfuN16UXmwbfDiLupqzOU+FXPAN+JzFlbRx75PwrJjOebdE55ssz0zfrb8EntzRLZtie0gPOmRTM6f0DdPVqCD5rtlyria64yt43VPAqDzjD20Or5iYoa6HEf4meZykFuPlWWXfjQ/xfj3qCgmSByv2neY7lmMXLvgmHnmd2axh7F4bVBzrOZXfd6XCvZ9lkNxvLaFB9qPfnZfbQP7ufW+Fs9v+fLXPP+HHEM01vzW5atfTE2psUVYLcwODvlOQak8u9zZZNe9RVeF0m02OUdxAtYGEwdbI9LEQkHKc0E839t/G2Eb7gIV7qki95rv87jYkZWvVm7zrLRyn42hDTD0z2bPnbhxQpFEMwXHtvWiVMat/TSNtOOxa9LEdduoeVwdsPDdPEB+moDzan/LnEGX2+64U7+fn8mGk2KWFTsvn5NpkGQnzA4E8xegwxmhLt426sCBNklYejspQNerrwC2Bu9jjCcrxK0bDhpZAVD7shtj9WJCJ4U7IUS96LpXY1WuPWYUt03d9J3fLXN+1vVzD3JisFid3LIjbsNArs+2D9Bi8GS9LvhyvR5P0wFgLEAGYDMmyKGBbBPPtEPw7OTxDLQ60ezt7257kZXdIZhyH7xiz/X26DD3lfbYRu5Ao2e6ssrLOmraDJTrU7CxjJPtju3vrA/ou2WN+s17aO/uEn83yLTc0ido6oRtx8v2qvJYWmfyD2AvqG2gRf0G+fST8b+5uVnskYM8eNegwQEJ/fJOhxlgrk5x3UG/n7W/p1Tf7NOe+716X/qKm7bucT0+psv2wcELfHYb1u8ZzpjZOdsGaGxScFZMr9v1b1v8MS/eylv52vKHHIh+qXxNkPrcM7Z9W5jFdunk5GR5F0Rxn5PNTQI7hvHv/vN9xo+lv/GB6bMdntGPb2z/Wv/MJzk+4Dn7DLAAu8Ibn9n/85uPqHF7/jM+9X2OD508bnLb+Als4YkC+FweWn6KV81nXgpLnHJ0dLTEJsZHPA+Wov89lsZtOmYwnZaPLswp3h9jLCvVnYcwrsFvWgb9jgnorJ8yFjJvxjjsBLAsca/fQ+AYzfJGH+CPF3KRjHcM9fHjx3F9fb3gSRLdyNcYY/UCZ+JU45BOQrSvx8fH4927dwvWBney4pz7G8s6BjRWBqdvyaFxH/Jm+THPncBuPGGZ6UIZ38tRUpYRT6baXrjex8fHRUY4mpW+jTFWOP34+HhZee/dAbvd4WXvxD4++pQ+MnbUCX3NF3nxoxf/mA/IVbGn7TT9nR2PS3FyfZbj8322S8Qsxn3OIToG9XfLk3WB+9i9YFmxDHuHymyhkz/X5iMrLY0fLcMz2e39/G88YGzfGMPYv/rmOmaYqHGRx36mG66vE0ncU7/xNVjsa5/7sc/+kmWL5m/ZlxdPQlgQtnYk8LnOysHdDEw0IB9jnUCwE6pQb9XlZ+1ALfg2NrRZ2n2k0EwBqjDtZxPPNmKz9qin/PT9TuT488xwzIBux6vPzP6XzwblbWNmfPy8AZxn0DFeJJd9HE8BNY6sq/mbsEcWmuywM7QxLZg1MKHfBt44hVmyz7TQjvtiuehxQ05EU0/PkoRu99vOoYX6vFqDZ7vK3Hy1DBgseEXDbFVEwTMAhfrgl1caO6FJH1yPg0aeGSPnxe8OZ3MClAFgFNsUy67bm+mAgx6Pq8cXnhgoeCwLRt2Gk7OVpeqR/7e+BsEGxAaDAHODMPpjUDHGWOmrZcq20Xzid+SCBHbbKjhEx13XzKb5GDGuYc8NWAyATRvF24ft3wzuPT6dYHKfANDQ5HdgIIt+cZtX2hgE80cfncT3CiV+Q+bcH08KWEawIwbZlgXL1hjjyapEy5X13vf6SCae63hblxlj95NinTBd1OEzjRm3GQaBXusIfDZPdrvdagytWzPbV1/jcZnJrrFUZai2nPG2vakvnZXqKO3N7reM+M8+ov5s9od9sczbf7sNaJzhBH82z/xs+zYLWuwPXSf0lu9+Dn450Hwrb+U1ZSbfXyqV5z+E8lpaX3q/8XBjN9e1231eLMPCkyazwGLdZd8ErJN6xmqmZ4z10TnuS/HCFq21ge4rpT6Dvtju+55iAu7Bf3TRF3bQi5jwf77f2NY4yTbZK5C7C770zvBrYwf7H8d29sX02X1kPMwnYylsPouNvHDq8fFwnA4+zD6PthzbNP6x7+F6ZZnSnfWOm7jfNINHoM24zTihvpq+wjOwEjJOnE1ilOIcjxO5/m7/CLYHhzkZ6JgeGfKCOO4xnY4/jVOb4Hd84InG/X6/vLuiyWzrfxPYthWN633UMO1wH3JFPy4vL8fJycnq+CkmRbwox9gU/iEPxSnGMTNsjS6ap4y5Y2b6yKIux4Jd6GMs7LGxrDknwHdjqVlcXR47X2cdKM5FjvhjfPnv33iWnTC2N3z2y9N9nDC0Ow4uX83f2hhPJMCXk5PP7yXh2cpdcwYUdMWYHDr43p1xxr6ub8svUZofbH2WP+ug6ymGn/km12H7VRvqe627xGKOPbjPfnyr3Z+7vKTNXyvm+xJdP5afr9oJ4WC2ExFNalgBECAL7FYSrvccH69fTOz6myA1WLURsrL485bhdTtjrM/4dnuz4Nrtu8wGcjZrN7vXDmG/3y+rgQtsDMZ8f42H+ee+FPjVIPbZKrvBLYaROrkXR3F3dzdub29XY8H4ABC9iqGGsH2Frm6jpT9e2cHsPf3z9tcZT92mE1UGxwY23OOzCDGOTXwb+NnZWGdIqAMqzWPo4jfTYv0b43BmOXyxvFVOuGZQQ30ee8/Y+x5vv7VMm5eWMfrPREVXbTVAJJlLe6enp8vLhg1y4V0TzNDkvsArbI6v2znP5MTyZMBeu+n+enLMZQYEKNa3AoOtyRPo9Fms8LW2xfKIPNW22yYYpDv5z1jCRwc7BkYzcMNv1qcCcgLf2h4CUNus2onaZvehfGML78xveZwsn9gzryDzLhzv6mAsxvi8ewfabm9vn0ycWhbNF+wEAJfn3C/TVj33iqDahyZn6yf80uYmDGZ+rPbUvtUF2evZyrYz8J0zwGfBj3ngvvAsdsKrQx24ejWSg0ySFdga+mef2wDLcrPlk1vahwbfHs9iLK43+GvdHePyynai142hvLLUuGqm8w1ULFvoNb/BP/fL8jWzJVuBEeNoPOhxsz+nrdL7Vt7KSwvy/Fyg1t++lazVDrz2mZfQUd34UltfqrMYywkjt2E6j46Oll0Q+AEm/LsDwglS25zaR/sb6LBva19m/Gq84mu2O+7HzKbb9o5xiBPsr5zEdR1O1rHqmLo8SV68BU1g5/LbffRu6x77WN9mPjkR3sVmrPzu+JE0tB+xP/VRRbbrXnU/kzn7WdpzvNoEsI8K8mpu4zLHK8ZV4EOet5+0rIAtoIc6/b5F8JF3I5gWH23kpN3M55kflin7S8sgsXaPm6Kvfs67Uqjn+Ph42RVhjG78aFnmsxfoWY6M+6GP90I6JnYuwDrtONaLT72bFx57osv6Sf+9sOv4+PhJTGs98suS3XfzxLLeBDcYjLgbGYAOvz+DMeBIoGJ76i3Wqr2wbDt2dP7Cky0dTxbWeBd6F555ssS22P11nGL9RI+NCxmnLkSa7ea3rDBOxvGORR8ePr9vEj5Xn6jHvsA21LkU+wl44Il122p4bHs9m3Arhq1OVb6gubjc9ty2otjbfLdcWVfsU+136jM98Wm99zv3nvtzm8+Vr8FKrykz3v3S9RWzbI1vn3lNnS8pr94JMWuI7w1mm1goOGpCocGlE7oYqq2EUZ1or9kwYTgcKEMH3200cK51km7L4I17mmyowa8RKC9nA946KkQzHs2K2yjg9XcbWxuyGhbutdMxT5qoJolYPhqgGaBWnixrNTwYKIMpG0MchQMcJzTdFo4VZ1Wg2GACemZOZ6bQtOe2ATm0D31N9NTod9wsD5Zl6LMhn4Fn6vaYffz4cXG2Bh2An75vojR1FYgTedw/Cxi4h9VK0ODVUENj4DOBKVuTQZ0csBy6D3bm1jHbAP5bb3jOExtNTGw5AOtM5dw2sfeWtuqv6Z3pUR38lt3pZ4ISivWXSQmDXQdl9gMFuLWnllu+M7no4MS6acBjTkOLj2ti1YqDO+g2/y2b1GGeePfP8fHxuL+/H9fX14vuAa74bDvh5K1Xwhl4O8nNb7YPAGDLlIv92hYtDiatC9727qDayRD7W//u+pHh+/v7hWfoSBPS0MaY2R7Y9ntsaN+yYXto+8j93lLO2Hey2pMVXPPxCMVI9l/2MX7edHi1mceuuuzvtUXICbpWu16/teUPnIhx3+pn6pf7XPvhti0Plh3Gs5joOfw044XpMyYoX8rXLwHvt/JWZuXs7Gzc3d1N45ytUvv8rctPXf/XttWYzfZwxi9fu7i4GJeXl8uxoE4EdsLBem4/ZHtoTGhM09W6tUXuS2meJXopxqmzmMD3G6saYzRus8x55TI+0HGA8QS+0rui7RdabFNt68HY4D7o5BnuMYb3Io1Pnz6tFiCYxyx8sJ0Hl11cXCyYy8n98qqxKT6fuo6ODgtQuhKca0yIwO9OGDBe9mseb3jmxCFx39HR0WpnhjFM9QLc68UQxBd+UfvR0dG4ublZ6vCRnsR3xX7Q1/ECF0Lv5eXlIhPIm2UOmpmMgF9MCDjXU34SExanmZeOU3e7zzujjCehzzLucSJeRA743fLqHQVHR0cL3+EVdbA4jl1HDw8P4+bmZhUbW5fBIJZz8K13ajjeNn5EZ0jWEy+sTgf4/bh8//33UzzFM0yu1d45JmfhD7Q7j2LMZDrNT3jopL7jBsZhhmW34kTohF/EmpU/73aALuNcy5vxIX1rzsi+wAvRHN8zJn5PnsfSulC/42S9Zab0b2EK2wL3xfc3T0s7jSXdbrE7xddtY2fxkD8Xs3O9vq5+rv2e+fS3Mi8zfOax3rrnueJ8g/MOz5WvejH1GPMAsMTMjKvreQ6Y7ff7ZWUnRslGwsI5Y9osAUW9zAQbNDmpYLAwxlglDzuRYQNocDFTKP7XeM7ArINvG2EnZAxWC3RmoLhKWaNUAD4L4gGw5pnphX8GRAYKGGM7CNNIO/D/48eP4+zsbDHgNYKeRWZcC7hrqAGx5h/gaEYHY01fu43X8ghf7GC5NjOoGGoDLsAO9bOC3HLnMUaOcWJbjroA6OLiYgVC3Sev6vEYOTHvlTBjjGWlB/z0OHpCqbSPcVih4SS1aRrj8wurr66ultU9ToJaR3ZjvZLOY2H9gfYmpKCngbCBee2L9dF2qZMR9Mf0tvB8QbeT8g40AVyWRcub6+D7LMD3eNfBF/wb2PWYpq3/BjvmrRPvM/tlvvAbv3dVHDyzz3B7R0dHn8/UVf0EV2dnZ8uqFsuN9ZnzeP2uAur0BFvl9/b2dglMoNlHAJn3BXuWGx/dNMZYtekx6mQw/KsNMWBGtuwTacOBCzxrYFxQjm7t9/vFvvK8j1/wZIMD+ZnPtK0laPIkTP2u27S8FkfQPuN7e3u7+H3bCdt5XtjtBErthGW5+l/9LI+5l1KMM8MK1hXGtb7HARfj2ICD79Da+h28eXK+QYh9b+1J+WPZc13tb+8pD5E9jzN0OhA0P6ojbsuy+FbeykvLP/2n/3T82Z/92fjtb387xd8trw34vlS2YquXPvOl8hJf/Zp6jOlrH/tnelnp3ZdP21/YDvrZ4jvbRWMG24fa9vbVtrZ+pn3Y4rdtbSdSWneTeeWt8SL1OBnvI5pmdIPN7aup29iv8a4TZ7Pr7qtjTPwW9Rdr+P0B3tXOYgRiQcbo8vJyNQYex0+fPi27J7jm/vjoInCix2SMsRz1ip85Ojpa7ZrkWuMH+/ryrljM9B8dHa12fHgFufGn5YaEvHMc9ntOFDd+4bvfB+Zi2nyEMn+e7CDmdL6keMRJWecbzCfLqBeUQpsnh8D15pH55F0iXhTnBTqU7kKyDQSPGjvRnvlovSxeLCZrX00PMgaPPS7Gq4z77e3taoGmcw7ekWx9IJ7vmECj46zKFfR2oVPj6ton98d9sO11bGMeQyeTEcQd5Jy4jtzYJjne21qUWj/An8fMcW3v9xiWD5ZP2xtsWvMo2MCtRWwtjhNMO7/Zx9hf9d4tn1U/PvMllJkPdIzh3IfHyTawPPU4zvIbW/S+BJv9msq3prV2xfHUa4rt2B/90R+Nf/JP/smLnnv1cUxOWpjoOqYGhq5j5nj9HP8xmF55XSXjcyc0muSyQN/f369WgfM8Rsp1erZ+q7/u5wyc+lnTUgM7+9y62qYVs0ZixqctUDx7dubwuWajayBgo4BB9uy9X3wEj5ukwAE4cWVj7qSrgaOPaHGx0Yd2ioFL+9qVTx4LACzXnLT2LDfJf9pvAqzvKeAeT6bQvvnURJUNMpMkgBRvDbUzNV/cP+rrSoo6VWhluyv9NABExmeA2kCGbbnuL98NGL3iHODvScKOI2M8xmHrMrLFnyeqZk7N/ee/gxD6NJOx8hu+dJKK4udmOu72PVaur7ap9qZgiWcq5/y3LWh/C8Zm93WlPLSgx+47fKc/loMmLR3AGJhQt/vi4Lu8N2jxs9Yfv1/EMmn/Ql+h3wnao6Oj1Qqrgl6PjbeP04YTAfhE+2MDcE+eYxvpp4MNyyM8tV23fasM2iYxTtYXZBJeVPY8QcO9DXRmdXvse8SAaTMgsk2vf7ace8s6/OuElNuDJq8SYxKjqwDrT6s77mf7PPPj1i9/No87JjPQT2kSZoZpXG8D69p26LDv99iXrpkN8Vi336apmKP6bXl2cFkeOhFju1m891beykvKv/k3/2alw8X1lMr2ty5fU/9PQdOX6rS+z5II/T7G510Q7969WxalGIM3GVQc5L/GixR8Um3Ul2KuGa3FTFt99D3FF2OMlf1sP+orXA/+DbuMTSQRCz4B54CvnLizP7u+vl4Sm34vBHR6NbL71xX9YBLHht4Nid92XOP4iT7Mdk44Ge9YAZzVRU8kXYv5vMsGH2b+wxN8h4/rcTxY2fB58tzT44wYB/fLyW7nZPjzMU2MOXwnB8IYWV7s+3e7wzsG8KneOeMYzMeLQhN9o24n9tkdbL9M370wzDpRnWO84J0xe/WccYMm4/ibm5vVTgsfqUP/TBt8gnfIi3eugI9YWDfGWPWRXTY8P4sTPZFFH7xwidIkPnx2v+GVJ4mQbfqInEI//eddO8Z8nmgxDp7FE2BiJ5irB/DTvHD/bAu808m2FJ3gOzp0e3u7vBjdC5acT+miM3TK9swxv32EdXu2+M02ndiu+Jz2qAO+I1d9Z6jjKmLD8/Pz6aQdtDY3NouL+ht98y6pmY/y95nu1i92smbmL63rPDuL6bFPtYEzrPWHXn6KPn0rrOcxvb6+Hv/u3/278S//5b/84nMvnoR4//79cpREg1L/UQqIGhyamU5cOBBuQtL1Vnj53ckOK4iduM/gcz/YOs13fj85OVnNCBeMUYcTZ03yQYMNXnnUZ220t0CmCzyZBcw2dlb+GocqcBWfccQRuo9ONs4S+wBaJ+UNcJ1UpE62VRpEOZEGHXb21G1wB6iFt/QDGmay03F0Qp1xrGH2GNpJmPfuh/nkFR1e5UDfLUc2uFt64COJLKfd2sq4AQbhI33vihU7/L7AzeNt54fzNVAxf+1IoB8dcV/GODj92W9jjPE4DkACmglgLBsOUCqnfYEb9c90ZDaWyOhMjuq0PWYF0E2803/ze8tO1FHTput33dU9r+IC3NQOGxC3nVkA7NXZHmPLW1chcU93r3nMvAWw5xjTDs81ILy4uFjq8r0+5meM9Yvpzs7Olv5atgiGCXYMSj023OfVSOfn50+2PcP3GUh0QVa8S827kZxE4P4tgAjtBXKlA355i76DIcaF795BRtCKLLC7yYkGgkXLDLIBMKfPbrv2EVp5CZ/tmYOW4hfslf2MbbJ5ZT9QvTOWsPx1BantYsE31z1p3oDLQYbxCL9Z5o2raKs2ovy0nhtbIW+zQIP78c+elLOsUEd3ddWmdXLSf7YnlXfjB/tT+0D7UvP18vJyc9L4rbyVrVIdsI78mstLaCzW+xZ1jvF0gmCM7ZWKx8fH4+rqavEb6G8Tz63XmNbXZskQ2xTbDPo985NOKG6V9sffi8ts3yj1G7aLfs4+zv0hDuG0AY5yYSFesQH94u/jx4/j5uZmwUk9SrExif1xF0UQ47GQzL7UsZB3P4wxVjhljHWcUXy/hcE69o7puIfkcuMA+NnYyJM9HpsmeE1XF2o4bnDC0nEVvxlLWkb47MUk0GlMM5MZ949r9/f3CyamP/Qdv90FqkdHh13C8MqLfBr7bOVMaMf4xrtgWMRmrEFsCA+MxenX/f398v4RZArcRwK9cYHzM+B/Evkk08Gljh14Dl44XvKYWPYcA1GPx8wy0f/Uw/h//Phx2ZHtCTXqh/79fr/s7nn//v0S69NuZcdyZ1lGLhvj0X7tGX1xvy0HLfSV3Bz6xa6H+/v7J7s/jGGh1xi0bTVermwWvzoupB5PpFomnDivbPO7d0HULzp3Ujxr+8F1bMuMl37mOV9t+/Cl+80r87uxjcd+lj/ws+5L4wPKDEP8oZXGLlz7udr+2ucsx+RVvlRePAnxd/7O3xm//e1vx1/8xV+shKXFAepM2PjM/9ZlRWmS2Q67Aj4zxAY9ngW1QbLh5WgFzjrEgeE4uqLBIIZ+1ICaF76/Qa2NxEx5y2ODhNm9HoeCryZFqMe/+d46kNZVg8RMdfvKCn8McftmoOrkZ49WaBLEcuXkCtcM9prgbAIXQGLQ0wRsE9IGHQZC3GtHASijv33BDjQVFHbSwZMSljEnyggq6phIpp6fnz/Rt9KCvpmXrosghpVo0O/zL61r8KQG1kekWQYYCyczLy4uVluyqdM0Oxiy/WA8PMEAzQ4WCDy8qsRAq38kYrEBDvwqq9Yz6DOP/BI3eDWT165isvx4NY55yXfzy/ph2+k+VPeggf8FdzNbD4/Pz8/H3d3dotsOSul/J3EMMt229fH09HQ5/5a+zvrV4okvZNF/BMisioceJ2ad/LD98kvhZva9x5bt9/txdXW1shfYD/pJv7yKz3yC99DnlWWswKqOl88U+oJsemLKE7vIFbbadaCzvnZ8/HlrvhcbuK5ODDvwor/wnrOZvVILGuy/ePb09HS1Eq/89fgQuJkv1mXG3PrlgM52mmc+ffq0sj8N3D0+M5/mvjgwtL5U1mb1NwBGtqBztzu868dYyvXSR6+EtN33JA5jZp9kn2YdMp3ue3XCtM4wBW2arvoMy4hllv9/82/+zfH+/fvxVt7Ka4tlcitm+hZlFifMfN1P3eZzCYyX3NtE5Mxvo+8XFxdLkgwsgf1wAtp1+FrjxBnutY+r73bp2Dpmcnzodh2DzWyX8W954iQXdtl9wNYZBzY+7FFKTED4RbDsyAYD2T9zHzTVF3rSmTbhKc/43QrF6z6Cl3qhGRyDD7QfhydgL++AA296QYLfdWd/dHl5+QTnOOlOnEP8N4t5zXdocwyFnDnB7TjaMZz9OveBZ87Pz1fYj7jSSWX7Uf+fJUAd/zo38PDwsFoA0vjf8aLHGxyEjvId+YRnM1zAc2OMZfeK9cKfvRCRuNQTC4+PjwsvfvjhhwWb7naHibjZTgJkjrFHx0iol7fImJ+jDfrV+Mr6WWwzw2fmHWMGXc0vOT9h+2A55WgyVtTDg8Z8tie2jV4ARkKeCQxotkw0X1dbaX1Bhx2/dzLv6OhomVQyLkZ+rKfYDsud6bTMjXGY8Ky8Ua/jUvpnzAs93EM9xrXIluPfmb/xtY6R800eny7KKuZFhoyP7dNap31Xc0dbft20G/P3utsrri8WqM+e+fY/xLKFo3r9W/fPse1zpfkdrlXGXlJePAnxn//zf16UpAnQCqcVzs7pS2UGoFw3qxw4s64Oy8UJJWh0osOAyu3d3d2Ni4uLcXV1tVJsGxQMdJN6Y4wnylg+PDe41DUDp/ClfbTBtlHvGHhLses2vQAMaOFZt+UknIuTCzxjUEeSuUcmtU99sShG0YCq7W4lX/wcffDKY34zmHt8PBwDRv8NeuCbE7e73XpLMWNhg+7VD03CNLkNre6TAZd/97hDL44VQ24ejjGWSRXAqVdf24AAsOwMnJj3ihO3WRDh5E/lqnw2wDeP4YXbMl9WjmkcVsQb5DQA9EQFvLRTH2P9gnqPCTIDX+CRV8W7jvaDz6bJwaBlysHl0scA0yZbC0ygx/XULtueWW47ZpZrT84ZZJlmZAVeYz/hlYE5/HJAYpmuT3Afzs/Pl2T3ltxgp1xm/omjAewr/Cx12c6enJyMi4uLZTx9VjD1+/xlrsMHxtwBIYDadHpS1PdaDwy2G2zYDhikd7wdLBjQQoODH4J9njMY9CRt9c672igOxL0ri3pt860nFANm6wAJj+qRg2LLDbaVJAW+sfpFP/f7zwsZWD1n+aC/tv3t63Nybv1y2x6PTgT2Gb7PwGFxie9zHU6AoQ+sNkPmPOmLTHWLuDGAx82Twp28M13VV9Pr/tlO1S75Xo87+sK1v/zLv3xC61t5K68t1sFZEPety3Oxxreo91vTvpU48DXjpqurqyUh6qRZJyF43tjP9Bc3dbFY4ybzwDQ+d93ttz/2q9ThepxsnCVu6vtaj2MA/LAT+mCd6+vrxU5fXFwsz3UCYozDrlDqZLfYfr9fJQFZkMbn7hKgLicUG4M0SchnfA48GuOQLPTCFvwu/tyTL421OQIFrMDv+APvAjDPi2ubpDNO5NoYY4X3HK85jnIbbrO7M9pfxmy326388SwB6XgGPnlhlTEMmAu+Nw7sghHvDHYsxb1gFyaGGIvGlUxAeCfMLE/hfjLG79+/X02cWZ9Y1OYJA/q2262PQnX/iJ89sWJsCh5kx4bzT9ZVH7tkWd7Cfcb81hv66xgUHTLutzxbV5l0s71kV4H5AP3YXcuRY2LT0LHneidLjIF5rjpQX4CMMnHpmI06bW+qm67L4249qN0mjjBO5DOLmJsDom36Td9oh7a8e8QT4eald9o3fwH/HPs0trcMWda2fLr9lGVwlpNwbFtfBg/q/yrjW237u9uf1ekcwh9q+Tnpf66tLXwzu++1uPNV74QwEXZsDuB8T5X+OUGjGBzZcdMeZQscNsBEKRyE4hy8UsPKZYdMwgen20kHO5xZoDoDnTWmBUMU8899bdK1SUxf35qNcp/hiQFA+WHDacNrYFujCkDCOdjhNdHv1RBjHByxE6x1SE562BHYACMrvsYqbDtcnwPZBCNt1bl2xTaTY11dBG0GhQae5rkLdfHZjoTvXuEzSxwBjgA69McJ9QJ/A+CutgZUOnCyzno8AYyemPHWYAeFdTDui+WSQIb+ehvsojfjMDnlF7jBp4J388UyXAdrIGXA4fFqQrRJZe6DZjvLypjb7LhtOQVfh7fUX4BsO9TJVQevte++x7LibfzmnWlBz7yF2e27n7axppNrPR+1fG6geXR0NG5ubj7fL755spR+3t7eLnU1GGdcreNjjGUVzrt378a7d++WsXVgBDh1W5Y/6EZXfG5xj4dyMtgyYfDKeB0fHz85MqHBiWm1fXVxgEe7BD22ZU04MKFD/6HPsmieWgf5zzmpfGdHQwMs+1joOjk5WWwBvswrLemTjwPyWHEUQYNq+/3aCwIpghKuW0dnQUBxjbGBx8a2unbcvhV7XP9V8O//9bv1PUw+3NzcLGPgbf8++9aJL2Mn22y3S58dZFmHfN8sIDGvaMcrZ41b+tm2jj73qL238lZ+bPm1BsdfCiBfG2C+9H77ysZM1GM9vby8XBLGnnDwAgbjH6+89R+2xVi019yP2svn+jPjQ68bT/a62wRbMRFenNbnjA36MlZjc2N0Txzsdodz/rGd0AGGIknpeMQYFxqNz0wDPpiYzDix8Ydxln0u/cK/d2epY3nvhq488DyLSDo54BgEXtQndHe2fYtji8Z+lo1ZMs24xXGJ/ZR9pBfPFEc7wW3c4PYdY3XyHhnw+DpXAG8dlxpX8sfuF8ft5GN83xiHhTF+lyf9YewYY8cE2AUmCtjR2sQvssIL7m9ubsbvfve7ZZdLYz9PcBnjWD4c98If96mxo7FcbZ/lfPaZ0iS2T4/wziJwKccYoX+np6fLcU1XV1dPJh4rJ8Zmtd2enHGM5521FMYfWWry2DFvsRm0NY5ht4vjF9sq1+NFmm23uxKcT4QffiE5C3mJnbxozXpKn2mPttiFUmxqnpl+43p0zyeRUKzLlUXk0WUrLrHcOS4pdnafe391xfV7nOtXzP9ZHyyb9ueNp/4qlZfikW9RV2PsrXtn4/JcefEkRJXCyc4CJgtPiZo5UAs3AMXCRvsEv0dHR4tjfq6zgCqAFvX56BfXD11ObDnZYmNVx9zSfhVoFHTasTih4LZM30yBe38TJDZWXXFQI4Oz9hh1LGvEnLj3alcDShyjgQJGE7nq8UYGUzznhKpX5W4phR2+aYQ+ryz27oDymjYsD+YL/PW7L2aG3P33uI2xXklsY2vg5IRlk8xukz5ZXwGBBlhuy2OHLDihiFP22FZOkC87Yt/b4LBAxzbGE4JsvTfgXBJg9F3yyBE6dpizMTF9XjnuPplHXXVMHyxHXkHi8WxC0DrFfeaHdbl6OXMcHrst2bVMQYPtHnTavs/aq4wYHFpnGVNo8+ohJ3t5xryBX93NZT30fyezqQNQDn2P4oeBNEAQH3F6evpkCzi0w6/qloNB+s35yU1y8DvPdYIPP+fgjIAJv9YxdIIf3eO5yhtjRxDQANP21faMsZgdc2a9tjz4mn1826sMOCi2zlomvSLMwb39nflqGWKRAfWwLR3asTP39/dPgpL+r931rgDTZfww89XIhYtt0RjrRJR/s53lv9syva3fclF8w/3IHZNy/ptNRltP7Me82s36Cd8eHh4WXjOJY50uvabb99G2Zc/4a9ZnYyKP3Vt5K2/l2xXskPVtVqx/Jycny8tS++4uY3qe8+rQxjr2xY1/ZrvHv1RqY+kjv1F3aWg7jfPwzY+Pj0u/x9g+Itergz0h4SOXsLf+DD2O1fi+33/e5cAxNhwbut/vx+3t7SrhWCxtW2/M4AkR4wX7d/uTJr6deHNC2clMLxzZ7/cL/3zEC5gKefIEinFVYxz6OcbTleGVJy/aMPYzv0wndJHUN4+8q9TY2Yn84pEurINGy/put1sSoZYpy0iTpBR8rHFLF1qBz4+OjpbYjGeRB+dinLsxlnXdzqc0RiFBTB9JDjeeYIw51qrvMDT2cR88vs2JHR8fr453pm/0k+vGY83X1CbAK9qEryyM8fGvnkTxsWfeFUS8QawzxuGYZveH9h1LFyPRP/TAtJATIYa3TanedqLM7dh+efxND7LpyYhZbso5JOcSZ3rbBYumCx4xHpZFnqFe57b47piusS+xiSc3i/dt2+E9k0DUAT/QZXRqVmxfLdv02b/NYgTumU02WD/8Z913ux6j1uV4p/Hsl/DEW3ldeQ0Gem151U4ICDk5OVltW6NYWCyAW2DMis4zTTC78yiCHTLCZufvWUj+/HJjzwiaFgutA2YSEBjtJpDpm1fz+rdZG26rilIjaABup1nAW6XDGNjAFnzYsWNInRzyvTxvYDfGYUumk5Y2xg8PD+P29nb1AqExDmev46yQKZJ3Hk8MsVfDwG+/iLaJf4Nevpsu+uYJBwcrTqrYWXpW32PmiRN44SCgExdOchnowh8bdTuD9t1JYMswAAQ6oNdJPRLB0OexPjpan+346dOnJWFEYYWyE7jVf/ju9n32JLQVkAOeAOPVJfi62+3GgK+/77uPkvKzls1ZgtXBi+myXfIYupgm65zHjudmugxIaCJ1puMFBKbBIKm2lGtOilc2Xbr6aFaoB52w3piurrKDrw2cbJ9si2yTa//QO/MIHeoOhBnQM5A0qOcdLoBz66MnPHa73Xj37t347rvvVoHj7e3tuL29XcmEecJ/2qJuVmZZHrtSjBUu5q/Bm2USuZ9Nrhpccw+riDx5YPmCpw7e8JEOlMc4vMibtlgpRv2eKGigCw/QDScq+hJt88bXkBkHsE0iwA+v4DIgv7+/X1ZLcv8sKHECw7rgJAa/1Qa4rhn2Mf/dV09IOEjlWesuNLl/lsfnbM7Dw+ddBfhz4yljKvMcPDazGaa5eK+/zeTwS4EU9HHNdsS+1v3ld+/wKdZ9K2/la8tzcvtLli/R9Nzvr+mP8dMY64mC4mnXjf5eXFyMi4uLld8AHzp5Sn2Nxbbir9rwJpO2+jHDTLOkiUuf62RxY1PsmRdS2ObbPnsFsyeBm1AtP4wReHcfdnC3+5yoZEFG+2msbBvrdrDdji8cK3TygVjQMRpjY/zFd9voJtE9Xowr2GLmU+qTnTC1fHnCY2tim3ECGzl+Ml/sn4nP+k4xFp1AW3fjQ1sT7DPs6aTtGGPBWd7pSUKTHY/IRGWpcQ/j4b55HI21ZzkK64djXO/KQWag33z1M8ZIyDILHPgM/dz3m9/8ZlxfXy+7fhwfedeMMbf54ByC+U971XXkpzrj38G/XtHfeMULwRofwQvrjvNcZ2dnyw5ujxfPOc/inAq6Rq6ACWLLNjxxzOCJL3I+tUPIALbAk1TWN45A9akl6MfZ2dmyC8Y6bpvgcUEGiYE85p5IMu9tE9w32vDLscGyPHN+fr7EejOf4ni3kwHV49LmyQb+k+sp3m6p/+Va7ZXtzKzUF5r/tdEUx1UzGny9smq5tw7+0qW+99dafgyW+5ryqkkIjJcF28IwA1BNkm0RDcByksXPmA6UuoaK/8yWdtWHg+IZHQZjvs+Jzhr3/lXh+TxLgJV3ftaArHyjLtfBPTaidl4eD09q1NB7rAsiMJ4Gc3UgFCdeMeaur5M8ngC4u7tbJX5JYuBUSGiwNXmM9TmKBhSmy5MNnrSwYfV4XVxcLNuR6zzgoVekOPFqGuCBx9Zg3Qk1g7KCFcbL42FA52NWekwQiUXLqc919b11Eoyjk3E+moZxY4URfOLPABwQyUuEC7KaJOI+XphlXjiRBvBwATjZSZleXys/7Vit8zP9rsPz7g637Xoqnz7yo3aG9gySPLG0ZYtLo0v7R/0ef9PjlWz9q6ybV7PkKbLC+HnibozDcUT0xbtwPLHh+m3TSPh68tBjYfBqOULnmAB49+7dShbNG8AuR0JgV66urpaxub6+Hnd3d6sja5wQtqzAhzE+T/ow8WEbafvrvjcIamIenjgQqU4Y0DqYdNCBPvMS+t1ut7LrJIKorysKvXLez2Cv7POwv9Z1bCY+3ZOo9h8G5eaBee8Ek9usXa/Oc+RWJyrsS8wD64UniIwHbPdmQUYxRicNoI3v9bGzCQ3LxKwe63+f8Uq0Ga5yAoy6LHMOYK3n1o/ydb/fL36gdm5W7Otpy3WXJ+Y91xkn26O38la+Ral//pryY57vszM78i3KVj+t/006um3bSGwZSS6vgPexL/7zNfsGvvM3e26Mp/Fr+1XMusXH+mN+s4/xbzPMadxu/+l2PNngI5bqM4znxljvNsbf+3cvJHNC3gtXbPPdZ2MW4w7iu+JG22FjP4+NE6/wgAQ9+LJYz0eS7Ha71bubzN9ZTAg288puTzx47NxXj5F9vOueYXgwLDIOfnBs5efh5Rhj9d4Kx4HN2zDmTHbQHmPjxPhud5iEgkem0b4b7GI85VXo8AY6ZjqBTNg+MH6WBeMq+OB3hsIr2jk7OxsfPnxYcHJjW+gFf6IL9BkcfH5+Pq6urlZ8pl/39/fj5uZm3N3dLTQ0rrS80V7jPU8WgJ8bm1pGHMMwFp5MZLzcZ4rfQ0Bxnsm8wv44Zi/d1nHu84JDx4LwApmiHusGGIy/2mTHKOSKWMxHPMZ7bvhz/oN2zQMmqvA55C+sv0wewC/TTd/IC3Uiizjz6upqtSDKk1H0i3fSPYdDPQa9r/rmxdTmZWVzCw9Ynuq3beNt20yX4xnTav23z2z7z323nHwrHPNLlm+BFX8qGrb4OxuzrfLiSQiDkecYsvVbEyBOAmC4OoteYNqkil9kZGeH0hMsA8achKjDMeCDFs8W9ll/3kok9H76YSODA2sSvbyroTAvZ32y8XDysHRZ0Z1UmRkx82k2m2/QhZHFgMI/gyKDTp7HgRQsGSR4lQYJRD9TugywoQdjZ6Bk2St/nYyzo/VYeHUIRrp8b9+pG4PdXQR8xtEVnPl55N+BSK/N2jfodkBh0AgQ8qQe9XVr3+3t7fL+D4+fz8kkIdnVXKaB77wo/uLiYpUApSwgbKwLfWCVNm14lVTti3W3CW5f92RcHWsDWcsxsmHQ6sSvgYx1zYGG27DNqm0xze6rZRdZqmzO7PgMRFMfv5vHXVnCvUdHn18qeXR0tJwr7/YAYqbLQTdyQ5uzVeVNSiCr1hXLD/WYL2zPPz8/Hzc3N8vEwKdPn8b5+fn47rvvxrt375bAnP4i5wTt8Bs+ecLJtuPh4WE1ueRVjE6oWo7gzX5/2Abt/jFpyzWvSJ/5BIPGWWLHMsI1gjLq6+TkGGMFyN2m7bnlysdscJRVdbYBEb95B4bl03LpCSonE4xBOqFxfHy8sn8O/FjpRP2eELavJEhs2QLV1OHxqz/hHtsuj9FL8MNWIEF/6KPfwWEfZ3nqpEQTU8g7MmYM0PFCxvA9s90Q1MuzxQJOHnCPV7AaL8zk/DWA+q28lT/k8pqAd0sHX6MrxjGz56yXY3xe8XpxcbFa+Ws/xb2z767Tv7c96qPUptg+GHfAgy/1xZ9ty8vHfnadTtY15oPmWdxnfpLUBX/CE2OE3e5zMu/6+np1pHET97RvDNW4zFi/yen2z7HkGGPZgW1848+73W7ZdcpiJb8c1rTxnFcEOwnYRO7Mx40xVsntlvoV7h/jcDY944RPd4L18fFxWcXtd3Y4tiiOhz4vsGrswu/GS7PFnNbJxkE+lsk8cFKaUwvs2ytnlldP9DsGx+/7XnCusSU7o+A5Yw1+96p2sCryfHZ2tmDk5gA8oUHcAdb2sVpgwtvb2/Hhw4flu3GsceAsIe243vEOeQF0wHE/k3HYLC/6Y8GMj1j15Cpj4Qk95yzc1uPj4Uiumc5adrEfvOjaumyb636wy8AL0WjX8YB1FD5az+7v78f19fWKF8Ry1Wf6SzvVc+SK/4y7+0tuAbmEt0xWOB85O3XEu/mQReJVxt0+zHFgdZ+23QfGyHkBvpPT8TiaPtdRTOD2oc/+hlKf51I7s4UboLf+zH54lsNyG+bRl8qWz/0WpbHbS4vzB79ULPJSbPha+l48CUGxIM8U106nQe4scOY5J11mnapT5RkMM8/aYOO8vVrPgmt6MZZOQhi80A+2LI4xnihdQWQVzH2Y8Y9rM2A6U+QtpSbId11t2wDRoNB1Oalgh+RZ9AJzgz+edfLZzxe42EE/Ph5ePFsjxZE/YxyAoJ36rC/Q6P7wHIZ+jLEa2zHWL890MnCM9UtmCzjp12xCyuNkIwkQMygx3ZY196Wrdu1YALnmA2052KIu08T4UI+TrJ7ocACAA/VuCWjsagCSSgbUnLuO04WGvsPCCS6CDptHT6JYnhqwMq4kiwvasS8UBxeWez53ZVSdte+d6Y5twSy538mIJh5rb2f22PIOr2b1zAJJly1b5LasE4yB5djBUFe9WV69mqbBkev3NU9Qe/KifSFA8Cq5MT7blqurq2XHg1c3/eY3vxlXV1djt9stR5Vx5NLDw8P43e9+N3744YdVMERfOhbWLfTfOuIA6ebmZiVnTso2gC7I89jY/sCTrkIy+HWQYb4RbLJ7jesOWJsMqk20/NvvOHjyRM5u9/nFpGMcAnrbMQN32xEHOdUNy7B3XdQ2Qxcvqrb9cpLAfqgTEfbls4ChOuZAozrnsTQ2so10u1srn6w/lh23SyA/m0Rxm/Yj5nnp9nFcLtVrjyuBvXmIrrh+Y0EH1oxNsWD74rpKy1t5K790eUkw+FypT/9S4P3S4HOrzq37bSuLj4ph2BXrCQgnprH1nTxv/OO23AZ12Ze0L6VxjPmLNnmm7fg36qwt+hKuKt2NIyhNSLkN/+Y4a4yxHIFk/OU4DsyBLzDmdTIbHvloHAq23Ik54yTo9Qpsl8rMDL96MtzHWkIHcQWLSEoj9bgvjIFjiPpoYyXzGX83iwE9Jj4K1LjB/XYMXizs+x27VPY7ZmBP+1TT6H66fe/KcBxq/EQ7jSsdJ9tPPz4+Lvi5Y+8YGRlhEoI4gokL4+PLy8tpLEodDw8PqwUvxr5O7jumI8l/c3Mzbm5ulkVV1S/aAGcbexM/QDv6yNiBg2u3ussD2zfGYXew/4hVmJRBz534tq5Vpkw3OuCY3PLiSR//Zj4at6F3/t3+xPGCcxIeJ/OAxabwz6dmOLeD7jf2M73OUXEU6+PjYReEJ04Yd+QMHnDUkhe/XF5eLpMbjmH4buxuu+H4iP5Wr2uP7Ef3+8MR4N4tN/PXjiks08TTHhvzbWavLUvU2ZjI9M9iIddluoolGvd+q7IVp31tPV+qa8aHn5KuX6L+F09CNAFRQMQ1G6IysMGtlc2TEH2uQjfGIRmIsZspv2cgLfgz4eYaimXD5P7guFyfHYbvfw5AdiLDwbF5VxBUxWpfzGOfO1kFNj0N0H0dXhtYUId5sZUkYTzMv/LePOo1eOvVsjgHn0/pUj4BlO1Mdrvd6niQglo7duSS3z1ZAI1eHUIBwFRmZjza7Q4vBENmSab5GrR23L26ZJbEcSKW77QPCDJNrCDxDLR1ypNK8BgdhlYSqC6WlcoV1xlPABMr0m2D7NSclHLB0TKR4P44AUa/PLb0yUDVfLR+N7jdCsQL3ms3aRMaZ/cxtt1J4UDA/OFz7Ul1ezZGM7DgzwUhThh7TBuQuF8G55WV2kkHCwVuBpFORLgu+vLw8LDsmrE9hDaDWm/3Z8U/Z1Kjc8fHx+P29nZZtbbf75cjmDxWBZeme4z1EVvY7wZh9pH0xcHAGGN1VJpX61t2GS+KE/fd5cNzloUe9eBAFtnAHvpoB7eNbfT33W735B0k8B399+Qn4L4+3omRTphit5GVyqnlyj4L28tL/JgIQS65vzbCsucEBddmNqPPUKjXPs+TR9XZmc9pYsH1cL9l1XyY2bD6f2OZ+j4X+uGgsv33uHA/48PYNgjxuHv7PP+dGClOnY3DTwXs38pb+UMoM90dYx6QzvRoqy7jptaBPrtOfK9fSG0f7ImHrXpnybzZ87Z9xZ3te7HzrP/2R45PtmK5me2xvXJyyPTOcOMWFjTm9sQCffaEsmkyf7Hx1O0dp45t/Lzr9OIL+03HZPWv9kPUSYwIFmFhhI8Z4jN8ctLKi+wqM/Sn2KmYyGNnvlNHeWOsBU0klme4xvyq/yoNptt8qjzxvZNv8N9yC3ZyjNfYhT6BZeuz/Q4O6zjl6OhoWdBm2TBPra/eFcERXL3XNPal7I31oIH4FZvjmIyd/ny+vb19MqkGHz1R17gC2QaPOtZgjH/44YcVNqdfxvzUgf4a+ze+4Bg7L4rqRFkXDs4W2cB702SbSwzE8cvuO7jddqt2jDoaL8BfaIQHjbG68ITch+vZ7/dP3l3hXN9+vx/X19crvE17xKG859T66R1jjqWwT+Qz3r17t4qBsF2eqHD8wk58bMTMDntMbBOMfeExMmRe1Qf585Y/8vh3ItHFMryFA2ybneua2dTGTabTfa1Pfimef8l95dlPUV5L96+lbGHAllfvhBhjfobhbKAr0AVPrq8BaO+1ElTpDShQRs92z5KyDbYpDn6dCJ4BKvfVALCgi1Kw47bKE9dhZfqSQDYJ4uSPx2CmvM8lMQzQPZEwA+t2RgYrTsp3a9pscmeMsXq5sMeL+nD0Xe1qek2nVwrQL8ufx5vncdzw0mcsQhP9xjmQjHSpbMAzjxFy5xeQOYkyxsERmgbabwLYDp/2cLwOSOARTvDdu3eLo+W9GPv9fuVgLYeMPZMTJIDs7Pjdzpn24bvH38CCFbAFPgCrx8fHQ2J5jCc6Zt2z7HNsjp10j3OBh8hNjwRxO3Xo7k8BH3QBjpzs9HO2PxTq43NpmY2vdXoGIAzGXuJACgJmtqn6V1vaALL1NBh1wGtaqQt58KRVbclML80T29Dd7vOqe+qgbpIgyIoDYOo04KtMUbdXHRrYM1GGzowxVhMNyKH7A6CEDoM6vzzNumdfab57cqp+sz618om+Q48DB9ot2Da9DToLgBkv28ExxnIEnN+tM9Md78AqpuDzTE48lpyP7IDYslPd8wQXYzLz4dBKHfDc10yj5d8+wjyrT3Wpz5hNUts3UY/9V4G+/fmWjeq9PWKv9PKbEznwtXJCvfhR6mqQYxpsA8u7WbDzVt7KL1F+jXI40+vn7nOM8KXAmt9PT0/H1dXVsvrUuyD6Z59Um9mJCtroJLrtSDFUaXb81ziz/S9vGg/MYlS34fuMixz7uhhfdgLZfADr+/13YI/b29vVjkP7U3w6R9qA10hyYn/hu+MWEoEk3evPSRw6eQjdXmAEr9wfZMF1832MsUpEdwLdvHPdHlsnyTxes7jdi5nAX+4nWMlt1o/xLH32GMEr4pJOqCCXXpRjXll+qI/24L3xqWXZ+BS6kRFjMMtseQb/9/v98g4DYi5o8uIb6yr99Yp14n946LwDdNA2GJ6d+16wdnl5uTrGZ4yxvOPthx9+WHSJse2RWehGcTQyUFvjzw8PD6uJmCaRnYRmnLqzCGzdY1o9pugC4+VxRQYsZ44nxlgvXprhKudr3C50ejLEiWjzg+d7HFRtHWOx2+1WkynItj+D3y0H1n8wfvHm7e3tYu8s3/Y91n2/e4GjpP1Hvy0PjXeqW9Zfxt663djM48FztAvdziNtxQ32R85ZWH9nvq8+a+u6x37mJ3vdPsHxiMfiJRjjrby8zPDP7J7X4NQXT0I4gTYzSmOsA9p+h3g7fIO3WYJu5sBsqCr8dkJ2DmVcA3ULv5NIOBYbZ9fhWWI7aiePZ2CxQT31lR73u2B1Zhi4v8DZRtLFz3ZcK2g4ngJjjyFGDkDAaoImgzrWJLftzGxsbSg7Rj7Xz3S5f05w4gA9SWAH3aSG5YR2PcFDcrHGsbw3WDTgI6lvXelKE2gwjZYV89P0w0fLj0Ei9QJCeOfC8fHx8hmn6+3KJDG7UuXh4WFxzjMjVMdpfs9oNa+8K4lCe8uYI7MTnvddEtBt4OZxMdA3qJ4l+gz4KDMQ1iQ7fSBx6lL99vhZV2dOdsuWdCycGAXYwjfvLGjb5t+sL1sgAv7ynAM6T+x0BwDj5HZnK1I8QWTdGGOsdlAcHR0dZGWsV6AwTgSvHMfEUWOsuDJwo13TYf2wnsAHv8zMwLPjWTBuX+dAx+CScWAXkQGnbXATxTPQav/lyaLuWhnjEAjThoMz6rdvdgLEfWSLM0c9mU9jjCU49Sq9BhsOonjO+u9JCMa9eMRBW3eUMNa8PBv96bjRV8tyA5XqivWHfhlsF4fR/gzruE545Wfr9x2ENaikH1vJNvpU/DXDLg6EnByYBVAuTsZ0osw2iSOzbN/850TFjE9b39/KW/mlypYsbmH2n6q95+55yffGQ6Z7pvf4hE5A2C95pXEnGvznNmw7TNvMRvq+9m3G9/ZpjKdHTM3402dm9dgflN4ZbY5JG0fAL3ytd6UaP7NjuHYTXoN/iv393ZgYm+/jjfGzFxcXq6SYMZRzAsYR3gnMIqrueKT4yCEKfsXxvPtgrGGajB+8+M0xxHO7GViV3vixfTZWIGYx9jOtfKceJ6zdhuWwx35a5qpDnoxwoS+044V7xmKMlRfz8d/vUCsN0G39Lz5GZhzbW17B9cSUjrM7aUVd4Jm7u7tloQvyZ9kudvHEkrFk43SPq+mCJifuvbiHto2xu5iIRVnOx3SnsXEkOoUtcPzKPV5UuIXTwHf93TjY8YIXmxnDO1/g+hxnmnb3fZbU550R5rHrow1jWOuQdYxYEJ7Aa543riWvYn2if75u3jjOc9xJTLQ1+U6b1QWPA/ZsFse5zPyUeez4pbrosasvdcxqHWl+gD/nSh3Xd6z7eStOKT9mZSuWmvHnteW1z1UHvyUtry0v4ctryqt2Qligx3iatOh/C6g/+z4npbmvbdqJOBlRQGND0kkInuU5B6zuF0qAM/CWwyZAO8ni5N+MF1vg233uvb7me+FLgeWM1+7z7LfSZnAGj2aTGO6/QbETGTg8bwvkWYypeUxdADS//8FjSFudBcZgOXnj5K9/83N1+qaZ+30sEKCA/gGevHLHwN1y6HE02PY4zcaPYuBKW+iIE14Gf54s8apsnjVdXo3NuHucOwYzoOGEnLd11glZ753AtG7e3d2tdiIgJw42V7wdhxd5M6HiI5vcX082WMcMyFkx4fHiv0FibSC87VgaiNUmFTRxv5Os3O+JJ/Pb/bDMQwcJ9IISf/cYz+g2HbZDdpbU28kO2zDbXoP2h4eH5f0L6LEDGfSLJDu7YbzaxjJnXrZvBj/I4bt378Z33323yIpfcmi94Df8BVvJWT1o4O6x5Vnzyklbr2zyOHqMrSfYIuqBl26X37x13EC/Y2d6uc/bnw2GTRd1zCZR+zJIr9LqChZkgvocsDRJbj/lAIi+GaTXr2K3e08nDtwWPLAMESDYPhU3IDszX1B98jXfZ12zD57Jie+1rfW1+hvbCp5x4G3MVTq3eDbzZ/aB5r3rqVwamzlRYDzHJBkT/K7H49Xr8N70Wc/eylv5MWULf/8SdLz23q1A/rXlSzFQ8SR2n0UxJHNmfz6eyfW0vWII/Ip9ujGcMblxROkvBrSddd9tF01Pfe/WOBR/9/dZ3AuuwJ863vXRq2N8xjO3t7er9pwoJ3bzLtDd7vNEEUdSeqcKi5zATsUd9RskgcFzxhIkR70CG5/A6nV2q9Kmx8W+knoeHx+X4x6daDR/ue6Jj46ZP3v3gnGdn+mCNNryoijT3Pi5smpMjzw71nVcx1iQlHaisPJpXwg28Ts2HBf6eeuOMZhpLpYwn+mz8ZSTwT5qi/+z5KQXudAGvGNHA0dr4uv5ndXwfqk1snZ0dDRubm6W8bq6ulpoa3zFNQp8ge/QiFw5AQ7fePfhGGOlH+gUffaYMd5+NypxVfEsY8K9HgvoRz8rW/6b5QfgKTLBbvLKl+UXOcN+ebLFC6Ksd55EsEx9+vRpfPjwYTVxaHm1XaLMditcXl6u9ODo6GjxTbQHn5BR52ico2zs5fjKE5SO8cw3jzU7eMDF9Nmxt32P7U3jPV+zvNoW1rcZm1u+7SfrRxsfbLU9840zeXnu+lZfvlXZ8tvfsv4vYa6fol9fU2Y8f668eBLCAmQhcsOdwa7g2EH4987emtltp8EyCQk/66RbwYeF3g7O9XPdK/ndB6/G84pOAw0rpxXOn+n7GPOkn3lgfs2UrLPEpaO0GKRg8JrMdf01UFvJPCev2fJWfri/npxw26x8Kkipk7KzPzk5WR0XZF4gA4BP7vWMuAGIZ7L5zioIJ7YfHw/bBD1Wpg+H4Nl8eG+HVR54DCo7nZgzoO0EnGXWIMeJuiYineAkIX91dbU437u7u6UPHv/qLvrTIHALuAP+vCrfDprts6wMaDBL8cut/VIq0+qVEBQn4Hp9lnT0uBlUFIRbP2sH62RtU8ynOnPLS8EnfW5fTItXs0C35a00W68cWMzscJPfswDHvDRfoMuBUJPC9S0+csy6R9vm6cePH4elxS8XG+NzMPHdd9+ttoNb7rFv3mHFdm6/B8U0u3/2UV4t45X6nQCt3ECDV+jzu4M1r+ihTmyDbY/pNEh1kEcfSTbAS4NqT0xYJ7qiiEBkdoQA4wQ/WV3kF/T5HUFONjuoI8nQxIcTDviI6oXBe3fSwZcxPgepTn559SXFvDdfHfh3cqIBi/liu+9J5wbwten+b3naskvWJXTI8lh7XmxGW5V72xP6WjxRrOO66HeDRp6jfdO7ha/sm8rf4q638lZeU+z/Gmd863Z+qvLSurf6Vtz/nJ5ZT/ER2GvwthNd3RFhu2if0qTYTN9bB2UW0/rzjD+2h/7dtNgez/jUa61nK+nRcSAxZWzkSd/Hx0NCGb8Jlnh4eBiXl5cr7H16errEdbaL5vHFxcXyzNnZ2fjw4cPY7XYrH+gEOhjDWBFcQBLY/od+4UfBEZeXl+Py8nKRC8c8M34iH73PfOz/McbKxztGNHayf0KOwRTcb0wNjgLX2Cd7wsj4gzZZJOUEsf1u8TVj68Q0NDtuRl6Nt+kL/+Ez/DAW5B54DO/cBzCjcZAnIMr3YkTHw1u21rRybNh+v18mzNo/YwhjFOrxDt0x1keCkyAGuxpjWU4qj07s9pgw9KF5CedQvBjTGAu5cnxmPjMOLOJqnoz6zVtyIY6BZ3bdMm6ZhYYuPmkuwXzyghPvtnGewztvrDfw9fT0dPzwww/LuFgPOPGki8Uqf55weHh4WOWpWITmWJLPPlnAumCfQH87YUn/nedxXFM59Fh4HIkxkPdZ/tPy4/ZbfM0yY79XHeR//aPjIdsgP287TT1b8Yrl58dgoy/1u33r92+Ny35KnPctaPC4viZmevUkhBMeJYhBd/JnJoj+juJU2C20M+fiZEonHSrwL1Gm0tnEjUtXQthZWPAbqFM6ebE1YDUG5kP7NAuYMV5O7tkAeTzNu1nd5X2NCUYIsOrVFWMcnLhfIj7r4xhjtZIFI2vwRkJsjPHEoFo2GT+Dlxk/DdqaMMJp0hdWGRtc0XfAALLBpEXBoJ2Ig5LKYWUJOh8ePp8XCc2zoM4AgFUclpOulHJbBoQEGxcXF4ujhk8F1wWejJVBjXlqebNcEZTAZ6+qoj7XMXNGTghS6hx65JDlxwDXfJ458YJ8P8t9s3E2z5twnjlx6yv9cJ+gvTwtqJ2Nje3TLLgw4DXwrO0zXabTgYhBKu05aQg4PTs7W03eeVxom/vaN+uzQfmS6E9/zYO+wJDJyo8fP47r6+sFuDJ58fj4OG5vb8fNzc1yr30DbduGcY/tc3XJ1zw+fCbwtmwyPgT16K8DTf915VKDcuyaZXm/36/eu2AezvyIZd/2GNvE9nJ4g43j2Q8fPix9ss4yZowH/ITOvhyRsSWAws+Yp9Bkf+bfkSnav7u7W15cyL3wCHkb4xAs+UV41h3/tx7NEk61DcU15nf1sBMPM/xD8fO2+X4GPeE3B3ita+Z7jbWMqbb44f4j600yQoeDwRk/ajvLR+ug23grb+Ul5Te/+c24v78f33///coefm35sc//UsU0N/HvMrNvx8fHy9nsJFj75yMY7bd8zdf92W33vPuX9Kv2sH1xn1/CI+y9fWv9Qe1haS6GbCLK+IskPr8Zb7DQ4OTkZNzc3Cw2F/rOzs6WSQL7Sk9ogLdub2+fTFxguxlDMIp3MXQ3KD6M8WI3LPIBf4wjKI55nKwn8U87s1yC+Wn86cLY2U82QdfxAZ+ycOXx8bDjs0lUcBK/gaWQFesNGMaTMfCVZ/mjHZ9IYIyPbDDOXDOvLTvGgpY189X5G9ruojn6jGyBTbvjybGNsbaT1f5v/iOz9N24gXrhO+1z6gG2yTsleBGzZZzvtkOmhcLRx9Zz88u7lx23oavInuXS/GlcaHvIs8ZG3Nu47fb2dtE9+thJEP93DsWY3Tkw3197Di1enIYMWDb5jN1wroJ6sXXcQxscATeLVc1v6wcL/Xin5H6/X97jYfrJZcBX6kL3qMuL0Nx3eOh8hvXaz3iixzLs8fPntuPnfL2+2fW69Bl/9zg3dpzR0zYdH5uXprf+vbpUPry2tI4Z3/4ql+d4aB1hcu4l5VXvhJgxeCbYFaAt4m00Z2BuS1iaULHTcj3P1eHi9gw+bLxp1wpjQDcLnGdAe9aWExLc0+TTFk8Kimw8alzKH4xlaTfv6ux6j+n2yiMSQ7Tjtne73ZOdATbYJGrc/wI/6rMx9oofA5w6/x6xZV432YLDLBjDEQNcAEzcYyBjUGeZKsjtGDgRyv8Z+H18/JxsdBBVUDjGekUMffcqIztB8xd+9ggWxhgZ8eTRzc3N0nYTok7k20GYXgNNtouzgtl9cV2LZmiszUs/VxBifXEy345+l3r9O2Noh9+EObJhcD1z6DOd9wqNL5W2SXKaOp1Qrh0yjU5eYiu8wp3ixLBpsOwz7r3GmECfeeJgprsjHMC6PSfgHUDw2YC1PPPRQAQVnz59Ws6C5TzR+/v7cXNzs/CY5Pj333+/HMPklUdjrI/v8mqoTjr4f3lg2cFOMlFDHzhWAbtEu/aTnmgFEFrmaROQ7QQ+No4VP+irwTIFP0Ab1jXogMe2dfYFlpfaafOPtv3ycV6y6aRGgyV8hu3QbCt65do2uUl30+fVXrTnrff0B9ns9QbzLtbBLaxRXeV68Vwx2Kwd+8qCfu7zuJZ2+xzLguu0/MyK6TOP3F8fTbbFk5fw0zS/lbfy2vLP/tk/G//jf/yP8e///b9fyd0fSqD6LWi1PzOGagKuOIzfOGebo1BnkxDU1++2T/7N7XIv2Nc2s7Eq95tOaN/in/vWvs6e3bJNptX1zOjEH/n3mQ0zf5yow37b54L97bt6TCn+F3qcZAOz2MfTHte7crq0GgOTAEY2OKqG+3xcret0En+Mw/viHh8fl0VjPAfPZ3jXsQsYEP7Ds9bhMeAeFnZBC31s8hzMVqxivGaf6/Fv7OHYeJbUc4xg/tNX+Nv4ZbZg0/ruJKJXoM8wivsObU6w73a7JzuOHb+D38uLJtSdE4DHs8VXTFp9/PhxnJ6ejouLixUG5PgyT3pZf8x7fivv0CfyH7YT7MCmj/DLO/7pd9siL2AM7hjEL5T3pEyT59b5xoHEG11kih46zvAEoWXPWNny0PyTbREyjN46zqUN7v/48ePqZd/cwwQOz9mH9J2jHtPr6+vVbhfiHes6fUJ2OArLu6ubG2J8uOa/WfxIffw1XrS8eyzsjz2WjXEck/h3+7DGr75nFofUz/u+PutntvpkfZnFQrNrP1V5zof/dSgPDw/jH//jfzz+5E/+5EX3v3gSogNsgagxmgW9M7A0m4CYgZDOZNFRG10/Vzrb7nMCYsfQpBzGzo4Amnq/DYnbtTJUSR1Mu/4aK7cxA5cYK4OtmTEoKJqNgZ3HVlDi6waaOPSZETeg4lmS2N4iSZ0+A3S/P5zJiFP0GJkufhtjvRKm/OJ+n0E+xliSkHaaBCzeumxQw2oJO9WtsTWYNfizc6Z4YsPj5aABR0xgRR/gL/00P6GDVcnmAaAB4M1KcJLo1j2vqrIuoBtNdJb/Hm/vNmmA6QQ2duTo6Gi1up2xtjOHngK56ruDC8thHSV1dbLL+mKZ8n1dpUG7taMOPGfOvoEA172qyOPRlTSzpF9tJHKCnPl3g/atMfUfPPEzfjkW/PLkDmDQ/PBYGSBR6g8M+lZ2b3c459Ur0FjRxNnyNzc3C4hlQoIt1999990SiABM0X3GnoQ4+oDfgn/WOydO4Il1CB75bFaeY3cGEyeWUYN+87EgtOPVCYDKmkG7rzXRDe091mxLXh8fD5N1JAu4vxPcrtt2lP+symCnCn7NemjMYH5sbZuegfX6UP/u4Gcmp/YDln/uK32WefpT3eO/dWnmI1u3x6ay57pnfbfM1t7br/U386XYaBaYlFbjDk9CVH/8TLGYS4Okt/JWXlP+xb/4FyvMuYWfX1K+9rmvrWfrvtfQUftjfZuV2ruzs7NxeXk5Li4uNvGgfU9tlJMsxmNNas0wZf/Xxs1iS7dZPpUXs2eNy2Y22vXMfIETyvDQz2/FHa4XXrDC2ziN42t4R5t9qeMC6Lq/v38yYURycyve7/iBoYhnoPP09HS8f/9+mfToytrSQSzgpCB/ji8pTcJ74Rq/45Pdlv2bd0EaSzQudR30xXGjfW3jesuNYxLLOffe3d0tyXna8EKS+uFZfqcyaZqLb4ztvOCQNox1ZvINLuviJeq0nNMuOSEvliMero6D4ZFj7n98POyKAYdxBBNHgp6fny/4GsyNnHkRY7EydHocjZMojhUbP8NzP+94wos8qMvPUlcnojrJC+3wHV1Hrk0TtmJmU113dzZZbrdiFds4y48nSMY47HJ2XpB7bm5ultjNu4Sgy7KEjfJYonuehPHEETzyEeIeU78bdDbpyDPwzbrs+Ovh4bCb2vkocmf1seZXdbl5it4/e3ZWLI8z3/acz3edjb22/GPbo9R3bLXzVr5dKS5CL//sz/5sHB8fj3/+z//5F+t48SQEWy/HWDtPjJoNRoNZf7ZhtqHZ6mATcBgGHMLWZECB23PA77lA1AbQdPgZHJhXY2wpA4rv37YA4ZcUuX1sEE+9VVwH/wVbNTgF3fTBNNipUb9X2rrvbtsO9ezsbNkSN8YauDm5TZveMcEMvPsKsMTwFwyMsZ7c8mfahx+WMQMrZuO9KsBJXp6FN5Vnj3WdxBadTmhZFj3Rwspir1ymHjv7yrsBqmWn8gFoc1DgFR4EAd5i7RXU1OmX3dmWcLwJ31l54u1dBgizJJbBcX+bjQ98sH5avj3Grav6Tp8LGEmub+mY5c3Xp8nz38uU5dF0NKiyLnnCBTA2AwMzPhhcdQKjvChtXGtyczZR5+u06fc+8LzHz89bH6f3Hzq2WnHvo9h4noS+AynrOu2yapP34KB/BAnWKQdLBvLQ4R0N5XF9kvWVMfL2du51/bZ1tm3mL7bTL+VGP/qCaWTE7dTWFVTbX/i9DjxjID7GWAWXlenK4MwmEDxaV52goK5OuhjjuE/Ik3f1WZbxSb63pX7ddt322eNSHkGb+26+zZ4jiCqP/N0+ovzk+dqYtm36zQPz1r7L/C0+Ko2zNhiHWf8t8zN8tuUj8Gdv5a28pngSeIyx8h1fW2aY4bXPvvS+tvUaumvLZ5MEWwXdv7i4WJ3xb1zp9wk1KcF9xgVe+Wl6fK3YzrZp5o+4f+anXcfMVtm+zXhdXnAPNOOvbE+LKW1zixlKR30yPt78AoezC9w7PskP0N/b29snY4DvBVeAiT0+8Ap8NMbhHRPv3r1b+kPCr0fjdoKB38AkXmXuI12gqQsjd7vdalGJYwavSO7iHi8Ag78eM+TbWLtJ1+J97nc8Ca348lmy30cNOdHbYt2kf/AQuTKdPgaVeNuyWIxkPlCn4yo/a6x+dHS0WkAHz8DVYO3d7vNxSLe3t6uEuVfM8wxjPTuWyvE1vPMuINsC7zb48OHD6lnr9Syed6zhyY6zs7PliB9k1rJjmpGHHmdV2wa/iduNRWd+yfGrdxd7ssxYq7GuF2DaRkE3+QnHQx1f75ShGB+bfuyLx3K/3y92yGPASRaWaXYRcJ9jIeNrrs12q1gfXaqjY4yFri6ubFsdO/7oE8fRMS7Wf+sJvJ35AIqf6fOOR57DAfVr9TN9tj6w9/ma6+7kSf1eJyR+LO56rr/P9emvcpnFUh6T53L7Li+OrP7BP/gH47/8l/+ySvwVoNmZOIibgdmCJnfKdfr+JlqbZOG5mbAhnP7uMlMw6mbCwy+4LUA1nWOsZxlnfdpqs4ZgRusYT2f9vhSczBTZ9Joej+VMqExbnR7fZ6s+nWwzmBxjLI4OcGjwDP0k7Jz457uPFSo/aHOMsazW8cpqZOPk5PCyaidpCs7dts88ZdwfHx9X4NhA1o7H2yDNH/gwSzzRJ/OXxLJXI3iCgOLVw60HnpEI4iXUHvcxxhNw7WNE4Cv8e/fu3dIGq5hZKbDf78fFxcWqfvj53XffLRMRFxcX42/8jb8x/uiP/mhcXFws8uUEmHXx90K5CjK8wr3gscExQNlAcxY8m7cGFzPdMZDgzzu4tmwRn2dA9jn5gKemod+dHK3Om5eWEb436d3JRQdnvVZ6ALbWW4Ni9ATwVZ+CLECDgxrbLduHlV6oPoNFZIQttAbD6PunT5/G1dXVIiPojFdhM0ZMYowxVrTa1tu20PcGGOYtW8O7oubm5mY1aQLdbd8yyVh1MhG6aifqFypDJCYc8CA7PZYBG27ej7E+xoCxYOVRj45zfzwB4P4T+PzxH//xEohQl3UNXjLRDe/8m8EuK6J4eWr9ZYMI+4YCfO637tj2mB/cW32t3+Q597G+uTZj6173nXtsv6DXYzzDeqbXbeF/Ohlh2XPbpovvyH6xl/ng52sTi8mOj4/Hn/7pnz6h/a28leeKda7Y/2vq+bF0/FRt9Znn4q/ZJMRMxzlmhyMHmXwwnnO9xhbW69kkha97gqOJpmKz1j3GfHKYe/3f8VH7/dzz8NO+2PTxe9uzPW1ym/vwVV4g0QQqf7TrxCHP7nafF02wewK8RGL606dPy1ienJwsizrcH+rGX3jFMDJwdXW14pl3SHj87L8fHx9XPplCX2c+2DFCYwJwhmXPfq6TDWA66IX/xEr25cYLngToYivHDZVH6wDPMUY877jWGNRyZj1z/zt5ZJm+vLxc8DKYG9mifetu466OD39egOZx4LQBMCM7lZtgNh4zr4urzGf4bj0g/zDGYcGex8W87Xjw3WPC79Y/8x9ZhgZwu+XEuY3iNePZyrdjAuTWOwiKq6wL8B4aihltU+0DmVRAfijFpqbBC6eMdR2zmc/cY3nyRMlskgA+UIcnULxAzTbh4eFhXF1drXa4393drZ5z3AafGV+fotEj2Sy3j4+HCV38IhNi6JJtkGM75Mj2jb7P8g4eD9/r+me8q09z/ZWjPmO7VL9rPGA6ZrFE2yremPneGS1v5ccX+5KXlBdPQvzH//gflwbGeP59CP1sIzxLLrdYeGZG1c5t1u4WyPXnrWDU32EixrmGE8WsM54pSPv3HD1WzCpLeTJz4lZglxqWAnPTN6O/RqF8ZdxssPzfBhsDOcZYJZeZjSbJR3sYdCcgxngK3HzGpJ2Xk2he7c6Y4hi8OqEO3zyjn3aYgBcSU9Dn1bZetcvKIk+qQYcTe57UsYF20qhHnMAzAEiTqDzPPXbANzc3q/MFPV44PwM2nK6BKd+vrq4WenCabNPmZdfWJbbfszPmu+++G7/5zW/Gu3fvlr5YFgqCft/BpT8G+4wncsXESMcUHhn08eeXu/GMx6l20byl3iZtrXPWxwLj3ms9tazDS3hk22tHb32wTnk8GqD3PtPS+s3H2W4L12297jEADRZmttL8qYwXhD08PAzufMz9tOGXULtdZGq32y2ySnACULy8vFx00oE0x8w5UVsbw3/bectP5dO+gskan208xiH4bV3IYgGD5dr8xlbapplnPnsWPXFigQLoZht7t8Ib/FtnPfHKogAmfZq4QI6wyU2Ek/Tw+MIPJ3wq7+gExXjk48ePq9WKDRr9XP1ubbN10GPXyQcHZZTKU/GM67Pd8LPVMxfzEH1yX+CfJ7sbwLTf5YFLEwaMQWlEBhzgz/pK2Rpn6rK9+PM///MpL97KW3lJ2dKl15afM1B+SVuzflW37fNm987+wH/gTa8W7Up3cGfb8p8xntsxdrAPKI0ze9g4rjwpPjN9WzycxYKtqzZ6K9Zr4s2r3+0TwQvgeuwoMZtXseNH2J3Ajgiu26budrsFk4CVONryd7/73WKnWYz1+Pi42u1KPz0B5Re4enW62xtjLL7fST/wS2OOlmJwYy2PDzTZt9GmMX5jZL97zL7HmMvjTfwKrcW0YCj0hgSoFzoZFxl72+fO/GEnKbzgxfF4ZQ8eG4twZIx3D3TnIvU1ZuAsf8YemWB3DTJ0fX09bm5uFp7tdrvVCQvwz2NqfoJFi5kdL9MWss19vCfCsbR54nHk97bh91xAg4+GcjxombC+0F7tme0F3y1TljcW4HA/CzR5KbflxbgW2ffCHsbRC3kac5IzMZbHrneXkvs4w2/mreMgYojKFuMK3ca0/A4PoBW7SU6rMajfFcEJMn4pNnWz451S31neWh/9GdptbygzXlse3PZzcUDzAK6z49/+tDhXwff+zWIb38tn5zJmbdaef+syi+H+qpdijhkGeWl58SSEBRCn5rO8IWQLlNqRGRy5AzOh5LOdgGebqxANPP0bz5gu/9a6DN6YhPBxDn6ubdr5c93PFeR8KfA2va2rPONan+9YbQGI8slGq224YOy6Jc7j7AT50dHRsrrFq5kLjDyBYMduZ+MZ805ytH9NSPjYFL9wtauCHeh0hQLXnZhxgs+AeDa7z3NOIlOnAwjrkO8zeOX60dHRkixsMsvPeEsrgcjd3d0Clg3UzAecHklFJ5Xh/36/X8CZgweADkCe+7/77rvFMb9//35899134/37909kkOdZwdGVrz4j0QEs48VYmH/QbZnt/xlo57uDYXhFnQWzlU+P0cyGWdcsf7TdewoWGihVz2szan+rM7YF7ic2z0dxuS8ELgXEvsZ3bIhBSSd6zO/2he9evVI++bv1nvc+jHGwD/AHefcuhP3+87nIHCFh0MzZ1u67/89osm7aXiLT+CLkH5sC/7luPrHbwGOPHNn/IsvwDN838zWMhwMM65p3NljfmOTEBnQVmnmCXfZ40V+PC20ZqzhRYPvLykzGaYzDKrvqbUGuJ5o9hpZ398O2opihMmhZrp/3/2IGvm/tKJo9axpKy0w/6cfx8eGc5fqT9se2pvVuYTQ+b+Ef98Myb6y2hatmfKM0KWQf/NchsHgr377M9Otrnv+ly2vpsB18DlO48B3fxmIU4+/n/pwoNjZpm/7N+HbWx9oK25WZTSiuqn3Zeqb2rra6bdqn2q+OsT6D3ws6sI/GLMY8Tq7iR/b7/ZNjI20j+c31HB8fj6urq1UikUml3e7zLtKjo6Px4cOHJ++t2u/3q3hsjAOWJ4nHbkImLMwb+mUsalzC+PU9ZIyPFzcZ21C/j5AFh1V+Zot6uN/43mPPtSZPjSOMf2nPeItxcezZuAH6SkPlsu36OeSL/nh3vOXWmNBY3HJP/eQMvArdCX7L8adPn8Yf//Efj6urq8U+MAa8swRcyCQa9HrSA7lk50T5a313zslYq0eEnp+fP4lHqcu4xGPoMeI5xgoavHvF2M2y7slCP2uewz8Xx99eaGiZ5f13njihDT9nXfCCme6IMQZE1mqP0C/qYXKtttELlnySBbzxok4K17xQppNr9hOOX2nfC0dt740d6yds63wCgPGr/ZJ9H/LWnIbbqI9xPxpXbPm7rd/tmyoD7evWs18qrdM8fY5W99V8mT3jtr4W15uema9/6bMvfW6LB6+t56csX8vPF09C1OjUkPm+LWY5oHed1Puc0DjArCObBdM2cG1rFjjPBMNgwLOlvo7hnQll+1wHYidXcFtD4HvGeHoERg2E7zMf3L7bnil/+9D6nazFYRhM0HYdKPd6lbwNvZ0wxc7CIAAafKb4DGA5YQ1wcvLMq1kLDtymE+c4Dq/2Ne9Z+cyRHk6qenLBANKTCHbKBS7QhbF1Atzj4x0ZdkbtowE0oMNJNo5Ourm5WY5UwtGPMVZ6APBk6zXHnngc6BtJW/j0/v37cXFxMS4uLsbV1dXyWxPPXdlzenq6nPPPd58bbNkCYHkVNryaJegpTm4a6FUvCl4sc+a3J9esS9VLnnGSzHJpMG+dtQ0oCHNhjGsjPCnotswH/27eVW+64tz3WP4c4JycnKzOsS0wLK+Y6DIAJtg4OjpareJpcfCBLaAw6eD3NDj4gQ62oo8xxvfff7/sKHp8/Pxi5Pfv34/7+/tll5flCDoLRk0XdoIdVL63/PU4eMWaZck7lywL8BKg3EQNgNj1Y0MZA7YQw88e48Bz6ONud5icpH4HPJ7wRG4ckBAEFai7r5ZV66snWBzIu5+2nzNZ9mqt+vMZaO9vDhKqQ9DR9qyLHsOONXU7+PNY87nBKs/Bx9PT09VkEM/Z7vg6tJh2JwJmZYZ3ZoHDDPN4HLhuG2z8URtvW+n7uOZ3Ur2Vt/KS0piCa18brP5S5bV0zDDLlybyjO3AhCSfjbebdHWyBh/RSYvGVJ28KO1bsWjvqT13abudYCiWKXZzvbZRM/+ADS4NPsJyNj6OL/DfvMB1jMPKXffXMQE++ObmZrWwyscwMp6MCTuTwejX19dPzn4HQ1xdXa12ZI9xSLDjl8xbnrM8GVP72fKKPvnoJidRm9hF3pzQ78IIJ85ntPp4Hydeixe8Y5brzj+Ak4uDj47WC3ksV05YOynP840FzFPLmzEM2Id4eHZkLpjS/Mdnk9CnvxzZZeyJXNeOmtd8p5/8oWfIgXUSXNdYm/bZLcQ7G2rfvEiI4znpE/jBk1tOZltWi6eMN70wqPbCsmGcalzrsTLtyAoxt8eP+pjMKXa0nJinLOTiXtqzDhjbuy/89chieEz9jpeQFx/X6glD2wHiQE/4lGfkeczv/5+9f42xdd3u+sAxZ9VaVXNWrb3PsX1IbPc5tjnEjgwYEls2MXEHTEwMSMYgLt0IWh2QoINa3Yq6CbENSfpLp01QAh+Q0o1actpCQRZNN1aHKE6i4GBzid3YyJeD8Q3bYI6Pj89lrbpf5uwPtX/v/L3/Gu+sqrXX2mfv0/VIpZrzne/7XMYznjH+4/I8r21CrxfomEmv5h/4HDrkffancvxctgWfMa4Os3ZyzTaSdZ75r5M7rsNrMG327l73w/Ka0unPbXZS0tLPJB06vf//D+Uh2PJVtUdxuw/tw4Petmfwko1OgSgbfMngKbimBoKCs2Oiapx52AEznu3A3H3GWbVRbggtOyVQ9h0Q7ICv+5d9nOo/CyoVTCpRj2u9Xtc3fOu31v6nPrX57eaGW2OdVdX6HjQZ6jCdbhq76Zv6vVqtar1a1aoRaMX3BlCPb+uzRKdKe4/6lfzk37dUujmu5a0+V/WRT+jY9tvtaPx3jeG+xt/Qt/X61v91jeftrhpnen7g3dls09+36lyvVqO6BmX+Vr8HWsDjTT9nbz03Y/3TfqydQZ5sG8N6Xcvnz6uqavnpT9f/8t/797bfXw19oZvHVVWnb75Zf+PP/tnROHneoJXfrARTaaczMQFKp8QTuKWjzIFA6rIhkb+lPPI1g30H/kyrdEJ7LICxTlZPgSTT0sDS/ezoDDClTylHAT42Bgzqk74ZqKCuy8vL2tvbG8ApGVhsxXWw5PT0dADQtJVGPc+ZBhnUSdo6+MAz5iUSA+xU8IuRE9jZgeN15swenD7Jv8xP8gT9786ozcw+G7702TvprGc9/76fzzYGCITTfxsS5j3XwX0EXo1bqB8+TLAOb7EzlCwsA+4u+JHrvPtsxzn0zLH4c641r61sw33o9I7XK5/tPDAPeD2aX5mflOP0JQMRDsTye8oBfqOPafgRQDTuTBomXbnHdEl5MpV081gey33LS+PY19jeq743dUIGIDp557VNsJ+Av3WzgxBTf667w1HWf12/PI5Obt1VOjvDsiX7ZecY/5E/tv0Sd7oN12G9ZHzgeqs2QewM2nKcI1m6ztSt2sjBzuGI/sXRjEPfc0lfnz59Ws+ePavlcjkcfZm7LZ4+fTocw+p+5jFItrs7nGwaJs6d4sOq6fc6woskPRhP+ggZz2PyEc84qJN6F7q7z3bKGmd4PqBPOuuhv3F9p1fNm95V22Gyi4uL4f7umCva8Bn2tk3ATPzH2UvdzEvaPcYHvgd6O1nl4uLi1ntBMoHRR4rZQe11xph5Nxnjgm5pt1AH77Ow7ZGYnDYSszjb3nZF4lD4ITGgbcOkn+d/NtuchABfExAiqGJamPbGYP4Mbxj3W/YaY3vtU3faEYwlk6e41zg1k7loI+WiZQO2HLusWJ+Wg37GSYWmqQOkXiu5zglqsb78zOnp6Shgx/F38K7XbMqo5KW01cznicGt89KuyN/9W9o0pmu2kfTqdPXUWLp6so8p1z9bykOxyGeivEz/7h2ESPBoBptynLh0Sr/q9lmXZshsowNbdw16CoRu668FiyPnFh70PRVV99cB8K6fU8LEdOloaDpQz/6nPlXLT3xiK20ey2P5bCzz9boOPvnJV1fhbOxk82evR4MsDBiDWe5BlgA+qsbZcRSDIz9jWWqAyjNVdau/ltGdsWOQZYBvw5UxOMOpc0jbcLWz2dtmOyDkvvseg2UycuhLOqIpgNwEnrdAV90GbHZ4rFabLKYnT56MzqBdr9ej487YpZcZYIBk+rS3tzd6qV4CuPwM7Tgj2+9HqKoR6HZWofnQ/GTeSKe7jRZ2e6Te63gts7UcEKjqs4KYN+gE31jfe5zOxLcRk3yYBqf5nbHneprNZreOZ0qcMuVoN88nPjDNjJU8x8yDgbt5x32hz12Ga4eReJa6ks/dd/fXciYN1c6QS340v7u/XZ/Mn6Yp/23Ucb2TOTgUsg3qnsKwnaMpaZgOqsfyWO5bcg3fdd87XV5lu1M2ypRTINckxzDt7e2NjgMlUIwDiu/oGZ+Hbb3na/mXAUzLiK7P2/o/ZU+mkyXlkXEU+qOTP+6j8V9iKe530l7qER93g34mEHB2djZgGdp3QAI5jgPNmIbxOPt7b29vFDSgbzs7N0c2kbTg7HL0DI437jHuYsw46mijaow1nFEMvficeBjMY9zN73b80Q4YzhjNzk8nyFjH8dclJ8xmsxGGSmzunRfetd75GWg7262q0e4S42vzGeMwfqraOGbpn3crGQeaf8wf4BSCD7RjJ7npmGMBl+YRpcxtHsVyfn4+YGewOOPy0WPwpukB/bt6fe7/06dPRwEi6uC0B4/XvGE+oD3aMH8wfvuj0i4zHvZvXi9dYC1xIXNiXpuyL9N/RwKI6UAww4EI6JlBH2M+y2on93gtZLDHdib8cX19PaxVZELaavAUdWRgDD7wy+S9Lgh68f6R3DllzMoaZ8cY9KROv/8Efci6s51p29S8RD2Juc1f8GMeb2Xe8fXOrsjf+N08nHyZ93Q2QfYDGqdc7oIbaVfdhbleprgPr6Ku+5Sk2bul3Acj3VUedBzTFAgzk6UQdMS5W4xZV9bJwnMQoFPirqPr50MmLgV0gr7MDsnshFxwNna3gQKDyg6U8lwC3wTyo/Znszp9//vvZI5tv8+qxjsCVG5l/69udkB4nibbWsdOhLUy+dWmf89rt+qnjmYMFUKvq2+411Wq37PZbFTXkN3f9Gu93uwEuNV207dtfdo2NtPLfbtPafsvfh12KTT9S/AEMDFvj5TM0Oh4nc9ns9vtdH2d+I36l5/+dM3X61rNZnX6vvfd+r15cNMf3/NWO9TXAcQ0KFmzLmnwWDZaphl8pewwndIoSnrbqWt5lf1x3dkn7+yy4jOQ7mR3OrENAnx0ltvy2AGdfj6z8fjucdDXdHLzG4ZRzpt7b6PAAWcbRM7AhEYERHCSvvHGG3V+fl7Hx8cDuDVg8nZiHy9kA6EzPNgCDjj2WrOBjm5yFljqKb6bTgZ5VZt3YGRGHXXayW7dx04PjHkywPyyyDSo80V8jCGDDMyL1wqfyUrE4LUetHOc687qAsiTLYcxkoEI08dGnXnO2WOmhYt5dUo3ZsJGh5e6ftnAyGCL7/Uas57O8TFGrpl3vJZt1Ha/dfLT/OO2oaHpR5/TKM7A0Gq1unUEQCerOt3k+czybgL9j+W9V95pw/FVtjUlo/J6Oghs70zZjZYZVZt3QdhxzX87sFxvyp7U1Z0e746lsJPF2MX99f+OPsaDrsN/2+yhtO3ov49a3fasAw/GMVUbrG6HLboRO5s6fPY7GAUMkeevMy47+1M/J4Y07R1oYo7Qn9TJOyTsEwBD0Z6PgLJ+s9PVvgjjbycimL+MRVK/4cBDLxlb8ZxxJ/PphBk+e/w5r8ZLzKUz7q3HwO9897u2qNP4yTxH33KHo/F+Ol4TSxLAwXlrTJbrjbFRt/mK3/b29kYvRue9IrxbxPgk1xBzBm6+vr4ePrsN82MexQWmsD2QwQnGZ9niMbH2rq6u6uzsbHQUkPE2ffKa9XrqeMNBGO5z0MZr0OvQ4/IawfE+m80GGnuM9A8edH+5jzk3noeetp8caDNPc48DDrRleQVOZ/35uaoa6JyBhMTxtE0/sAPtd7QtYB2UuJy6oW9H53w+7XPzF3owMW83hz52Oot1AH0FK3c+VOPiLB637/eYGasD4JZXplcnj/x/mx6eWvPm+W2lwyX3La8C072d9t+JctcYc24onrv7lAe/mNqVJ8NYWOfvCbA6xs+BoSTseMqFy7Wsa1uwoytTINMRQwO8bQu+m4S7JiuN4sxMpnQAwkZ/tnX6/vfXf/Wf/+cD2HN/fD+/2XmxWq2GDIYuQ2C9Xtfp6ekARlerVb148aI+/elP16c+9an69Kc/PbzUlOcXi8XwrgCDELZEWmECgOiLX5yW0dGqzRmoGDPQk+2TnlN4yHWlUOQ//VosFqOsD2dkQ1+OZnnx4sUAoHy2oTMg+OwXsWUGagatoDM8YodjOia7jGzf14Eqvu/v79cHPvCBWiwWowwBgNrx8XEdHR0NmVP7+/v1OZ/zOfXs2bM6PT2tFy9e1NnZWZ2fn9fR0dEIBAImefH0/v5+PXv2rJ49ezbKIPB88N+Afz6fj0DGH/6Wb6mDT36yTt/3vvqr/8l/MjI2DEC8vdjX0yD5I9/6rXX41pFmBgieD1/rFKPp73lNZ7rb5flUpOZ15GK3Xdv3Z3+nZEk+Y2PEjkJ4lEJ7NjDTME/wZxBl2nZ0oV2AoN+/kgDKRoB5xDQdMvK49lY7zozJQIoLIL2qBif76elpzefzOjg4qIODg6qqQb5xTIHpapo5O4u1TN85ExsZ7PVvHUQmnD/nlmXLhsyOTOOAPxsXVeNtwOYd8yCyEZmX2ZPcYx0D79iA8y4a5tky30YMMh4ZleuBvjIWOxaQlcwDa2pnZ2fQGbRtkNtlZdGG16UNJ382X3msiR2MC9IAmFrLOW7zsteiDSyMUK+7bMPZx7RjHZ59dl15LfWaZYHpl/V1BozH4rXb4c6cx9SBiblS/jyWx/JY+pLrO51nFOse472nT5/WYrEYnC/WS+BOr9l0rIEP87fEAJ1sct9STrq/vm+KBh1u6J7LutMGtR1iXMM12nGmrx3gaTMbd1kOcgwhRzFhi4FHyAA+ODi49T41O8mYp8Q7OW47F9G7vPuN352ER5a5s+3BFE+fPr2l09CV8FA6l9OG7XwPxpYeMzYXY/e91mV2fDIHHlMGNxi3cZfxgulpXGFnb9LB2MRYj8/J+9RtTMq8OjEj+5LtcU8GYUyrDADwG/MABjg4OBjaPTg4GDLNneTjdwqwC9O2CnYnc2B+hOZk2ttGzF03SWvvmuneP+DjUc/Pz0dJSxSeYRfuXVgqr9lu7bBO4hnbvbblEkP5SEu378Cfgx4p8+DtKblJ3X5fBzRcr9cjHmSukeV+ST33ZmDO9mXa0A6sIWuwV4zp+TN/Yf/RjoMXXtc5l/h4sm8dLja/QjPLa/oBLTJY73ptU3iefQSZeSDv9Vyab/metkzHc8kfSYOOP/jdtM62umcSG2Tb7/UyZf+9rrbu83v246H0fvA7IbJRByc6IejFniAhmbdqrGRdb9V4V0UCtq6vZt67omIJCD0WO1N8XnWCFwtAft8GXj0G35sC3Asyg0E5/m6h3vX9a77mT9eLFx+uj3zkT9yimcflMVMAyIvFL9XXf/0fq+/+7v9TfeIT76sv+IJ/XN/2bf+P+pZv+d/U+fliUOBPnz4dbYe0syizLPlsRee5RDA7IwWHHXPGS2BNV4QUwROUEArHStpguWoTYffZ49SXW+M4S9EGgh1i1A84ASwbNBq4Jl0MdA20rcBscPh5vhsoWolZYVbV6Pz79Xpz7Euu0dlsNmSwrNfr4ezM+Xw+bLPf29urg4ODOjw8HIzOw8PDYdwAUJ9BDl1SmUH3dBIZhHlO3F/LIMAl/Oyg1ayq5cNUqinTDPxyXrjXTl4/k9c6xzxAxNf8jGlnUOS+pyz3+JKeOeZ0AlRtjM4OnHY8mPMBDzJXOMQdbCOImXrHawfg6LVPZt1sttkJwX+Amddlrg+MCWQNbazXN8HYo6Oj0Zmi3Os6TRtnjpluBttk+EEPb6G1HEx9m7oaR7ePSjDtGA/tWa5a7lIvoNcy1DTDoWFd4vUHT15fb849PTs7a4FkZ0xYjlIHPJ4ZR9TBn/nPfA4PQPfFYlFnZ2eTa8t/CeTNk1ynDdfTYap8PtdZgnfT1np6CtN43bkfU7jK85/ypsM3OWZfm+p7lgxKdbgg27eBv00Wuv+M2c40j/GxPJbH8rDSyccpG8T6hyxnHCv8oWusG1wHnzPoajzmHRDWD+7D1FjS9tkmt32tk1spG7POxEppE3Xj9e92gE/pEWMaByxOT0+HIASBCerrjlOpqsF5S8KEg/n0yYleDkCAlRgvzjfPiXeoYt/RVzsnu/nz+DPDHywALabeM2GMZ/zV4WYHR6zn0GXGeM4Spw730X4G5ofnSXCBHtivtJV8lnaQMUBihKoaZTFnMDCTJTq+9G4M41/aZFeAx512uxOdCG5xFCm7HdHZmVQDreApeBL8674xXvCwd/1yHzzgNQo9fJ99V6ydi4uLYU1BB69zz7n5NvE040oMy/XEgOYj49OUZ3zOxLJ8KThzZH41Xkxeo4/2eXgNeU46x7WDXu6fZbjlGTwKbQkWIkOwp1wXfOaggXkD3qcf3pFDv/ns4A60yf5At5RtDpz7M/PVvdScMXnddIk7nmPaNH+mvHVJXeXrieM73ej7LXszKNTpze65xPHpP0jM311/r5YpfPJOtPu66feg45hSYVkQ2cFr4cJ9VeMMdAs96q+6DdS87TGzZPM5ipnXZWpRua6O6AhOZ7RnFgSfvcBSuFq4uJ8s6inQbid9Ou3c76lxr9fr+o2/8S/WF3/x37o15r/1t/5y/YN/8GdqPt8b9S+N+RQcHV1dfvZnP7/+o//oT9T5+f4AwA4ODkZK1c52H71CewY8VlYG6F/+5R+rb/u2/67+6B/9PXV29rT+5X/5o/Uf/Af/w1tjqDo93a2PfnRZP/RDn1t//a9/Ub14cTjQqgOmgDno+03f9LH6hm/4xfrQh15UVdVP//T76q/8lS+vn/qpzxnu8XZMsp/Zenl+fj4AH4MGxm++NsgzYHdfnfUMv3X85bWHEWFFy28eAzTgmePj40F58wxOucvLy2GbNOf3Vm0U+5MnT0aRdjK63/e+99X73ve+Ojg4qOVyOcgBA9dUJvTJCpz+O2hi/kxnI31jLRuY2UA1P6gTI6PN/U0ZZxlisGe5Ygd91ybzaePD4NXy1sUOV7edMsdtpOzgt1yP5skuqNU5Fy3TTKeUeZmdlPLFgNNyCRBnOeHgJnxqMAuIrDCkbfRBX3/H8KMPHDcEnwNYcfDv7+/X0dHRLTnOXCe/eKs4a8ZZ58gCOwcMvm3MU7/1SOpO5A1GlgOoNqRNAxtjudWacedxUeZDy7DkcfpJX5LfrAfm8/kQLPB4Li4uBqPT9PVZvOZHO1W8A8LGJ99t/HgN2VFmWW7HjXV6gmrLYgcKu3WVetMyzrLda8z1paFr3JJyy2s8sVkXFPE8p64z3yd+SbxlQ7vL7qMf1GVaeq3nGBKHmQ7Q37Rw8N8OoMfyWN6N5WUNxW3Pdb/dp53O1vFvad+g/xaLxRAEtzPGDprM+nSw2u0iI7p+3GXQ5+8dlvNv6RhJjJXj5bf72FF2RqYsrhrb1Pnd7ZoOyDKCDTgdyY518gB65erqql68eFGr1aqWy+UtXIcuNG5crVZDEhgylZ3wzCfZ7d7ZaB2LPqdPVZtEDXaAMD7LbetysARHuDixwMES2redmckbYB/mHb2ffJFzb35llz59N9+CVXKHPtiL38zT0CHtQfMNY3H/MhCR44efrCPpS+pVAlFVNQSXGA/1UMCw8KKP5zk5OWntUXD22dnZkLQzm22S7xJ/rNfrQZ4wz95hyTrx/CfWyCBD578C7zqphz/6yy4I2vE8pF1L/xi/32uQx6Ias9lR7jk3P3gciek897RpX9d8fnPqAHY88+i5TUd6ygj8Ix6/bczcOeO5on8EqC1njbORVcxf4lpsA8sk8w/PsNZyTUNj+gjO97ylfxBZdX19Pdq5ZZ+p5wqed1JYJuflHNlOy0Cx+RpZkVjcSVTUY/mTfGd6JOZ3PfndgYMOB3Q6MPVetnXX8y9bcpzb7nuV7b6byhTemxrzy+DQB+2ESHDVMYaZN+9Nw5mSQiyFPossHSlpVN/FwF4IuXC8oHIx0b4zTNx37vFCdkAijfKuTe7tnvHvCTQo6TDIMptV/dIv/av1wz/8vxspvfPzN2pn5+lbSq9uCYgEyzkW30s/bp55UkdHhzWb3fQdoEkGBGC1c05Ca7fJ/KfytPKwQvsTf+K31MnJbu3vX9SHP/zp+n2/72frt//2f1rf+q3/Wv38z7/ZBjdo23PzFV/xifrbf/t/Vv/kn3xBXVzM63f9rh+t//A//Dv17/6731Af//hN4AZgDfAgkFE1PvcSRWInlceSOzD4LUGkMz7TeW+QYQc9awvF6uCCHc0G+sfHx7Ver+vw8HC0hm2o+DxK+nx0dDQc1TSbzWq5XA4ZO4CY5XI5bO9OR3fV+IgXz8eGnzfKtgtOcg+AgP478OXfvF792Txv+WTwnqCL4j4ZjFG81hl7Gpv8bj5xO/TVtDPIMn0MBj3GlCPmPTsCu364353j2XxI/dYDrs/fkz5Vm90qLjjiTXN4mjETYIDnk5ecQW+6AAQxGHF826lKsHE2uzlHFaPk4OBgMHYTcJrOrCF+s6FisEofMjuuM6BcNxlNuWWfgrHOdmFkRNZtGifYN5/xexp3OffpGEodmms6jUeeSYe8jTXGD2D3+jZ9ueb54fnlcjmS6da/Hp+zu7iPMTPuXFsJrnO+O/2act70NS073Q39/Lufzz65/ZR1XQAh13Ankz0Hbtt6B6M7j2Dx+NwOtPDxiIk7O17M+3L+Kd04Hstjea+XhxqM97nfMoLv/o3//ox9QFB/KujgZBFj2nS2WWb4f7Z/17pOJ0SOP+24u+iSn1P2V43lkmWlMWI6gNOW4RnqsyMXWQieMVbCfrL+tFx1kJeXpdJHnkVXOhPcuBOchMM6acw10yMTNLyTwLjG842z0rQB69tmovCsj/kh+NDp2sQPiR+py3bbbDYbOVHRcz7uiDkEL3AP7Xtu2IXiObLuNl2oB/3KWuLenZ2dW0cSTdmQ4Ds7nFmniRlTnyaf+rhRHNQZfMFxe3p6OuyAcX88lgwOwJPwLfaq6ydxMOfY2JDvjMe4mWvYGRcXF3V6ejrY2sa00NY7tR2UM84xhmastj08T8an5uf0Cbhe+DET+NI3Qb08Q9DIu0fStrGfw/2hzfl8Pnqhevq9sIvoD322jUC9XsvO8GcM9NXyibZt39qHQ93eDZ5tORHRcgBa0a4DEtwL7yC/Xbd1na/ZgQ+NsQmRqRmc9xq2PzWx/tT/LOn/TF1q3jRPpf6dKonHueaxmxf9nNvK+l5HeV31vtvanCpTtl/3+7Zy7yBEt8jciIWHsxvNpB0DU6ysragMjDJTcKp44XXgM5l0qk9uC4F6fn4+OpPO93qRp/GbRnvXJ8bL/Qk23d+kQc6Fy2buntTl5eeO7pnNZvXVX/2n6+jow/UTP/HvVFXV133d/6r+6T/9HXVw8M/rV/2q/7Gurp7VP/knf7h+8Rd/11DnG2/8o/rSL/1Pa7n8uTo6+qL66Z/+Xwx0ur6+ri/5kp+rP/pHv7P+7J/939Z8flhf9VU/Wv/mv/lf1V/9q99cv/N3/rf15pvP62d/9gvrv/wvv6FevDh8i1+u6/f+3r9dX/VVH6nValZ/5+98eb3xxnHt7Z3VX/gLv2WkhFL4Hx8f19nZ7qD0Pv3pvTo7268XLw7ql37pzfqf/qfPr7/4F/92/ck/+SP1p/7UvzaaL+qwoIfG3/7tv76ePn06ZOT85b/8NfWbftP/q77iK365vvd7v2h0fh/HL1nxOrMX8E/dgL4MThgcOuAAUEz+9LbUdBZxn6/PZpvz5n20i++hLt75QP8MkJ2pzbOXl5f1/PnzEVhkmz08fXZ2Npyd70CC+dWKNPkaB5XHdnV1VTXB91l3BiIMmrpgAjROo9AypjOGEyy6vlyjqcS97jtF6t+RuQnOuI95s3zNNgw+bATnziSPm7G47wbs5uOu3wafBnR2KHtMBmf8bv61bPR6SLpdX19veEXyvdMvZF2xxshMub6+rk9+8pNDUNUyCQD6xhtvjNb5fD6v09PTUUZ79i1pTL8sV7jGnFpXOPvHc2GdZMORZ/0CP4xvFwITPJeGTYLa3GrMfOV403ihLQNP+geY5z0bdhIwR/59kAtVI4MdmY+TgLa511loyC/4xnxL/TbACVT5ZeJ2hni8Nga8Dq2T/D8NCErW3ckaz5Pr99jzPq9n0ykz0fI598/96fqRzzEe66Nubaf8QFdaFtBmGomJwXjeMp7fUgc9lsfyMsU4YBt2f5l6X0d5SL1eT+lIy9LZbrkLwkGHDDakLZSOyO6eKfzk/qR9tc0mRD5to8O2djtM4udSH/q55CEn53VBaetcY/R8j9TJycnohdRu01nk5+fndXJyMsrORb8R2KiqQTc7e3tnZ3PO/u7u7nAUq5302W/m11npHnMXzLDOoNhxuru7O+x+NcYFRxjDuO925rsddFVe5xkH1py0tbe3N8r+tm1iWySxl/FEYmb6YuzHfXbkQWMHFRgz4zWtwcFe33ZeO8DlOaPudHxCa2P53d2bdzleXFyM7GbTBB6Fl7z+5/P5kCAH773xxhsjnEa73kGBfQdPQMfEI4mtjBf8DgWPlzbhU9Pf8tJj6JJtE9+4YA8k31HwIbhO87TbMFZnDh08YacO7eDcT953G1y3TDf+czADrO/5ST4yDxjfUacDaaaNMaBpSz+rNrt0rHO884d589wiM1NOQUdjYZ5zMhz/nQzmsThw6TUIv3tXRN6TcsKyzrjamJvnOj9FXvPY+G791OEI26amp0unS20TJI7Kz4kXOtzxsiXHZ5rk9fvW83b68JkqU7Tt+GZbedBOiKrbICobMxBiIXgRdMxmpmGhZPST7znonIzuewf6DLRcpgSVgyIXFxeDU3UbndyfFDhZ/11AbEqIZnvbSnfLpr2x8viiL/p/1s/8zP+6fuEX/kh93uf9rfqyL/sL9clP/vo6Pf1Q7e6e1a//9d9an/jEV9Y//If/x9rf/+f15V/+fx36YQfWjTNm8Zayuaiv+7q/X3/tr31TXV5e1x/8g/+f+qZv+h/rr/yV31k7Ozv1237bD9ZXfuVP1Hd+52+tj370/fVv/Bv/sL7iK362/tE/+vwR6EZxAaCryNLZML8zKtbrdZ2fz+u//q8/VH/8j3+kDg9P6tOf3quv+IpP1J/7cz9Qf/gP/+b6pV9aDPSwIwLwAgA4OFjV7u66jo/3hm2Jzk72kV2AG35zdroVhBVGOnFSiTrb05Hy7DvfZ7PZYHBAF2eX0EcrJINYMge8rgDQbpvn2XrqI2qsRNI4sRB325ll0CmUDGyavU1H/rwjArrSTjop03hzvc6kSnDguUvQSvF18ym/mTfcrp91JpKBKWNzAMA0cF1Zr3mgo6HnuXNO5i6iTklmfZ5/G07QubufueS9Cw5W0A+DQPd7aG8zuQPwJeCWW+xzJw1O24uLizo7OxuAOHMBUMch7fk0CPRnGyT0H6NoZ2dnlLljHqSwrmkHpwBzZXnkYA6GX9Um03Fr8KY2Bqrlm40X84aNuSmwmQYX40xaUR9b7L2l2scV0DfkZgYdU8ZS/NI56xtoRMAJ+WBZC0aZzWaDfLODgeJ16pL6PftoA4H28nnTPteN6Ws6cM3Oi6RN6sSU6ykfoBvPWX/Bj926Th7o2rfOMF8Zo1nfTBkgHjt/7mvSMOn9WB7LXcUJJVNY4O2UV13fy9Q7dW9n83TGqpNUMks8HS4ZaEhMOIUTrVsT51geVo3fi8X4Olsu5Up+px3TqbMBO7zl8Vn2dEkmDkB0SQHU48C6E5vI2u4clZ0+qqohGe/g4GCYF+qib9hC0BaHGWO6uLiow8PDUSY5bVl3ZF/shAdXWedRP+PBiWre2d3dHb3zzeMz9k+dbJyGvjBOZOw+7546d3Y2xxWl3uyO0OHdFw5GuJgO1qf2v9A2mK9qfNyM66Rt+oaTPx3fYBxjTc+D8abpBh9AIx/BxHVsUhI49vb2Bv46Pz+v09PTkZOevkAr8w87EcCRV1dXg4zpfFIkjJh/oKHt/MQwXlOXl5ejHRBegz51AB7LoCljsK2QeDxtNOMXY1Y7le0/S3sVXrad4uuee/rGOl6tVrfWL9iQtrzLe29vb8jW9730mz7Dr/Tddg+09fzzG323jerELY7H5rhsB5zgPfPkbDYbTvDwuwB5xuPkGjvEvJ4yWc46xn6D1HXWF97Zldjb47y8vBwlbDGmPG4412RnD02V1HvpX7AMp6TMSTyUsjb75DY6f0DW02H+11Wy3w/FT+9kX19V6TCWy3q9Ht7dc1d5qZ0QU0ZiCktHuc3sWSw0ElTx3ZOV7VtQToHDqYnOcXSffS9BCDv3/JujdVxPkJyLzOAhwVf2pXNQTDEChbr/hX/hB+obv/H3D9c/9rF/tX7oh76VmkfPfPzjX13/7J/97trd3a1f+IU/VB/84F+r97//h+v09EP1gQ/8tzWbreojH/k/1OXlTh0ff3H9zM98vH7dr/tLt+bmBiDgWFrVd3/376xf/uU3arVa1fd//2+sb/iGvzf0/V//13+o/pv/5l+pH/zBD1ZV1X/xX3xV/bpf9/NVdduRjFI5PT2tqk32qhXabLY7Ev4///PLt+hwWp/+9F5dXOzWL/zCsi4vx04ZGyvMKfz4h/7Qj9UnPrFfP/RDn1ur1UUrvK+uNi/eAtDYKZXC1Dzj9WP+NyiAXwByfPd6c90emzOYOocWxkNmhdOejR/3k/MvnT3E2G0IVY2dmABF2jRQtdFgMOI+2+k4hNPeApXMhWVI0hDnrl8SnDzMWBIYmB+hCXOSz7qYB5B9NjA7edkpOPOLjyrqQIZl7JShbdmTsiTHbRCeAdQpMGG5hSPfvJl993pOJyl9JUBIe9YjBrhuf+T0fuv//v7+wI821K6vr4fMevj09PS0VqublyOenJwM/IbB6zXAcwBg+AhACfj1vDjIMQqyrdcjPsy5pa3OKPH4q2owHmg/Qaod926D35AHnh/6aDlnh4LrTd6wQZ/H1Nl4o112pzlRwes6DXj33bKFfjtj6/p6fBTQxcXFYEABrJwtBQ0sy+zoMV2m1rXH63ntjHnX2c2PadCBRcaMrKuaPnIo1zttOUM5cYj7l2vZfNKux8BU/E85YdnJfHTOo279m2Y5h6aXdd9DDIvH8liqqr7xG7+xvv/7v79evHhxJ0Z/t5dt/O+11a0n/ndjJ8CLk4X7jKPSaZbBCcs+9zXtruxDJ4O78Xa2lsedNLhP6exn15WO+aQl15FNGYSwsxL6pTMMnUSwwI4jggbGhfQJ3Qje5XdsYzt5U96T4c4RPD6OhmI7Ou1p98VYqrNlUnd6jnAsp+MSvW47CRqZn9L+qRq/CwHaO7iT9pSdzBTadna1nZlgGjCY5zr1FLjcL6/1f+MF+yBMv+yD11H6begLYzIGynWReDU/szvKfHFwcFAXFxfDMcF+f6OTyWiXRCD40hjQQRD4iHePOHgMHanP43LAwu9/5DeSkzwv5oUMEDl5E7p6TlLGpV1grGbe7PxnBAWgO0ES5trPMH7bv/AQMsPrhflgbVbVsDvYNg42q48ts30AnRknwQ/PWdo0OWer1eZ9N8wTPOF1bBlqPwW2GMU04h7sEcbkfvs+vnO/6WmZWTV+abbXjvWiZT3PYHukPyx5xjzl31Mnpl8g60hb8y6c7PY8t5ZDdz2fet3y0314J7AW/b7v+F9lu5/pMuXfWa1Wtbe3V7/lt/yWe9Vz7yBEOt07g5PrCaC2BSGsCO2szUBEMn4HJu8C+h1Q7JhmiqE8FvqZx4hk1iWCxoIr6dXRrAPUCF6Ds67P2e+bumf18Y//+vqRH/l3huvX1/utIquqOj7+1XJIzuv8/HPq6dNP1Ww2q4ODX6ijow/XavW0VqsboPqJT3zZaDzUs7u7W2dnNwrr4uJJfepTn1tVN8r8+fODOjw8qZ2dndrfP6833jipn/3ZDwzPrdfr+rmf+9yq2mzbs6B1FNpKiTFbgd5cmw3jmc1m9Y//8fvqj//x//lbSmYM4lGIKLbz8/P6A3/gZ+s3/+ZfqG/7tq+t4+Pr2t29rP39/YEnUKoAGStPO8vsUE1FagDhdeOMCP4y25TnO/DiaHu2ZboauKdw53oCUd/LDonZbPMyX/78kqXMDMHhSh9zHRg4U+AD+KUamcCczGabLAoX1hWOZo9xuGeSn8ZZCwaBCGN4KQ0pj4V6M/CT9/o3Az4HDqwIOgCbCsP0Nf3zngSyBoPZjnkljRj6btBhA8bPUmzsuM83cmN/NF4MZ89XnpebPEC9ZF9VjV/2Z8DqgBsvyfO6hHY7OzcvYTRt/a4Fg9fcBo4u5HuuQ0C/r5s2rDcbeozJGfw5v4xvNtucjdyBUsYB8HYd9M3GTzqAEnAmmE4nBmOyXl2v18O7eNDHdlQ7AEHxbgqcIRhc/JaJE8joq6ur4fi6lMPpALGsz7kyDsg1lfKtW8tei76vMwa2AdWkbdaT+MTfnb2Vc+n5zP5tC8C4JNbkmnUDtKQunAOu3/dNYSWehed9zF+HMR/LY7lvOTo6GjlU71qT79ZyH8cAstM6PO/x/6qN/vYuiHTk+nsGHHzNsiCxhvWdHdjZv+xjYpAcS9Jn6vqU7Zft5vd00mQf4CnfZ/mNzGS8zmwHD+OcS6e32ydRAT1hGxgnHe3YZjc+RXYvFos6PDysvb29urq6qqOjoyHA3yWSJX5IDNhhC+xCbEj0r+8F781mm53i2JhPnjwZXtINVjBPmn/STktesLPbfIQjNPUi13BIswaSh5gH+uMs/XQaY2uZNlmXMSD9zKQr2sqz7KtqdLwVffM7Ebg/dzBDMz8Hna+uroZkMvoE3j85ORkwH4GvpGvyKjYe9i5ryI5i22wUrzEHOaj3+Ph42E1k/rAt5bXpYKB/M/62zPJacMm10LVjvWM56SABRwB5rblt/Fw8zxqxncJ6Y65J5GGNmYcSo/oeJxmaVulnoN/IHNcPH7OGT05O6ujoaEQvxmt7yXjfR0TZ1vafg6e2+eEXJ1NRfNxS+lxYq8hC61TvQHKgyDzqNeSAsuVoh6n5nIEQj7XD+R3PuU7owWd+Z51lfWmvuf7UCx1PpS5NW+Z1lpdt4+3iwSns8TrLlP3GHLOGX7x4ca/6HrwTIifZi9gMaUerCZWOB67ZWWlBb+FA2QYI3S/3eYpJ7gMovYAQgjifcqF5PFbcU/V14HeKoSwQPKYpAZHPXl/v1enpF7bjzzZXq0028M34ZjWb3Q5udPSzAOTazRzmy7yq5vNx23YEW8jz0lcUC30GpNxkxW4ACwDAffrgB4+qqupjH1tqXOOXklEysv/7f//P1R/4Az9T3/ZtX10/+ZOLqrq6dWwLWdN2jruOznlk/nCf2S4MgHbWB8CYMXjd4Fzz+Dr+8s4MO2k3czUORqTzx05ozwWOutlsNsq0Zb0sl8uaz28yXQz+naGVACcNEJQYz2QmVa3XI2e0+ZDxQEPzwGQRGEuAaIFscN85HHzNcgI+cf9SyfI5s0Usazu5aOMnDbGcz6m+M2YDB8/JFA3TWEtwkmuhauOwdz8tK50B6W27p6enAz/luvTYunlOZwaGjUEfQQTL+8zG3NnZGbI6qzZn5rIe4JE0dDLTxnzN7868T/1G31hXu7u7dXl5OQBaZ+Znf3GwY7zlvHTGtWlpQ8VGJeP3zgMH2niG+wGn5m/zhdcEdLGMRJ7QL2cROREAA4Dfbex4fD5vmLWzu3tzjvXJyclovROMoZ/OuMJoNs2NI+CLDkibh70WbBSYfn7G8iCDHQbxXiNpZPG767FDxmUKwyTfpPGR/ejkSifbsn5omv2dwlh2oHj88GiOy/jzsTyW+5Tv//7vH61v1qn17EPLqzCouzrebr2dnePf3A7rkaOYMis0dzxk3SkrE6tM/aVj1Ws6+53ypaNR4t/ur8OBpkPVBie5n3buItNSB3R4zPoSncp3Z+iCM3wNuesEDHCIcTO7vDmmhOfsFEyctFwu6+nTp3VwcDDsOjb+oI8Z4LYMtz1nLNTpE2M35tp0M5+h341/7ChMZ50dxcYSToRwsCfnmjE4YJNYOHnT9EqcRUlnOn0zbYyL0t4zL1n3cs0O66oaBew955nw5nkDq1IvQbCdnZ2BL9br9RCcWixujnK+vLys4+Pj4V4w7vX1zdFLtgP957FzVA11QBsHkew8Pjs7GyUeOcBh3OEABbRNLG2bpbPBfJ/lA3XZdkt8lvIs5YNlg/F4BqQcBDSfEyQw1nXdDhzYee5AB33iGnUbe/u9Itj3ponxGvaAj3vyOkW2UZeDYimbrWPcn1yLnT5h3PCyj2JD19setXx18hnrG572+3KgF8E2aJx43faoecRjSQxu/ki+cXF9DoCkHQK90kbt9CklfcSu17T2fV09Hsc7XUy/Tt9zz0NKZyO9inpfVelkmHHuD/7gD96rnnsHIXyeo4mSDGuF4wVtprKByQKzo8SBiFQQVnQeuEsqdH/2xOYkZx1m+BQ4CAXOjLMw4xmiwZ6sbQvZfUqjO8fZgWODVZdN+xsglIK1KgMZfRZQVdXJyYfqX/wXv6fm880Wxzff/MjQB28xtJKuWo/mzZHi4+Pdev58UR/84C/Vj//4572VlTivD37w4/XP/tkHBscQgph6CEIcHh7WarVxzieN9vZW9Y3f+Av1oz/6OfX8+V6t15vMSb8Eyf3n2jd/80/W7/t9P1V/5s98VX3kIwe1Wl0OL83yS1QBOs4sSvo5IEEx0EURoVRSyZof/Jn27ZBMHrEg9xr0tlQDY/OPAR6KsWoM5MkkPTs7GzmFuZd2nP3tNY0xmsEHt+t5AkhZHrz14EDXpLWBWirfbNPFa9tGYhoXufbS+e+5yPsJOEGD5B87kVMmeF75nrIvDXrGncA3ZRGyrDNemAeD1qQbvGQHjJ2DKRvtqE8+5prBCgHKdITTNxtxA1ht5tZyJR0WGBisDbKBmKv5fD4cM0C/kFdkSbGW7Viw8Wu5kfot+dNrjvs4Dujp06fDDi3qdr0+cxdAj9yxIdUBcvOtec3X8hmMPs8Z9IUuxgP7+/u3HCN8t4Fpmu3t7Y22KUNbaNUFIkzbDEjAdw7+XF1d1WKxqMViMbw/BAMrAbKxizMhp0CqM/PS8OF/Gg42vPicTgrGbxmYcsVyg7q6TCr3E/539qPXv2liGWMezuMacv2bn82T7jvtOjEh5WLqjil8xFqwgWw+eCyP5SHFDsBON1Z9ZjLZHlqmDHuv7c4gzevGXATscbbg3OwC+8aYrjMdjv69qm7hnc450+GPhzgSOueJP+c9KYctn6ynLOOtL9OZbv7y9ar+mGO36/kw9vCOCY4XcfZ3VQ0vs/ZYsYVs2xG4Xy6XdXBwMDpiK3W7dzAkXkj6W0/bpjLmM5axIxTdgZ5k9zbvv7Puw3lpP4ZtNe/6tO/C/AaNwTnoE2fDe37MJ/Tb+ojr9G+93rzc1/xn3EKfCSgltvfOV66Z/0g+SD5NXJa86rnFZwJN/V6O1OFc8xycnZ3VxcXFSK4SLHv69OktZyY4hnkyFqYe08D093f7ouADY1zqYK3YjrYctMOf4Ar9c91eox6LA2OdTLYsyJKBAd9rHJifeYZrXlOWxZbP8Ac7nFhb0N7YzVn7ltuMO21M+yFsS2U7ne3nuc15Zh6MBRP3+cgq1j3rz74G6AHNTEt2ZrgPxu+skdlsNuyk973Mpe0B6uic+dYjKWus5ywPzD8pe1N25HpL/4p5s9ONiRu64rF19kJV79d5VXhrGx5I+3zb/dvquU8fqm6Pu9ORr7t0WDD5ZLVajY5H21buHYT4Db/hN9SP//iPjwxHl2SCFMTuXBLUi8IK3eApGb4Df1NEednJ757B8UH/yD63Y8QOAYSPF6jBiQWJhVgH3j0e0yGN/67fsxl/nSF+EyAYO3PH58D5/0c/+vX1JV/yf68v+7I/Xz/zM3+w9vc/Wh/+8P97oM98Ph+CAx63+2flxn3f+72/ob7xG3+oPvaxZ/XP//mb9Vt/64/VwcGNI/vk5KQuLi4mt6beKJ8nQx/ffPO8nj5d1e7uaf1L/9Lz+j2/56fqzTcv6tu//auHdr/0Sz9Vf+pP/Wh927d9Tf3yLz8dnIQGrL/39/5k/aE/9BP15//8v1K//MsH9f7337yg6PT0qs7ObpQizjzPo5W0Bb5/M12clWFaocDYQtoZIFa4uY74LY0bC3R42AAcsErxsWMAahyaKGu2uxIwymNbGOdsNqtPfvKTQ2YKyjZBsDOrzONpTLIOK4QjbdpZ6zY6Ydqtnw68+zfX6/XrfnjNZmZQGs/eHWE+zyBMtpE8w3e324256zP3uV9uK52fSZOUGZYtBgr0l2sJvE2/pD91kAlvQ4bnuoDNWw8PdSwWi2E8BoHIMOYos2kMUG04YVScnZ0NR7NVjc8s9fqtuplbtqjTZ5+9PLW7qWpz5Jh1jWmFPGZtEzinLr9fweOwE91yg3bgX2egJzCk/95Z4qC9HUXIOcA6z+Z7Wtbr9RDgxIghmIFDwfNtR4VlrIPPjNGGiO+HF9lhUlWj86+ZExu8Pp/VgVjPXxqzDgB0sirX3H1wTRobllPMk7GL+5UywfPv9eXARwaKqKery9/NN3b+29lD/6ADxmlmC2Y7SYMucEIxn/P3a37Nr7mTzo/lsUyVd9JIfJmSxm3V3bsjrF8Sj7tef+Y7wWayPanHmbTIGOuHLhDR0db38j2xfeorxtQ5Fdx/Yxrq6Wy2rhiXWYblOG0zGLelHHV7xvTGPejx7i93AJChm9iaetDhVTXodCc4GLfghCQpggQNivvhehlL4gOemRpzyng7FzPokjaUsSRjsv6yfjGfmkccsIAOngfjRWNuJ19aN1XVyOnrOUl+TLu4w8vWnaZB4jrTCrzGWDpbkjrdvut3cCZ5L9eC/2jTjmJ24XS2lmWLgyDGq3ZeV21ejkxdfqcDdixzD46FlrbT2Imb/eoSQswz9MEJdS72C5hHPN5OVnkOzRPYJ8aq9NkJfXbaUxiTsR+0SJmNb2B/f3/0PjxkbiaLMSeuK21Z1h39MA8ht6gT7I1NZUxpuZ8BR8sh84zp28kN+/uo6/p6c1w79lW+ENtJyg7ymXesH91P+w+Y88Sztqkpnd5z6WyObcV9yWsu5j1o2fkZ/Gx+vg+O+kxirbvaTv/F26nr3VDSr5J64T7l3kGIn/qpn7p1NlvnEKoavxjXv3efATn5jBd71sXvqXxcEjDmsx2Td3Xkc+4v/bcgcNsJmg0mOkFghZF9sLDjWS/mBBZ92Tgdsi0r6Kqb9ydkBuWGdgf1oz/6f64v/dL/tH7Tb/qTdXT0ofqxH/sj9TVf8+cGp1W+JOjmuTEdKYDc//6//8p6443j+rf/7f+hVqt5ff/3/9r6yEc+WBcX18O233TW43S8OZ994zz5S3/pv6vVqursbLc++tFl/fAPf6D+xt/4cD1/vqz1mgyY6/rgB49rNruq9frJaKshNPodv+Of1JMnq/qWb/n/jujwnd/5q+s7vuOLBwCyu7s7AKR0AJvfkvadY4TPBsTcS99ox0omAxj+DSUHeKI/ZJvifAXQGtBVbYASxsX+/v4wF1dXV3V5eVkvXrwYOd2sxHEQsq2WDJY33nijDg8PR85J+malbgAH/ah7cHBrvZJ11PEv46eeDFAYnFXV8E4Ig3bm0vMCeOoUZ37nmpWys49ybXbGUxodqaTdv1T2VhY2glNOpZxMoLCRF+MsCPO215T76pLyyPLVdOvGmv3mmW6HWjr/Z8EreSwYO3vIhiK45iPXWAN+rwjvjFiv17d2WrEWWXO0a+PF/abPAFvPPXO3XC6Hoy0w+JzhZsPDhhB95mzu8/PzUT8sg8wvyTPOQHJW0VRwtKpGfUHeYYzluzY83xgc1AttmSOcH2mo0J6z2UxD4w2PEb7xmt3Z2exWyvVkzJIBmjQeEgd4HcFbpoHXhPWAj76bWqtez86w9Fr1WsznvL7SYditVa9nB8fMC9mG+2X6dVjSRpmPF/ScpNxInezvjIFxmm9+7ud+rh7LY3lI6ewW86K/v9eK8YRtnKr7ZectFoshGI7c53M6YyiW1em4TzyQ90z1q8M5HmNeT3kxFQRJGeXrib06hx96wDrCstP3pd2X+gNZ5mzry8vLIUFitVoNGbp++atxI8UOZByL6AQ7wv0yZCcaWc86CMJ3sFLVJukm58040von6eCxe/7SEWa9D33Qb07WcNtp8+dcp55dr9e3XqxrrJo4iTZMp3RyeudQ6tvkFdsViSnm8/lot6GdsN0OCDt1zSPQz1iH+72TwEkWxqdes6bZ+fn56JhjbEywqXnKc0F/fDKA/QjGt9iB5jXjq4533JaTclyP5yod/u5v7gplPbFLzBn0xqSdTEi8j81vHoK//X4P8zb9pX4fw5nzBJ/41AbsJ+7DxuoCcZY3pq/7CB1z3dJ3H53loKt9Iq6Xujiu1vI8aemETM+h+zCbbd694jbow8nJybCTx/3wDu6On87Ozkb3YDMmHWxHmT+gm7E04+ow9dS1DoN3+oE+mJ9Sp07Z9JbD2QfuSRlpjI8+8Dim9PNDyrbn08Z63eWdaOM+7W+jyUOx7b2DEGdnZ6PFOwWm0/iu2ihiZ1hUjR1NMKGFSAfiud/M1THfy5S7CMu4HbE2yEGIZqDAIL0DwC421P1MGtT0yf2aGsNsNqsf+qH//Vs0GoOc2WxWf//vf/tbv93U933f951vKZaNYPiBH/i/vdWfm2efP//y+oEf+MuDcjs6Oqp/9I++o05PT+vJk3X9/M//6vr2b/+/vKVcr+qHf/g31o/8yFeOlMxHPvJl9e//+3+6rq/P3hrzrL7ru76uvuu7vm5o61u+5Tvr7/29D45ojyLb2dmpH/mRz63f83u++S1Fsaof//FfVd/8zb97xIOM86btDej90R/9vPq3/q3f/tZYb28dX6/X9cf+2G8bnI8o48Vi8VZG7CZrIJ37nkODKuYjQacVO2PrHCX8GXx7Llk/+UIoA2kriQTuvifBAWDVux+4Bkhcr9e1t7dX8/m8Dg8Ph++Uo6OjEZizceV5ZXu+gxCmq2kJQHIxaLDyYiwJwnOtzefz4ciedY0BDPVb8RvQMj/dukxDx3xgZyj1WLbYiHQ/zGOdweZ7/Lv5sjNOuI+xmg/9G88mgEunugG0C3RMWeZxuL2cZ/iFIJpBSY596Pum0oHuZF3Dv8wPRgQBTzKiDHQYg4MK0MxAH+c18wrPO7hF26zR5BkbwNa3Npp2dnZG5+26zqOjoyF4ijPB/bHj3DyetLUOtKHjNcEY7KwyHvA9qf/NC5avyWPmD++EIThsWcd9zrp0wJHiIHryLzu4Dg4ORuPLtQyv4FzpsJL5NHX7VDEPpIxwPZ2jxM9bNnSGrOnremxkmj4eT9bt+zxmxpq0oe9pzMBXzhZDP7uuKTzIs9kf7rXsdVskGDyWx/LQ0umsz4bi9Zi4w/JipHdnm6OY8ijbDGx39VN3Xrdu4rksaS9ZXvG7MYzHNGVXJT4xzsj6TYvUr2nz+Zn8nDK264frW6/Hx5SsVqthZ/lqtarz8/PBiefAvB3IYH3wC/dXbWwVnKbsBMRZXHXjP/CROcb9aU8nRvf1u/RGzrPp1/Eh95D0YBpV1Qg/2GYxzTMjvtvRYOxCH6AreMSJW2Tc40/A9rSuz8BPxzfGqPCndTO/eUx5LBr9sG8ibQXbE6ZR+mlol6OLqLuzk4xrzSvm5VxLjBebgECbMZxfDpxYADvg9PR04H+cx9367WwiYx7XnXjeWMc7XpgT+nhxcTEkQhkT2b+R87m/vz8EL3ycmIO77hd2lNcRuNXygM/e5bO7uzu057WFPOFeH0lLAJMxELDwGjONpvAcso3kKfrNf+QZfgAfiZbY18+Zt01fv6y+K92amM1mIx4yr5j2FAIvOzs7w9g8/vQVeI2b56BhHiWafJt2SI6l05spU9Pu2Fam2qE+bL2UCd3nKR1sOmfpdPlUuetej/sh9eazD+nHZwt+pNw7CGHQAHMbKKSjlWJnhH+3ILUw9VnKqbTdj6x/qs+p1MwwWVeC2q4ejFQHVEyX7nvWC70MuKg7wZcFBHUx7hQg2+iQDsF0yHps3SKeAvtVG0cLggOj3cLdCqZz1lxeXtbnfu5R/dpf+4v10z/9hTWbXdTXfu0/qA984Ki+7/s+NHIOOKOEOvwiUWdreEyeeweLnO3hLaMobisr6GQewgFi5dw5pjxezydAElpZUTPXHg/XrLg8N/TD96aiQrlV1XCeonk158tgzcodcGH5QKR+Z2dnCESw++Hp06d1cnJSi8ViOJt+tVoNx5zkMVDmR4qNLwPlLOZTrwF4djbbvHTLa2yQSU2bBnoYBTkP7lO3Xty/rpgXDCamgkauO9cpvMMYPFYDc6+PdNqaLlk6EJOfzfcpt6aeQy65/56jpNXe3t4og56+mZ+stwrar2+/ByWPDZjNZsM1jHZkjPuFccR6Sccz65zdFTY0TR/WnR2rqSeYWwDrer0eHAPIn+Tt1GO80K9rK9cO/XQf1+vxy+PTwEk9iBGSIJj+Etxxfbl2jAuc3eX1wDzQngOn0Mfb8Z0hZplHXWnkYwweHBzU9fXNixFZHw4+mBdT/zAW5IQ/07/U+4wx59Fr3d95LrGH+9ABfOO1bNf3YSh5DVjPuF/wT4eVuN/f4XHmkedTdkFrZ+V6rImlKIlDkwbZh8fyWN7rZcp4fYhRm7ZXZ391uMayhQAEQeLZbPOOGTs/0/nlOqaCHx3W7wIZjKWzL6fGkrZYtut7Uq52dlw6TnM8lulV412clsmdrON5O/n5nfe1nZ+f1+np6ZBhjX60zLZ8Bk/4Bb20wfvcrCfZ/YwMt5MT3W2sSV993rrHkXYz/cqEriwd3jSNjCfsKOYe72T1vBL8Bq86CeMmsW331pjNB2AE28g4N8G9icfMC6vV6ta7sDrepL7E91nAPbaHO1vB/OF56NYAuNeJN1U1BKz83sAu8cO0MnbwuwCqanjHBA5x6JD0dV1dn7kXnvX/pJV5F94xP9IGdTrIl3jc69f2C3TDVl+vNwEqByJsI9AfeJT+O6kvZaRtSuNuZ/7b+U0dGUg1xqPP7IpKR7qT0uiP+cvyjz/rBr5n3awd1hc2FwEZj40+uy7q85y4H+aXKf+mdWMGWf3fa4Kj61gHV1dXw5Gv9IvfLi8vR3PDmuIaz0LrKT9p6r6UIdvu31aP12/3nDG5/RIUxtXh/W4cWbp2H4Jzcizd9buu3aefr6q8U21PYbu30969gxA4aM3UdkolU7nDGVBIQW8A1IGmrqRxOcUs7of76d/y2W5B5TOdU5Ax2AnZORmyDQtXC7FclPnc1OR3/Z0ai5WvAVles0MbAZF9tEBPJW0gYCBosLdez+prvubH63f/7r9dVev6p//0ffUf/8dfX7/4i2/Wej3OxrFyQBlkRrxfdIUAN++hPAEyZA47MIZiT8ebwQxHGpEJ4wCAj3qxUoVWKEjAgvsLjXPOPVavRUf9uzVHITpunjWAok2yGGxUJFjAKEHBMx6UPGCEjBRvK0zA5rWT8sTznGDeDnPzosdhEOPf6UsCqNy1Be/zl1uWXRf9sgGSyjaBcBoZ3fqwY899Yoyz2Wx0fr7H6/M2XZ/XqgGY1zv0cd88XvOmPyeASMOlM5gSqPp/BnugIfdzBinO9XRip+FhGlZtst6Y1wSVGSzEsM5sEwNst21+YCzUydwhb3Z3dwfntrNeHOTAcLMjI+/zLgzLnKoasocI/kHTLiie8h5e8rtqPI/QwPOcO0JS3zmY6d98b6fbzLt2IpDFtr+/X8vlsp48eVKLxWIw6pjTjh8x2jJDyTo8DSXAv9d45+Sewis2bOzMmcJBrsdtmKZJKwwvByahV+p6nkl5Y9ngI5l2dnaGAB1y2nPTYYXOODEdGBvOKfpkXuSYhg4Pef1Rv/VqGtSdnHgZ4+WxPJZtJeXle6Hdzna6r3OA9bazs1PL5XIIQNjpaXxlOWhcap3ufmzrT+JMSueItVwe2ya9rYms6Bya7l/iv8Talr922BMkT/nuBIiqsVM/7zeOwjnFsagvXrwYPeM2wQIcWVJVQwDCepzjDyngjoODgwEfOYM47Q/L6KSDnafQ2t8Ts3Z097wlXuY+7FbG6WOCfEyv6Yk+YkeJMaHnarVaDfQBK3mOEz+6P9DTvMzc++gqY44OoySPMA7uAcsZV9rmcIAlsb2v0QfTnPqgKWNw/cgB+Mp2vPmSHcm2H+mHMTfz5ZesU4f7nmOA3qwR4yMX8yv8kscw0Qevl7zX4/c6NF73O0Oga8qolEsOWriwph1k8rx5PXX3dLZE4uKqGiU1JZ6az28SeEwD6MLvjNt+EbcBTeBb6Oj3QNhmNG3so7JsTt1iGlMXz2I3Jc6HNpbvDrQZ07p+f0+/KgE2ryHu9xzw2bLVa9P8uk1Xp57s5t28lX6UxNymf/bDfen6lPfdhcWn7nk3Yvh3Gvu9ypK2nK891G66dxCiMyKzIRvMuYDTKYpQ9QJ28GHbILLujvGyDw+Z8LuIaEA3RY8URKYf96QgTGCVfbEisACwYZ3KgDqmjOwEcX6mE0YUO6rsaLGypd+uw1krVRuluFqt6sWL99V/9p/9vjo6OhqE7Y1Avh0dT1DhrYDe4poOFhSwHaqr1WoErpOvAGHz+U02kLM67DSHn519nQLa/Tbw8Pz7v0En9COLxMoIGnhe5vP5KBMEfvXOjaoaOf/MS9QPCDcomc/no5fA2tCrqsEw4SxEH5PCPWRP2UGeoNnK2/ybMqBzuJnv7Jg0b0ITG2Fdxj/A2AqZ+c0gSbc+TFf4w2vD31Ompfzsxskzbo/nTPMOJCTI7IACz1LseDavJM2hRfbFbXQAZQp8eP49Jui6v78/4nWAGvOBUazKR+DY4zJvVtUAJt1+guv1ej0KuDm7CxqwJtmBlNllBpasawcXUp7zm41Hb++GZjYiMa4TOHMUFTLBWYmWWQakDtjAB87qswOZYj1AHzOb0HS2nrGx5PHMZrPB2WE6MR+LxWJEI9qy/rBuNi9Yp1nGz2azWi6XQ8DIfYIPu+yuxAsJ7BNvuW7Txs5+r5vECF4rNnj4bP5ITGd5Z31qA5B2PDZ0AvVyn2VBji3bht6MMQO+HA3CTrpOplCX8ZFpkiV1i/XaY3ksr7p4zb7O+l/2/pQpU/qvs10Sr6GjfQa9A+Odg8xyM3Vf2jOdXUPh3i4onHiL33yf6TH1W9KCYpvFdiH3Jg6EFu6ji7GKnXQXFxfDTmQ7Yhk3z7ALwriXNnnGwVpnFlufZUDg6uqqlsvl8J43+uldoonnoIN5IfGkz4WHLqYfvGW70vNgenU8AIZhR23iepItHLwA+4A7wEv0nSzmq6urEc87ELAtEF9VoznwuK23GQP0zfUAPaYck5nQYmxg2yVp5nXYjcPtQD/jN35nzMaw0MY4nrHTRyfIeW7oD9jLc0OfV6vVcMS41xnjtk3r4FLiFH6Dv823xk0ej7Gp8b/ny/3EEZ998hrP5zMgkrIok4CqNpn0DgynTMw5tm3FWLzG6Bc7dixvSX6CLswTTnfLQddpGllekDRJn3zEmmWkeST1EwFBr23GlnaF+YR6vdvdyai0xzP8Dp2hAzTkPidt5vi9JpxIln5J86A/p/xMPrG+N40Su7t0drsxQcoQP+c2sp6cB8sv+z5TLm4rqaPfzeV1Y8SXKbbz3k65dxAinVlTnUpntIWXF1cGILwjwn+Ujjn5nsZ3/t495zJFxO4Zj8PvCegMawtRC44EvAYPubBcD4Js23i6hdUJcCvBrMsgPtvq6E+f2XZpQW1hb+dBZuuwNfPo6KjOz89HgNLOZwCihX86N/IlT/T5/Px8OJ4DcJhAP7NX7Qh39qgDB84u9W6EBNe0h8KgPjKgO573QgecUb+dqQZAnv+8x/yQioFxZYYWZ6ADHHZ2doYzIHnRl51yBCDY8m3ACE329vZquVwOYIEx2VlpAyL50YDMY/CzjMU0NQ0sjxi7eSklXWfAGGx6LZj2/t08hEHiuvw/eSDnznPouTcAdD20y2eDeGRQGu1Zv4Fl12/3LZ2tCcpTP3RjnGqnaiy3AfIE6HzNn1M28s18wf25GwY6MXds+3amlR3pXkvmYZwFs9lsCERgaDgQ6iAEAYPOKEtAxm4sGzkGb8gS62AcuT4yCWDvNeQ1gDxzUM3rNWlnJ3UCXHghA6LmResD6qPktexP1Y2cPTo6GnZFQBuO8vE5waknXa/lLzKId5K4v5Yr5nnPR2KP5HHzehcczfF3xzhln/icQWgbVtyzDe8lrXL9V93OOkvs4375L+/zejJ24bzkDMJ0Y7CcYy5SRmX71jWP5bG8qvIyxuQU5n877d5V5xT2T2xASQcJ18DQvJAaHWUHjAMPfLf+tB51H6xXuz/L4hxLyonUO0m7lNuWz+5X0i37mTom2+G5zIzuZGjKK+tgbFQHAk5PT+v09HSEJayX0PvG98aUmdBhe2ZnZ7MzYm9vb5S0YEexncl2DtupaPrBPx4/9+SOCduZ3RzxZzvPuCgTLUwXdKRtJeMj4yUHXuiP7STaIgGOxLJMSvMzs9lswGg+r99joM+0AS6g7x1N0imd9nmu97TL0rmZNhF8Ycdw7sp03Z7jXPe2fXmfSdWNTfns2bNR4ozrJDC0Wq1G7y5xe14n0I91ZPyRtMH3kXjWNMlADj4I77oBS/rooOQh0zVPWnDbliPm0/TPzOfzYadOyj7LTcs/kpichGL7hPuxo66ururw8LAODg6GNWsZz/jTdzOyx8UT+Z9nsaugC3UQ5Kja+FsY/3K5rOvrm13TtpPcN8+T+8V3J4Ai92jLPMazGXxgjJbr0DiTvKA1fAcvea46unkOLSvSVujwsP0GnS5KvoEnvc7THjOf+H/yX8eT23Rm6t5XgZuyJK187Z0siTU+E31IWfPQcu8gRNX0WYJVYycX/70ArMitxA1Ouna2Dc6LIxlzGzESgE610y0OK2OcRjiS0ojtnAydYu8Wvwu/d4GMqYWd4/VcWGkg7DpjIwFL0iPBnAG/2zGwtFOCwjaz09PTIRp+cXEx3Esd8BD0tnPDvJRCM4EOSp3xG+AkiGBcjkh3WdYASQte9zkdip4TGwHuX1WNAKlBOG15HHakGyB6fRmweg7SwefiNY3DZ7XabF22MjPgrapaLBaj7YgoXoIQgDNvyWceMphDSWOEPrhMrRFoAb28jdzGztXV1a13QnAP8853A04Ah+fSfeIZgxvLxVQiCRhsSFAS9CcAyXXbZfSkAei1lbzBmoCeliuWYd3zyXdch6fog7PQLY+SZw2kMRIwvJAlBra35ORsNhh/gFPmEZoRKEu5ZsdwgjrGzXOM2/1LQ4W+WmbYmTCfz0dnLJu/uuBd1cZA91qxrKDvlinIXtr3sXZ23NIH5Kt3NO3v79/ib35L3rLxYD013g23yZI1D5qWfDcvMU+MhWDLYrGovb294X6Phboy4xLZ6mcIzu7u7o5eBM4celu/59MF+nl95DrfhoNshPk+y0CvHer37jTr7qzb/7PfzEniPzs1LBdsRLtPvqfDkj7yEHqz9R7jkT5lPRkk6dad++f1ze9TuPexPJa3W+5jOL4OQ/ohdXZYyjLDNkin39Fni8Xi1o5aO6AzaJ/4pHNSU4/tqW00zbGkbO3svexLykU/29lJWVfelzKPOp0oY7vNmf7Wx8ZNvgecdnFxUScnJ3V6ejrsEKzaZBvzTDpNrWs7HX5xcTE4gdlxaBuoc7Qhx7vkF+43va0XXUfiw2zDmN2/pR3secy5dfIbv9mmTZ1tm802F21x/vv19eYdGH6/QY7BTkfXm+9RoKSdR1tpCxr75fo2jjRvJg/bngALOAHIcsH2Nu05MJVrAb6z09p1n52djV7c690m2OTYyOBaB2iwTdMH4DFDb9PD9mlVjewg85Tp62Nycm2DMbpgAuNJ2UDd3n0D7yQ/UJ/5It/Bk3xrn0cGPjKAkBgabAgfcfzbfD6v5XI52FzmV/MLdOC6+dP2kf0QOO2dTOigiOfAfijacFDFu0BsJ5n/qSdfyM1v6S+1XmOXvG1GJ9L5HfZ/ggABAABJREFUfs+B59K0gv65Hj3/yROp++7Sma6ru3dKl3brqutP1uV2bDNk++Zdl3cCsyddpn571W1Nlbvo+irLq2rjQTshrBirxovBAIbCAkkByoLJs+6oJ9vZVmzM2oGRTDy1aNxmMvMUYLRguLy8HDJvoYEzYF2/+9yB5W7h+nsCtazLyjlLBkRMnwQF/tz1u1vsBrGAYY/dBgTP8/3k5KSeP38+bF91poTBEHOUdDW9eLYTfAA/b/2z8jcQtYJCiUIngCPZFGT82zHoCLcVYhfVZozOVEhniIE0bZgPfDa7gxGmSRpwKEuDIejsYMbTp09rf39/2KpMtkg3D/SXMwzJeoMnoNuzZ89qb29v2PXil/hSr7MszHc2vKbkBfSxExT6pSKzIxt6pbM6HfvUkfNJGzYGvX67AILXgwGxnezU7zXuOZ2iDe27zlzjtxzzNd69RR20nUA2ZbDnIkEEtEi5ksCK6+7PlDzPsQKg4W33L3c3VG3eCeOMFdqjHtaB6WI9Zj5wVg5ZawcHB8Ma9a4H+vXkyZNaLpeDPDGIzzlwUMXZORgjmfXTyU/kLFmM1kdk79jw9vh8dJFpzLWrq6s6OTkZ8WbqtNT5aXgxXuMK64bUXXaKOPPG+IRt3p6/xWIxOmuVdr2+uTeNENY59PT2awIy0PHi4mIIWDCWdCZN6f9OB5sncl1Tv0uuO9M/dzB26zMxAbTHCGPNkT3Lbz4ea0pWd1jIcz+bzYYglYO3x8fHw85J1+uMRc+1cZIdCF3JZxPbPpbH8l4o97WjpsqUfdIFU/P+vL5YLGqxWAzvg/DRH3ZoOShx19FMrj/lMyWxG/eknrGM6MaeesryKNucooH1FdfSzrG9bEyRutS2ArrNutg2dtWNXCT4wLFNjKObT3QXDnIchz4ehv7s7e3Vm2++WYvF4pacdnKCdTP6wg7BHJsxmPU5tKGdtAVSz7o+z6+xMyWPjkWP28kKv3p+yKw3FjItur7YiTmfz0c4xE5p41rbCMmf0BndyTXvRHfSofuTOo7601lu+tkZbRzpuTE+M56mf7YnPJbVajU6mslBivX6JsGDl6zDa4yJpEZsTtaVA2Lz+bwWi8UI43JcHNjd88t4/J4JeNeBnbR/wMTbEm2NcS3rTA/TaErm2HahPvplOYsdDj9k+4mnEvNxH3SAtj5yybSjX34PHf1wINL8Cc9AJ+YVfsbPkLat+5y+Qewd5owxOCiIzHEABJvI8sJj9S5qeAQ+qarRzqUMLpgfkJHIxkzMZBxpT1tOZN0pI0yP++ot6JCycpvO7K53Nl7KsQ5zuM5cDx19Ol3w2VjeLr57N5QH7YRAoVXd3ulgoZrRPRYXYOn8/Hz00h+ecZZyljSM/T2FTfdsjqNjzI7huZ7PGPw5S+8u+qUyMU3pfzoeuS8zBqbG0ymmKUeGBZFBru9Lx7XrdT9xfqFwLXAzCFJ1M+eXl5fDDgg7/BNswR8GOCjPFMgITBQabVkAmpYJdg0WMoCAgiBqXlUDEHI2awYQbFRVjV9m5r7AIyjb5Bdn41pJ4ugyEEve4noGJ6zE06iaz+fD9mqOWMJJilPNztY0DHw+rQ2WxWIxjL8DLvTJ4CjH4eBRrl0bX/AyzzPn6bx3HSMFrmedZeBxAcAMaA3KvGbMqzbK4HHXYZkAHagvHacOsKSx4XYtp7yGzRtJuwQ4Lg6emH4pPzpgkDIxDfDsY85PB47S2M21kLyCU2Q2mw0vtYa3AaDpEEF/efysi9VqNQQl3Tc7/NMBAO0x4t13z4u3n0MHgh4J4C1PPP/mU9ML2uzu7g6GuJ3v3Ou1bHlpuYIMY+66AJv5y8cbmX/sECDgj7FuAG/Hs+ectemt7TmvNqDNU+6zDa80mil25vO7+5C8nPI5QXtnbOTz3bN3AW+vpcQc6XBwfbn+sk/GQNTDuFNeu9+0YQxnXmIto0suLy/r7Oysnj9/XicnJ6M2kJvU2cmb1Hfmw1x7nbx7LI/loeUzYSw+pM2pezubqEtm6eSNZdWTJ0+GgK8zae10QzfljjFjj8QC2XZis23YIzFIyt+kQTfGTtamzuQ+y5PERjnWxKsdZsMpB9ZwXzo7h0CFgxXIQPrm90/5OCFnBoMXkOf7+/ujHRD0jeCwE2foi+fZQQbPtTFvh908b3mOe2KWtLNMSwdBuNYld+CI9Bx7fpy4AQ34zUk0xh+eS/eHz3ZumgfM1+l34TlwYcdrToKxDQxdc/drOjSTjrkOfIRU4mTXYZ1vn0HOX65nknyoxxjU9+CTMK5MLEoyjnmzw72r1Wpo07aW26Ve09QBLPshOuzjwJMDHMb1jNnrwQ7sDBixrgkk7u/vD/eSgOU2zQfGVBwzhOywrdbZm8h3Jxia95lv7C+PzZgy+Qs7mT5TP3rFxzsTcGXOqCOPLXWgxME0fnOgxjaZgyc8T3tO1kq+NsbMxGVo7Xdxmi7JM+a15El/N794DSYvuZgXPIee96lnua+zU1yf6+/8D11J+6X77a5rn+mSsvAh999l472XyoOCEB0wq9pkTPg3LzIb4lZ+HRMmc061n/2woW/ny7Z6OkDa3UOdnRBIIOc2EwRzzX3nNwvYqrGzuAP5fq5zUE7RKQFPjsWGgR1Vbjf7wzPMrxWjI7mmD4L1+Pi4rq6uRlm8ZJQCGvPcO9MVcG2Qj+JLp0fVOEuSvtkR7nMBPb8WtmwpR6HCz4BKXtjsLGQrLIMy04L61+v1qH7uhcdWq9VgzJnPUaA41+z4SmcKfYb2aeRAJ28Z5CxZ+IQ5BbDaIKi62SpL5hv1Hh4e1vvf//7a398fHWcCvVar1cgBzHwCGrz91bJlxKeSCbn2DDThYWfHpDJ8q+PD3DFmgxZ/dgDB71yY+m8w7Han5Fc6mb0O0zHoMVMXNE3DIJW/HYjU43ZsuJqnsu1Ulh4/11PW0b+UM1090Nr08n94Md+l4AKPcdTRer0edj2cnJwM9AbcApyty2xoYPzQno8nq9rs8JnNZsPaYO2yrgkqEuC0TDDdPB7APcU8bd7nWoJWMoHoA4GSBNpku9Mm/bBRnQFO9A7OB3jLMspBBBtT7m8XiGfcyA50kdeZaWXdwpnXZMR5HZpu/LGmHSSnfxh1Ph4IfnB/XFy3dXDe52ctF71Dz303iPe4E58kFvPadJ/SkPDaQ3/kbkHG7vpTrjhY5npzvhgrda7X6yGZhX77f+KjBPwpczrZ6bVzl1H0WB7L6y7m7XeyPRfW0zZbw/fyn920GYTIDF3qtkyzIzfXpx3U1gspw9Lu4tmqMW5C/vi7x8Lz2ZbHPOVc8L353zaZ8Q/9tDwDt+PI8zt9XB+OeQIVp6endXZ2NmBpY9XEB9gZdsAZ4/LsYrGoZ8+e1f7+/kh/gwU625AsbGOHtN+dCcy1tFFSL1mvQAePzUlsOV73BV1m2Y/ON55IHGsncO7ATl8HGJK6wYvQxfq1c+KbhxlL6rDkWc9r2q2+Tl1VG9u0c2ybh7uje2wnpi5P7MHv0NZzvLOzM9o9dXx8XGdnZwMO4j0DTmLxOwtPTk5Gxy5BUzCsnbmMw7IJ25esexzEtlmZQyc/QgvvTM4ggeWC6WpHt3dQ5/0djk+cZ1lL332E0Gw2q4ODg2GNmP+YW69j2vUpBtg04D0fN2S7xXPvneXeXWXbwb48y3L3y3LDthhz7vc1mBeZL+Qk2D79CrbnPa9eV34vDn4lv1zbY3JQlvli7eMvQZby2bLNvoj0EaZcTBvR9orpYT5y6fRT2jFpP3Ql9Wr2Oe/rdGiul23tZdtduQ+Oeqew1n2LdYnnIXXMO9mf7vNDyoODEBZ4FhgUCw0zJ4s9jVJKKq8c1F0ETgWcQqQbS37eBvI7xmf8ODHtTM6F34HaKcC6bfwI5imhMEWnNBrsQPE9KYgSPKUASsViJVW12bJmJwJteSulMyfyLx1ZbhdhbcVJuw6OMa40SOhL1fiICsbBrgzad8aw59+8azDXOWKdwc5RXn6BGBm1KGeetyGwXm8yr52Bs7OzMxyHwbjSqcVatJHBmNxvO9UJFmFE0B+i/gACxsDz3E9dz549qzfeeGN0jA/zaeXKmDNTtXNMJp+6vuRbr62UEXaiz2azzYupJedSaZoHc206IGenpXmRvqSyh09tgPh+8zX3OWjGmMwHnn/oAQAzqILvLcudyZWgMIGPx5J07tZ3yiWvUWepIWOgu+tN2dU5SqaAFvUT3KuqwUBk3pw174wVDJx8p0DSyUE087azATG02HGEUx1nKwECZyHCs6wnA18DUWgJbXjWQa1c//7POx78PPK8y0LzHDojKGWm59Y6CZpMAVIHkr0uzTfwuR0pXkNVNztL6P/h4eFgiDA/NvwxCN1H6uVeB6esV1I+MdbEVJ18SQeA5diUUTQF3E0rP5My1W2lEz+xhzOXGRfb7o33yMA1DTq8YgdYGm1nZ2cjvJGy3UGOzvBMbGeesXzwNSdSPJbH8pDiNZey5zNVpuyhu2ysTl93dXT2wXK5HJ25zZ+xqeu3jvXvdrr4mQxGZB9SJ+Y115c2j9ujZADCdSTuTP1lbN3J864PHUaq2iQ8WMf499VqNeATcITpiGxz1jKBeSd3gIESX+WLxt1XdD33klzEWkic7Lqx3whumA6ug2uJ9WjX85fJXv7v+QGDGZswJwR1eNY7MPxC4bT7El+7H8YCxhTQArzk3Rkdb2aQItvx8dfORvd4sl9pf7luB6TcD/AueNr2M3+2QXPtGaPQByfDpWN1vV4PO+uxPXd3dweZQ7+NI9KOdGAOWtIec1q1ObqVwALYm/mzTcz7x4zfnDCZOC/xigNBtvNM67T3Ut6s1+thDnKXGc8SmPC8QCP3M9vK9cFn7H1kAo50eA+egS+wc5gHvx8OeqZss43BvBv/sevLvMw4cvdH0r/jac8LBbnrxDFoxrxTrwNRnh9swNlsNuxUsT2IPWL/jn1QHT633ZeyorMh0q5zfWmfeW3aJ+LiZ9OeyPH7mY5/8zfPA/1K+8h8ku09FHulHH0d5WXrTxno8rr6vc2+REY9tO17ByE6EDTlSKvaZLzBHD6qJ51AFmpToG9bnyAAQiuf7xS329k2mb6eBqsVugGRx+TF4X56YXcTmn2yAue7naZ2bNtgnjXjT2CVtNwmLNIR6zmzAEb5uX/MzZMnT+rs7KxOT09Hjj+cOXa8wzsJZhin67bQyeO+EmwzDhSehZqdycxzAtp0VNhxwu82pJwhY8BMm4CAfFeFHY702UGA5CeuEczwPDv7GHCHc5HfndXPvOCoYyw4S+1oy0K2E+/NePr0aS2Xy3r/+99fy+VydI63M9xS2dixaX4135l/3/oyMqASOJm3LDht8K5Wq+HF1Osab+Nl7k1f6nMGlZ39uSU4FTg097hsdNjI7GTblCPS806/XEfKKcsaZ/DnGvC9pgn3ck+OiTmlX6a/6eE567bruy4rQIN3itcfa8qFvtA+oNKGCW0CsK33qJcxsgvLmVb8xylAxsxsNrt1xNB6vb710sjc1WA96qPbeB7+S0PB8285mbSFDsgbZ7q5n6aNg3HwOAaa3w3AvPPZ9PR/844d/zbUvfss5Qc08JnUXq/WLxxTwbEhzsxiDA6cYhiytqDLkydPam9vb9gN0en9TmemHDRv8t96r1tPNlJzbiwTTG+uWbZyjecM6LMvtMO6sKGLIQhtfJZyNza373aZR3jAwS/T0gau5WLq9aRvh9to13z3WB7LQ4p3fHU8ft/yEJvodZbUhVzzf39GLu3t7Q0OQe966HY/dDK6C0bwv/vzmjU+maJ99p1+Wy64GPd38qRzrPKbZRHXuvlNmeQMdfQvMtWy2TYLDjzkLs5U2gN/+MiftGssQ6s2tgNHMDlwXzV+wTX9YncimcSmB31MPZkJPLajjPfMK8l7pq+xifkhk+aMk4ypXR87JarGL741VrGNljthjcttn2aymDE5us041PVZ71uHmW/gGbClgxLbisdOe7l23bY/M4/Yt8ZktkNtD1C3+40z27TwEUrQPYN7doibFtik2KfmLeq2ve7jgkwLY+Pd3d3hpAC+p23U4XfzseWOeTUDgly3X8VyC1o4CMAc2K7waRD0wWvMCR221bzW7Bi3XWwZz/34cbiefiGOffbYwJLduqSPlmsO2pkPKQ4GMB7wv2166G4eMb8TxGPsBJ0cyKEd2xPIU9PGOs67S3xiAzyF7QMP2Y9I3cYbXpO5lpkX84D73dkPts1dh+9LXmWM7lM+b943v7svnX1v3eHxu77PNHZ6u2XKPtuGKafwy6soU32p2syzg6rbyr2DEBZ8dMCOGP9HufKfBZiRbzPYXQGIbjGYyB0QtFCeeq5rp2PaBDoGhLkbZIrpU3gm/fLZnOhOSVGsiLu2vUA7g8HKa+p3Kyq3a+eS20PpGPD5xdBVNTj7cicD9HI/nHFC21wDbNMPhLQVhcFNNy/mDY414loHQqzszV88Q185SxFFV1WDckNpo6jscKFdKxcDE5QfIJ56OerIfbPj0GMElMxmm61/GBnQgHHRH2fFV40VI3OKMuelvHt7e3VwcDCcee85N0+h+K30E5Tm2rBM6fjewQArOHjIRo35IYsDMQm+k+9NM/NL7gRLB7yVfCcXPH++PlVSpqZR6XF4Drxm+R0QNZWtN1VvjsH9QnbAW7TP/QZpCTSy7mzDgG69Xg9BgSk6Ia98tIAdpwbJ6DOuQZ+sj747q956kYCEaeCAg4Pq5kvzIjxhYwQHmPWEDQvW35R8twFhmW15kA4F5s7O4KoavSsD+cYaqhrvlICONpq9Nmz0cX9mOCbP29DPwKF57vz8fGS0JS/memBMDpbk/Fm3mC8yYJA0pCTg7wwMG01+Jh0f6Vwzf8JTfE+c5zancAj3ZzClMwpzjpIGPAcfpYGBTLds74BxGiM2ojt+maL1e92IeSzvfPmmb/qm+p7v+Z56/vz5Lb193zJlYH4mSgYDKB1O8R/Z8jihjaFcbxeE6AKH2VbnfOywxpRdk/d3sqSTDSlf897sazqUjPcsm5xc5rqMf2xv4dRE5tv24frV1dWw89w4gn6lrWyno7HHanWTtXx4eFhvvPHGgH1yPNRhh7wxHLR3P/z8arVJZnM99HNvb2+UgZ7zkX3Kax6X6cZn22SJQeyktn2Wtgy8BT5IfZJ4mrlwJnomK9EGPG++8B87Ed03z6F1e/oFvO5wXCdWyfXpet0f49X08SSOgpdzHdMPAgnY9NA/carHsrOzUwcHB7WzszO8S43jlH00HHOamJY5MXb3GmLuCO541zJ15txgZ6SMgN/Mp5Y5xvkOblOSvg4yeCeJcZplJ3jbQYicE3b7uEALbI71evP+LuSQ67DtQj9tL3i3+O7uzYvCk2+xzS4uLm7tDoCf0p5Mueo5Xq1WdXJycsv2Z8zwC/x4cHBQz549q6qb4AO+Hb+Mmj7aNnPx2K3HHHywbvC6q6rhfaocJZuyNL/nWuv6Y3mRv5m+8IW/+768l3mYktH+nDZK4qas13Pe+eimSocL3s3l3dDPbZjKa2m5XNbXf/3X36vOewchzJhMuBklJ99OLDuIXSyYO8Z/aEkFmAbv1DPd8x1g9WcDhG5MvpdrNqjddmfoThm/1NP1rfs+ZHMLIHmRe/wJEhMwGrxN0SazGdLhc319XaenpyMlTf3eAYECscMOWnM0Cv3D8b5er0dbIB3YcMZLOoxQIPR3b29v9J0xWlECVJ0p4XFWbZzxBn/eeseL+tbrTQZ9B/IAvG4zd1Sw5Xp3d7cODw9HBoiNu6oN7xoIEe1H6e7t7Y22bydQ9H/ohBL30VJkFu/v7w8BiNzBwXgNQqyE7dTjXoAKPJJKPgG31x0KO53vlKmMZIP/XEsJ5HONewz+zXPUgQgbKanQU0nnPS5uAycw11mL0ITxeJ49927TcsH9p9hQNk9zLWUlddhJkXySTmjPt2lsox++81yY1gQFCb5xzfKCQNvFxUUdHR2Nzoidz+ejXQWmheU+BkrS/fLycnDU0EfkHmNCfjDuDjB7zEkn15H08lx4/WGYXV9fj16AaYM9jUmCzc64z7nJXT7U4eCId//YkOB5aGFj3POZstQBAvrtbND1+sZ439nZGWSzede84/WRgSLvhkg95LWdDnHTp9P7KVNo02Pkc4dDGEuuU8uarANa5vxZNnv9Wx5AJ2dtZRuJN6xr8rOvwYfeebYNRyZ9OqPK/abvKc8fy2O5b/ne7/3eOj4+Hq2X121Ivi4+Tezf2R2dzHry5MmwC8JOL8tkJ61Yhlt3djgx73Ufc71P0af7Le20qWezdA6WxKx2yFt/dLImbVP3N+1v34uj1jLbgX3LfweVjCVw/NrBjJ1FQpGz27OuDCq5rw4AcK/7YH1K/xkDdV1cXNx6z4jn3HzguqwbOx52e8zZfD4fHe1StUmcMH73s+5z6qTZbPOOlMzgdv/hC+s90w6MZIzh+bJ/IoME3ZphLmy7M07rYNsepmfnAMyxdX6jtDe8PrxLIWniMSJHaCttfMbGf9Yiu7P8jkVnmBtbgtOd9Mf9Z2dndXJyMlpnpo+TMLz2qcN0SB7FvsV2cOKFecprKvnau5UY73K5HK1d+A4aei7oD33w9aoaveyewIN3R8BDPGt5z3pKnw7v1kz7hH5BC2iDn3G9Xg/BUb9Mnr7gh7Ithq3ld9nQt8vLy+G4JfpyeXk5HA0Kv+Evsax23dRruWn6ex0wnw6cmLeZZx8Jletnam1O8YnnOW2ItMNcpmwY2upKjqt7vtNtXiuJ9xPX5xx8NpbPlF3S2VKer9PT0/q+7/u+e9X1Ui+m9qQmiLOy6wIQZu683+1METcFL+1SWMTUm9G6KabvrnX15+KwIuwWairrHN/UIu0Afz7TgdQpunXBg6l+pIKzYOR7brXxM3ZOJJNyhno+C/AxuLISthAGHLDDAaVg5YETHsGMcnCUH8VphWvlwLZA+tQ5ttwm9RtgoKRw/LKl1Fk8KE1vAeUZAANtE4SgHw7IGFiRsWBeZJzUz/hQ+PSdF/QSiDHtnFme65RMFca8XC7bs4C7rABowdwapNiQST5PQGeetaPThpCVtUER82zw3dVLu9mPlGE23tKJ2q3lNKJyZ5H5jvudsZZyOWVBGjIdeOjGarq4Df7b8Z3gwnUmqJ/P56OskZStyFWD2DRYs90E79wD6IbvLd+83r2zgN/8kvunT5/WwcFBnZ6ejtY/z/ilxPzHMHHgx8fnQVMbQwRG03mbQBM5yPp05prp6DaqarS7gTlgzaXuYQeEtxNb1yVYdnaZZZADpznPlqPwhftgAy2deRzrRx0YGh4PfD+1hpCrl5eXdXR0VFdXV/Xmm2/eeqkdPJFjgP6ms3dzmUfNG9QBTVN3JLbp1nTyse9PHex60bvpmEpDhP5OAU47C1wvhp53i+YaT6zhwu/oTjvVkI12bjjAsk22Ja5yUBb6dPR9LI/lIeVXfuVXqmrDQ8YgDyl32Qp53+soliO5fvzZeGs2mw1Oa/B9d1QHcss2A9+tj7JdO7m7/nZrPuVYVzrbNsdISZ2Sz3dzz7jToWKdVDV+dxd1JDbKAAYOUTLhbYeDzRM3pn0H9iQQjw7HTuBF1Hb6MhZ0AbROzJ66N/VGp68SP1A/2edu3/o22zJf5A4642LGZJpDk8Q91snofDs33ZZxALad31lgjJf86+e9mx47x/4O43NwlB33iY0Tk+R6NC3TWe359ToxXW0/gLFybaYssSyAXrx7xH3BrnTwCjlDgAHanZ2dDb/ZnjVeNBY2nru8vByczKwl6sLH1QUHmG9jIBzaxszGf3x3spKxdycXOvpbhjIm1tz+/v5At6mTKOwXsU1lzFxVg6xxcKdLHHT98KIDi24HuysDE16HBK/X6/WQNEkSEf1ysMH8Z/lJe5YttnW5zvMkZD1//nykx5BHie2rbmQV98Gjti0YVyaddXqBfucuii44mGs0dVjaFykPOhuAkrI97d7kyZRrqQ+6et3XpGmHi0yj7E/2/7447GUw2ztd3qn+TfERv1mGHR0d3avOewch7BhIpraycXQyM+A8iG0LJD8nAe4q9MUAr1tQbmdqEqeAKM/bOdOBmalnU1BtG1sq6YcY8tluBziyD1aUdgKahs5eTfCYEVWc2RcXF8ORKDzrSLKdaq6fMdgooX8W8laEBioZsLByB9Ch0AAaNm6srFAazmrwNr2qMSjn+QSr6/V62NY5m81Gx4AkeGP8zIt/X683UX/GzFmXVqDsnrCio8+cp+4xAVaYG7KD2cpKf/xyrqdPn45eyra7uzsYMoAJA/k0Sg0YmTfT1XxqkMp3F8BEp7TgIwCQQZB5eOC92oAGA2Mr/+xfrsuUl77X7VLsXLPxyP12PqfxYn71+nSf4ct0Oicw9vpL5y/8YR71uDrHZhrN+SwlZXYGGeh/FubDdGW8do67LWdpeg3kGPgjWMCxTc4AwiihjzYY3F/aY51g1DtAmwGvnE+DWuqk76wl5J550g57+uh2bLggDw2OuTe3vltG+97sU/IIvJl8gFyx8Ww+BthbX9AWfTSNaNP0sCzmeR8VeHh4OIwJvnJfvNaurq4GXjL9cw2Yx3PuEnwnNkh5wmdjnann01BI/GAHftduyjaK5bfnyk4w796zc2MKl3ls7p/noGr8rp6kUUdnnvGYslieTtX5WB7LfUqulddZ7rIjpn7r1l6uz+T/xEx+hv9gRr8Y1YGDKUdnZz+lLudzrtEuaOGxddfd/n3sKbeXGC/rd7/d106Gui7L80zEAENRjKmd9OfnjUP8/jknR1SNX4Jr24zdfYeHh7VYLG4FbTvaG5+yWzT1vfEY/YRPEt852cUYMOkBTUz/TgeAGewANu8ZJ7mOxHLgCNPAARrqyvqNi8x71J2OT8bJ2fUdvzggge7N9Z063PPn+eCa2/aYjbPNO27D84CjtvMj0aYxqZMS/b4u785woKVq89JhBxaqatjh7N2zzCs7fLGbwTL012f9mw7GtF3WP7g5kzAcVEtbkTlwUMWnQEBLl5TB/HkcDkTQV2wNzw335VFoKRs99kzwrBrv/Ge9zOfzIfkpExGhz2q1GnZgJS93mJU1RZ1+RxyBKJKokHdpy3Q2CPS2/ZA8gOygTr8MO3fh+x0P0N/zZxyLXPJR5rTX6XDbgzlXbsO8lnrO87TNVsn2O9madXb3QW/76rp63c+purg2NcapfqWev6/efyybkrhqik+2lXsHIb74i7+4fv7nf344YsCA0CCHzwhfd9KL3gr3vh2+C2RzT9UmW85CpGO+uxivE+7uQyqZdNRNLWgvKgvUBDt3Lb4pATB813MZ6UynpNvzHKdxUbVxPKSgQYEaiFGfnd+pKHHgUVCKAGDqALgBpu3081mF+/v7t5QKWf3phLAj2gqJLYVW4nY6mT7z+bwWi8UIfNhJb2CHE9P1mK7mUUfK3UeftUiGCCDUPAFws5Jh7D5/EiCHsQHteGcH7TDv9AnHk4MjOOxx+uKYs+EBTQ0a+WyDlTptxBl0orAzu93Gg4vpmECGumwsvlVZa+xScs13YKFzmLsPnbPb8srGIuvLa9XtprzwMWeWIa4v10GuB/eNvjMPNnQ8tiyADo89jRnXb8DegYkOSHQOjLx3vV5XIWNrAxgdoDNI5hnLeGd6QzfqcRDCgTQH4hyc578DtNCX765nvV6Pduq4fvc9d2WZbzz/9Bun/my22f3g+UR28Xs65/mda+zm4Dr6wv2kL5bt0JfApt8pYfk/JTvpL3yPUWMj2c+iv70b6urqqk5OTkaGHP3MDKTkEbKxrG8ygGG6eh67NeD68xr3eQ1b77l4TfN7BrrSaUHfPUddv+1I8Zq1fHMgMY2dqTVLu7kGvRY7jHILB4VuQD+k3PHv8Op8Pq8PfehDt/r3WB7LfUpi+vuUTt/d596XLVP627ggZdNUHawpjhwFp9sxiExNbOzPdv5aBqT8tNzsHMlZtslX/17Vy8ysq3P8uK+MGxnLPcacLsZxaTda7jnDHvsnHZboQYLs/Bmz2+FGmz4mdmdnp5bLZe3v7w82AM8xtqoa6QA7U51s5ONcbFdBM+sk6qdfJEtxj+lrvZVZ/qaj6YZ8N98mvXMdTPGTsZkxbu7UZ7xOqLPO4js2MZnVnmOepZ1tPpTk3exrZ+8YY+HfyOQcxmYMyJyaR7nu+XKyTJd8wb0ZdOpsXfM47wnxuKA/WNK+Cb/fYHd3t/b29gY7ElqTKOh1ZVnkLPuDg4NhFxI7J3I9WlZgP5iPzBtpo5qexp2WK4wb/Jy8yM4R+1Zsy3GaAbgZTOy5Sx+FaZy09hpm/Nl3r0nws3cUcN36J+mA89+2E/fCRwSY+N1BCX+nbykXMpnJJ074fTvII3wfBEN8vGsmqlqm8qzlfWJ9Bze9lsw/7rv5i+umo6/Zf+E+Ukfie657nVt/WWff16ZxezkPXZtZ1338yvfFYq+7TNk/L1uXyzs5xpcdx72DEL/8y788OvfNDJAL18c8ZMTTHTbD3rckMPO1KdBmxzj//ey2kiA328Wh5Ah50iMVLL9tM7zv6gvf/Rv/O1BRdfulT160WWdeM42njABnOlnpzGaz4eU9BlnwDs5qjjhBWVrYQhsDCwS8M3KpD0c6WQweizMyAdUoIBxVbN0E8FgRefwobTskfY561SYrPw0slIVfGkUfLy8vB+eZeYj+A8D29vZqb29v6A+ZGwAjeH93d7cODg5uzd/19c07Os7OzoaMbGjquaUdj3OxWIy2pvo9GlU1epeFnWO5AwIaEWyCNslvBmHwQhoyVTXsXEjgloYpzyUwyrWV68jgJ0FEyjtnjKXhk7uJ3L7Xm581n5s3UgFYFpoXO4MZ/oBXuJZgl+usAT67rqSL6e4xZTAvwQ71ZZY+vGYeMM0deGYMzn5yoIHiTDPo5fm38Q7POZuel6+fnZ3V8fHxaBt3OukNQL3bxWfbn5ycDKDWjhroQj8sl90n6O97HdBgzFU1GCHITNryjjDPHevU88VcYHwgT73TyIEeYwYnCTgzkYLszl03yE3TNZ1a5qMs0Nu63TuO0E/n5+eDYeoj9LwmDMzNr9229ATU2c9cw+lg8Xrxd/PZtro7LOL2KJaplldpCPjZ7JcNgsR6NlhoL2WFi/uK7MgXJLp0gDiNI++ecTDDuBGe++hHPzrZ1mN5LK+yPMQeesi920pi+vzNcs/XE0/axsCplzsQwXhgQNfv/27T1+0MmhpLJ4umSto3U3WmXE1nXN5jLNs5nd22i3W9f3PwFRllJy+OxanxWlcYr5qezkw9Pz8f9N7BwcHIzrAdlnWaL1JnVo0TMzxWMFhHZ8+l8afr7nS6sZezmDPQQcGW9DUc/3YOTwX685rtH+bIPJy4GcxmfGWbM3mf+8FCpqHnHLoZx/r3TIzxMTk+roff0Y3ufwZ4pmgElvN7Nax34UPPvW1O3qWRBZvVx/TQ16rNezzAsfSNnT0+EYAAxNnZWZ2entbx8fEQcCDJJGnIPPnIn8RLtkm9Rr1m08dmOlhGdvfkyQLGU/aDZTABX8fe3t5Aa9tl8BnFmAncj/2O3MdPQcDH2Ng7F5g3vhsjm88Zk/tDPQQAvDsj17mTK+fzm4CW5y/lqo8yS5+E5YD9Pj4yDp5i13xVDYEprzvT1smUnQz3urJMSj1sm8B1pW64ywZxST9K1pOfOyyfY+r8x7Ybcuy2adOnkfVO2SoPLVP0eLeVV4UFt5W79N3LlHsHIZ4/fz6KhsMEFqgsXCt7OpnGt4XbqywdaLNzIR2W24BnV2e3UA0Mc4Fa6Sc4ph4LQV/L/qWg4ZqVkRd1jrEDu64fBz7PTAmlKWPEDipHfuEZOwa5jvKDPj5r3UCI/gIwMtLP3Doz2UoOgV+1AXJk/lIv9wOQcMwxxwY1KHWDdgCUszEsOCnOEMDRRd+ZT3YwQCv6xhzbwKH+2Ww2ytyg77u7u7VcLuvw8HAAlbRhIAF9DB4NbDyPbIt1/5gj6L23t1eLxWIYc1UN22oJIPG8XwxG/92end1eD8nDVVXr2ihrKzMDCPoMn+ROnG6tuC/Jy66/U9LmBYPGBIm+z5lODhDYiMuxmR8cgLHcdZsOQPCbeTeBhOUVbdig6mTbVHG/mA8DnTTQTOcExNAF/jY9DUiGoBBzVDVk/dsJztxAX+9esqF0eXlZh4eHw/FnGCA86yCdnegG8Qlsz87ORuAaUJ+yJIMbrtNygu/exm5ZY54BwNNX1r91BAEMeMf32RBDRtOvqSB9Ol18vJyTCLzevHb8Lhr31/Uyx5aVNnpt3PPHtbOzs2G+bZhRjw2JDHrmlmqvF68P5FDKsjQA4XXreK9Fr3HzSfds4oQMzuYzaWhAb2S1nRwuXs9JH8slz81U3/icRmKHIz2XfPd/80E+b95jTT6Wx/I6yl3G/6ts46HXp5wclKnrOK59DAr6wc6TzpHd4SLrMa7z37jMejDX/pTTZBuGSznLPXmkhrGT77F9kA7vbX1wsRx3VrrlqXGKdZttEmiCXeEX7NpucX0+Asd4DN3u/mWwgGvcbx3dYb3OaWQ5n/4GtzUlx+1It2My7YAOO3kNWHfnfNohmTxnZ1m31tbr9XC8Uto4/g8mw4FPMcZix4v5nzozEEadjNNHblr/YhvlvJpfk3c7eeZrTvKhb8Y+8Auf4Xnszv39/To6OhrRFl+B34WC/4cTDTjyNLPMwdlHR0fDTgZsWyfpkdwHX/I8jm/bYx2N3CfwpGmTfN9hTcudlCW+lzq4z/a7MallM8fLYueAeUhKNM9hD/Esn42/qRMfgN+nAe+Z7+incX5nw0JD+CZ5F/sJGypPaUgfFGOAh/BNeKePbUvzl4Njz549uxUEtA64uLi49S7BqvFLuR1wNP8it3Mdpb3isVmnpmzsZCXP+Hn7glK/5XNcz3un7pvCHn4269mGQdx3z8FUH+5z/XVisldZpsb6Xij3DkLYOLaSMnDIM/D8DIs2wcYUs24rrnPbtarbL3Hp7rXC3zbmqeLMVgOOLhPAtEtQbed0LqxcvB0ISBBUdeNk8z3bxuOsbdOlAxW0Y6cDigdFh2Od8eJcMph1xgPg2IoH0GXlbgfIer0eos3n5+d1cnIyooMV7vX19eCYZ8cABdDh9lAgPO8ji9brzbsYvPPC4NYOmjSiDFhQMvzmwExmeaNUnfEwn8+HM1cBStx3fX3zIl4cdVbW9JO2AFqMbX9/f5h/DJbFYjFy3qRznrlFKbMts2oTgGDeMWIczElDILOP/Du8kJntFBsSAAYD8gR4gPycK/Oqt9Xb6DJfd0rY9IKmBoupPO0Mz3vsxKWvKY/9u53d7mfW7aN2zHtTYDqBt2Vb0oDfWD98N7D0vLndbKcD65bh7qNpyHM+yqjq5sXGU0AHI5g+eP3asHFGj7eL23D23PoP4G+Dy1na+cdvFNYI2WH0EdmVAT1kYiYVWIebZ1ar1Wgrezqd0zFg0J46P/Ux687OectLr19+Yx363szy4/kuIcIy1WuGsaEDbPDP5/PBSPO4GWv20UaeZUwaBZ3RYB3f6f3OmPD4TPtcg4wlMUTSPNe0ZUdm+Blb5biMD9CP6QTyWttmvCQPcb/ldmccua3Eet0zlo/wZQZFHstjedWls0FeVb0PuV7VJx1YHnX63XYLO2fRa77Hei9lttfrtnZT5uc9KS9Tlnqc95EFU3RIWerrPJ94K/vQ4UZkrvtspyk62g50O8coYAlo6l3meVSQ5TxzuLu7O2SK46Tjf2cfdvK945nUa+hIsoldD7oZOe9xdg5XJ0M4oGLaWI+5j5kokjog59P1Gf8m/6aDkLnDyVhVo52TxhhTPAOOMs+x3jwO6jaWStvI43db3l3DXCQ/ZR121JoGU7iG/hrLUUwngjXL5XLEj+AsJ8BwnM/+/n4tl8uBzsgk+rtarYYXGJ+cnNTx8fGQwAfmPT09vZWhDy+xY5g6oXXOmXmeseYRZaaz2/GaybVm7Ol1xxFAyGFsfJ7FBnv69Gktl8vR0UI7Ozt1fn4+csJj08Bj/s3f+Z8+G68L95draY87IJd+Mss7B1qRdefn56OjYOnL1dVVLZfLkT8HmTKfz4edX6YVeJ/6vQa9w95zTZu2rVgX3Je6z/aQ5Rv/vZOc/liGpd702rb/xLzjYrnmseS48j7PR+pAP58yoJMFrjN1tetOLG5+YMzZz1ddsl8vW14H3nN5XZgyy9tp46WCEBbCVr6OSk4xdDLIqzTuXK//w6Bu20TrJuq+AN3CLBcZdLm6uhoUWqeAs78d7RBcHYirur01eKrfqRQTwFMsED3mrMuLv2oT+eUs76OjoyHTfzabDe9qcFYMQhiAcHJyMnppWhoxKA1ojpPdTryqGrZNsn0TJUkGs4U7fQfccB1AlVsbGY+d5FbKBrDegmsFCN339/drNhtn2s5ms8E4AACYJywEDQj29vbqzTffHEATNAKUrdfrYYcCL8I179jxxzz63RhVN0dAQWc74548eVJnZ2fDfGDEwCcENhaLxfCbaYiCNQ/mGkilW7XJoC/RiIwLnkvjA7pBw5yXdFRzXyp4g5AOJHqt2RmZRpTH3MmqlC0GaenodbEDDb41IHE/fN+UknWbgKI8FieDBZZRVZtt084qSiBl2Wj53TkdOidwp686ubher0fHteWcVW2MhouLizo+Ph7GzhryTgo7CpBfDlJ4zFU1ZN04g8Zrgj8cD842Mj2Qp/TNwd2qGh2laEPdhitjpI82XG2Mmpc8XwaBPg/XbXo+kNOse+9M47vnhuvIcQpry/yL/Mz2rTdsBDk4wLh8ruzl5WWdnZ0N9PJ6Ni+5EACmz8lXuU4se1P/UjIgwHj92WvFNLKMd6De8qlbA+5XYhjusxHluWIemGPrw3SwWDZbJtOPxHR+JmlhGZXP5hiZG+qhnzmex/JY3m55lUbh6zKyLRPSAdTZEPkbjkKCtplR6kSOqrFct263DMn+dVjLcinto23XkDWJ2fIet7tarVqMyHjQ4cZf6EOPM+UgbSfet0PKwQfLZTtUV6ubXZjoWHS5dy/QN+YH2QxmsV0FpqAO22S5K8T6rsPwvm5Mwu+2p3ysDhinw33JZzkXxpfGvmlL8HvOAf1gDqGB9TT9S4eq+8yYmSfatkOUQAxjA3NU1S2sSnv+js2WyRZJd3C4ndfYjR0eZ26w44wLjGmcuMHzVRvcD00S/1jn80y+X3F39+ZYYWxXJ42RUX5ycjIcZUoiHv330VrQH5wI9nUiEBjUdE/eWa/Xg33tOcHG5WXxOV+JXYzjzXfGdJ57niNpkfkiOWq5XI4CwbYt8IPYFkcGsJ54/4Ztcp7v5D7zxFjSqc6zXk/GWsgt2xxVmyNj81gw5BW8Do25B1mGHHT9tMu7O7A3qmrgHWQd8s38u16vBz+Ix2eedwDDO5m8Du0/su4znf3uCr+zBPvEp3fYjkm7onPOGy8nX3vtJ8a+y9ZOuZDrxt/NR6kvOn53SRumavzen6k2XxUGezvlIX24b5+n6P6qS/IN116m3XsHIRKcpfFqwe1FyTP+M6Dq2nDZBrS3AU0/b6e3DfSp5zpD1WPOPqHc7ISxQymFQQeqO0M777UCT1C3LZhjh4SFncEH/XNbKUxS8XSgHYX49OnT0dZIjwfnNuP1UTxVNcoqMM1MH373maNE9dkN4PcbGAiigJk35irPL3W7gAorGju+nN3rYALBGAwv+u8Ifjrj84VW+cJaMmdQpnx2Bojn10rUDjbPLeAS0GZDIgMt0M+Kn3oPDg4G8AcodD3OyugAtIsVieeDsfDcwK+6L5VQF0iCF5y1wZyt1+tRUAOegwYp3/w/DWn6k8aRgb0dyO5fjt0GmAGbjS2+m0fSyLaD2femHKItj9/jswxJeeK+MyaPmbWZAM595bPvcb30LY9um5KxVeOXTue9BrjWbavVqk5OTurk5GRYq/v7+3VycjKsOffFc5mBTvMn7fHdwQvW7nw+HwykdIAnUDX4ZazWd+YB850DXzYik3Y2HjN7xzKFOmgf+Y784OgA06kz1uEVG0N2oCS/JM7oHN1pGNnw8jZsZCpjPj09He5xxiEJBtaB9MfBW68h87NpnvTueJn++B4bGgkG83tii6QTz1hG+ZnEQZZ11Mm8Y8B73HZ2TTmp3E9fp1732by7rSRNqDdlDCWDWo/lsbyd0tkNd91z37peRck67VBJTJzFuIUzsHHgGNvaMZPyPm2K/O4kLOpyH1NfTWGBHHPK2hxrRxdkcDp9jGc9Tp6zjucet2v5lu2CE9BVOIxtf/Ock4Swt2xzGIfRDzDq7u7mJb3gY2Mr09pjZ+6pM52K6bDv8Gdnm0KzvO7v0KfD4qnvksd8f8c/2Fy2m3AI4rxMHZK8S73YTOmgTTsu6zLveQ3Y3vTOTfNMx892sjNO6zs/R6GffseL7XT3q+Nn76QxJk4Hp/uefhWS3N54442Rj8W8ytzBx75OAAi+8Dn+mVDEDmkSUKCxxzifz4djhjreSzvL/Mz7KlMGcW8mYOa8ul4CDqx1MOpUckhid9Yu73Lg/ZH4aXzaADxsXEed6QOp2rzzg/btu8k14PkDg1fVsGYs5+iDedn8C5/TBwJNjIljm+AD8z/yxrLPgQNowtjsXzQtfK91ggPx6BGvHwr0pP+sI/rpnUjmPest2wToAN+TtkF+zv9pU227P2VhJ1t9nZLX/JttN/+OLsz7s9wXy2+7bwoDvQ5c5vLQ+l+n3fKq6n5QEMLMayWFMMB5miUZpRO6UwN6uxPbKVL/f5k2O4WQihR6JRjuFg9lmxONezshk89MGRM5D1Nt5Fg7IeVFbyMABYTATydjGhBVNXL64Lw+PT2tk5OTof8WPAnwcDDjRMeRDp9yFp+PFHLwAKBhBVJVw/17e3v17NmzwUGF8uFIJ5Q1/adv0MHKx2NwVNygBgPj+Pi41uvx+zUMghk3/OdMTtqiHmcR4NRDuRmYJIjAeQhYMm2hPcdRefeIsy+qqs2sMu/kDgdoZoU3BVqnQFzyJ3xrI8ZjtsPRjkOec9DE/emMX9MngwzuWxp3U8aQx5D9gpbMiwEm4Md1my6WC6aL2/VcGaB57lL28N3r1CDBegLapmFKHwzeDaiz3vzNfOFdCrm1mswXiu9ZrzfvaCDDCjmALHj+/Pkg68wTzqJJ2WLAS3DOxxBgqEBb5AprEcODAIWdAhlY8O4L85B5lD/zuDNrvA4B0BnsSL7xfNIP6EGwmnEiW7z+kBUZcKG9i4uL0ZzZ+dGtw1w3NnbMh15P7j96BF4lKO11zDohkIv+yHVgnZq/eW48l1myjim97nWe96Ux6zXn4GyHH0zLlE/Mq/W/x2hniWWz56CTU/Q3DZG8zmcHhCzLLDOSnonj3gnj4rF89pdXZbS9Cl7MOnI925E4VRKHV20cYovFYpSlbOelcUb3Zzxs2ZRt89/3d/p/ahy5rjvslc92sszyMPFmVZ94YJlpvG5nGsW61fe5zaqNbeA5tCMMneZ3I5m22CQc4ZLHjXCPbbcpXOBdn9avPO9ATNp2pr8zn81jpj3Fst+8AZ5L+ruYzzx3thMTKxvn2B9izO1+OFiBvQueszPTyWnuW+qy+Xw+HJXFfbZjjYnQ7Q5UMT7vDLG+TRoz78bjPOMgjHE49PCuV+hsB32Hh8hyZzzcu1gs6nM+53OG4IBpg00MfvTuV89LBvA4jcD2N+M6Ozsb+mCc536bB6gjHfS2n8wv5qWUkbYXbHvZmc3pAgcHB4Ofwnzj993Bk6yFk5OTOjg4GBJpsNGN6xmDx+7/tjdTF+Rc5xpN+8g7nyheu7Y9mXcSWtL2qKohQcwBBMZ1fHw8or/9UKwd+MNzkvydMpCjsTMZ1TSCJ6GP5R0+FZLOsDNXq81ON+xP2ymdvkq9mXKM/lum+r9LPpc6tZON2a8pvek6O9nj9lJmuK6U/+9ked02wrb6TfP3Wrl3EKLq9nEXVZuoqCOUNuQ7BplirqlyXyMwmdSfrXizbT+XfbkLiBtIACAyC5vSATeeN2DpxuR+oFDSSOb3dFh0hnYW6knl2hXPrwsAYHd3dxCWVeNz9QwqUaYoexQSDrednZ0hW5b5S2cyn7nHL0umj2Re4EDE4YdwBxQ7M4HfUQL7+/uDcsEZuV7fnDnpzA47m1GqCQQN/FDgvF/CTusEw3bced7Pzs5uHS10dXU1nGV5dHQ0ZGtU1WiLJm0DgE5PT+v6+nowIpfL5QB2oCt0ZAx7e3sDHTwmr71UwNApnZfmx1SM3GenX4JC867vzYwzxmvQY0OkWx/+fB9F6P5lnyheCwYtfjbvS+Mx+931NQ0HO3R5NgMvvt9jTkDNHGegrZsTz73nJ+fG93vd2ynrtWb+tFFk2bFer4ezQs1rabxjAGG8Hh8fD+9LoZ/UgYx6/vz56HeCooB7O13pqwF1BgG8E4oxefcR2+EdnEi9k05kG2n0y/PA3HK/ZUSn01jvuc4B8rk2bAAB0i0r/Q4axmVDwLyCnrUxRh/cZq4145J0difGYOweD7KW/qO/bMBwr3nXjgLWimlnnk/5kv2y08bfU35mP3w9r3U8lGMwTd1+yhvG5TnLecmMzRxnylHLRWfY+nqHuboyZRyZDp3OeiyP5SEl1+SrqvNVl6wzbY6UTd1vXOeF1N4Fyx+2QdoulqV2dPKbMeM2bJb6xtfSuepxd7aO70052fVjCsPmZ9s79MuYyHKS391fyzjLY8sudkq7n9YFWVJPMnd2MlpWTo3dL/M1nvAccL+DFMamtOnATdp2xsFZtx2uXE9cSB8Sl9HfTidb//EdHOe+GFsk/Tpd5jYTs4KLwA+ZtGb70nhoiq/X6/WQKNrZCMYmpjP3kAhn3Wj8z32mVYfDvAaoNzGMjxXjPuzU+Xxeb7755uidjnYy524FrpsmBCUuLi6GExvYJQEP5dySDEjfsNmZC68N8A/tGgPa9gfTe679fkowsm025px78VMsFovRsd/4TvjvviBvE3OuVqshaQaesuz1Oqdv5knqxa/Atfl8Pthe3rXthDCvOWNG6IlTfrVaDe+upP8+fpoEJdqq2rwfzzsbvC6p2+vY8sJ9sE6qqpHfw2vEdoHvt3xMjJnyHJowJmRA9ikTUN1vt+FgEM/T39SNKUcsCzt7yXzkulMW+Lnshz93MqqzdXwPtMpg6+vATS6vu/53e/tvp7z0OyGqNtmBODiTkbk3HUHvBMFshCfz5li6/qSR7fq80Gy82ymThjyLI41f7uG5BN0dsEXIT9G7A9V+Pn/3mDL7PAWCHTf5vAU4LwdKIdeBdAtFZ9PgAGdbJADbwsaKmTqWy+XoCCLOgbTgX61WwxZllBG7eeBpdlXs7+8P77Lg/ECDHl6oTZ8AVqY1ihca+GgknJ3w0Ww2GxxyZD2zVZT+T2V4wGPn5+dDEOLi4mLI5tjd3bwPAwAD6EKxV928rBca8uIq5pFjrlDcVrzwJ8/SH28xJpjDMw4qJP8mqDbAN1hJBzqO3E6B0o5BGAaFHZ1ZH8ZTGqKASq+BXA+0zZjdJ48tiw0or1PGbEPGYzVQgF/cz87IpR7Tt3NkGygZRPv3BCD8ZqPC9XisU2N2gbamgfsNz9kIysyTqqpZ1Whe7RzASDk9Pa3T09Nhh48DlciJqs17F+gXL3dzcJV1C//Z4ZK7muBLA08bH/6djJ8EuMmXPEsfOOrNYBw+qBrzNtcNej2fXm/wnecHeeb1bCMKA4MxssOSdhy8gc7UWzU2BqZAdALwXDMOLFimQuv5fLwl3I4Dz2W2b3pmQDSNHeYmMUynt72+LF8s57p132GEXMNJO4p1bYeRWBsOaJjG1gmmT0cLCtfNex1+SGyVtElDj3soabTQp22Y6rE8loeWl7GBXrXd1Nl0VWM54DIlHywDwMp2lDq4YOy07c9tdf3o7rWs7OyWqXF2MrGTt9anXUm5w3/0YoffjHXsmE/6+j5K2tVc87n3OW7LUZ61/jIGSfqh0/nM78b7qVO5ltgkv3f1GM858cW4yfrCtHYGeZccYHraFjBmNsbnefM1c2acCi7pnku9ZpqDq4xXPVbzIM5OY0me9ZpIPnTAwHSDVsbL3EvSm3nWSWaZWc116JJJDR6358KYznUxdnAuc/jkyZP6vM/7vKq6sVWZO9um2JqJG3kBsTESiYUnJye36Oj1nvPNfdjrVTUEejp57cBL8ilzy04EgoFe3+lkZr1SD/2fzTaJUikreaeH2yIx0XKCdeFjmhm/k0qTL0wX8xP+FQf+vE7sP/N7Z5AL+CBMX2Nd7DHsDHYMuB+sWT+fctn3sjaZe2iPvULABlpBD8ZCAmsGUD33Xm9VN3bkcrlsj4jq5G/aAQ4gW39w3XI3eZPS6UmuW6b4c3cPz09h7FxrXb+4L+tw4MVj8G9T9sRne3kv2SsPDkKYGRBKgCcz2xSj3gdIJ9NyrevTtv7m94ze5cK5y0jf1l8ilV4wFmYdGHI7CYDTaZ8ChWss4rxn6FuNgxsdXXORGzDdRRf3ASXko0sy2zfrcmTZtOIZO+Hs2HCWBHR1NpWft8C38x+lVVXDOZEoY7IYeMGy64QGPAMAwaHPzojVatUGYqAJyoqzxnd2dkZBB457ou/sZPAZ5HbGQg/W5OXlZZ2cnIwcizx7dnZW5+fnA5hF4RoUrtc3TkpvJazaOOPMPzhs1+v1kAFuhxF/XE/eTqXa8Rm8ieLpQGKW/B0+9RpK0D61Tgyi/Z37O0AA3W3YuT7az4ymlAvpbE9AQ8mdJfzeHYtGXW6nkzGeg44OpgF9sAFB29C9AzgeM22lzEtd4n7bIE/DPPlsNLdv1cuRRgZ5Xkuu22DJIMg7WWzosaarbnYNeZ5s1DJP/G7Htp/xrg/mELnrjDgbOKxvZCdGCkfOpQMbXvRY7SSxI9jGCM+lfDDQhj4OvkBnDB7Tz3NrkI+ecv38T52YhnwGCzB0bGBP6VxekEhbPn7O/G1eYZ2nPk9ZkWtwyjCw8ZVrxvVbNuW6oY6ksfuRJQ2aKTzRyUjzhgMR8L/H0Rku1JsOMl/PnW1TMsCGu+mZfb5LvzyWx/KQch/751U+99ACv3drYaovxiiLxWJw0NjBms5Rt5PXt+G6Th7ntbQx8t77FD9v2Z3PZ1tVtwOdXR/TwW2c4b5aL2dB96AT7Yj2HKUedx+o23OBfnVCCrISXGHnY6e7nJySdLWu9lgZA/UnHbyTxljAGITi605kMN7yXKUTDNokjvWcZ5JL8kSnCzvntu1nJzNaN08FlRirx848Mfd2fFOn39foPoAjPRbregeKPKfmbyfRGJ/Z5nCyoXnKdMM2pw+JJQ8ODkY638kiHI9Kggvjt5+Ge0lYw4adzWbDuxGMoUi09TphDLQDz+f7EiwnGP/w7sHaHN9qWZnBHubSuzcIIiwWi2FniBOhoBftZaAA2z5tw7R1En+bdmnvWd7YdvC7LrGLPEbLO+NFEqzsX6FAF9ai1223O962nn0evte2spNMvd45Xpp5tTyDH/HBGO9W1eiYWY8bvwnFO4Tw0aQs8bpLeWqbh7EwPl9PXZc28i2bubluX0DKhc7+SP2U+iD71Mn4qf6lPn434fccF+UhuOTdNJ5XUR58HBOEQ5iTNT5lMNp500WlXgVBc0J9zYzt/nfPbKvfxY4D14/iy4wP12PhYUBhAWpQlmC8M5YT6HS0SPCf4+mERAq1HI8FFkp0vV7XixcvBue3QRTglP4CEhDijgxbCfgIIpzYBDgQXihgO7ZQFOY/KwSDZQNfAzbvknDxVkkDWsZDwCDBp49FckQexYSCBEhBN8ZbdROMODw8rJ2dnQE0oeAJZAB+9vb2Bvra0PE58ozNzkueJ6A0m82GHQz0f39/fwhoEEy5vr6uw8PDoV14g3kjC8UK24rGhpsBnIFPt26S57v15EANYDvB3siw0jrpFAb1cM2BAgMMvndgwbKSOTAfM/aUY2nUGsw6YOaMgJQBloU8Z/mSCi+VvcEuoIo+eMymmQ2zlCvQPtux3LBsSGdx95z1DXM+0kGqM7O2OqDAmBx8B4Q/ffp09CI92qR+G0aM14afgbuDqYBRDC6yb6Cx6UtZrVaDDMPoslHhsXq8BCm9q4DdZ8wTvML4nX2Yc8IY/E4ZdpNkny3XzUPuK3xDfXZKuI+ug2s8jw7wi1OdWeixQxs7W66vb15ayJF1lhk2+j0Xri+DS5Y9iQVccg62YRn/ZidTypOp+s3DxjP5fBqNaUB4zrq+kiFnI4k+WG97baTsyDb43uGjqZIOQz9n2fZYHstDS9oK71SbD/nNa6MLDEz9NwbhyFJkvI9kMp5J54kL69CywG3Rf2Ru54jJNZyYawor8HsGi40jE1OmXOvayr5BY4/ZCVadnLJMRr/ZUW/7wFi6wy9dBq5xI7/5Ofrr5AbziOlm/WbMRr/QJ8Zx0Mc4yPgfDIi9lpnmDow4cGJ6ozvyPvfDerlqo/tyR0I3V54f84PrxYHP7x473+14TppyL+37uB4nttAGmN4OVJzm3p3veU5nONc8/zwDjY0tjGPMQ8nPzAtjNC623yjHYlxxcHAwJLE46AXGdN+dRAN+hedw6u/t7Q20dtAGPxfY0bgEu9lOedqDbx0AqarBse3AiW13417POScc0Kbny7y1s7Mz2vHMvLGG/LvXP7xi2ZprIbGh/SZpv0Ev5BOBHssd+u0+0obtnuvr6+H9lvQzE8QYr3d14HNwQqrXG3xrGefvactQv2li2zL533RzAC9lJ+Nl9w79hQft1/ExT4m5bUtQv8fr0y+y2F7ws1k6vZdtuVh+ZbEMdr2M23a87/XYsz++NmXvvEzJerrxbLMz3qmSNtg7UTp/yX3Kg3ZCmGn9Iuo00FKRTDFJgtocEHW9neK6ExD5GvdmX6audf1CmS0Wi6HubYZzxyhTE5fPmeYey625qP5laV7YVf3LaXIOkhYG2AQLUJTO2vU5lAhBKz8LHLfH74vFYnDg55ZRjkMxeERBWxEadFhZOQhgAWxQ53mczTbbGQE1Nlp438Tp6WmtVjeZChzp4jMoDUDMT4zDxyclaLdyIsjSZbbYQQfgBACY1tAHPoCm0NDO1qrNC7v9/g0rudVqVScnJ4NBSr04YAFzzqIAeBhgQiMHg6CRDa0BIMSaMQCDzlxLR7llkX+vquHIHl93++anLGmApeyxEe36O7rSX193ACDpk2Ag1xV/BvpW8PA//6fWPtdtJCV/5XNux2uOP4MP0zxpbFpSbAjwWx6JMPwWz6bz2oCeo4u8LZijmhLM53gYE+vC9/idSlWbQBt9ZX0wF50T2OuAteb5NQ0tSzKANLXOmAsbsK7LzglkJ9dNQ+4hoEm9lufOkErdOQVAzXsuGWA0L/Dc3t7eIP+h5ZTjzFlezDvGMwEirxevhZT5ycMdj1tmUTznuXZcR65LP59yhLZMa+MD98M61HLTPJDGQmI9/zevZrsUxprZwolZpvBijjMdaNmvXLvvBsPisby3yrZ1/U61u61sszU6XdndQ3vz+XwIQuAgcbYz69uZz/6ev6fMys+WFzlu64kputxn7Ln2kyb+rZPb1lnug22m2Ww2cgZbx3Rt48jzrgcKsrdL5HAdxgWJA6wrp8addkbOBX23zVA1dsbRDxfbb56jdIibVozTz6Af7KhPXAl+sV6zIzf1XAYHTBf3wXrRgRAwBw5e84Cxi7Ged0RQnwNNTsJzv3L+ac82OGNNPFi1eSejn4cupgPfcx0wLtuZpiHtc8qAcRI6nms+CcFBFtrj5dOmv5NImIPZbLzzF1pjo4Mr+Gxec2IReN1zhs2wWm3eWzKbzUYBWZ9AQL+Nt7DNsQOMa+AJxgkteP/Ocrkc2dq53m0bcISQjx31uxE7zGf+4chm6ANe95x7zTFPOL3xi3j924kPLX00E/9fvHgxtO8dENDLCY1PnjwZfC0uTh51AM+ygHFBD++ocZ941jsW8J2Y9ra/7Ptg5wPtYh85AdbBCHw87GphzH6ReMrptA2gAUGxTiemTqN/yRv+bDvNxfoun4W+lmHJs5ZDnT51XZQp3/M7VYxDsmT/p+6beu7dZIfkOJELlq33KfcOQjjzwM6C7uy7jgm2Meg7VaYWyl2l62cH0Ij42lCeArTUyz2evASw+UxHsyknaNdWChuPiX5O1ZdA1OMiI8HvLqjaZCXAKwQJABBVY+eXwZadb+nou76+HhSwM1GT3xxwAFCghAmc0E8DPvO2gRKKiv7lMSfz+U3ghIDMycnJsFtgNpsNUXrGxBZ2K3fvDOH79fX14DCD7gRX6J+PfkGxQVMHAKxQoScgjHGtVqshgET/oCPfGf/l5eUoExywY0PDa8KKueq24WEe9LZcaGH+ssFEsUPM4Ch53c5FA9Zg+uGj+d1GTTrl8t683hmPXtsJHgzuoZcVWsoZX5+SRfQhDY4EAAYhBjYeF7yYishzb15zyXu7utPA89xTrPgsn/jN89/pIsbvvsznm0AfWUyXl5d1dnY2HDnHmvaarRqfsZvrk2OHnBkEX2Ng0A94ElnoMfsIQPO0A4Ssddas+5JGM8Dehh9yJ3c6wDt2QmA8ODBMm97B4XlhvjAUKZmpYyPadLGR1T1Lm13mrGWMnQOz2Ww4dgn54PowVM7Pz4f3BWFsEoT3ebJe2/AJ3823Nj7dl5RdnSw173eGROrrxENT4B6ZkH20rELeoj862Zdy1dgQ54xxgGWPA+FdUJRxu59uY1tx/+yEs8x4N4H/x/LeKF/wBV9QH/vYx0bHO1S9/cSqbeVlbBsXyxx/9+/dvU+fPh3eHZaBBeuHlL3db5QuEMFz3f1T49lmx/g5y1SubZOfd9G1M9L9mzEc8rvLTs1nsL3BRE66wnlmfdDZfnYuYod0L6T2HOW4nGBgfYY8d3Z6OpfTvvVxKPST9nP3fI4v59j6obNjE08m7nbwwLjC322DOCjU8ZRtBNqwbWcnP3WhSx0gsF4yTTu9nwVa2PGKfdbtiEg+6XjA91AyQJHz5MCkd6Kad00jz2HyYtZpHoMPnHiYGA46PHv2rJ48eVJHR0e1s7MzHJnqLHvPGfThvQqMD7z37NmzoV3eUcE4l8vlaMcG9rXH4mBCyjpOGMCef/PNNwc/io/sqdq8rNk70sDodtw7q55ifws2CglX9NM7BuAR29GMyXUaQ3pd299jWQz9ea+lbarEh14nBB/oq4N38JIT09xXZKH9VSlPqddyyfdZRnTBSQJB3jXYyarEpPhCPF+WwbSfOirXpeeLkuObKilvPR9pd/O767/L5vCcdr6Iu3TxQ/T0fUtnB7xs3V1/324//fzrxJd3tbFerwdd9oEPfOBedd07CGEGIqLs7W1mzARbyZhTRumrLtsWi+/p7u0AboLTzgiGNha4Cb7TIMmIkYF2Lryubwg2A53ht7rNoFOGh39LA5w+JR3sXKwaKxqKgYMdHzZEaIPffF9mhtghVlUjxQ0/IqxNP4NrZ2r5pUFWKElrnnewoXMA2WHLvBiIWClZedjR4q2deQ0+gzbn5+fDuyNwAtkw8cug9vf3BwUNzZiDvb29Wi6XtbOzU2dnZ0PWBkIFJ9v+/v6wnZToPPyyt7dXz549G52XCODwf2iF0eodJdDMASXT2HPh7y7OaAIsOGMDnrMhlvziAi2dbeR1YhlHvQaECczTmevSySfzlp2tXvPpyPc9aQz4z8EDy5I0liwDOhCRzj/33zLDn/kt67PhZzp19OJ5Z9pZfjjToqMrR5955wfjdFbYanWzk+FXfuVXBvliWtE/98N07QyyqvG5vfTTgVH6NJvNWlnFGKgLmWK5wW4y1n7ygnU1YNdyH2Nmvd68QI5xOajayXUHUapqqHu9vjlGL8E/v3WZUQDnXKf0PwOOlrX7+/uj+ffRebPZbLQbws8b8Bu0kxlGQAkaQdt0zOQc22hibJ4H80zimE7HJibgL+ll+nh+O1nDZ/c1DaNONjgI7D6lHLduNn0Sj/B7GnTdvVOgPvubuCiNZ4/1dWPVx/LZV772a7+2vud7vqc+9alPDXLLOvozUe4yUL020tmX8oXfka3O/LXsRxfYqZi7HfzfMjOxSvc3RdP7rFnLRds3na3VydiunU4O20ZKWzjlH21BA9pFbuNctVPeuIPvtrusR8DEabPYFuGZdG7RXxzIpiN1kexlHER9YC3jDzur7Sy13jMdTcO7bNnEecY2xkjGMA6EJyY2bRwQAk84IGE8ZRpRGC/0dHa8dW7yuNeWbSXrxOSxqhrNJTYz9LDznrnLRK7cOUFfEidYz0ITt41T3Gu48xGl0x9c4YQ432ObARqCHW0DkyyKI9/HDHsNMibPB3zELoTFYnHrPWY+0jSDTSQwUbDXU4aZD+AnY/20y6Cvedrt2odiXOO1DW1MT545PT0dHZXq9WDMDI7me+oT04m26JP9G5Zhu7u7wxFU3ENghHZYi94tQjtez1xnjIyHdowxzUMOrpj+Xt8kWdlW8a4cnkVX2s6DJ2xnEVyi3f39/ZGNYLlJG9v0qXkrnzVd8t60mz0/KePyfpe02Tp/QWcbmH/sp7FcNU/5L3XIZ2v5TI0x+Qyef+ONN+qrv/qr71XHg94JUbXZBUEQwqCgcwzmNZdXSbgp5reA7BxSaVyncJ0CNNl37jEA8/X8nE6gqvFuAPqS9PGkm7bu43w+H46mWdcG7CSd8nPVbWVo8IogTWeKgRqAzjRAwEN7O2EvLi5GWTB27lmYVG0yE1AMVg7OHqEv5+fnQzYAv+NsRyEQkbZAXq9vHPcoORsIVloonDybMLeP2gHPmNfrcYY/mdTwAWdTErzgmA/oSgDBZ0T6GJf1ej28l4Nx2/ADEJydndV8Ph8A1f7+fp2dnY1ob8e5edZZEVU1GKHsLnGmlLeAQiMbpvCVwakVUs4P42V+OhkCb5P1kcDXtHI7HmtXX64dg2EbjdyXAYdcN1xLZZ7gLmUNffB6hH/yHmffdOPyPVkX48pxMyfM25TD1PR2vQbYdoSm3Mv6XDz33Q4098H99jza0Q+vABLJiOGZ09PTev78eV1fXw/GC+Mwb3k++Y4MYH6c2X9Lfs/GWfNee+zMYFcF/fR8eM6qqjWQPZ92FNhg9H3sFoAnMmvJu66s59I4sKHvvvrYhM4xDs28jn2Mm9v1SwKtb/hzf/wbffP44Fc78z3nZ2dno8BsbvP2n+fRJXFG/nVrynVOOWwYv9dOV5+NT8/7VJ1pjGxrN3GU5zXpmWuzo6H75ZJ8lzTy9RyLaeH6qLMz0B7LY9lWvuu7vquqNlj93RKASLlKSZnja3z2vfwnCAFWte2U9Vi/TTn1u/6kLOmemZItU3Kvo8/UPdYjOf6UI8y19UmHZXzN8pc6Um46+JCOp8Q+btcY0M5l6z9sIsu61AXWuT6u1c4eO+bRj4yFwAWOOepMZ7Oz4+mPM3czuJHzl3xm/AVt0pGOPVg1TmDKtWudgCMU7GJsZbp0c2tsWFXDznEc2p5DO5rN354fyxY7Un0fdLDtZVzqMXs+3E/b3dTlNZOyJbEaxWs/sUviMXAB9n3uFMDG99riOa8bfDN2xBOg2N3drYODgyF4YFkwn89HSXXMxd7e3mA3QxPsajv9HURYrzc7UPjvpBDGbtuoqm713bTF17FardoADzyNneDAcPbBAYGU+7YNWLPYRrl2nSTJs96p4flJfvBxV9gP1Ad/cOoCfO4AEkdg564pnuUkB/OWE5CQYaYTvE1/KMxxBmpznjg2iVMj6APHRhHIpI6dnZ06Pj4e+MkJZa7T8+l1l2P2PNouYlxZGGvqWsvY1AtdXb6Htd61xf/Oh4D8tU5MHc9n1vs2Pe92OxzUle6+bTjqPm37/of05b71vs7S8QXtz+fzOjk5qb/+1/96fcd3fMeddd07CIGgAmB0L6PmfwKTzvjMksz6OopBjYGFFc5d4Lzq9jsWrOQ5oiGdPX7GzlSDo679bSDd13JhMjOzun0Mhe83IDIwpV+et24eDc78mzNtUF6mdY43t02at05PT2+9KJr++cy/XAzr9SbT1rTxC6YAZFZ6VTU4ldgGWDU+q93z6xc75wuLMA7MK96NkHTmOy99hq7dezVWq5szJi8uLgYA67nw7guyB/JIFurjeQd0+HxxcTHsWGBtE6jwuYY2YgAqDvjgpDP/eex20Hpd2KChpFG6Wq2qqLs2DkvupS07JKFVF3jMtea1TB1ZP/R01sQUAAAoWmm6j6aTs0OyL6l0zMOmr42MXM8A1M4p4H4l6Ei+9rpmfXX0M5jo6ktdYGdwAg6yi1Ku5HryfHSK2s8xh17jGCvHx8cjQOwXoDG2lJEOrjk7PI8nsDHIvYBQ3jWDHDT4r9rsmMAAyPN/mSfrZQNCG5U29v0eB8txG6M7OztDwDazI1m7HNdm0Ozt0Cl/TUfoYmMSAM4zlrvO9qOv0NsGB/NcNU4AQC/AX+Y3zw/9Rkc8e/ZsxK/WkaaVx5myKNcQdOjkUT7vNeT7GYf51Gsz5XC2MWVAWDbYACdg4yB79tmGkA1gr5E0dpCV2T7FWIb+wOfQMsfp9Ugd8EvqosfyWB5S4C1jl073bCsPuf8+93otpSGf2MPFujr/P336tBaLxehYD+pK2yMdZInL0k6hjc7ecl9TdnX9T5m4Tdbx2den7rdcqxonRiCHOuxqW4d6LL8TU6f9lUlNHY8lfexItB5N+2wqmMQ91tNOxDIOY2zgVx+1mHOQWNI0slPddmKnF6mHcbquDMpgB9rRaP1smqUO8m75qptkMOuJ7D+l84t0c8S92E62YZLnOv1kR2/iYubXOMXz6WOg3C/bSsandkinLWU86X47MGc6pePTWLWTJ9QHzkwbjWRC+pa2LXU6CZCEv/X65jglcJ93LZCZjswDi4I7wUCsMa9l+oATmrm2T4354Rp2Nidt0Ac7u30UMvd73phbkgSd0U89eQSOAw7GdKwf43PPE1jQa4nnCKhYh7C2GYN3F3PSA7YP/jWSTBkztEw5mEclMRbozBpzsDTtOwINtqtodzabDbaZ7QP7plin9JmxmKZeywQmnLBl2QIPY8+QANrpjU7vWYdalm7ToZbXqSdNb65NybepOqtu76ZivNsCC5al1g2u7z6l0ycvU15VPe+FMmWXVtXo5IFt5UEvpiby75e20JEpJpjq8NQkJZO/LHifKgkKqDuBVteXXNCUBAcGZHYkd8/nON12jhkhZNpboHR9zJ0QDjZYSGRbroex2TlgGiaQQSkBRKGtnYkpnHwcSjcOZ/DYYQZgojjLhrng3lSmHnM6LJwVs1gsBkVGvwwAADCM+fz8fFCcrt+8Z57DwYZCoS+LxWJwfPJCJhSWX1JEP8gGoC52H1jJ0R4GwcHBwWiufD6onZfwijOvqAsFyPN++RWKmbnqAKQdQ+nE9X02olwS0K5rYywAaGgnM/vN73aE7uyMX3SdssDGBEDbfWauu/F24Duv2yhNZd6tvQQA+bsBmOmV9OV7Bk9yrbj+lD1uq5OtBj+053v8PLTOOUqesHztdJDlXc4t4zQIpI7T09OhbXRfZiMCKFmLBommoe+HxwDfroe1x3+u+wVyHq8zDK2LeMme3w8BfSzLrKOQZ2m4ejdX8jJygDosC01T7nVfaN+yib7ZkdDNvc/ShW/SMLaBY7om3yV/+j540GvQ9SJP0SldduCUPjcNTK9tPGme9jozL5u+HmvKVl/zuPy5W0uuP9dROiu6YjlhGne4bwpX5mdnyXpMPGueqNo4aroECX/v5u6xPJb7lCl8/TrauU/Z1pcpWyTXca4P3mmGHnKWph2oWV+nD1I25e/GJf6+zW5MOdfJpKRL0mhKlqWd0gVRUtf62Q4DJdZLnW395CNc7bAHYyH73IeqGtnwdlhhU9j5aLwIBqBO94v+pqy2A9B2semT+pa6TFMndFkveI3xvJPLnNEMz9D3xMRZd2Izxuvz4h2MoN60mzzXXSDdtHLyCxiR8bPOzEud7vfYPRfuF+PlnVYZRPIc0J4TXKxPTW8fx2ObPZ9znxwIgg52sBt70qbpigPb/QdLZh/hIXjf8svz9eTJkzo/Px9otL+/Pzoixz4J94fTHTh6hz5zYgHHeF5dXY3eK2GcbJlJkBEbwPjWmfXUYd9Ern/axwbx2nW7/Nm/Ak28JpywYxog/5k/ywX+CIbQD3gMDA0fgK1pk6SnnFvT33idoAzjyJMq+B0sDw1pz4msaR/xvO0TCvOwWq1GAQXqwQdj2WR7h3kl0Y6+209k2xA5zvhyPac9YlmXcsTywbZm/m75m/IoeRrZ19kG1hmpZ1OGpuzPOtyPbdh9m21yV7nrnimc8ZA2Xqa8E1izqsdHL1vuHYRYLBbD8S6Z9eCOdQbgfYiS9byuchdjuj9TBmgq6uw7O0VyQRjwbWs3+9AZxm6Pew1uunGnMDLIs2N3CnBP0Q0l4JceJxBDWCOY3Q6ZpM5MQHB5m1qXTcyxRVMgJoHMlOMNetgRbaXiOqChz2gEmKDgUbC+n98dmLEiI3OBAAYK0ee4r1abl0UDgGwIcI2xsmarajiLkPnyy2Nns9mwq8IAhHk6ODioZ8+e1cHBwSgq7bOA1+v18N1K0n2yQsIYYGzeUm6l53kwmMwt6MmrNqTgRwCx59S8aOMoSyptz5+vpQLPtQJ/ul+dovf403hNvjSA9PykDEv5Yxkw5Qj1GLv1YMPQz3T9tsHhsXu81OvsKQfxDATpS8p1G1HIjJETE36qsfMa/k9+zB1u6UCo2mTVWM6n0Y0xRV9Zt87s9zqhbZ5lDs333p3gazaskIf0k/VjJ4ZBsA0Lb9nGIKL+qs3L9fKlmDaE6bfXe641y1wHyg3c/Q6ZzvjPwKnnyccc2NhLw8sBpYuLi1Hg0nNnml9d3Zybe3h4ODoS0DzOHDhDzXOWvGx+zTZNu2795DNTpZN3id+2OYFsUJiONk7ScZX4xX10hpppyLM55jRCoLFlv/vYBWA9Rsbmz/P5vJbL5VY6PpbH8m4uiXUsZywHUxbeZY/gEEHXoBfQMVXjFxjn2nPd/u/2jMldTydHpozhzv7JPkwFNLI//i3x59SzGYTw2Lrns93UB+hv7Myqjc1jGiUWRK/6vQh8rxrvmu9kLGNJHeFxOUnMTnnLcNMaHrIDzvflGIwtO5sXfYMO8Q5r43xjWgd1jDO9NqpqlKGcffFztmOYG/e/c+oxRs8FOs22C45f6jeNvI7TJnY7iV2n1qad1NDW69nBBzt3jXcTo0ID42W++4gdz4sT26A3TlonHnp3LTh8uVwOuLWqhvd4MRYCC8bk7Nw9PDwcAhW8/8G2JzxzdnY2ejcIMhA7grXqI6KdeGkHuZONbHcYHxvvOvse+x5MbrxtjM9zJFnymT5TpzG9sZwxOesE/se5Tj+ranREM3KBv+RT+PD6+ubEBRIuCdwwBwQObEt73e7v7w/+GOpjzgk4IO9sO9BH5s1rlflxX43xfQxU2sXwJzROH5P7A+3Z9cK4TDd2x/uUCsZuPWG91fkLUj508iJL1tnp8pQ1Wa/18cg2j3am9E93Df7LZOSupK6ewg6PZbpsw1z3LfcOQnzJl3xJffzjHx9NsBufCj5sA4fdtbvunWL2u+7NNtIJ4PsTaHvBZL/z83q92TFixZcLxwAn602wnMXCy38JONwvC4J0jrs/VeOXcdFeZpvnODxGGwkWjjZyTBdn4DsCPZ9vzntECeMQM68BPBz9pt6kuQFVJ0gdRXbQhF0GFu6MzZkp7mdV3Tq+DGON8TJnHP3kIIBfNg3N9vb26vz8fNSeFTtGoIM9BiBkXvB3dXVVJycnVVXDGA0qUXb7+/vD+ZcGHwQgrEAdhEiACu08J/AGdOG7eZH54j6AR4JQSio+Z+QkX3B/1fjIrYq1bWODcdnBlU42g5PkQ+rMtZHyM/nUz7kfWXf+xzFnkGInv+91Oy6d0gZ0m+Yp93Od5Rqk2NmZbfE79bJOzB/+3f3wHA3yijHXxji3s9jZRRzFlBmG1G2g791e8L2f9bsbuiMMCBowt/Td4JMXlJlOzmZEjtEf5CrvuUBeUpy57y3FHR0tt6ERRkJX5vPN0XIpn23c+JrnynNiQ57/aXhkxqedynZsZJueG/ir42HWP44A2rm8vKyTk5M6Ozur5XJ5K/jJHFhvmBaJWeyc2mYEuE9+zrtiUg6lXEmadYZIpyuNYWgbns9+GaPcJQu74MuUkZL8wtw4Mxj6+7/7Q90Z2LQs//zP//yWvx/LY3mvlU7fpy2Run/KJnvy5MnoWBJjf2Rd1VjmWjZ3dXb2lXVF9ue+uGXqnm22VhbrxG20cpZ4J6ttN021Yblmue06uj/Lws7e4bodushFJ3glnjLmtVzmXj6n8zz1BN/NG3ZIgy2qNu+yQn/iAHSilenkIFjynnmIbGqK7UzPA3UQ4PF4czdERyfXA82MNf2d9cNz3Y4HMCO/eQ65Z8qx67XjgI/n2GvYOjODR17fngt+c1CGeXTAwc7WfMZ05D+BAu5zAg3Pe01BGwII9IPdB+b3XIfOssde53jmxIi2mbH57UT2+1GwU+fz+eBcn883yT2sSfptu597LEdt23AkD8XJjj7Wab1ej4I38DfvtaB96mBnN7TP0wwcbGYMeZwXNHbA1IEkj4X1y1g6+9A8ZT7JNvf29oY2cf7TLiczVN1+Z2quffpvfuc522+5DrHDbB/7etqu7ouT2OAt5Ezuelkul7d0QNaZaywD+R3mn9JRnb7cpmO9Ni1L+K2jW37POt036zjmJPVjV7bp322/P5ZNeRU0uncQ4u/+3b87OluvM0iZ+Pz/kPIQQPjQYoFuh5kdAVbegJaH1I1Rz1mEtJXAv1tMlDSU/RzPZr9cT0e/FHgWEFYCft59tcMFxen+WbkYyBjkGpQ484TnUEopiFAa1OdIvAMVZPJbAKEweD4NB0f0raQMuhIgUq+zhlAaOOTgHTusPH/ePgjPOPLNtsfVajUEKAxq6HvV7ZdwXV5eDhkROMcAH0+ePKnlcjmAK8A0jlKDvouLi3ry5MmQBcJ1tpjCp2mI+sVc5jV4yvxlx3g68H3kk4G1+THBR7ZjYwfQlc7+dODdAvB1+8gnryuvo+S9XFNTa9oGUjrvbFj6mW00cBsel2mchonXsjODphRNAig/b7p3QML6IYGT6eZx03+u2wB1e5l1BlC0ceW5pV3oCdCzXCELp5tr9yf1hw0UAKmN3+RDg3LPu1+G5vVSVcOaSx6xjMqxc4axM3sMThNYA+7cBxvi0B/aII/W6/Ww3R+jzUFArxPzInKd73ZsMF/mcR8vYR530Mi8RZ8ZK7yVGaK0acOMYK9527L2jTfeaI8OyHVDScf81LpMnrGDx2vKz7qPLtZ/vubn+d0OFs+tcUjq5nTCJabIsfs6vGYnU4cnO7nUBSE8B/xu3U2/8jgzj/cnf/Inb7X1WB7Le6F09kBnT6SsmcIJ/MfBh4PQWLgLSLgtOxgTl6dt08kzvk/hqu5eivWz20ic2vX3vnLaujS/p9yiDcvvHAOyzFm/STNnRdvOsnM/Awgek51ria0yIMEzeZ/xtK/5s3VH2gdVGx3bzS00INGKXYXUaSeubcTkAfchdzbYFjQ9jKXpm4+9gbds63XFeNa0yd889sQ92Imux/Ubz1KPbQzXD9aBB5LPM6jiNZtywxia0mWbO/HFdXG0je0CeNsYwPqduXPwKdca/cTx7zXQOfbt3Pf5/dAB+8B2uelFu86mh6cvLy+Ho5oZL7gYXA5vkzhE/YvFoqo2QTPsfNqifWjEPDr58ezsbOijX4a+v78/jJXiYE/uAnDioW0RzxU0NbaazzeJSfAfO44JvHgXlbElOyq8Y8ZyNtcUQUzqIsnLPA9/Qaf1ej30Z7lcDjT3M8ggr32vBx9r7fUDH/j9eJap3MM4GCfv1mQs6WxPn2zKbEqXgMkznd6curfTlVW3d1anbMvfsv2pNvOelJfWR5Yf2c5Uuc89n8kyRZPPVOlw4suWB70TIl8Qm8GGztjtOnlXp1MJ3rdMMXuWqX5SRwe48/kEznnd2fN2yGRf+eyFnQvM/ZpauB0dsr/dZ/+vGjtEOjDkuXa/vR3UwMbK3desKH0kCG056wTFhuD2OFBAZAjv7OwM709IZ+BqtRoEPyDI2Sw+VshKzUrV2TVWSNCGCDzXnEkA4OBa1fgc/VQcbpdtmYyB45u4zhFOPHt6ejoCjtABGpPZsV7fOAnZTkp/AD92ntJ3g/T1ej0EJgw07dxyHxwATMME4JG8aPp4PUAf+uZiPkx51Tn90nBy/yvAbBb3y33OsRtsOzhhEOf1Zh7OwBZ9nnLieb1aTtMm/cushJQdBulpMHr+KLnmU27QpvvGZ9aL5zcNZerLjDX66uBe1eboos45W3WzE4Jr0NLbaX20XlUNQDi3KachtrOzM7rHAB6ZB+/Svh2k3snA/YwNgEx7l5eXo8wyyzrvuIIGyDj0OXxn+li+ktlEEkICffrigIcDFgbWlhHO1vK80Ib1RhqLlo3Mc+cogcbmEc+z13rWZaePZUbqHdfHNnjazF0GnuN0kHv9mK9v8Wysd/drmzHhNZW7oLq63Lb76v/WXw48u3htTf2efclA1Tb85L478NCNs8M8ppXHY5pa3jyWx/JuKK/CMO3smPw927NcJjvYzr90Ahr3ZDudTWNdYRyUf538cj3Z325MOfapQKd1Pf3rxmC9aPvDMjT7tA0rcl8G133NGM/0sjyzHrUuNSbw/BjvdPIaW4DS4UjmAN2QgYUs4BE7dClOMEkdYmxu3jBdExsZd4IDbHdRuJaOrexL2pqmvfEU9Vsn0q/E6OC/5A0fiwj+cNIEzxsXmm+cQDGfz0fZ7cbPifMS6ybfMwf+7p0DDmLkn+eFObHj2Ec9EQCwg99O6gy+eFy5CziDMvghukCL/V/r9U3C4enp6YCxLy8vR5nv8PLl5WWdnp4Ou2u9gxmbvfMTUT91cQIAwZrFYlFvvPFGrdfrOj4+HvlPsDfALj7SifV+eHhYe3t7tVwu6+DgYHTKhF/0TR3gVnwClh/mF/MpMsJJkl5b5jFoM5/f7BQ5PT0dToOwXXF8fDyad+wTyyza5BrBypQNYGLsLa6TOGWbxfwA1ncwKYNb+IMYl3fXdDqiaiPnWLuz2U3AkQARcpRgmv1hlh25iwoZYpl0V0lc3tkcrKHUP11JHJ/ykTb9P2056zPPicfnxO/U59kf2rLN9G4od9k6n03l3kEI74IwM3WRp20T/5kuaai6JMCzYjfo5Xs+Z4W2Wm3O7s8FRBs8m46CbMdtZdsurr/7rQOT7scUaLOQqdoISI/D40Ooe/uYz2pEiJMdi3KC5vTH2RKdQ8iZA35muVyOHBFkLNDPdCj4zEY73Q1mnC2cYN/OtIODg0HprFarASRkmc/nI0W/u7tbJycndXBwMDrKa71eDzsS9vf3R8rq6uqqjo6O6vj4+NaLvakTus3n8+G9DsvlcgjozGY32SGAtJ2dnUHhUdfFxcVAZ8AA/ZnNZsPWSejiDIbkLwAmc027BjIJbtMBRuE5O3L5b9ABvZk/5hNecBDD8zqLtqgnQZeBShotmZ3vtZXr2iA5t3BST2aeQEfm3gDMtE+wZ4DZBWVy50kWg3P3c0pmdXIGGqRBzDP8ljsbkDGes/zN85j8cnV1VSVeyTM6CR4TSHYWj2USzyd/OvvQfbAM9e4M98v0RK74CCeD2wxIOWu9qoZ3ydA+65Z+MG7zr2nPZ8si87B3pGGgeIuzjU8HMZlPspT47DYItDAmzxX9slHLeJCLpo1p2gFwYwHL/NRtrsO04Br6zi+cS0xkHWjDzvLFANvXLVfdv1wz2Zb532s0+bb7bnll/UJ9lrl2hnjHS4d1zBuJf7p5cd+ncEuHSz1vrstjS9ltnUz5bDcEHsvrKS9jB71TtpPXbvfZ9+XaxPkDXvZ7IJDbtocs99JR7L/O1ukww1Qfvc7TRrOccbFMmbKhLMe20XNKHtnZmvV0Ojh/d99zl5dpxf12pNt2tU2b9E0e8Dy5jqpxMlEmjPlezylYATxgO9e+BdOT/tvhbhvD99kXkfak6WfdmPR2ghp1OQklcd96vb7lCLRdYrrQx6q6Nf7EwS6phxj7arV5CbL50zZHZwOYRmmLGF91wQ3TO9eJ60qeMm6ybW17xj6CTB6wc9H9Ny7vMuJ9H/h3d3d3SOgzr0JP+NMY27jd2ejGCoyD91tix5+cnIwSCG1zgRVdV/Ie9bPrYj6fD74Ayw2vPe+KAr/TPn/0meOPfBSsZSk0hBe865r2sSvgO8Zr/OVkU//5PjvhT09Pa71ej45V8nXmE6xpG8QyOB3XXMv1xq4SrsE3+QJpJxczXq+xDNy6Pfrnteh1lljeCWPMqWVyJt3lmvS6Td9VYvO8n+9pS6Qe7WwS1+PnLQ8Sy7tPKUu39bHTI1nfO11elb3w0Ho+E2N9u+XeQQgfw5RMMvVX9fKTMbWY0gh+SH1TzD7Vz1xIU212i6yqhuOB8lkLvg7g23nFMwZh1GXHFHV1wOquuQCsdc6Qru5OGJiWdkLiyOOYCxQkis3Aw/XgSMKpRX1+4TfCGSFetQG61OcXngEKGI8daICGk5OT2t/fr8PDwyFQYKULvVAAtMlYGLOVM7TMLZvp/OQl2+xK4CVWOYd+OZodpVU1KGILbl4WfXBwMALDZEf4DEwUZGZoQC/GC3CxY9ZOVPM88wOduZ5ZTQAL1kcCSubVmdKz2WwUMGHMy+Xy1q4KeMZBMfOsnbKjtRKKOMG2jT/66jp41sAk10/KDx8dZWU8n8+HueZ5A0SPy85fj8dGio2MNBzNc9CZcbqkM9g0n802L5dPQMNY6IdpRb2WOynH0tjtaG3eAsxnIZOGDHaOQmOd8Q4W1iL3m5bpNKfvdsrzDM97XRno28j0umTsrHvkE/cxP/CMAx1s58315mLnkY0b2losFqO14zVoI5B14BfseTeH6WHnDGvQzgb4lPay7xhFBvGckUoSAPLHesPZuu5L6mH31WsUfvKaZh6Qq3YO8JvpkHTu9HbqxcQxXqtel1PyJtcg8jTbmjJYfJ/nwgaoz0r2WuYZBzMSs+T6z/50pcMhxqbGrW7DOih/T5n7qoyKx/JYXlXpsL7Ltt+8hhMz83vKO1/HEfb06dPR+78yAJF6wqVzViJTLevd3xxX4k10SWdTbFvDd9lQ1JN1TNGsC4AYM6SDpRuX5aD/7PRyPYw7ae8x2u6xTs22bVOBS3A0OvErfQDMQTpEGR96EYefs6V9f+qipGXS1TrQdjK/mcamF1iA/+As21d5BLXxFXRMrOp+GgNmH4xhPX5je/CNMR1toW/5nrssTJ/kGf6w9fyuPfCb+2IclHNh+sMrttuS/80j3oFPXYnfMxHJxwaZ783PzJ/5Byxs3mU+acPOXtt40IqjWZF14G5sBhzwZMqfnJwMtMOWYOy2nW3rk0BknmKcjIndAnt7e3V4eDgEd2x3MUZOTmDt7e7uDvIbetBveN/yHJqko76jP/22XeNgjfmO31JWIXNItPTOB9MCejE+2xNe89CaxCfbY9QH75pX3U4GTljbPGtec5AHmZe8aZ2Zx5gRKDKuNv+mzeLxOpDIGnL/tunVtA2SzmmHdzo1aW8bgueMvbf1w/WlLjAvWNalnJ0qU3jg7WD9V2knbMMi75byKsb7oCBEp1Aoafy9jvKq6t3Wz20LLMfc3QeYmc/ngxPLz6WDJRV61/62/wl8OqawEEngkMa3P/OsBfuUQ8L0NHjz1kMUHDQyYOyycnkOeppOdoRRNwq6ow/tAQKqamjToBSnFdss7UyzgkrHhBUu121sUDdOVwAA/fSugJ2dzVEunh878Z1JAiBzUMT9PDg4GObv+fPn9fTp01oulwOdM1vo4uKiXrx4MXKkZsYb9DKQcoCB/no92BlkZQwvmn7ul8Gvwat5fr1ej3YucHZk8rX51ZknzuIb1stbda1j7diwyoz8XNsGuvmbx+i+mYau12MwYOIvwTT32QGY46At0zGNJIqVe97v9W8gbOPK99I/1+OgBP01DabkdTpDc23yu48PGOqtjZF4dXU1ALyjo6PReL0V21udO0csa4ax+fg1zyeGRs6jZSYglq3eCWItB+El0xBeXS6XI8M/wbrnYLFYDGvaRg/tOhBsI81yFZnEH2ttyrnk+XIGIXxOX2y0uU8eg9enDWPzs+WAedDGgdcLdTnLCdlnOc97Ic7Pz4fgqHcE2JlEn3LNpSE04tfACVPF8+qSutV85jWfssP97+SUn7dRmbsn/ExinVzjlivO6txWuDf7TV/sHINOHSbzvKU8eSyP5b7l3WxEeq0nf3tN+hr/cWLZ8ZVOu+75qfayjW19yc9JX+uXvGeqXcvf7PNUu91/jzP71TnE3V/rGfc75bUxXMpL2kFuGUNTfzoKeZbvqSOsG+1I7uhm/Gy8z+/z+U2ylc+yN3ZMfOCEjpwT6qZPtkuurq5Gx/gkTnVAhnZtw7nvqUvtEKyqkRM95926o/tsHObPTkQxJjAf+MiiTKigb4ltbPMmHvcOdWxN7wgwL0zpdGN/rzsnzoBb6XdnTzggYn6GdjzjHfrmD9qDPuh4nNX2P1C8C5Zxe8wEGDiCxzjBCSbut4+XTfzKOGlvf39/OL7J68CJU7muqZOdDLZ10r5lPSwWi9Fa536/Z4F2vGuFZxmb39kGjQh0+F0t0AsMBl2YA+pnzBy15XWfSdCdveGk0gwwMZ+Wb16jtj2hmY/mtm0Gz3GP7QrGxm8+6YH7oBt9dKKt59pOdnxHzPNsNhtswkzcTHs75VjqFK/fTld29911T6efLX8ZP/12nzt84GdTr5r/ckddJ7/fC+Vl+trZZe+Fcu8gxFR0KZVZZzi/qvJQQG+m7gChF2lXpkAp//05gW/VjeI9PT0dFobBTfbJDoBtAsJKOwMpU7TZBuxzvK47nTB+zkLVCsIC0YEI6LFarUZHnCBEcdo5y9sOb+rO4zKs2CyEqsbHdJh+CXgMrKnv+Ph4FDkns95OPxSpgZeDFTjsTEOcMs4qT/DCOx7I5K2qUVScsbC7gWORbHDAC3nOKmN/8eLFUAfn+jqD1UewmJ4Gb6lMAB4pB3JeoAP0doa0aWVHJH3P+RzxcAhhAxXonscdJTjs1lW3PrxWU/n7fuhmWWFwZdDTPWM5kc5cy17zLmuXufJ6hS8tsxKkmMc6GZX9mro2VSd1GRBmUNHBKMtD6GfHYQeu7BDx/HTOgaoaZNDe3t6t4LF5hGwneNxA01urOcuU3xzgMh0t72wQ26Ag220+nw9r3YbQfD4fjlfLjLH1el2LxWLIoJnPbwKsPkLAgM2yNteb16NpnPPCZ3Zgee4B2tThOXY9FGdOwSdpcK5Wq2H81kXz+Xy0IyqPR8hxey0bHziIynM5du/GYvcMu+k89nSCUMyTpg2/8WziB4NzyyXXOwXuLVfgs+SJrj9+vpPXKScYv+csx+zf/Iz1SeeMyvboh3dYGdPgWKFuy3DLDOuCLpDyWB7L6yiv23jctua87vIa1/mPbAf72lnJfei8bqeF6+Nzrj33hTXqdjqHBGva9U7Jvinbhr5nXy17u/YcWE6ZmIkGHd23YSfjTRc70Ewz093Pux3obZ1t3YZe9bEu1q12dvu6aWMagWtsw+V/4zeP3XNgHrMjNfG554w+2m6hP375r7PAjYWsQ4wl0Uvukx3P4EInGxlXJMZEd1FnOlS7+yjWYd7Rap42Rrct4H4l3sI+c+KVcYXnOMdJXx2oMeblHq8hz3/OqYvnwb/b75D8mNjS47JzGOzuHdE+PrmqRkcOuW37emjHOwEy4HV8fHxrLbH2eHejA1/MPTvMwbXswMXRvV6vh2OTefcDznqvJ05esF1IJj59RNbTB9rBNrEtT//BWgcHB6PEVMtknmEOM/hg7M4cVm1OuPDujKyD9WCfDO070cf9YbzIWt7/d3JyMgSObLPDq0+fPh3esclac4Ko14rtc+rrdKTX1vn5+bDrYjabDeNPO6TTca6r0+f52TzY2RseS+ql1FkuKZut56xTsu/Zf8unlF3eddPhg/dauW//t2Grd3u5dxAiJz//Mvr0EKK8TkaZWtQ2PLv+Zv86JTg1Tju/2HLW9cfXvJhyoU6NgWLnxlSf+PN4c2HnNf/vBJDHmQ4ClJDPhgbw5nbGFKK04W2AKPCqGoCxty/6WSshtqp6GyJKDyVZVYPSpk4cd/SLMZC9bAUHsHaGtJUlys8v1sbpD3+QubOzs1NHR0d1eno6ykYhe8hBHa5VbY6hurq6qtPT05FyxYEJKLHw57c8ImR/f7+Oj48HgAL9c7dDBmC413xl+dCtt9y5kQagnWDOOs7o+cDvdfs4sZxvr9NcszbeuDcd+pZ9Nr69DnJdefxpaEHTznnetWcedOlASQfyXW+2n7Kikw30jzZ9j2nnOuz45TfTPGWb+cHyzb9nn2wkGJikAW8J6ToB39zv97Nkdr0NDfif9pJH3Q78xHoxQMco5szXy8vLYbu8ecIvHjNt0qhEB/GMDQgyrxgfNCQA6m3rbqPjS8ZM3avVanipHnLDxrrXUzoGWKvQ1LswvUsmDSpo6r7SPs/SN+94yPHxDO3StuVNyrQ0vr3jj3lKkOz73e+pklgAOuXnDqt0+hyZgHPJ66YzJmwo2HBInGI94ns7vHFXoS8ZCOnWlB0Xdp5Yt9g49nyb/8xTllGP5bG8zvI67aCufuumqtvBB681f97Z2Rm9KJN1YizfPTdl0yTuT3so76m6feRDN76uJJaa6oPrnpJTU+PocF0GMLLexKqdEzYDC9nvpJmDNp0D3vVgj6Ve595OZ1kH5k5Djy8xrbNVrSc9Jgf70ZuMKefN2Db5rcOvTvZAJ/jFvZR0NjJesJeP9rUDzW3ZxvK85s4GaGNnMH1wwMfHC5sG4Iqq2++QSDqinztauu84R6s2yWx59K31v+eJMdKu7S4HefJ4KfMM9RlHm69w8iaGNJ/4qC/zqwMETsgBqzIfHNHsXdS2acC5tht9PBN424mYTgiEruY19xn5mklJ/E4A7ejoaFg3BB6gDUEIdkB0dhXPMU9pRzq4srOzM9qt7bXieWJs8AE2DXLs7Oys5vP5yD/B3JkX3C/rmpS1XjfegeCxOuBBMmyOnbryj/ky5vcOCydreU14vRKwsCxiXfuoqNxRZPloWWI54eQay27LfstH42qXTg+yPvjf6UTTOe/z3HY2K2Px89l2189c07bZ0t54LO/Ocu8gRNUmcm4BnAz1Tk12Mvd9Sgq6BLjU58+dU7TrSwIevhvcsPA7h5vH1NXr/rNQrQxzHEMd+jwlVCzMvaUtDYL8X7WJ/Pu6BYLfiZFZK94BAG0cgUfJpmKkDtPBTqWdnZ0RmINGBhsI/6oNL5i3eRcEjjhnVzCf6dTzeA26+UPRGHwDPKvGio9xoDSdhYFSms1mI1C6Xq8HBybbRp88eVLL5XLY4mjFfH19Pey24Gxf13d+fj44+5xtwZZM5gDgloDSzqfOSQ9ITIMrM5FseCZItXLO4jl1oMD8w+8GDsOuCNWVmQrUYyMl10EaygmiE0R5PVLMw1lXrnfo7IxvgzHokCDBY2tlSLTPPXYyejyuP2WX++Q+ThnJ5leeccDNY7exZXnruRjGwRjfGj8v/nJgFIOBdeA+exz0MQMADizaEcB4dnd3a7lcDoFIdmL4Re8G2wQUnNkDgHaAxPqmqgawfXFxMbwbAlohezonBM95bSNHkdHmB+41QDdOsKFsXjIP2fD1OoWG3oJsHnHme9LahlbyAv2zHPOzzgazkyjxg/nCumC5XI4CLu6zjbwOd1gm5Zxatvl5Z3o5SMIzidVStub6M7967jpnE/enI38bhumMmZQ35g+Pl3s9l/6ODk+Dx8Ea6yXzKjTsnDWP5bG8TJky3l+2rodczwLvTwUiuvv5I+uTpJrEVvmXdU61YX1nmTL1OTER1/Maa9+OX2OvrCvrs+wyXrPsyLY9VveBOoxRPLYO71jvJB2Q89bp3n3pcTqQaxs0+516pnMauf+0R39sI7l+9IN3bSReMG3R58hy+mbaUxd/dr5244M+1l9cN77ze8xMZx/5ZHrmfBr7evzZD+PexEnGDD6+hnW3t7c3+BegT54UYKemcRW7ZnMN2WlsHERhvhiPs7lTf9o+IovbtkuuD+M0+uv+cJ/nxfgtMT79gi7U5Yx+zzk+C2xzjt7BRvYcO0jiQBHzRD0k8ZHs48ACsuDw8HCYbx8jhoyFz007J9zYF4H9z7pEVkNLaIEvBH4gmGFMxPyYRvCidzVQl2V34kavhf39/SGQTf+hse2MtKe8rjpZZlxnnOcjkzp9hB2JHLXd4mQo/w4/knyKL4Xxpk3MGmB3iwMRzHfuZjd2dbKs652yRTx/jIPvqSPNV51OgjbMfxck8P3G0y6eO8vPlOlTxfcmX/LdpxT47z6462XwWWeHUF4V1ns3lleJZR90HFMykY3ZKfD7qjo6BRQTLN4FwjsFZgfOVH9zsVq4JMA20EzBSl1uLw3/zjmQgNl95roF89DvGkdmU7BPgf4EvElb9zOdOnk/Qp6zDh3xvby8HF6uhHJC8UJHO7wcEYe+Btz+c4bBer053slbAv1noZ7A3YaM585K0A4708cvGfJvzkqhv37Rto2I3d3dAXAibK+urgbA4XkC9BgkcFQJfGbA6TMyzXcoTJQm4/QW/HQoU3/ypg0V82o6l/jdhXmBPqYJ9E+eTwckvEPfucZ92fbOzs7GUV1jwM3vrsMGque+U8r5PWWWt6QmXewMtOzINccYO9BuOZBH4yQvmSc649mGRheU6eRjVxzQyPtzbgw8bABkG934B7qL5oA0Az5nM5lXbVRl1r3nykYJfAH/emdXyjcynnI8HnseKbZerwcjgud8JIABGvIr+25DDp0FXTw35is+03/uPz8/HxmRDlR3TmDPp41y6yfolIEN64kMFDigTt3eqZZyiDXe8Tl9dt/cP69D5hmDwQagnVi+/y4dm8ZGgl/mJh1tiVvcd54x7nD7+XkKX1GXAyDWpR5P9r2TOXlvrr1tOM2ygnnIs8HhQV8zhvCYpnTSY3ks9ympn98txWuu6vZLopPfjY/JrAWne+eT/yjbghIZCLEc8G+W5x6DZdK2tWps0v3ejbejyxQNrYeqbmfsdzRP+Yq8SXsNuwKaOPnBweYcZ9KOezuc5Sxaj2VKL3kMtnVtB9m+saPQeNk7OsFGzijOcdm2MD5Jh5x1LiWxD3goZX7V5uhgOyWhhZ2qafuYXkMy02xjJ/JnHGLcwpiMmfx+O2dym662mY3FrZsd7NnGp8aFjCn7B32Nm823jMttJf4wJvIz5i/4w0c4URe/o+eNEzwGZNV8Ph8l2a1WN0k9JA7ii2CHCw53TnOAR/mN8S6Xy5rNbpL2nBS0Wq0GXrP8Mu2rapToyNjor+c0j1QmEMV8ZAITzxlT+90RtqFtDxhrMU6eN/6t2uyQsczgWftych3s7++Pki4dEHry5MkQ/Lm+vh6StBwMoh7vWrecZK7W65t3UpDMikyleJ2Y//GXsFuDOcHOgsbslDdvJ063f4c59u4JglYO6ptW9tvY/qdeB29d6INtt5R19G+bvdnpPcsDxm57wjad+8Ln7NtdOMm07WwK6jJ/drLtdRTjjpdt77PBvkhccF9aPCgIkQrHf+8UwH67k9UZ2VNM3y2+dM4n0RMko8RMp87R5oXDNS823+c2DSynaJPA3yAFoADgSuenn7PwS4GWisZtuH98xsmXfUKRIqBxCCLgaA8Fb7BOHwGAPj4IhQiwcL+urq6GrBLfa+e8FR99sNKdclZayQMkzs/PhywJHxdlQIoiQlk9ffq0Li4u6tOf/nQdHR0N/MI7R3JbqjNIMtBwfX098CSK3IBxvb45R/7w8HD4HXo6IOHovLObzKuZZY8SdVaOFZr5NR18tGdAbmHXre38nsECGzK0mUp9VpugA5kuNr74noaq+85vuaazmM9sdJn/rei9fjqD0eOzAeD+dX8GQR5H1uP2XbogqeUB8wlNDHq7+jymBLT+z71e99BhBA43FY8MHNZPHjXh5+2MceDQGYiWVegBB2O97jAoALrJNwBijCXWonni+vp6kG82qjKrJgOw9Anwe3FxUcfHxyMwn+sBo8wyNuWrZb7p6jlcr9dD9pAdBN6RwJE6uR48p5a78KhBd675DGQYEMMzyCnLtQxw8Gfehe78eY689qG/1wl/nbEALZMXs6RBkWvOcsLOLPOrnSKeL6/JlCOWMz6vNkuHV1JmZrFDocNl7o95m7WJgef6cMo4qSHrcZ+6sTyWx7KtsPbtWJvi39dZEhd1WL3q9hqn+NqTJ09GuyAyqzfXTbe2ExN0fZiSCb4/ZRRj6+yrpMVdc9DZd37OzjZnVmfAuZNzicM6g73DO2CGdLZwvxMYnNxkzGYcbjpaZqJvPTbL1sTz4JtOb5hWZIezLpyNnWuk6rY+tgPY88BnHJV27pmG6GqfTmC/hp181oe26dK+43tiV/MENKYNHKQ4YJ10lHgpnY5V4xdhr1arQbeZF7BTeI7PxjKpL5PfPSbT0vYu36EhdDbvUcAbtpWTp7jfO1wofsZzYz6wkxKMDh7hbzabDbzyqU99qo6Ojgb+Oj4+Hl48zL2ZXJH+AO/YwFGNbc0OEL8HkzFy5DJtVNWwc8E7WqpqCIxwv/0C1Mdn42Gc+bY3ujXqNc2aoF3TNLE9z7pt1vlsNhveN2k7DPuHObQfpGpjixBgefLkyXCqg2lm2ePiJCDGlFic63mEkgNieZ/9PdAWWyh3MDjgkfoTOY2cchDDtMxAKAGk5PFOv3mOvU6pz3LMPOA6XKf5imtJo3zW8ix1XvKe+5Z6wPelfePnHYTK9l4X5upo/zLl7eLCzwSuzPZZX7Zr71MeHIRIQPtOTTZ1d4z50JKgovt9CoznokpFmeAOoewFbMVsMJVtp3PAAtDOp6m+5JjS8eFFjXMgx+EMFjtIDCA8DoMp6vG2UzvS/NIeC10UOYrWTiWETQo+Z+5SX2Zh4CDx8UGAB2jAvSgLzyP3GqSj8AwwoRsKZTa7yZLg/ouLizo9PR2yLjAgGEvVZsukgRPbQ09PT2u93kThqdtHh/D92bNnw7ZH/0Z2CDwxn88HwIARgyIlIMMz+V4JR/gTvNrRY6DIXCbv5DqxEWXamlfdvq+ZT823rp8sI98zrPVYP1w3sEhQY7lihUn9zlTmeipuA7wpsGH+d52dcUudLmmYWG7ZGHUf7Ai24ZYydCqQQF1uI41pz11uz2dMaTiZHuaTlJU2cIZ5rRqNiXq9/kxzO6D5Dg1yGy/fWeP0i623doCajmnUWV/YCZ0yzlu5oYd34jlgkNu7GT/AeqDPehPQMV9vy7xDPkA7xuIkBp5B7kFH/pBlOItt4NBOGg4ZdPDaoX+WC7Rj3ca8OkjrgIZ51Y6TBNJsv8dAceZgHumQ9XYAH7lDX73+HTCCvuk07zBN4gbPjb+n8WFZkusPGkJz38Nn5Ij7kfe5JNCfwjoJhOFpAhHuk9coxb95jj6T4P6xvHfLV37lV9aP/diP1cnJSVV9Zg3FxBjW97m+ttk+4MDc/eAkAN9v+ZBtZruJpSxXs+4ck6/7N8vBlBuWaX6+qyfHR38TM7r/U/3o2unG4X5ZV67Xm+OJsOfAFfTHO4+rxrrKjp6p9t3Hjs7Wix6jMUIGZUz/nE/vxED3QnfrbctozwXt+y8xOo5J42S/D8m2sfnRDlTrRsbvRB3zhe1+6sZWMU2NA4zlkw/sgzHGMr6jLw7YeC5wiKOjO/40D6TTz4kZnu+02Zyg4fHN5/MBF5kHbH878cO4i34Yw9GuE+g8T4nNfKTyixcv6pOf/GQdHR1V1Y3D/cWLF3V6ejrC9Pv7+wN25n0LnpeqGrL0TfuqGjmc4QHqevr06a33Sfg57G6SnMCApj1JOnYSG6/Zke1r0JZ7ebmzeS351DLcARB2xvEbPgna8VFUrB3vmrKN6sQpfoceVTW8V4L+VN0Ec8B4HjPjwA5ive7v7w/8btol//ukBT5TD4ET1hf9dlDIgaRMXLQs83xin9m/RADJCXfph/OatQ2QgQavmRxz2uHd97yecirlQSfLLBP5rasvsbdlQNpE8I6D4dn/nN/7XHsvlc8kvkxb78mTJ/XhD3/4Xs/eOwiR21y6aCqdmDIqO6Px7ZQpgPSQeu8DwnNR+bkOEHuhETG1kzYd9fm5apz5zDWEs/vp7ZlTwLIzDqjfzreqccZDjrcbezrfEZI48cnSIJOX/nI/Spr7UNg4u6FBBlu4hoLzuX5WFvTX4NyK0PUuFovhGTsU3Y8cO1kzphuKwwoBIQkA83bD3d3dYUcDY9/Z2RmOqZrP53VycjJkAezs7NTx8fEoGHF5eTncS1AC5bhcLuvg4GA4LxUnC/fbOdplEAHC2P7pDKaOV6wAADf8bkU8tcXWwNFg1IaUQTOKqLRGnenagVHq9F8C406KcJxX57RnvqnbRhe84nYzqGI6wFd2oFopd8FHt2M+hyY2BHIubDzRh5yXDvB4rAkQLFvoSxo22U7KvK5O82saLjY+E4hs0w2eT8umxWIxeq+NwQ8gFHlH39jthIyhrxgvdtQ6yEpw0rsmbDgkeGT9MkYfTUeGjWWrj4vjHnQ5INoOANOFOTRApk1ogtHEvQ4+e05t1Ls+O9GRg6w3G6Zep157punu7u5o+3ryknk+163lNve4z4wBPsBYdVDdWAlaJEjvsEautQ6gu79eE9uMhpTBpmM+z+9c95rLYiOikxPUA/91DgKvq64+960bu+lmHUG5uLgYjE1njcK/dpZYfnjNT+Hdx/JYpsrnf/7n10/8xE+MeHvKvni7ZaqOzj5KeyGxbd7v58B/PmbHgfB0APtZf3Yf8p7OfvS93Vg72cS9KWNSztxFw5RVrhf9m8GIlMcpP+8aC7rFtjY6myAQutq6J8dunsu5sc7sMJIxBd+NETP5h776DHawbWa/29YwLgcv2G6iOEHA/GLaYHfaucgzZLjznJ36Hr+TnHKNDLZG8EBiCDueTT+3aV7hGglt6CXzXTqFbWP43vl8PpoDzzs09hiNWbLexA3caxp6fYDnHFQyFvKxSV4TXkt5jGViHvM3/XWb5mNOHOAdiU5WPDk5GYIOq9WqTk5O6ujoaAjS4PjFTp/P54OtDdYFm6afoqpGO3i91maz2XDiA7upc417RwR2P+vReBh+hFYdjmG8p6enVVVDIIV3RbKOca4br0Lb2Ww27GCw3UE7Dk5hf3K8tndPsK7hc+aZfvKf0yKgrfsCjWw3J2/bxrZusq3GOras4X7jdXjNdor5EvvQsg66gDcZGzYY/UNmJe6Gn+kb402/mNdlrgtsI9aD/6ccyt943mvY66rD5q7nLoxjveb+WqZmv9w+dHJd9vllm4kDXKbslsdy/9LZfF/4hV94r2cftBOi6jbASgbknu7zVOffTkkgOXXtrjr8TALENLANoFOBuyDYUFwWwilEnJU8BUwT+FaNnWfdfMz0rAExJQWBr1upp0AycExeYHwATTv7qRslgEBG8eVLxUxHg1SUZ77gmXpRRnnsE5/t/DMgMi2pw2Ai59Rbe6mbbYB7e3sjR5gjtvTb8+fMoTyXvaqGl1zRD2eqM56qGjJxV6vVsNsCAMsWR4ACf2RAr1ar0S4UZ1/5OCQbJGmkmS/sePd64Rq8b1rYKWTetEOyK+ZggyeDv+wj9XbOb0uubn3aSEsZYeDp+90/rys7k01r09B1uu++j3tMd/c7DZtunXk+E1x7HWVGc64d6Eg/ZrPZyJlsfsigCuNJQONnUulZRnZ6yf0Z6lO/3S71+OxrG8jw4f7+fi0WiwFws34/9alP1YsXL4bsKR9Rg7Of/hm8pkzx8UkYG8wVBgpGJ4W5d5AGYO9nXW/KJRsyltvJ68hvDDnLJNrxi/J8lID76fnOjE4HHdxvy+3sK3M3BZ5TfnaZdNxn3vBazezMzGAyHajLPOh10GGQ/L0znKbqSAM/ZY/XVuIeG2PDOok1m2u1xR5Bw2y3c1b6P8X1psGSMsl6m4K+9u4+99P8lfohHXuP5bHct3z3d3/3wOtTQbx3uiRW666lTOEzQXnjQ+RdF1ig8Jttlm39478d1NlGJ2ey3ZQ/lPvahh0deD4z1rF3mOuqjW7s8B/fjXGdDZ36zXomz0Gv2uh6aOOsYOPQpJuDCsjnxIRV450g4KB0nqb9Z33qOrGpfEQstk4ea+skr230hD9xkNph6OB31eYce9PfiWPMJc9AzwzIUD/jJQHDz/p/Ymvbs/y5zsQdHi86jt9yd2UGA9xnY8nU6+6n7by0Z8AhGfxIW8t4xA5zzyPtM1d2nKae7p41r9ImQafz8/N68eJFHR8fD/atMQzj91FhibXBp9CZpFKCEd7NazsR7EqbphXjICkQfOJ3QTBmMPR8Ph9l/HvtMn7bisiUqhpl7sPHrCnz0nq9HpIlwUvQGuc6znD4/eLiYnQck9/baB3hteSjrzMRCb8DdbPuq+pWkBEbzO/dZH0wRx7zbDYbdo+QDOp1YNrZ3ru+vh7m2oERB4SsJ+zfsgz0/NIXzyNj9w5drhG4yqO6/NmyFhrkPdYtaRNlyd9SlpteWUf6ONNX2D3vNZ7rP/uUshReybZy/F25LyZ4XeXdgA1fRWEc5+fn9Tf/5t+81zMPfjF11W2mcuMPLVOM9k6VNKDdnzTCk6m9QNMh4P8Iw21gOsHNVD+zf4AFO9fy+c4h4Xo6gG7Qm06ZpAH3GsDCHyhNg1X+WwmggMm6t6CFXnb+0C9AEkrFwsxgzHOcYDABNgrambVWSAh3z5UBHLTxlkSuG3ygSO2YYz4NcByosaO+qgZggaPv5ORkoEOCfer13KEoz87OqmqTXV1Vt7JpCGYwBp+znc5HCjSzk9QOxi4IBi15PufPCjEdWa7D/Gp+NgD1OoTn7JR6i1jDx1RuNroSVNN/81BHI9cDjxggmM/MXx6H+SednJ7vDArkGmMsduKl08B12FA0uHEbphFA0WsPevs+96+T0d6p5IBiHteTcvMW3RtaMB+0Yz51sAT5dnBwUIvFYqAbffNWa8sdDC2/IM7g3+C1qkaBgZQRzphJBzhA/uzs7JazvmpzLBUyld8xImw4ptE2m22CrbPZjQPA74Zh3RL0ND97rcBn8/nNcXD0x2vexhxtp770/KFvfGxI1VhG2TCysc3zGC6eGxuPSUv64vk+Ozurs7OzgTeov+Oz5PVujHz2ep7CTl5LLpaBU0aBadzJoOTFfI51A31STvvzfcaR37nfQQLTMe+r2mAwZ/j5XVOWVd1cPJbH8tCSjuq3U17WRsq1261Zrvt/Xluv1wM+d2KO106ua7eXMrq7J6+nrEtnUfaPZ7q2cmy+1gWdXc+UDE2dZhnie9CfxrrWg53tZjunasNLqTu6unK+s46UoZ3c5LPxmfEez+IkBfus1+MjVpwMY3yZtrXnmTkxz5tGtrWwUfIYSuiH4zn7bJsUmjgIYX5DR3jnqPvCs5n0QD12cGeCFfUlPsP+zDEnvybPmW+7IJ5pbYd58nzOi9d47jpmPt2e2zL9mZfkZcZl2iYvdmOeevbs7KxevHhRz58/H+FS8wb8AQ8zf8YW2M+eB3YhnZyc1NXV1ZCkhHPe8w5vGgtVbRKFuK9qfHwPTlX6Yf5MW9t8bTnIOG1vOJHQ75PkGTAzznvbrU6AYp375c/YSqxJ2nFgBxrSf/g61y6f8U2wfsBs5+fng69osVgM+okAg4MQ+JmcCGx8ah6ifXbNMH7qw+ZL2TCbzUa7bNOGdkDL6yRtWmhG/6DLlM5Nm4P5Z5066ce07daaZYHn2bJgyk5IHcz8Zj3WUd317EMW9yefzaP2UhdOlZfFVl25L87r6P1OtPu6ivkDeYU9f1e5dxCCYmVCo8moDy1mKNfzKpmjK50Bftei47dtgDqFm8GQjeau/m0g2kDuIbSeYvgE0AimdK7k2Pic9aZgRQj4nD8rG9dlpzxC18CaPqJMDdJQFmTKuyC4fT/9Nhjqxu02fdYcCsNKP4Fp1ealTigvougoe3jDOx6cqQmw9fbjBKxs5+TdBhiJKDCyBOyIA1glKEI5c5QMis3vxsCx6cCMFR9OnqQXQRXagrbOMvFzyaNTa3UUUNK8ez5RUD4L0oo8nfbDOoEXwlC0AWXnqIEAtLQT1302zehv9iONYxt2aVB2oJz/vs/AL52iPOO1161z7p0CF4wr6ek2fd2A3AaqndU59w7uJK8A7J1ZBsAb5lt1mVasV79nBXDrQLLpSXDu8PBwoB+ZKwQiMFbgccbAs8hI1kTS2LyRO3dYh37HC88yFuuMTubzDLLIdPUz8DnzZiPq/Px8tPuN4nXm9ZqB5gwGe1uz5zYdAqlT6S994OWABuTOmsLRglyjbnQSWWEZHLQMcyAM+jmolBl8ueaol3s6uZfYIA2JTg547fz/2Pv/GGu37K4PXOfU76r3vbfbv6FtmhgMBtsMsknGJoEIA8YJMCDhzCBjaYImQYyTiSaKJVCkjAQTMaPMMAPyoJFBGTuRE/4YQDgg4vGA+SHwmJgfTtOYbkC2MW2n3d233fe+b1Wd+nXO/FH385zP8631nKp633rvvd1dWyrVOc95nr3XXnvttb5rrb33k5jB/EKfkGxBPpOODHRY3nwmq+lJ+vzZwauudNeTP8nLxFaep8ict8Vzb/LPPHy3Qf5j+ewtKVPvZvG8Sz9jSsbR1bwzzPg7V7q6nqnkXrZlOkwXz+Tq6i7okfrN3+8biLBOzXtsB9M3ua0fSY+DwB3GygCzdzV49bz9pPRjvEIe3yOxMfel/nS/8FPQm+BeY7DU7bYFLISiLz6+0rSlrTMfzPOquiGDfoYFYO7zajUOyjoo6sUj0Oj+ZAKMYh5RwH/IEvjTfic8d/08WzV+AbBl0ji4w/BOpHCP8Vb6wIm56JOL+089HhfLup9J+SB46zF0HZ7PnVzZPzEvGFcwHkHq09PT4X08jIkX3NmP5tmtra167bXXhvHZ2toakgkcf+zz+ZFdjyW+OO9Ww9dH7tBn3lmQq785Pgocar6uVusdAsgTvolxpncAZVD7/Px8SBzke9Hou5+jbfjlkxo8njs7O/XkyZMbcSL+c//e3t6o/8hH+iPMBebzYrEYxhtZYLe6fRZiHMjDkydPRrsqsGPGrPhgliPrA8bUtNFnyz9+AzEW+GBdxLjwjgvPWycaVqvV5BFM/py+gmMzaW+QGYptX4d9mStpdzMG0NUxdd18SPtom2o9mG25z54D3X23lXcD33+2+xTGLHfBWFPlzkkIn+FmhfJQpevAbeB9028vC/zTUKbTm6AygYtBAwph6syydH5NdzrJU4FJt5v97gBC1mGeOdhghWPAkTyyUnFABQOLskfhehUwgW3Tb0WUCihXo/L7xcXFKJmRY2iHibZsdDvecqakz0rPLLR5VlUjw0YW3vXSf6/wzYAZgSy3heG0LBoQnp+fj1Zkwx/4AtA2GHFbFO4DhOSWXtq34jdYQd69CyR1Rq6Gsdz6usEsz+Wq6MFgS+a9zdEGOIOWBrZ2vkb6SLRkf/yc5cD02dnxdTuNnoPJg3R03T60ux7ocumAiHmb+qcLJHrHAjQ40O/7fY/7lvovn8u2UrdRnOByfwAuCcAs46kfu3p4lkQeegB+LZfLGy+5pw1A9muvvVaLxaKOj4+HxB7vhZjNZkOdBvfQwWqkqhrpR+s3kpZ5hB1z3o6J9aqdHo9D2iPzKx1F84qx8AofAL4D+NTF7+a/wbNlMOc5/XOyys+6f6vVOuFj/TGbrZPebts63OfGWoegC9MxSz0AH5ANdHLKWuoMrzJEln2veWZ75GSw6UoclGNsGmxPPQ7d/EsaoN16KO2p2+zwSGd/Oyenk5vuueTz5eXlcN4ziTLsp+eG+YDMeHv8Y3ksD1Fexj950XpsZ7pEhO/j/2q1Gl5InYHfTEBYL2f9m9rycy5TwXzr2NR76UclnvQzWWfikUwEdPSnLTIt1m3ma/bdejn9zexD1Xh3vf0u0+jAYtJFnU4ypM3xeNivcwJik+2hz8gJWMk89U55j4X9sSk7Ba6wLzmbzUa+F7bX9JtGy1gXz8ijnKirowus5QUJtGW/0+Nr/tFvL0rzmHNvzr+UJXieeKnD0g52uh3zJe+ZOuLYNj9xjoPNlsnElozrlC7g+RxPguK5+M0LULzrgd8PDg5qNrs+tQAaOF6Vo1Grqo6Pj4fFjvRvubzebXt4eDhgSpIWXoBIO5l0tBx7njjBkBiQ34+Pj0eL0fhM/YxvLrpgTE5OToa54/gDbcBnJ9Qo9g/BVV5YxWfPBXhjH4fPjkXgJzlITl0XFxfDS6g9B9mhhz/GfLMssdPF15fL9QIyv8PPeot5TOIXGaSP/m25XI6Sj+mnUC9HWfEbCUqfWsE4ui9T9olxoEzZxW78pkrayNSNtqdppzofkdIlE1x3Z5vSF+jasg9+X1yVNvmh799Ux0PU9V4qL4Jp7+xZ/cE/+AfrYx/7WP2Fv/AXRsdTfLYWG8Cc3C4Jen0tS050nkNJ+0zCfK4LYPh7JjisgGz0bxjv2TjwmH33texz3nsjOBslFeT+/v5g3KEREOCXHXu7o8Fp1fhomnRIHGzyiiAHzW14Cag7cG8+ZOD8+Ph4SEBgpGxAt7a2RtvTHejz0UV7e3tD35wgALgcHh4OADOPXyLYSV2Hh4fDtlH4SZ8BOtSPUsbgsdXSCtsgGKPoY7FwUNJ4HB4ejtqHJxnEwoh6B4xlyIFt7vdRO3Z6oMWrls2HlEX6BzBgi2k6lzZ0BseaHKM5YFml3/yWgUHuc0C+M6KdUTKoT7Ax9Vwmc+zYeX51QVHzwjLaAYApXZhjmbqmc/7T2e364mfzXs8VgOTULqVO/5p25iMJU3YXsf3a5wnTtlfqeB4dHh7WF33RF9X29na99dZbI1rsLBmMJiifzWajLdJeke8VM95BRb3Q6kCrE6A46FU16FsfV2M+eZVgJwO00yX7OofCTm3noEMrOtFtO0Fl5yB1M3phuVwOet/OnWmnblY6Zd87YG/+Uxe6DnvAu3Z4oav1XWdzncjpgib+7nnjuZtz1mPFvR1Yz+8ZnPBYUof1mudZR7d1pG1FBis9b6fo596pgFBe514S8uwasp2y3JmGr/u6r6v3v//99Vgey0OVF3HW7ltPN5+7xMBtBezIrtpcBJT2f+rPgdGOVmya2802OjyQOMO6MfUL92fbPOu53+FE60T/lljE+jFpzoCSeWKbib7yUTLYNP4Su3mMU4+lnqxa215+zx1i5gOfsbnGG+Y19XtHJ7gsFyuxWAK6bFPT57AssSDL78fAflO3MZz/59jSD++8hFZwl+kwj2mL6/SPvsHX9Pko8Ma7I4xl3SbjmYtIuhX1edyMfVMHRz3OGScwLjP/fR2ewoNuHrgP6W9Qcmw6u2waMznEgji/MyFPRbDvCK+ZN2DEDPg69mBeE9Nhp/PTp09ra2tr+M74m5deTOTgNnU7HrG/v1/7+/sjOeLzycnJsLs5eZR+Q9X6RAbrCGOxk5OTwU8mUI/8gFuhzbsREmvxmWOeZrPZEHuAt0+fPr0R70EW2LngJIbnGnPU+HVra2s4aolYS3es0e7ubh0dHQ39YZfC7u7uEBeAn8xP+LBarUb89hyCHuSJZAjz3H0wL0wHY099XvhJX+EnMpP2NO1JBvaNqzufvMPZeW/ns+SctVz4d9cHbV2baUPSx0mZoXiRs3Vd+nKP5WHKQ/L1zkmI7/u+7xsUdRe4yvK5MvCdITUo84RLw26l5QB3KgDz00DX4Jd7HWC5C8A2HQkoppRSOiddGwkMq9bHWpCVXy6vM8MY06oaBat4qatXyuRqAQw5QV3zJP/TPjxPRW1Qxm8eG4wcRp/gIkbVxoa+rFbrVb1efe9VP86On5+fD+9x8MtqWSEN0AQIn5+fD6sV4I3BKPxBNrxK2kFwg1QbDOjCgB8dHdXh4eHwjgkDGK8kYZWIg3vd6nX6T9CHa3YKGPecC05A2cAajKSMv/1l1BZ10deUD+SGVSzpWK9qvNrNwXvGwTJlvvPfAWoHsZ2w8VilU55OcDcH3CZ9d93Zhr/ns2479YLbtGPRgQ7T6+8etynH0OMF3w1yKOk0u5i/I12qe0wbsmwHYLVa1f7+fh0eHg7tGSBW1XD+P88xL3Z3d+vp06fDnMn50e1Igqde4efAA/01OJ3P1++WwSFLG8N4+WV6PLu3tzfilQE2c9jHUUFn964Ey4FBJQXQ751gbofnU892gNjzAhlBbzkx7ZeWwVf6B/1ui7bRp+fn5yNbBO/4j07IQIudKtt1xpWxSdvE/+yj9TbXrXc24a602TnHvPPE9/t6zl/rRWND7LnlMHUXxX1LByN1RWKTDj/Rhq/z29XV1WC37PR2q/2g+Z/8k3/yuBPisbxnS2f70w53ttWfO/zPHwtcWGmKfnN9WX+21RXfu+l+bMNtPmfqhw5nWHenPtwUZHEdLhnEt11KbONx6PQaBdyB3nVA1n6f8XE+D79Sd/N78gn7ga0Cn3djlbaIz7kjwvauw6gO8hr7WBaM1+E3GMZHytrfsQ/VjQm0ddjUet4yw2fvGEn73e34tL1L/pl2nqEer+q178bn5Cc7lbxTM30B22XTk/KQzyZegNYOWye/PXYe05TJ7hnz18mNlBv8wQy2L5fLIXjsxTu07VXvGSPAH7Qfj3/oHdEkImaz2dCWsYvbdJCcfjj4DC324Ul2zGbX8QB2VXsszSMW0YBvrEugi0VIyHPqrsvLy1EMAHmzf899fIY+8/fq6vq9E16sCZZm/pKYMY8PDg5qb2+vFovFkLyBf8aYjBH+DrGbTB6A7aB/f3+/nj59OiRdvCCWWI93OiArjr/YNkK/EzdOKJAsRSbxc5xM8Bzxf+q27XKysLM36Tf4PmS4K509vE/xvMx2s+5N7bsunkk9XbVeEIXc209MP2aqzU345CHuf6fqStzyTpSHavPOnhXn4dkJ/mwtCdhykuQkSrCSE6xqHJhIMIwRQEmSEaUkOOZ/p5AMjDpl0QV9UiklzdRdtVZwvs9tGjRAA4pyCsg7M+zg0NXVVT1//vyGMeIMRcsaypo+At5Mk9v3CmADXBteb3vljyNEqmr0PVfg45CRpLCRxggeHh6OeOMV+RzFgoHyKmj6jMPn94mkXGCgT09PhzMeeU9E8oKgS1UNqyR4VwL0PnnyZHh3Aoqc9uE/YMGAGpDHGMBrGwzPIwPslO28lzZtSNPRHCnB2TooarCPLFTVsALB4NbzdgTCdV8XcHefeM5gKXlHu55TuZo7aTJPPU8NYDznEgzTBr+7PfPQCSFK6rOOb1V1A5SaJ6m7oJ254dV+phWHzDzIFYB2zO0Uue/M90EmxC+CpZ4z8/l8AM70l985U5Y+AOx+4Rd+oV577bWBZgqOx2q1qpOTk2HeetUhNNrRtKPlnQje6eE+ESh38iSdhbOzs1ES0/01gPSYW+8g19Z1Bovwy86Ax4XncBoYTzsh6fwR/M/5lUC7mzPIhY/Iu7y8HL0Em/oYF8uOAwxe2eb5YB3PNd7jg43AYeocfM8Tz1HrD+pPfcrnxCxuw3MvE6j01bY2gwZZ0tFIXZ4ywxinruZ39zlxmEtHi/uWfWY+pd7iSCbmJc6iafFuytVqNRr7x/JY7lOsTyz7d/Gj8p4W79zyfOrxfD4/59/u7m4dHByMVgpnAiLrTxqSB4llO1+qe86l88uMzVKXdHgk6TRuTTtoerFVVeOgvrHmFEbNtv15UxAng8/e1Zx12rZTbLNpy3wEs9AH/+7+dvQ7aOxnHDQm8FZVw05x2rNMmacOgFatA6jgCu8ohRawB3aH9uGtbUJiB4KNPhbX/XJQEp6AGYwxGZ9so+NXJnC45s/wgtiBbR6+Xe48cb+8GA/aHHh3AZdb7swzx0xMS2JI3+tFZpYdy7PrNS7KBVyWT4+/Ywv29b2bCBmi3+wu5limxWJRV1frEwnMS7ATpyIgr5eXl/XWW28N9BN4JqAObdRFkLqqBl8i9VXyrmr87oc8lpXinRrEJTwHjX+865nP4BzwK3xarVbDc8bnjsXkOx28owGewg/zlF0BJB2Q58PDw1Gi0e+8S8ycJ1Ww0NNJJcZ6Z2dnOI4KvQQPOIYLftNvZIn4FGPiBag+wtX9gmd+YbfnMn2jeOdJ6vFOR7p4bmQQn/+5gDPtluXROmmT3bK+SBwOrRmT6trgXpf06fIz/q71RzefstwVQz2WmyV9uLx+n/LSy7seciBTyHxtU9t3AfO+bxPNm9oysOoCXtznSc/vPjPPRrvq5ktfEtRm3R3Y7sA3xfVVjc/8q7p5fIUzreaLlYPvcRBsKnDi+wnaYcROTk4GA0BwvGqsjA1IUTpOmDgjbUDkYsOJQYEOryLO38zfNNgoewdUbEA4ymk+X+98wOD4mCeMTZ5JyPgBMFltMZ/PB6DkJAk0EFwBFCF7rEpgvBwohDYbpHRAbGC5l7GZWkUETWkE03l1YLtq/R6aTEDwrAFPtwrLSRLAoh0uJwrsMHQ6gOcTmKURzWCi6aEeO7gOTiaoZ550+sC6LHWN26QN5D/rgk8u1kW0YR01FThIPrjPrteOCOPGHJgCEu4jMuC5SR2WraxnFBwIoETd1s+mfT6/XuGSQNvbZjmz1GeTQg/zB/0GeCXhWbVO9LNTIPnBPN3Z2RleXIeeQub87pqUB3hgncN19CKgGZnx3Ed+PK9z7lr2rDMA5zj5XrUIn2ez2Y1g72y2Tt7SLn/QbBnxHLXj7YCH5S0Brudmrpzzi8XNY/OhanwUHCv0FovFDV3qfmegAvtF3Z1Mu+T8tA1xsGOqTGEK86wrpseJmMRB7sNUPfm90zmbaOjo9ViYVywuYOeSFy0kX6aCq4/lsdy13NVHeZHSyWbOWevrTp7T3vuPXRAEvrwqOzGcv7vt1HnoWq8qpXhVadJsjJQ6eEp/+bsDpZ2PYH5ahySWyYTOJh2UmCkXUXBPBvAcLKK/YBywrO2ufZCpPifuMw4Fi6Z9AXMYS3K9qkYBINdtTIgvZ0xkOel0fNplAnmMiXFdrtI2vuF3aO78DWOGqhrRaIyRSfyUMWTF/bV80NdcCGfZyCAivzHm6bcQ3OwCgclX43V44zHzuKfcgrlSrqGJsc3gZ2Lz9Dcs01U1GisWB9FX6GFBJ7+nvrHMINuMTR6BA41epDelF+g7iTBiChzVWlXDzn/wBEkH8CDY0otvLDdOLOZiJOhHBpBJxiYxImOTL0qnP+ap60Yv42N44RI4mP8kARI7I5Oe49B1cnIywuDs5GGu8tuTJ0+G5MVbb701eo5EJr68Mb7npxcs2UdarVbDQtCjo6PRQkFsXdV6oaaP8mT8oIUFa37XgxcKenHZajV+v6fnv3VW2kz+Jz9tn+wXdb6EdUtnL1PuN2F27keO08fuMI919ZR98vzrbGzXf3xa20v6PlU29e2ztbxT/Ul/tfv9rrTcOQkx5fy+bLlNEF4leJ+qv+snTO1WkfB7AlNP8nxzO5OHOu2ou17oScVqunzfDeMZgCyL63U/KAbq6XAkYDEwBCRYKaQS4Xq+nMxb1WwQ04B2fUgF5Xu8StjBaychfK4c93i1b44fxfWxe8ErlFCUbAGkXvOKfnrFE3whaXB2djYE/wlgksCx07a9vT2s9IT+TDTMZrPRmY8OWKVRskHd29sbtjFmMJJ7eJbxcLCUPqbMGZg5gWXHx6DNz1fVenW7HD0bZwekqAcg4HMhbxguzXv65WCnjb1lz3zsHAE7lZ0z4zkFb+xo2iGyLklHxM4QZUpveb5AT/cssslv9MWrsdJx99hZP+Ycsp4zr/zdIA9akF+/sNH0JeBxcb059wG4fPaYeWv0wcHBAGYJPDOvfR7ofD4fdnt5R05VDeetWj7og3dSQZtfQF21TtBk4Nr/l8vl8MJo27G0Ax4TxtXt0BaODOCcz9aPyIJlE32ZYDmD2aw8csLGqx/Rnw5q8Rty2B1BAJ88X9G37pNXx21vbw/b8a2r4ZlX1KNXCHjz7h+ezX4mLea/5RR96LlpveA+Wn48t3N+uaQuSEzh+hivTCwnnnG9mWBJPZpYcwofGlsk3jKv0kbZGcWxTD4jN9Q9hZ8ey2O5b3mVPs2U3+I5213z89YN4FUfDehAbs5hfqMdt+c2bA98L3VM6ayqcYDCOMd97+pP/yqDHsZ/iTVM+yYfsMMVpi8D2J3OMwbufEb7BFVjm5+40YG+xKn0F/3tcUi9TZ1O/KevYLmoGr8LKnkA3cb3xnPgCh+TZ9tu2+n6c2FKJ4O2v7bf3MfiM/cbfqXNT5wP35wwoE2PET5nHpXDfR7jxOc876S5z4yn4N9AlzG6E1yMI+ORwVzz1j4+Y5TxAmMty7THHz7Qf8u7jx/ieS8o4Uhjj5PrpT8s+Hn+/PlwzA707+/vj/Bnzl37+7SDDOK/g93T1+Q58yT1jWnHPwCXn52dDWOQyb+Dg4ORTrN8p3za14cO2nYiE3pJBMB7fITsm+UUnnOcNDZjPp/X6enpMKbEIzJgzR/yvL+/P1oYigwQ5H/f+943YDfGFdxNQoi6raMca3FSCvl98803h+Oo8SHx3ywPTih5QWSeZuHFnd4N4d0PxsC+lgsTU6YsT9anvs+yZSydctOVvLfTcbTr8Uzfyv6m6TI+n2rbz0NH6mTrylwc+Cox1mNZF4/Ri5Z7JyHuU6ac3FddptrsmLWJgQmcmdQoCE/+NNZe4WPlZ8c4wXrWk9cS+PB8Jglms1ntv/lmVVXtf+Yz9dv+vX9vXN/NjtLJqtns5u95n8tqdX2+Oorqbfr8fbinbgqtlc2MthunqSXHZEzRPCL1pvIbyUpD70RFLS8GcHBN9A1l7t/a9qsZf9Oiz7Oa7vNsNluPZcjNQMP65pvPZ93R37uMzV1L8oP2GIdKWqbKalX7n/lMVV3L/O/8zu9s6Tt73/vqb/+JPzEYZ5w0G9ZNoOu6qZtHJHVyTbHD4ESaHV/Tyu8AT4xu3msQSJumIx2GzrnPYKBlpZOdBD15XyatDIa434kp05Lgy8H+BDrwgESMVwwBRtGzqSs70Jbgxs6CE3gATEoejeQjhnwkk50YaPUuF+hmZbad2ar11n5ewlY1flmh+ZGr1SxDds7bRJ5oyVVYeexDtp0Of869vNdzzLy4vLwcgXXGkSORppy5rNPJfc8dyzDP5S4utmBzj5MwOLfJm9wNBo9xLElkTOkX5mDqGo+Lx2rqd0oG4jrnIkvOhdRxbt/1Othv3puWTbQmXffFm+kopbPU8ZskhHe8OECXdT+Wx/JulxfBW/fFa753d3d3eCG1k7yp3zsfpfvOvd3Ch5yjBI8yGJN0brre6Zqpudxh8ZFv0vCxs6Fde6nTsm4HeJ1gd32uA7uIreZ3sEc3HlXjBSTGIfzuQG7aNzAV9VAv9tE61xikao17vILY12nLNDuQ12HO9L+9eMmJA+P6xHlp2/gPFqUkhvC99h+yP054wDtwIkF49yPxvMfVc8iJdeN740wfW+UxZ2yc4MAeerEZ7THnjXUTQ3uc7ZswNh3m9kukPZ+MM+mjZXWxWIwWCyIf+AqZcOPoUzCd8Ty0EJDmRcXWPa4/sTHHmx4cHIye89F1JNOczGX8vYr+5ORk4EdiX3iELPk+8w+eobe9ANFj5N00yLt3bywWizo/Px+O4TNmJeiLTCPz+F3QQ9CdPxbwXF1djWwKsgc/kgYSTpZ53rX35MmTgR8s9gHXeWEayRjuzUQIR0FxKgdziXeamVd8Zkzpm+ciR3yxENS+Ke/X85jCQ48Pi8y4L+2j9aS/O/lrvc9vTgp0dhy+TNnJLtGQOjR9vbRdLr43ExaOSzhp7jYYb9Nte/JQ5SHreizr8lJJiNucydvu8X1de69q0Lu6b2uvA5j5TAJrT/AMSnkCT313HQl0mZQZTBnAH9eXyzp444078+axPJbP9jJfrerw05+e/D2DkwYXU+Ca5+zMULqgF6Cd33OrrIudKtOTwcYM6FPSgUt6XJf7zfcMGLqvTpgYDJhWO2AJJLKPdrAM2rxazw4k9eNI8Ky3dju47rZcl79vAlccuXR6ejrqv8dnd3d3SAbY2ebIHTu4OCHw1E49DqjHxuAzgR2Oi50KnErTSD3JF4+Zj7rzSi8n5TIhYzmzE2mnhrGkf3YKaZf+UJcDB9SNc4fDxljjaHqrtIMVXvnk6wbmXUDDgNcyP5UoI5lgh8aOra/ZYUt+eC6mnCaNqQ/8Gd4kbz3+GdygvQ7Xea7Y4Ugnwde6hGqnD6Z0nIudlk0Y0/PDAbIM0GTwrKqGgAb3M5cc8NkUcHksj+VVlE3+0n3vMR6Y8k9yLlI3ATJ2uDmwVnVzHne7hVxntmc609/hs3Xlpj6n3rHdMtaA7tSfvq/DaX7WgcnEXJ0/l8EZ98e2Gx3erRbNsTHOXK1Wo92axiy5g9F2nv/ZD67nTu60G5mUQNfnIghopD4vKPEYuy7krbN52N0Mona8zTHgfsuA/XLLGzI9JQfmo7Gb2zcvHCzN3YzGx/AbnOFxM+4joAn2ygBwN0YOICbuoC8+njflhL+UQ9PG/ca39jfgjd/VYNxMoNRHA3vXCEFpj6WDq17h77aNiR08py6PnceaPtIGyQReugyN7JAgMM2Ynpyc1Gq13mkAHRw/BN61XOzu7o4W2HgH9mKxGB3xbJn1Qi4njeGhcShyhI/CZx9x5cVcxqte+e/xst7gyCEfH5VYy8dq+z1xxtPIBjwyHoWOw8PDoR4W/fiEDes1Yz7rBGSLwH/uIvBuCo+JFx37P/yxv2A/BdlKPzJtnRdh2camv8vnTEIbx2Zy2PO/8wuybvtLWZd1QWf3bGdybpnP+dmJVetNj5lp2eTjv2iZ8lMey3S56xg82DshNjV4l3u60hn/Fy0diPP129pAAXtlzhRw7sA9ytlGvao/dsklFYHbMOiizgT5q6pafOEX9n262ckbv6/i++i+1XiV/nK1Gq7dCCCsVtMr3rONCefoxuegb6rO9U+r0e+roHd03xTNXZ1qu+NhuS9N//xcytVQzwQdnRzSxqbgzab6biv5/Gz843V/+Nw9P/Gb6W7p6MZWvNv/hV+o+WpVy9msFu9//0Arv82W6yNU+M1GO3dE3Gyqf7GhQaDbXLNknKBIY2xA4sB3Bg2dGMj5byDvQBrPJ20dSDC9DmhmoJT7HSC2E4W+S54mAEk+dcGB7v4p4JKBWz+fTlpXAJjcg9Nop202uw6k+90L6HYArI94MciHh5z7Sv3QSfLBOysMtgxGnTjIs+yRb68eAgQzRjgvHfg10PbqJ+4xGHbyIZ1oO1Dca8fGANzzx7JGfT7z0+eusn08HVIntbyiiXGmuC84pOm80Qc7XJeX1y+3ZlWT9Yr75xV87qtlDr7mXE4H33ojAwGeAx63dCKyOEHAvRls8Mqjzgmhn4lVPP/hS87lTIialuRRV5KXdjj5PXW6A0hnZ2eDDKSO9krJh3ZqHstjeSeKA0epY3LupP7Z2dmpw8PD4TgJ2xDfRzDPOsfBkvSN3OZUYsQ0c91464Z/0fSjaz91aCYnMvDkpLbpcFJ7E65JDMO1xC7mXYdpUo9Zx9MetBNINP30l+JFHbkA5Orqati5V7V+Jx395Iz1TD4nvdTNc06wWMaw2TzD+0fMZ/PEQfW0VZYZ7C7jmkcQdTbLdaR/QP+cAKha7+j1OfLL5fIGRiRglj5Ayqn5bVnxYiF4BM5kvI0FLSfGjdzX+Tq+lvae8UuZTHuZMu7+Og6S8RAH4S2Trse/p25gbP1uhgy8ZvwG+fP7GUkAnJ2dDUcjEdAGK3A0qJM9q9Wqjo6OBlzIqnz0I31A7rmHxAIvU7a80D9oY27y4mgf95rybHxGHzweTmjl+86QP+hEfniOo5WYg3m0k3er2K8ydue6k6fQnLt4Li4uhqNvnYjyXNzZ2aknT57U66+/PtCCT8ZY0q/0H62DTC+7HXydHTO+jswdHh7W4eHhQL93SSAHaR8ygG7bhy73PPazWVf6bVynbvRbF8fg3ik/2nrF8zttcNJkmbPu2JQsMA2pL6kfH8S71l8Wq0/FBh5LXzp+3XcMXjoJMVVScDeVzhA/hCBN1ZG/d+CxK14F49UTPGujmKsMqsbBiQTfriPr8vc09tmXBLw1m9UP/Zf/5QiwTv0BdKzs7NTTrgNTKJLLy8s6Pj4ethReXFzU8fHxYIxQKjg0KBaDJ14MRfCClxLRtl+GbNoyoOeAoIM5zqRz5h8KDIN/eXlZJycnA9iy0TBfMCp+KXRm6Q3ceYfC3t5eHR4e1tOnTwcDZcC5XC4HHgIU+eyXxtK+22TrpH+jX8jdzs7O8C4HrzSuqsHYAaZpG/7M5/M6ODgY7SRg7ABAdnbs4NnpszHmGdcBAHQgHNkDqNg54e93/Yf/YR1++tN19v7311/5nu8Zbe38rb//99f+2zuCPEc8Vxy8Xy6X62RK9Iv2HATOhAF9Qo6mnFTPZzuMdgQ81zNAmw62aUxD7qBs6hQK4w4v3B48csABecwgAUAn+9vxHQBIydXkdsLshFsm0mly/Rl8HK3YXI3PYLb+AXivVquRQ4muymtV1/rj+fPnI/DuFT4AV4N3J4686t8ygDxBmwG+VwtBg/nBuHfOs+eWZcZzNIM2Bsl2FNyvqvXLt52EsW66vLwcnVmcgRjbNssk/OKcWQdP0vlFj9C2dagDIwQ9POamifZsy9HLPAOf0qngXtoyX1087v5zgMZzPOcR/O9AYOID35Pjxv3QOOW02I6bVxkQ6nRf4hu36Tru6xQw7sY7yU/bKbAKTvUUf14Gjz6Wz+/S2aRX0UbXZiYgqm76Klm4RqClswVdUsPPd/ekPuhomKJnindTAZDOt0qd4v+JU6vWNpDriYWMb6dosf+0yR/tcFHXV2x49w4zsKZ1oPV21wdwgfWed1za3jngmmNYNcZZiT1sD8EA5rUxF34R/gjP++giv8CXNm0nrb+hs1vEQ9vuQ2J5+JhjhK/kMaAdH/OHj2is180X29IMyhrvkhAEDxNctjziV6Sv5jYTI2YyKm2lZavDaylvLsgm/WEc+Y7/THt+sTd1J76znBF8NX534N1HaFoPub/p37GgiP7u7e3VwcHBCH/S34ODg1HSABkmEcKOMrClj9mBN57H+O74kNblfk+K5ZN+2x+gnpQ76iF5Qb/tj9IPY0PbEy9Esh9CMsWLoapq2EECrT7WyguFwOckR5hDJE7hBXMPWi8vL+vZs2fDuzeZIyTSDw4O6unTp6OjvHh2tVoN7+PjWCf7XfAgkyP4IPYtnLA3H9BtjgGuVuMXfBvD2z/r5pR1cGJzSs4T6y/XkddTthIb8yzPZT18T9/c+sTtW8d2dCAzpsd6I3VT9m0Tzpn6/lhuls5nTQyYePC2cq8kxCYweBeQnWDsPoTeBuRelCZPjE31WPnehYackAYj1JngJ69lHfyWQbWkadSXRjisTGazWX3jN/7hevbsl9c//af/2xuKJf88dr52cPDz9dt+2/+6fvAH/0/18Y9/Wf3iX/xP67f/9v9rffd3/9E6Pt4ZgjDQbfBbtQ7spfNk/iRPDEDIiJLxthGhXe47Ozurk5OTYbWPFTVJExtmCsYc44cRckHpkgix4WE1g0EK/MMge6WtQQQrL0ggzOfzIbPP+YoALQzb/v7+sGLAK4LcL8uCjR2AAMWOMfbKYQcVc264XmTeR5ikYfXqpqqbq/7tRLjOtszWL8lN8E0x4KM9A8LVSjtmarzdO+voQIBBDs5C1mEgb9mZUuaeGx4XOwM841VsXo0M3QbgHv9Otxkg8dn8m6KTtuw05O/p3CUISZ66jwlupsALAN9nm0LtqtYrp5B79IeDFjj/lluC3OgR7nECDSfCSQZkjHaRCyc1bDegHx76M31mLH3ObiaUmX/IlpNSDpZbDzHnHfiwY8tv0Gkn0zYTejJA7XuQJc956y0DVa8+ZEWZnSycFkon75Yx6HdwxLJuvvGf8fb8R2/jNLvf8JdEeoJ/J0E7/dEBPu+kyfmWc95tZft2CtLW86xXkppH5g/9cBum3XXiUHo+Q0/ijLvivhxLX58ad+wj8p1j/Vgey4uUlLVXLU/ZhnVe9+eSMr+1tTUKnHX6mj9jmE5P+n9Hm+nvdBy/5fNdf42tfC19qKzXGLbzq7ItbIPxtOmnjuTNJqzCc7avaa+wuQ4MZZCcuhxwdT+ramTXsFUOljsw6nr4nknp1Nn8z6S7cQO8oS7vJDg9PR3ZDCdGul0ZHnf/2UYxxj7q0vJhXOtArOs1zmE1evbPC1fgZfo3KcPGXlVrW2t6fCwaPHAwO33TxM5dkLObxw72Z2BwSoe4jmwTfvE/Fzhxn/GS5xH2Of0AaPPiQuNRxplnuA5e9zGp7BKxXHuXydbWVh0dHY0SG2Bi6oD39pNJWoBTSZ7x0mbzmz6wCG+1uvbjDw8Phxdpg2lzV3FVDT7//v7+IIPMNc9nZJTrueMa2sGt3sWAb0A8gv4yZn7/mcdob29viE84hmD/w/bFO4q2t7frtddeq93d3To5ORlogF7G6+zsbPSiauYmMRP4QbJgPp8PCzd53uNLzMYylEFwdiRZZtPu0o+cj/TfOsxzEhp43rGqtGvG8KlfPGfSbrpPXPdiP/tijk109ivxe2ezKYmN8nfXhw51/IrCXDF/M44yRcNdy32eeSdw3nuxGJ9MjedUufdOiE0Vd87ifRzIqmmweV/akhH3rSOFyWDOE9bP3cZ0r5BMOp2Rz3qTvgT2CUC7Pv3aX/sn6iu+4odv/PY3/safqR//8f9DrVbjF3PmZwNOB8XMj6p1MPeTn/yq+q/+q/9zXVxsV9V6hYOVrF9MhFHoADiGl8QCxnO1WtWXfdlH6pu/+f9Y3//9311nZ/N63/t+vL792//M27TP6uxstz796ffVP//n/0r9rb/19fXmm3u1WCxqsVgMysrKE/5jeL/pmz5ev+t3/eP60i99Vltby/r4x5/Wf//f/6r60R/9qhEgZwwxqNTD6gnqt3ExKHAQ8+joaAiGAjK8SoTMPjy0o4jR4l7uy9VO7i/AnP6Y/wbNDn4zVhnot+wYsHeBbwdY0xCmkwCPDKy8U2I2m42OhXKCJI1z0od8Owg/ZRBt/LkO7eZR53RkcZvuL7/ZCfG5pXmf2zdtCR46nZjXPA7mm3+nWI4MIE2H9ZvbtP7ofjfPO0ffc40+eqxWq9UN+TR9WQjes/oJQEoQ3E4z+scr0+iPgTtJBejb2rreObVYLIZ6OM4n9QglAScOzeHh4aAbkl/cZxm0HBjI2cnwfPdnnvNOAPM060Z/0qfVajVyJN0njxVt2kmlXfoF35FTAGjOZfeje/+Ff/cWbX5PfWNw5T5bt+3v7w+rqFLXIV+MjRPwqedsh5K3dhhdPKdcJ58tF9YddkpSR3j8zduUUcufgy7Q7IRx6vWUB9fn++9bpnjk6x7z7qgJ1/P56Fg8lpcrnWO2SZZfRM67OqxL7uKXuHC/j5JwgN56baqN9E+6+js/q/OnuuRptpNzOq8ltkp++Tlj0MRYU/1wvfaJkl5jlw4zZt3YRewe17CH2BnbDGi3jfeY5apnbBMBc9MIbR4L+17Wn/ye/iI8zSRPyhI22LsFjK2Nc5y88s5d2zLz1wsD8LESg4IVO2xtmUr6CNoSAHZg2Bgsx9ayZjlwMM0+NSu5vUszjzNyHRTjVPfH/qZ3THT+cAYfzWP3Cf7ir/o/93FCgfEeMrhYLEYvVK6qG7jJR3r52fQVjPPsi6R+9MKYzhciUM27HLyQlNMNjJPm8/nQB1bxUz9jt1gsRseuOmaQ+oPvXuiTvGe3mpNzxs2ZCLQOyblvH586nJBg0RW6AJrwY7zzgvY4fQEcnvLmhX8ONFvOmeveOW15OD09HR1TBW+QR2ilHto/Pz8fTtiwP0cdLCC1/iFWwu+JoWnbyXvHZzqM7jqQCe/AYHyts9K2uJ7Euvm5s5P+3mHl7rppmWrPv6Vt7HzXKRyUfUS/EBfMfvv+F8Hvj5j/ZulwlPECuolk4F3KKzuOySUF9D7loRzQu5QOBE8BzbxnCpgbzKE0u4nfBSX8OZ9JJdLR9/aX4eMnPvH19aEP/cej+i8u3ldbW+sjjhL0u5/+3UDLoAcDc3o6q4uLp7W1dVHz+dUQNHYg0AqM/vuFR/P5fAgMeqtfniFYVfX8+fN6881VHR5eZ+j/+B//A3VxcVD7++f1ZV/2c/Vv/Bv/v/qGb/jx+pN/8nfXP/2ne8NZjfQPpQagxuCdnR3WD/zA19TP/uzTuryc19d//c/VH/gDP1onJ0/rox/9YFXVkC0HRCfoB0RiELnv+Pi45vP1S56Wy+WN400cqOT4j4ODg8H4GQh4XDFclgnqt1wCnLyCxmNjAOJxcrB9SkYpdjAcQEQWDDyWy+VoNbeLk12mYZApDHqtnRPar4n50c27YS6r7U75+rlc3QPASjnnOnQb4JsHptOAMtu/DZRAj/uZ9zHOdkztlEFTN8bms2XQW225lo5C12fzLgGa7/eqd+vPDGrnWAx9Fw/QI6yosiPgFVa0xXxjlc3x8fFoHkAvSQjOiHUgHueJ4iSjx8arjDzftre3h7NHcQ5wkNAzncPmMfcY5lyybKWN87PdsYSWCzslOC7WIaYnzwS2A+1xRlexW+v4+HikK5EBf8Z2QKOD5NA2m81Gx1y4zyk/8MHJwQTD7h91OHBghwGnwzo2bWvqkKqxvXZQw06g50s6BC7WR5YRz1snrZImMIHnwu7u7iAn1JMrePnsFZiu/0VKpxPzunnDH3PU+vZFnZjH8vldvuu7vqt+5md+pv7cn/tzo3n8suWuc2KTf8LvU885GGh74ACS60LfcV8mFl136sWq8VG3nR/V+T/WY24rg6ZdX7vgifW2g89ZsEPZb2OdbLerL32t1N+u27qRvhKQw07ynAPRxsxVN3ETuCeD5R6T5L/HkPvSP6Bt41MvYqAO71Z0gNc8SyziwFzVeDdgyrz9HB/9i+2uGu80zIUWlr+0S+BGYzInIbp56nY9xt49YZ94a2trCHb7Rc3UZbyNzerwG3XBX+9wtTxkMDwxrWk2f+mPA4OsUmac+c5K+uVyOQr+OlbCyn9jCdowtrEc0G/HWOxnYtvhV2ImB8Op98mTJ8MJDRcXF4P/Tb1OTpyfnw8r4/f29obFhE5aLBaL0UIaJyPoE36FcSPyC4ZlbP2eHmhChgig+31o5jd4x7qi24FjHcT4GQeyaIskBPwG6/Pfi4HoJ32Av/Q1/cb0T5Avdl6Q2LEuQE97N/rV1dWQOFoul3V6elpPnjwZzUnsHMmTbsEq/PTiTvtRjKvjHbmaP+XbcZaMk3kOWx9zf9Lmeel5bdpdN9enfANk7jYcY12SdrV7tvNJrXs6vE7B781dNy/qMzxE+XzwE6b8KuTw4uKivu3bvq0+8IEP3Km+Oych3PAUsHPpwKefva3c9/6pctvzCSym2u3AsCdv198EQw5CdBOqcxYMgNLoJx0j2pq+Lpe7dXb2/uE+6vp1v+676tmzX17/7J99Z61Wq/qmb/r2+tmf/e11dPRz9cVf/Dfr8vJp/fRPf0d9/OO/c6DvyZOfqK/6qj9eR0c/U8+f/9L6yZ/8vVVVw5bDL/iCD9W//W//X+rP/Jn/oi4vt+prv/bv1Td/81+qv/yXv6N+02/67+rp08/Uz/3cv1J/9a/+vjo9fd/bBmpZ3/RNf7a+6qt+tFaref3zf/5v1u7up2tn57R++If/d61iAlg+e/asnj1b1Rd+4bWRPjl5Us+fb9fFxbx+8id/Sf29v/eB+q7v+m/r3/l3frj+yB/5rQMved5GHpAyn8/rox/9RaNg3g/90K+q3/gbf7p++S//n+pDH/qywagYHFStX9h6dXU1rHxm14LPZPdRMJxv7pUjJCgADNSdwVjLE+16hbNBsR1K/qNAkDevCJ7P56NVcfDfDo2D0RQH5G1gCPJY3hP42pgkMHabUzsODHKSLjsznqNuY7lcjl/K3syxqcB8Glx4xWeDJB9NxThZF1AX8urnnTjgc27P9ip96yvT4r7YobRMWL5ct+nJgKjlz/xIMJTgAd4YvCVfk27r2c556gwnhblCm3bUmNdetQTApn6/Fybly8DS225pyy+L884LOxl+D44BLrwyMIW2qvGLG80LO6QeNxw0nvX5rU4GOFGwWq2GY+FsoxyozgCFabecmXcJSlMmU+7tJOdKqqoaHCT6RsFJyWAN91m/O1EAnx34oX2/VNPBIZysLkCRc7ID7akXUk+aN56z9MMBnm4udNgmP+dY2DHhvrQ15q/1bIefun7dp0zJjH9LfcrYYJdyfKYcqMfyWDaVv/SX/lKdnJwM8ma996pKzqnub4oGB554fxk4eCo5UDVOAtwWwE86b7sn6U1dtKnO5EWnWxIXdDiP76lns73kQ/es8a5tzm3Y10Ek7L/1Le0yXnm0TNpZ/nusEjvl77ax7l8nE7b59l9tO40VvPDIiYm0ZcbbGYzv5GG1Wq8iNybJRSv0lZLjZL6lHcXWsxiNvnt3nXfZZb+8EMcrtuETf/a58B0SI+aRia4D7Mdvxo3dX8qI7bxl3wF+Eg0Epa+urob3LZ2eng7n7tNXeGE/LvFZZ8uNPZz4sY411oC/lkVjAPvBtEuSYblc1vPnzweaeP8D8QL8Y8v4arVehASvnRCgT9Br7M14egGRj4llnOEhtG9tjd+hAP/xMXmfI7wAK1uGfbpA1fhF5164Y18FGkkMIG/QxzsTnATKd4OmPsxFK5ZZ/thV7hMyrJs9Vzx/z87Ohr7NZrMbx/k4ucviWS8egz/QkbYd/nsXhWU3E2s8Y5n0DovOnnaYfAovW6cnBvdYp+3zM1lX8mKTP5PjexdbnHUmv5xEcjItn3uVWCvLO9nWe7EYM/zoj/5o7e3t1R/7Y3/s1ufunIQwmHmokgL+kGUKTHalm0AJTBOM+bOP6nBxoAre+dzvqjWQskFOwJa0OiC0qe9vf+FDVd0El2taxmDvgx/8c/WTP/n761/8i99XX/zFf7N+5a/8E3V8/A11cvIVNZ+f1Nd93X9ab7zx9fXhD/+h2t392frVv/p7hrZ5ARHtcEbhzs5F/av/6t+qH/qh76jlsurf+rf+m/qNv/G/qx/+4f9NbW1t1a/5NX+lftkv+7v1V//qt9ezZ19ev+bX/PX64Ad/vD7+8a8eOUHwYbFYDODguh83nQmSAMfHV/XDP/xV9e3f/mP1+utndXLypL76qz9ef+gP/WD9R//R76xPf/q1ASAsl8t69uzZCGDAo6/+6p+tL/uyN+vP/tn/2Wi1MYbVxs6gke2mbKllbP0CJQKcXlFgOSO45fE3P1DMuZob0JAAzAmOXCmTL2r1efLIssGPA92dAaGkPGdwiuJV9C52cg3SUubzPpd0mKDDRiyfMWADTKYjBv0J9Dpjn/old5tkSSfYCR4H09JQe8xzLKDVIIhr6Yx6xbfr9Zh5HKYAhL/buXMfc8XcVH0Jkuhzrozz+aLQXqrPjtnZ2dmw+swriAwmuc4cOjw8vBHsB5Qjh17lzsvevCoMoJt6g7kLbzlT1iuBvFLLKyZpi+84I7xDgXrRYwmG3R+PR+4esiOCs7u7uzs6L9fOGbSh7xir1GvQg461vDKullscDJxH2kQeSCp5jOy0YLvol3VQBi1SF9uh8jxxAsJHOeDg5NxJXdk5BJZj5CQD+5ZtB0ByvnhOdbgkaWHMsiBDyDT9cXLKun7TStEuYXHfYn1oXen5bH54FV3uvpzSyY/lsWwqH/3oR0e27iF8p9vmgrGZ/zrM4+LfsX8OcLmuvL/7c71VN/Vb6h7+2253mL9q/HJZ151tujhgnbyaonWKT+gv65YO7/q37K//7CMmzehuByyNK90v2+bkGWOHnfIuTAciE88x9u6PsXrWn1jA/aY+HzPiHWhpZ23/zPvkT+JAsLqf8znw9q29O8L4xCujGQPb+MTBYLJNfgz0OVFEm5Yn/7Eam+CyeUXf4FkmnjLInDguZSl/t6+YvovbWK1Ww04AMBjJBnZA8A5G+8tgLfvP4BV8UrdnXJA+KUF3aPSqdIoTOhTqIGAOJgY/Euj0S5Cpy/JGXfaHScTgT7GgyX6PsRn9ZbcC/PQxR9xPwsvxA3wTsAz3+iQC40UnT5BBMDW7OVgYia9hn9r2wnjLx0N7sWRVjeTC2D/1n+MYTjRZn6BLqmp0n+c9tNHXTEjSb8+rg4ODYex9vGhi7XVcqEa6Dj+LurvdN8g3dMIL+sR8qFof/8TzaSN9LW0pvE89ap1A8bMdBrcPkf5BtutnbMPcZtqp/O46XC9/l5eXw84i/07d77XSYZ+HKu+l/m5vb9cnP/nJO9N07+OYbgPBXcMJiO5TOnB2l/rzmak6pq4neLJyy0BB55QnuLVCySBZ1TjIyfc0/HzuHJob/a11SJ57v+RLfqy+5Vt+z3DPpz716+of/sP/dFQH9bzxxr9WP/uz/4uqqvqX//Lb6yu+4s/X06d/r46Pv7y++Iv/v1W1rA9/+H9fV1c7tVp9ef3UT71RX/M1/4+qqiH7zec1AL6qv/7X/5f1/PmX1t7eXv3ET/zm+vqv/8uDMv66r/sb9T/8D99c/+yffW3t7u7W3/7bv7e+4is+XLPZeCXnanW9+vb58+d1eHg29JGz/eDzxcVaeV1cXNTHPvakqqq+9EtP66d/+mldXOzUz/3ca7VajZU+YA4jeHBwXn/6T/+V2t6+quVyVt/7vb+u/vE//sWjoAWy4MAFCtjOjQO9ztzDA59P7dUAgILO2bNypjjwBRC2U0SgBRADqOtkwSAxnVwH3KHJQSgHgjLQbZBopwbjZxqQJeq3kbwxB1fjc8ZzrjjInrtAnNjIYhBivWTH3IbQgbs0QOYj97j/eZQMv9mBoq408gnEOv1hvkGf++V2EqxY3rvEg+XdACn7kM64g7bcawfQfHLfDMBye7FliDnXJaUI9tMWsoYzkkcFAIII6qPzcDbsZJhP6ENvv88CLxwASBALDdCFjnOfAa8Afv4Abx5vJz06ObZ9SseCeeSxc13UwXNsnc6AiY9Tsi7pAGo6156b0MZZud4tkTtAurnFvejvPELKNhq96JWK9DV1qGWTNi3bvu555M+2J547dtQ9t9ImdPVQv3Va6jfbskwO0K5f0s51y37im679bi50ZQrQp1PV6d2Up6oa7CHOpudE6ovH8ljuUt4px7Cbs4kTmYubaOS+3d3d0Tnj6LOsK+dQBjootmEdJugwSofdElck3dbdVWNM6brzWsdPt228hE7tEh8OQLs9MNbUbx3vHMDJVd7G1sZ9YJvso30Sy0janCkdbNs99YyvY3Nth6jHu6nhba6Chwb7ycZCGZQytnJiwsWYifr8bI4fGC4DZ/CZ5704gvoJOlpePW7wc3d3d/D1EmNtb1+/Z4K/xA/Ga9lPeJUBd9/rQKz75WBvLjbxOFpu2RFweno6LG4B33EP8o9/S1KFxAEY1fVbHowtrY+o35gE+bMPZd5aXgj4b21tjY5eJXlyeno66EEnfxg/z1UnGdgBh19BQsL+npNiXrzj9x6A773AaLlcDm3nHGOxYyYZWYy5XC4Hn8Z4O/10MG2uyK9aL5g1Hy8vL4f31B0dHY3mDUcmMV4+CQJ+uz7mFQFmMLj16Hx+vbj19ddfH+TOY+xx4jqJdeIejIH9MCeRnPRx/z1uTsZYRjNID5+tL5ANzz3LgxfP5UJn2kOe0vaknraPnLrRMuxrtJ33d3V1OL37LfWJ6/d/eGpfgj7zLHKVdnDKZ3gsr77Y5nV4syv3Po4pBfBVA+1XKVBd3R3wTVBnUO37uro6kOkgy1QbUzR2YDGNRKdkqqreeOPr6h/9o+8clP3V1f7bz97c/vT8+Veqrnmdn39B7e29WbPZrA4P/0U9f/6VdXW13u3w5pu/emgL41VVb59tuFfb2zt1cbFbZ2dfXjs71/ctFu+rg4Nnb28/PK3Dw2f1qU995aBwZ7OteuOND9Z8vn7p8/Hx8aB8Tk9P64u+aH2cknmyXC5rsRivZD4/v05YnJ1db+P76Edfrz/8h3/X28Z9vNLWgO/Zs6r/5D/55nr99a36mq/5+fqO7/iH9alPvVb/6B994cD3+Xx9vqNXEXgrH6sJMPAGhQ4oQQdBTo+rAbYdI8bUKyBYHYLR3d/fHxn5BOQGbHYSkLdcEeegXSe7zvQbfOezPrbHxtUBcsu5/3fOas3Wq9RvBJw1J7I+9zsVqEEav+c87uYuoNir6unjmtxxEN9BU/OA56zoE0A46OpkUOonj5mdMdfl8fBzGTg18PLRKwYSU3z1dyepvLrBY5Pgyv9TVjxGN5ziGCfAqecb8xhQyEou02mHIo9Jcl8uLi6G4I7nD6vccFrcz3SQKfv7+4NOsdOdSQCPW9os+uv2GCuDPTsO8MY8oN08yom2cfKY+15ZxLVOTnnezl/+bocTPnOPk6w+Axb7ZB3klUt8zjlIvThlTqLaWbCDhTOJvTo8PBzNq9SbXR9Tzv0c7XtVl2XAz9hp9zzJuZqAPgN5U9gD28ZYWWd5jBiz2Ww22rGXQb0s98Wa7h98SgcoMRO2kqAPcyuTRI/lsTxkeRnZ6uwhOstz6q5zB5vknRA8b7ya9Xdt2C+xfjOtXdDIemYqYEIdWa+v53zv9BZ9SQzne60jUgfCa2OTrm7r3M6nS16iQzu8X1UjO2re2wZgjxxwd8CRNhLvdbo4bZHbyn55hXKHh3x/7oBwoiGxm8fDuMt2y3ywzbctsz23nBlzuq0MLFInGMOBfn7P9r3TAt+E+qfOo+e9LKvV+l0R9M1j1fkNHnfkz7jG/Ux/LH0DXyNwzTWSIxwXRFAQXjrR4SN8kI3E5sYLxgzGe/CIMUfe8PdIaLDjeGqHMQF/+s5K+dVqNfTl+Ph4WMyXsppHYFEXcxNsy7FBiSVzLvGbfT4H36kXeUM2kBuSHOhu+4u05aOZPNeM6f0iaZ5Pn4f4hf0SJ0bwB3wsFLRnwonCc+ykIbFA35F16Do7O6u9vb3hHZmnp6ej+cn93YukndjwPE+f07vZoTHnj/2wtJNpKzzWfLbNS5+POFrqJNOSMY5NyYgpG506vNOjvm5dmrYtbYL1gW1xh3uSXp5P24hOZE743qz/Pn7Dy5TbfJRNWOlzoeS8uGu5cxJisVgMK7Grbt+hMCUA75Qz91DtONCbANptWbEQtLJRsXJ2Nrdqs3B2wmoj5sm+CeRWVV1dHdTp6QdGin8+H4O7tZJZHyW1pgFlMKvZbHzmeOcsVF2fn1i1V3t7u7VabQ9Hl1yDk1nNZmPeETBKJwK+LRaLIavus9KrrmX0rbfeqqp6+2zC9Sr/y8vL+sAHrn/72Z/dGSUDMDbsCvB7Iq7p2KpPfep99dZbu/UzP/MF9Yt/8Wfqd/7Of1wf/ehvGYET2iW4wrFUABOvFL28vByOqXLQ2GOI7Bn0ur0O2FOWy+vVGAQ3j46ObjgGjIO3EnYAPMGGZddBnsxadwAzZQpASV25otogO2WLzz72zKVdRV03HaJ0IDfptjSKnocJrk0rADkNcRbrG/cRvphG5kmXJLBjkaCFuuyE5JikU2t5NN/SOTTv7BwlnSlvjCNyxJyBrk4ePAfyzE6Pi52/zkhybXt7u/b394drjCM8844Cz3forarRy9XsSFku7CxWXTt2vOyOawR1rYuYh5YDB71xesx3F5xHg2+f02o7h/OIfspkqOc7bUKbnRHqpY7lcjk6KslBXjtgtGPHEL0KP5AH+ppgHLo8Dthm98Hy4eQCPMtjJcw/7mfFGuOBzfIcRe97rkFL6jTmXcpyynTOD+53fZlk9D224RmkSbvOOGWwBz4i+9RB3fDcGAgaqOMm1qjRPZtKOij+nMGp1GvWjV5x6IAT4/tYHst7vSTG6uYU93XPYIsIZFn3+4/n0sfJ+9L2ur28x/T4N+s2SmfDs6+dXkh/yX1PPWxMZ7pyV4D1TLY9hTf8eUqfO7mMHcugqtvrEsZuz1jCfU0M577nMUXcM4UfE/NgMxKD+vhJrtsP4Nn0D6ZsY2f/7KO4v8ZwxhNe2GG/Ajq90IKxIdBtOQCLIBMdrjB//RuYzs/YRzN+gGc5n+hjYmHbu+QVPEhb6WueJ9h8bCYr8Am2m/+uywmlxAokE7yDlXrwyzMhxMKWqvVCGe9czf65D6aNgO/W1tYQYzg+Ph4F/5EJFhj6OJ5M0pHk8Ep675xmztgXg9degW8ZMUaGFs8xt5W6gmKsVjV+191yuaz9/f0hLoGcEx+x7wi/2THC+F1cXNTx8XEtl8vRzm0WpnpsLJvge3Zp5wp3+mWbtFqt6vj4uHZ2durg4KBWq9UQG0IOjEOhg7nh+QLtzHMvaLIe9SLVs7OzQeY8dz3nnSBLu5kL41IuKfZt0iambbSe62wPz/i3qftcX84j603Tv6ktP9fZHn/3mDNW1kdXV+OXpPuZ93q5i0/zbtb3ouVFfLeqeyQhfu/v/b31gz/4g4ORSWB5W0nh87V3okxN8DRG/jO4SrqtkHw9n61aB+FQ4D670QDBhtuKJCes6epAQgZjrvvYZ0Svn+2Uwjiw6nJ6+sH6ki/5/9T29mUtl9fbKt/3vo8M9bkedkIQnDk8PByMHkc2Xb/8aa9OT1+vL/3Sf1mf+MRXv93SVX3hF/5MfepTXz68lMlBJG9Zu15tOlbOgKPZbFb7+6v6bb/tX9RP/MQX1fPnB4MiMzhysKmbUOvVJLPa2Vmfa7m7uzs6gsUgPY2px29ra6tOT08H8MPY2FAb/LoOeFhVo/G2cXj+/PkANlglkIFAz8tNK9YN5A3YeTYdHoN8A+yUXRsw8y2NnumoWm/pTLDr8RoVzfOcL+5DBvvMV373an/rgRzjdALycxpu+uK2NjnPNuwdsN6k82gng20OclPsSLot6zj3jflk8AFPDAi55v55TDIZ4pIJneSRHS7T3MkLYzefz4eX6CVt6IsMXHqceA+Ck3HplDsYbV1J8N3vpeG+qmv9hmNTNT6azHOKIxmsu9EfOHe+32fIpu1C1u3cmWbmUfYP+pxogI+s8GMsvGosx5DfaI/dKMgk93mVoPtG/xeLxUD//v7+DQcNufQL6bq6LL/QnkE5O9qXl5eDo9bR1c3NnPeeC/CEZ61fzfsOY2EvrGMofHeSIWmw42bHGeeRXUJOFFmXWKY620q9DvRswodTALd7dsrJS92Js71YLIZdUMjNV3/1V99o67E8lnez5Pzo7GZ376Z5mLv1uN79dT6d28r7MiiZdHRzOnFYtjul67K4jfx9KjDSYQUHsK2rOxxmjJt6KXFTtmWMnJjSNqtqHRD3Ygj8JGPqxEG0k8ll9HsuPOjGqMOvVWs8CU7xC3lzB0cmGvJZ2yvzw3TbJkGTV+M76Jd8toylneNa1XjxgXmdWJP7cvczGGaTXc0FEzxHXx1zwDZ57Nw3xp5V34mV+eyAq/GL6+J+7DPjyFFMrEquWh+tRL28X83YP5My1j3gMM+1xCT0l2uJK6HdiQv3hdgBvCXw7kTU1tbWgC3xDQikQ6sXujiQ73Ghr4vFYhSQ5nfPO/pubJzySyLEq+SdKFsul0NyzONKLIAFTsQZ2HFjmbNfAaYzjmecoSfnNouWWZDEzgrLt4+oMh5nDH28HElL/BXqs68D3+mndaB3i+f8z50L1pXW9fTf7zzNhIr/5xw3/9LP6urIv5yLHguXnBvZr26cHfQ37VN42nR0PkXSmdfznpzbjtHkvcjDYrEYZCZp7/qwqdzlnvdi+Wyl2+XOSYiPfOQjg8B2Dt1U6cDupnuzbAJvnbOez2XdU/dPlQTSnnQJ0v27608j2BnFDAp2Cor7sj/5Ofl4PUFv8mV8380VlVMK5Od//jfXBz/4Z+pX/ar/e/3UT/2vam/vf6pf+kv//PC7FQJGDkPVJRAAkB/96G+tr/3av1TPnn1JvfnmL6pf+St/qPb2jmu1Wp/Zh+FNpXO9fW9tEHZ2fqF2d2d1dLSsD37wU/Wt3/qP6unT8/qTf/LfHAzIV37lp+o7v/NH64/+0X+z3nzzybC1FgM+n8/rd//uj9RP/dQX1Cc+8bS2t6/qG77h5+vX//qfrO/7vn9tAB0GNA7C+PgWjBBBKcbJ50QCgAiU5Yonxt/GzCDJY+bz4Nne6BUEGN/cWZF1ZeDY9CLnXiViWd00Zzr5oq/QSEmQkPNtytiNZF3XpwA5/QeoWEPY4fAKLeh14B0gRvvO3lNXOqgZSDT9ps/Pc39nrLmPMfR9CcTcP7dlfWC+dDrO93TjYiez02m0lSCw4wV1OOjqFTrmk53aTk5mtQaKdnTswLMKC1l30hLaPSYEMumvXwJ9eXk5vDsik2FegYNc7e3tDQ4D9Rn0s7qKreU8jwzaGeTZXHEIcLce8FZsO0DUk4luz2/rAic2oclHEXCv67GdyNVvlnsHxB28Tlosi5mQMfDNLfP+j11gez31bG9vDzrY+sPj4xVg0JFzH5nKOWk9wbXOuTDv4LX1iunLuZ1zJedJ6h5Wv6HrSEKcnp6Onncdti0eNztod3UYXOddfjPPjdk6PUN/mIv09ZOf/OSd6Xosj+XdKswvB6Cqbl95iK7geEA/7/oSi2XpsEH6Mb7mZ7LNvHcK52XbeW2qnvQtzQf/Nyb2/Zl4sC7nNwd7bmCP2c3V4dQ/n89Hi5tch21B1ToYSPDN+MV9gmbTVDVeZJI8sd7vxhKckrsWsJnmhbFN4sCO9xlETTsHL4xvPb72pb0QENtj2pzcoF/mJ/2kjdydCb+dOLEseDzSfkMfvmHXR3gFVvJ185Y6jJPsk4AXU96MP1wn9Du4Tb8dGGZR4eHh4QhrWhfAMy+kYHz8Zx1iXM69yRv6jSyDx8BoBNg9B/HZWZjigDZYj/7Rro9vAtOB78CFV1dXQ30ESSmWPd5jQHvwxokIaLIuIYnhF1Lb7/FJDvaL4IeTfxxlhP/geYDfgA9xcHAw0EK98/l89OJtdo8Qq7HM2Ee2r4NfRXvWJfTZ8ksdTpLQ59Xq+vQJLzSCLmQYeYEOaEv74h3KlkUSEFPHknlRFfJxcXEx+Hzc53YS93d21TrL8u+YrJ9N/O6SPoR1cWeXMwbV0WgfLe10xjTseyRtfn4qscCYMq7WVWnL71Lu43O810qHed6t8qK03DkJ8eEPf3hQVDS4qViYX7ZsqudlBqBz3tNR96ROwOTr6WRT0mhWrZUzyifbyQChf+sc51Q8XQB1NqvikWwP9o4DE9lvJ1UO68Mf/mP1VV/1f6tv/MbvrOfPf0l95CP/bn3DN/yxQdl7dY7ptTKln/DoIx/5XbW//2b96//6n67Val4f+chvqH/5L7+mrq7WK38xagQ+MKrXxmQNlv/z//z/Xctl1dnZTn3iE0/qwx/+RfVDP/Sb6/j4ae3sXBv/3d3L+sAHntf29noVJIEHDM7h4bL+/X//x+sLv/Ckzs+362Mfe1Lf/d3/8/r7f/+XDYqS7YDL5XK0RQzaDIb90j+ePzs7GwyrQbWBP/U4aeA/r2SmXpwAy7ZX7XuLL6t2DZYNqLutg/TJhd8cVLKDk/2ykcs5l84TIM115RxIWtIZd12e/6Z3MOp6xkcFeY7a2TFPumSe5Z3+psF2f3Ke2sEzD6eClHYqzFPrOAepzTM7UV07Od75rPtlQJHOo/mXDkc6WMkTgy/kwqviHUQ3nR6bmq0D7h5DJ9bcV9PKGBhgG3ATrOYZVm9k4shOYQZfcFDQJd7+280lg3cShk6Qen4DqHl3AvoFmaB+P1NVw0sF7fjb8UaXeasstKTT5DH3fDWP3ZZ5Y13ANcsd48H8Xi6XowAzR47ASzuhOTZpg6vWL+hjbJxUtx7GUcvVnrnSM/tnviSe8r2JY3KeQkf3jPvkvnnue3zpL7LiF1LmuLod/2ZZsbxy/aFBNf3vnL2ci6vV+t0QTgo+JiEey0OX+/hHUxghryd+yt+679Z12K+cp7mDLnXO1C7iKXryWtqRnJMd7V1iwHSljkvap2jsMKifz3a69m9rO7G9Ay+5ahe95Z2RSa+Djehar9L2Mw7sZaLFGCn7kGMBbxxIM2ZCv2agzONmW+kxzYC9F/DY30kcTzDauCuTEGnX+G9cBQ/M4zxe0fSlTHW2DbrAGO6Pd7/76BYnQhxYtS/i4G4XO0h+Va13kpt2J6ioH6zitnzGv33RxGIeC/suTlh5xyF/xjEpq9QJlk1fzH2Gr+DV+Xw+2r0K37gOFuBIOuNBdkt4V6vp4x6/QNpY35iZF0cTgDdvnCTgONbT09NarVaj5IOTVfjtVddz/vT0tE5PT0dJF+toZAl552gh+MG4ML7eCU2dHlt2aYOzc26en5/Xs2fPamvr+l0U+GjoGBIInovWAex+9jhCBzFJ+H1+fj6804gxth1LWTS+9lG83hVjXQF/phZc2k553ng+px53XRlXsD2yDvWcM332qb1YNedn6iza6JLl7hftWDem/9Bds/8xZauThxkXMl/ZfeW+eO50dOdvj+W9Ue6chCDrV3X3BIMnUAdo7lLuc+9dyiYhnAKiU8Ax7+MeKzevBjAQIdhtkDhV5yZwftc+/4//43/89nNjJb9arerHfuy/eNuoXCuWH/mR/2a4F0XwD//h/+vttq8N3S/8wq+sH/3R/+cImHzsY3/x7faqPvWpr60f+IG/+HYAa1Yf+9hvqZ/7uW+pnZ11hv0Tn/j19Rf+wp+v+RwluV//4B/8u/V3/+7vexsAXdbv+T3/Wf3ET3xNvfHGG4Pyd/Do53/+V9Uf/aN/pK6uLmp396x+8id/Sf0H/8F3DsbPL8u8fn794tGf/ulfWt/xHb/v7cTBejsjhmpra6u+//u/uv7r//pXjMDZNQhYjfrusfc4+ygl75ggSGgj6d0h0AzwMli3DOVKYxshGygfqwJ9ALRO7ixvpsv3pmwmjfyeQXLqIFiZgV0b22zTcysDsMO9dXO3QKk+rwaywbauSifM42QDT30OFBtM8YxXxLhPXZkynOatHQcDNztRXjXVGXbXn4bbwAD5tZNjRwH5MujJoCfPdNfNN6/2Qz6Sbicx7aQgUwleoNkOlQuAm2dZ1VQ1TozM5/Ph5e7MPb+MHp3DczzLXIdO9IWD0tBoB97b2lPHJBi1Q0O/zQtAtc92dX1uL49aM4+hsZMJr/Qyj7mPRMdisbiRkPBc45g+BzbSIYUnmWihbcaa8c1A//n5+ciBc0KWNnDSOgfBoNlOHXw3ndZVGWRnrmQw3HMj9R488ffUVx5Xz1U7EKaBOrN0Y8TqruPj42GXned1tmsZmeJFh6lu0493LekQdfrS9oB54p2ID41DH8tjednSYaRu7nV2uPvOkSboQwcLPV8c6EzMmDjC/61nOn0H/Rksyb6m7pviiXFwF5ztaKaA16kn8aJ1svVjBmfcT9tt60rbC+wXf9DC72mP0M/2cWxToMs0GM/kmCaeTN1vHO9jcxwEx253CRPqRrZogz4kLukwcGIrJ1/8mT57pTl8zfqMebKf5gv+HH3rEnbJ67zP9jfxNHX46MvcuWC6PZcyEdH1p5uLiWs6X8c8gx8EyT3O7oPnB4sUnGwg2M0Og1zw4f6dn58PuqmqBjzteY0vbpsOfs4d/8vl9bFJHAkE//KIJuYT+jAD+1U1YH6PE2PHjgrm8snJyYgGy4x9RMafti0XHmfau3735tqXSjxNogGecVSS43q8j5M+Q8dqtQ7wz2azOjw8HNpwomBnZ6fe//73D3jQgeKqqqOjo2Hs4CMLP+EJySWfVmDf0nJl2fDiSvQI/23PkFfo9mIz41Jk07rXi1LwAbkGL5BjCvTmginTCY3wlH6kjmbMc4zTF0ycO2XjrAs6LJHXutiD7Z2Tt0mH9bGvZdubcLbtohc+pT82VRKPPHR5VfW+19qkTPmNm/zJrtw5CZFG+UVKOt/d7/dx9qbq6yZX/r+NQTamHb0dsEpA3X1HeVmZUX8ChA58VI2PpZgC56uqyic7YaFdt5//E6waMDvbC23Zhvlpvrrt63P+fr6+/Mv/fn3847+ilsvT+hW/4ofqtdfeqL/7d39ZvfHGG7W3t1dHR0d6z8P+ELAiEEhbGDPzzCuK0nnCgPA7Aa4E/l2wC3BCcIY6aef6nRdrwMyZhh4zPvvYDvMY3nn1Avx1sGQ+n49AkY0Wq4Ixen7pqmXDhjsDfL4vg8Bcg450eixv9MtOjg1tzjcbsUxaWM5S7qaM09XV1eiIGzuNBinU4WOo0qnjOZJA9Nlja4ck57xBn+cYnxMYGsCmAe8Aj41/6i3P26kgq/vR/fd4ppzm6gQ7aal//Lt3U7n+BDHWq5aLXE3ofqfD6cSHQWeOr50YnrNsz2brLdQE/e38MpdIcmTCwNvVDUCr1i8nM++8Es2r5AxW4RHg26CdXVk+Hoo6DPzTsU/ZtgzAA/gAUDTIRzbQr5bXHFf0ELLg7fGZhIVWX4OfDnrQRx+p5N+9Wi51fQbI4L0DdtSzv78/OG4J0rtkmMeW78YAqXM8N63DbYNzjDocY+fasuWxzzlLoJ53NVnWOp3seWr9mDRN4bKXBdspVxlIdLEDbYf7sTyW90rp5DFtf+I6264ss9n1al0CfQ4kps3m/k6fWFdM+T+pz/Ie+nJbSXpSx7m+zk+yT2J7m7a363/qE3wL05CYturme3uSHx0udnvYZtrIYxRdt/vs/lgHd2PT2SUnN4w3HBjtEgIU4zvTyEIs2nTyP3G4bSt1JWbzuHjsjN/gIZ9tuzos6pXajKHvsdx09dCGg9z8lvO1wxdpl42/mPPgLicOeI6AtheJLJfLG4vSvCDM/XA/Pc68D8IytLW1NaxCB//57H/vAHHS00Fk+xBeFGj5NpbzufDewehV8saWjAM7Bg4ODoaAsxe+ZGIkfS3Lk2XSxxBlMtEvh3dfPC88z6vWMQd+Z97zGydDwDdiIpZR4iPMKXC1j56uqpEucVKUoC/8OTg4qO3t7QH7Qc/R0VFtb2+PjspxG06G0Hf7A/AG/hDr8TFjyJ/1jXUBeJZxBufnMbC0wb3wl/88j/8Cnekres56juBj0X/sqt+fkrZq6s/3WQelPbf+paRfMGVzu+SB682Sdo7+pA3wb/l72i3Tzv3pTyCP6bdvKmkbH8urL3f1me6chOiAzX1KguGHKg9VVyecCZKz3RR+gwk/n0AeQFS1DsjYsGbgIOtLo5eKYDDYE/W4ja7vCZj5nAHlTmllvQ4MWmnZwUFZXV4u6yu/8m/W13/9f1tVy/rEJ76kvvd7v73eeONLajY7qYuLi2EVLXUTSJvNrrcvAiYAI2dnZyMli2E9PT0dAJqDcFU1gCvzDTp93EtVDQkGxjMVMDsNAFSMF4aYI1Hog3nsbc5pcJwgoE9ebdKdf2jnwSuovNojnQq/w8KybEDpJIjb8/h7DAAblqvOceM5GyLGLFdZdcUgoXRfrmiBv53z19VHuxlg9ypwz9Vsx3V4LExbtsu9BpbuR9aZfKF/XmHleWRZT+OfzqQBV9X4rFUHwrPfyEbyLR0F6vHOnq6YZx2vkC2f9+oxdHHiwvrJtENfrsCgL/TP8yNpnM1mo63f6cDayTw9PR3G2QlU5jo6xLzDsWMOLhaLkUOK3HrVPuCedn0+7Hy+3rFlPnnnSY7v4eHhqL/uI/d1dgSanADKYJR1Tq5Osw73eOVuBCcUPNbb29fnAzvoYD6hHz3m7r91B+3z8kLa8OeUP+r0HHBQgLr9n4LOp3RzijLlPKSN6ZyfTNDDR36zHFlnWS9kkNT6xHR0tLvv93EoLL88a1lJveZEBM7rY3ks7+WS88nXu3v93zuMMyjquh3869pLH4P7/N/1dfT5t014bFOfEo94fqc/1AVs3L9cAEIdGahNnWobY2xpfdPpOOtknvNKdJ5N7Eeb/s00m5eJy/1M0pVYiGv+DVzjhVNdv5JvST/FGNh4cZNdsL0xnckP6swxNg4Bo3VYmnrBBvbToCOxJnzyrszEjvDIfTdmow/QXrU+Qo024L0xvfGNxxtc2c1f+kBSwWPmJIflgEVtzJf0ZekzWIoERAYj8WHBYV7kwdhBi7EI/GPsjEd4PyP8J6huDEe7BI499xz07zDwfD4fgs0cFb1YLIYdBIwZxzzxbHc8M3JHW/jp4HDah1/s2uB5j6nHnrrgrX0BzzPk04swiafAc3wNrlket7a2hvfYEd9gfJ00hTb4t729PfTRcwe6qNv9yx0u1tWMm5NYTgRa7u2PWNclL+ExcSVj7PR5Ui/wG/2kDcbXY5Q6zrrS84rS6e1NutLP5fP+Dm98r3WEcTT32Jf1M+kzp+63/Hf9o3BEWfr0t2GE+/gLj+XFy335fK+dEB1oTGOazyRxUwI9VTwp7kLb1L3dZOwA+13btXE36PCKzwxkmA6vAk36rDzs5CeYzj5v4qUV5lQ/3SbXHESoGivrXAmcQdoEmVZKua1tuVzWYvEF9YM/+J/VyclJPX/+vJ49e1ar1arOzk4GpX95eVmHh4c1n8+HIBzt7e/vj4AaZwk6047CPz4+HgwyRpLfHYTyeJ6fnw/88DsUqtarZy0b5hdywioR+m4ZsgL2eBuAGTR7C9/JyckQnPeqa29FZPsldHkbqsEAY+l3RGRwz4YwZdLA389AayevdnQchDRAtRHmu8HYMBdqDKjm8/mQkLNc+1nmWTpnlDS0FAcVXZfnrkFFykPngHTGHll1m1zzXOrmuWnwSnI7Kdlu5wxlfTnXeS7Pn/V4899A2yC3u582oQEQTx/sgJg/Pid1Su74nXmATiYwb9BtWUjgY4cVfb+3tzfoIHhvQGt+mm54aB3EfSRZAXl2Apw4pf9+aR70Iocerzzr1i+X81h4tdx8vj5mjN0fVVXHx8cjp8qJlBxr6w+AOHXb7pk2OwdePZX2JlffOSEEbTii1MnLFd1378Kws2Udb0fHOId+WK+mvkx7bznNwFU3R32tC9hQPO6+7jYy2eTr8Ms7cLjXOjX1ivtu+8Bn6zDT/tDFstZ9TgyEg+t5+1gey8uW25zlF7nX84rvnQ6Ywv9OQkw9k3XmXE482/11NNgW+nvabOvNbv667sSlU7zknsSvVTXCw0lj0mUaNrVFG6YPPOUAPnYicaztsccOnZVYyPbI2JN+cY/bsQ1IOs1b00XArws0mbfGH7aX1GW7Zlm0bXJ//UyOgfH4VDIrcaz7lffzGWzocUgb5/uNicFzxo3Zf3BGl/ziPi928Xhm/9LOe456fMCt1OPkgHkEfquqkd/I894pQWDeSQKuEZyGrpQ3H33j3SPedUkCwriU56HBxzMR7Gcl+uXl5ZAIsYyxa4BgvRNA5pUD/9BPP1nA4HntuUQcwO//MG73EaEnJydDMsO7EeAHvn36C8yV/f39UawgcaZ3/maC0McpVdXwzkv6n/g+j81yQsoyB6ZmAehsNhsWUHHMF8/lvPL8Ymy8UMt9sn5ZLpdDoij7afnzeHrueKEpdFgneK46sWWe0ycwr7G0+dj5Pql3TSv3+r+vZ187/O+SNip17Cbbajo6nyX/c2/Hq2z7Ok54ndxLetz2bbjnocvnm3+QdvZl+n/vnRBWALc1fNsz9wHjd2knv6eg570psAbxmWCYqrPbxpWTzqBhKtDM/QaHprObwBjNTcAj64GevJ9nMivu3xMgQ0sqD/pqwJOAl5UnDmxUjc8H3d3dHZIP8/l8AD8XFxfDlsMEvV3Qx0EOjCbP+CVPZKjpr19+BR0YMW+z40gK82S1Wo3AloGrA7AAuDTS3Acgot+AI+6HjwAyHAFeouXVvfCravxydICDjX3KoeUMZyh5aTmzwfZYWz4MvlygMVfCp8PSGT5/HzmkIe+uY7lcDuOc85niwCU0dg6Q9YKBDsDEzoiLnT9fM31evWUaDCCh0w4ec97PG9zQ36QhjTg8zYAvdOb8SofWdSMD1jP0MXdKeD5aV9vhTkCTsoxzNwCokBWe9ZmwyLidxqurq+GYnXzPB3TgFDBn2JGF/PvYpVxN5XcSwDcSGegQJx8sCwBvgvm5essrmzymllknLXlptXdCWDbhred6ZycYK46DSwfbwZPT09NRYtgyzr3IOePDdejmd+tzr0jyPK9aH/EE39HzOzs7Q5IC/q1Wq8Fx6mTMcyHnTeo82usCXLma0PLlPpgGeEUf0mFJm+26O8xgZ80ymWNrPQf/87qTVNh/6iPg4fntv668KOj1vLIuSyd3tVoNOy8PDg4eDKs+ls/fchef6UXrTP9lyifyZ2MBMKp3wXb+W+dTZd9MU96T7RpDZLvZ9pTvVjU+PsaYxAs0pgIUvpY4jjIVXPaCkNRbxif+nAFxrtmedWNnO4b+J8DJ+C8Wi5rNZqNVyukjZt+80th4zfbBupt7sVusSs1xsT1wIjf93Vz81PmMtq1eZJJ4NBenYGtsr72jsQt2uS3LkuU0x8aLe7ybCFuJPIB1Msho+aIe+sAYGDM5eG0MkJgu5SePoM04R+fDuJ5upbrlIeV7Z2ennjx5MgSWwWWZ4HPAmHHzuCJ7Duoj5+w8YDFNBsjpP74uiwkPDg4G/5y6wE8sSLF+XK3WpwWkP79arQaczn3cQzJiPp8PCyW517idRUPQwVjxXgmCr8bPYF0WZBo3Uz/12G/i3sSsjlXwnomzs7MhOO54C3V4QaRPObAuNo+h1zRZjpENY2/uhV/ps/E8MsTYUZ/1pn1ffDAn0nIuOFmQegu5Ytw8p7jHx16jt8G8Tm6kvuvsEH2iWF+l7bA+S93btYNcpJ+QWDx1FaVLIqSeYCxzYaD72vXbNvL09HR0CkB3v/v4ECXxxsvWP1Xf50LZ5Ld15d5JiO77XRrsgOtDDEBX79Q9t91rY53Guermqo6sz5MVQ+QtkK4DY0pgBgV4W19QoFXTqzim+tXROnVP8sAKyPc441s1DnjYuGWwxUrKf4BZjlChDfiIsk3lk0kHG8eTk5NR4INxsdIFdPCfwL3PpLQxQyF6O6ADOvxuJ8XnoxP0ZyutiwOzJFsoJGdSDjGe9HtnZ2d4sZZ5zQukbPhsxB3MS3BKew5y+WgZA23Li4O1lt2q2ijzdt541g7KJkXuBE3KOm3m6hae6ZzBdFSc2MpgXjff3XY6G55r0OS547H23DIfqSOdKesFzz+DMust/lxv9oGCXNEnJw88Nnb0rEu9o8GOIm3ZsfX8SgeZz577ScdqtT5GqapGSamUJ+tsB08Zcwf7WSnELiTPGZwueIM+gGcOPNgxZiy9ddlBW+ss5qCvd3PGL1kzoIN31nW8tG5/f38E+ki00kfGz44+utJ2grHJOZBBc9wTMSYAAQAASURBVHjhlUHc73mTwDblFF466E/ih3atF2iTeziqzy9MdKDAK83SPqYdJpGNLfLRV9BGgMZBlbRvHd7I+ZL6IvmEXE3hsCmnx8UBJcZuqm4HYlxfR6/5eF8Qe5fiNjMRwXywM+w5zNECj+WxvGi5Dde/bLF+7JKalM5/AfNa13mhiOeO6+7qyiRrzuuq8eIJz/8uwJs6zfaRurjXtMHvxBX+nHRZ5/hYGdeXfcZn6eqxT5J+k/98jwOwPGP7msl0Y5/EXKnbrJ/9jO2i/QFsEtesI2mf8/5zzDP4mbYMefVOaxIoyV/jBPhqe2Mc6AUe0OiAVy7OcV8sr66X53yfZS6DgmkDsx2vfk65TqxhOwu2yncVmFfG+vYlcl7l0Ummw0f8Jj/so+epD7mTOWXRuw7ME6/8N55wcNuymv0B9yNP4KyqGnYreGeC3//Ay5it81wv/KA+Y2/uSR8Jffr06dPhOFTrZ8bSuJP3UjjOkbEFL9KwjwqO5xhWy7HHCNrQMSzm9Bjxu/sJ3d7hULVOhFnHIgfG/LTVyZt5l7Lr3+kTesg61wsHvQjGus7JSfjkY6Tti8F/2srd4E4uLJfLoT7HE5xsS1+ae7x7Atly+2nTfF/i7eShdULqX8tx1rnpd4ox/eBPh25PX9P6xc91tLlN692qa1l//vz5MKad7ft8Kjlu7xYNVTd3Dm3CoS4v7VmlQel+f4hyWztT5a60dRPYz08B/ASf/N4B7ATi3Ypf2jRQmmqD0gVMN/UzHYZN9yVgS4DkZ+yAGExBUwZ+rPgNzKrWq3IBugYvGAiu5QpvT0xWrZJVx5gboHlVMUoPBc8qZgCAx81tYjhzlYu3c7KbgnPCAUTwIB1B8808AVykgcY45orjqhoFv1ar1ZDc8AoAA7juhWEGFoxTB3Q91qycSf4itwZ/GaxyW0mLgZIdZQoAYqgnjKgBlusBnGaywH2GdoOFBCme+wYK3bNcgzbrEP6n89nprs4J92f31fM5AYxBg3VS6hXTz9hmux1/THeCEMChAQiA01vEnYgw7xwottwB6FNXJg8pXmlEEL+qBkfQK9ToK6uIEghDD6u1oNlOF/LNnx0Fih1DA2o7nFXrd9rgmCA/HLdhAAdvoIPdWw7aHx4eDnq2W93Jd/Mjgzi+J2XfNPpIPNsA9LdXR2UABmfPCRdsxc7OzuAQep6kbbYjZdosB9ZXDshb1hkPB2Pggbe/d3bW8g3fO7n1/Op2uKRTwW/0O/VZ5xjkuDI2riudR+uPLDn2vm5dknXnvS9a0gmiWJYc3Lq8vBwdJ/FYHst9Ss7J+zwz9Vs3l1OXGIunLU/cTjAOXec6EmfwPwPBXd2djwC9nt/Qn3rYvkLXB/PE1zcFW8zfbCv71pX0Mdxeh/mShil5YKU4+ibxtp8x77BztkNuk2c2BQXSBuX4Z//A9ehF2zwHJB348zjNZuvFUklH7lxJWc9rYBI+2wZVjXfgglEdCO3sEM9wzxQfKJ5rVeOXxsJ7ZNhH/+Yz3J98cTtuC8zkOWIZ8bwy3fAg/Qw/7yBj2nPwI3XYzzXuMi7heYLufE9aoI968yhN+5vcw2JO/AYWBh0eHg6LEBeLRVXVgAV5Hp8XWixnHqPEaJbVTHQyxvDx4OCgZrO1D8Kf6fHRztDgoy+JFczn82FXtZMUmdwB+6Mb7P/Tv8ViUVtb63e4YQPgKVgbnwE8ztg6EeOxZ3FWzv/Z7NqXMKbujuD1mHgeORFLXxhD42Tot79kGUtda33lOANJUdfhd7rgZyFbflcG8RN8qaoajsZNn9JJNPrvWI91t/VTzlfLrsfaZcr++P60M/ls1j9136bPU98zoZDz7vz8vE5PT0fJo87Gd/19mfKyz7/K+qb6/tA030YDepm274p3H2R511Rn70rEpvIQdWyqyyCjE/p8jusZgLNydL0UKxIryCmwnYqJOjuw7TqmALSvZb8SRCVAMxDJ4LiVBn1zACuD+gZbzmTmCiCOMwEIeNW5V4I4gJaBcMaJbZcYvaybRIDPJKcOHxHj1UD8lsGwNBgYR79UCocBpco16vTumMViMfCHXRMGkzb0dgydmec6vHf91MNzGE/+OkU/Bchpi7G1nNj5oL5cPW15hIe5yoI67fxY+aW8D8ZU8m/g6P6Y/tQVdmoM3v2M6+KePJsSJ8mymo6X55j7Yvp5xr+7DRtp98Fz0knQTpd1gc2pgIDBonmTQMm8yiCyxyt1o+lMMO36MmBrcOpxpKRccw09kLt4DEKRZTtggF1v17ZDlgmV2Wzt0Of8PTg4GG09tqMD79AXy+X6PQ7ul2WL+jOBaZ0FL9BXJFToX67g83xJEOLx7eSOtpxYddvWk7mazPqPcTId6TBYT6ZusNNPG965cnBwMHIQZ7PZjR0wXo1lOUPPQGfK9aZAj+nsZJZ5YMc/daVtEN8Tz7je/M4173rht85pMd3MR99j+e1slGk2jenMdBjnLsU8TbwFzeajnf3H8ljuU77oi76oPv3pT48WpzykP1M1Hejnt+6zdcVsdr0ohl3A2K/UQ7kwxvOo831Mm7FBJho6/ddhucQhiTVsJ3yf57XnfF7PflHPbTsz/Fz3W/pH3bj4uEPb7cRu8Muf/ZvxJX0zf6yDp+xN+hJ8ti0nQGkMCm9zp0HaQds86kqe2F8g+NrZFMuLg9TGDWmP3Bf32WNuO8Wc8Fikv5HB67Qd8MULpzyW7n/aSM892ysnICyD8M+04cflHDPPjZPs6+N/ph9mea2qIfDseQVPwaluF8xK/8wT7ktfwbictnlHAby+uLgYVqZXXb+fLP168wZ+mR8eu6oaxRv4bNn3DmdwKPzIRAbtHh4eDrR2+s7zxws0PZehfbVaJ0xIOFi++cvYAjQTLD86Oqqtra0h+L5arW4kEzwGBPKNlZEhaAUne4EWtCAvjLFlyjtjUtcbU1sWHT9yXegR/uOT83tic+q07qLkO0hMQ+q27e3tWiwWw9HYHmf642SDF6E5Eee528lJ+ulTMYxO/+f1vMe20fzMOsxnJ84o6eN39aUspM26urqq09PT4X0QHmvT7z7x+aHLq6jzIcrL+EYvUhLLeNyePn16pzoebI95J9Qm8qHB9220TA3EbYJpA1jVB61SuVOsOKacAoMeK64OJORzpsFg0eCk65tBTTcuqWiSVwmku/swFg72ETiyATDognacNNNGm2xVtAF3/avVeDWweWkgmtuJfV6qeexrNvo2vBgOg333w4Ddq14deHY/aMsvZEp54UxIzmk0CAEkekUHRsBJm3SC7aSQvfcKpQT75lvKQvLNwMmA3rLrMYKv5gntePVFOlzmkws8GYJHwVOPrwGOt2RWI+e+1zQkiLXspc7IZ93XNLw20C6+34DKgMjAnv8GcLmCx3Wnk874OahsXpvWdHrcRpcUybo6HnRBgyneQWM6Vi2Qq3HiyO17Vb1BVYLxqvFcAUSSXABksgOKY41ypT8rnNAh29vb9dprrw1t43DRV8YP3WZAZl1EkoSVN/P5fHBGmHeMLf/ZtTWbrV+UiKzZUWUFl5OsjAF6xU6idTB9tW3yLpLOufAKKdcHXdZPxiFe5eR54+/oSHiHs3l+fj7sUvML85xU6uwpDhf96sC2HZzUe7mK0J9tS91u2vJ0Wn1vOhPWr+Yffz5e0PY69XnXXtpWB1EcjMjn3X5X54uWdHbcf+sOggn5gsbH8lhuK7/jd/yO+ot/8S/WG2+88eCOoevrcMRdnkUHslqzS0BksLLzffJ7Bls63WNs3dGVeqmqf4HmlD9nneEERLYzRRv3Z4DQusx95X7rDuzbJh/Sz0HTVMAXO0efwKtpI3IM7M960daUrk7e5WIkJw/cpgO0piHxHHRY33KfMZgD0WnXZrPZCCc5WMlvGRDP4J754IVB9hmn7GdXzB8HxjyG9nXtD3nModlzkPqh1/9Ttqb4lePn+Wd/lXbBhvZnbatNE88ar8NXeG35Zby8GpyxZKxMrxcXwg/8ZVajLxaLIaFaVbVYLEYLDdMvZgEg8uBz/aHJMpKyYL/ffg+nJ5yeng4nKNA3dhxwjxdpeqx9VJCxLvwgAUBfoJ1x8I4bJ3Asc/QLHwU6+HOiyNga32axWIzedef5xXfbGMtx6mb7FvCcBZHG4/ALWfPiJHSPj7FFPjl2Cj+FXQlVNYwRfbQdNL34AG4jdYPvh7azs7N6/vz5SKcwhlU18iM9h60bk1+MXdojX+9+25Sg6GKeU7qO3zo952e41umqKbtjWpOvJycno9NTrGs/W8oUZnnI+i0br6qkHUKvrFar2t/fr2/91m+9Uz33eifEVCAsSwph9/mdLrdNJk9YA8tNdaRByoHfVCdKyODJwcJNQmTw2AXvO0DuAFE6+NmXjlepkB3YM8h02w6idL/TvoGZ669aH6vDPRh6aEpQbGM5m81GRiUVFls4CdAlODUAwSCjANmV4MCdEwg2zqwCoO2tra3h2BOep30rVycweNbAaT6fD0e8mFaf04ph9xbY7e3tOjo6Gq5722AXTO9AtR0bA14HTA1iHXByANzBzNuUs+XI4JVrLl2AO0u2h4wNjmTzjB0b+mPHBn4DOBxQTfBlHmcAvAPeBua+zmfrEDszdop5PuXKPDYwpM+WC+sng00KDkfyugtOUNfUOfMG3lyb0otuw3KRju6Ih3XzHQWps913B6Fp0wlJrrG7ClrtjDEHcAqQfVYd7e/vV9U6qU0Sdnd3dwDR0O955HHhGjTkMW/0y44CtDgRhw5yEqZzZCzj5qHtGWMMiLe+zQAOejIDFO4besu84LoTM7RpncX1s7Ozms/XW6Or1jszqJdt6bkaOHWgHTHbaMauW5HI/05XMRc22WPP8wwuJa65K/j1fPN3jwX8sM5yvV4taD2TQSbPZ9u17MN9y5R+6K7lnwNGyO3jTojHct/yvd/7vSOZr7q5q+dFSjp9ni+3YR7TwJxjp5exgtvJurtgXPo6tr+2n1O+gAM/U/xxHVO+mW0+tHE9MYz7mnV02Cd5y/f0c6rWvk/Wn3UZ31j/JObpxiCT+qlH0xfs/PccU3jjgB99zKCw8Tt4t/Mp6Sfj3AXWur4mlrU9p67EatCP35X4IWkxdnCbXjRg+rodP/ZB3Tfq6fyjbny6uUd73lGQL6X2n+uBJo+tZTN557EEl6WdzgTKcrkcrfh3MgWbaUyEnwwmgg/ILPeuVqsR1s3+sjiEJASB9L29vWGxDiunZ7PrlywfHR2Njir27gX4Yl/OcQXmAj4tdOF722c3NvKuAOYIuhZZ4BlwZmK3qvU7zTiKJvWL5Tf1x+Xl5bAan2ctD/Du2bNndXBwUPP5+hhXcOvJyckgfxcXF/Xs2bMhxoG8+ojs2Wx8LJV3C6d+oX9V11ib8bDf6/5Bv+c/fFwsFnV6ejqMZS5aglZ2YXjXNf2j36bPckwfkBP7rshD6iQSZFXrhJhxte0ffWb8Pa9dpnTHFO73by7dNdc99VvWP4WvO3tnDJD0ec77O3IHjzOe5/Y20TFF6+dCyb5P8eMh28s2ZrNZnZ6e1vd///fXn/pTf+rWOu6chMjAEgK1qYOpUDviX0W5jSaKDb7BatXNN8AnoxMcZTbTzkEGfxJw+n4+mxZP1pzwU8DSZUoQDViTJx2tVsBZf/LOvzlxwH0oEDsrJBBs2G1kMQ4JHAjozefz0TEiyRMDaAfHWe0In6iLFZBepe9gD/0yoIQeXjRFsM0Ze4KWq9X16gsSGtTjldQOgHmVsjP9KU+ssKA9+seLqrkvZRJjasPtPnubczoIBqgGqtQHPeadQX/SkwbDANkOwia5HcmoPm/SXdDgoLLp6QLp1GcQwTO+xv0GuvAy+96BCn7jmh06aLesJyg1zXa2MkC/aQzyOrzunBXTC0+t49KmOBGZIMUAJp0u66bUKelIdCsTORt1Pl+vxGIud6CQkm16ZY2dKepbrVbDSpoMRlge7Ix4vqGXaId+WgfYmUN3uQ8Ac+ssbwfGyTCfvErKDoDPmfX5pZYxByZwWO3s0Y7lJucltFsP2ZGvqsHhgTfWXbY1GSiBjz42ASeBfkPj2dnZaAfJlE3PVWXwy3TxjHnhYn1H6TBTOqxd32jXOs/6Ku+lzzwHX3OcpvSTdY7H3vPHcppHnnVB1VfpNBiDJZ/gxeNOiMdy35IO70PKsHWs58ltxdgEe0TwKBPS3Vx0++6nf0e3pE7qfBjbvy5I0PkuXdvJF9v/zp9K3WVcaXqmSupl1+W+mtd3GSPrW9dtbJXYMfvNd54xrqoaH43k4Jf77nrtG7huj0XiUtNnfqYd7oJtiRm6+tIHgGb7Huabx8FYjWsZxE3Zsj+5yb56HNzubDZ+mbDHrGr9rjHzw/YIvhhz8t+8dx8c+HfJPsEL5j34hn4aP9lWQjf3Wpbwp407ed7y5cCv23e/7AtZhggiE2T3TgRwNMcvr1ar4Wipo6OjgU4vFEq8nYFo8KvHBn+ftujHzs5OHRwcDPTAY67zmT44bpEL9ujb2dnZ0C/GOxdveR5Yl7OIcrFYDPQ5YQAvTk9P6+joaPALvJgEnnNck9+tYR+Q9hizqaN5/KJy5IFdIr5mPVVVoyO6k3+LxWLAk/yGT5PHptJf43brb48BMRv6fnV1NcRhoNv2husXFxfDKRP226ybPWetT6AhFxpbt1i/pf3x3EkdQF2Jz81v+5fck7Em+JPYpsP8qTc9xz33Oh+QseS9fqapw1UdbniZ8tD1PXTpePxuFWhhMeVt5c5JiAxepqNmQJADlmDsvVBMYwIG31N10wh2oDwBnUGNAXmCtywdeMnffM3glHpT4dyWaMh+Q38GNLLOqnEAksI1A6ZuAvMcCvzk5GSkkDGCrP73Sl0H6K28DepyLPnDABtEOOmBsXKQzkkLglRbW1vDqguMDtnuqnXwIoEbihsD6R0JzC8+c/4dfcAo8bx5DjiZzdarTAwEq9YvwjKg7+bulLEzaLQxggb/N8/SyTAYyCCc6bYDw7XOIUuZT/A4VQwmoc0Bt5TVdHwsc/CLuZNBd8/97i/nfufEUjrdlAHgNEzpAPHf+il1dEcPz3X1p9OX9eR3j6kDr53OsMylw5XAy2PjpF/V+D0P5ksH7FJvAuYpW1vX26sB/qenp8O93gGFHmD3lZ0021XodR87Xvg3nvdcAgg74WpeVNVoVRb0Vo3fv5PA1Pz3jiZ4kfOOurrkDzQS0HcCiMAH93kFIt9Xq/V2c+uQHDuvmjHv3D87PulwYxOg9fDwcNjenY65kzEOHtiW8ptXZqW+Td2bAL5zGPKIQctuyk7KNX3PcWKcrduTN557dkpcZ+Inf6ce2/dO171s6fCn9WDKNsXJ88fyWN4rJX2O2+ZJ6hZwohMQ/BlnZR0dTvF91j+mrcOTacvTv3G71qFT7XdtuQ77KxlsNqZK+qpuBt+nfI/ET5twnNv36uakxfoaXYRt7TAf2BPfJPnGeNtudnzrsLX72I2jbYGD4bRvjIAdn8/nI3/GY2U7SQDVgdaUXftJU31Jm5pzifs7nqTv0wUOzaP0k3KsUg6ZkxTsfdpzxhUM57rg02w2u3HiAv3MQL8XR2HzwRY+4oZn8cG7BUfGoZZfMJLbAhcbi6bvl/oFLFZV9fTp05rNZsPKfPsUe3t7QzKBICZJi87/9fj4GDIvfgHTg9mraiS79J9duplkcDE24jQC6N3a2hpeejybrd9H8fz589GCJOp2DAG52NraGl4G7XHlaCEWQRr7V60XHtHH/f39Ycy5Zp1i2aBO6zMnV9LXZ454kZSLZdt/+FHEYJjDPj7W9zJ2tEfd6Er7Uefn56P4RVUNPhv3ObnC+FguUqam8L352MXzLKOpN9xn15U+eYdh09aYVvMndWb6o9Zt1olJi/s9hbvNB7e9XC7r+fPnQzyMdjr6p/qS1+9TPG4vWu6C0V6kzk3fX1VxO8mb+/bxzkkIBxoQwgRUyeQEhy9C4KbnXnRAp57rAFjHbN/rCWMw2NFuo9cBHYqNWwLgqcmQTn72K/uURqS7v1MYGORsc0rRJDBLvlWtz+vm3EAnBDBqDgJZyQEO0rg70+rf+A4w8IuToMWrO3KLIasbHGAzLxxIxfCTDec6tAEgzCcSD4Ckvb29oX+r1WqUaDAwIisPjSQ4fMbm/v5+7e/vD3TBv0wW5HZZB5XSOE4lAVLmO3BvgErfO5nqnJvOKbtTmZhvaUQ7mfFzXWCYe7ukU86R7EPWYX5TXwbz+J/B+dTP/t8FNHN1FbRv0hvJw7ye87+7niu17IBMjWnqpJQrj5Pr9jimrjA/ALDWtwb8zDsAEqAeQF9VdXJyUlXjY55Ms/UZ9DlR5xVd3J/vXGDOelcAtCID0J2JCdpgizZOqoPQ3JfzYGquMhbwkDrQIfmCvtVq/VJB6760n/Dcq5uq1sf00Tbn4PrsX9Pkz50tom7+WPGETUKfXl5e1snJST158mRwtGz/PdbwMo+5s4PvPmUQxLxCJ9OPXH3UgfEpfJbzFD4zpjnHPIewzeabAxfmr+nqnI7U/YyrgyoPXZI2fzZmoN8OQDyWx3KfcpuD3N1/n/syON35Kp0/ULVegYzOtG/ieXmbP9G10T13F3+layvvQ2/4Nz6nLu903xSfXBx4cqDDGAiba52Z4+d7O15Z3/h66kr30Tayw2Hpg6ZfYhtoXNDRAS/guQNu1vW2A4nRPWa251VjfGQMkGPmmEPuFEh+e1W/i3lp2r0Yyj4Qz+Qqbvc3/aKUAddjfxYb58VO9oV8XI/HzzszTbPHLfEO/Mv5jSx18pP9sm8EPZwSgP/IPdCc7UIPQWYHpcGtPgbT+MBtkwwB7+3u7g5H8HTHQsEz8PNsNqvnz5/XyclJ7e7uDrsMuN/HKfl9ZrlQEbnxIhr6ik5FnumzA6qMIzsT7A95hb9l5vLy+gXbBwcHI757Nwf10gfLOPefnZ3V+fl5HR4ejnxUEhNgc2IQTgowTtbDjEeHHXk+50z6rIwnegNZoX/QnHPCizytn+D7lE5l/qHXrIsdXzL/On/I/fK8cx+Yy+yk9s4f6un8a8/lnJfpM7iP9qU8n1xX3m/5Sbzussk+MwabcIz7lnrFOMC2g/nHMVt+LovrmLrn3SrmadLX4ZDPhpK4q+r+fblzEuL8/Hz0opqpwU0wlUb63RaOBAlTDMtJmwaV69kvT6AOLPt3/5a8QYlSRzobGSCwEptyEtJIJCBx3R0QRhnkxMk6TVdVjZR4/vkeB3WmnkHJOYGxWq3flYBB89j4uJHZbDYKNHIvQGI2m41eAEsiII/o8Ll01O0kCQApM/MkXPb39wfaMLTz+Xr1ildAUI9XemCUaJMV2A5SdvJDmzYG1O/VMvDMwUPuTfl0XZYf+kWfDdKmdIFBkQPmdmrS0ORnz4fOWcmt2OYb7XRBcLeR58ZbHpMu+tHpxU36x2OWDkM337q2PDdzBVRXbwYcAZ04Y51uYE5NgahMqtp5T6DYjU0CWIr1bNLtuZVOG0fqcI0XRkMD4Nbnx9ruoQfgj4/mcXI0nQpWOXHu6vHx8WgVE+fZwq9MjCJ3vHzPZ+YynjhPliPPIeatE76mwXoPPUZ/zDscvnT6rXtpLwMQ3lFRVQM/DTo9Fr6Pzz5myrLEcw4u5PN2mK3HEkjjGNlBxhE9OTkZbJZfKJ46N/+SN5bbDL7nvJnCLhkIy7nc6UzP5S7IYqcn/zxfs77sI3xwnz0uOX8zEPROFdOM7nAC7M0333xH6Xksj2WqpG3f9D2f8XfsUSZJXc9UndZp1hnWQxkgzbpMS2K79L86/6Zz5k3jVB3GhbZRHQ+7523jjZmnMBi/dXbA+JE6U587+FQ1Xu2eNFsH2za7HQclwf3U78UQthHW4YmpE2d3ydzkaSYgHNw1lk75SJyR9hEb7f45WDmbjc+qN+2WbfuG2YYxicc6xwA6LV9gKq/6hw/wH7lEvpAZB0er1jvKPffgZc7ZDCbb5tMP8yDfaYYfC02dHc+xzySCMSpt+Sg4xtzyb+xt2ww9x8fHdXx8XFdXV8MLqsG/8JcEhbGjfXNkxfPU4+LxIwli+TefnIDgP7+zcp8++qhnB9cZR++qdaB/Z2dnOHEBH2S1Wt3YSeQdJyw4Wq1Wwyr/s7OzgU7voIA3vAcCnyJ1vWUnEw32f9AxyA+8YHFl+s7w/+TkZPSCb++Qtc3yAs3ZbDYsBvP8Q6Ytr6ln7SfxO3TBA+vEqXlvvey5SCKCWBL3MOa5QM6y72Leuw4+51/6Dl0dvt7ZGtfheZE6yTasq9v8SzvuNvLz+fn5MM+zveTBQxWP70PW+VjG5c5JiG/5lm+pv/N3/s5oJfarKB2A7NrrhPwh2u4ALr91wIvrnQLpDPFUsQHs6JgKQOR93bgYSHYKzYoc2t1nK12DDweAEnhhLJOX/oxBsiJzQCz5TULg4uJieKmzDYYdA/cFIMd9GH4AA3Sh4ACA/kxSwYAcw+Hxpn3LgY9v8gujDw8Pq6purHKez+ejeYaR57xE8w3ZA2ByVIhBAwY/HQnLj/sAPxx4BtRw3TygHt/H+DrwaFlMWUoHyPfmNfPJToXLVPCOTzmHbFi7eZRBygQIrsN8NdD1eHa0pgz4Gf4bLHsu5dzOOe+5aoOfDqqD7dTj+ZkBS4+R+2GnwW2YR9k/t+1rlhnzgXrNK+Ykclq1Pg5nymbt7u7W+fn5aHX9bLZ+aTE0wx/mXOpJ05a7xegHL5m2nnBy0bLsJAZ2BL11dHRUi8Vi0BPoS+8om81mw24v8xCdyLPWXYwN/WPhAZ8dtLD8ksxw4MBJlPl8/L4ey2Znkyx39M+0WlbsOKLb7aB4R1qCYM+fqnVymVXCOIBe7WeH4vDwsHZ2dobzhqnTTpLxgWnNRMAmZyGD+2lT/Vvqga6+7jvjSJ87+ijGPrkqNsczr9t5yfni+/39ruVF7k2HBhq9i/Abv/Eb71zvY3ksD11GGGbVv0eqK9119CaYNn2VtGudfs66TZPnebfr0Pog/Sju6eZk4oKOR6bN+CSDpl0Qw/R3mCMDqqmH02/L5xJzOvjW6fXO/0q76WfcdgaKGQfvjoaPDpQZ+4EJqsYYlZL9nuK16cqVu/xu/3O1Wu9AxxZ5XLCjmYzhOfrkQF/65+ZlFtsl2z0na+hT7mYwtvH1nHME+Z3od6KAvnW+WmJLB+b4bBnBP8RWezw6m+2+eweqfQBotu9qPN7hYyccTBc40ZiDOjwH8KWrqk5PT+v4+HhYMMgxS6vVdcDy9PR0RJPx9u7ubh0eHg6LqzoaPW5OmPkYKMYPvMc94F3Lvhf7WO68wIj7vfuC/9wLDzIx4TEy74h3IHssQPJpD9BEgoT+UO/FxUU9f/58qNu7Va27PebUDX30g8/2iZED5m/V9Xv6PvOZzww+ivvBM5avxPTMdxaTkMAwvrV8wFPXW3UTE0NL4mbLmfE99HlnuZNU9rc6+2HfOfF3Z++gj/utXzOZ7Xv8ecr+ZjtZh/UP7cC/rNsya7thH8r0n52d1cnJSdvObWUTNrrL8w9Z7uOffDaVzue7a7lzEuL58+cjoUhhzmIhfmjGP5TgJJieotPKNsG2QbeDDQ66ug7asRFCuXN/F1DMwLwB6FR/XKygsq2k0890SqgLoqTzgsLvFLL5mArKYNfG18a2ar0KxHVjKHy2uI1WAoAM+M7n8xGwgf7FYjFspTs9PR0ZNwMlBwJtBOmbgSdGFd7Dr9lsNpypaFqpCwABbxaLxXA+uQ07q7MzaIrcmE6DOwNpeOsAn4Oxlrc8m91Okp1by0nKqwOOHrsMakOXwcbV1VUh9WnIOxn2b3b0TEeWdJapx/Lm+YOxBNRlUD5BRzeHPC88rxmDNNrZbztq1tvQ4TkBSKJNPpvmdMzMG89xBydpPwFIOj6dXsm54T5kYsvgy/23fLGiJmknaccWbBITuZowd5NwjXt2dnaGZKGPXGJr83w+H3ZZGFBZT+XY0wbjwYvnGTdWMkFHOol+kR3X4KHl0vPd4JeVRazAAgx69ZSTbdTj4DSFa34vTcq8zx/u5Bg94wCK54J1HqA/x5xx9IpErlv3r1ZrRwo58dxB/+7t7Q08sG13oM9OPP317olOXqeCUFlP7h7I4FQ6Fp5XHY+nbOsUnsv6Pbdox7Sn3c35bn31qov5natImb9vvfXWK6fjsXxulYeW325e5Z9/7+iw/fTxdcZmU/Um/rGtyPaMAz2/E5u5vexb0m596D5a92TfTU/yMH0S6LEdTczV4Z78nP3MPnZ8yKSBEwVuc8oXNa8c8OPe3A3ueo1fzBeuJdZ0f62rjd+7RIT1vY+hzfvcb2g2D3xkTocN6ZP9H+9+SFnxCuwM+qcsmEdJWxcw9OKDquuXdbJIBGwBzxw7MP+ox/jA4+4jgVJe+A729Xh67Cw7YFLjFXAkC03MR+aM6fJ8A2OBhbjPCbHO/7J8GVOdnJzUyclJu9MHfuTOGssgC0eMSSyDKQPQc3FxMRx77HlkvOgEBs9dXV0fJcOLpV3/1tbWkEDh+FKeYc45kI9szGaz4YgiZIZ+QovlzwkT9AEvyLZ+SB/q7OxsGHsfgbVcLoexhG/5boaDg4NRUJ/+WJeAt6GP5BGLpKiPXSSW4Ry73I2BHoS3JJ0yxsWCVvoCn1Mu/Uy3yMgJKO/UZp47ieT3BRp/Wgf6t25OW793GNrP2hfr7E/K+5Re7viR/on1pO91nYwx45u2wDbn8vKy3nrrrRt+7BQtnX/SXXP/Ol7cVud9S+KwTXR9tpWX4dGdkxA/8iM/Mky8VIZdycF9KGZ3gnIXoG968npX/9R9ncFK8O57bJQTzLtuf6fOvL8DtlaePLtpTLLP6ezbqGTQwwEf2krlk/2xYqcYPPDHNYwERmi1Wo22UlrRJ8D12eY+d9OGH8Nnx8urZ1ix4HGkXY5IImAJwDJA9NglsMV4YZSg3askuI+kAHLTHWHkbYdu//z8fHgzvVef+JxKOzleMWSZ8lwwYMsAnWnyESaWKQekO6c3DV3Kdcp+Bujm83kVct0AWpdcDZSgG9l0cXAY2pxgSkCUtHvObgIBqSsz4N09az64/c5Ac38afidLvNPFPDSYN++69g2EEogk0OKZPCcXJyITOckv6uNzJl6spzq+UK9lElvHCnc79bnazMkaQFNVjd5P4GTP9vb24Dwk/82z7AcyyPEwnSygAzjuDdm1rWK+45hDm3cysFqP3Q+Wfa9cc6LYCawpcEhA3gGJbt5bJuiXx8/84HePnfUyzl/OQ3jhMaJe2zwHBTIog1MMTxIjWdd5XNltQRvpGHVy2s0Z83pKP/i+dNjTTmd9dho9p7EDaSc7rJdJrnQi4LmDG9bFt5WHxJaeJ4zL6elp/diP/diDtPFYPn/KXeX3vqXzB/L6lM9lm8COWa9OznpzzlOHr+dziS+SPhfbAvcl+9X5F0lf2veO/w6OZH2mxz7LlH51MGxKX3V9rhqvLE99m/RlP6k3MSolExoZHKUOLxrIoFHy1UFRywN8clBwa2tr8GegwXXbJ6PQngOWxikEJLGttrP5rBcFYbunsDcY0wnobiypI8cGjGIbBq+YU7Zx0GasVbUOFhtfwk8nG6DXtFg+fD/3mtbsi/lPGz5SszuCiQA+4+HESS5C43e/bBmeGQO6MO785hiBF/YgSwSnoRfeOsHBkavMBcs9Y+SV9qvVauQvr1ar4T0YDoTDV88FjjEiSJ/+DkeD8cd1xzbsM3i8vDgn55hPPGAhVepJJ4SMZcG5+/v7wxhxBr8XZVbVsOjRc9UJKsbeR9r6NAjGFX6R4HCCy8c+U5fHxn2vGr8jzjjXvql9BAo+Sc596wj66nlM7AWe4dMxtvTTi5xWq9XwDpD9/f2hr3kcYurgzpdKX8gl/fHOJ3A9ad/SftoWpn1NHW6Zzvby2Q7DQL+vnZ+f17Nnz27sZL+Pj7CpJL9M70OXrr8v09YUznunSrY91b9N5c5JCCbd1MS4C4G+9qoA+n3KfQbPmVErsc7o+nMHXDrAl8Fr89iTNQPE6QDctZ85Djb86ThkAMjGwcrEyYEEfSkzXMtMsHnrIzgwcg4WocgxlhhMA4itrfW7FHw8iGmwwcfArlar0fnsAPGq8ctrCcLTZwyL39OAocHgedUs/fPK5vl8ffSJA1XmFXXAN4KGgMG9vb3RbgpWMXuFkPtto5ryabDC+JOoSYPAGPlM7QSk1JcgHXnIXS8pj4Aay/AIyIouA30KRtLtGwQM7fC51oFc05WrZv2s/0Ojd+n4Ov87WgCOnnNOdiVITVrsGOSq5+xv1XobrQPeHpss3AcNdg46J9n9yoAo1z03si/Zb/PQfEw+MX4+N9X1Vq31svnvFwKzCor77di77/DPibjLy8shMegXvzMnnz17NjjX0IBTu1xeJ0AZG1Ym0TbPAIYdQLUeNN1elXZ5eVmLxWLkbEIj4N999Wf6h5w5wN7N7bSBTghyPR0HOw+W5ZTHnJvQZV6wI8Vzwf1OO24a+O6j7uDV1dXVSCenHbSucNvcD42bgkG2xVU3F1akfZ3S45b5zvFywAnepGOSeICx75wa2radcKAFfY7ufzeLdUHOxcfyWN7NkrbzBl6ZjYPU3bN8dmAw8UbW3/kuU+1aN/E9A7j5XBcY8r2U1IWbHHkHcfk+FbRPvk71sQt6+FnrvQ7bWAe6rgyoeHVoR1/W56B+YmX6k7Lhe72CuONb6vyqtW/memwvExd7zKxj0//MenjWuNlJMz+T9s2yMsVPcHkmM7ya3liH79Rv/lLSR4ZmL17zYg/jzkzGY4cckKZ9+y/MY/MpaXI/Eo9VjXcQGLvaX+K/edrJvvvMohAvDPG4d4tXwM/UdX5+Pqz8J2CeixZyEaJ3AJhO+OB545MD8Ic9t+ADwXJ44MV98NA+BryEHmj37hW/w826Adq86Mnylkcs0x7JGuII0JlY176C5ws7PbyrG745qI6PYJqNcVm06V0+0AKt7nc3P+1P+t5MQuTOg729vVFiAh1nubUPAh9IIhDHwJeB58RZGAdiLvwGDvYRWOgTfOmLi4u6uLgY6sUWT/nwxtA5tztdy+/WV57Ht/kRbjPHxJ89Zy2nqb+Tfnif88T3WQZ4H0Tng6TP05WuD/l79t9l6rm7lqnxfKjiMX63ysvQcOckBKUz5rfdv+n6Qw/IfcumPlipcq+VFwrVYDrrziREp4CnJkEqF09SB0ZQvB0gyv5QMhDLZ9/LPZmE8HW3D23ZlldMJiBOg0Lwmv5X1RCgMGhg6+Lh4eEQxFssFkMf/HJpDD/1sMWQ7PV8Ph+CUwTrAaYYZBvwVJj01/07Ozsb+mBjyXsgvCXXSQfTwvPmrwNYGFaMG2CUYDd1YuDSAQJMnZ6eDokMxsRjhuH0inT3nWdyS6ll3quCvRLFcoRRcuCca/DeQVUD5gwSJWh3SecLvtlwZ/E1r65ycDEdd89TG+vUn3bKrGtMq4Gk2wLw+T6uOXBLnR1gMfh2cDWD8wlqPMbZfrbhfjuR4OfM426bNrTYgcgxcvt22Ky3pmTF9cPv3d3dQQa3trYGJ8gg3Kt8LAtOLNoJQY4Zo6dPn9bl5WWdnJwM7aSTzX90F05EJlfQK3biAMhewYSjhf7Y2dkZ5rjfM4E+8So8+LS3tzfoxUwIwEefuZsywn2r1XpnmB0H0+rn0glCJ3Bcncd8NpsN12yDPPYZEPccZC6lXFXVaN4tFouazWZ1dHQ0AuUdOEPX4aTnnLGzwLh3NtZyb3pzzvh3j5PnhZ/J+d/x3sEM3+PEuO+xTffqSusE86fTIe9EMT1d0vixPJZ3u9j251zxnOx8B37nyM8Mzrikjs66Oxxgu5X1dNenfCfXO+Ujgluyj9nuFGbpaEqdZ75NBdf9XGIl99N6NnGPbRBt2QfoxhkfJfV3Vd3A2lwzBkkdDv3ZTi7aMrb1M/Ah7Zf5nrbc13iG7/he0I5NzUSMx6VbdJR+T+Iq26LEoVkSQyR+8fFKxtTgNAd4mXveUWDeONFA29yTSSQHwr3QrMNS9NHXsHfgOuiiH/jJ8AZs7Gc9/5E9/vzuxU7WXC//oYGjeIx9fTxPBsnxsc/OzoajjubzeR0cHNT29vbgm8Mb/GS/MBxMj1xAqxMCuTOFPiY+zMA9f4yfF1c6mI6MsYvDyQzG1v6t5Ybr9v9ZUMTYUL8XHsLbqhrsw9OnTwe6HKj3UX7b29t1cXEx4GAWSvEb42PdAN34IRQfP+X/PA/mJ5FDXdC9tTV+96Zl3e9jgI7Ly8shXuQEhGlizA8PD4c+ec5Rp5NYZ2dnNxaROvHDC9I9bzw/rAsztmC7hF73DiaXvJb+rnWjf/Pz/tzdM1U6m5zJCa5Dj/t9dXVVz58/r8Vi0cqEn83PU7R097wqX+Pd8GHerbIJq20qd/awusnB58/l4iAexUY8d0IkqE6Ax702Mp1ymXIKuoBDp7xcqDcTIA7CdsKT11CkuXUtjxbK9t1nBymsjAwIM6Blg+vMctXaUFJ8jjtHnmA0oI3AItvnHBA0GOKswAThVetVI+4TSjOTQWlgLi4uRitEbMyg1UFu/hxM5j9b6qF1tVqNttiTjEBxY7QBQQ4EJVC1gbKBN7ClXoM1xswAtwvm5Kp0y4iDp7nKwW2mQ+G6fG/+lg4m/O3mw6r68xk9/+GNZTbngYO61GOHs5u3U3rAY+MkmZ1X0+IAefYf/uTZ+amXPL6mMR0bO3pe1Ze/TQEar0xJxxV6PXbpUHkuAfLteGcxeGPu2snM7f0845VIBvt2LKkDx45xQB+hC6iHBIVXcVk+oJEAKWPJyh/TytyHBp/HS325Guu1114b+JXvPyBRmTYo5YuEhq9bTn3Nx87BT/pnPWe74f6h41i1BV/ZxWYZoV6eof9dAgU5rKqR7vI4eCcbOpuEjmUSvnj1KH/wGR5bZnK1X/7BB+tFX5tyKDpdafnz2E45MHmdMcrAi+dX0mCdhS64j4Pzqop11pRufiyP5aHKfeU9McGUbHZ4xTraqzht8zqd0c2BDptsesb4ofOXMoCf+iXxSNe2n0lbn/6T8UL6J8k/35d6Mf09B+eNgauq1XEZUHF9rieLd2X6GWPotEPoW9tT4zI+5yrzjo8d7rJtd39sg3OMrPuxeRTb4ORx+sD21Wxrc5GObbjbMt08aztsPxa5AKd6zPnsBIID0iQAjR2NbS03lj/jkvRBwGr0J+10+kMZ1OQa9OVuSNpzMsH4jGArfeRaxhjgH/oHmqHbfaRdLwgkQEwCguQE/hsr1U9OTka7e6+urobfwLfwzUeOgtXTz6U/BwcHI5r9mxcj2Q+GTw5AW/bwA1IPgAu5x35Dto28GAsiu7QP/idmAm3gYmPX1Wr97jkvduI+EinQQODfyRXkCnp5jwc8gG5k7uDgYBSgZ7e3fX1kBz5RH/KLzHp3snfZWi8yPqenp4NM+Wgo6zP+++XIPmIMnsIf5r/H23IP7Y6DeT6mbUw7at1gOc2SeiN9g7RFWYf1CPV1baRds27Ovvl/XncMBjp5KbrbcWIq6b4vVjedXZnCGncp3bMP7Uu813yT++LZey3zSmNy32JjSH1cf9XlRdqAvlTs/GYeOLDj3xxYsIOeAHdqkifwpR63vUkJuZ4cN+pz4M1gOduw0uR3Vip4bL1djWfNT/fZNDjJ4TMAZ7PZDaMADzEuZOwXi8VwPBPZeYwaht0rCWxEaS+PoGFlMAYHQ2teYXAy6OatlhhbOwPwy/IFT3OsAAVe7QvtXINfNnzmPwaZxAv9hOd5jmQqfQNw2sfoY2QdjMuEjOU4ExcUxsdjAmhK0EF96Sg56ZRHfHinRhoyZCtXVKWxyxVK7hs8sXw7KWMnL50a6mBOmX9TyRSPN225f27L85p+enVVB0JSn5nulC+3635bh6Wu6p7LcaEOJ3AoaU8MWPhuZ7srCfiSh1U1ShYul8sh8ccfMm8nhOeq1juyAPVsV764uKgnT57UarUaXoDL3PG8RL+gCyxT0I6uIsGHw2tZsdNgWcNBwVHL1YeWs1zljz7JfvK9C3I5eYsOY9x8hm835zy+OI7oQJwIEtLeMWaHC/qc9LEOpj+5y8XHo1nG4TtOifWr51zKnGXSfU5npAssdDJs3e15wWe3Zxvt+W8HxW27/mynwy78Z054t5vp8TxKnZPz+1UX+utg3TuBUR/LY7lL2YT1019IjFK1XsXshHXaPxdjdO7P+3K+djRiN4wHEh/a/lvPgTM6fZj99/OJoTvsgc53sC3tW6f3XF/atmzXWDnpSt45CJ3+InXke6bMyylf1PraOIDfnDR2ANq8S147sGXZMC/cR9uf/A7fp8Yz77e9sg0y79z/5Mdt9XkxlIOXxi/Jz24u8ceCA88984jxhAfgRvuf/s3HUhGwrRonKSx/9qeYT/YzM3HV9dUv001/Ad5n0ib1h7Fh/pY4BL6B6fJFyeAJ7/o1jjP2c3DZySD76J4/6cN4h4kTgNwLvvQiF9peLq8X8HC8Edjf/WWBz2q13t3CeGZwluOWE3t6xb19DR+J5NMmbAMse57byAOYGJq9swK6GQ/LInSxqArfwy8aZjxIGsCr5fL6KFqSTsbA9hmgmzhE6m77ZE4UQNPx8fGwiyPpp37GgF3rh4eHo7gE4+k2kYO9vb2B3ywYM3bmGebVptL56u6v9Sn/p2xy6uPONmX9WXcmIKZoTv/e16tuJtuXy+tTS54/f35Dn72Kkr7RZ0vpbPO7We5Ly52TEB2YvWvpwMCLDvZ9nr3LfTkBk94OLPKHYu8CCx3wsSGjnSkFMQWiujq9Ijwn8ia6DE6Sr9RtQJ7Z0w54VfWrawz4EogTaLOh4rONbFWNVjEQ/DYfMdAO5JPpRsEbYNjpwPA709/xxPRjlDFO3uHgMaetqvU5oDzHtkWMmcEisoDhJIFg0A+4MPCiTzk2BOEoCfosD9CcQTvus1PD5y446RUK5iV9czIFefAztG0Hzbs86JdLOm4uGWDuAMto3tdNnZDzyCDaDoiDWYA0A3XPCxtk+IAcuS330UDGW8At69BjefIY5ny0g+HnnLzrxtH9z9/Tqcu+ug4DMfPFczydmyldypxJPrukE296rCtMjx095pwBvB06H0nEf+5ZrVbDjq0nT57UfD6v58+fj5wcHzdGwhL58X12EDhq7tmzZ3V0dDQ6sgidg77JXQe0Y0Dt7diWa/jm1W9pn9hKa2fJjgM89BZpdCj6KpN21mN2xs17jzlte3VdBsScdIHH3Gvd6sQMsu1gDc/5/ULWY50esVxkSacq54j7mXbXgSrrWt/rOZEORWe/s+T8NM2m13TZ/vneDKLdpWQ7D1W6hMhjeSwvUmxT71MyuDAVYKaNqfpdz3w+v5GYTlo7G562Nf2YTCZ0c4frtrmpX1L38FxHm3WH7/H1qTqsc1xfx/ek3fjbfTMeyzZs7zpMYV09VRLj2B52/LSNch05pg7QGX934+Jn+M320PYmcZJlGLqozwuHss/Gj955wHiYVvNjtVqN/BaPT9V4cZNtohceuGSi3Lafe41HqtbBfY6q9c5XY3UfQ1O13g3gvsNL08ez5mvS5B0MrOA2LjV2s7ywkA4eG4tAE78xxvZrUgfg++Sch/+J441xwWKOFcxms9Exo+4jvDTm8VyDrx5XfHHTZX1i/zuxoXFkyiFj6dgEtOLzm2bG0DSA+XOBjxdvQg9JCmIajJF3v6WcE+xHhj0/ocuJDp5Htj0X0+dxnfCLcaReEhPQTJLo4OCgDg8PB/rsgxkHwxv47jgIcZn0l1ar1fCuP9fl+eYYE/yGfuQZPZP6wXKKj8Ofdwh32MC2IG1WZ5/5POWzpj3L36ewPfPW8yY/d7RkHXye0u/Z/nK5rOPj4zo9Pb1xT0frVOn6zTX/t/7/bC+dnLzKtqaw5F3KKz/wNoFLXp8qLysMd332NqZ1YI3/uY0yjR0GLuvIdjuQnwonhcrG4ba+OwgKXWk4U6lzLZWDJ6oNoEFH1TjD3gHhDFw7EI0B88torOyr1sFFg2b649U9GFXaduCKwByGxsrbq/TpF8HC2Wy9nd1nD2J0TDMgCePsHRMGhgY0GE8KbVE3q23dT84Y99bM3Arr8WSFgscTJyDpNKiykSZZk46M5d67UMzLlOkMLBtE+6xFA+1Ncxx5HFYwcD3k0A6f+7C9vV3FHBWwND9z/hgAZIIg55Tbom3P50wMpv70WFiGOh5Yv2Ryhnq6OZ7BT+snj1MGE10/v3vsDbw8Bv7d/bFTnytIeMbPuc+WZ3RD8ml3d3dw4mjPdVnn22GwE+Ox8TyezdZJxlz9ZaC7XC6HVUBVVW+99daw6sv1e677RcjMM+sVH3fmFV95/JTHyzqD7ezc6wQaujXnouetHTF4ibPkQL6dLehBTzvphZzZsaJtJ8q5j/4C/p3M8DNbW1vDsXz0zbKYAR47ngmMuYaccEQU9ZGIuC3Q5JIBAPMiS+IK6xnTx++pN8zDTi/4z053OnFZr+tjLli2zXfbsHfLITAf0ql7LI/lruUhnFo/3yXn7uP8zefrXWNeROU6puqbcuKnEoaJPbp7E6N0vk6ngzr9uYnm7JPpwaZ1wZus09gj6U/8bzti/yjlwX5Z1c2ks/vgoL39z7SH6C38JOMEPnd8oaQNte/QjVnaI2Ni32d5Sx74GWhwsD9xdeI1+yk+6iexp+0UdLG4wxjDtBu3TOFDSsYI4DeYDdrsv3r8bZ8tHx6PqbllGeiwuxMk9u3ctjGSf6NdsK/rdzIidQPyi933ohpoQzYTWxn/gfv8wmOCy26XFfNXV1cDhjZ+t113ksM7K9J/c/9zBwrPwg/8fScdGWeOdGLhJf4z/PP87PAkf54PtJO+OuN5eXlZe3t7dXh4WPv7+yNdxe/oCHCYcRzHXV1eXg4B4fl8PtqdzRFYmVxxvGG5HL8TgYVS3cKgnZ2dOj09HdrZ398fEhL4HiQPGMvE49ZTHt+zs7OBRxcXF6NjoqyDnVDz+0JImuAfebeJdYh9fmTf74Kxbkhd7+RX6sUpW2+8nPM+78vP2X62R92ejzkvNl3rMIttinnOtcvLy8EPzsRH6p9NdNzlN9N0Vyz1Xivvlo8y5UfelY/3eifEyw7Ofet4CAB/35LtTYEpT1oHudIw53P8T+BioOp7+Y36VqtxsBjwsikw68Bo0pb9oT0UwlSw00Ec/2bjlf3P+1wv4ArDQsDfgI+dBij43IKXAM0g1lvpquoG4MuXImdwyeNmo+J7HSy3kvTZ8V5h7Bcy0QcbetpkzPkjsFW1BjcYNAdvDGAMeAEU3spqIISRdcDWqzHSmYNnrseBw05B8d/g2c/amCcYN28BDyn38Hx4PuR7CkBb9l0cKM9+WQmnvkgnxsXOUAYakZVM8iFv8AO6DJg6J5f2bPx5LmWtm9Puv1dgoX86MJPOmPuXPOv4kTrGbTipmrxO2eI7zkpVjZJS3Q4ft+PrTiTQd+TQeon/ydMMCFdV7e/vD46SXxhq5wPdYL1vZ9vyAmizHvTqHRym3Ibu/uYuMHRGgnT6xsv+qN8OJ3oBPuEEJF/sAFfVSK4sF3Y8cApzhZbPXLaOgI7UbU6GuG36mfMm7QuO0Wq1Go7XYgWWz7B1XyyrWazDXTbhJwcBOkDYzXV/TpvHM7bV8N8YwPeZ9pw/1vW0a33vefxuOgLWTx7jx/JY7lMeyqFN/Mln/+/azCAC84oEROLzKT+nw/HGBV0/TSvFftIUfV3xddPa8WjTd2Oxjo/ui/FNtu2g8Sb+d8/6e+KX5KVtTVeXfTTjoSlf0PbMdte4q9PJSbNXzFOMh92vbC/lwsFSt5Gyxj252tlYyPcapyKrXp2diQnvggS7cO9sNhvhoVyQBL7J+ZNjZp/NO+WNLxIzGrdkoJP/WY/lhWeY78bu5iPXwJieF5Zzj2WHK7rxgAbwrfvrsclV6l5YAi37+/tVVQPGRe69+wKsah8XnVdVw3sl5vP58OJqCqvlvcDGcmgc5MSe+c09PhoVfLy/v187Ozt1eHg4Shicn58Pfj/8g28sNvKRp/TZSRvuB4fa52SskR+e8w4gYzV2JmTizbsGOIkA2fAxQ4vFYvS8MfhsNhv64hiKx/Ls7Gzg6WKxqOPj49rd3R0SKSTz2B3BglC/Cy51gGMfzEMf+w2PPX+Y3+n38Sz8WiwWI//Svi998xFqJPLgo+c4tNpPSFvp+eeS/kk+52f9fapkYsdJgC4hkfV1mCHvRX69WKvqet48e/bshl2Zqn9TsV3YRGfa2s+W8qJ8eYh20wYwZzLeNVVe+U6Iqnd2a8htZUrIOpCYDnEHhvlssJWA0tcSpDCRO2DXOQd5zYbc4GKqLzZyHUjMdhEkBxts/AzM/VwCDANrOzAoYVYGOIC1tbU1Ahsob4zAbDYbzku3oe8CmO6vAaGBy2w2G0AY4AXDAE0Otsxm67P+4KmNNvcQYOQMefpBsJH2z8/Ph3MJV6vV6MgU8wSD1gEijLdfDuttjx4LGwVWb3TBQO7zFlADGQBBypDlYz6fj46hqlq/GD3nWAa0HMRGhuxcDGBR7SfQdenAZV7vgn8J+DN4aYehSzi4j3Y8ac9zwkHsdJjdnwTg6aB295snDlan/rEzUVU32km96HYMXDoHOe/P9jyPUnd1xXrIeid3YmxtXZ8jWgGOcmVWAnOuA57tuLht0+tVQYwjjgJj5Ha8a4Mt816plUfRoe+8OgoHCyDAWADAoZW6oZVVOrm7y/9Xq/VLvj3f0VUG+lVrJ8wv+qOPXk0HDxMI2in1O4G6eYqOc0G/+BxgO3Jppx2QwEGyPuR+kjd2ziy7TnhzT6dzLNPpUOSczTnmuTA1PzonxcX96vjfBaYyGWE9lven/U1andCyvjdf79KPrrzIM/k8PHpMQjyWFym/4Tf8hvoH/+Af1PPnz0dz5EVlacrudna7awManIRIXJw4IHEZ9XeJCa5N0cG8594MnLqPqd+SHuvP7PsU76b6lKvzU//lb1NtZTI1V7jDt0zWUo/xgutBZmyzOx5yLe1AYu70J9P+WR485h0W9W/mm8fUq329UMB9sKzgtyTtHj/30/RCT+7SNDYzNvbYgLt83c/bp8iArvtsehkvgrX2XdwP+uXAdiYo0kYa+xtjGHeD6bqguWUAvJyBS4+3bTNjY3lNuUjM6x2ODqYnBgJnci2DykdHR6OXZxtnnZ2dDe+EXK1Ww7n9BLa9aPDq6qoWi8WAtekPONp9d8KA+i4vL+vs7GwIQDuG4wC3d2PgL4MjSZaQMMkFpeBQsFq+gBxc635ZrmjH76KkXh9zZbk6Pz8f3pHAu0bsC/h5MD5yhv9ycHBQ29vbtVgshv47RmXdTVzAPPWuCPh4cnJSz58/r729vXrf+95XT58+radPn47iRltbW6N3weVCVvffi7UoxCkYQwpj4MSQF8QyrzhyLecCcsMxWU7s5dx2312Pxy/99ynbm36G52bOPeuOtO3ZH8/Nbu53dtn3Wn6TB/CU8U4/Kxc/v0jpePGI8V+82P9lHv7aX/tr7/TsvZMQVh7dwHXA0IQ+RNkk7Hdtp5skmyYdxYqhC1R6O1uC7Jz4PLPpjzb9TAci0pHo+pEg2b8z8W0oCDQ4eO1AEnzLQJ+dLSsXaDeons1mozaqalDSFxcXQ+AeY5qBJfebujEYbD2EzlzBmY6YwbID3hSvHru6uqqTk5OqWr/Y1EAvA/kG+Ts7O0NgDkO5Wq2GI1MwwlVrQJ5OCcFAnoNOt++ArreoeuwNVG3kDKZWq/WLo7jHK0wAEV6VwbgD5vyHTOfcMM/SmcujbDyuA73qVzpCLrmdlX56a2+WBGr+nrsTqM/y4znh1Q7p5FnuLJfMJc8112kwQr8yMGi+QJNBig29V4q7WI5zbne639cSFNFvy437xGc/b0eB9lO3ZnGg2kmAtysdnqV9B+zTKaMgJ07GdrLm8XJixNt7DXZ9XNzBwcGQmOwcLusiB8bRMehRJwCQucPDw6Ed88zJV69iQgd4NRE6Gbq8WtD6g3tNt4P5Tnp4Xua5sjzvFTOer+6f9YKPWfL40p6TDZYx88bHVPnoLu7PYALX4RUr+Kwn7KS7ri6I4aB+4od0Ivy85STb73Qaf56L/G5dAv2sHJzCNLZBrntra3wmtfmXfXyZkvy5r6NhLPdYHst9ih3tTZhiqnS2dMpHmJJrz1V0oVcjG4MZn3X15JyGxs4Puq2fiQen7PeUnsvfc36b58YH/t4lIDrdYx1qnk/hj04nJw8zsDJFIzqWNr0KP/29pAHaqdOB1I5Hyc+0aZtKlygwD71jNO26+djxCdttO5G2yvTZntGmcUfaOPN2KujOOJi/iRn8v8OsU3Jm3vlajqsD9+aT6XRyBX/SPqHxlfGMF3x0cmW/JH0zj2WOIYt+/JLlnF+JL/iNa5Zhgrn0iUA4PunJycnw3bpusVjUcrkc/oNbCXDbD7+4uBiOAHI79CexrXcX7+3tDUcGgYm92p7+MC7EN0iaIVOJiXk2j1JFN3iXB32bz+f15MmTOjw8HALj7PzIcYN/FxcXdXx8XGdnZ8MiSGNUEqGWharrxY/4B/hYxDk4Cur4+HjUL3wAxwssfymjyBuJn7Ozs3r99deHOrxDw20wpn5Bthc10bbjUCyy4h7iI8jEcnmd8NrZ2an9/f3hJdq5EKqLcyA7PhYK2en0W84pl7zW6enUMXcpU3YwfX/rn6l6NtFG8VjRzvPnz0dHMZmu2+rLNjfxzTzmt4fyPd6p8lA036ck3ywHq9X6KPzbygsdx7Spw931BEcJuF60vMjznQE0LVmnQQn9t5LsFGZnkDs60shm8M1Kkno88Q0mUhiyLdPX8c2gM3+30cHwpnEwYIRWlL5phH6viKFOgkMYEQweBjRBCqDR70zACGKs84xCAyqAgEEa9wEOoI3frShJlDjAD/Djd/d5Pp8PBotiZ4FVHiQitre36+zs7Iac+axz+giQSmDPag+fSw9NDlIiZ5kQ8u4LaDD/4JODZQ5uO9GS8jXlLNAXzwGPI3TZSUrjD09v7DDSnPTcoj7kqpuz7hfyn4F8Ozfp4BmA+DOgxo4S99vBJ/iZAUJo60qn2zrjwTU7P3a+0zlNZ8QGyHRTn53JXFVm3nUAzPSm058OnxNCXYDD85nilU128ukrhXq9fbiqhh0JOV4ZDOa/9avnR1UNjhMg97XXXhvOR7W8ZTCbvrNTjFU33mmVCQYcpIODg6paH8HkeYUuAOQzzz3f6AN6IBMz6fimTbN98Nj4+v7+/minCDLoOUHfnJSw7vI9lh3k3HrKPHUywskgnDNkxslk5MpH8cELzw3rXkrSlbiDtlyMH7pifcRY5txz2/QzA2UkQ9xWYrspXAYNudov54Pnrf+/aEn9dZ/67HA9lsdyn/IjP/IjVbUZW9+1WE92v+X3qftIfm+6L4MmOc/TLnIPtsE78NJWcz3roP60j567iUW6/k312zpqU19Ng21tR5Prs340Rq6qEd7hXu8YtK43rvIz7hufE2N1fTaOcTA87UXq/8SMqYs9Jp0ONw+MJXjGbaWNSTuSfE6cnckFimnPttP2eWGKxxBanIBIuzxa1BLtGXukD5SylQG+9Ady7HOMuJYrtdN+mw9gNsudd4dAB9jPPPZiDtp2PxPbenFPYkP329jDODPlaHt7u05PT4egch4vTMCavl5dXQ0LkfxyYO+UJWbBjmIW2VWt4wVeqEefvGDHc4A+QsfBwcGQZABvg9u7xT2WMfuo1uHmP74JeNaLBGnTRzGBPdlBcnp6OsQeMi41m82GwCI4MH0Gyz1ywPFJr7322ii5AZ2np6eDbaJe/lOX6VitVkNC4/j4uJ48eTLw1RjT8mR+0xb88+Ipx6GYCz5G6ejoaOAlsSpejN4t8IQOfE/iME6U8Y6/9KOR+bRbyWfrAs8T35vX0ufuStoI+/ed7qJ0Nt+/Wc9Th/vBPHjrrbdGNvK++Cl5Zto+F8tUf19l6fjK/PjQhz50pzrunIR4iA76/gQz9ykvCuSnSgJtX+O7g5kJAj1JHSRIEGlj4ZJAeKrPDujlxO3AqvvX9alqfIZhgh1PfCsu88n1YIySlzYOFAeKbMABCrTlxAG/Qwv8YGwIIjrYzguMaMOrIzAeGBiUX46t+2X+M85pKAzWfO46qwPMI7cJnwAOBAgNBvnN42Dw0gE33zObzYZjoBhz6LIBJrB6dXU17CgxOIQ33u2RMtE5S6arczjMF6/wTvC/0SgJFHXJiWwznftuDubYp6Ni+XbfknZ/pu3umdQtVWNgSzEdnROWTo8dmASYHi87C9l/t52AIh1P6jMvkBvq6OTD9VkvuY/pvKADUu6qxjsSRnxarXd+5O85Fr6P+eTxt0zBP4LqDjBU1bA6iudwMPxeGbaSMx5eBZU623rRL6xmDuAUwhsnY9hx5hVFXs2E4+JdWQbW1iEeV/cPwG65h1/oM2/B9+6fqrUTBpDH0UiZdTLVO55ms+tEBnywLUn5tF2xLKT+sdPhxMhstnaoqq4dG7bsd6sSLdt2tPzZ/UzHIOdv2ng7DKkHXIf1oXGKZWvKxidGMB3WwcZHtp0dL/z9ZbDmfYv79k6B+cfyuVc6rP+iJe3oFEahTLW76X0QWUenV4w3HDihZL1VN4MXxuc8Y7p9v/VI9rnTjx0GSuzIddPjxVMZ+Eh+WveuVqsbfLBtTnzc6csM7lo/uu3Eqea5+5vXM1BPG17ok7gu5cz8Nc4z/knbwHW3a5tjWmxH0ydNzJO+Q2IF32P85ft9j3eIGNNOJfq5j/ps3/y7kxP0wTKB3IEnzd8MaJpe88RJe+hw4NlzyXxgDO0vJsZwEJq2PObGIeYju+YdCO78D8tQ8inlrsMT8/l8WLADTz22BJ6hzTh4uVyOjlHifi8Q87wiVgDevbi4qNPT09GLlaHbRxTlS7wz7kEfd3d3B8xqOQJHsuLeSS3a5b+PH0r/wEkk84/kAy9n5h6PP7zx8cksYCKonviYpMve3l6tVtdHKXFE05MnT27wAD5YRrxoLceDBBvvnuBYLXSa/f/nz58PY4sf4qOUfMw0MkKsCDq2traGd3Eyd0lk+ag17vf7MfCdaIeYlG0H/e98aM+Dzk4b1/s535Pxt7Q33fObfAiXtM1Jj4vbyrnuZxaLRb311luja6lHNpX8/fMRv7/qPnfYwJjK83VTuVcSYpOQbyp+rgO+9ykPCeo7QOi/qv6F0QbjBiR8NnjxdbeV/ch2uZb/O4PcAbAsHYh2QKXLetuQYYAdnHTAjwBR1XoHQyo5g5aq8cunCHynIVgu16tOMUbOUvN9tVqNVn4YfPAfYGRerlarYVsd9LEymL5Du4NaGDVo9I4CaKYdB1J5Dlo95oA3A5Cjo6Mh8IbhcpIGmuF5jqcDpVYObDeEH7xTg0Bgbj+FT+z2gJd2Jlwfffc2VX53nZa3DJg7EJ+fDcY6PWTQl8qQ67l7A5lDdrIgl2k4E6zTz9Qb/LfzZ9CfYMRyiozRpvVVOoR2ENJpTF3RybjrdlLO/HJ/rdtSz3ncpnSQx4vPVeN3SZj3XUlH0PWlE1VVNWue7eSN4tXq1JO7hWiD+eP6DVBpA712eno6rLZJx5X6AP0eA4NcAwDAM9t9rV88Z5F5HCq2TtvZgFZA+fb29uBkzWazG04Eegj5A6CjuyxL0GA7Yzmz/XAgPF86jS61nbIu5tr5+fmQoIG32C2vSvNuMWh0UnS1Wo2OprN9d3CCOqwfvNqLRJADCV1JzNTpHxfbSts5vidPXbr7tra2RrbOssY9jGM6GKaP3z32lgXf/1A4z7rsLs6LeeDSJbMfy2PZVIzzp5zyTcUy22GJqWemrjk4mDuOrLfSTqdu8tztaLKe9/eq6eMpkj9Tz/t3P+9rDlrkb66Pe02v9Vve4yBbJn8Tm2CzrSv9bF7PQHraEHjX6V36OqXr/IzpdJDPyQQHtXNc/TdlVzaNrdtKWXGAuMO4/s6z/HfwdcqG8T9lwvifQnAyV7TneOdf+v+eK67fNMHHbmFLypuDsznPZrP1e68yAeA5Z5kwrsp+mcfmnxe9IVNe/MexMoy167E8zGaz0fs/KIyld1SBc1m8Aw6ELq+w56gbxwCWy+vjmb2j3jLMscHuZyYEmM8kDMC0vBeS9tN/RD5dH+NMnX75NDRwqgLJFhIhlnMnTI1/2c1gfA3mA3OenJzUycnJkEyBzvl8PsQY3B/Lt2XGu61zjjvJdXZ2VmdnZ7W7u1tHR0ejHdi0w04V+MRvnlMp01dXV8MRUgcHBwM2J2bCDg9klmSCx8zzx3MIeT44OBjJu8fMi0KRHduSqhr5FPylXmYcU79Rb4cB0l508yzL1H35x2+J66cWnmZ7aSsYu4yXpE6/vLysZ8+eDUenua7UFdmvFylpiz4bS0f7q+xP2tgcx/uUeyUhDG5SuO5KtOvbdN/LMC8nWfe72zO49PWc4FXjVSUObvn6FDC2wrHSITtroGFeTCkm05mrNvKe/H7jmJqqG8rGStTBAu6tWicceKmSjZXrtKKH31YwGEfAgA0Y5xwCWsgqOzGA8qdtgmXb29vDSn4DEgeBAAU+4sdbOtmd4T45sOhVr6YJ0OTVzPCDF2ofHh6OgCdjwqperh8eHg6BRa/49Qu02CJYVXV8fDyqLxMluQo1V2wDNhJg+AxKb2VNwOxEUReg64LT7pPnju9nbE0L/BiK9NSNeRFybZCUweucG54/GTxNfZEGs3MI3VY6QJ4rptU89dxM3ZFtJngx3dm/1F8eK/e/qkYguGszAQ2/22n0vb5mfic4cqFeA187SdQ5WllI/Y3hnnLyLMvIjfvheU89njeWF/fRAU4cK6+gQl94JQ46w04kAXEnd63nndxlVZXtOUD98PBwcIjSWQPEo5c99uiLBJ/8oUOpB3qQaZ9f7BfZUbAvyJedIrfjpFsG13D60NlOZvh+O9s41fQVunyerWUHWl0vziHOi+uyLUW2/LuTQpY364kE+vSlG4vbsNEUwISeTBpYN6dzZbvc6VfXmUcBpnOSeum+5a7PJNbaxK/H8ljuWm6be7c9u8nJ2+SA2ubmLojEBsxX69qqfnV856uljU5ci75IP4kytdDC9Xd97vrLZ+ul9OOMXZ28TX2atPg505uYrsMt9h+N6VKPd/3ku3VTh8Fsl3Ic3SfX6THq9LQ/Z1A98bz5ZL/HflMnf9nHbry9EIO+5Pi6T9mO/UTqsX1LPvLsVMJnhCurWqyQMQPa845973SlnaQxF6q476wET5lzv3kmeeqSuG1qnOwrd/5iBgyNp+3bm3e5eIt7WO3uXQa0cXJyUsfHx6NjhlgweXl5OSya8xyHb15Ekkc6G5fjd15eXg5HFvHuRsbGmP3g4KC2trZuvGR9Pr9edITfnDSQKKY+eGoeexEH40xfqZPn4C10E/NYLBbDkUYZVEZujdHT57W/Qf2MGXzy4iiSOFU1xA0YFwL8vIfj/Px8wOnQYXk2vR0P/I5O5B36+I1+OFbBXGYMSEL6XaSW45Rbv5cPur37Army7wJvnHCDv4yl53G2O2VHfY8/dz501tndlz5H+p7W+6Y34yZdu/bDqq59vzfffPNGXKajPev6fC6dvX+n2u3avCsdd05CEKR1o/cF1Db0BjDdfa+i3JXeBJQotCnD3DkIvr/r0ybQnBM763IQ2srKYCqLA8RT4In2HdTmu7PbDj4k4GV8Hex3n50JNThN0O8EwWp1HYRz0CfPb+8CLgTtqM9BL7YSGoxg6G28MNZk8D0WGB6MKNcxXmxJ9OpnB6WgP7dFWx68I8ErkXObsR0DgI+P/8DQ0Ud4y2/wjz54V0ke48TYWSbSgelAvoGR5Rxeu2Sds9lsCAbmCpWBX8jxqkkAhIG1nFt+p4pBn+kz/TkP7IwMdKjvVevt5+lYJWBh7ph/tIsj4D7nKufURTzD+CYQSB55jhkoUezA+/l0aBxgndLz5kE6ZeYH9STQyWesbyw/SauDpQZIqSdXq5uJ5+VyvWrH84qzXmk/aTNvDV793hfXf3x8PDxHfVtbW0OyM51exhhdx7x2kgZnAaCMg4BMsjuC39OxMB2WEfNhb29vsCc+dolrCbgtU16RyTV0Cf3x/Nnb2xvt0uvss50Pz0X4hQ1jHPySLei2jiNhg142xuG6x93zLVecep5uwkIdpjDfu2JH0g7tVH0514wHMvjFdejI+2mjC2huatO/8cwm/XHfsgnLpt56LI/lRcrLyuyUk7fJx6gazxnjv03+DM/ZR+t+y7mZ+GIqeJ+4wm3Y9uZvnd/Z4YOOB4kl7Zt4bluHdfgp++PkNXUldnJ9pi91nNvgexcg77C2n3X7qdvzeWj3mKYd7sbU2L5qnDyyT5B982fLof1A86fzLxyHSGxs+21Ml3XQb/Cd67KcpT1K+nMs+a0L0NFH+wrGjNzrRQfGmDlvjfvphxMdrtfzzeNiv6GTPdtqxp22TIO/p/wkJjFGsD/gxXH47LyAmIA/Y3p1dVUnJyc1m83q9PR05I/at93e3h4SAol1wGVbW1vDy5s937xohHgGq+u909myaGzHvMh56JXz6BuPi5Mg8AV6/JJr+wwpl+bj+fl5LRaLkU730aqpt0kCwI8cL8tb1fqoJ+Zg6iIX6jo/P6/j4+MBrx8eHg7xmidPngy+CrwmCeXEj3fkkDgwzfneDeInmQhMXWK962QEdfgYW+7d3t4edsbY77I8ZJyJOjsdNFXShhif2j+eKsayd2mP+/J7ZyP8e6fLp3Sp5xzz+dmzZ6OEB236uVdZXnX9D1nSxufnV932y7Z15yTEBz7wgfrkJz+5UfiydICxu8e/vRPM6ybVVJ/SaKcxz4Hvkg/5OQFRF9QzbQREfI9Xf3d03NY/T/wERjnpAUuAAAN5C6F/x0DwvJUfRouSAIV6ABM26j5XPIPRbsfGif4aQLvdBFwJsLa3t0dbO/kdA+qtlBiCq6v1+www0ASqeM4vxu4cMPqwtbU1AmAZ3PfqF4MBByJpa39/fwABBjG5wgLQRR0++zBXIiRwZpz8/g0b3TSE9IvvBvdTgXyPm++rqlrVeoXYADb0G892xpy2MuiUc9SyBo/dnusEQCKzyJWBd0ePnSnLr2l0IDXBiOk0Pxlr6vPqatqxY8rzdpQcYDavnBjynPTYZj9dl/uQjl2CJ9pLnQW/oTfn1Si4Ijqsk0yPnS+PsY93A7g7KEH/WRlkEIZOqVqv9uIl72wB9tFI7FBwctZt+qxS67Bc6cR2Z+6xrkaHZV+hZX9/f9iJZX3jALt3QKUdQn+gzxywTxsFbRQ7CJ4vvod5iD7rdAtzBmfO5756+7rnFHXDX/9uZ5R7raNz3DPI5d00WRK0d33mPvPNtFmHdE5XOrHZXrZjXWSdNLWgAN4hF4ktsC2mw0cSPFS5zTnzff6M/Hzwgx98MFoey+df8by7r1zbZm16PrFH1dhf8bvAprBP932qbq6lj5O0V91cpJE4IAMTU+13/bdOzvoyWZLYDNqcUEVfJQZxvTzvhTj8bh2adi31ZN7jhG22m1jLfEn9ljrfnzts5T9jQtpwQNTB4rTlaWPymnGH+e+AU8fH9Encx5Qlf+9ktqpG/bDd48++5ZRMpz3xPDWOpT3z2/22H215BfuZB5mEgJ8ZyHM/O8xtGctV3snXjgaPAzz0DoOcE/w3HvVCDrdN0Bl8y1FL3i0Jn1ar6x28nsNul4VrJA9ms/UufnAz+Pbp06fD/CPYjb6EBh/z5HnBeziYC14o4wWTnBjBux69iMbBbuPfPJII+TTepw6PAUcq+aglz3/8D+IU9BnavbMk9ZDjDNTD2NmPsCxAU85xdrKQLNrf3x+OoiIxMZtdv/+Bo6M4corA/3K5HE6FQG64Z7m83vkNzkQG7St5jhh72jewv2QdwZxLP9ifWSTm8ctER9qszq6mPensSKcHutLpva4NX9vkp5h/mxY3JX9sey4vL+v4+LhOTk5G+jNpfNHS0TJlpz5bym19eq+XOychftNv+k31Az/wA8MxLy8rDFV3dwzvW89UnVPtbQIVLl5Bm4HDru40/l3x5EpAT72uJ1dvdgqgKwalDpDRRtbp7DeGKYMHfM5ti92KX4N16vRLm6nHR/w4oMln6vY54Hx3ttk8sdExkJvP50O23P3jqKSqGkCMz2MkcOLAPn3hnjxOBLADzzCuGDjvcHC/qc9GIJMA1O8VIAao9JXEgLfAYgwBML7mBAQJlE0Kz4B+Pp8PoMJ9sQymfHbAFUBEPZZ5y/pyuaxV1OfxyJIykqCu66MDzF7h4lXlqQ88X2gXHiSI6YCAf8v7obsb73QcrJsM4gGS7qcBvvnnOty/znibX6nXDE6T3waA1lk5Fg7+GigbZNOXTIbM5/P1OyFiHDKIm+NJ/cwLO2RbW1uDY2V9w/NOFs5m49Xz1nn0G/BNPThLnm+AbWTLq3X8LElH9AA8gU5WCaGPnNyAVu/E8rm33noNH50IsIz4TF9AJ/0+OzurqvVLqAk6JCBP+eMe9FjqFmSJ57zDjjmTq/lw6uADY+zVltbNyLqTRpkQtpOGvp3P1y8C91ydCqoxphmo6pygLtjl+elglHWV9YdtOeORzn6OiX/LenNMEr/QPweI3omSvLbefd/73le/5bf8lneEjsfyuVVu8286Z3GTH5E+h/VVV4wTSAJbP075Q25jU72ur6PD/UOHbsJYd/me/lJV/3Lm5FO2mUHWtCfJX+tY427TlDjWdVnfmo+d77pcLoegGbYt7zfWNl7M+tNuUqcxb9qItBXJLwciXWfyk+eNIe3T+X/SncFprtGOZcn9dpLCNsSYMP2Sbh7m945Hvif55T7kODjAxn3mm+kGmzhoSh1+FsziOhP/zmazkW/azQ2+OxCev08lcDJw6L46AMx/L0oDR4KH8cU5hokdD1Xr41ztMyfGg/ckD8Ayfvfh/v7+6N0E8/n6yGNjoJOTk9E7J3zslMdsd3d3CIxvbW0NCxQJmJ+dnY0WvIC9jUUZa6/iR67pG5jfCaSq8SkZxpKr1XohKWftd/iPvjhIn3EeJyigzUcoZzyI+jKxm9+Zl1dXV3V6ejrg7YODg2Gnio96sg9PkgqfCHrgDwvGvMCV6xljok+8h8MLLL241rLmneL8eS55PnE/Y2QbYp1nvd7pDdPQ2ZYO+3d1pY3u7Ih9gc636Np1eylfyBHtcu3y8vp9EPiJafPdl2zzrljoc7G8m3172bbvnIT4vu/7vmGidaDhttLdD5DJyZHP3QbkX7Z0ADWv+7MDol1gO0G2PxswVN1cWePrgCgHMLl3Chx0kzD7YRoNRhyc9DUHmbgHPqQiw3gZePsZB3Tcjs8PJKDvIzUyWG4wzG/IJr87OEc/AQDmg40HPLLhPzg4GI74AKjYoXMw0mOAoSGB4W2YZPoNrOmLt/V1wXeeyWxy1dqwkPRIQO46vAqDviZA4jt8dL9S8XsuZGDPcm3gb8NMycC674cvOedye6xlDEBCyeByOgA5r3wfn9Pp8jzyPHGQGl67rQRtnjemg/8GAuZNOqvU5c8GeR1NlmHT7rnjet1/aEx6k6fp8KaDayc/rzGuBmiWXY9J1m8n7uLiYp2wkgzyTAaWzRvrlwSPOCGZBDHYhPfmEXoUp8P9IfB/cHBQl5eXQxICh4hkKWPkY9qq1juSvPPG8mdw7l0N6eyzqor5hI7xLgrq8f1V6/lGv7nf/PO4r1brLf5esYaD4fHNYPzUPLDcQ6tl1g4x36kf2qyL+Q598AmnJZPlduRwwvf3928EQrgvA1me605CdAEo28UOOyXWSN1sfer5k3PR9HqVquehdZXvT9yCHfXRYNghj/E7Vazr33jjjfqe7/me+u7v/u53nI7H8tld0n/p/Iy71DE1Z/25wyxVa/3nlbbGUC7WJd1vHT0dZkrs0eGtKV6kzkpMZcw5FQipGi++SNrso6X+dRB1ik7bK+xFpxuNHZLm5NFUG67LfXOAeYqH5rf73o1vN5bQnL6DMVLy1rLh3Y45XrfxwH4PNHVtmQe262Aj+O9dmlXjhUjUm7xJDJBzOXGGac1jlfx8+jLmjxdXpa+T895j1tFm/G5skfPffMigbDcuXdtONtCO/RUH7K0T2O3gYPnV1dWw2MXvCECHEagmQYE/7gU2JPG8A4KEBO2T5JjP58O7J80fY9g8DYIFiMZ5yKDxGe3CK5Ig4N/0Hblm+Xb9SSMYFAxrzMR4kKxhl4dlG956cY4Xidpf9LxhsRIxIuvC9GNoz76O4ztVVYvFYngvh3nPLhQvALLs7u7u1uuvvz7UeXV1Vbu7uyO/38kj+Ic+IH7jhUG0BZ6f0qH8wXcvIvU899xiPrB7prsv53T6tJ6jvsfy09U15Q90c5z77c/6exb/3tnQ1CXZ39VqVYvFop4/f37j+NrUrS+LqbL/m76/aOmwxztV3sk2rctfpNw5CUFAE2VzFwZPgUN+y0ly3/Kiz03VM9UXHHoKkz+NducscH9+xwD4TMakIwF3AgZ/No0duPTzrneq31aWaVQM2G3EKN2LNzOo5Uw691WNX+jZASNAZP5uEApPyY6jtG1k/H4BB7Ax3hhgnyHoAB8rHAxwbRyhkTFx4IvvBgv0gecBDWkkE4TbAKZjkHWuVqtRvdRJQBEgZ7npEgJJN/fx3yuZDepNTzpsngcOAFmW3X4mQ1MX2ECnfDshk89MOWid85uOoftkuUkaElAkDf6coANaklceH+ubBP0Gx4yXjb0LgDF5YzqTJw4iU+cUYEEuMxFth8kBE3QN9VqXZHGA2//Ns6qqlfqQTj8OEbsL6DOAFjmiTnSG33ngVWvWoeYZq3EsL3a6kPe9vb2BV7m7y32zfGOv0UleJZXjSIG3BMnRpfDFTgz3Qx9jR7KEPqB7vHJrPl+/M8OOlO0D1+ADq8aq+rO24bcT0i7wIfWj9UWuzuM563h+z2RDBg2se/nDobVdZQyyP918sw20wz/I9Goc6Mnx7ZySDoh7TnS87OZ1rtL0nMlAHHXQH8ttF+h4EaB7F4Dc6WeuTQViHstjuWtJH+c+DrTnUOqA/M3zJH93Uq/zTVIXps/i4vlgO5xYpMNRXb1u3/9dkmddHXn/1Jy1TqI/+Uz6K1lfYuxsK/Vc8twBYq753uRb4hd005Sd8Dhn4tc4eopH/Gb7l7RaBownTBPXU4/aD0iaOzyZ2NR2MG0tdWX/PM78Nw5NHiXf83viqLTdxgHGF+5DjrOTKNlXt7vJblt2sx+WefN703wx/zoeUq/9T2M3/A6wtPuBj24sxzX73cgJ70UwPfiaHHFsDJeLfvijPfx/dj/Qjl8sPTW+XnjhIyT39/cHLENQHf1LssV95l4niDu93u0+IfBuvDWbrRcKGrOBsx2cRy79rgVo6o5Lpf/27xgLeOG5mnJL36ArFxGBaz2HoAfestjLOgreQMNsNhviGbxPwskS+Jm+E30jQWD/K2MZ9Mmy7qRf6kR/Z2GYSz7HvdahyVP7xqnX7mITc/5v0neuY9O9ne7MZ1LnMsbsFsrnMpaSOCH/u3+P5Z0t9+X5nZMQHai8S2NThm3K8bvr8y96H211z1vgDWy8opvn7/qX9yfI94SqugnEUhmnorFS3MSD7Jd5ZpDn1QwYLINCv6eAe7w6wAbGysXtGQhk8CRBafYpd0RAjwFeB1oNjtgS6ZfGMs55RNTBwcFgxEhcADosF3kGvYPx8Mv98bY98wXavTPDICb7ZiBv/gGKMOgANAdOqZfVHMiGxzxXJaQcGcTv7OwMgUgH+2xcbfQymG4ZTyPl+WhAn0myHO9M/vCb/5zQykSPn3H/U76yb06+dUY5ZZbf70ID41Z1c0t2AgH/zxX8Bq4eh7yWOyCmHCKD3mzfskk/0/lP3ebP7p93skBfrgy3o2FeI5cuGTCdctAMhrxi27TaiYROAqueC+Yf9+WKO2TISV3o3d/fH7YdG6SiZ9BtrPTiOKWdnZ0BkPuM1ORB1XiLtfW86UaPeldc7iwxXzkOjrnpZzyvM0jfAVzTSz3MDX73Li7Gxwka5LCTK7dn3eR5YWCM40I/usANtGC7qMeylvcnTuhwg5+x7CR/3aeUQ+h2soCEkJ1MJ96yLeq1brOuznmd/epszcs6Eok1b7unw1GPzsxjeS+WzhHP36tq9ILN1PPGaxkAyzmxyf/LedPhBOxhBos7X6Gbj1M4oeNH2oiOpsRO+bufs17je+4YM10ZsPVn02UdmAHTrI97/L4A61bbhhyLtBdpW/O+5IdtZWd/uSftJPdhS4w1uiRV115nD3NHT9rHxA/JZ/fPeD0TH93uVY+Ly5T/nqW73o2d8Xi2m2Oasm9+pc/o0vXDfME3nsLD6Ys5GGseug0fQergf+IgH2FkrMrn2Wx9pr538M/n8yGwDl2e65YhVsh7YaL7eHZ2NlrUxEp77qdv+NHGwOxYBl/6nQhVNXz3jmV8bo9VjrmTCX4vA4th6JN3k3g84En32X33fHH8gnHjs2MA9rWyTngOP/FFrq6uRkdFUxzvQY59H+N1dXU1WhhKwgfsij9kWUSmkB1knhdcJ5an3hyjnEP2D+iX26DtHN9Ox3juO07BvXkcoJ+5C+6dKqkTUi4S6/uz6UgZoKR/XXWtE9566606Pj4etfdul7Sb78XyMmP9qspdeXbnJERW/qJCnkbyrgPcgc2p3+5axyYaE5h3htvGLIOmHfjN6w7CTIFG2nKQMANGqYDu0j/qycluBebAHiUdBq8INvhbLsdHhfAf44QxMiBMBwT+AARWq9VImRt0UGwApvphgGqDaKfE4NdBTgMVO3Ucw2LQYVrTmFqZQw/gAQPnRIV54+/sYMjt9rz4iqQA/2mbRIOfpX3T5h0ONjg8Qx0YejuytOUxgq8OzDrIjRzSjwSPlDT4o7K6+c4AF+hJnhpkLZfLKp4TL/iNMaNfuaIjv2dw2fLopIOdI8sjzxksGUhl4BBgl0EHgyrzz9fSKc2xof+eT91YcD/983zOXRbUn04ubaV+oCTAtU5K3WJd3RXaNh+868o88EqjTrdX1aAT7MT5WDt0GM94nPmN8WOFl/tEIJvxJ4juLcTWXVdXV7VYLEbvhME5Mt2MDc4fO7FYoUL9KTeZfKYufiMxWlWj92HAJzujOd8tY94B4vH3LgqDf+uafIY5NZ/PR0c90aaP7nMAxbwyvTkPc+7BF3RwvkvD84T+uv+Wc9+zCWskJoBX6YTmvDcmmAompI7KuWJ6PYezIKupn16k3BWTbsJM1r/vRYD/WD57yn3xuUs3f11vzvHOp0qsuqktfzb+8++dH+V54r+cO1xnjtv2m/7snz/blqdOTT7n/+5z0pA8Nq3Jg+yj9ZsX8CRG63CV23T/u3GGB4mhXEfKjgOJHQY2L7p6EzMmRjVvEyu6pG33eEJjBqXtj9l/TL/b+Mj9oj7ba9/Dfwc7PZbdPHQyLXnvZ2wXoSGfMW9Md35PHmYf8l7b603YKn1o41b76S5c46/zVy338HyxWIyOHM456x3FVTUchcwugpQXMBoLV8CTHPOEL8j90Le/vz/4xYeHh3VwcDD85iOKwKjwyEkKxhLf1+O8Wq3fgQYtXvBD28lTMLfn2Ww2fu+BX7SNfmdcSXZYjmnX7zgzP5EpfjcOdWwCTJw7Vz1v3X/kAdpoG7zHrhFj0OQzOBU+ElfhHtu2XIwGLT7mCf54PjJ+yB+xKxfkDH+IsfF8ZjxNu/0Tx2hSf6Q+te2yXkt7M2U/NpVuPifmd/3Zbt5vOc02NtlX24uzs7N66623bvhEadezjZfB5p09v8t996n7oUvynfJu+Cmb8Oldy52TEPdhflc6kPRulnSUczIBblJR5Er5qn51kBWcs/MoI28dq7p5RExnnBNgdQGKqnFAlN9taKbAq4EuAS5/d1sEvWwgrEgxwFaozpKn4bPydSDRyRIraYy1ASZGKo0BvDS9BrcO+ng8oXs+n9fR0dHovHTG6uLi4sZxKg4mJl/hnbcK0hcHTx0koo9nZ2ejvnh8OWZpe3u7jo6ORtsHzTPGyiDWgUaMuvvqABErrw16+E4dlgGe7eZJGl2eyfePWIYs+51hfLvy0bxLveO6c45A13w+r4p6AWMZeE4a+M69XQLFv7m4nwZyphN+V63P13fdXUIhdYnfwUK7OQ86B8d9Tp464JzF8mBgm989/pYjt+m5Yn5at9jhShCT9NlRph5kxw6a72H1kQPnGUR1IhS+Gdg7YWc59dwj6blarerg4GCkm/f394ekp3dLsRpqa2tr9BI67rXuYou8bV6uZPPuDmQl5yrAHWcn+29nlqOSUu/7dycTTBfynsEN70jhPst0l3xAluB1vqNiPp/X/v7+SC6THp/77HHFJnj1E8/4HUJ23tOZMb3GBoytHZycpznnu88U2ys++4jFDKB5/qSNoY2unZyH8CP75bF90WSE51zq3qR96vnH8lheVbnN6Z2SX8omZ9nPMKdIACfmsZ2znnIdHcby9yk84PqMqdOemh9e6JG86PiTOiXpMT+6oLL5QV2u021ZJyU2N7bv9GtHK7rOR9N2+tT4zrxKmtzebfenjjZ99mGyL8bIfM/6MoBvPlF38tUyYeyWddA/+yUOhHb8N0+MN2xfzauUAT9Dn41t0jfp+JH9SFnwXDMWgXbL75ROMK3uS9JkXqQf5T+wSxdzyPkJ5vLCGGMiaGJnrjEN2MpjCs7a3d0dvfsBXAifWMzCb/x+cXFRp6endXp6egOb0DbvZTw8PKzXX3+9ZrPZcCyTA+JXV1fDbgjvKLYv5qC4x2Y+nw/JA/sAYHtjdeu+HBPoSr895+JsNj7JwHWdnZ3V6enpwAf6lX6fZZegP3w1DjeGJWZgP66TQeg2vzheCwzsHeQpY8bDjhWRbCJxxdgmbp3N1skfxhffaH9/f/QeDM/Bq6vxcWJO1HW6174Bvk7OPy/+7GwcY5H2w/flos+0qcbqnT5IHWc9Y/+606nWH5Qurph4wNeti05PT0fvg7irPfa1KT525a733YbVNj1332fuQ8+rbuedKi+0E8IKfdM9U+CwA7xVmx2/DrC+KN35fHcdY2j6MijFswkiHDzl/u4ZB626hEICxARq0MT9diiyfw4E2/nmv+lzACrv6+4x3abdRgNjy1Y2B194Ps8ZREEbxPB7BvrzJUSWOQeaLHN5D20mLwAsrIrwme9TzgU8BWB53Nw/B/ypw0FCr0rwqnePLQCBlQWcm+g+eMwS9NMH2upeZMuzTlZYjh2M62QKvhrcdYY1jYn/GG8+m68p8x3QpsCrzjGBnuVSOyHq5rzO+ej/uVrYgVyPc5dIyd+zf9Yn3r3BPZ5PXj2fK1bshNGnBCz5P8fFq8YS6EOng7Y5F6nXfOe7E1Eu3TX/xu/pKHb3vf1loNEOhHnlxAH9QIamQFKOfwIn6mWMuqQMAJtVPA6c7+zs1P7+/vDSNvqLXG9trc+zdUA/nRSAP3MYvYNjMZvNarFYVFWNzjFNub26uholndGTfj8M40+/DNI9r52w8Hj7Zde2gbTpADb6Jm1xh12QRZIjZ2dnQ9AuE11OtKYDYPlNfUWbTtThnMCnnGtThf4mrrJdpF9emZe0YHty11jqI9Pc6YHEAtTf6XHrocSCHlPavmvpMI/puOtzm+p6LI/lPiXxe2eLbiud3urksXOUbYd9Zjm/JX5B53e23HUaW+Zv2XbadScjaDODuImrUx+5z12/p651OjpX22a9SSe2baod69xNdHc8o53uuvuQNJrf/E6/sv20T7az7oNtSrdLzjTk99TtloX0Yaf8UbeVNs1BesuI+5FjkzTmArbkb46p+5r+fJZMbGU9HqP0TRJXUEfikJTtjC84kO56PRb+3XKRSY/UXTnOjhWAM/MZcGcGqo370j/d2dkZAufsnjDty+X6tAXmJD4z/y8vL+vw8HDgN9gdXHpwcFBPnjwZLeABU1etjzfi+b29vcG/9sKQ1Wr9zjOSKOB2ft/Z2amjo6MRjmcxIvw2jqaexWIxBP2Np7vjmb1QxnMOWgnyo6cYN2NQywhHHLH4kN/9Ym1wtmU8Yw6WcfyXqhq9sBs6PW889xP7g9edJGG3Nn5TYmlkNPkGFnd/4Jf7BG98BHn+mR+eA17Mlf6v5677z/duTpmnnqt5La93NKf+7O71WCZffW/q/U7Hdc8eHx/XycnJ6Pek7TYs/iqxevLmrs+8av/h3fZP0ibdl08vlIS4rUwBU0+eNFD870DIiwz+yxQb4o4WG6UpYD+1eoXiTCrPcp+NchdM9v3d5ylg2wVMKFa8PqvauyFsKL2rAIOYK2gzaePsMEYQI8Sfjy9C6ZMtpx+5K6NqDUIyoGqwC6CwMYE/Bn7+PY9q4ruNg2UUIGOgxG8YOvjQ/ebjnCyDBjxV64AgGf8MJGKEczWBt7plMgY+OWhIvx2EzQCY50ECeYP8LmnlucazuRrO8sq1fGHelCIeZHfiN4BejuNsNqvV+sYbDoQBM989RzoDnPWnI+RxsWwZsJh3XDP4SSfJYMr8cDvWDwTXO72bDov7kb9NPesXg3k+m19Va92T9aRDmPW7j9ajCcKydM6Yd1tAE3rL+gkZ7PSKx87JV+oz8GecPIe9usw6kpdU8xtBf+p3gDntBrR4vnnHAPMcpxFHD11t/eDkDW1bf9sZtFzhgK1Wq2G3hhMoTuQSqOd+J2ToA/rddjMdjdRblifLgfUPejS3YBuMJw/SObEcIlfmRfbHfZqSWWyRnaGUe49xF+jJ1X6ZTLhNp9pOuT3rE59XnElfj0vSlO3fBub9+ya82GGfdxvEP5bPzWJbVbXGmZvwyqYy9cxtc8Pnpad/4KRABj47/ycxHvd29OScTL/K9SUmcH+7+bppjru+LNkn35vt+B4H1rvS2diuD1M8hf9Tu0it21OP2rakzOXzGdQzPZ1u9LhkUMs+nu2en+nayP677Y5+ByaNbW0zUia6Meh+M3ZN+U/7bvtvnJh8Mf6DT8z9zqZ5XmT/7c92Ns502PYm5u36lzSkr+jPponPbiOxVvro5gXXjIF8tDL3PXv2bAhMHh8fD7sRjCvBZsvlso6Pj4frBPI57qeqhnd2EbhmlzE410eY7u/v12KxqJOTk9revn5vohMAuXiIhT0kNpJ3YCEfX11VQ7tgzeXyelX++fn58B6D3DFPXYmbrq6u6vT09Eay1Mkn/pwozaSqaeZ9dN7N0cmo53zqGNdnmQDDQoMXUbnY54BW7j88PBz8Avwf6js9PR3GmbFynZ57Ph6WmMByuRwtRko+0gfk0bEyF+ZW+qPGBWkHUtdnMsfz03i90+e34WLbYfPH9Xdz32109VhvpA1LejmKye8usc6YwutT9uS+5bPdB3i36U/7kP7rpnLvJMRtAPCuzEigehfH8SHKFNCkHZSAFWsCaRtRrnNfAvxUBJ1C8HMYSIoDWZmU6ADppmJ6rBiSPoMFkgsdeIEHDuD7ZUmZkccQ+Nn5fH4jEZGgysGNBNIUDIgNW/bP56/PZutsNs+nsaROVgFk4DWP/HBwzkFDVjPYwBCYo3j1hkGvx99BIycLlstl+z4GryiG36zOWK3Gq+OtOLhGfQ6yAQg89rmC3PPVSYKc7543doY95i7U4WCpA3u+34Fhg+OquvFMF0CuqnXiQn1BJjoZTONqvk4ZUa+U4Tcn3/I36E+lb7mZ0nE5t3k2ASVtOJiYdXC90yfmQTqk9Nk86sBZl+TJFVTmE/1PWTMt6+EU2Koattki651D3+nwDMJS+J46lT8HuX0ckuWB9jkP14VEBbshjo6Ohhf4sRIIZwvHxk6H/xx89tz22KfzAX94hlVRTnTZafDxWp6zs9n1LovUeXkcU8qdkxQJ3j1n3EfPJ9qzI2f+5Di4XcsG13Bmc17ZHmTg0UFBr1pMue0cFY9N3utkhuV96nvq5fyOk0575o3nC9+7hJ/b65ypnEPc46BEV1IvdrbH1ympHx7LY3kVJW2S58pdStqt7vfbnp3NZjeOYvJvlCn/Ia8nDk86jJ/5zXM8bSrPuC3ruKw/cYvbpXTB4bTdyavb+u0+dzrP7SU+ygRG6njzpOvrbbR1diOfz0Ah1zp6urZS93Ovfa3EQykfKfumKfmcx70mzW7LtrXjn9s3v+mf//M56ffKd8tpx3PbwQzWJT72894tbjn3/R3W7HyNlEHXZ8xnmu0zTWHoxI/G7LkAJZMwJAe8g7vbeQVm5P1lfsEweJNr5+fnw6p68C47B3Z2dgb/Hdp9BJLxJ4kMLwLCRwej+zSEg4OD0Wp+8AqYHt7mokIvDlqt1r4kCxD9LEkP3l3BkafwlLm4XC6HnSIs1gH3exxYzImsGd+BQz13ZrP18csOzOe8pM7U/Tm/GGd2mfj9mpZJ+xLwyHjaR3XDF/sRVTWqD//JJ2vYD/M8pXhhlucIfYAO7Crv1+hsRsaj/DfFL/jiZBfP069crAmdiWvT3rqdvD/ta85z35dYPn/L69Yr5udyuayTk5PRUUx+Jv2Vx/LeK4yLMd7Jycmdnr13EuKhHbcOnN0GiB/KgbRxTuVgpqaTywTK+9P5zbqyT5lQyN8dtDY4B6iYtuRTFgeS7eQngE2AghK3IuJ+lIqDElXjF7Jm/6wwd3Z2hvP5WO1qQ2hglEEuB0ChEyNo0OkxYQWzlV8+Y9kzGOIejJ4djjRyGB54Z+PtMywN0JK/JCXgp8G2z6YkWEcffcakj/hg/O2MYvwxcoyJZd/JEAfVDMztRMETPjvRkbslDH4ZL8CVE0TpcMFX8ydBhAO35+fn5Rnhsfb5pQZRq9Vq9Ew6mA6AZ0kHwtc9z9IxcfH89nikA9I5DNCXzw/9kqPoPnh+GjyZ9hxr6nT73Gde+jnviOp0G89kQsX9ME889h0wSh2fpQNpXd2dY2fe5e4wy3juanGi2Q6Px2c+vz4T19uuux0M+/v79eTJk2E7sh0Zg2lfY577aCb0HWPvXWD5n/Y5q3axWIzeXwHtlhs7zOaX9Z7PSPVRdfATHe6x4ns6CqYVenBiKfCTfuMoMiaMF2fnTunAqTnvYDp1dTbKjoVta8qr50KHFzqHwXxIGm8D+Dk3zON8ptPTqZezPtueKSftvnhvaizy94fCkY/lsXTl277t2+qv/bW/Vp/5zGda+7KpTNkqlw47dPPHR8hxT9bDdduf7reujfzr+lJ105/xNbfh3zs9wz3GKlO8MTbq9FP6n5lQSL5Y//n5xDDYKifdO37T/1zpnkH32/iTWND05DhYr7qOtBGd3ndfpmjr6EiZSjtNSdzU2ZeUQ4+N7039nrLQ4fMpe+bgCs/af5yisZtHrtP8yjHovpvXXensrut28DpxiWlOjEBxUDBlxH7c1LPMiaoa3uMAFrUv6iOP8UOrakg8ENznOcuLd9TCK44pJt6AX39+fl5HR0f19OnTgUZ8d4LcHM9kbMoJBMbC8NLviuMzNNq/dXKE7+Bpxo3joZ4+fTrQDS/8vN/3gH9Me34BNVga2u2H4QvDdx+vynPQT9wB2eJ9ldSbY161fucDbVVdJyKsL7gX34MFTtZnJITsQ4Hbc9dUzhXLPH2A/57j8D/1iP1Y+03pb9vP6HZlp37r5njGRXKubcIHnd3memLyu5SswzrQ7TiWYr2Wetq69uLiop4/f14nJyftYjnz5K7lPvc+ZNmkmx+yjaqHj8W/SOnGc7lc1sHBQX3rt37rnep4JccxUToQsMkxvCtTX5b5UxOfa/lnJewMclcPBil/c/88WM7cYoytQDuByzOcXWfHG7fdCU3VGsQSwMLgJGCzMkmwwcoA+tQF5x3M9RZGeOAXNcMfr0DNYJ4VNPWbr4xHji902lDRDoYJ8GAQwRFI0OtthF41kHWbVrbudckHGxsH7h28zO31fk8DtKWR8vd8qRZ9gccp29QLTV0wLR0Cg+cM2nU6gX6bjnTeDGKRo6urq2H1t2UROeoCYeaxxx4wknNjVTeTD7TjMZrqfzf3EhR289fXpsbTyZBuXhvI85zrTL4w/gYTlsfOObHT7b6mA+WAbK6qYW5lIi5pzxXj3fziu1egdDtrTBf1mwaSjabDgXwDUOg3Xb4/ZZ9xd0DDAXkDZZKOuWtmZ2enLi4uam9vr548eVJVVaenp0NCN+1IBsK9k8p6zjbJeoazcNO2oTPRkRwVBZ+oy1veUx+Yz8hFJqosrx4PyxVj7XngvnPdjiK60w5v2juPO3PeCV1od+KO5z2PPVfhm22t+UrpHCP3iz7799QnnS4yjenkuN/WA6Ynn/H843Pqys7mZd8YJ9vwrkxdd+l4mu29F8D8Y/ncKx/96EcHx9rz8q7ylnM9bXt3f3fN74PIezznEt9V3dQTtm/5u2nIue25PFW/ccGmksGJxBn5PelLHeh7rd+to3KhhvVY6i3fk+0Yz9gPyT4lDuda8tc2OHWm27X9ysUdHivbko4/OXbW8ex+zzEwFvQf/mHOiwzmmUddcsj02G5lcqCTq8RrpnsqQWZ+Wy7Mk7R9yUfPa/zmKX65/5t0B5jZ2Is55ZLy1/E450nHO/sF8ALfOXHtarVeeEfd4MGq8W4Ckgxg5MPDw1oul3V6ejrs9iUAj27z7ghoycD0YrEYrp+fnw8vrmbHBUf75Gp784AYEHw9Pz8fJQbsA3hBZ+oMZAhcvFxerwY/Ozsb4XvX5UVCPmb17OysFovFcBSTY1Tn5+fDimSSAPxx3FPaAB/j6riHx867CdzXDOY74WU+wQ9iPtYbtDP1fiInO6gzd69UVe3v7w9Y3+PJUdY+rsqxGi/Msp/NNfs71hHwit/sU3S2wf3yfLfvtwkrw6/E5znPXUfO85zP/pyxNcbNz3Z9cPsd3rFuX62uE2jPnj0bZD/pfZGkSfapwz3vRHkV7WzCN+9W6fzJj3zkI3d69pUmITqD2TGvc7Cnfn8nihVAN+m9ipmSgDCDNQkgu6BgJ1wZqOsAUpaswwqOdtw/K1GvxqWdDHTmOePmC8kU0+9tmgiojY8NowN+0NgF0gjKObiFYcndFPDE4BQDypmHGKTlcjl6WZLBEc8BgAwmoJM+2KHiNxIQy+VydN6jFTp1pJFxYD5lCt4BjhwIs7GzMUxZyRUEPAtf09gkSHZ9CeodrLNc8N+GzoHfBPZ85r+37q1Wqyrm49uAN424aaRdgs6dsewKfffq9JznnRPkQHc+Bx1VN98D4XmauihBYuoS35tjNqVT/WzKrvlftV7hkbztAFTKXjp91kn+vQNC7ofnrVfNm++W0zz/FJ67/QSKnS53f81TA2cnZ3IcDG4dIDDN0FZVoxfYuT52H/Dc66+/PjhqzKXuBdE8Q8KAVTuZjPCWY9dFXzJgjP6EH16x5C31bJdHX5pfOFpO6vpdPHaELGts8/ZYpL7zrgn0mp0n7Ip3RnjVHbRj4+mznTmud8Ee21PLuWXBNstywzXPRc/l/O42c97Yflsfma6kIfWAHQbbscQOlm341+mUdKZM94uW1BlZXqbux/JYNpUPfehDI91Y1cvbq/RvjAttq/KPktfTZiedU5+zXzn/uvp9L8/7ufyta9PFeCJ1Y+rWxCObcBJ4xIusuO577Lu5f11QJXFh6v28z7zhnsTwifdou+uXdblL2pL8n7wieUPdpjFli0Cix6njk8f//8/e37TItiz5nbBF5s7MyNx7n3vuLSSBXmaa6Bs8QrRGDxJIhUBIDa3uifojadDUQGhUUAg1ghJCSJMSBc+gUU80KmoialqU6t5z7jknXyIyd0Y8g7y/Fb/1T/PIyP12Xm46JBkRay13c3Nzs7+Zufsyjs4gse1Htp195XuHy7K+9F0sk7lwxvyvmu/GT5tvTOygLe2OAn1ZbEfNH9djGc+6Rv6Pn01Z4prlFUzEdYLZKStVO1zr3bTUfXt7OwXVGeOzs7Np54L9e+MP/sB1nLRQVVOywIF/dlWQ3Li4uKif/exns7EkPgFWdWIArMeiH8sWz+b4g6V5Dxr3kFix/HC/F/Lc3d1NfMAnuL29nXZr3N/f1+npaS2Xy+mZXByGfFTVdHRTp1s9dtDqo6yMh7kPfyH7jG5wXGSxWEwvG0cOmQer1WrGa/wqYkvUl7LJNe713IF/R0dH0+kSTjY7Dua4EqdOLBaLaceK/QMnQTzGxrjQkP5S2hniNzl/M4bhcfJ8HGFp21v66HtSz3veG9sjB6mfXEdnRxhv61LG5Pr6elo8ZzrsGz+3PAfXd/bhfbBYh48+Vfmh+i3QdXd3V3/2Z3920DOfLAnxXCHogN9z63lO6SZf1XwVRgdMuScnk3/zfQn0s828/hQ4zyB0B7q64mANdJh2lI23Q7kPPG+DheJ2NvzoaL4dEZp8hJFpggYnBPJ8vcViMW3bw/iYb16V6r6wQyBX5zhIxH/otcL1cSG06QAg95u/zrjn6lTGj3Yz+ESQMB0SvgOu7FiyouH8/HxaxWHwTIAtZTflMRMF0A8PPR6eO7lanf46cWEe2FBaZpIWG16PS+6UqNJ7FX7T1rYeQKeDhFPZznfguC8Gf9utkhq/KQbraVQtEwZeBulexZ+Bep+7bv7QngFXjtPIEUvZoySIt77JIL3l03rKJXWVx8cAyTrKjrvb6IKTmfRNmUhHzrLkHTwZ4KV0QNB1+DrtJHClPq+8St3hfnUJllw5Y77hDFk+E9De39/Xz372s7q7u6uvvvpqSnh6pZH1HyvAANlcd//SDnqOEkw+PT2d2nIiiOspwz4uirZzVRG8Iemx2WymM3HtVPGMd0N5VxP8Zq6TQObPK6jgDfzynGYsMrljp4NdctCGXfHuKq55xZ712D6skLrKcpdYwPPVv1vemQ9+Z0fWbxvFdTshKSNuwwkIy3Xakpx7yIrL+zoGWYd5Zjpeykv52GUUXN3n0yQO8e9Z0h7n/DZW9LV81veP7OIMF9Vj+2nak27TkgHdQ+oY9bvz31J/8pt9MdNmPGq84rrSx3FbHi8wc+IGY5wc/wxgZ787eUn6qh4fF5TPWo9ja1Pfp53fx2d4Z77YrxnZnPwO7zp7lmOUfezm1z67mLJgLGN+04fkMeOVdedcMH08k7jNfhi/dwmL5FU3v4x5k6YuXtDN45x/+R6yLF7l38VC3HZVPQregnX8wmPw0vX19fSuB3QXQXvekQDWBPcxR30qAPfx7HK5rJOTk+ndC4vFLi6BDHNMk1f6v379esKpnDRA/5gD3nlcVdN7KeAHu5b94l3iC8zH5XI5/YY8GCu/e/euvv3229luCGMyxo9nsh33EzwNbd4R7XdJGh/7nQzQ5x3Q6R87FuHFqZYx2jbvjO89tl6Q5bnjxU3Uz39o8g4V6F8ul9NRzrmTI/WAj7dCfpzkqNodc/v69etZ4iUXl+WiAM+b9OdT9ya2z37mcznf7cvb185nXaybXB/PJr3Uxz2jGBF8vbq6qpubm0cLoF3eF6cfYk/fp/6ncNxvS9nHN+vKfeXgJMRTTD9kEDtwOTK6n3OADTYNltKprprvcjAQ8u9V/XshrGjctkEbJQFFx7cOMI8A/OhagtMEOLlNLgMPeY26zLOqeUDOgX6AewbjqnaK36u8rQwxoG4nzxQ3aDXNrAym315h4WBJl203WCQIZyPJtuR0cLxLA4AFn3j5FYa629aKMTbYYtUDR6WY78gWcsmzaZRSZmnX45vbKB2Ys1xZLjuDmnJoXgO6vKLLoA0AYVDP55lzK6AB4J0u1WOQYifnkMBUl8iB1w72ZjEPch75uXROPM8d0H7Ub9GXQCTlYlS828lnbqZ+rpo70J1uSfoTZJkvCag6u8BKFurLBFYGz5njBsxepZM0cA9zy/MPWqzHefGdHTEf14Yj4rlivrjOHDuPhe2L9ZFl4fb2dkrUsjLq66+/noID3u3gZwF/rJwyP6HXQLJq964c6yjr1a6vDiDgkDm55LGyvsmENGOEPvOYM+44vLTvXXY4Qzhd7J5ATxqke57BE+Rwsdgdg4c8QB/1Jai2jFvuu2CEj6Li3s4OZSKVdqyLuvlluR/JpPVIOiwZjHn16tXk/HqsOocnaeNe9zfp+VR4cISXXspL+Vwl9cK+e/jsPz+XONeLc7ogQLbR2XlKzlHfk7+nDUhdhj1L/TrCEKYh6U29aL1KyYC1dahxfsdP6+f0bYzPkx7T7PuSp27XfoXbGfHGujrbp2/ZFvXxP/nX8d6YxP6b6007062IrqpHdintoNsbjR2/u095PeUu+ZryaptnXnaJGbeVGMR8pb30zdI3sm0c2fyk1cW+q3GR+2zMbB+rk4Wkv+rx3Bv5ucbfXpziY46pHxwIP4zxzS++s/OXo1vsA4DJPGbGYPbzu4QZ8QLmDX0DI3IdfG0fwQtfkAkn6OABpyz4JAd2LxDk52gp5Aa942AudNIfxsY4F3+62+lwdDQ/tikXzIBtq3Y7mB0fss4z76GLpAV1INfZthfrpQ72vO4C2bRLwszxEcbCc88L3+wPkqh3bIP7kBXPJcbURzp5nlpXOlZgWbVs89kJC2PoLinjelI3pj5Mm/WUjs9rntsu6W93uip9gNSt7969m3Yiuf0c/0NL6o3sT3dt9PuPofzQaPYcPXT8PulxTF0ZOX2fyskclZGzm7R1oKIDOR0gHNXDfV71Pup/p/Sh2d87h8TFgbUEUzaU6TigAEfb+nI1cvIpHQPqdjDJq2dp32C867PBlulyACf7ksH4BCmdsraC7YKN1GeD7OCaf4deEhAocRt7jE4CDmgmAUEWf7lcPtq+18mykxG+noYhec/Y87uDquZbgnif/zgC/JYlA1nayLGBNxRA7jT+1BfzJR0VQBXyYhA6A9aaPzkeOd/MJ+rNeWTd4PHqzqbMZyyPBu3pNPg+j2v+1hl85iC05G/wM8FgOizJG4PxdNpNr+eJx9yg0PPUSSMnksyXDFhvt/MXE9M+9eSKfOsO+mAeMj5eXWhemTaAttvjcxfgoX3qM//gO+1D73K5rLdv305tXl5eTv21w8fKLuSdF+8RPEcvecyRU16Wx5FngHvrGNq6vb2ddNVisZicMILn5nO+yM2rr3AuSUo4obpYPOyU82ol+uWjA20zsDtOVqTO6uYiY5GOp+eI+dAlb+lj1U7X2e5ZHkyL56/HJnWc5chy2tnhDntYn/Pd8mjb4RV0XdAxZYh6vbOtm7emoZsXL+Wl/BRLzuGcy6PS3Y/tzmD8qN7UBWnXTd9T9Fft9LjpG/kf2XfX434n5tp3DwGkkV1NmjLY7XZS71pfmybX4bo7mo2P9vFiRDPFQcmkJ3G3nzOuop4OG6Yutk43DeaH7xtdT7uCXc9x6uhInnSyYzo6Hnb3d/3x2Jt3tsuu0/1O7Jn+frad42o8sO+656nr92KLjDd08k59DqbTX7dh39AYFt+VexJjGL/zGZzm+3KenZ+fTwF38Da4y3jadIMVPQcJ7jsA7xMTHAznhIHz8/N69epVrdfrurq6mo47hS8+rgfs6bGwnIOvwbWORRwdHU0r81koc35+XpvNw/swclebeW6+caKEF/oYXx8d7U6r4Dvtws9MGiBDyDp4PHUIuJ7dCimzfLeP5znGd/pv+ctFouBI8zl9LC++su+93e6Ob33z5k1dXFxMSSL7Wp1uZczYNXNxcTHVTzCdXTfIZL7fruOH55v7nbiaedfNk7SJ3fzOOTmyxR4bl4yTjfyHEVaw/sePhO/u8746foglbdPnarPqh5eMeE45OAmRwmwB/BgMOETYngOADymdMqia7w5IgJH3opTyng4M+Zq/JxjrPnfgtWtvH+BOUJ3K3EalS45wzZn2BKNcB0xi3KjbmeftdpcEcEAFWv1C1swGO/DBfwNfJycsq9RpALRY7I6H8dno5jfj7LMhHWiyAvXRIBgYA0avBEnFCz1eqQJ9bEU9PT2t169f19nZ2WwlbNXc8fPYd4kxA/HOubEcmNcpgxlETZDkd1RYTi2LngNexcF184wxpEyJkXpcOv2UjhGfAQymhTroR/JtBP7zd4KirHrpnCoHZHNemV/cZ1nN469MO2273s5Rc9+9s8e/pY4w/1IGU9/4eXSPx9UgyWAr5cM8scPn37PO7XZbZ2dnrY40ODWos+NI6fpOcV9sE0iWjfRzBmI7XWzglvobfYo8nJycTImIqqqvv/56xivrSvjF2Hv7Nd/RX052IhuscLPDQJ+Zw9DnoL1BNnPZ9sX1INvYFdqiPjtndmatO5x88Ior5D7HJOduXqN/HBvA+HTOi8cu54wDUE5kOenhwIznj+U99W46GR2g7zBI1mXac87Y8WEcbMM6zGHZ9RwzBiHA4OTaoeU5oHx0jx21zia+lJfyuYvn4757EjP4PUB538gvyeCRg8M5H3KuuKQ9t51Fp1i3pd3Ovmd7aU87P8J0pC5xwNH0W9+5DtOQ/cw2M9jbjVV+98Kk5HV+5r91ZPLFvxlzuU3TnIu60mYZ3/Hddsq057ux3KZthMcida5tT0ezeWv71I2H67SN7ey1++p6jHHtOydm5Vpnb91P02x5yTnZ+eKuo3vGdtdynnNlZNuMSaCvs+fmUX72e+7yfmMUMCk23+8cY4yOjx+OReJMf7ATOwfs3zCOuQPARyZZhk9PT+vs7GxKJhDIPzs7m3Yo3N3d1c3NTV1eXtZqtZrw33q9njAqO3x53oF4jzP9Sx+BWInf7QimAkfbN6GO4+Pjurm5meEukiuJrUgknJ2dPeLN8fHxdKoDMufdzvYRvWvDcgK+9i4AJweqajrOqKom7J+Y3HOI31nIdHd3N+2IcbyEvlh+0g8wf9IXQiaN2xkzMH7qUJIc6DQnJ6y3vDDWPoX1SNo5aPZv/p+4foRVO/vc2c+sz8mNjgZf69pN/ZD24P7+fnq/Sfeuxs5n+aGU75OuH5JP0uG+55aDkxCvX7+uq6urR4boQwnoygh8fey6+Z6fO4NaNU9SZGAojY0Nv4OEBkFM5DxSyCApQWa2UbV7OVYHmJP2ziFAgeaOAowQz3Gvs8Uobbfp4F0GKnyPP+fRHtzrMxL9nBMb2YYDVG4Do28FaoDd0coZ5FU1JQCoKwMp5iN/i8UuMGYwYIOGUbJhcGacP0ASWXY7DYxRGgnX5X7lyl2Pm3+3MUyj5OB0gsoEELnN0MbVQVfkywbYiRqAkp/rAtEOXHYlnQd45pXzeX/KC9/tKI2cEj7b6eW+fLGhDbV1rOcuxWNHSSeM755TTgx5PByITsfLdfu6nRnrq85OpENn3o3moH+zzk3H1W1kcBPQOwVl4N9iUefn57PEqceG9t1Gznfa5Dtyiqx6FZr54uORMgicII+S8mo9ZbmqerDZ0M4KLuZW2hXrWfcdgH1+fj5LIFMvNgodxyos7kUm2BZO/ZzJ6+Qcc4P3QOBooF+8aiwTEZZ37yDyMU9c81Fj6Aleps2ztjl2FO1A2lmBRpwlb+9OmckEs5PyxhNuH35nuzlPuznj0n03TkkZM/8TGyQOSf1k3eDnjT/4TmF8ko7vsxwfH9fPf/7z75uMl/IjLof6MM/1dxLP0xa/ZXJ4RJdth38zduzacnue367bunnkYz3V7/QfurpGus73ZXLBv2ffKV1Cwjo3d6yygGNUp7G4bY1XR3M/NsS42r5nhwV8Xxdo9niBBYzdO5kw3db72DNf62yyg3QZ5HP94Anz3vV2gbGq8fFVnUy6DdvlkVz7u/G8fcjETd138ygD9NTjvkO38a7bA08lDebbCL+b7zkG5id1dbtw0Q9eLGZcbNqNbfDxqnY4kbGnbnSX37v1xRdfVFXV9fV1rVar2fywfwreNM71eJ2fn8/eUZnBVL77/QB3d3f19ddf19XV1RQEr6rZ8U685LnqAY8T1wHfgdGdgIMOx2FSH8FHXkZdVY92RliPWB8RN/Dub5IajqUwj4lH2ac2vfQH/jjOhXw7xnF+fj6LUXjnr2URvMy4w0foOTs7m8VEjK0pJH8Wi8W0I2Gx2L33o0uYbLe73dX4C/gCjpE5ke/P+E45v6xXLFOMOYkm/9mG+Nm0j+5zF/9KnZ3XPcdz3nYYIK+ZHuZYZ2dybqXNJ7HHS9k7feTPz/UFvg/fIW3Gp6o38dKnavdzlIOTEP/0n/7T+sM//MP67rvvZo5yVQ+cO0N3CJNsqDvwk7891WaWEVDl+Y5GAy0rIINBB732Ae4MLmZ7HT3ZLys6/56Ag2JQy39/Jkhn4+E600hbqfq9Czzj7XAZQHTg2MW0A0xsrHw/deQLlz1egASDS2ejnSjxEUO5ahnDhIHzC1wxPtzvDD+8ubu7mwJ5TloYBBu4Gxhh/Dh2icSDX0DdZcrNUxtQjwnGPR20VGbe9WKAS705tgZEgI/so+tJZ80vNbe82QD6bFGDVMqidkbcNP2mwhnAMKjZt/rWMogs2Tm1DnAf6adXYndGPoGBZYNnLLf02QmcNPKeq54DBu9dX6vqkcPnnREpbzgjBqB2TKdxkVxAa9KdetSfc9cE8sl/y4HHxfOQhPB2R9T0YmXmg8+bTR3uYpn2WFbVbMUQ95rvPsIHeR/pb9fvYLRl27qNdlnhxVbjBMSbzWYKmPu75yVjgh7weGdQxLSnbUq5yPnnXRL0jfdzMPdsm+A9+tvXz87OprG2Q2Wa1uv1bHGAHSvLD333Cw+xCR4D60PrIusEeMVn7yzxWCN7VbtVXdSV90KrHYF0QjrM08mU+8yzTjCYL9k+93b4pwua8bx1ves0rz52eQqwJ7798ssv65/9s3/20el4Kb995RBnceSHPLc+7EIGrnnOOsB1PcehNbZwQKoLHCSWs2+Ruq3D/UmT7V3qp5G+Sr1UtdtJmnTb/8hAW/Kq8+OyvqzTvE88hm2BL3zOnSMjXGK6cgz83fq+8/9MI5+tr+1buG2PcbYD75OXXZ98zbaowxyjccg+dHKUn3OMTTe0+HoGRLnXwcjsd9duR1/HswwK2va6rexTh689nlnvaKGhsTp4kT9WNnt8wUus2MeHIxiei3fS1yKobzqXy+XsnQfr9Xrq/83NzbSQxbtkebl0+heWWfjhF1jf3t7Wr3/967q+vq77+/u6urqqi4uLKZAK7rQutG97fHxcFxcXs6SD+WuflmfhhRdmwBNiDj5+in6Q4FksFrVcLqcV516Ilbje/WSxI8kA25GquW/ouJjnhsfEST/6zvGpnjf0n754hzU02L+CFvhBgubo6Gj22TEQ+Gp9hAz5eFofA+s5xVzgJeLQknLreeNYAfdRt/1k+ympf1IHd/qj03VZ9l2jn53t5lm34zlkPTSq2zr+/v5+SkD4RfAdLkkdvK8cilt+LKWzcS7Jo++r/x/S7sFJiD/4gz+YHO73AauHlhH4+RSlqz8NtjOU7rODxhnIy3rTCXd9Cb79fAJo/qcieMpZRzm6jg7cJXD0Z2+XMmB2kNJAiOItlhhXio/+8PMYDQcBrZwSZMEHgmiMDStXHYDzCto0ZPDVjhurDXyME4bbQbL7+/vpGCbX5Rc9QT90YygNHumvkw0GYYAqG1XGIcFoOp9uvwt2G9xa1lMGLIeux4E82jStprGqJsDK2BIottwa4LtfAF0nw7Kk4/ObH2eyzRiZ/jT6VTWtzmZ8cuwz8GiHDjrSQPObwdzIIfY4eQw8Duk0pLNrXlgnGPQwR7vkBDJBX53k4XompuyoGHz7twx0OrlocOPfrbPMe651Mk9bd3d3VeJL1575bACdBb45oWDdimxkgq6TMWQKXphPKQMG5UkDTpH5gd49OTmZzZ37+/vp7FtkwY6A7R31r9fryeHCmfAc4Igm7xwwWD06Opo5lHYMbFvhVac/7ZjxPXWWecIqtEy2e4WfxzdpgY+eI/TP/LWesj1Dfs0Pz5sE9Dil0N05HJ436azkHOuwBr9bhqwHHDDr6kf+PT8pmZwCA3S2xXqKOi3r/u1j4c2nsKv131dffVW///u/X//qX/2rj9L2S/ntLc+R37RDLumYpn4wjub+bv5me/sc3qrxSy5to3xP4tH0XfznfnXX3I8RP6wLO9pG+mRUL3Xljkdj5c6fSlviNroxoA3rZEoX2Br127gox8o0ps9onNgV/257krxKvvlZZDET5ra1nX3Kcezk1H1znV07iXnddscj1+v63NZIJnMu5GKR0XxL2XB9lq+k0Tsr8vku1pD3JL9NS+JpY0h/dvsOcFMPfh60e9Ef/3kHw/39/bQAL+kkybDd7haVEFAGbzh4jh+dvj/3gWnBiODazeZh5wZBU8d88r1i4OQ8bhp+oZM9F/wONurwfRxJDW63r7tY7N714J0Q9k0tM/DFMQDu82f7tyRtwLoe25TllB8np7xIx8malE/PGxIK9r3TP6FujpSCDmQDf8Q6LxNv5s92u529QxUfiTaYx97VZX+a76kniCHB+/SxUq+nrnGBz7k4LO91P/dh3rRNT33P2EL6HXxO/WQdwHzy+yBMT/b3x1A+Np0dTvH3HwpfnvKn9pWDkxAZdE7h+tilAxv8PpqYT9W3D7x2bScAdka1U7g+g89/Xp2bgLUDGLTVgQf/7+roHJdOMZi/3iLXGRO34X7tA5Lb7W61ru+xosUgVs2P9MGI24HyauEMaLo+2nCAKJW7wUFVzcC/g1ejjDX/MSiAA790NRMAeSYggIm+m0du30F8A5MMIHtsc8w7OUhHwjsecu5ZJrqV504ymHYDHScguM+7RAhijVbSu18ATQceR8BbP8z40H32PHKQlPsAOw74OyCfxtYg3vLrwGY6Tm6vm8u+DzAE2DP4TYeKZy0zBnsUyxbPZ5A1wZHnKWOVoKSjxQHSHDPkMWXQ/M4+ZeGZDtxOLW13q7E60JS8d4IWXvlMS487NLh/OX6mkd9Mg8cik2WsqiLRCk12QE5PT+vNmzeTjseJQiahxc4JW93Pzs5mOsG8x7FEnkkEwEvrNDtXOWY4Yd7Rk07cyFn3b/Dczh31pW5zf6grE/VOECeQd/Iy7XAnc/DCOtN893fbK9pIW+J2+K0L8JlHnT23rk89mvon5zT6wLrMspq/GTsa4yQeSJq+D5DdydrNzc1np+Ol/HaW58p+zuGqx4uo9vlMo7Zcl+/19bRVSQO/e653mCdtrnVg+hgdrnU/0l6M+ux2XXe2kRjUzycWyv53tGb9HUZzwLrTh/lM/m4+pI3q7IRpGwXr0q51cmPbaozW8QZblwHR7v6kNWMRibG437gqx9Sya3rcD/fLMgl/k27fk/Keu0YyOdZhdvcpExApEz6CKOvcJ9f5u+1wzkPaJihumvx+MPrHb7QDvjs7O5twJG2C+9it8O7du2k3L1gIGvxyaHZEeIV+1e5IJLBp4nX6TdvL5XKicb1eTwmGu7u7acW2/XeKj3ayz+KAteXGu2h9LBd/zAfiDpzqQD88XvDJRz6Dz7wy37udGVsfO0SiwXj15uZmxpPNZjN7rx5BeT4bwzuAb5m0bJL0oW765iORz87OarlczupPm5K7bmjH2L2TydzBYLxNcRyKsWa8GMtOFzNmjEfGcRwPylhHNz+7eZoYP4ufz1hE6oTUm34+7VlHa9d2Z3/4fHt7O70PIpOQbmtkvzq8krZsdO2nUg4Zh++zHMrzg5MQVti52vNTldEkewpUP7fsc9St9LqVGgk8RrR1tI4mUk7YDniaNwZjXekAmwGKV6B3QQEMkw0v/Sfoxf3p9PAZQ5FBz8ViMXsxqQEe/71VMQGwg03I5gh4un2vTHZSIxVxjrl/B6SwCgMDWrUDQF6BDMjAKFl2XH9mzDFgafBMfzoPVlA2QJlk8CqO3IUA793vqrlRMsiwseW6A/bwgnp99JK3rlpGDBKc6DHod5LPBfqOj4+rBs5S1U5uuwQMxbKV8x1Z8HOMh5MqBhseEwMz5lk3lp0c5nwyyEy95rnlel13JzPp5BnYGeAnPYy7ZdN1pb41/1MX7ANCCdJ4xgkzrz6aOWIaXxfT3iVKPGYeZ88J5mxVzRKOPJ9Aq0tOdY4uY0CSgXpXq9VMBxvosnXciQeOqVosdme38lwGiLER6Ca2LfM8jiN9c1LMTgPy6b6iazIR4fmwXq+nue5Ah7doW596l13V7ngs8znnvfnFNmzqwGGxvciEneeBEw6JE3Jud/NhJqPbeRCiu99OmedOF1Cy7fT31H0er9QTdvipy0mGkbNk29212TmZrtvlU2HQEU0v5aV8rtLZ+u6etKGpE56qL5+nWOZT34z0lQO1+9rl3tQB0JyB766PqV9GgZSqna5KuuwnQHtX9yjIPfLxOn2X93V4LtvmHmxY6uuujPiS45b2YaSvk7anZMX3J9b0mKcf6tLh0vRxRz5g2rqRPHb2kec83v7NPoeDzcmblG1Kh+MSD7u+jh/gStftdzJ0Y9D1O+v0OJlej6F9cRII6bM5seTFYtSNn2dsCFbiZc5gKGNML55ZrVazI1zAbg68s4OCI5S9qwG6jQOh/+TkpK6vr+v6+noKVNO+dzJAH3U4seEFjF5siCxmggCsyfNgahIA/uxV/YvFYkpC8Ax8Bu+yi+Di4mLC0d27HLxIzvPJAWL6xj3wgXuMBe1nJNZ0DIT68C14Byc+cB49bd8v52oeb+o+IcceO+aSk0HpW0KTcWjG0+CFdRNt5uImEkueo5aNbD+LdU76A75uPTCyQ3m/dUji/s4u7aMxbbxlCDm8vb199FLq/Du0jOzhp372Y9bxVP0dP/aNw6dq89By6LMHJyEseLly+2OXNO6fo4yAYtV8BYNpMmjNYxYMMgx4OrDmuvz7CDh2tHf0URKcQQsK2ArHW+622/k2ZAd4+OwgsQ0VBsz05lZN+mOlzGfOd7RCc5CIunjpq48xcSCIMYDePFvRxtTPOwFAcVAG+nN7ZPaLjDjt+oxzj69XPTlrzouol8vlIxmDRq/yTQfJANFOV9U8MEqgjfuZ436BrIN4NprICYAnaYA++GBw5+etUwh0Ai69W8eOheeiBnEW/Ntut492Qnh+QuNIJqjfsuegds5t89ztuXi8/HxuNU39YLlJpyOD5R4H9JABrGUogYKTgJ1zQwFQmn8exwSFnbPkIK2TB8kzOxgGYQZ6yVfzmzru7+/LWpT77FBlwtPgMYGf+UmSjGfpC/PHO7A8n2gb52xf4gX5M99IDtze3k47I7iPVWfw3w4cq9mYByRPrePQR5wXyzmzfinf/f3uvQnb7XwnkeeDkwtObNv54b0Ux8fHs5f50VfLGnzMoDWODXzz2NoedElU7iVxbEfGgNn1j44dtF22DnGiIOWW+l3vCD90DoL1npMSnhPU5+cTc7hO6wYHYZJeBzOsV2w304Z7HJkrI1o62j4FBh3pkZfyUj6kHCJP+zB+95t/d/3GKK43gzdpq60Pk/b8nJgj9Z7vtQ+RNFf1i6iMdbK+/D8K/lrXjnhv2wAtqRfdVucDJz1d8jQD2MkLnk9dCjbw/Z0sdZjH16CJPqUtta22/cjEEM+kHbMdT5rS/7Adzvu90y5LykPalmwv+WTbl3jXxeOYMt5hs/ze2VX3c3Q0Y9Kc8yf921x00CWWunlnXmafEzc5TsCfdysTbO9wBm14ZwEvGq6q6Yjh9PmqHnzU6+vrury8nFbeX15eTqv4wf7L5XLqN7/xbgP7yE6K5NgQECX2AI/B7IyXfVzqAB9z3dibMXn37l2tVqupbmNk+kYw/uzsbHb0svtQtdsBwdGofLbfsFgspnfdYQuMPVM/gM19OoH9DWIZTr6AeZkj+BOmwTsAkEXrIcusbQD1WsbQDeap5xvxGCdYLPPQQt0sILSeQ3a8oJJ6kB/PsfSfnejgOS9g6mxLzn8vyuzsyyjukyX1ec717lnjdctK2jd/Ns7vfArGHfniZdQs4M32u36MMMXHKs+t84fmF/wQ6EEORvLYlWfthOj+5/X3KfsIHk2SDsS+b0lFkJPN1600M5DMM11WM1exW9lmUDUnNp+70gG5vNcKNsfPig4jvdnsjpYywLeSScNi449xSLCbgW2KQZ1XL5vfGFFoMEgHwHgsrDQdrLcyw5h4Jwb3OuCYhqBbgbFYLKYsPvQ5wOVV0ZkUYDwAYE5AnJ6ezt5zQb+dKPB4jhwTB8as9N2f3KmQINRBNI8NfQQEWMYyucFqbH43jdBzdPRw1jzPc6+Nv8EtvFCnHjlOWTqQ7LGfOS0NjRmkIviYTpnbcMDcMtw5YnYaqI/++97O4Uud6b6OkhjZvttlPidY8v0O2lse0As8k86edS0y6v9V9eidA13wlDr82eCd+yd6gied85Tg1k6O+2rgSdDcK68Mek0/dXjVvGWvA17UlaDWz282u2O6vDqLl6m9efOmbm5u6vr6epIrtrNX1eS4eYzYru3iflheac/Oq/uFLrS+JGmQc3m73c52Xtgu8Ltlx7qZuWz5te61Uwb9OLeLxWJy6myf4INpsVyaTusJ60nb0tQZnRx3czltoOUkFxdk4oXnn3IgXDpd6rk+uu7/tGVaGG/jk9QzHxNcH1LXTPd/xLZfykt5qjyF9zsdnHOEz55nT8m05731Z9rE0Xzs8E7XZj6buq6rr6Mz26O/XVtZj4NGeV/qxO4eB6U77JY6uQvgp311m8Zn2f4+nlp/dlimw3tde5mkyuv2CV0Sq6S/2WGz5HtXPN7uY/KAsYG/aVc7LOXrxhZ5fybbKCM8y7VHvoTo7OaCsaj9nfQr7K95vo0SeftKzvucD12Sh2v4+Xd3d3V7e/sowMxYpI8JVqqqCccdHe2OBSKYTdxku91OOxRubm4mWh1gzwWRPMsOevxQFtnQb/zL9Xo99cn+v+WcviS/8FlJxPhoZtrbbB7eLcExp8ZAjD1xDHZwQJ9jTvYhSZicn59P42Bfmb4gR8R1/K4Kj63HKf0c42DjbY8zC5QSkzteBGZOn8F+h/UQfgx0sHiSHQq56DXl1nOo04U+whi68FGQL8cxrMM9R6nLferihOkzUpflwfMv53D2YZ9u9+/W924jZTztePoGietHvye9fEZX8L/r71M24WOWQ9oZ2eGn8NrHLIfo8Y9J13P5P8JOT5WDkxDfR8lOfY4yAiGpQLp7qh4nFwx4E0Sg7DyJfd+Itk5J7HMQrDQTrGAkuO4ACd+t6AGQCcL57GB5BqkwAhhXB9ExjKwmsAFMBWxDZsORAVYHiRzscjAR8OMgsnlpYOqXb1H4bjpMN9dtsLxyADq8ao1jTXymZSf/Ng4ZSEWxZyDKY8v4d+DWq819b5ec8TgyRuaNA23U7QCtZdoJCO5n54Tv838AyMg5WCwWU9CZZ2xcc8y60gVZPV8y0eX+QI+TOOnojQJw1Gmwl/2nHUCn5THv63RaylTqNoPUrMdOlZ9NQOX2UmdZZg1eq3bnqrqODAwnKDRvOxrTUfM8NH8MvNbr9SwQ774aqFKXt6rThue4eQrtBv8clZQyOhoXvwOHNr3rAt3MS6jv7+/ru+++m60k8mosJz+tQ+3gwTO/M6dzgqtqpmvNBz+buoB54mSuE1Lw2/Mw6eSaj2fqEoi0Z73HqionuG1DvCIxbR9HAFi23c8RsLesZpLCcpJzl75mQsD18N22eWRXOjwC/zw2tu+mxSu50tnOlwR6HqSt93zLe9+n7NPxL+WlfMxiHY1tekr2nrLPeV/eMwpCPuU3VPVH0WQbiTe6Yr0yqrPTPSO8n2139yWG9W+jNjv/0rzIPvk6dTnZzvVccez6KV0w3cGYLJ2+zz7lAgZsjPWz6emwjp9NvqQ+z37luCVmzs+05bahpcNoHW86vJo2dcQzY64RXzp5GdHTyVfKpX+rmr+7ir7nX5bElaYlsYJp7PQAxfY4ZcE4xQkH7y7wCvj7+/vZMSvU42OJuAYu8qK0xWIx1e8EAu1CB8c3bbe73b30g50WXlRpfyhjHldXVxOdGbQ2jxaLxfTeM78D1DGFqt1uAfvdyVNwKfecn59XVU19yQV4/rzd7nbqXl5eTjuUT09PJwzvZAuYGR8GPQVdbmOxWEynGthnsix0+jR3sTgpRZuec8aBXuTmBVvGknz2zgWPDfjduLvrQyYVPBcy7uTFoyR80rfs7DALSC1n9pHyz22mv225gcbc0dPd38156ul+63Sm9WHaB7fp3zNu6L69e/du9kLqPF7b/Rzpqu77xyo/ZN9gxIu853P2YWRDujkxKh81CTECJL7+KRg0Aigj2kZ1+I9gsc+G5v++ACJt2fAYDIzAaE7s7Jfv41qCqX19tTPkPnftO6gzApamwcH3DMR2wbPMqCdYMs+gz4rZNDiAj3Hz6lgHbawQ6Sf0LZfLCSjZwUr6MJauF/po20qYcnR0NHsR1GjlhnmWjoN5BJBz+/y3gTKf/T2z8FyzrDkonLJAP308ScpRBtEw/K7PzxDQBDzd3t5O2/UsZyM5djE9+xway5X7/OrVq92RPZJrAxAHQd0H+kq9/G4Aa5q6IL91DPKUesjP+hiYEbjwjoTO0Js3SZvncQd0DMZzNXoaJvjouu0cGLCkPGWfku+0s88gZh89HoybA8w8A90cAefdbegX5N2rc6gHm1K1O5Ys56VtTNoE6uR+B8N5Dntl/XR5eTmrCwcJMAs9vFPCiT8cPfOB/tEXtpw7QE29Pvd3ZA+g/fXr15MD63G2c2TgDZ/s0OIIWSey0q5z9JnrOV/tQN/f38+2+9Nvy5yTEN14dXMn5TB1InMA25DHANCun2UsU5d3Dgq86OYqxRjH/PH4eR6mnfLzXfuu2/rY9WcQM8tTuPN9yiGY8qW8lKfKaN7tuz9tVSfTGdzp6tiHe6wfsMXGB/kMz+X3js6uv4kfujpGxbrFGKK7D1pcb/LB/eh8rex3V/+on5QRrnIgv7tnH0/pSycjqV+7hHS2sY/31snJo+xPJxOmsbP5mYA37smFeV273RgnJuz6mzSNZGE0Lh3PRr+BXcAC2Yb57HoSn5jWUd+SPzlnqnY7Pbp+dXYaHDRaAe9FBYkz8HXMAxevxKfc399PuxFub2/r6upq8gGvr6+nZIQX6sBXZAeaSE4w1txj/8Qy43c6kAzA93QQ3BjeY8Z/fFhW6VfV5PN5bOzbQdPx8fH04md8B/PdMYkcs6urq9m7I1+9evXoaCSSECRQ3B92glCvT8JAj0AT9RiTgtktzyRELFfpR3AffMoFnWmj7Bfn4ry0K7aBLChyPd6lQXLGdtVJAxI+9NN1Hx0dzd6HlzKSZTRnOz2+D0/z3foz2/C1/Jz6ZKRzk/an7F7ea76QIPM7Qd23Uf8/Vxn1vfPVvs/SjfUIt32uYgz5lM/m8tGSEIcOyj4B/5xlpAj4TFChC2alc9yBg+5+/vJopg7AU68zwvv6MgJQ2Vcrz/v7+UuTMLa5st2fMbIY1uQffaEOB+WSp27TBskrIhyApX2vQjcIoR/U7WNLzBdnp30t60rD6fqhjc+stIAuB/qo08kGrwCmDgNVnk2lnmDEYwmt3JcgL5/3uCF36Xy4nzZ8PlIrV6X7WQwN9HpnCeMOaINn9/f3tVqtJhBowJaBvgSaHqfWeap6NM55HwZz29TnPvOM5Tcdm6p6RLN3FeU40LYB8qjddBxoq3Oicn4mXxjflMlMQKUucEndlXotnbnkGYHvrMvj5YSU5Rw+JP9ThnNOuU+pJxgP7wDyMwbAmXAkMM99mdwA2DqIbptivphGdpF5bnuMPB8InBt008bp6Wm9efNmWl22WCymdz7gIDLH0dF2ctw371LKBKadFB+rBI0kMmmTF1Bb51r/pwPGjhP6hbOR4+8Eb1VNTqfP+10sFjMZdDskZLzjBFk0PzJJ7XH1ONoeIpN2sLLPhzgIHWax45bPGltYnjORmPMibW3OQdtHZIfnbGcO0VE/lPJ9Ox0v5cdXfud3fqe++eab6Vi3xLJZcn49VfbNk8SQOY9TP+QuQNc/8lXyty6gmu1zf9rsDtf5vtRBqU8TnyTG6fDIvn7mWHSYk4IuywUb1qM8m8Fy202CgR0OSBqTBtsN02O+dckY6redQE47rGa6bC8yQJq8zbEwH3jO2MwJFNe9rz+dfHXzY2RrRvPPNi3nz0jeci6k/HX8Sh/K92XSLWnM+W1embZuUYT7ZHoSd5gucKF3PJhP2H38P+QbvOijh41PmTM3Nzd1eXlZm81mFkxn3I0jOV/eMQm/SLqqJixruXOdzFN2/3ohh3clgH8J4tM/v7uBAi5crVaPjrM1ljS/jT2hAUwKbfDM48r5+uhSrhmrrtfrCV97ERX4mP/0k3GENua+T4Swb5bHTUNL9s/15PzhfXCMlRdL8T4N6xvz32PFrm4WVtk3RB651ztbHJfhP3WTqMh5YFn2fDTPRnMy79+nW5B9Y2qXpCsxtnng37vvjsvl3H+KRs/T1K8kFf1S6ufinueWH5ov8b5lH9bLss/+faqStptk7lPlkx/HNAJNT5VD7993Xzfh8llPFmdADeANIJwpTXDO/1yxmECaNjJbtM8JSNCQ91vB7ONFKkaeTT7ZsDpwXDU/+9o8dn8wIK7fdDtgkorImW7T78w0PHbbKE/GgDYSnJsWj21nNKA/DaJpqpoHmjFKDgZh6Ai2m/9OPlj+zAMHjPwsIMW7T3Jsu8QSdVXtwA73QkNn6FIOPD9cJ7z2au9uNbTl6eTkpNbrdd3c3MzGKxNxh2bLAUazREzN31+QAX9/d8lA3mj+c68BL7R0CZ7kcZd44n+nd7LODDaa1kxgmAf8nrx2H5zg47vlM5Mx0MXzuaLKcmFaEmBnfdDpMclx6FbcwN8sOdezDa6jcwy2HQxJvpIwwEHCWbB+Gsmf+wFwz2t21D32pv/09LRev3490bper2u1WtXx8cM7Ith9QB+cVDg+Pq7VajXb6bBarWbggj45iMBqqeQ9zgFOVTpTJB3RGYyVV9pBp3cU5Wo482Cx2Dk7li3vlnCCiH6nTNGm+Z4AP53QrJNnTZv1E/S7P547yGBX7HS4TykTlp3cVeLC9X3Bj3yGdpjbqQvSVtjejJyZfOZjlEPsxr7rL+WlHFJ+93d/t/7wD/9wCvzsS0C4PHVP5xd093R4wdcTQyWecbCH0gUfujncBSzcTl7vfCTfk5go8dNTc7nDbUlz1tEFRxJf27cwHzr8kzyvmmPFtHHGRN3iiSzGLsZsec10J/7LYG/q+ORH8qXjaerTnAfd2HY40ve77o5e15PzxXbWdfh+89Rj5JL4K/lDe/g3vkZ7+Nf8jm/pcctxTTmw7JqelOnEqn4+8YF3OngMLeu28TzDOIDx8E1Xq1VVPcZYYE5jltvb27q+vp6StxzZcnR0NL2EmXbZJcHqaur2LgJwDO9isL/c6TiSHuAwv3C7qmb+u/nOAk37Bca8HDF1fHxc6/V6dkSU6wF75TsOcgEffeVvtVrN5j2yZf0BHnYygt/Pzs7q4uJixhvkxb4BxyxBb/KRJJPjKXymTb+3wv0iWcLOA8eInLCyvwmP2P3ihVVVNSWM4I8x8mKxmBa+0heOwU6d4aQZvgDJHPrNd2jjmuNdqUtGetbzMf0Ayj5s7Hnr+30t7W/ap/zN9ydt9r9Mv3noxV/Mh6Szo+F9y08dw6fe/j6Lbcfbt2/rH//jf3zQcz/od0LsKx9DSF2HlYMDziOwjxL0PSgTlFFO3mx7u90+Clx0YMnOhMGAlZlBVBrVroycENNtRQNAcLDb4NVZfVb0eKWwVxFQr4OaADUbdxQaPPJRGzbGppU+YNyoP8G1A2AJSqELI059HnODggx0m7828FU1nVUJGMggj8fT9WRfDNooyS8DyAQLHmMHsnmmCy6bpx2AM1jJAJeN/NHR0aMzOrfb7ZQht6HNNrwSxCuxupJBStPj+uCdHYVZckDzpBsfft8291kOMuhK+4CxNOZ2kjKI6batG7wSPIGCgWNHn+djghPrOAc7uebfDKgts6aZvtBPxpP/OBTmjfWgwY7bTUceOgCVtAsVi2ZMzRfrDeQt9QZz2c9Rl9t1cB0bkc4r+iQdCPfLYHzkMDsJw66HzWYzvTiOtlmZwoohaGSuA+ZJqLBl2zqZ/uZZ/+hrr0iDn1dXV3VzczO9o8KyAl9t+xK0I09eYWZ9R7+hy/MC/WRHEZ543hsDpB7hnR3UYecauj1/MxjiPpoW5CwTIZbDnHOeV7RrmeW69cVMv9Uu6Gi9jf50YMSy5/llfZBJGvfZwTavOPRzObe/L4D9sRyhl/LbWf7dv/t3dXNz88gWdyXnyr77mJfpE7jYntsed3jI9jLt0VNOrnFF5xfs66vvMd5xXUlH6sSkf9Sv7Efq4g7PuB73rdOjORapq9HFHX7s+px9yJLjlP8TGyROt6/n4n6ab753X+A9aTRPRvPAvxlfGW/6+a79pD3bzfvoR2LkxG/7An7uc2IP6PCKc9/vWEHXFsXn20NXzhOPlYO+I5nz56Spw9X5Hbzk3QK24bTvI3p8HR/Y+MSBXeolEL1er6f78ZlZ6MIOAOMG4xjLi3EKfTB+hQYWxG23Dz4pGNbBb/fdskr7YPicF+7H1dXVDBMxtuCim5ubqnrYHcB7EhlL+s0LrGkzdxB74YxjNB5b/C4fwXp+fj6TMRYa2fa4Lx57yyTjab2ZOwzs43k+UD/xFZJBxrf2HekrCRbzJHUBz8JP/hN/2G53yQgvqIK/XmRqvpgf8Mjzkftsv1OnJHa2nFmOR3Yr7WvqMP67rdQNnR1LPZB61nO80wskv9gF4VMyfL/re1/sb51pXnyq8iG0PqeNqrldPQQffCoa+J746+joqG5uburf//t/X7/3e7/3ZJ0fLQmRA54MGoHlffVRz3PafW5JY55H+Pi+7s8Tx3VlMiAVeAJ37knDRp0O6Huw09FIhcKzVoCmyUAsA/c8S1s28Da8VY9XcNtIORtsEJV9JdBFP3z0CKsMqMeBOdOUL3LuQKR5zzbH5A19SIcqnZNMVCWos8Pndm2Q7RxCeypn2stVwVmfaXEAyiDVwR7LV/aP7+alHYTut0w+JP2eAwZdAIfkjYN5Hod0qhxYNh/SKLuPDoj5Mw6xC/Mik445RgmSOgfI7ec9yX/TblrTOctxosBrgt4GfAkaMoDtui1DnYOejqF1hAF69imDy7kCi3ozYeXx60CS+bdvjm7jHsCsZbPrf9oNy78BENet2+yoJW9wHBz85ogkzzvrTesL887jgmPhVf/b7baWy+WUiKBe5rSdDI/H5eVlvXr1qpbL5VT/drud6HZA3u9jsINhxwUnk+vsFvPYV9W02o02XNKOIvOWLydQLaMcL1g1375um0Awwfaba+nc5Rh7rCjWH064WDfmMQeWn3Q2XWeC1NQhnu85n81L67C01cYHKXNdPakz+HMSOBNP2b/nlI/tFHxqB+Ol/PTK9fX1e/sm++TN85zSOYNpW9JHyDnS0Zp6KWlLm8rnDER0/tzod74bk3V96Og27vP9toeJ8yndO9bSx3N/EkcbvyTONg0jXFj1ePGK7YjHMrFn4pJONsyX5CefbZNo3+0kvR0uT/+E3xMnj651wa1OxvgOTnHf0h8ybfyeCaT8bizn66bfCxcyeWLMQMl7c8eu5dv2ORch2b7nZ9p38DfnpMc0xyoDk3x2sNoJBrfjOAGYbrFYTEfZLJfL2W5OY252wKdvxfsNWOGOD8xOgQz6OhjMmNtXAN/RL++aYNGQV+snb/N5gukkMBx49rn3nqPcv16vp/dRGnNbn5DwYfw5NogdIryUuqqmd2oYw5on4HzPM+spMPa7d+9quVxOiyfhJXieZ7xbw3EZ3pvnhYI+JpX3zEE/spR6zgtPvQPDsgPPGEf/Dn34DNRl/Yyfwhhl30hC2b+gffpsPUB77q8xsv2I1HMjm2w7wO+dPe/wt+vJ+w/9nr6C41SdfU67woI2khB5ekf2l+c+No7/KZUfAl+ewqmHlM/6TogfAtOyJGB3wMpKwcbdE20EGnMVZdV8VfdIWVAX9yfPRuCV0j3jPtpQ5/0OThhcb7fz9yW4zw4QZ7DAgcPkAUotdx/YUXDSAqWe4BjF7Lq47jptfMwfK/XNZrdi2grX9CXoczAMA5OB6gw2mvZOljIRlDKS/MnxTcNG+wZHyTvLAODBoNq0Ju/cf0Ahxsm7InJe5NwwPw3GvJLIMmq+dKv74NFot0n2Hzl5FORs+JoG0mObYNNj2c0H15f3mud2KLzCyU5DggCPPXXkUWrJN4rBsGntnMzUj35PQM4bzx0Hp5Me5oFXrpvf6CivdukCAaZ76ht01y7ZZXl3e5aFDDCY3+6TV99U1Qzkei55PKjb4Az5d5B7sdit8neA2vPPvzF/Li4upj6w4gnaNptNXV9f19HR0Swgb13o3Us4jgD/TCCTkDC//L6JdNZ4joSwQa/nWgbVWCHmlXlpx8wn60GPj5NQOfbYHusk9xWe2mG13PE8Y8x4csav60nwn31Ju+J70ynpHAInSCnUZfozecJvKddpzzsc2P1m/ZT1uo+jOj9GeXFwXsoPrYzkMbHiIfV0ONDBj8QIDkrZVnd2q6O3C9x3tCZ2yp2gWUe20/lK/J74yrhxVPxMPt/VSb2JHcHOnc4yr7OfI/6MfJW0XR4jPzM6uiPlIvtvH6trJ0v6KYnpRzT4N19LnlleOpnqEk62hfzmhFC24c/Jk2zPfDHv7deAKVPuLNeZcM9dhhmQz/6kT5F9SZnzvE+ep2ybRuwzmC8xGbyFL8aF+f7L9K/BoqvVajrz3y9NNl5z4DJ3SjPvvHDGOIz28Hvs4zKmYHHzz8d2wi/7GuyacIKmm7dOhFxdXc36dXz8cDQqAX5kgXppy/gb3oLLv/jii1l8hDGCl6l3zC8wv4+dur6+rpubm4mm8/PzOj8/n/k99/f3dXJyMr3zwrsunGTwGFhettvt5IOwKwVe+cXePH9xcfFIHo37Lb8+McPJQNqx/2F719lH64KUfftlxvt+1vog9ULy4yn8nLrOn/PZtJ/pW1imuSfjKl2sJOvrfKLEKtvtdkok+uXUiTGyHyP7uO/76LdDS6dPnyof04+wfu7G+fssT/H6fWj8JMcxvc8gfkjZNwm5PnJkE8Bl9rKqptX1HTBOMJCZXH4fJRQS+HfgN+nNQGxX9z5eZaAUBYNS9z3Q4KAnPMk6zOsRsDLIdX9tQH1eOnVgNG3MoNUvher6ZUOQoGIUpDRIgO+5KiJBJnRm8NNj48C4++fthB7/kcxYxjIA3401bTtw6lWslm/44GCdDVDKON+p04kH84x+pYG3g+GEkulzn9KZmOqDVwJZPhvS93uuur+Aikxc0E+v3O12/1AI7KYhT1rcd3+mHc+n1GcGRB7bzvHJeW55YNVIAvl02HJlVQJMQLhpyjnv++0EWEckuIRnXfum0/3M+Zd6fuJ/PT42yvPDc8CgfgSuTS99ykSQdyNAK/KevIKnCZg7oLLZbGbvZzCIr6rZ8USs8uGl8FVVf/EXf1HffffdxCfu4TovvgPEd+NKP1jt4q302NF8+ab7gg12cso76ViV5Ofctp85OzubXlqYwXwcuty5kmMP71jRxjhaB1mOjR8yYO9nUw+aB66X+5inqXuZL5aPDFpYXzjJ6912PGt5zfngfiAj7mPqJP9mOTXdmVzxPK6qRw7mxy6djX0pL+VzlpTvfU52Z99dj23gIXKd+ieDLPtoTcyYmK7q8TuWOt/In42rRv4c9OY9xvUdLqP9Ub8yaO7+JM4xLsWmOahsrNGNb+e7jXjLd9fpOnx/6lGPR8fTkX/hYGby3zKYgfCk1T4IY2ss5pJ4IOUq7VGH2bq+uS3zKH0s19G143pt441ljEU6/nQ00U/733n/aLyyng7777Nxvp4BXurlO/jSOBV86KSAaSeYbj/L/ACP3tzc1O3t7RS8dsDd5+/znUB1vhvSmJtFHmANxgda7QtRF4ta/F7H1Wo17SCw7+KFkVU1i1tYLgnkeyfH8fHxxDfegXB+fj4lHqpq2jXithaL+SIjdlOwO+Li4mIK8Po9GRnLcpyiW1jC/QSMb29v6+LiYqIJXeddBJ4zYPHVajXJjnc+wBdocFzGPiH9HS0O9rzzOzdyDloPeXcEfnrnx8B7+8c+at1zu/O3kEHr7bQ/7ottymhep95MW5vzy/a5qzt1Z9KT85mSuxhoY6QnN5vNbAdEdxS52+90WVeewjifGtt/7Po7W/RDLiMs9Ryf7bO8mPpjO5Efq84EQ11QhPvSQc6Ja9ocCEjlvI+OpMlORSYF3F4XyMj6O/CSmdCqXUDZdeVqTdp0wDhBupVSglrzBmXm4G4XjDB4MyjNftnw22DxLLSYhgzcOCjioHS2a8OJIc3zP81jG6fsJ21kX80H6k1FTzGg4DO/59inHKezmMDOdZmvTv5QCEK6rVwJ0BlSfnMgL/vqHRruRxbLSRdMd520DbiaAI+eSce4c/Dyu41p6oXUMyPn2QDSzh+88H05nvCdMRn1Bbpz3PMeg1bPde7LLammzavLU76tHwyazE+fy5p6IRNdHX/dVpZs07rICQN+ox9eGe/AQAaKPTbWWSnHmdAwz923UTKm0w3ZFo4KfeP66elpLZfL+uabb2a/Ax6dFEP3eV7ZUbADYweK/tnBZIu1V2ThUKXzmSAfWbSDmHyy/vZKK8tE2hZWtxGop8+uzzaLvno3SAZxUu7zXQjmm2lL3WgbmkkK6vKRUp3dtw7pZMe6IuUxcU/q3w6DpA7zsyPnCp522OXQ8iHPvpSX8jnLyJ95ar5Zh6W9ycB0h4ezzk5ndbjF7ScN6U8YR2YdI9q635If2WaHvdxOYoC0u13//GznL3EdDJMYnvYy8bwvyJ2+k9tP7MS1UTLAY5CYKD97VXnVYzuQ/Bklj83PfC4DT518u+yTedeRfUre2j7ye8pWylCHf7PtnGOJ14zvkydu10HQxCXmg/vS6YwOOyeWz/oduB/NX/swxsmJN3ipM8kB7kmMnAvMwPcOmjuwCy7z8U7wioCmF09ZZsClXhiGLwEu9A5mEhWe08l/41mPv9875iOMqANMi/9AYPv6+nqi1QF3t8E7IGj/9PS0bm5u6ubmZsLAHJEK9uaYY+omRgGO5b/xrnlsmWLHg3c4s4vD42F99OrVq1qtVo/8IutB2gB3M0Z+R0jVfFEPfPKYMyb4MrlrhBeTc4yVk0HUn3Uzb3wfskOhHcY1ba99Rt/T6YgRfoa+Dkf7PyVtvH/3PPc1JxedZNhn45PekR0lmZWJzqQ5dVN+/5h4vuP1Ic+8lF3pbHaHofaVZyUhDgGD3bWnSgrc6J7nCsxTbSYwzgDVCGA5AJfBmaQzn+syof7voAe/52cr+pycCWgpCYw6QJIgoaoerTSo6rcUm5cGNJ1D4L5nFprnMXA8Z2OVQeXsRwbDAA7Q6gw5Y5kJFINB04JBgk545JUKHsvtdrcCGMXbJT26AHDXx07pG+wZ4EGDx9YgLRM/6bR4pXAnTwZvtIuhqdoFS7vgs8fDQVXAolfBwzMfI5QvnOoM9wzoxpyEbw5KMp8nWYx52s3FHCfLDXOH+3PlMUAogUuOUYKaBADQ0AXCPQce8SRopD7LaCdrqRe74GkGjpPv2Z7p6sCR+w1vDO7SaUn9hCxPyRBoqrnutD6Cbx5b7vNKGfSDkzPWUz5DdbN5WB2TQM8BY/9Hb5gXBqvp3AKe3XfGDBpOT0/r9evXdX9/X5eXl1X18M6IL774oi4vL+vy8nLmAOX4kTgg6J47RgD3lhl+J8HAOHrMWVHFirjlcjmdcWvewxM7fd4KnjbWY2K9xw6J1CXIr2XGCYfO/mbgBtrsgNuWWUbcD9OQARNoYc4id/Td9bm/bhcZ7WxoJmisfy2P1gGpjzoZzr+c49Zf9MHb+w8tH8tBSL59zLpfyks5pHTYIudRXrMdeOqvw5Guc99cThvrubwPv3ZtdXMt9cmorrQLnV/V6Z0sXT+dRDYWSJtaNV9A4s+moQuQeldc6sKqx8eyci19iLSN7qPbe2pMeNbHslBGPmVivA4zdO10PPT4d7YhfWPu7XiQ8t2VtF/81gUDR7LjhTcZbO/o9H9sa86ZtM2JT5Mmt5U0Wubcbs71XGRjv5/nkAv7iWnPeY5Ar3lq3H5/fz8d/wnPvJiRo5m45uN0PCcpPJ8+P+9pAD9V1ey4YC+KW61WVVUTPqcdXqRr3WdeO77gxXqetzx7dnY2vQPCeGe1Wk3X2Qmy3W6nJAIJAGjnnWwstnQCZ7lcTnXwO/Tk+zuQYfgCvQ4Swyd2lvBOEHh9e3tbZ2dn9fbt22mnRMr+arV6FC+g/5Y9kgUOWHfz0fG0zWYzvRfDO1toC3yNDPlobuSW5A10eccI95OE8DtNUn9bJ8Pn9AOesmmel7aPnvvW60/pOded/mI+m234Hvus5p1Lp4eQYx/D5AWFHueMG34f5QXrP10OGfdDy8FJiNVqNVvBSIP7Gn8uQQmkR9cPARfPaduON88n0OY+lJTbMnhwBtX3ZP18Hzm6SUvWl5M1HYWOJza6uU3PfEhQ04HFURDYisugoQP6XcCwardywX2k2KDyrANABpFcT+CWOztom3udYTdoo00DNBss7jPd1OvEgPmadGTQKnngfnVOQPLV8to5ZHaQkh8ZxE4D2wV9ze90fpwBtwOWZQQ0nRwxfzuZZ0XHBEx1PQNtGTie6mv40QXhPD9nz1d/JItl2FtbO0cqZalzug2A/CzP+7udxFGwOudMtmca3Tfvaurotox5rvNs6p3kb9ZrOkyXZZvVU/BnkvXdgMwSBNlPywuAlM/mMXqDdljRw3frQY+hZT11vPuRcmV96+ecdOzsA7SyI4LVUsyXn/3sZ5MDmfICrzNRA73MbetRHA/3KYMo9IF2/byvW/9Qr19mDU1dwIR600aYP97lgEPEKjbrY893O1LW0baD8GakZ55yDEyTnbK0+aapw0p5T+6kslwxzp0uMJ1Ju/8zdtm3/Ovq9Gqz5EeHbz60dFgg8dFLeSmfsoywe97TFdvVnJueg1x3XdZrHQbs5p/b6XSX7beTm77m//vsbvY9dUZ3LXVj4pRRoLrTTekLZRDd+jzrMQ2JrbzwwP1PPiROTT5aTxkXdKWrO3nU8TJxhOvb93u2k1ggkySWl7RnOT/ctu2V7eyIp4lrEk+lf+n6OrvQtdPNucQAnhspW64nbWvyIseuo8ny2sUUjLPpI5jI79tKmll8ZqxDnd4BgN9TNT/ekpdWs6CC438sL+A7AuD2xVIejDstGzn+ucjFx+0QOPYxa8Z4Hk8vAFyv13VxcTH7jftcV+LJqp0+wGfxsafw8ubmZoahfZwQ/OJ5H//E2OJvMJ7gbMu38TO+k3ehkJDwMxy7en9/XxcXF3V2djYlVbzohznqhVWcmgD/+TzC6/Af3npsvZPl+Ph4StL4GmPjXRc5lk4sEd+BLvshifNT18O7ToeNdOZTc9+6auQr5LNpg0fJhqzP1yxnOe+8wDL7ttlsHiUg/D4I19Px5VOVjnffdxnR9Ll48n2Ug5MQ/+Jf/Iv6y7/8y/rjP/7j2ct7DikJ2H4IZTSxKVYYmb3sQKnr6LZnuV7+J+AYgQMb10yEdM+OAFcqG6/CcH9MGwbLgCD7Sd1+cZRXj6aip/5U4lzPfiXgSd52gUmvzs2+0RcCMeZHtm86Pa42WDlGfHZAznQA2LxyA550YwO9Ds6YjlxFm6t20wFMnuc1A0Xkij/LgYORnfGkT4AL+nd7ezsZ9gTenWNBW3Ye7QiwasTlkQPO9e3cOexkdZIbzSNv17Xs01fPW/53jjfPmv481iudKMbd703B8BuI51n7CdKo2wAgZTN5OAJNlku3kccRGBwnELJD5Bf3eo5nQNmAkusGQOahE1Fct75GHrJfHdiD/pzzi8XujNZM6uTxP57jpsnvcUj6PL94xu9jMDC0njfvLLupJ7yq5927d/Xll1/Wer2ejmXabrcz+XQd3Ts76EfuNvP29NRBgFKfqZt2LgGw9XTaA89rnrNu75z8nL+mxS+/ti2iDVammQbLKLyzU2z6redSN9kx8dzAKcwtzZQOc9mxc1v+7ORV3kNdXQDGvEu98lQiwr/Txy5B8qlKZwfNv3/wD/5B/ZW/8lc+KQ0v5be7dD5Cd4/nc2eP/T3lOoM4xg7WUU5IuF63n7op77WOT7s4KjxjDN31LzF9N3+5r6vDz7tP7o99kw7PdT5a1TzInLTYrnd4dzSe+Xv21To5ZcP0jPSci3G3A3HmWS5aMuZMnnSBsuR/R6NttekYyb7tYOKBp7Bk8sbPjTBD+rH8lv5gypOxYLadttXyl5gwMd4IB1kuch5Tl2XQCzu8Wjn5al6wypl7wUleYW+M5CB41fydiCQn7KckhuG9ET5qc7VaTf4qfWY1PMU7X6uqXQCWeNv60OMGLfQF/jD+LNilThbYGG/nyvztdju934HP1qMkOewrvH79egqo8+Jfrl9cXEzY2r6856t5nPMr+8+OkLOzsym5wPsVjOuvr6/r/v5+OhKJPrObw5jc7xA0Tvd7ROwX+ihlaGXucw8yjL/B+z4YO/sn7G7gvR2e00dHR3V+fj7dQ5t5coP9bfMy7UXe382lpz53uDnLPqy9L+HQ6Ww/0+H5js60PX4ZNe8w8YKzpNf0PLd8al/hU5aUhR9y+Zh8PjgJ8Sd/8if13XffTQDRTv1zyudg9PvUnyuWDVwyuG9l7tKBRu7PvyzJF0/4EcAznd02QLePctlsNrMglp+3I5GKhJKA0X8+Z9F9ct9GPPZWvVTifEbmHIgxyHDgy3xPRyP7l7zM5xaLxcQzJ2QcSDTPzdsusZDA0AE3G2TzysY7AXjKjYFv/p4g2IHM7rvHhn7n+HU00G8HAj2X4EU6X92Y2zA6SJbgvJrxmwAitwTtpjn54uJAYQYRacs60YG0dOgZCx+N4m3BPMN98L8DH55fdhyrdkFHry4xPUkb9bnt5I15YFmrqumYHY8Tz0GnA/PwIPVEjo0dAK/09wuHadcOwz6nc7H7cdIp6RxDj+d6yiv3OqFIcV99ZE7V46OAvJIsncdunqUe8Jh7rOA5Th3PQI9X//OuiF/84hfTObV2Ejye2V62lfPczh8OZDp4XmVEGz6bd7PZzJKXlmtvJTefkZV0CNiqjpzY4aIfqXfsaFnHIcf5UmrkInV6Om3de4TSXtEnJ0JSz+b4pxy47rSzI8cikxK+ZpuW+oPAA3+e75mc51lv03abz8VzqXfMj+eWV69e1Z/92Z/VX/zFX7zX8y/lpXyK0s3HvNYFgLnu+Wd95nsyaGIb3dnADgdah3bPdO26jOa+8W0G4Lvn3Z/Ex50/lc+Zb10fUtd0wVv++31KaZeMiZLerp3sc8fnxA9P+QiMSSbuR5gu/WPXl/jM9BhDZ518z/qeKua9F3V0PHE7I1ny8x1dvg5GsJ82kt+nAnmJt7pxdnLGctT12by2nGV/8Ll4ya9ttQPBxj0+JsjtdWNhjE7g17jGCyVSXgloL5fLCRdCY4fL7VdBi9sBT/p4JOryMbnswvBRw35JNDw8Pz9/tFCR59iRwLscjC89LiQasm54wjXvmri4uKiLi4sJd63X61qv13V6elpv376txWJ3XCl0EaxPWbUcgYvtu0HDu3fvpn5Y/uE3QeaTk5M6PT2tN2/e1HK5nN4Pgc9DH5GpV69eTS/oBuPjNxDAvrq6miUePO8skxzpRZ1+15ttj3E8x8CSeHD/+UvfIHVs6kb4krbU8zvjj2k799m2/Nx9d73wzbR3bXR62/cgR0lvfic55mRSpx+fi/M/tOzTz6OS9vVzlM/d3nPKx6Dt4CTEn/7pn84CC1a2+4oncP6+r7yPgLxvSYNa9XgLKPd4xaMDDHwfBasyaJlZ024yomCt2Lq6sy8deHM7o4Bzgh7X5eST6Tfv/FuuPraR5Xf45aBVnkVpujBKgBHodFA4HQqDMQdePIYABRvdzHRnsDgDnebtyDiZBvpCHQ4uOUDlMU0gyb1OYDwFSNPophxY5nI7Y65QywCkaTbvTC/0WPYdhMx6WCUDPTl2OHS3t7dlbWH5yeAw42iaEiD85sL0DO2lHOa4G0h7LDPB5DFJXdolLWjX8yidQieILENOjMDH5LFBu+dJ6hPronzBt1dDZR1uN2UzAZvlwnPX88q6wnJv+YMf6aQcHc3f94E9M9gdgSP3w4m0nKPwJnmcQVn64Xa92stgm1VHaQtG45lJLl5q563YzB+cGfrAFmkSEalDPKb0x4Db8sm7IDKw0Tnr8AQnxcf+sW0fGqDVO4D4zj3Uz/Zxz/3cCYJ9N/i3XDsZa3nCJvCMX/znupzgsO1LHGA84QAhbWQiIvWunR7PMc9J6k49Y5uTGKCzZ7Y/jLUxjoMtrpM/b8/OhEbasueUDwHHHod3797V//gf/+MH7Qi8lN+OkjZx331VfWDTJXWCcV/q5NQTaYe6tkbXu/utT42PrGdG7eTzI1/J89q4veOHrxnPQF+nR5O+jof8nkFv98+Jgay7S4abxvQRsn/Z525MkqdJu3kwksduXHxtRIN1fuLzEb2d7TRd+2Q16+mSMvk9sV76Maa9k8W0sUlLl6Bw/5OOqnokz9188VjkjnqKMYHfneBFBXlUInQQOAarbbfbKZkBFnBwumqHnU5PT2ftWcatj8BW1AO9R0fzHQ6OJ1TtMH4mUMDKvFjZeNRJCTBp+tqWG7frFz0TPKdAExib9vC1V6tVnZ2dTZgZOvKdCiQkoH+z2UzvZOA7ny8vL6c62BmR+sNYm2SG+2OfClnxbgMnV0hkJT7H3zDW8+IdZI3Yw9HR0ZTEubm5qdVqNe20ODk5qbOzszo9PZ2O76J/1LHdbqcdGNzvsUKWvYDOtNpndpwC+fFOkkxu5Jy1fvDctgzk755j71PsG7gkRrCPwvW0HSNbZj2SvpGTTfZ9M7nyIX18n/JjwfM/Fjo/pBychEijnkawA74uPOP/+0qC2EPKPqCxjzYKijP75KDzaLLxmwODVY8D3x0NCbYNNEegKEGiaXVghXsxuA4g+c+gEroZ8wyuUp9pyu8+/7ED+rTnOm1wOz5hFMxLlKZfkmoQQV+S9wkk+M1B726M02CaFuhxgsJKPhVv50wYBHkOOHGE4XafHPx1v7nX7bg/XsGdxhNDbVryJV82XgYWOX8BeKxsSEDu8cskCoHLNOI2gIvFoqxRkl/5HDQ6GUF703f9nuPCvfQbufHKCfrssU7nxf1LGhbRfgdMRjq1cxJGjgtjCS1dfTlv7SDknMnvfj7nDPdm6ZwoeG1+QIuTh2mXco6MwKDlP4Hb7e3to5X69NVjbBBq3nq1vp+3HOY8oi84K77PbWSyJscMuYQO84I5yT3L5bIWi0X9zu/8zgQgnRzytm7PY++6gU4niplnOCrWl6k7octjaDtB++gjaDFfUn75bCcq54Ftr2UOHdrpRebuq1evZivlXC/PuD2fM+v5YH2bMphjbPuBrkknuXMWzAPLivubyV/66jEwTaYx9Vd3j0uXgEeWRlhgX9mHLUd0d88eilVfykv5VMVzyPO6k9O084kBOizk6+kHJH5OHw5943r8379nAG+EXdIOdJgr+w+NXeD5ED3kOp0oXyx2K46TjqrH7xXIYIzvsc0y9u1o6vRNYjHqy5JB1MThHp/8vSu+btoST2S9pjPHwPgqx8b9ekpHp31MXzntu+tPeUpsnHXkb4m/3N+OxpTvlCU/nzz3eJs3o/nsdrluOeR6hw1MB20TtM5dyOAiv4+L6ycnJ9PRQTn/t9vthH9IPtAvXg4NfgR3824u+MdOVhbXODGRx4eC17wb2fPE/geY0ljW2IQFQmAi43GC7V7wAt+gg/cQcCRN6iwH1vOoVPjG+BCY32w2dXp6WmdnZ7O+URfJiZubmym+BbZyrCnlxfovd82AecGJmWgwzdgJ4mu8nJvnGFcvVOIdE/Dwu+++q6urqymZA834ZPhX7NLwQiO37zlmTFu12x2OvJ+cnEzJJC8w9rxx4sr6wj6P7Wlnv1P3mL5OBz6lJ3zPvmd8Lb87XtW13X1Om7vdbmcJCPiaCdB92ORTl85WPVU+l0/w2+J3HJyEoKTgP6eMQI+d6e6ZUbtdXQY4z6Grahfk6o6+SYc+lbe/J0hJpz8Voe+1gNtAud40jP7d/aFkYAUDm/Wl0+HERRccTwfJZ0hieO10jIJ0DnKY75kQMa8S1Lo4MJiBTwwWn+kPRgYQYppznAm+WnF6PCwvVtRk6TG0jEUG3iwDrtfjkWNvcO/zNvnvVejQ4ONZMmjKyofcFpuOE2OW7wPJcWIM2eaY8rMvWUeCgpXgjJOPakldkImV7poDgfsMy0LPuf8AZIMZ8wm+8rvlGHmwHKQDZD6kcfcq6ZHxtkxYzhOwmE+eeyOA4UAlMmK+cM0Az32zw2La0vmxTFhfjfSKkz7QYbBZ9TgZkOPqee46rLdoH8fICRePd87B5KNlFxBuHeqkS84/aM6deeabj6vrdOh2uzvqCwDOHH3z5k2t1+u6vr6eXoZnvsIrOynoRWjB+fOqMO+uyvGF515ddHt7Ozm5VTt7QVtVNTmyfvEddeH0cY0VVNbx8B45on4nG1wvf9QFrcvlcuJPOt2JD6zzfb/nifU8NIxW3lp/0J4dsJQ5YwLPV49rziPra8aC76k34CNjY5uUOMJzxklGn7X8uYB/V74P5+il/HSK9eX7yHHajRE24DPXbIMSv1tv+B4nlju8byyTAdasL9vNe0Y2tmq+ezF1nuvZx6+8Dz2XdCbuShxge5s4J/neYTju9bPYj1HS2EHklJcOu5l3/GY+53iPZMbFeCp9oOyfi3Ei3zMh4rqyL/uK68odoN24pD9mn3Iktx0OdP3Jb/vOiWtdn22r/5uGjgduN3XISKd0sud+J/2+l0Ay/crdu2A68wwfbbFYTCv/vROX57DvLEaDNpIa+IcE1o+OHnblmp9gSALS9oWMY5Pvi8VuRT/XwXiOV9B33jNBIeECHrWOqtr5gyxIgfZ8B+TNzc20wAce8hyYHExM0Ja+wgfTbT5w7j6JEnAtxyKRuKja7bzmnWfGgSmLxmMd/7bbbV1eXs6OPPJuX/h+c3NT33zzzSQzFxcXUyIFniEbNzc307Gwl5eXU1KL9qtqSuYYuyLH+Ap5ZBRtIQ+eR8gAuJX3V56dnc0wcSYmKF0MMHVI6hH7gKYFvtM36zn6us8udjY3r3fj7ASEdYv1REc3dVr38B4R5hfy3On8rh8je/Ch/sAPEdN/bJqyvk/hP43GIeViXzk4CdGBrH33daUzsgbFHajugMGo3qThECZ0Rr0LYKZiSWDQ1WkFZIWTIMV0mxfcl8GIbDedhEzCmJ5sw3QYFKOsDV7MnwTg2beqmgF+6s73OKTCdZCdNrwKthvXTuZoIwEl9ZtfjKkD9R3PoREeJOjNAJj76EDldrtLAjmghQH0bo9OPsj0exW/ZcYrSx2E9D3QlE5BznMHyQyQ7Jwlb3iWLZCu08DTYNYOHobX4DL7k8HP5BeApntptXk5kqsO1HvOIC++z8FCnsl5ZJ1SNX8pNf0ycHf9KW9ehZM7hHxfAgnLeDrZKR/QmIDDfbAsOfDp6z4HueM7z3B2KsVy4LnKc93uBPqJA5EyfXR0VMVYS+4tSwmy4BMAOZMNBFoB/4B268WUKX73NnFAs4P61s/Qwr3wzro2k3/Wr27XMpJz7Pz8vH7xi1/UZrOpP//zP59AO/xD/3BsFI4Ncw7HxivHWIVlfWn5ODravefDK5xynvmzgzgek0zQ5hggV9Y3PIvcW8bT4cSW5bZ2r5CzXNIG/XRfvMKvSxJaB3qumi+JqdLZcX8yATLCX7aR1GtbkA5X2jmeoU0czLzH91HH++yAcBnh0H34dGRzX8pL+ZCSsv7cZz1vXTrslvbbQQxjd/Sm76cO62bbEtPkvy6wn89bp6Zd47cOc6UOS9yWeNsYt+NVF3ymGItbf3WB6KShC9BUzRf/2M7QN/tanb7LgH/2b+QT8Uz6TlU12zWYmDd9hMT4iSdTdrJ9+m27m2Pa0Z44pusbpdvdyOcONxgruD/dfPLvTsqMaOn45PoyucRc4H/6ZCMbmX6G55Ll3HKfspa2PcfGOMGYtKqmQDzJhsViUWdnZ1W1CwxDz2IxPzrViw3BvewYAP9CIwtG2DUAHjROczDdxzp1u27Btp5/xmaWU57JFfS5QMM4zLso8Bf484u3/bx9HxIK6cewQwSe4mucn59Pxw19880300ImVvIfHT28XJnjnU5OTurm5mbmZ5yenk7B+Kqa3qfAcU8p/8gMfWRM7u/v6/Lysqpqxmcv6jk9PZ2SVMQH8CHW6/VsZ8ft7e10/JKxr+eh/QVjcIoXtWTsAr/EmDptGHJnW2q/2zEG6yv7H4yz44Ej/Ztz3d993QuAOv2S9aTuSJvl73nvqD7HbDK5y3USED5yNd91kvjlY5YPwV4v5XllhOOeKs/eCfEhJY14Asp9kzBLTr4PEd581gAigZABTIJJ39N9pi1P0mx3HxBP8NnVnZlXXzO9VTV7mZR5kIohac/+Y3StyDEMDuyxygA5cLDJwVo7NTbGVY93nOT4+Luf5zm35cCp603ep7I2oEna0jkxb80zr8T1zoHOKGXQMM8md1/81/GRYgCbQIPxhDbPW8aQegEY2T7POtkCoMSQQweAivsAfTzLd7a5uo2U1xG/XTJIa7lw8mqqr3YrBBKIGcDa4ayag6EOlCQfnJDonAGPmx0LAy2ecTLA48f3/Oy2WFEDvQQF3b90fBL4IRvcayA/GhuPLcF+r8gyzcwh+mgnyXOWtrv5xdj6/Q2ufx9I8sowxgKZ7XQSbdvRyx0ZNuIOiMAb2s1kl5+xXnCfqna7QJjnXvkFPdTDXPtrf+2v1f39ff36179+lPBjhZbtX4JwkhE4Sjgh9MkBNu9g84pc6rWuS6c9jzeybNlRQrZz94rHxQE6y4bpsUMO/bYL1EmbyAcrxZyMsFykrCVGSP0D/R5nyxz1M0est5gblh/Lctr4Lujh9vifvER/OPgAXWkrKZYNy9XHKB22eSkv5VOVfZidsg/bGwNYp6WOy9+Za9YXOd+ol2dGC1u6727P190n9IaPYEj7bB0z4s1oziamcp+yZJI66xxdG+HIxGnmQ3dvt8LYfbPvxO8dhrc8mI9dyeRGYprkT9cn29UuSWPM2slGBqiQM8sc192XxDEd7jftKQeUTnZyXEfzKcfIPk7X1miu2NbmHHQwr9MBpjXp6Ppq2m1rwXt8z6Cr5cn3GB9493wumDLGqarZy5jBUlzzOxjATNCYY8T9xiid7w6+BQ/m+yO4j7HwOwdMO74FdPsoKu7zKnjmNe8bYMX3YrGYnvUOZ3hO/YwJeNpz6ujoaArG03djWRIt33333bRzw8F2ywq4++Liorbb7WzB16tXr+rs7Gw60unm5mbafcC9OV8omShynxl374Y+Ojqqs7Oz2U7XqvkRXA5eWyftW3xp3eIYD/0z36gD/4dkD3XYp76/v5+9v4PfbJPte6V+9T2OXaWcd7HR0fzP+v1b4uru97RFqUvM1/Td4Yuf7XRRdwyTd0WnLhzZf/dx9H302yEldf8PoXwMWvZhqo9djAGey8vPkoSwkjDgMCh9H4Z1HX1KkJ9qw5NqJOgO9FjB+Bl/zqC9g4eZOco2DUY9WTv6bHi6Prk+jJ95ksFuG273wdetzLrrlAyK8JvfMeBgrvvPvRkwdr0OtPm72+/4nGOdYMj8dtbcjooDvhnQ8bMZ4KT+XPXpiTwyaDmW+Z1nPd8S4FqmFovFDGDyezdP4acDoq43++7foCN5lomIDCa7D2kUp35ovDvD3fHXc7mbO5TkjZMlBi6phL2DBJlyUDINP7xNYDLSLZZT66EOsBgseXyzXui1A2sAn/JoBypXOfP7aPUDv8FjAApOADx18LpLnJhv+YJsjwO/WSLMB8/P1M1u20k3r9zm+B9ky/c5yUHpdl8wrxys7nZ10G6nUzyP3A6yh8OADmY1kndksPX8b/7Nv1lVVb/61a9mjqydamjwqqjFYjGBd8u9V0DZWUi5s/Oy3c5fcoje9DFK9N+7buBDBti9Iw7nNQMBqcvstKb+SFnu9GW3C8/zwPMy9aqLEyBpU12yLx1dvkbJwGU6R13gwf3B+bB+dxICOvxs0ub58FJeyo+xHOrPPHWf8a7v7/C/70n81uEN2z3qsP5JXZHPe+5m2/7d7x3KvhindnjImKP7zf3vfsv/nU50sd00P7okgnFhV6zvTJ+xxb5Egh1745zE+tkPt2Ub4d897k4O587T5F+X5Nn33XjIMmf8bpo7+5R97dpMei33tinmnfti/2wfP7nmMTFeTx4bxxvfjXBwykOnHzp+mAeu2/VYHhNT5rxF3kk++D0CppkjlIxHvSKfAjbkHQ6LxWJaxEJyAozgnQ/QAGb07gtoXy6XdXR0NF13oX54w/FOxBrAvh5/xhFsTDAeviDPftZHUnH0MrR7sZ77yIukaZcdDymXHm8fxfTdd9/NVuKTWGCefvHFF1N/1uv1lCCAn/SHHQjUfXp6Wm/fvp2OvfJRsfbPKCRerOc3m92RVrZhXIcujj3KuuizY0TWhdZfKWP4NbQNn52AYBdILm7kWs6F1A/Q4ndjpH407nefRzaVeq2PR9ie0sUSeC7jB7mDwjjBeCHxvXnRfXdShzHhKDIvQnrOe9722dV9155T0r791Mrn6lfawtT9+8pn2wmRE7cz2IfUse/eQ+sZPeNJ1IEWBzOs/PL+/J3PCbAMEjtgB03OsCbdCTb38Yh2HCTgtw5g005m8LnHRsGB+Qxcj1a9JJhxP03XvvHp+GYwnWCxG5us2/V4YnUKy0DQwKhzEgAQBsi06wChDYDrq9qdvZlOUgbrPd4ohS6ZYKPjPnTBbPPCxswgK50LVjekw+HgVB5J5PHBwHE/xj6diFxV3jlQHmvLIvV4O24W2rYTmX0y76t2795wwsYBPNdrvtFnt5PBywRjnifb7W4XCbzz+HQ88bNe6eb2ciVV6ppOFznIQd30K+cR/TF/KA5SZ5LGz+aY8LuTNUdHR49eYm556Rx/B5uzDwaYGcBwvzMA677n2PGMt0mnzrcMpS70OzQ83jh3uVpquVzWdrtbHeXAwJs3b+qLL76or7/+uk2Ypk2zHVitVtPq/5OTk5kTZBlKXcyYkFBCl1gWnbyww0rfE5jb3lnXw4+UA/PaY+xxpc6cG57D2+12lkxJfnW/pZNNO4y1j7rrcEEGMrqkhueqHWTb7E5WO6fHjoYxAPXbFmV/k86qmjlsL+Wl/BjL3/t7f6+++eab+pM/+ZNHesXFc7jDKt3vVY+TEakH/Je4smqOgT3neT7bdH0dLd112jNe3Fc6TJC+WCY+kx/Jl9Sh3OMAvPU1vMm20h9xu7b9HW3uX9KZfc/f835jpw6np031f+OTzs50tKQPkr6U70+6E3P68yjIto9/7l8+M5JZ9zUTOIk1MymX/e98/Zwz/I18tMQJlkWuZ+Iwx9I0uz7bXQdNLTvZf/MkcQ3+FnM4ecEqcc+dqh0egB70S5eEZAW6cRPYxvjaJwAkngYPsQiI95gljgdLGjtxhBM47ejoaEp0VNX07jev4AbHctQRtDrwBr/Alhlcp++0abx7cnJS5+fns2QBPq7HgfckeJcBPjW7j6H/+Pi4VqtVfffdd7XZ7F5mbX5eXl5OY7Tdbuv8/HziqfEh9MBrL/LyO9y8i4Q/J0nYmezd0T6yijEnQeJFW7ng1HoPn+Pi4qIWi93OGNqvmic/TY99tpG9Qh7slyQNYF7v1nF7lnnP85EdTZ1n+bcOsp5GD6VdSv+js5lP2XpKh+NJsjk5xV/SnfR39uhTlNSl+3DY5yzfZ9sfo7x7967+9t/+2/X27duD7n/vJMS+wcrBTGf6kIF+CsR14PND+mCF0Rn8BCAGWNnH7G8XKD8E4ENXAhESCTlhDZ46nrlNJ1Q6cJT98Hev6vezKJlUsBgQbz8kKJN97RIMKFE/Y1qSBx4vDImDvQ4+pcL22BrQVe1ecurxSvBEySCQP0N3rhrnc64m5pqNmMcRegEa0OH7qa+jjz7kajTadJLE7RuYHh0dzQKZVTWdEZr8zdIljdz/DGZV7VbMsOIks64Gbw46L2oeFHNA2bsxRrrJAMb3eC4a7Hh8u0SPnzd4MWhwALMz0vDLznQ62N18NU2pX3J8LBsJ4pL+jr68Zl3nRIv/4KNX0nS2xUmcTPZQv3VplnwvSefk+0V8mQTD+fE8zHHyfOsCGVngs8eTep2gyvG3DXNQ2DYonUL6lLtf+Hx/f1+vX7+ut2/fTg4Cbfkl06wMs230WOBs8DsJDztRfPbqJ3htG+I24Gvqhm7s/XvKS84Dt8H5scjL7e3tbJ6bv9wH7fkibtshy6OTJPQXeUodaDn1NY9fOj4pX8inHTvsuLGNeZf4zXLWrXDynIdH1JfYKQNE0JnY5UOKxzZ/eykv5WOWv/N3/k79+Z//ef3pn/7pZMOssw4paTOr9h89Q+nmazr9GXzofAc/l35EN9dzvvId34DjPlw3Oiz1QtXjY/BGdNH+U7x0/ZngTLtvH6ILdHVYzHbaY+Znzbt945h+QdrxDlt0z6YNpJ7OfpiuTkeOZMCyREkejHR58tGyCX3GJMmXEf+g1/yxz+L27WumHwxvEit3vLSdh17jleQDuM19S/lMzGuaXDo81LWd8uz/OQfMC7Bl1W5nk1c6mw6veqZ+YwVKLlwgsAtvko71el2r1WqGjxizTBpAN/Tw3jKP8+Xl5fQOM3ZT8KyTVvhglrf8TkKAlykvFg/HkXK8UAbk4RWYl7Fi94CTNuxEcIzFOPLs7OxRsHmxeEhS+D7ogJf2L0jG4N+x84QdD3d3d3V1dTXh3ardOzA6HYTe9y6UqsfvqfS9KY8eA95dwdFQjgl5TjGe7LixLORixZxnXvxiveA5mJgcWnI+jvTnyJbxP/Vk8imfN+5P25rzv7N77oPjBemb+LlO75o2Jx98PFfnIyTdI/68L07vdOcPtfwYaBwV5st2u62/9bf+Vv31v/7XD3ruvZMQHbP2MTDBVwLgfW2MwG537RC6E2ilsuF3r24cKRE7152D4frS2KST0PV7BLITDGZ/XFKZZBvdfV0fss8842tdEqdqB3CdNHCAjGcdHPWYOAFhZyUDuQnsfA+ffd1AzTyHngzeQrd5kQbLytrj7iCZA6q+3wEsg0HzEjnLZ902K8Yz+GZnxkHXlDMD7W47oWlx8IyXz3rsMpkCqMkx8grm5Dd0ZKDSQU3zwSsaqmp3/I7qtwwnHzPAnvzLBJLHyrLpvmfQOFcWeZ51Osrfkx7PXYMuF69iydXonne56t9jbqfCyZR9KwSzjAILnneLxW7FCrR5HnqcqG+UtPPcnt5nonaPjo4erVByu7mKE5n3C6otp77XOhwHJetLXjsA78A1W6OdOHP/7Fz5d9qF53Ym6Sdt2D4B4N+9e1evX7+uv/E3/ka9e/eufv3rX0/P+d0dtA8vcRLzBXaWQb8bx4F16rBjapvgd4V4vKyvbW88vyx3tv98ZhzoWwb9LHd2qLyTiv+WZdPT1WnZziRiOjgkCiyDHhPrbWMeSuqfDrd0uKSjIxMQyeuurtRp7n86Tvxmujq98lJeyg+p/Ot//a+rajdvDklAdM74yPfIa529N1ZM+2bbZD3Rzducd10gwyXnro9atH0yzvT9acdTx3WYrfOXOp65nQ4jmAfGyk/5W9aPnR/W2Z6kJ/vOc933pCPv7XBM1uUCrkh/x+105RC/scOpnVwbC4zGLrFy9j8T5ZRMxpiOlD/jgpyH2WfLcGJz/mdQ3G1nsiDn4QiXUp9xffLfizjMh+xDRxv3giWMZdgB0ekBMKBxIPQRlMwV5F7IQB9pl6AvOJ0guP1BFgiCyZbL5cT/29vbury8fJTsoQ+LxWJKjoItz8/PZwkrv9ei8+/hMTsZzF/6bDxuPcGCFsdGwMD0zbJh+V0ulxMfc6cJiQuSNlU1S+DAb798mbEgIWMM7EVAlr2q3QJC+oG+984S7mOO4lvAIycI2CGRmNh43mPgMXJsB/nwHPWCOu53jGikQzo9Z5+Lz8bd9rlSl1ke0/6Y3vR787rlKu/p7H1ed+Ihn9/3ueMF9zBPmZM5v0flfXH96Lnn+Asj+/q5yk/Fpzk+Pq4/+qM/qqOjo/q93/u9J+8/OAmxj0EjoeyuJ/B4zrOja4cK2ai+BJ5W9A4C+d5UiCNglM44dTjY111PBeJ6HXzpnIWuOLDowHO24YBygqkMtlc9Dgwmn70VDT5i2HPFkJM0HgfTPgrIJ99tqG0oqT+D1q4/xzn577pt8DonwzyEtsyi23lJmjw22U+vSHamOo8VSnnyOGYypjPy7hufM+BqENOtyrfBdSDW4z3ahVS1AymLxWJaWeyz2TsAnuP8mwonQOtAfCZsNptNFf2ruTx7h0PqNidTrDOShx47JzsNNOGNx9iy4jnseZtAPmWKHTMd4Kmqlh4HzrNeg7jOqbf+SB3o+ZCy6efhqRMfHRCl+IxZl3yue9b6HQDVOQDdPIEX8Nfn7nrM/RK0DBan7vF3bw23LrTzyvh6R9V2u3u5HHPIAXZ2AG238+QDbR4dPZwv+1f/6l+tu7u76exa97FLrKV8sUoJHvhZB9Atw14BxjZrz2ufyepdOsxjr4yD/+hIJwUcJPM8QY4I+kOrt42nPbFtT/2cetzPed4YI6R8pD20LjA2YKeYbQ4l7Xs6IrZRmTizXFpWbY87m+dn+C1xANcYDxff9yGg/acC+F/KD7fYVjwlr6kHPL9H2DLrS8xkLMO8dKCOexKf+Pks3Xy0Xe9o4DMJ9G5Xp9vtbHv3vcP9XHcwrvOj8hlf63Tz6FkH+F2MgbON7Mu+4nbor3Ws6/d90JDXrTtTj3ay2un7vD/5k/dlnXkv/7HhVY/9vC6ZbnuV/nAGgkdjeYgdMA9ty43Pk9bu2fS7k19py01r2n/3jXvcJ2MP88e8dDvWCa6LecRK++12O0sCVO38TYKO9/cPZ+1zHIvxLYsJ4ZmPXTo5OZmOEKraBcMtq8ajx8fHE5YE3xJk9zGmXtzGi5vtn7JqO3fun56e1uXl5YTnkvcpF3zHR6yqWTLGf8aSJG0I0oJPvSM133PnwC59Oz8/n17szD0kfN69e3jp9c3NzbSAD/xv+j3G19fX07Pscj49Pa3lcjnVDR3mG/daDv2uC8aBviAnli3ksKqmd1JYZtx/7rWvap+A67njHd55QVbOWeaAfVX7B/gXI5udfn/qCuunkb19yi53ttYl9Uz20+Oe/1POu/ZdP+Pg94M44dQtkBzR3bXxPqV79oeI/z/Up/mhlO12W2dnZ4/m1ag8OwmxT8j33Z/ApgOPT7V1CCh+bvEkdPsZlKyqmeEdgVoDEAxNB/R9T9d/K66Ol5kk8bOj+njWjn8qHAc+/GyOn4EMitw7FXwfRs9K3IG9qnmCwA6ElTc0UGeuwPSYwtvsv4Ocro8+OriXBsAG39eow+Ns2XLbydPtdjtLGmQGvjNkVY9ftIu8chRS1mfjm3JjPozkMNv2PVW7lbk+ssqy6/cjJHiDF5YhGzMK8wlQli+86mQAsCCCZ6uXE/AAmjeb3cuLtzUPmmff+WwZMe/NaweiLYOUTD6kHDiowLVuPnXgxb+bBus+9z/r8Thk3a6no8E8SrDjM0IzyE97VTV7V4HpML3mXSbAzGOXxWIxO28UGvwelU7fOqDiepEDfqMudJ/1mXmZ9FGHdxmgm3FsvLLIvEiec41546PHkJ/FYrd93POGNo6Pj+vLL7+sm5ub+vWvfz1b3eJdK3bQU1540R/1G+CnXuS309PTyTmlDss8baETc0WnnTvP05x/qdOhPenzOC0Wux07XZAfvqUOzaRH6nzzwePoZNNoXrvOET5ynzwPur77nnRc8rrr8f0eL/+W+oB2uxWH2c5LeSk/tfKUjFuvu3TzAz3XBRSwcx1Gdn3WH7YTnt/+n+3zO4G+1GkdPkh/w33PZzsdN+Jh9jFLh2tcv3Fy6uXUo0nvPrqS1yNedjYBnd/db1thP6KrP7Gb63FbI9r23WN81PHT96WdNUbvfF3X38lB2tccjxzHvCdp7XyAxCvmRd5vfAptiUe7BQw5/o5DEHB14Tm/PLjDEx2OcD+8kIXfeJGwMZQD/YzVcrl8tChls9lM7zoAN97d3U1HA/ldBg6SU6+xHtcJLt/d3U3HB43we+729WIV2uQdB94ZgF9NXRwN5DFI3ORAP3jPcRO/74z2PW/9fgv7rPxn3FnYA+84EvXm5mY6Iopxo9+8i4JEzvHx8XRsFPXje+O7gMV5D8bZ2dns3Rpe+GR5Ne9Xq1Xd3NzU9fX15Gc4YdQtZrH+MPb3gjR4St/fvXtXNzc3kz/d4WrPhaqaklNVNVvJj0yxmCkXk5EIs06AVi/C9fXOdu3TRyM7kvGiTvdat3d2PUuH8Ttd0dEGTSTCvIDMxzExXq47+/a5ylP8+Jzlx+TnHIpVnyrPOo6pM877Ghrdv2/S5HPPufY+wjQCpvyWSsx0GDAZEPlZJlsmEzLznO0axHSBAgd634cvXTuuz3QlnW6T5zD8GUDlc66k5mVWKGiMmZV38ibBrH/nWd/n8fGxFRiprCd5ngA+lSUG1wETxtqZe9Pizw4q+pr5x29dAsv0JtjL+gwCu4SRwaNlmuveIeGjUDoHlzE1z7ojZpwAYPUEW0h9jiD0OwCbuxhmsl01AyOee5YfG0HX1c2XUbLDSUaDsW7u5n1PzXWPT8qrdQt1pF7tgu/QZyDFWFjGsh07PZ7LbtP9SXDi+3z2JzQy1oxJjpl5NgrgZ52m3/NqxuPtdtJF8CFXPXXJjgR0/LdjQb/hOyu4uE4Q3uPl+ePkmXWox8Z6Z7GYb/s3XZ6D8Bgng3pynHnXhdvEWTk+Pq7r6+tppVUmZ6gLXYGzsVwuJzCPk5bJRDtxFO/ocN82m02t1+tpS7nlBp55riD/lln/bofI9XBvOpLIjHUm9XkVIOOCnbOcui/Wu9bNOc+su1y4xlZ4y1bO7W6eug3oSJnaTZ3dZ+jJkjips2/MDxw8r/rLdl7KS/ltKZ1fsu/3qsdz0kkIrnsOJq7s6u4c45zT/GadZn2x3e524pnO1ibX3D9J38Q0ZH2Jt1xfYuKsr7OB7ueoLmjraOj42QXjs188m2PV6dIOd9kuWdc6MZHP5n/bsiz7fhvJZ9df92Xkd2UdXMdXNE5LGzWShxFu7WzOaPxzLLp5ZFtqn8sYkfs8Fz0nsn2K5cGB38Ql3fx0nRnI5DfaqJrvJjDOg/8Er71ILHc4Ur99R3QUL5KmLh/Z5GA6+gyM47HyanovZKx6wI8XFxezoyq5lwAzeDR35FTtgtLgaF7oDM03NzdTMoVV/8vlclpwk/PIiYGME1U9rP43n7fb7Wzxjnnq2IZ9DPOW9zvAX+8MXiwWE63eUQwOs492eXlZ19fXdX5+Xufn55PPnvPKlAvXAAEAAElEQVTQiw59HFdVTX4Fuz2gmaSEfSYvMoVH9J96kX/qIeCdixqp28kS5Of09HQm5/g4tHd6ejrjqzE+8sXYIUPU73jAUyX1T87f1Nu+13ZlZF9SV/p32xrLj+no9GviAGN46vAuiBFNn6t0unQfpvrcpcNbP7TyMel7r3dCPCU0I2PP9wRNz22zc5wPoctlBLarHm+BTgCCssmAhwNZBhkONLkN2jRg6GjM3zuw5i2PT/FhBMZtBHNlq3nkICD3eOtgB2hQ6GSPzVsbf7djELHZbKYAkQECQRIr1+xLgif65EBPbuuz4RwBVYOLlB0+Lxa7oGsHXLnfvDQt/iNA6i2LtG3ZSzDr4J1Xl1TVDHB5nBkXyxd9pZ0M8LldBxDtmAIOoIlnfK58Gjm+O3gOrzpnsjQHTYeLAbsNr/nU3W9nadR+Gn/rDJ41L6mToKX7nbJrIGVHxQmhTCzxXIJry07qggQznsupD0c6vkvauG3rsZRT2vKYWPbNm3yhWQKjlLXUj9xjveDkkleBuW8GxNBrx8vjPJpzLmkHaMNHOjlJ43mR42E9SF3IgLd6A7bpm1erHh0dzcA5YP3LL7+c6ry6upraw2YA2C0vbOUGnOcY2aGqqmnbPE7Xcrmc7EbV7gxhO9WbzWZqw7JjW2CeMN9MTzoMlgM/a55TN8965ZhlJuXNzpZ5lY6T6XIfMqDgccsdV64/7U4XOLQOS+fJts5OWOfEuI4MrHgno+dq6uSPAXj3AfvUX91zn9tReik/nXIIHvd8S7t96LOpb7CNxseeV7l62vSm3FsP7JtLXX95brVa1e3t7Sw5OppzaTOtczqd9FQxTYlzkgZjhW6nddrf1O0j/JO+QiaHXFxntmVeGENlX9PupWyZzx0P0h/w74kB/bnrU4cluzqNS42h7GcY+5ov2KBusYjpS9lz+97B2fUt8Ury1XX6t8TnPlLSOC4XTIxocN/Sh8zdD+6vxzr5bmzF95wnHpv0sQksV+2Oz/UChm41P9iW3RFgAOMjdsKSCKA+H/diHkILwdDRC6x53i8y9jFC0Ixc8Dxj52OBOQrq5uZmCqbzd319PcltYi6C52DxqprqzvFfLB52KjsRc3d3V5eXl/XmzZsphsL4kHSwr+G2rq+vp7q8MzpXrNvvgCaSLbSDvLArYLF4SGwQb3B8jBjAmzdvpnE9OTmZ+TmWOcumZdnxNRJJXhBKgsNHw7BjxDs2rM8YWy905I92HYeyfnEMhuJ4TBb35VCbln6I6/E9qX/8W/rVHVZ3Pf7depX+5dj4KCbkyM+6H/uw96cqafO/Dxp+G8qhPtPBSQgbnn0AsjPSSVQ+1wlE99w+h/BDnETo9fEXVfNVtFaMFAcS3Y8OTHWAkaCylZb5l0GDBGfZbtXjs0nNNz7nilrf4wB4FhskFIyzxQY0vp/6vfrXxt1Ax8EMOws+kiTBYBckSfDqcfE2PnhmMOfxNTAz+Oc6fSdY1zlqHvvcCkpfbOS8Ysayz9glmHcQzAYzZSVlkfocrPI9HhOKDT/Jpw70e677DE6vjLaBp96Uv1zh46Cqg7SZwMoAdyHr28cr+fc5pK7TspbjZdmyXrD8pJOTbRmweAy517LCZ6+kMR9TRwDIOz3G9zyKDN64jnQWaQsZAmym85Mgh/oBKw7cGrR4NTl0QIODKek4AYY8rjN9Sf9/87uDqeZPBgrskGTdmbzwvGNs7CjaoXIf7YylgzXSs8vlcqJ39A4Aj+nJycnkLMFn7kGXcZ0EIcme5XJZv/jFLyZeXF1dTStfuMfzhJVPXE95hRbLTlXNzg/uggqer7TrHQAUr4ryC/ngl+0wn32+cZdMs1wyHui2DGR4KzvOErxJ20Tpfs8kRYc/cq6lDeL3TAggF+mg+NnUzenkeG7k88iv6YbH5rXn6VNO2Yc4D/t0PeXFKXkpn6vsw9ueb6P7sg7mRgbRR76ZnzH+7p6zDvZz/m6auW675AUnxgqpp6rmR9h0POl4mLhpdG/iLBfr0y6A0t3vPndt51jat8sAj+112jzuz8BuyofvT1uxry+jezz2tjVd29nWSI47ne92Mqg3et502S7b5/NfYtSsIzHjSM4TD+d9vgfZd988znxPHJ42Hl7ZZzXNHpf0B5NPObaeg+CaxMPZX+8i3W53K/JzAVDVbgGJee/V9N4VfX9/XxcXF9PRTjwPbmAXrI9qpV/8rdfrOj5+OHbIPgEJDtrZbh/eq8CugG+//XbWP3Y4OAkB1uTFy/Tn/v7hCCeOmWK++thXSvo/1Gs/gL7gM5hXjAu/Ox5zdHRU5+fns/evEYRn9wl8BPvDT9sByyb0Wq/bv7G+Pj8/r8XiYWcB+Bd/nTgbfFkulzNa4IX76yNZrcNdHFNijOG7j8fyvLG/krED+uv2XH9nl3k+Yzz25/yZkjY4P6dtSFud9R1ityyfWY/nqNu3bnKficdYpv3X9fVjlE63HXJ/9/shz3+qMsIwP8Qyou+59B6chFiv11NwYl9DhwhWCsA+ZuekGE2OQwW6AxM2uFYYpjXp7RQZdTtQbONrUG0g2dGewc4Efu6/AcGhvLDyMg3eypgGkPachOB512GDlAF7DA9BIQeabDgdrHed6Rg44AF9BiMeQ4NSAzlARhqUNE5dUiCVn3lmo9UF6tNJ8XiOxswrdRNMwttOFs0PG1Rvs0VeHYh1W5bndG69UtdOW662yzEy2AZ8QJfvza18Cc4zYGWA3tGQ89uB0ZxPptNjudk8nHsKuMi56iQYn52EMx3cn6DCyRYH35N3fE9g4D52uix1bsqKwZN1ne/lN+/kSB1vnnV6wwH3ERADpDtIkbuiTJvfNUFd0yox0Ua7GaTtaLD+c9/TOUwnzs6lk6Bum//oRLc3mk+my/rLzk6CYD53K6U2m4fjjQzyAe/QlJ9fvXpVv/71r6cX1rEKzrIJ3X7HS1VNq6+cvDGNjGnaTMacZ6iXhIb5ZzqgnaNBzPucqylr2+125hx6jDu8kFgFB20RsufPrhub5ORTbrfHJgD6UyY9N0yb510nT/x5RZz7l3O/c0pI5nQYxXR1mIy2PlbZp/NGxfPevH0pL+VTlZHMj+ZH50f5u21t6rvEo772lF+V17u2rUMWi8V0lrxp9/OjgE73m3Wzf0sd1AVR/NsoENQtxnLidpQQGeErt5EYj2IdaZufCeNOfz2F6cwbsFrarRHNnb6Hrn3PZF9zzNNGcU/aXmNPj1vHN/+Wfk1XLHemO21WN16+1+2kDfQ9tu/ZlnnR+YWdzfU4ZJ0UX7d8pSwlr9yu56aPuh3h8k52kjZo8LE6XHdy7ejoaJY8MPYBb242m2kXgt+1VVVTINu/swMC2pbLZb1+/XrGL+/sAGP5pc/r9frRWffcx3O54DP1LMWxD/pPvz0u+FjL5XL2Oy/kdnIXnMhOBR8nBf2MG4uIiCNst3N/nKSBMSd6xHbGcsJ4sEDKR2xZ1kkSnJ2d1c3NTS0Wi+nIKMeMiKvknKJe+wnIKTtszNMupmPe2X8xP3keOsDoniuphzv7MNL/nV5P+0r71gvIbCdr++rraBjZQyedOr2ddOSf43X7+vtSHpcO//yUysFJiL//9/9+/ff//t8nEFn1eMVL/ubSCXZVDxw7gPpUfSNH9pDiwNjIKbaBTzDAMx1ATIOTYMjKhD/f0wGC7lloOYQPDmg6MJVgzYFXioPPNj4ObmDgE1hyH6tB88xqGwe3b+PcjRdKsqoeBW4ySWTDsy+Y66DfSFZdXwJS054GOw1TJ2uMSSZjDChHMuJ6c7wcGHLd1JGG2uOcspsOHXS5Pw6cu+82pB4/t5fAttuxks6C6zBIKPgSdBvUdE6P66va7chxMNigxHzyuPA5j3ehL+kU+lkntdK5sF7I+ZPgn99NY+oyfksnx2A0ZSadG4DjyEk1vYx9BlA9B1wst9Zf9M/9yaSJ29cPs7linnCvV3fnPM7gToJQ8zL7nvyl3dvb20dykruccnzZ5cK44LQlr5A15gZ8d1+QfycOPI+ZA+fn57MxvLm5qar5ilfqYxGDnSHrSc9pxoEExXa7nSUvoA3nC3lmDGnLiU6cKOyP5YYAvhMv1lM5Lzsbm8kFZIb3XbjeLgDgMeaadbHl1gkexjFxQRYflzjCCYkxuvmdc8xzAZvreWk+5xzz3LKs7LONn7J0bS0Wi7q4uKi/+3f/7mej46X8tMpTmDzttJ/L30bYxHM68aKDAOnDUJ/rTDzR+TS+P+1R1zfoIEjo1dWpy0b1pm1Nu/5cfZFY3v/Tt7KvkZjJ9yU+y8UKo7pzDKvm+CX/jN9G9iTHOvvS+Y1JS5aujUwGmS+uH550/M+kQbZlWUh7+Jz+5/h0ttD3+X/Hx44vHT9zzuZ8cz87PyvlzvPTdjvHz4t0PJ87fJ9j1Ml01XwnAp+NEUf0Yv9ZAOLdKdYTVTWLDZiGXDSBLtlsNrPdtrzTwO8moB6/g4yEwZs3b6adErx/YrF42PV7fX1dq9VqCtAbS9HOer1+9K5Cj4PHymMAJja2p07wKO9zYHGS+cD9tOFjvrxbAtr5AyNDI3G91Wo18dFzDv/CcZH7+/tZkmR0TDRHsTJeJHeoj3fLQSOLU/Ebcm5Ydt02309PT+vs7KwuLi4mH8fvnkCu/F5SaHNsiIQPMkUyK4/PcrFvYh1L6fRE+p2eP44NeD6azk7/pi7gN8/RjMnsqyvtXM5tz8/cRWMMYtrS7+3KUzZoH38PrXNffR9ansJ+Izo+p9/znDKyeR9SDk5C5Iq4LkBEGTGw68A+8PDccsiAj657kuSEJ3vL86kMvFIxgwjOzKbxN/imbiufnPj76K/aKcCuz8l7lGsCBq+gdcDRz1sWHGw3vVn3/f39LOPt57xil9UJ0AhNTpZ4K6dBi/nm9h3csWL2mHKfeeRrI6C63c6PGMrnq3aBQAeq4Z1lym2mMWd8E4RZphL8GER47Gx0EqAl/a7HhtV9sCFNvlU9dpwJZPLZdCbdAACKjbznbCY/KPkb4255ot7kp4vBSgJL02pQ6D66wLsMbifvE6ibB+nc5NjTTsq99VHqmwxwd45q0kXbXT94zg5QB4JGq4xNk/vhtrrAZyZjUn92QZwMgNsxyP5n0shj7j47iOsgq8/KtbzDGycKXZ/5fnR0NIHg4+PjWdLBepW6c+dCJsvsUDiAzEqWpIH7zs/PZ+CZre/r9XqWcMCenJ6eTvd4DtlJ8v12JnMVleeYZd8yg75At+fKfDsAXRIvd55BF7zJeUICKJMSJN67YAufvSLQK7A6PWPdkrvQoCPnouc315wE6ErinZRnz2XPHXibOsV6OttN3W9ak+5PWTod1u0YeSkv5XOUzq6O7svgAPamw/GdP+dEwD7c2/kOOXdTJxG4SXufmLXra2LEtOFZrMNHbSUP9vUhy1PPcw/2IRdEuQ3/xud9mNx2q+rxEZJuu/MB7COln5k+krF/8tFtWSY6/Zl4uavHvxmHd8mwLgmW7Y18N8tQR+9T9B1aRj5UzkOXTm65f5Sg973ph6ccdHMysXv6A/k8SQcCjugYBxVzDP0uwuR5zqXO7wEXG+twP4kBMC4B78ViMR3vc319Xaenp3V/f19XV1dTIuTo6KiWy+X0/gKOdzK2NEZi8eR6va6bm5upT7lIKP0I76Sg3VevXk0LbTwm6V8dHx9P7zVInwx8vFgspndnpB4lqM/YEWz3uxyg277Lq1evpp0fVTV7+biTPbYd9M+y6x0QlhdkmmTD0dHR1E9o5x0YyBs+gmXJuoCE0uvXr6ed2ev1ekoS2Wf0DhZ0Yc4rfk8/ZTQPqd9ybZnv7EbOGZeRbstr3Wffl3GWxOEjehifzkdgzM07v8AdnyDfD5M4/znlOfh/dO+heOpjlA+xH78t5eAkxH/7b/9t9qJayvsyOZ3bkdN5yPf3bT+/e2I66NgFozIo6Wv53fe4DyOFwvU0OAkIO+PdBWPdVqd4MjDiAG8axKpdcBPjaiPm9g2oMHg+X9z9Nk8NZtOYcm+ulCcJwf0oPB/jYQNLcM3AIQGcwYTHweNisNUlbbr74D88AuRQ0gmEVtfn4A5jst3u3qnh8WNMzS+3a9Bpvtt5zb5jeNye5cpjn20DIjI77sAegdUcf4+LgXRXktf5u+c1xXN+ur/qEW9w1k0//OnAOO12jprnHrz2eHd6wI5ZOmnmV9br8zv9jgj6YHnpdH2n+z3eDjyah3Z2vAvGv6fz4nsNEO2AG9B3NsJBFdOiGx/Jnvtq/lqvQXfuVEJ2rXNZJZbJCNr1fPc9rjsThn4Bm3VXyoJBNKDQDpPHzTTaOXJ/XBfbuY+OHs7Hffv2bR0fH0/OmXcYocc8XiRSvMvBTgUAFv5RvPXaNih3qLB6ycF/dkpYNq1XMuDPeEOX9RM8cfLE47VYPLyoz3V0Ntq04GhZj1jO05FIO5460ePW3Wc58fxLHcN/+mX5ydW+mcxJ/ZbzPcc9r7mkDnqf8hR2dBubzcNKvf/6X//rB7X5Ul7KoeVDfJu0gQ4Upu7wXLeNcR2enyMskDZz1A8HJEZz24Hx9JFG/XR/u5J4fYQXuZ79QC9ZH2afsUXm1yjBOvrN9iZp6fzHHGtodF9znNwX9Hdn8ywXHZ22EV3CpKOzG7PEiFlPPmP6+G9afc9IjrOOrt4syaNREixxejdH9s3vbpGZn+vkwTzw56p50mOEF1MfcE8uzLRcGnuYTtfjhZn2t70oj4IcOujtvrk4SN2dVGAawKA8c3d3V69fv55erHx/f19nZ2fTLgOC3n7XIQtIOJ6IWEPukOBoXjCtxyN9P3YHkDBxP7rTCK6urmY7Gew78C4F74ZGjngxc9Xc714sFlOf2REAzYytj2/iKD3Tlgt6cueuZdp+WAa14Sl1Osmw2ewSP9xrmbEvU/Wwe/ri4mJa6Jo6JeXQ+Nj2kvpdPGeQCfvpjoX4aOyU5REGH5XUb/Chi/Uldu5wvGND/p64PP/M/4xJcC0TO677h1Q+1I/4GH6Iy8es61OWtG/+7X3LwUkIB4D3gYosCWI7IDYCmvtKV9f7gndPPq/6TDCc32nPjnk67A6MOIMKvZ6gI2BBcTA3HQj3P3lpOlHCGaToghed0suAuMGsgzn88TsG7+joaHachMGEj7rBADiAmPw0MDIdDhT5movBGXTmBDNo6ALZVuKWowRsHhcDAferA9cJPC0DDgbCM+9iMRDJQGcG31O+LQemi2BjzgW/vyHnczpm5g/j6fscsAQs+OxOP5+GIOXecyVLOj9e3ZzHm1Q4PNTprb52yPY5OdRtuhy0c58sRx5HDL3pdPupH5APB/8J7OZOArdr2c3AuPtnYAYtBpOdE2RaPF75Z+BH/wz2rKcT8FgHT++CqMd2IvsEzU5k2jHJuQvPrbNNsx26ThbtOHjFpIM1/s3ykNfNC48p39nmzZzKo5GQL9smOxFeqcTqJBwV+GFnyPrk/v5+cvyg1S/vQ04ZD5ITpoHfcR55kZ7nXqe/uy3CqTvgB7rSsmX5515fM888j6x3vSPDOxEtm53sui7/nknGDgeYBq51+C2dx7RD3S4Hrlv+TQuyhFyx5d7jknQkFuxw3oeUQ+pym3awX8pL+RQlccIIP3T4pvvMd+oiCWE/x21Z3v3cyC/rrmedtvH8TiCL1ZIOLHVYafS9419HZ/IlbXzW7b6kzrNtHz1jnWm6EucZY6Qdcr2dns4xN0ZK2Rnhq8Qq5s8In0B/2tYuGN/VccgY5zj6t33ymXYr7+n4ljRlnaPx5t70k7uxyvb8PevNAGAnE/b5cvFL+snGw0lzN+9Nu7Fr9oExtx8IJk0sCEbiGn0Ax9gXNsakrTwqFB4Z53GvdwkYI3nxx3a7nYLU2+3DOw+8O4E6OaYIHOsFF+Bb+sp7Ic7OzmZ0pswa59GOdyXDG/pDwJ9nvEvZ+onkx3a7rdVqNeOhj6MCA/vF1rw/zTsaqNexFu7vfuea9QL0eTENMR/+0md+Cmf5fbSWR54hkUT9iZvZBeN4iWMpxvTQbLools98yXXe2+ke24LEwb6n0wGdTuv0ov/8XNKWOoF5mOPo+7r+8J2Xn2ecMX1fJ6H26bsfevlYdP8Y+/4xy8FJiKp+hUF3fV95Dlg8pJ5D7n2qPQdbcqKmkumAZoIl/88+JfDJ5/g9DVj+nv3oQHXe47oSWGZgnHoc5Deo4ZoVeQJSJ64SJPAbfeKaA0DmATTAJweAEoh7XLqAu+nLNiiZ7MggPm3mKmYHoDCG3biZr8lP6sv27bBgfLvxz2CtwYsTEh34SbnFILsNr/oySBnJpp817wiMun+AHfrXybWNoutzeeTcBW0O9nbj6frSEKcecOA3gbz/uz6DBo8NbaccGMBCg/nXAQzPIR/vYwDk4C19fJSEqTlosc7I/lr+XSd9NhixzuE+65KcU9yXbTCeps33Il/tsU+Sd1a2wFeAmUvnDGU7pt1zmG3MTgBBvxO0XonT6czUddDNy9xyPmw287NV4Q1zNt8Rk44OyQCvoLJ+yUQHRy7RTydTeFcD84VguoEr9eQKe89NeITzR3IIx80AF0eMeq0XvZMvbXzqYK7njj07aKnX4V321+1DG8+nbU770zkX/uscG9/velNvWu7SOcv39lhHZIAz9UU6QmlfrRveF9MdWlJfju7pPr+Ul3Josc2zPRzJ06Fynz7GaL5zb861bCv1CcX3GlN2dIz6kNgJHZjv4OmeHWERt71vbqY/4O8eh25MOj21rx2KdaavdwGnpMWYMtvs9GQGWF1PhzH3jVU+4351/LeN6vyrrCtx7lN1mhembyTzvi/tt+lxf7q+uo5uzozGupOf0RjSR+5LGbPP5frzt+RLzjXqznaNa80f2nbdI38U3MO9aeeNDzuemQfGN6bbi3/sr3CPdQq4j4UePnHBize8GAWcuNk87MBYrVZVVdPnu7u7aRcBAW4SEA64OsnrcXafvFPWvCcBkjLnMckTSMxbaLm4uJhhNHSnE1f004vD4JPfycAzp6enUz34y7SXetXj6ISJF+3QNvdU7RbjeNGacbrfLcg4Z1zAiTnLWdXjHePG/PwG1sUPYsw5lstzZLPZTMlz5oDjB/YPnsLh3e9ppywHnuujks8l7VkyuZBzLOvIYnqdeHBM1QuX99H7MXH2ofb6c5cRvkqaRrbph1RGND/Xfzs4CWGnsiNi1PBTDGQAUHzP7cAhDuVTxcY7QYuD7Bn8yeBYBzp8nzPzCZT4rQvmJ386oGegmcom66NOFL37ZZDLPQ4i8UwHwNwvjJv54/8YPNPuvnc88Dh1QWKeI5htmgwKTHMGfvhtpBj8vGl1gNoBXwecAJsZqDJ9nmMdaLZj5jHyCmYHUSnInoFh5xDYAchV8hiVdGgM8pJmj6Xlw7xIOQJ4+B6v5Le87TNu5oM1RMpDN2dzDpnfqW8MgAxMRs8n0Pcfv6Ue8jjSBgHrdOapA9k2qINfea6l6bKuy7FOYJW0dvdQr1endHz3y8q6gHJVPeIztHtrsEuuXM+5sa0dEM2zRhP4W79utw8rpdhR4J1cbI12sT7KZHfqLIM584/+AcSddKE+vxyOMbHDxTikM+e5B43pWFbV5ITZ2cBBY1s4K6xy9fzt7e30Ujr45qSME7bHxw/bzHFCrX8oOFWpi3N+397etjbQ9gZa0KO2cVU1243F/R4Ly5u3JFt+DMzNl86JdTvGBv7e6Q7f43GzPDvJlKDYOChxUToktOtr1p+ZgPf8yQUN8MGrsfjd/5/Ck4eUkR5/KS/lY5bE0vx2SNknm/twaVePA3mZpM66Opzjue7vvn9fP2y/Cd5hOztMPuprp9OSrq4uY2rrvg73cU8+5/f1uI3EzvYXE8unXbb+TLpNr/mcOr8bq+yfbUKODbQl3rW8ZgIl8SDt2a/xd9sVt5vt2D51Y53j09nF5Ll56Tq7ObSPj924j+SN+9O+mZaune431+l2vIiKeju/2PdbH3WLBjpc6f5Uzd9vaJoIfhv/uM7sE2MGTgaLdXJIPZ3sG0OZdxkIp11W1EMfn4+Pj6cXQHt84YOTG6vValrUY0zjRRqm00FvCs/ZJ2JMeHemdYBx8GKxmHYkkxS4v7+f6Ee/ur/evQHmvru7q+VyOdtlYB+jqh7ha3ZOGMP6uFQv6oGPllX7oCxIYscJ99tX4pgm024/1X6L/Tv4vt0++B30wzrDMgcNxvnc6+NczYvUSVn/UzoBeeX/yL7mbzl3/T1tUqdfkLuRLvKzXSws9aHnsnHGyId0+VQ4/GP6C99X+SHTPuJv2vxDysFJiC6L9pzyocKWoHIEJN+nDYO1qsfB4a4tJqiNNSUTDQmWR/1JsIfC5bMnfqdwfG1fMVDz9874ct0ArwPB9BullMKYQpvgNoOd6TQ4KNo5UA6q5v9U5B1/7Jy47dH9WbedKehfLOarRTCS5pl5mLxJOtx2yqQdIICknQPzkWCbgZDbdxDIAXMbm+R30u7foRNQQLLEDhb/vTK4M555HI0D5jmeBqp5jdLJVs5V00gx6AJoOUFjXiR48HhAi492MlDzvTb4/s6YpXPWreJLAOE6MxmZCSr3LVdLWP66urwawnMs+ez5ZkfBctDxIleUMzaWxy4QDe/9cnlWtttJcGLEMrDZbGq5XM7oRh46m8H/TgbcX/PRvPFzFG93dRv5m9/FQ/353YEh89J6LIPEDtpfXFzMxohkBHLtQLx3QdjWkRCy8+ozb8/Pz6e+e3eEj/ewI4VDyjZ7J7iQWeZfbhunrtxK7zG1A97da3pI2FiG4D99TtuYmMC7KewkQL/r7uZ+2m0HMDyfM6jR2QgHGM0T28FMLHTFdXXtPrfkOPHbIfUdet9LeSmHlJHdoXhedPawKyO74rqYQ05CdMFHnk2bnW09hYus7zrshj3wESCJsRMP5+/7eDe65rqSV+7r6Hvy1SXHIXWu60xs5Do632fUJ2OGbjx8T+KJjjeUxBXdGPpZ34fNcrtJQ9fXrn9doshtd33Jce3kJ2no+pkr8nk+EyPJi2yvo53PXSJgxNO0pb6edfuZDB7arptG+tZh+xH/rM+MO+7u7qYjjrLNXICXPPX94AWvuDeeWywWs+OgCMB7HGjv/v5+Oqbo6OhoWgTjeWjMBk0spOGl1sYwvKPg5uZmegYavADF422MCI/ZeWE9jZ8MVuW666ENjiDiWbA0/QXf+qhQj+X9/cP70ZbLZZ2dnU11+10Q6T/5XXE5F/kMHU4EMS7w33jfOxvsC7l0eC53YqcPCi8tp55DyJQTXJ4jXPfcMIbHP+LZbuFr9iFL6pTUZfRrZJM7fej2Eg+M8ESXMOiwffbNc9aLyXy8V1ePafxtwtldX38K/ffcybjGU+XgJERnjD7WM/tA3lN15//3KQnsRqsA+JwKMxUdnykYhHw+lV4WgwI/O7q3Az30LxVYtgsQyZeA8rz5lErbStQrQ00nirxT7FZovq/jhflsw5JBdhsg98MJEuhKHo7451XVDj6bp2kUMsCTjoiD0FW77Ynmea62dSIBw5croKt2gcM07PDAq+IBDYxPOh8O1kEjPM/dEuab5Qvafc1ByKpqX0BlUGkeAmoyaJVy0gGaTv48bik73c4Nr/owqLIsmCedbGc/vCokeWpQCc2ZeBgVj1N+N9AcHX/QOVgej3QougSe9Ze3WrtOngXMeFs19VE39xA473ZDWB846TbiDXrafLdjxLzrdGC2x7PQ3OkHy463PdM3y7YTTR4LP+udDKnPHGRCvk2X++pzYi1X/i3rQDecnZ1Ndb57966urq4mpyb1NLQg16vVatJHrAgz36HPAXvXnU6g5dAJBvhpxwU5c92WIycXLIc+PsvBeRIj1HV6ejqbr05qeR4ZV3js7ETajlhOkR3TlLgj9bqf53fPWevbdGT5vbOdvsfj3cmd78+5kzQdWj7Uwfltc5BeysctZ2dn0/tu9gULsljm01/o5te+Oqp27+mxbckAaM5v15E4xv1I7E5dmYRHB7AC14nzvIeSvk4XJO94YX1lfJN21/WMfB7bCuvCbDfpGo11+mnuU2KJpMP4h2t5b9omfgdnm77Us51uT550MmfcllhipMMTP7qkXOTYOEgI3V09iVezz10/RvbIdXR9yrHIa8arpr1r1/Slbc5+df3v5nDV40Aj1z1u/HlXBJjEsudxgC8EaI3pfTyQ7wWzgrXcH677aF4/w/c8kSF5b9/bR4+C5b0DgvZc993dXd3c3Ezf1+v1tKiG57yTI+XCutDJB44Q9dFQrmO9Xs98Rt59Bk08B7a0rDh+kztsuY8kMMcOIUP4RU4KWI66XS3WSdgI+OUXaeMXmE8+qtRY3+9483FKaf+g0zywfUv/0rELxsSxvMTC+AS+n76lDnciy75hlk7P+hqli2ekbs3fqdvPMg/8XPqnGaPy76lrXK/r8LxK33VkE1I/v5Qfb0nMUTV/f+W+8qx3QnyKcggYSKB6SJ2HAPSRI+2AKco3GdzRnMBvBDgNFDvaHNB0/aP2O3Dc8cMK0Hyg2PDZsGUSJJ+nXgyOnRnXSXFgxH0wHZ3CyxW4ydMu+cD9eaZ+jrlBg42paRvxGaDRyY9XN+RKZ4Poqj7ImPLEM14BwX1Zf86ZBKpdMNyAO5MKuYV15DTZSXDg0ODAMtEFbl2X55VXrCNn0+oE5KXmK05GY2UeQ0P2OZ814MpEGAAnHZMc0+S3+wi/DPY64JPzi8/cn84OgM48TwCfsm0Z6ehlDGnPxfcm3dzvXQYuKZf8eaWJAY7loZufTuyNxta6BXnyaipodaIjHQD6ZeCc/xlH7mN8bD/MLwLjnkNpj3L3h53d5IFXqR0dPaxscmIBuuz8pQxbvjtnmpVi2IJXr17V1dVVVdV0/izBObaQQ/9qtarT09MpkcEz1qvIAk4jetPfHYh3IstzF97d399PW9LZjs0c9DZu2ob/ngPWewm8TTN2IHUcY2ReoldS9yP/uRIrdbfHq9NrptF22glfP2858zzrgleMwwgH2Tmy/R45UYeWtJsu/u0QHMl9Lw7SS3mf8s//+T+v//Sf/lN99dVXM0yZsuffUm/4nqf8j6rHgXrmD0nlXFxBm1XzYyU7/WX7kzSbhqzXc5sVkw5apO7qnvfRrsm31Du+to8+Y5Pkl5/js/F9h3fcnnVoPj967ilaTV/a5Oxr1c43cAJiVJKH6ft09OXnbixH+HKf/jWf6Cs2fjQPOjo9J9JX6TBm9i/7nNdse/O7+97hAfs83Zy3jTfWSN6lne7whOlOPnXBZvsIeW+OpWmBTu/mNBaomvvhxmfpT1mmjIFMY96bGAYeeGevA/88793ATkrgY5+cnNRqtZp2cX333Xd1fX1dx8cPR4YeHR3V7e3tLKjusfGYQl8nE1wHGzNv/V6LUSKJxC7yYj8EHvkefod2sPNqtZoSBozVarWaeOR3YcCbLknAkasc98Q4uG3kH4zt1fSd7wjvqMuJLOQp31vmOZbj4+O3zE8nW7jffoPnuX2BlEnbi5Ge73RK2sGRDk6ed/VaVjxn/ednn6Iz62Yu5kup4b13EGU5FIP/1EqHAX9qZblc1j/8h//woHs/WhJiBK7fp6TBObQ9X8vnnxp4KxAHMNO4mcYOWFTNz9JPBeHVBa4TZWGAbyBnJeX6umRFgofOyeE3BwS8wpprvqd7LoMx/k5iolPm7qNXXUCLeT4yEr7Hxtb9NT0JnDzeGG6D3TQG5h/gxfxKB4b6/YyDQZatbswddEoZs/w5Q7/ZbKaAmvvaOQhJW7Zj0JmG1aCI6wlgs78JnhaLxQQcctyos+oB0Nze3s545jGVoE//0wGZEhQxJw1yLF+zQFj1esi8IZhr/QF4TB7nHDYtHdCBd1znu5+z7jDvGCPLSY6N53TyxTR24DplCtosT2zLRcfYGVgsdrsPeNY6wVuDu/bcvwzA0Ddvv4Z+z+ouIZOJI+vH1B8OsNgh6gCe5zvPWucztywzbJWmvyk/TnR2PEpn1qvPHFwmwed3AFXVbGs4n3OVVdqxk5OTiW7Gkm3t6Ryt1+uZc1H1oK9wftIBIMnhVXGMtc/8tX7ebDazxAZ8sLxlYoffLLvc48QWILzTXYwPSRnv/EqHwzI0CiZm4CznpOWcOqt2ZzV3TgZzhD50TpBl3vPIwTb3K/+sy6yj8sWBvm76vk/Q3uGAl/JSnip/9Ed/VFdXV4+wcxZfS5+iqvejnpLJrAOc5Z2jDvB1CZL8PEpsjvwQbLPtBCtdnRTJFc2d72P/hfqtCxNHm4a0EZRuVa91cvIDW72P3+Zl2sasN79n0G3EC+tPLyrgOf/vZCH7tk/XJw86Gel8lpSJlOt97SS+t5xl/7o6cj7lOKdtTR7kmHWyZyzONfc9ee+gs+vz55Tl/K3rn+U+/SsnykaJDPrR4eoOS/Os50G3W8H8c8B6lAS1HCdNxrDp/yZf/HvWCw+227k/4eeMR46Pj+vi4qI2m4cjV29vb+vm5maWEF2v17Mdvsbj/i1jQ8ZF9Nk+uhM0m81mCqCzU57PnF7AnKF+dgszVovFYnoJNvfc3t5ORzrZT/fxqufn59OOPo6P2m630+e7u7tHCQHHZ6APXuP/2bfbbB7e7cZvnv+2L36ROLLJ7mJ+B+Omj2R58CIpzx/7A7aTXPNcQlZ8zbJLsSxn4jqxduqgTg+k7nDfUseMgv/5/L46O/1kmYX3HkvXkfV05VNg6x8DXjdPfwrFsYzb29v64z/+44Oee9aLqT/0nkMZnhMuryV4slF+Tjtd3QbF/t3AL58xwLURStDja36uUwRP9a0DqCOeJfhOw2hQlWDPbWLEvfreBiwzyA4ouR33xatXM6iUwCkDg7nSg3uSfhu1Efhy/d3qiwTGDqJ2AUf3N/nOZ69kdeDahixBmY/rMW8IMsIT6DVQM48MxDunxvLs3S0ZIPcKa/Mix9p9z10KNm4JhM3PlINH46r7LHv5fAfcExzPdtPEsx6PHNPUG11AMOUlxyL1l3VIBvUIHqacOrjqNuCHQRXjSF9y10Un27TlwHfqI+5NnZF943e/0M73ul5/TpBjneHgqFcHTXpTNDhxlEEZjzW0mIfmK4Dbv1nPe3yd+KyqWcC8an7EX9VuN0AelwftOZcsn7SfSTGDboNq0+8xTvnuEo/UxYtHl8tl3dzc1MnJSZ2fn0+rsRaLxZTQMK+oB5lm27jvJelXNU8WWPd4xwEyZkeQlVqdXFrPe6eI+eDncn7iADKPSCR5Llq+RnPeoG7kGKTeSFyRdY7mtdvs5rv/d05PJh1yBZSvwa+k2WPoPv3UwPpL+e0of/EXfzGbN/tkuMOsVY8XSaRt9PMd9nd9fmmkg1W5YMo2wG15Luc1/246PLfREwTD0KMkR9xGx5fkUS7IcB9Sv/p+66xO9ybPMyjmukxL+lT+7zrcjm1WBi19naNKsPfpgyTu6vjW9dPj6MUceS3tQIcL9+F17u8SAuarf8t6ur759+ShxyRxq3mSdfGdecI4UD+0dXy1/5kYNcd9xNvEuuZx8iFlLoPypsP0Gws5iJ1tuXTY2/PBux3Y3erd17lIxlgYfnuMnJx0bIH3T3gHrHmQuwU8jtRhzEwMYr1ez47vASfyDsTT09M6OTmpi4uLOj8/r9PT0/r1r389JZpfvXpV19fX03FKyKBxkL9b5r0Ik74eHz+8G4JA++Xl5eRjLJfLqU/I33q9nh1Nyw5fAurn5+eTzrCP510j4HXrFhYUcfwU48W7J0wz7R8dHdV6vZ75HjwLPYmdHUPo9KV38m2322lhomXcCQLbFM9RYlb4O979Qn+rHo6tykQ77XiBkvWNfQePjedNZ6stD3m/5173TKcn/J2+PoURqsZHufHd+s8YIfF/p5/gyyGJiZ9y+an1O2MOVQ/ycHl5edDz77UTogOgH1LPU9dG7bzvYI4cfgeQ+E5AIUGlAYMnGb+h6LP+zWb+Ak3/UX8HGLt+Z3Bs1L8EHwYP2aYBE0a+an4+Ne26fXiXYDOBfgJGnnXfuOakgJW8A6xd0JFiJZkg3TxL4Aad5kUCPQcu83iNBLh53YYqz3D3zhHaSUdqROc+MJwBHtOaYB1gBzAyEHeSwrLg8bXx3HemY8qm64AG0+5zzmdJgsagZVKn1C73+8VZ6Qxm8Vj7egKmbi6P5CIdJ+o2mPIYJd8AW17lbufCQX0HyFPWvZslZcd8sYxlILLTHSPgRBsOWHoOG+y57eSD5xcrXEyjaSDoYjlzPfxPneNVTQbNVTVLCDIWls0cM4+36XE7+SJ7O4+LxWKWSIB/zBPeZ0D9DvhzVi/84Pd3795NQaHFYreTIN9zYDllbjJ/8gWC8NLJBlY6VVV98cUXE4+Ry0zI0ndWgOXZwfzuHVkZ+E7b6vlFn6kDftqxS5uFY+MVvNDs9+8kbamLuN/zJR0xOzldcCDn8Sg4MgoMdokE66oueOJnTYvrSieEkgmL1JOJhXLsDi0fiklfykv5FCV1SXdtX0ncmMGNxLRZp3cf5txizhpj2u6MbPiIzk7/Wkeg9wny4GN1dY145uupvzr+jGgd4TPKKDHates6TVv6aOmHGG/l+CXurnq8Qz8XzWUfO3kb8TZpHfGskwnkyIlzPzPCXSm7OZb5P8cdHlbNF7x1ftGoD1mPP5t+498cwwzgYc+z7aRhhJM9J7PerBuMa5zuZ5OP9ueTr+5/Z6u7oGLexyIPF2NC67PUPeiExEuZxPAOa+rGT8z6eM4xAy8uMY7O+eC4DViRlzlfXFzUL3/5y1qtVtORo9vtw04B+4p8BrsmXkuaST4Y35rPt7e30wuSGU/7zCcnJ9M7LCiOmyyXy9pu58eaMmbgbvS0eQwPvTsaOuA948RRVdAHr0lmgJPhD31HtqGHMbA/u08HIFuWUx8P6zmcC60sL7m4C38p7Qx/6V9nIuUp3drpZeN4x4M6G5v2qIv3ZOzvEJw9wivQg6yM7H3qun08GJXn4PrP5QN8aDs/NV/lffy1qh/AOyGeW95XiPeBqi6wSyCnA/sJSHiGCeetflWPj04xPVlHB9S63/c9O3Iasq78n7zF4NA3K2cbvKTPADn5bL6mMu+y4wYrvt/BPr/U2e2NnJLut8x22zGgbtPosbaj0AHbNA58zhUgmUmEX06OYRgth36Bl1dMdwatW+XOtQx+Z1IunzNgtLHOYHbS7DY7Och7qMPjYzA83S95846clEWPcSZTcqzyuW4u+3vW6/Hvnss6ElRlUiL5nwkQ+pt9SIeqqyt/zwB07vDKwIHlLPvDeDn4y+/WK9DvPmTQvdO9BnvIo50onwe62WxmxzFZ3s0Dy3VVzVbOE/CGtwnunEixTPPdZ2hmspr6LUupn6wr/dnHFzE+uY0dhwgdYV46oZW6twOZ0JcruWibwP3p6ens2CW35TN5nZTCQeIenrUs4DweHR1N45OOg+XIL5pDr1if0Cc7eE4a5Y4vH/VlneQxSFm17kzHwo6M530m7JIH3nWxWCwe2SI7V9Dh/5ZZF+jIQFwmHjpHxfd1NqeqHtnwtJOfsnyudl7KSzm0dDLZzZ+ujH63bfAiktTlifNNT9KR340PUze5DQJcPp+cFbLdkYsdL5IPI3ydPl1i/w6XpU1NXGjcSr9zhW4XiDd+c120mxi1w2hV8/ey5Tjk7yM7mONo20N9tjPme+J26/5ceNbJTEdTlhzP9D0SA6bf4JK42f3NOoyfu5iA+WCepVwYx2XdjKF/Tx47uZQy2mH8lCvfl3zt5kjn04D383k/m/JhmWAupy/k79ZBxh6dnkEePXa8WDl9b/uILmDALljtzzle3pFBv8/Pz+v8/HzaIfHNN9/Ucrms6+vrCX91QeOcv+YbmBMe5kp/Y0beq8Y7F+Dj/f3DMabUwft3EmfDJ/6ze4OXR9OmF4bx7gZ2ZlAXsmLbkvPD17pAuOfCYrFLOnkxjl8cTpLCu2DA2+B62kV2WKTmBU95rxNnpsn+pBd7IR/Q66ST+eP56u/wxOMCT/K6dU3+uWRchPrS5nsc0halXTS/3IfFYveuEdfl+vctDNtXcv4eUt7nmfcpn6ud34byvSQhRob9uc8fUvaBdhdPyKSLiZSgwMbUCqIDMdTn4I6BX9du9jfBX/aze9Z1ZPCa3zsjlwAHYJ27Qhz4T55V9Uf/uO0uuNr12X2gXkomDNJ4+h7zym0mGEsj6WCXAZGdtgTbCdBsQH2vaTP484pg8yQTBRjodCJGgNT1QCv9sIxDK7TkuJnvHbBKGUpA4jHI8fQ4A6LY4pu0TvWoTq9GduDb7bn/6VjOZKQey2YCGBvp7niDffPS1/NexgJH17LgcRoZdgMISvbXbXE9f/dvTip19OecdeDWgC91UrbpP8uDA8B5rFRuoXcQ32PW9Ztncr657tF47fszX8yTEVj0ezCSN4vF4/NiHTDZN5fpn3VD9tXb55mnPj815zMOA3V5VavH+uzsrDabTd3c3EwrYFkVRfIAMOtg1KtXr6at4Ofn5zPesVrOyZykHTpZxebdJ7n13nrITqT1nXnKuebo3pFTTz99fFdeT7nnM+PWze/OaUl97P8pq6bT89HykHoj3xfikjavS16kA4OTmHot235u+dhOwqjPL+WlPLcc4pOM5kHqjqfqcHvoywwCcm8GjzIB3dVtOqxXUs9kEmK9Xk/nracepWTwmf/WZR0NaWuNkzt+2sbmPYmh835jxi6Qmno2eb3PN+pwqfvnhPWoHx1PPKbGsJa5ri/G9PuC7P6cie3ET53NGtFufnXYN7Fnx3f3o8NHKTed/eS7ZZVnMhie45b15li4nXxXXkcD7WYcwdjScuS208f15042El9Sl8cYHObxZ46bJuN0ZN1j68UhlpU8Bsf9Tz65XeuzTDakjrKv4v5xn3GrdRp1cwzpV199Vev1uqpqSpj4PvgArjw/P6+qh2OVjMdS1hiT1Wo1JUTok1f0+8QNB+NTx+QLq29vb6fxoR7HhhaLh0QEix/9ngf6BO9fv35dp6ens2QI48auax8x6/GjPpIx3n3hMeM+dnGYb95xDHY1pid5sN3udqhYr1rWchEedBr/Z+wiY2q2jak7cv7lfO6eSYzt50e+rO+zXPu5XMSU85zCOHunDs/7u3VK1//n4vXR/albf+jlx0TrpyrPSkKkIfxYA96BD19LIHgIiD+kzazXQVwbLibaKNhgpWOFYSVUtVsVOuqDDbwBUQeQ35fvVpbUaRrdnn9zACX5ZDqTlzZcGFs/n22moeQ+DEX2PcFs0tEVgxTqpjhgmkAxg5kGEXlf1S6gl/LR0U/ywQmKbqzMC0oXOON+g+uu3arHQWnzx/y0wfeY2lAn4N1sNrMgpes0v6tqBvroJ+CGl1PzGX7NjJr65zHptgUbGHTJiG5upgEF2ABmfK91RyfvqStyLngschsynx1o9ZilI2V603FJh8Oylc5N5yjRX/qUjo3HPPlvR8F15TzP+cBvnd62XOSRN+5n0kN9nv++bkcnx9S2IAGrVzfxOyCtarcSPMcJ2WJO4ExRF+3jCHDNyUIcCDsjd3d3E5hP+a+q2ViYjs1mMzkjFBwq6rHjRPLQsvH69es6Pj6eXjjNvSQI+O/xYUs2ThoyhuPES075zjPmS5ewdP+QGWhIXWz64D/HWDGHaAu5szPGirk8LsGybbnketqbbv64H3z3c51e4J7kQ+qHdG6Q285WdPdn/abf//2c+TPSxZ+62DkzfnkpL+VjFftQfKfYbuac7OSwmyMdFibRm4EB32Md5esOOqbNSNuW8933oTs5KgS9ent7OzvCZaRHsq6uD/S185N8n/vMd9uExDs5Plmng8Z5vEjiMko3xl3/TZf73/Wnk5fkXV7zmGVAN/HrCK8+1Y+R/CZd2W/slxcR7Ou/P6e/lvixe8Y8pBjHcG8uKDCu47vb34eNmT/25XLuJY52/3zN+DTxg/0e21/Pa2gZ8dn9MdY0DZahqt1iMLffLUjiXmNt+mO8mgv0vMgE3yt3Vzq47LFMujMIm8+DqT3XwX38v7i4qDdv3tQ333xTl5eXM/yesmTsW7VbXJTJHXjvoz/BwCwMYzW/jy4iWeIx8XFOR0dH08unb29vpyQIuppnjcUZLyc90ofy8+bpYrGY3mmBj+PTHBxXyx0l1q339/e1Xq/r/Px84hN9R1Y41op78X/8Mmnv7PAc9ni7TvtglgvP69QL/i3jIJ0uSjkZ6RDu9XfX1elcP3d8fDz5cSPbY5pcPzTuS0B4HlmXfMrylJ35PstozH6o9H6OcnASgoHtgsQd0NlXnsPwDkx3gGrUzgiIZf2my467M/LOhHJfB8Zdtx0AJr2PlrHS8v05YbP//OXRRk8VK7xREqWrL9uzErI8eLV21p1blK1o4Ucq9Gzfhq8Dzx2wMw8z4J4gtXM8oK0LoHdBX2/PNl1u321Xzc8LzwCTQVMGL53gMtDIMTQvcyU79fDdDmfOIZIKjGfHQ/N+dMQOfEwg72Lg6ecMwtJ4Z38nXsS1BPgJBmayV49XVRnomzemiTFN/iHH3krq8fW7MExr7iDxWKaj4H6aHykjfjZB1kjfk3jp5MuOQjenUj+MwBegNHnu+QEfPd/NE+jgWctpJ3GpG6nXSTTTgj4EaOEApF7sklHc450HHh/6YYfE9zkxxXMevy5h47nUgceqh5exwScH8gHhPqeVeZjvJbED4rqqaloZxQv8qh479k4icC5u1Xx3A44FIBqHxnLeBcXtZJreo6OjyRkhAeEgGXzzLg077FxDxq1XPc+cYIVHueoNG5crBZ2Uyj6m7vVzlpuu5Pzv7GnqBcuNeQxvcyWVS7aRdiZ1RtrdQ4r1/4eULvDzUl7KpyiJjXL+5Bz073mfi20QK1K9i27Ufs4d49PUKejB/C31MO3xEljwDitqsS1Pzd8O2/he88m6ZFRv0ue6zb+OvwQ8sw3qsx5OX6Hzddyu781nks60o53eT9xs/tAX6O7oHfkFSbPreoTFw+/r+urv1JWy712N1J94MjF68iJlPn/P0w9ybLvnfN286nCv+WAfoWq+0zWfT7k2bSO7ax/CtHY+LPdbDuwLZF9zdz+8N24y3jHWcJ1ehMJ34+du94rvNfbCT/U4IA+OvdC+A/k5rmBRMKITIfQdbMzCmIuLi/ryyy/r22+/ra+//rqurq6mvrPqnjryWKGcj3xnlwXPn52dTScEQHPuzif5bP4YA1fV9NJqXjaN78o94F6/d887tfl8fX097WwzHzmSlV1wBPeh2wsKLUcsPsxrYOT067x7Ihcpes6l3wX+t19gHYocwZccl9S3luksqXtTjvnvvnp8M7jveh8tzPxNSdvY2eRsN3U+z1o/5Fx28sE7nDv/YlQ+FLM/VVLGXsrzylP8ey5vn70TwueqdUD1Q8po0tL2U889NelHz3IPSgRgbGPABLPhTGBkg+tnzKdR0MC/JRBMEJe0H8JDAxkbZGd9bVQyOVA1P7Od/hus0b4VcgI1fzfI8bUEW342we8IwNppsCExP1L5ux0bEQeqoCmVeI5LAsIcF1/vAC9zLR3FpKnjlQ0jwbks7rvbNUgxUPMYAwBSGXls9gWXzPN8f4qDgNDmgK9pJwDcBecfGfDBXKHNqpqCml5xRaHPnu8d6O7GoQNX1Mlznjc865dgpWynfEI/dPKMeQhteT0di9SJDpx2Mmw5dOLIbRJksCzknHKb1kuMC3o5AWXKIjLvl6pRvBPLcuAAMG0zBwi+E2zwM9BrnV+1S1x4TOxUeUw6R4vfTS9tWg/yuwPieS11r8eH+xgbjsgw6PZWajux0OH3J9Amjgi/Owl/dnZWx8cPL8fDYbNcMAbIzXa7nVYvuV84X37RXSYq7DRkEMnnziJPJE7SEeXsX4/Tq1evZtv9uddtUj8JJSePedagnZVm1iEe833BpVy9Z/r5nDJjeTZO8nOWE+tj2yyuORjh+Z9ztqMxZdJ0j8qncCbscCUGeykv5blln19j2ed/+gpd6ebp6B5/Ry9nQMCYzXO1qt/BmzYoAxn8z8+0u1qtpjPN0bV5rIf7l+11fd3nE1BXx69RcDfxfdZj3GNdnXXBw9GYuPCM9SzFC5sSY+77PbFnBp15zv997766ktf2q7KNLObxiDeWS/dvlAAYYe2uvX0lfaGUneSBV3kbgySOz752fgJ/3pWb9/NnvO267Vd7kQxYtFs0kvJr29fNZfv/OT6ODxkf+HoGjz3O6W/leGe9+8Y8nzWO9Zwyz427M+jrXe8nJyf15s2bOj5+eFnz27dv6/b2tm5vb+vu7q5ub2/r5z//eb19+7b+8i//ctJ719fXMxyEnMBX+2nQcHZ2Nr3sGZ6dnZ3V2dlZbbe744TgFzs2nBQ4Ojqq5XI54wm7enlvm+WKMbCcLJfLiW5k6PT0tG5ubqYkBnzO2AiJCBY7nZ6eDnV14mCS1H7vg48Ht9xDLz6B/S63A8/h4WazmXwS8P5IxmnHL70e2eXOrkBzpyc7HWs/odMZpi39gBGmtgyO9HZHl/06Ywrjig7rdzr4U2D4H2rp+vpj7P9I375POTgJwXYtT/R9An6osc/yFGB/H/CddXS/2dAZyHRAcjRRbZiTFk9agxQ78p0SGCkmSgZARn1OZeq+WVkYLHsFRCrhDpAniMlEhQMptOF6u76YnwkYXLoxS9rgtYMoSftisTtHMFd+ZF25YoE+pqFLfiWfPKHNI2eSTb95lIEfAyfa8Upuy1bKmeWhu8eA0X113x3AS7DslR8O4FpOPe45zgZDHo/OSXa9+QJlByQT7I2eMQ8sB07U5FjbEejGJQO6jGfn0Kfxp+1MMCVttJmlozfbcX89XvlMJy/UkSDEDl2OITzxWauu08+k05cJYYLE+YL2jhd2tBzMzyRKxwvLNnS+e/dueo+Bx5654+SiwaznuJ9zIjGPGXLdqXuspyyLqfehyzqQ6ycnJ3V2djYLDrFLwIBzs9nUarV6xO+qmhwB6DV4ZyeDVy7x3w4Qf/CtOx4ROgyGcVSc6HOycbHYnSXLijGD/NS3Xmnk692KSWTj9PR0kgVjJwA89Xg+JZB3csm2OvUf/fPYuyROSFmBRv95vue8dJvWwU60pW3mejotHU2W189VbOug9/Xr15+t/Zfy21E6LEbxPMv7877R7zzj+cexFKzqZQ6ixxILUldiQWN16vC9OV89z7EfPoscLGM74/a6vlFGSdlDeNXhq6Q/MY3tgYN1VfPjZNGJiZlybBILmY/cZxrSlnf3JO9yTLt7ujFPHLFPBvNady/0d/fR9igZNhqHzr5QT9rkrKOTkxyHrl+2X8mvrr4ce9/neZ5jMbKf3VgmZkjM0slW2vXOz7C9N62JA0yn9UMno+iBxEA8C27jOS92SFk2fgZzdUlWP5vvUPT99tnAmly7u7ubdurSP45fYtGLjzQCU759+7Z+9rOf1f/8n/+zrq6u6ujoqFar1UxfoAP5nMcI85txrReUnZ2dTQtjwOfw8uLiYuI/i4awBfhJvHfNProxPGOKD+OFOowHuDr9UnTh6enp9H44eEoQ3/g7F2Z5rLwbw/SkrEOHZZH3UHCvffB8L5FPp6C+pIXfc2Gf+ZL+SZaRntunT7rnu/pST6ReT9l3wo252Nk8rnnHQ+7C6JISyaPvq4xw00vZX56yb6N79pWDkxC/+7u/W//5P//nurq6mpxLB07ep/GPXUbt56ROpqEYvIUMI5lHIoyC+bSTSsrG3QFLO/Dp8FJXglP+HHROhdLxIcFs0uu6TI/73tHrOs1nAoAOtvB7JmkMWHKlO89kMLIDbF3QepTs8P99IM/1ZQAv73GwxvQYiHUKuXOgzCcb0Gw3DZx5us+QZUDcDqgTMZaJfLZq/rJqf89VLr4nj1Ly+FB/yrTl1qszDALSoDgYlzw2H7sV6eZfVwAsGSzu2jJvvMK+an5ucYJ46wsHcN2egZ7b3rdLzX1P2ejkzAHQbv5tt9vZXM+xpb8ZOM35ANC3DrA8WvdapwC6XfzdjgzP5C6XXLXlfrgvmXTgWQfIkSHAdu7ccMLCcp+62XoEHlv+cco8l02H53Pu/uAeb8fuAlAJJqGTLeAe66OjoymZAHhnRZgdspQb20wSEXmMGc4WsoCzZwfx6Ohhazr1QHdVTSvCSHhsNpvpTNpcEOD3zfh7zgPatjx7MQGyTDIqda774t9G/LesOAjlMeOax9NYA3n1b/TFwYVurptHniumgXFIZ4QxtgxVzY+S85yipK18btmnw596znPo5z//ef2jf/SP3quul/JS3qd43lftT8SNcH9XNpvNlAAYBQnSFlG37UUm4h1cSX1mfWAfhhWUzH30cx7JlPou57V1Zv6npF11P2kjsb95Ovot2+r8EPMidzPwPxO+HoO8nnjTupXfM2hLH7N0MtP5SaO+j66n/clraT+6kr+nnJmOHEdkrPPnRp/zt3wu7V3i3LR5XkxxSLKiKzmuyZeky/01LcYFubjNdRnDJJakz+k72K57jLtxBlMtFotHO0aNJVOmUu7TP/J3j33GazymiXmr5rsqwHSOQXTjTF9Nt3fpczTT27dv68svv6xf/epX9eWXX9bV1dX0vggSARxVhJ64u7urxeJh94F5gF+zWq0mWl+/fj3Rin/qHR8shiE4n0cugcnhHYmG29vb2XiQiPH7TW9vb+v6+rq224dkiOUfnt3f39fNzc2E00mWEGdz8sk41YmBEU60THKMKnxx7MZ4/ejoaLbzmPu8kMpt2iewH9YtIMqdNN2CgkP0nvtlP4x6Uyd2dY50lK+lz7GvMEedePA16Bxdfyk//pIYzHZyFAMblYOTEP/23/7bSXl0CYiOsPcphwppByDet6CYeGEaRsHGzG2lQqEOf7YhS4C/3W6nQBnKzatjDbp5JkFFGuZ9JQE9v2VA0CCYezvF7TrNmwxouW7X4QxzgutD+oQM+vn83ZnprDMNZMcnA5g0Cp0B8XMGfVX9eZnmm3/L5AN126lIYJ+gsZO9rj8eS/PKq3o9LlW7MyGr+hf6mQ6KZS632FppJX3U72PCbADNh98Q8tDOb74CBDLonH3kN9OTY+NERwZ23d9OLgBgptcgmTqgwfd4fNx+53xyDXnpZLHTmdbnWaDHQNH997g4SDECXJ6jADoD4nR4rG/dFsWJHT87kvvOSPrlaGnbDNTNfz4DkF+9elXn5+dTH+E/zgLBccbZbcGvbpz4bJrpP06O55wTMKbXcu6VRtSXspV8TN57/kDDcrmczlX12LDCCXDPeDMWtMc9DpBBUx5NRl04aThEy+VycuichHSgy/zke9YPb/OldamTrG+dxLQjkmNJ/V0S09e51ukX98GykzaM//6zTOR8ssNjRyXtRuf4dFjQutbHbtn+mmfoSc/5fSUxaLb/PiV1xNdff12///u/X//m3/yb967zpbyU5xQ783z3/8QE3TyxXvBcv729rdVqVcvl8tHRTCNfI4OotG1b3tkMz2XPSZIhDpb5WBCvAk6smzi1C86nHTfNSUvqv+63Djebvqy/q3M0ZpkIQv/krm3j9eR3N/ZJE787YJq+bPImnzUuG/U/+bePNvfH9ebztl0eU8vDqF3zPeW8uzfx6qhO+6D2MRKTJ45PWro+24+1bU+/x3MTfJLXOlnm/k5WPb9cEvu5T9145vjYf/MO0qTDsum2Oz+I+zM5kr5ph3/cbmJv4zbvGDM28HjSD3ZJgGX8PgN029u3b+vbb7+djmVar9e12Wzq+vp6+p36PZ7uH/Gi9Xo9Ye/tdjt7147xLwuiWJBTtXu3n/22V69eTS+otg9pX2a1WlVVTS/fPjk5qW+//Xa2wJBj9khMsFvBGBDfDyzP+BNntK7yTmLLmP/sS9AXz5mUR+QvfYKqmuHTtDPIlX2obh509nBkX7rC/WDi1A+J4T0nU7flXEqdbp6kv7iPPtOW9r6Lk76UcQL/x1LSfiZmeG551nFMlA7ImcAPLSNgNSppsPZNHOr3vf5br9f13XffTYrUkzOdZRuqNOwjYJorVPjNQY9UJmnUfS37242Lg0oJ1rtAX2ZYX716NZ2ZlzzP7H8CDtrHoGbw1WDHwSLTkYkvtwXPbYhMY/LKxgXQ4HuhAzq7VSwOSB4dzbdQJlDpHKR0LkwPdXosCZB2hoHPuWIDPnrFvseb4npsVL06wquus90ugUBQNsG3xzfPSe0C/1X1aEuq5dhju1gsqnh+MX9pbpbOSOcq5tn9NQ+U5QoIzz3LYrbXrTKxPgE0dQreQd8EwsxFeOptzZ6L/E8nKfmbIL/TPxn8zjFcLBazoxbcj7QfTvg6IEE/qQN+5yof6rm7u5uNR8oXAfIce3hF+7TjoHOCT//Rb/Pchet2Znyf+cx/2uEzYwudBnwuOWYZTGbMvAshdVTqb2/PzbFLWXQyx++P8svzoDN1JVvIcd68owFHJe2HZYEzcTlnttsRhCNGnbTnvjGuyJe3dHu8fR5t8ogVVsZNdgqtE7lmx8s8TpyRNpd70nmAz4kPXNJucU+HNaDJddo+87mzmVk//+3EmOb3dWA+FBDT3wTaGXh8KS/lfco+vyl/t443zvrQcn9/X6vVakpEdMcpdDgImmzL+e2p4rnNvCdgRnCqqma7IVx3ttHhQOrnehfENI5zPda52A7qtS40LejCpM9Y2HrM/o/1edKR17vfab9bnEC7tu3cbww4wtxdn5LP5il8MG9H93W/2a6MnvEYpA+Stiqft99i36oryLR3C5gHKTt5dEnic2PjpNUl5cv8SB5wb8Y8oNsyYayZOJLnOpnkHq9Q51riTvM+eZ198P3IS7czI2Wok9Mcy8Szicm4bsyRc9V8y3aNz6jPgfr0s0lI4Jvh17x69ap+9rOf1d3dXb1582bSfbe3t/Xtt9/WV199Ne1WA9+Cbf0CazAoWNY8x78kwQF+xgd99epVLZfLWq/Xj3xL+/vIk49MInHAsX5VD/PmzZs30yIiaK2qmV+aMmydwWf67JgbfaWfxuFOaMGXjBdZBmgPubevwnPISCYgvBCPNvf5fl3p9GrqGuQ2dxV77nd6cJQA6JI3tGO91dGfv5l/XYLnfXD75yhpI77PMvLJfgi0PackBnsf+p/1YmoaSiJG1z5WSUXSTZYEzQnyDikOkHLsFEo2QVhOXtOUCQorxFEgpqMl2zINHSh+CrDbeUDp5qrUfaDOvHVA2e24zxmo8LN8TuDjvibIHwVqTEM6E0m/eWcQk+PH7z4axIo+EznZRhoJA6LOAHdjZ3DY7dzIhJYBpxMpI6cnwW3HK4NR98vfvX3SxX1NY+tgYudY87v5mA5kriTOtn1cyvS7xiefTUco6zP9BksjUJHzodud0M0B1+/jYCz3PqeU+kZ6JkF6tuV7qnb6K5Nl+RxtGKi5/g4s85cr0P0cQV/G2quLLD85Z3IuMfbmXSbh6IeBK8kI60i+wxcnBa2ToMf9TQCeq+hHeiIdBPiVeoY+WAYSmKYT1u1acZDdIJ16nPxIvYseSD1hEJ2ObAbbsbXYJBy39Xo9vdDP+gKe2wm7vLycvbzOvIBXrDSDh9CfSSXkLO0SvPLY2hGCvz6Kyzy38+R5RMn53tl+89Z1dE6WZY1iW9RhG/c/5dNBCMuv6bNcpKPia/y3/Xgujkwb89wywjgv5aV8rtLJW+pP60vr1MRvT9W/3T7sIEOn8jx4KVd4Zv2J+Tt71M0lY+jtdjslmrGrBLdub2+nlbtVc1+C/xnk7fqezyX/Rv5H9jt56+eg23yxHwUdtj+JP5JPxnCmL7Fqx/cc59S55o2DxNln19Xp9I6OfG7kayQPOhvn+hPDmf70Vbp+5+fkgTFAZ0ezr8aLbqsbg8QRyCE2L/lmm5j3mZ7EDHlPBhbz2eSN9Uvn03dJuZwXKWfdTm5o8y6LDKznrvGsd6RbcsHTaC5w3Xg5aU6smrtc7b86YA6+Nm0+rvb4+HjaZZDvNDs5OanXr1/Xl19+Wd9++21dXV3Vzc3NtIO6qmYvoU7/3rjadJHsvbm5mXZs43fxfgYW7uBzkvggEUJimD/GB9xd9bALmbrZTeEjm3ivrBdG+sXZ8IdFSMvlcloIzJgQa2Ac8Q0Zi8ViMb0k+/b2dobB/dmJGe+EgM/G691YwyPvpLBNTnuVOsLyMYo5jHBt2rDRPHfpdHv69mlHrCPSL/I8TX3T+X7599terIt/bL5GZ99cnju+z05CZGMjQ/HUcy7PGYR97ewDOk8VA8Cjo6MJpHO8A/cYBDMRDSxcnwMy0GOhyxW+VrYjEJS8sPLJoBLFq/qr5qvz6UcGcrnfxjVBnrPUyX+DgQxMpYPjNu0suJ8d7zuQ3AFZ1+O2MkjpZzIQZIPhYKaBj8cf59AZ9S5In303QDRY6wJVXZ/NF4BEVU2B1by3kxnzxkbDQWdkg9XEHp80dqbJY29nN8F/Joj4nnPF7cLNheqfxnbXuUe8Y+yZi4/Ade3Oiez44r65LoPpbry6OWVeeYeAwXCXwOj0sOV7s9mdYd8lIkaGJYFJzpEcixyzTDowX1JmkAHaou/Ir+/N5Bu0UK+DAub7yOCnA0a/OJsaelLvpc4cOSGe14wjAXbPa+ucTi9aVs1n9IyBvMfddbjNTKAZbGa7qWO32/kuI/iSu+HS7mSAxX11EIeXYd/fPxxVeHp6Oq3q8jN+6XVnM73923MXuvjMsUvpMOIg0W/6Ynk2Bkh+4rxRt+0ufDAGoLh+y2eHB6w70hGAn/Ql56ptnxMG9DuTDdQ9CmQ4eWQ+jEpHb4dzut8/dknZeSkv5UMKc8rYrpPhznYji05k+3c/l6XDhZ6j0ML7egg8JQ1ZR2LgrDP1gQMUXcA2V/tSN8cyOTiUWMV4e8S/zkd4yj9I/PaU7kr+8ntiwvQPuNb1zf1KrJaJjI6+5EfHH/fXfcjP5knSnnzI/x02ZUzAolX9KuDkZWKjHE/T7fmWGM335v2p/xPrGx+Okvodpsn+GZfxrDFX8szP8VtXp7Fp3gNGzDmYPMxEnRcyQFeXqMnxct2p+0Y6MPnW9cP8Mn7rcIrr5brno/VZt6u9ap48ygAtGMcxErfh+E4mBsDhnDLB0XRg3bOzs/rZz35W3377bX333XczPEW9PsaI+eTjlvD5t9vdy5zX63VdXl7W+fl5HR0dzd41Yb4uFotpJzI41Iv6iC14pwyneFxcXNTFxcXUp5ubm2lB1fn5eW02m8m3wg6gE6DVMsAxt+b1arWakhLgana6QxdjR5KL/uUCrO12d6yrfea0fe77q1evJp/BOiZ9jJTvDmOmbFnO025aNo3Z+T39ENeb+iN9KRKenQ/azSf/pb3HL3KfUmdm+dT4/vtqK0vilO7zj6F0ODTl95DyQUkIN5rG4mMyNIFAd200uTtGUdLopaFAuftIBerKv6wXA5ABfK7z3yuBHSSw0sxgZQKmFIKkJ38z3Q6ApKE2CHYgMfvAM1Y2yVMDkywZ9Mo6qnZb+mgzlav5kgXD4QCcnTsHd93nbowTvGbWG/oSCJnWLggMTRj8Djwb3CRw4Dm3V/X4Zcs5xhmQhD732fLhl7zmfHQAdrRLg/sADtvt7rxI+uUyGlvXzzgU1xe7l9lOgdJ41uNE6ZwBX0swm4mFBDfJ86fmayc3TmKlTCRwsezaic5kj2XF8kOxnDk4mnrWgXn3JX/LgChtGTh7Zwd0ZmAyHbpMcFC/57IdFQdVXZxoJmBs0FnVnwvq/x1ItCNDf72SPPWhZcqAv0tWO0BCv6ib7dApKx7X7Xa+I4P+2lGlb17lb3nInTKe+51e9PyG39BmubLt4fgkB8VZaUUfoRk++WXl8CPnGI6KHRjLj8ecF2s76ZI4IW0y48G9tvH39/d1cXFRJycnj1Zjeb5YNtIe2q7m/LfDmvYq+Zylw1nMOyf3qM+0dnLd6dFMdtjxoa8d1huVjwnkOxz5Ul7K+xTby8TvhxbbuO7595XX7fZhJwIBImM62zjj3Gw/g5zWK9YJo2teaUv9rII9OTmZzgZPXtJvfvf/pNu8yWdybMzzUVK70zWjerqkdNpDJ6mqdjY1x6rzRTwGad/4zfyzv+Bx6bB88nqEUTu+jmhPmo07cq4YU3XJm1H75m/el33x9/Tvume6hQBdMsb9SDlK22yb5z53Y5Gy0tnIxFLch531fDGWcNsjHyz508k795vWfA8A95g+z4nsU+oc88NYP5+BpuSFx8P1QR/j5AUgbjuDuVwnsJ5+ObSdnp7W6enpbHeB/TEfR8rRQ6enp/XmzZtJbjabzfRC61evXtXFxUUtFovpPQ1V8xdHO9FAm6vVqjabTX3xxRd1cXFRx8fHdXV1VdfX1xMPTk9PpwU5Nzc3s93pxGLA5Ofn5zOZvLu7m3YxdLvKSTywY5nES+e3oJ+Wy2VtNpuJRmJyOX9pC98/d/IuFovZcaxpm4xfUx/ZJ/FOCB8d2PkxfN63OCefS12Scybvc31Jv+d15//6nu4v4wPIa+dPZ3wtafsc2HqErz7UN/iYJfHKD4m29ymWtVHif1Q+KAmxD3xk6cAAv3eG75C6Dx24rv5Rfb6vA9HclxM7g5JWcoB4BsjBYgePOgVxKL02qFkywAydmf2nGBSaFwZW3T0Gf/xPY5+Z5gRAVvoOvHQJkDRAHeg0be43QCMNRxoet5NgKOvv2nQwzvXnGBrYcI8DTelMVM2P/RqBYxwOKwYbVAeAcjySb35nQYLizsi4Xw6y8Z32TY+fpa+Mmeci9++TeQK5m82mfEdu/01wmSvEzUfkJp0PxirHMOe+6esSLO6fg5iul98SQKUuSGdglAzp5lX+95jzm1eP2HFnvjo47PsycZB6o+rxqgkbuH3z37xAxthqDE1HR0e7XTOLxQTkLYOpb2gzd6kl/1mJw3UAe+q4/OvG2iuZ8oXTtEt7Hj/TbNlOfc7OAvcdufQLSwnW0394YF54HCx3nhdO8DmhZJ3jMbBDANj3ebFu07rcvGYnxWKxczDv7u7q5uZmJifwiPacdMGZYtUwtt361/xPmUidWlXT6mOvQPZz4ALrDfO1w02uw/fsCwR6zOxoWiay3rQdnV7OoyZMUyYfspjmfWVkcz+05Fi9lJfyIaXTv895jqDUCG+n7X+qTtsOjrojGEUd/vNvbjf743usEzrdRvteAWysQILCuxE7fdd9HvV7dF/WMxqnfNb6rBuDxBTgg1EbWVfaVbeZ7XU6y3KXGB274rG0zrWP5/GjGAeaxn0y3mHirNP4J3mZde1rwz5S8i9xnfG7cUtiMrdLP0Z+YMqpf3e/O38r7anLU3KeGJ1+8OcV4h2N+XsGNE03z3WB46SF4kWX++QmZS7v6+p2ux19lu3FYjFh6k7WkP30mYxnvUMd3dX1y7xzgNyLZRgT8NT9/cN71AjmWz6/++676Rgl2uFou/V6PUv0EDS33+RAeM45Lzg8Pj6ui4uLKUEAL25vb2e8oF4w8enp6ZRQYafHq1evarVazY63JhkDNoc3XqAET9gZB1b3sVSbzWZKWOdc73QKbXiBGvLmdxOlfrQ+73xVyw3tpW05xIanLI70f2dzUj8cHe0WN3exzNRN/O8SrvQ1aci+pt3v7u369ttc9uGOj1U+pV+TepY5e0j54J0Q3YTgd8oIcH3KkgKfIDrbx0jbqa6qCSSfnZ1N/XBwmPvJOlM/bdiBSNpQ9Awaxoc6sj4/7/b5bSTECRhTudKnfQrRAcY0sqmAAZnJC9fjvw5wGEAZGGJU/Juf6wAW49uB8eRB7pgwPaNJ7OSOgYHlg/ppNw2+acoxcXZ5u91OoCLH1/dAB4bbv2XfE0xkf7nHY5rz3is5eNaBXOjIvrqfOT8NUNJAmu+P5Kd2x/lkMMtyYZnvEmsL1QftPvd+HyA2IDWd7oP1APXkrqSkN2WzAyK073noPqLrUi+5dAAsaaLtHNMOuKMLGdtOJ7H6x7KLvHcy40A2wBLQZR7TF2/LLfWNJIUTKQbsANIM0HoOeNWNE3vpEC4Wi9kKHIND96UL4uQ8pq/ub/LVusMywb1shabvgHsnsZzosDzhNFgvVNVsizR897j5WCKPqfWJbR+F5I6dKmh3YrHTD4wj9/MSPa+U4jq/5/tKcheLV0A50WIZcTLDsub20kGww2ednXgg7R/3Jz6wjrB8dDLmRAd6PRdNcJ9XC1Ks40y7+Ybz2T3bfR/hmvctH7u+l/JSuvIv/+W/rP/wH/5D/fKXv5wFnJ4jf+ghdmp5juwLEu8rtm+r1aq+/fbbWi6X9ebNm+Eu0fQzrGNGc7jDSPav7u/v6+bmps7Pz6eVrtgZXnrqM8U7n67D5em7mAbr6qRvH686/yT72vGg6vGuY/jZ+UMO8ri9kV3HjifPR7rUY9EF7XyP8VrSmtjHvPRnt+/xcD9toxI70scsOa4pB+bXDNPrvrzHPo7rTLoyMJ8y0M2b3AHhMclxSixnO9j5GqbVtJk+223qzsVUxhSd/5F96ubeyH5nPak7LM+Jh5K+7JPryzHodGXnj7uv5onpTN+ea/DRtBvb+b70d4wzq2q2upzdYBcXFxOGJhb1xRdfzPq2Xq+n9yBsNptarVbTjgfjWvP01atXtV6v6+rqauLl8fHxtAvi7OxsioewoI9n/V41CpjO85vkgXHver2e+OB3W1guzX+PGclqruELkLCxT+N3DTHO2B/8Resujz/1egFh7oBgYZT91U7uPXc7vTjCAyNbmvLd/VXN5xQ0ZuxgNNfM/65t+4Zd3HTUH0qnE0Yl73vquU/hM3zMsm+8PyXdz8GIozIaC/QbeurNmzf1T/7JPzmozvdOQnRObVW/WqT7/1yGpLGjjhGIem5JI8/E5QU75+fn7QR3fwzaHJzxvXnkkpWvz5+mTv93SYO4r98OKlhR0XYG2agzAyF5/ISNeJeAMH+8Mtq/mz/pVDlolGDCz2dw2zRVzVfDGAxkfTay3OvxNX0OsGfiI2XcwVDz0zLn9ly/DbADoq7fnzOw7GC4n3P7I4PgsUtnyUChW4WcDotly/x0Qs/jZdlHBpiX0JaOxFR3zUHidrsLOjMeCdr5nfHZbre1VX0eP2j2qgnqSqfQz0ArY+Qxtv5wf2eB89olKnJccwxGzoPlNwO9/N7pkk5/mL95LX8z+PFYmzaAnrdvW3clzzPh4EQE7djZt+Od+mO73e30cf9c4Du88vn3ALIEY8xZ95Fnqcf8BUSbL9YR+4JE1OsVPpbHHP8EywSFuqCJxw1540ik1A/5XAabX716NTsCi7pNd9Xjd5rYpno+wQ871pm4gjbvpPBqsnwHgt8/Ydm3HFhO6ddisZgCZ97WTsLG4+XjjdJmuD92vPIej2EGdvJ+y7b7lP2zPHV0oatMv3fOuD8ksEis5M475M7y+UN2IF7KSzm0/Mf/+B/r22+/nfRl4stDCzbG88rzssPULtYTFOuCy8vLev369XSshnWx63AbaZdSP3R+nulAfxA4S7uOfVkul7MzwrMfSVuHp5NPqWM6W5oB+qzPpaMrv9On5H3en7bPbRtTuU33MfFjtwDJNHd2oKPPdI6C4C6Ju+gD14zlR+Pp/nL/oQmkkT9jfJI8GNUx4nfeM6Kl61PaW9/3nHnctdmt8Aa7pX3OfmSyEX5nAjX5n3zo5oTlq+NBzhfo4c9ymu2mPzfib/bZeLpb5EExrjdPOyxGXfYfMpZhHQOuJSmRCyH9AmvwNi+Aph6SFehVFgXe3NxUVc2OYdpu5/4HOJZ6SD4YQ5MQJvB+f39fq9Wqrq+vZ/3luOb0c6p2x1UtFovZLoiLi4vhuHtc8vpisZh4xvezs7OJPmgiyeJd3q7PusV/XsjIOGUiwn5P54cbm1sPpgx1Njxla/Q5f7PM+r70wfmfMTXLcKePTHNnww5JSHRl1Nb7lH169NByiA55n3u5v+rjJAa+j5K8ta0/Pj6u9Xpd/+W//JeD6nrvJEQngEngPiHoANYIvOZzn2LgckLTBlnl169fzwJcTDIrKhuVzqg78GceMHE9gVGEVk4Gkp3Seoo/6UBg0Kp2gXTadcAsA9BuO8cxjzExDwygDcg7sOfnrchHzxi8+39VzQK57oP76vYSjFiBZ0Jh9JmSiSjzIY2Hg245Th4/8zUdC69KdmCoA0Ydj82PDPgDbvOoDYMq05X8ziBVBxb9W4JEbzO10suApGnrdJC3/nslg41uGjESAikjOS7ZR/cfEMTzOc6Amxzb1CVuyyvOPV6ZmHOCtNuZxf3WM2S2KQbHliXPT5+pijzmvLBTAS+8TdxOFEaNeg3UAb2WRwPGlCnGPW0VdaZzYxq4nnOKc1a514kI6rJtyzmcINWAGl6lnurmlG0H96UM8LtXsJP0cEKMHQf8ZocyeU2w6PT0dOZIcb4rPIFu7ufcWMbRyQzrD883v4MEnd7JeM7NdBScZOF5O1fIF2PrZENu0zYvPLftdDoAiTzbyfR7SLI/qVu9o8PzJ52KdMZNfzoZnYOdvPeRDvTJ/fd84B6f+Z52yLuGuro8fl35UAfjqfKpcOZL+e0pv/rVr9qgwnML+rTTPVWPg9qdD5WY2vaN3RCvX7+u169fDwOuWZd1TuoN9FPqlrRzvITaiXf0g48XyaBml4T2nDUW8PVRYKXDoqOSttt9NQ86HG2b3NHAfdb5HZ0U47V94+77E4v4+ZF/kJg46egwDnWP+mA+ZkIiedPZXPcpachnfa/l1vQZNyXPzGfa6oJ6voasOTBp2lOOXE8GLT3HumTmiG8payPM0NVlGUyZs6zkeHZ9yWC/fYDEKCmjptn9ctuJt90P47+U545/1hXGSL4XzJiLEe3Tde9ONB5NrM69HDvqIz/BlK4v8T7P4I+8fv263rx5M93DcUg+uqlq/n62qpre12D87ySIA/T0+fj4eGajuN8LaLwY5/LychoTJ5m9wMfY3H6Q/UT7LSwwYtdgVdXZ2Vmdnp7OjlFlfNJm2QdJne2kA4kIH6VqzG15og5fS7s50gtdGenzkT5ILO++p20e1Z9JION26una69p+KT/t4tjet99+e9AzHyUJkcAjP4/A7L7SAcKnQGJO/BFo6upIg+o+4QQsl8uqmhtnf85Jl+dXe8J2YM3K133KgGYHQhKI5bUORFAXQRavfsp28r+f72jLoAPPJPjIBIW/53ZR8yRBUAZ0E6R4jN1e1WPQmTxKgJP0p7xkPQZ12U/o8rhl8D/lJeUs+Wuee5W3V0Ul3xLAW2a9xdIBWcuCwZGBWfLeK2pG83EU4O/m7WKxmB11QGHuGaR19RM0df8nBzdAKteoNwGhg6QG4Amu3S/ocZBx1G/zjORJOhl2ftwG9yeodmKUa4CrXO2cYwJ9lrUOcJmn/mynrkvWbbfb2TEUBGC9I8syx33+b15Yn6U+NJiFDp+Rn2Phrc3ca36mHvfYWXdkkgBwZ3nAMdluH14menT0sP04gR+ykw4wbfkFoF5Flat3PE6evx2wrtodWXh8fDyBfttAO6HWITgt5+fnj+bUvqAEdDopCv37ZNBzkPvdJzt5Z2dn0wuwfXyQnbGuDicgTDNb0H0UFXKSqwztIDCmuYCBtlLPmGf+vC9wgcwlzWkfvIuBOr0Fn/H2O0psp5GFLunhenO8szwXS75PeXGcXsqHllGAYN/9VY9lj+DJ6enpI0yeWDDbHs0V26Z3797Vt99+W2/fvp3O7+4C6H7O+NztJ0a2LnPww/bh9vZ2sgXoC7AHuyFSz3b6zv/T70seGTek3knc3/XfdXe8TttrX8iLM5Jel7TLpoOxyevW1+6nP7uutK/m18ifSduafkgniy4dNuvwcWcPOBYmfdVufH0tx3T0TI6hP3d/5nniO/PbtjvHIeU3caHnTNY74nPOPftz2W73PWXTvqCDr8bHDhT795Tf1BHZtuns6kvcNcI1OSYuHrMuhkPxUUmOdWR8gT8HZ/MF0aajW+BTVRN/waK5WBNMaLxL3RyhRAK3qmZY/M2bN7Xdbiede319PQv2e4EJR0F55zH3gPVPTk7qiy++qNvb29pudz4K93IP/aK/JJXNJ/xn+GI8ynzH/iV9KQ+LxWLiA9foG0mQu7u7R8dHQ3v6gvzGuHWLAWgjaUHWUu9YTjs9M5Llbo5nGc3r1FldXMvPel64TXzJkU3NxIavdfS67kPKyDY9p65D6nifep/7zOfwZT53STzwVHmvJMQ+YRqBpX11dXU+JazvK0RZvxVjghQXggUO2HWrRhK42vhY2aEEOCvPk7sDv/6cQDgTHUn7KKBjZbFYzM9Md7befUnFnKvTeRZj5WSN+ZGB0s64G6gk7Sh989cggTr82TIGsDGgpW0Hfvyc63c/ksfci9xguPLlspQ0hFz3HBglKjqA5jEdJclS/jOYnXQ5INYFgBlzB5hzbKp2u1IMHpIfgCtosHzw2U6y+V1VdfbVV/X3/rf/bTcfqur0q6+ma/+f//V/rUPK2ddfV1XV8uuv6//7f/6fj0H/AzGPdBW/13bb//+BlQW07X6o2m4fjrXSfamRp35WTc8fFG75Td3526HPLw64b6K7GbNtPcgB31kBbzBukGVg5WSnA8U5HxwMfyBj7piiCzIgiw3AviwWiylI0+kY6OU7v9mOOJHE/bRtp5I27AC6Dw42ez76XR7mH7sjPG+sl1ar1eQQLJfLyWHiuh21BOAZJKuaJ7K6AD1jY8fRO3cStPMZ+fAqf+wPxbZzu91Ozqdpy4AANoHx8xhx3deoJ1eoOXGTwfxOr09zYbFo8YbxSedQQKd3xeRLrd0H7nG9ricdl6eclZfyUn4MJeW40y+HFu8uM6bucK3b6Oa+r1HPer2ub775pi4uLurNmzcz3dYloLOPGYzsrnuXoG0nOtCBKmwWx+FaxyW+zX4nf9MPSNo6H+sRplvMkxL+vRtP6s02bDOraoYdumcJzu3zdTu9b1y/LxjFd+Ma05l96Fb17+N3/u46059IG98tpkH+6ZvrGyVB+C0TAV15apyzvynr7n+XTPDYOiaQdtr8HcUD0tczf01bxgYe+THqW/bFcpi+r+tyAiL5kAs3smQffE/617SbbSGblnvX7b5kH7timjrs6fq9g9d9dwIBzGY8nLzKvhk7WT/y3TEV5Nv4MOMYHqt3797V27dva71ezxInNzc3dXd3VycnJ9ORqWA9726nHnCv52TyleQCyY/FYjEdzeTjYznayWNZ9aAjSUCQ2PCxSIyFd2PnojTTaxlJTG7+Q7vHw+13stHZ2pSLnMPdc5bB1LmWPcfrOpnP751dS8ze0dnFabJ+t9PJQT6/r+8/pTKyhy/loXzQOyE6o+lrT5U0zvuAc9f+xyojkF41DzahQE9PT9tAtQMfVgw2xB1o8H+SHTaANmjQ6/pcxz4l4fqq5uDVQRmUcgeMbUizLdPkxI77m4H9DkClYrXRhpYRyMjxYAwxpFa6PtIjDUoGuWnTQT4H6Tw++TzfXX+2k+BpBKwTjHW/m2Y7MGls6ZN5nPLl8ehkweOYAUc7EQmS8p4OoDJmyTvf7xXUE/2bTS1/+cvqyr5ro7LYbOr8V7961jMv5cdTDHzznT12JPOdETybzoTnrWWWewgoeX5Zxq2XmLOZ7KiqWZAfByGPtklnxYVgTx6X5ARIOu4ZlAb041DAP9pll0M6s17BRRDMyRc73n5JnO1h6hx4Z8fV+id1CGNq/Z72zfqVa04M4ND5Ods/7jk6mh8dhhz4+U5ePBa+ZkfYOvoQPJD15DECiRcyEeKxQZa9IwKdnDsfaNtyn6VzaD53+b7afSk/rXKoj/LUXGWeslvAurMLKoy+d3OK+b7ZbOqbb7559G6IkV9m7GXdmf2yrsqgbNVu55QXLVkncnTIcrl8FHRMHd3N27w/E6UjXyeT2F2dyRO+527WpLPq8arqfA+WbVja4c736mxbXnf92a8c2wwqd3Wat7bl0N3RkHxIObNM+bPbcR8637DjT2KsxBgdPkibbN6mjUxZMi70eLp+88Btpj7oAoxuN+vcR2PeazlPXw9ZHvl0SXsmCN2GA/XGEyPdQd2dbhyNb/LVY9bRn3XnmFgGO/wC1vE9yFYmTyx7XfzEvDKt3MPuUv+ec8FHoBKkZ/e4fenT09NpwQ/HNbHQ6fT0dKqPOqDJu1zTL4IHxMY8J9CHYEX4z0IdZIcFSY6tpTw4YWKdAd5mMRM89mkk+CfwjrbhW9pWL/bBz/G7MeBDZz8SL2ciYSSjH4I9c66P6mNczFd/Htl8ZC1teacfu5jR58LVh+KuT03DPpzwUyy2e52OHpX3TkJUjbNjI7CSZZ/B+JgCOwLqndH2UR9+/u7urs7OzibD7OBQGl/a6IBVAsXcbrfdzl/mk/RngAQlycTP7cVua6SgEpDxG07BSNE46NUlCKrm52yijDvg47HJ8bFBc9DIACYdFNoeAXYHd1yPQYIVJ0YzAdSIv1zLcwO7ceiSLZYN3+PAVjpUVfMXUZuWdKg6Oe36b/nslCqBtc7wpEwhn5Y335NyYYXGb8kT8//2F7+o2m6n1e8e9dOvvqrFZlPbo6OH+5qSGudMz6x/88xisaja7lbydw7EQvUtHm5q23t2Ud8+djHN0/foq+/j3ln/mA/7Ghrcs4jfZnM5aOjonvGl4RP1p265/fnPZytMc257HgGg7fBwHdl20N9OnIM1ANg80smAF1nv9FDV7oiOqvnL6FMXmBYSH1xjrqNL0C2pLzOJgKPA/GSVEvSTRMFpsZ41kLVu9vFQ9M+2ZbF42GLNM5mssG7pdF8GKein78+jx3CwTIP5yXizqsv8Sj1HG+yOyDr4DR7kcR3w3jbE5/JyX8db8wKbzX/bUicN6HM6Hex4QZ5xCjsb7rHO+eT6Pd/c309RDgHGnkOjAMlLeSmHlJTl58qSn2Wuja53iYnO+U0MyvW7u7v6+uuv682bN/X27dvJNqTN9Gc/753J7ms3nz2/OBqDQA/6Ah+EBPXZ2dmsPuvW5HHaTOs50534uMP0Xcnnu3o9LtbxmVi2/8Y9aQuNhRPzJ11JQ/pUnU9ku2Ge5fjn9ZF/lfzP+3J1tvud9adPMVq4lP5C/s7zHc1J/z6+up70nXIMTZP5mXLG50wCpN3ufKpOvxhr+Von5/v6nuNjDJRYy7zKz37vgDFG1XzxYvLb152c6ng4ms/dvamnCE7nvM0xMP5KWbMc5HVjUPMln6fgI+Q89kJKB7Y5EhVc6PGqqtlCGYrfh3h+fj4bI/wFdDoJA5IMHPeUcQnbktw1TKKZXdLQ17ULv46PH454zYVFTlgn3ibx4r4ar5qPfh9bJnzNe+o7PT0d7kzr9NlTWDbnY9qU1H2j+Zx6xXVmXcblvo96TId5YR1m3G/fdkT7vpLz8UPKx8Dq++z++5YOQ/3U/IqRLnuqHJyE6EBWt+XpOXV1ZQSuDikjMPoULTm5bcDzqCNv+WMSOnHhzLN5lAUl6iMeKJl5z+CYDVsH9DtgkYrB9Kbh7jLtBgFW1H4uV0yan7lC1/Snss6kzmiVTYKUVMg4URn8N+2MI7+7jY6vCZhyfNwXK/C8J4M95nknO13foNf1OkmVih0588oFnjWwTICW/E4lDe2Z7c//DrC6zeSl2/BxKb7f/6nz//2//q9pvN3mu3fv6n/53//3Wv7yl3X7i1/U//N//9+13W5nCSK3Aa/+/v/xf9T5r35V61/8ov5/f/AHM76jN9Jx9rh5vmSguAP3CaYzUAh/3r17N70HwzLmQHgCWs/nBAqj+Wzdkg4A482Yur/cDx89T+2YWV7oF4F5+gbgcwA9j9Shbv5n//LFltQ36aTfzMXU2xlANq3uI3SaV3zmHQ7mbfbZALmqZsf42NZ0ehOemqZ0fswn2+7cXWddkKv6uSd3DjDG6aDxLLJqGfDWcu9c8/FEpok+3d/fz7ZTp77zavyjo6Ppxdf0yeNCv9CHXvFluUyZ8Io05pyDg9bljKXbw/FJGbd80B6r0pgTtGmnK210zmXPXY8nv9uRsLzAM5xG+ujEmWXA+Mht7ivpvECHV7t9rPI+gD9t+kt5Kc8tnfN5yDOd7DE3RrZ6JKeuy999L/P58vKyfvnLX07HcXT4zHPez5qmfYEJdA5znAAa8x+9SF/X63Wt1+vZUSPZhy7At6/4edtMP9vhWPc1g+BZd4dXnVzo2k8/1JjFNLge27Kkv5O/Ds+nj0mxzUzs2PlCHbZ1PV0//HvWmzbRGGMfVvV9bi/7lVje13LMTbPr7hJ1addyHpunFDAZct/Z2M7/SV53cpPzcp++yERH2s7sd9d3t5F4FKzl3T9JbyZAuzHu5NW0GbumDvQOD7c78nVzxy3YK/0KY2fudUKBexxAN+0eV+uDxWL3ngN8Lgf1HYvLmED68/TTONuY0klh84J7jE3R46YXXZ6nevz/2ft3H+mWbC0Xj6yvbmutpvelt4kwEB4m6Id0MHAwsLid7eHgHfv8DbhYSGAdgX3YEgcBEuCgLQwsQNsAHITExQBp06jp3b2qKrOq8md8+8168qk3ZmbVV99tdYZUqsyZMSNGjDFijHeMiBmTT1KM8bTxKPQk7iE2JU/D74yXMYTzdHzHEG1CXvrNTT65Hr20zmYB5vr6erfhqOmL58V2u92LZ1KaLeTcjI8ML2zHbOfbvHP7tiem19eaH7EN8V/TP//+q1I8XtvqH1ppvv/Y8qJFCCpje1SKn5cUz86PBpNO6WOUQ2178jEBTsOWazZITNgb1HhV0QaFDmC9Xu9eyso+muPMvbOxcRw2MpYb/1oymuNwv82A5V6DSdYjLQTXBlWr1VPi0w6aRpaP4rXCMRqAN6fC+5isN/jmGKkj5BF1ZjZxqU8Z/xLw4cIBddCAikCFR4Bst/vHkmQhzU6KYzNADN8J/gMYSCN1nu0RoFvf2R9/4znkkaP72CUuQ2fRF/IvMjIQD29tA9OXE7cz3WgLEy3YyPhCa36jXSFItPNvie/cTz57MWpml6mbtkVs1zaNsmNytwGkjItPmjVeWZ/sa3LdR9+QTtsrypG85DwnfW3cXlDwTnM/2cC/yKLJIWNyMEq9Z1Bl/tuWUQdyv+1+dggREKeEziwMpT0uNnDhK/zMtTzOzIVF6kfo8oLH4+PjsxfupV0/eRDbz/NbM6b2NFubj5E163DOp80EXHw6xEcRZj7yyCkvQDSdCq/TXxaQeUQV7/c8t3+x3oevDh43m83eX2TF9h18RE+98Jj6Dl58jTS2QMt+8lOUtmP3VE7lpcU+dIzuX2d18t/vC5rd7zhmRovL/f39+NnPfjaur6/Hb/3Wb+3FebSvs/aJnej3bCv4OTHP9fX1s52+iYlub2/3jmTyGHgf8U6LIRoWX5LFIZ4u+erZuIl9aaPdlmlkPGFaZj7f2GhWj99NR8NXLMbrbsu/0z84/jJ2nc0X4nePjX25reZXIrO2AMK+jNEbf1r7pLVhwCY/+0XzOu3Rh1qWrk8e8HfiOPazJOs2ftukYBjzxe14flrP27zweFPPC0wN/1gf0ybbYizJOCn4y3xln40X+cx5TP2lrnghLLQE911eXu69Y2GM/fjeWC20MZbPPYwnc5zRxcXFbvGXczSYd4yxWwTxYkWeWL64uBi3t7fj7u5ujDF27TJuN58yvsfH90e0Bo8GK/MkiJRsjgkdyV9Qbj4hgnaVuY22gJSnH0I/i3nseeUE/wzTtrnnvGGuU0dsO5Y+5/6ZvfFc4/yb2a2lv8anVtz/5y6vpWNmq2Z1jsEcX3o5BsseKkcvQnz33Xfj5ubm2WRqQMMEuiwJifceU2+pHMsYgpDZpM4fkz0xmnZe3I1pvvg4Il4PGL+4uBjr9fogkCSwaWAmhYlaOr3QbHCUNmLwkkweY/9oDt7vJGToZFDi1WfSmv7Yfv4zwDAf2AbbZ+BDA99AJuVpUMdifeJuAt5P2TiZ4hV2thF64jQNnpwQJZ/I6zjf5mxYsqu16U9zOm2clnkDwY+Pj892MHMHLgFddk6Efi98BbxxR6DtD/tmUJPC+RBa8jkv2d27p4B56ieTieQxHzNNvxyLQScDfu8S4qIBx5bfwkeP0TxZrVZ7T1AwMf403A7c06557WNsPFf5uYFCJ11JP4G69TFgM4VJWeqL9T73Rjf8REZ0jGN3wiA7epioJxgmTda1tJv/ThhzV/12+7Rg6DmfPy4YkEfxTXd3d3vX01cLmEJvFiIinyw4RBbc4W9fxGAovMk4+UI30sx5yDlAmqKvDFAzZ9vCgo/ASBucQylpKzRSLtRFypt6GTrox9hGZOdHubmoEZpt6y2nBMHcYRc6ref8ne1mDnIBIjuS+Y4HLqzZV1PG0dNZvxkH/7tYlzyOT1U8vnfv3o0/8kf+yCel4VROxSV2J3PWviV1lu6fFdqQm5ub8fu///vj6upq/PjHP97zhbGpfFKQbdC32/7bhsQOxfb4qawxnjA23xmU+5vdcwyT+ZvfaHvp53m94YXZZ8cQtn3ES6xDLGhsy7iB7Zh+22NjAyf6Zk/lcyz+3HhjXMnP+c/7HbekjxnvzUOPu9FOH3pMMR5if/T3aT//KRvHH60Q4zbsPMMh7Je0UedCK/nV+Oe2W7+HFuSaDrTEq+u3jRaz9o0TUnLdWN5yIR7z/cGllN3s/oa3KG9iXNLbcKfHS97NeNZ40vgf3J+YNfF8cJuxmfFXMF7GlyR//q6ursbt7e3evaSFTyGnj+12O66vr8f19fXuKfDV6undDBcXF2Oz2exyibHP4UnqrFbvn/xIHow8Nr/v7+/Hzc3NWK/Xu6cWsngwxhjr9XqnO7T52aDEeIu+IrTwXRMtp+cym2OzYj8ya7/VW7IRthPOA87ubWPhb21RhL/Tv7U2fxXLkr78qpejFyH+0l/6S+Mf/sN/OH75y1/uVjOXFLd9nwXLbuNTKq1BlSfvbAXQ9znR3hLUfAzZ4I3JAD5m1x7/Wiot6WbHbecbg7uUMPejcnTkNoy5L8dX2FmRX5ZB4zHpMDjkyjV5GVk42cgxNJDQApoGhum4DBbaGNyPQSSdW1s0CVjgTgDSRl0jOKbztQ4lkWg50Ik44Wcd4mOzswWD6ELTS97jHQkGn9Rbg00m09nfTl/T5xh7/GTSmfefnZ3tvW9gBhDavLdeENw6gZC+KIfUyS5r8orHMHG+UcfJV885JpAJyCiTNrcJQBxYU29DB21ajtkh+M692YnD5AMDF+sJC8fOejP/wUfdcz91ivOc/OECrJMk3M0fG0k9JvjjXOHRX0zoeP6Tp5RJ+ER5eMcpF3BaooPt8cmF1erpxXZMupPv9uGUHfWCZ317kSHz3DaAu+7bYlpoyr1c5OBj21zE4eLKzCaHhsg1PPFCnecE5Ra6vAgRfjd/lfnIY528qMux8z/lTZ/i+0xnsAZfDBve++kPYyJiAMqNsggd7bhJzzvrFRc9KKtPVSLzLOL9+q//+vjLf/kvf1IaTuWHU2wreH2MebzjeZ1iHzTGPC5ofbdr/v7LX/5y/PSnP90lYLzo4DboT/Kd8zh/7RrjHeO42KT1er07kslniJs35IexPu8z1jXmSXszG2Q/G7540WUJQ9PG0a7HdpIOJvBnsQmvG8/4Ho/TxbjP425xUYsnWNe0Nl2eFcuh4XBes3yIxWftz2RvOS3plXEax0h/6r4oozY/Z/iUmJG4qfGs8a75Yt47k531yvYgmJf0NX6lOLncCvlgWsnX2dg9Juc8rIusS6ya38x/0pex+76M1XOS86Hx3LgpunZ1dbXD63wyYoynvICfqF2tVrv3OxB3JT7KJpezs7O9DVfeRJUkfeLVvDOMcX+Obsoml1xL3eBznqQQv/Ptt9/uvYeMsSGf3H14eNg9HbLZbMY333yzG1+exKAPsx1IzNPklBd5p1/ms8hj662f+HDckDb8ZL1xtW2JdSKl4Wr2NYvp81vb+GpdCw2k03PP89A0kn6W2dz+2suSzfuhlpfEbUcvQvy9v/f3xtXV1d5ZbFaaMNfHNywRNAPor1HIY4Q7mxCHVu4aLY+Pj7td0955zsSpHbBpoJPKrqC7u7vdUxEGUaSF4JaGphU6TYJ8G6SMbYynnSstYcUxGKTljyvLMznbGJJe9uezB9N+Ahkmpplo4zWDkBkob4CI43QSnL87icL/THzP+k4SiwkdJtxCH4+K4Jwj8GtPkfjRdf7mYMPfCS6ZXGrANOPky5/48izyOPXJG9JDMJV7nPg0mDtmHoTH5vd2ux1jwf5E5/xkUNo3vywLj3OMsRd0EqSOMXYvAOfCQeQQPhAMUfcbQA4vmZQ2LZQrx0X+E0glccdku++lnDivUzg2fjcvvfjQgBCDv3w32OLn7MZ0kp78zbgou3zOnGQy2gCOY+FcTjvkMdvlfWwzyQnqMHmR3Tx+qoALJdvtdjdH0xffxULd4DgSfJjHXlBKf1mU9mIBH8Hebvff1WI7aV+XevnPORJdTDvRT9s8t0/Z087TjjfdoE6HPs6FMd4/fZbdWu5vjLHbdEDdGuPJJ9jnOMHl4GCW5Nlut8/e99CCC9JvnSf9loN9+tKcbDjSbfD/xy6cS2dnZ+OnP/3p+Lt/9++Ov/23//Yn6f9UTmWGlcd4ejdEi8FYbzZf3LaxS3zyz372s/Hu3bvxG7/xG7v3QziG4XfGEvaN9AtOynLxkztzszgR+3Z7e7t7SanjHGMwJ5BJL7F483Ezfi7JY8ZX86E9JcjFafp2H0FJHjffZ140v0Wet8+keVbfcie/jPmIyR0fsO0l2z7zJTO58L6GC8m/lJZ8PtR+7jN/m39rbVpGbI98azJ2G9Tl9MX/Kd6MYjqsJ45zrWcpxJ6px1iX/LVM2JYxgekyDiUGc+7APGp9kceOkxhXtjwC5zTjR8YlTJo7HmtYjn2RR9w85TGE/+nv7u5uT4eoG4w58ueNa+R/FjloL5Ncz9g4pjHG7klazvnLy8u9p+DHeI91c+oHeZi2rq6udu/BuL29fWb7GBOTh2OMPTxrjO55Rx6TN+/evdvRwJMOnMNpc9Z9WxdN7+yzfQh/Z18uLY9CHXe8wDFQh6lrKXx/k++bXbe9/lRY/i3L10jz11COXoTgG+rHOAzMZteWAN4xSnoMQJwBCDsytuGJ0/p03zZkYzw/+oht+zy5tOFE4Hq9Hre3t2O9Xo9vv/12ry4dM+k34HGh8SPom63QG/g08JZrTpbRsccYspBHfKwx/cbIz8APnWTa4jEuoSE8YULXYDj3hE4DDPI+dBj0kEcNlEf+bSWZfHP/6cP0+lFQgzO2k7bphDiWlsBqoJROj7pjuXjsXBChnnhBpc056poBMwEl6WG7pGn11PDevQE+AU2cSy651hKsXCzhjvizs7NnL1lOf6zHudCO7MnvlAdpNShvcyfXCBAjF86h9OVgikExx2/wTT41PnJMTbdoA8jH1M3OmjYG23jyi/PiSR2eFiNyTx4rTuKe9ooJWSb2+QIyJknyBAAX0ch/25OMnTvSs3sof7SpDkI8do6TcvH84rio07aTnKcOYmxHPDcdEHHs3AU1wxnkWfrMDjA+acO6XAhiksvyty9ysiP8oq6Rb2yD/91WdI16zcCINoGBp59OMG8cQHDukdbU5RMQkQOfWvA4KTPjHb5gkEGh/Qlts4OVhr1mWO+lwcBr63tB9FRO5WOUGc7lb7zOpBFtrLEn77MvaDEQ7etq9f7IwZ/97GdjtVqNX/u1X9vteh1jf5OC2zC9s0RF6j0+Pu7ZIv4Rm93c3Ixvvvlmb2OTx9l4wOsttuH1JdxE3tCmNt6lvu9pvmMmc/qu1Lf8Gh1t7P7P8c74MRs7/Uzrp+Erx0r+7Pv4fabXTW7m/4w2xiLEQhybZWPf18ZCmuzLmhyMnz2WRnd0KfhrKW5rem8ZNhlRd50Ud2m4Ou0Z+zTfaizb5GEdMOZn29Zfx9SMbczPNpc5DsYRxFocsz8zPst124Um55neEIta74MfGUMwvnPuJzaW7ZPvlrufPg5Pxtg/hir9ZaMSY8s8EZH7r66unvGGWPz8/Hx8++23ez4h/xMPpn/KgmM7OzvbbRi23rB+SjZv5Wgnbpqyz0377Nv42fOxydmFv5G3jqmtA7brtDHun/Kjf+J8o762vNiSr5+Vma/6kkrzZ29RvvRxH1Osa2O8flxHL0I0gLCkZC6HFPLYtpcUowHgl9DnwNiTbgkkpW4meH5LIoGJVrZnQY7xfiKv1+sKumnsmtGY8cXOxEk71mtjHGM/6cR+G0jmH8dO520FZoKCAGi73T5LshE8coU+faTNBE0+ToQAgu0YFFku+d9A1ywQ4Iuc7AgsDzs1ysYr8E3GBi1MSEV+5EPu4S4BPmHhhQP21xJ1pDXtMpFGOtvRJLNxpQ0/4uiAlDvZ956OUT+zBFg++30OXtwhTeGlH5cnjdRnv0fGSWUeuWX7wJdVEyTn3vSR+5nc3W63u53YHJcBEX9Lu0yKkkfpoyUR3SZ1kPS3ox5ynWM3qHPQlM+UV+yCwZEDjpSHh4fd2aps2/Yr9CVJEvoIuGlTmqMmbbRZzR474OfYs6DFoMN1uGDkwDBzhTy3PB10pR539VP21lPKNnwj/RlDdIFBiOcdX4DdFi4YLFifGg8ZMMz4nMK57ACP8zHj4Ht38pcFgNghBzf5zvduZP7ld37mwpF3QjZdih1IIMgFrzYXafs4l9KWkyDGOa3YD9pnvgbD/RDA/an8sIox+rHB9ywGShuOKzz32n1p123lumncbrfj9vZ2/OxnP9slgmj7Z/EG+7N9mP3lfXixi0kCxYaOMXYvSr2+vh5jzDdMeWzErqzT4rWGO2g343+I9W3LjNvNc7YZuvhEfcPrjBNav2zTMqFPp0yMvWcy5DisY+Sx/S1p5B+fdLQe0dc37Ec/3RLRLR6J/81mDsrScyDtOpY0f3kPfbSvmYfma1u0n9WlDlivZnPfMmE7HnubL9RFt0Oe5f6G8dPGGGMv5uNnYjjGehy7F+VyveHrNm5/ZiwW/DOzB5az7Ujjh7Hqkv3nfOE8JXbnmJ1sZx95sjib31yX8k77firbMiLeJB7lPCL2zDzzRruHh4fdi6uj+3zqmvHV/f39bpNR2suRUzc3N3sxfPQtviJ9cuHFuZD04/xa9CLxCN9n6djVumZf57li2TuHYP3O9WYPGsZPXeqQ/7d+KNfWB8fX9GkJdzTs0cqXit9nc/ZU9ssM8xwqRy9CtPKSjg6BnE9VDCjzOQbRjKRD8T1ORqcdOtQx9nd5pjQAQB7lEbQ8DWEwyv905k6ajPF85yvvbUCUzinjs/ExKPEqNMfJemm3rcrTEPreRit3S9spZAx8TJQyIKD10UCNZgaSBk/u34kpB4yNl432Npln3wmuDSTaGCjXtjhB2phkpjO2c6EsQ3vOZRxj7L3jwDrSAFja4BMCAVeexw5IWz9/eMOuno8voiwfHh7GEB881gZCZk4/nwO6OF7KJrRHRk1fU4fgyb+1eZlrDkApB9upjJ1PQZDX1Ocmfy9QWD6pa/6SJw4ASC/1uY3FcqEsacMDqpOYtezIQ8qMYNxH5jBJbXvZ2m5BKHXJdiV9trGNMfbAMxPNtvPsn3ONY7XeU0/aAgCfZuORE37022Nlkov9EVjbhtHn+gkaLnw2vWr6QJ6TVj7RYj/BwKQFFpQ/Fw44fgfrnmccExeD0g/pmNnZ/JbFBOIezxP7KvqplvykPrh/2wvy2J9fWk4Bwql8qcU6fkwg3nyAf6Md8Lxl3RmuZL2l8vj4OL7//vvxs5/9bIwxxvX19d77ghr99l3GCfavWWjIIoSTkaE5yafEQ7YnM+xsHzDjObGAbTPHk2T2DM+3YplaNo1f+Y0+mU+qkXbyvsUmHif74G/k4UyniO/Yb3CGfYlxYZNRw475br21r2lytY6Hj8YuHifpavOK7bkv1qduMNZyH/aZ7bcx+lEsXCxr/t9j4b1Nr607vIdznXO4PZWU8aRuMHXG6LjGT3h7vOYBx+AFq8YLfue1tnAW2iOvNqea7jfsRP0gL/l70yPnIoyziWF5L2kLFub7vkgneU2szvnHMfP40Nyz3T7lzVp8YdvFd+t98803e3QlLh5j7DYlEVPzSKjElDc3N3u+InY+x8/e3t7uFqzTd55MJ++Y/8iiA/nRbAz1o9kQyou2uulHk3UrrR/qEeNS39f6Wbre7ECjgfxI8ULGUt32/Wssx2C7H2KZzYuGDWflxYsQdN5vwfQPaacpegNWBletGBznfhshOlEG5zTeDtYNnrg71g6RNOTdEJvNZvfImcfUkobtu/uj0zcATT+81237DMTVav9sd8uABplOrrXNMXmhZwY6nZDiRLBD5fhIo0EAjfmMN01nyGvyyXX42cDcCVQ6PQdgBrnumzxdrVZ7SXCOkzrI+WCDEj578aLxxuA5x9FYBvydAMt8G2M82wlNcOoAljoxxhjbsX+0SQN6uzEV3cxxLgawTAoYiHFsXixJXepJdKDJNoWJaINc25PoAvlCnXp42H+Xg8FugB9fHDnG/m5386OVVmdme/iXMbUnZ6IPXpxwQp/64Lp+UqL5CtPkJw78KDLbt42P/LhbPnUdMNiucs7T5zSgm2s8+586Qntge8t6oSfJJ+p3ADsXF87Pz/feH5U54yOFMlbKlQEA7YBtaHYpccwJIDgnMrcoiySR6JdaCX32zbTZ5mfapD1ovo92kO+u4CJHC+rss4lHSFfz36kffQiN5CHbJs/YFnfH8V7X9Z+TaPQRtsOzMrMtp3IqX2JpidkP0WHb9/wd06b75jzP7+4jdX75y1/u7Uglnkk9Y322O1uAIK7K01l5AoyL+/l+e3s77u7udhh2RndoXIozLBMmgr3RyLEJ7XD6bvGCabI9jm9MfdpUY3wngun7G/ZqeIY0tgV66kOTo/1O/hxH+j5/tux8n+llGzMZMT5yOxnP0nwhLYwj7J9MS0qj3+1TJh6n223JPOPI2Zy2zjf9dEwR395wb5sDSSz7KdDQxWNznFh3osrYwXR5LMZExnzkdWwV2/a85z3E1q1t427rNPsjxsvCAGVM+TX7aKxpf2I+5Xf3NbMP/G8cmfEZAzPuoQ8irynPxA3n5+djs9ns4h0uOjCmzgum/QRX2nh8fBw//vGPx/n5+fiDP/iDHd23t7fj4uJiXF9f73Bu6My76Bjntjg+1969e/8+iMvLy11MY73lGP0EMflpGVH/KHfLgzra5qpzK7Y5trHUt5ltanQfwiz07/n70stLMNixdQ/FLj/EYgxle3pMedVxTEuNW/GPKYeUnG0vtbs0Adt9HlMDG3YKzUm0VeS0T2PhRCDpIKDifVnJzn0Geg34zXhkkGs+0EgRaKQYgLs/O8xmTJ2MSr9WZAc17oP3tp0LBI8GzvlOZ5nv6SN1DVr5G8dGXtBJ5TiOGZhr442u+MgN92eZW+ezAyW65QQT67a5M8b+7l8Cm6brbmPmgFPCJ+oYQYzHTD4asBEEWGdcyOsk4tjuM9A79vWOQJ16bRnwHgOX0OwnBay7occJTcs+46WMGKxZXgYtBsTUG/dpkEFeOLDw3Mk1JoubrGwPyUMuhLQFKy4qeJ5ykZJ6xDnFnVtjPB0BFt6G5iSSGXQwKbzdPh1ZZZtpHeY4vcuSwUHsUV4knb591Flo4dMdtqHUGYMI1gvdSfzb37EdJiSsNzlTPEEIk9Icn4FMjpriuzTSbuTgpy2oG1z0T0nyh7rqOdtsgnWKCaTMU8qVOkQ9bHORNC/5FI6b99D+zXyDFyFoj/JbxmHMwwCD41zy/5lzDlJcJ5/Zx8yWLhX7xkP3ND91KqfyFuVP/+k/Pf79v//34/vvvx9jfNiGq6anmVsNi7EObU6LX5oPcl/39/e7hM+PfvSjvSMjcx/tP/vmnLdN4U7aPAlxeXm5l/QZ4wkP393d7b2guuGHFiPEhvo347jGP7Ybf8wXZjcM7HF6IZqlYU77Q44ru3ltRzlWYy/a1VmiyLR6PHuYWJ+ji42vTpq7EC+1+paBcYVtPutTN9r8OzQf6XtbzMu+6LuXEn7pl9irjaHpreu1dokVWmzNsfD6TI9dzzKZ1TGGCFalvrc5w7aMXTzume/meBw3sW3aTyfaiYsPYQTP0eBk8rlhE88jy58YlPZwtnnG8+fs7OzZC5w9t6wzbCtjoRxDTxYUgm2bfwoNwf0PDw+7JxXStl9unXe8+V1joTG+4dtvvx3v3r3bHdOXdzikL/Jtu306tja4mQsOlNv5+fm4vLzc+SFi/MTs1lP7uIbhZ/N3NpfaXyvH6OdSO7N7qUetDetRG8dS+19DeS1e+9LLkj9+TXF+6/z8fPyJP/Enjrr3RU9CfAxleomQl/pf+s0MnxkHOn4DFidmWmIjvxtYuK9GMxNZoYNHMuUcPQMXg4sZyDOgTT06GIN5j5l008HQgcRQGzA4iULnR0DCpL9X1Bs4zXc6qXyncV4KQFqbpC3ycV2Oe7VaPUuOJligvMyT5kBmAKSdvW4A6XFFrqQ99Bmcmh8tuCOwmvXH9rhLPfWurq52co7TT3+u23RojLGXDE6d9qjljh7Qy139pJf3MUE5pA8zfoe+2Tg8xxK0MYHsucjvti3pL0ld6q131DUAz3s8HvfvezhGLpq0tlMnvwdEBgSG3iV9tB5k7NwlSRvugDgglKUByLRJPTIvUs8Bfwp57wQzx5Ckr5MJ1h1/ZruxO+EJ7SFlRdvjRH/utX7znszTzFnqc4KI1Wq1O3KNAQXHkyAkPPBTLGOMvUUT7pJK2xynF0WjVxwn54vnAe25g2PLjDJKP1zotY3nvGA/0d0EhwmYUjgm+km2n7a58EJaKePQkDmyXq/3nmJkXS9shS8O4jkPzEM/aRZ9ZCBtX2veNlvSfMKpnMqXWn7jN37jme09pjRM2K5zvmX+un7qzRK3s//sI2W9Xo9f/OIXY7Va7V4USuxmW2GfybnP/8RBtIeXl5d7/n21Wu2ObYo98VO94XXD242nvManEvybee8+bGvZvjEm7bnb84IyfQntczCTYzrSlWttAWiWxJzxyT7TsYRj3vQRv9yeyLYv8YLBjK6Zf85vDa+xP/bTcKZ9m32S2yUdrQ3jQ7fZ8N4sJpvVmdkXY3XrVtrzZgrzn/PbvxE3zXx36gVbEHc0m2PMlP+5xnnR+Gocx7asAxk/+yKedL/hYf47T3Jo0YoYdiY/ttMWUNJ+w0TWZ9oN2osWK8901pgt7zVrNofxrDd9cQEiMgiGZT2+N4ZyTN3EBd988824vLwcFxcXY71e72Fi0sJNivkeGryx6vz8fHzzzTd7L6VuOmk7bz7OYuglX2IdmMnZc842mXqc363T1hXXb21Gh5odYDuNL19SWbKZKa+JM76W2OSt5WJ+np2djZ/85CdH3fuqd0Icw+gZkP4YpTnofLcjb06WYKAlaA6BAbZDI+9+6JwIiGxkaSRyDurV1dW4vr5+Bgb539fNhyXeeJHAf7nulX3yqIEA0uSkr3lmnswMPeuwfV6PM3LSnGM2X3iPxxge2QlxLARXdlx0gm1xZ+bkCNpmICTJ97RtB8ixE4CkDmllf2nbepPEIYEE+/TiTUALHTpBlh2idYDtsF3ykck+AspdMlpyJpA0r5jE/8OGdvcx4Of8sw5T16xj1nXOResx+cLjCUgzd4I3ffe8DN949AtBmYEywVtLGof3XJiNzD2/za/tdrt7VJZBa3YatiSO5755xAQHd6CTf376hsDKNm+M/cVa3sfxkL7QZD+RRYfwsQH9JhfrPh819mPF7pNP25B/5C2P2vBv5ocXPFoiPI+fN1vEnUgO1CL7yIovsWO71OH07/GHl9T59Je+7a9tu1Jsl7fb7bOzjs1bvl8kbfDoK9LF3WSpFzoZQPI+vqcl141TQlPuzVm5HpvnDWUSPrenI1In9DHozHfqM+farNg/vwRL2i4cKp8Ko57Kr1755//8n1dfcozOHVvX82lv8wTKUjsNY7cYZrt9f+RFxpLztl3XsQX/0y8zsTXG2O2q5TEvKcSr33///fjuu+929s+xi/trcdLMttCGOVFvn2fb7n7dbotr4n+YuGvxVHjFscbncje3FxxMm7FEaMiYfK1tKCMO4Djcl3neMJvxNMfMcfH+Jt/wg/6rjXGM58nX3E+cah5xXI4PSIefSG2LJLneEnlph1iUvEgdY8y2CEQdJz8cs3nxx/c0HGubxns8D82/Vmw7jLd4jbpiOpv8fCwR9YV8d51Gs685bnL81OYU8eVq9ZQQZ26F4/cCV67P5DZb6LP9cVyQ+nwCgTrPuCNjj71MHdsDxobhBxciMj5uRkx8lGP5xhjP8DB1IHXv7u72NjDRdj48POy9x8hxTNq/uLjYPQHBuWGZ0F5QTuQP/bJzf0vzwdfN1za/SB9tC2mwX+B3zqPorrFAdKDNFfP8VH6YhfZgjHm8dXt7O/7lv/yXR7V59CLESxXrUyqiJ8shxzFrwzv42K4NEo16c5qzRBkBRgxdA02kO09DcBFiBu5oUBqPPKZ8pqHxfTS4NrwGCKSBAHNmnOzsKCsabCfHmwN2YsWJt4yj8Yj90Mg3AG6nzQQwf3OiPPdbN0hba5Mg3UlLJ7HZXgCOZT/GE4CwTht0kD8cSwsQTRdpmj05RJBl3bNcyEd/NqAinXvjGPs73sKn8Nrn5I4xdu+RoNw2m82zhCLHzUJA6nlgGZEPlFsSrR536PfxCNQnJ/fTR8bf7AD/h24mE6kPTjKmfQfOTKaax1mg4ng9DtehfoU+HxPD3YIGxvzuhAj7ZV8GfpaD/Uh4yOvb7fvd6LZRrO/SZGNAwHES+JNG9he9YxK/3Zffeb5t6GBdzwePxwsBtCNO6lCPrA9nZ2e7dyT5nvhVy8Q8TN0ca2UgbX/XbGz44QWC/HHB1UCfvKGNsk55cathjraYwvFn3j8+Po71er1HCxOCudd8ID2c667Xjl/gwlTDWNTH2dximYHe15ZjsOGpnMprCp/IeqvSsDfnP+d2s8WzZPExcyB93d3djT/4gz/Y3XdxcbGHJWZ4udkM2pjsruV1xyZnZ+/P9769vR3ffPPNNEnEYsxue2MfQjxO/rWnI1Ofi+BNVvk/kw2vs5/t9ul4ySw8s6Tf1GHcknbzR39gOo1jie/CF/qz5svI79wz65N9NPmYZw1/mXZjLo7fmGxG+6xP+unIwtitte85mbE3mzDDfWnb+tOSvu1+0jErllFLmLd6boOxgf088T9jY46F+Mp841j813jW4iQWx1kN+zh+t21oc9vF+Jz1Od/aOJtusw7pJX2zuWL70BbUzMe0FftjXYtd4HvnMl4+4X5/f797r8MYY+8dg+zDOY989m/Uo/AzRz55XjAuykII3z+X2CWbfePTOH7aAOYJiH1b7E7doE11XNH8puVoO8h2PUd9v+9ptst2v/XrOvZdM0z/Qy6W3ey3H0JZGg91JCceHCqvehLiaypLzmGM/QQRk1j5jf9jvB2Yk/EN9DGBvKSsY4xnzjmJgzyCzETkzEB5vDSO/M39eMcAaaLjakd95DsTsXQipC9tkg4bayYFSQuTIGPs76ZtoMJOf3bEU3TAwYUXPcxzAv/t9ml3kh0kH0EkXXFgDN5CpxOIdhpMTIcXpJ06x90KTuzluhcl2A/1h0CDwCB9+3Noi/woJ8pkKaA0IOPRS7zH83Gnt7l37AMv8vDZHB5PhTuSqcM5UsU0p97l5eWz5DDn6Waz2bWb6+QD9YD0kf/53+xQs0+kN/1R90KrA8UmD+qkF+Pyx2Q/n9rgo7INhFvfGQhzTLRL2UXpxZjwMvaUNGas5kvaZB9sj+Pn0xUGkLa/5In56SeoaIec7B5jTM+mpl1Ju5yDXCDOb15ktE5kZ5J9mJ82YNBlPaOtSDveScWjn3gfx89EDW1t6PZiYnTZC9mkxXPD93p+U24srG+wTllFzgmImGyiDaf+cH6xH9JBu099S/Iu/bYnOSjT/OaFPc4BLjTkj3Oqza/ZPPKc8pgajvuhAfxT+WEVJyrfunAOOv4Yo79/zn77ULG9f3x8HDc3N8/abonDMfY3RtBW2AbwSQjjR/qB9Xo9bm9vx2az2cNu9t2h3bjWNoZjI75t8RxxWsZGHJv7vWGDfdmWNR/CQr6Fz/ZFLW5y+60P4jtjwRQ/OWpfaD66v5bUMg3G8fadacfjoM7xOnlibJTS8DLpsE/kd2P+9Nl4MdMpF+rSEt2Wv/lh3DXGfmw4k4t1hjEr+2I8MPvN2NzxWnjYMFV4YT7mP3Fq46W/e1y8ZlrZvmlwn8aJac96RF6Fr47BLXe3Tf40m06etDlMWcSOGndbhta//LVFtMfHx70nf9m/T0CgrcxfjtULbfw9mN0bH7nwyjby+ebmZrfZizg6/XBBJE+CX11d7W2yMl+oM9YJ6lX42+o1W0zeUjdb4Rya4WX+1q5TRs1nEj+0OdMWrqzvp/LlFsv0pfct/f5SjPmDX4RIaRNtjOc7WJeODGLw7wlnQ+C+muPOfX6Emm0nwMhL27hC60Kjw8JkBg2xE41NgWzwZmBujH5kiQ3hIZBFAGUHH8PnXfWknUY8fTJR12TSFlUM5u107ZRTWiLfIJc8I6/acSh0sga5lGtbjCDfnQRdrVa7RS0nvNI+ny5I323nclt4Ygl93ilreVAX7IxZPzIjf524c+J7FKDofp3spAmlXSBIo+6ErgAc89tgiDyzTnD+k99M3PMeLmQ1OknbDKxwMcQBF3mcz76etpy0JZ/Tz9XV1TNbYT3kOFjHOpGXmDHBkc++N0DZAHOM/XlDW92COo6Z/1PHCRQmynOdQQD1+OzsbO+xYtsM2kr7EuuZ7VbGST/C/y3ZTRtDuxgdcCDlxDv/c3ewgyr6Jtvl/PEYK9vLme9NEGQaMsbGW16jbD0Pm10P37mwYz/Lp594Pb7KATH5QP9keaevpjcJ3Dg32JYXFChTzwHbeNPW/sJzPzlFnjX/3fo6lVP5GsrMnrx12w3Ls882ZxoGPaZe7AFfuP34+DguLy+n+II0esEyf/Hj+SPOp414eHh6Vx5fNEp7SLsxS4LP5GE+ksbm44hr6TeZZLWNbrSwfcshNMU/cEOB8RsXpfz0LOlrGLzh86YfS2NhPdK+JA/23Y4GnfGQGIj0NmxzTCG2sjxbIb4yfiZ+MV3sz7xaksESTcYiDZe0sTY74A0DLNZRxw4t12GsbDptp6xzLa7k78Y8/p1jaZ89rkNYh2Nrti6/N/u/NAfb2K0Hji2avZi12WLE1Wq1l1vx2NsipWWfe/nkuY88pZ6cnZ3tXv5MWSQ2YXyZ8fBpbY6T9KfdXHO8GB9F2SQ+uLq6eubDKCPGLuk3MSWv0Vc1WbCO75n9cQxNP2b90Bct2WvGudYb09f8d4tV3hrvfOqyhJ2+9vJWsjnGpx0qLzqOqRmAtyhN2M0ZzcqSwhu4tHYJkvk41yzxbJptVHKvHTDrOlk9A2gxdJvNZtzd3Y2Li4tnCSQ6jJlDaqDWv3HnLEsDL0xQmR9OWNO40QHEKbkdggrSaJ7FuNI5tUnB5BkdZVu8YJLIADO0NN0wMDb9vp/XnaQhD73QQB54ISD1OU6OyYkt0kJdpUxaQpHJWrZpfaaOznbfe95Yv+h0mfglvabFY9tut2OkbfCI8s/3LEReXl7unoTY/V89JUcN1NIXd2MEoFC3ef5ngBMBtGWa63wBrm2E750lnkMnz5KP3LyLn3Q0QEb6nQhnHSdECBopH8vC9jnjZvI39e7v78fd3d2OJt/f+ERecQ7OgNxOj/6wcMcmecZFDt9DvSBYZ2Ih7bx792734jeC+NVq/70C3jEU/YwukoaMhYA+epbfI0/zwYsxljXbb3aYPDI/0jafpMnOOQYSl5eXz+aen96jb3Si3jJPnWdHthV9dTBDGuz7OH/D67bQEjk+Pj7Wd0VQ92JHDPyto/br1Le7u7u9pxpin1w/31OH83S2aGBfTT75PuqEi+0X6fmQQvra9VaoRx/a/6mcymsKsUWK/fIY+0df5DfbX/4/1IdLmz8PDw/j5uZmb35nR6lxEe1FvvM32iMulLb45Ozs/dMQd3d3u/dSEMOYZo+RbbY4qNmgxj9ej1/K+M1/3+uEj+say+YzceAxtoyxmDEdi/2TsbftcKOvjcfX7bfafW3Rgv7I9DsByML4MP1bD9o8aTiw0W29InZq+CD0NhzFvqhvxiMZV+O1aW79z+o4HiEPGde0djiHzVtivybvmd7M5kDjTeb/0liNSZfq8T/p9KJXa5P8cF1fO0Qf5cf523QqPGubWBr/g3v5pELaNHZmvBMb7Lgv2DtHfo4xdtfSXnBsrqeNjI3203yjHqaOFwZS9/LyckdD4qizs7PdAgfzUKGHCxQt99cS9fa7Kd7sZpmlPWNs98n7eN2+jvVsb43VPS9Z17bQMm65zIZP7D++tMJxHoN/TuVwoS1aWrh3edGTEHaIxxB0KMh7C+HPAPYx7dORcIWPbaeN+/v73TlXzem2hJtXnvl5aXWfbaQfJhDSZ/6YEGxtekzt6JSWcG6GKu3RmDI5RMASmth+W8mnLHIP+7dRa4aPjoj8GeP5mfNuuxnVBnYoj5ZcaqCPY22r6R5zGx/HY91r/CLfc2+MgxdumKwkKDDws1PlI7ZOlJJX+Z9+2RbH1QJCjsOyarproLZrN+2t9s+hT39JePJpgZ0sJI+WoF9yyNQBgsUUJy6jJ56PDbwSbBpA5Bz/AL+0aQfsNg1GmPynDPzkE2XDP/OE4+ARBtRrj9ftRIZ+AoKgznye2dzoj+ciaaFOzo6nCV2Wdfq2bTBf6F8IerkAE9qSuOa7QGZJd37O/f7dutDoa7Yt/GiLD83nNZtKfeL4zMssTkSnqUOUMeWXe5uMm7zbfA2Nbr/5C9s7Ly60e2iHo7O2KbRx2+12b6ewF8kszyT38kLqLFBbj3ktf3yBbEp+S10/YcE5yOJFC/I/7cx2YNomfexiObWF3VM5lZcU2ruX3je7x3PImNC2YWYjXJZo5G/39/e7hYjtdrv3Uk/br+YzbQu5COEjH4g58jTEt99++wwP+cmI9NUWamc2hu3Yh/F3Ywz7kLZIy3r2yaSDwTztbfrLZgVjdScAWJ/jMO6mXQ7eMEZY+pxiXlEOM5xJH+fNcDM8YR/imMAynuFU0+9+2sIZSxtn+O0npVmMLXIPr1Gm/G7/2j5TvsZ2+Rx9Yl3SRRtCGlpy3bjRmJP0UcdJEwv7ntUh361b5NcSpmhz0Ji58W+m1573uYebXdwOaWD8M7MtbWyUxxg9NvQcccI/xRg0yXu+syeYlf2mjeBGt88XN+eeyDk5Gi5ie6zNn61Wqz3snO9cGOcCSmxmFiUuLi72jmHKnHf/uZ5xxQ/N+N/mBEuzn60u9Yn32Xc2zO3rMzvAdpx3WOqj+XPr7JdWmp34mMW6/DWXJRtsO3zsmI9ehFhy5h9aPqaADFJmIMITi0fVNMDTCg1kA1u+186A/ZCux8en90LkSCYCVBuJJX42oGpA1sbVAFicSntMbubYTQf5kz8e82Le20hyBZ+AmcaQPGEijwCRCXr3S6BuABddCWAwgKATMmDz+fjpt53VSJ5aZgaSGTPll/6c0Cf95IOdFR0udwTMeL4E1pqumEe57nvIW35v94eONu+iCwbHASkuBOJ0tkzoErybnvzmxT8G2gwWZ6vJ7Ddy52fW8yP56YN2YjavOAfX6/Veu+Erg3Av6MySH26DczeBNnXbQI3zjnaR+kw7EjvOwvYIqviUFOcmbVHu40799Mm+bFtIH5MGtiu0H04yt2MKWN+BYbNDlDd38FAmqU+ZNVsWmmxLfE63k2G2AfF/fEItbeR6+msvko6ceO5x+mh9exep+cPfOK9tv3Mt9PgpHeqC+RzZMYjjeJuMvdOZsqdu2+48Pj6O29vb3e4sL1jZt5OvmZOkMXW4aOFFDes8/1qwxDbbb68pDW9Qz5fusy9pPuFUTuWY0jCIfx/j+IDYusv7vVmANti2q9G49HurO8b+QkSeIuUReEv2wJglT6JzEcIYNLTc3d3tFu55nXjf+LnZb9s/HiMSvs2SqOnPmLThWOMet9OubTabMcbTUXoeT37z0/E+/jR0enML6SXN3hVPzNrw20xHWjLPm1c8fuMWy9F9UD7UqeYXOV7ygPWpk0s+pJUmY15v+nfMEzyNj82nEXdYtzyvmxxpK9iPZcM2zA/+7nrGu2M86SV9bVs09ELMbIzpp9HB8XLMvtbspfVmVmY2lHya5Yo4vobRPOeMzSwL4y3ez3G13zjetOH4po3l+vp6934fzjfKk3zmplXmISj36KVpdaxMmrnIsN0+vQNtjLE7xo8LEG2upA/brNBnH5XfUjxv3bZllf+Um+egbYrnb5PfUr3WB2Vh+pwTbWP5kHLMHHvLMpuvX1sfn7M0PTl2vC8+jimNH8vURpx/f0sFPrbMJg+dWNsdnd8IUnMfjeaMN04cNLBKwMfkeBYhmPy0HJac39I9VBwnqmnMZk4+41/a/ZB6NnimgffQ+cxAgO8zbZSHdy8xGUy62B+Tcl5ksLw4HgYzBP+hhUfg8H62zfGH5vZEB9t2wjQ8yX8fT+WEPvlFZ8g+CAIaz/h75k8cPRdtyI8k5EivZU/+eh7kPtL1LAktGebey8vL3S4NAmLzlGDJoJf8tq4ajHAh5Im05069LWaRZ2zLPKP+UHdNk8FXm2Or1erZUQBNt1oAQzoJ0NKnAWbaagt/4Rntc34jePPY2HabPxyPE9fkQQN2zQdYjqTLO/djf6j/tCmpZ747UErbWSBhW+yPY3bCvo3TANh2Kjak6ZH9P/tlX7QvbIP0sz0HBaaTtDd/TJtuGZlW+8TGG/oE8918y1yaYZ+0FRnSj7hd2kf2RZuQxTpemz3O3QIQ+6OlP/OYASd9SfNPrv8hZYa/ZtdnhbbzVE7lLcoh3ZzZhNlvLE6M2Le5b9tK9nForrD+w8PD+P7773c7YC8uLnZPRKSO7USzvT6OKf3EZ3BsOZKJR3vQD84WkI2LyIvwkP6M/CNvZvb3/v5+b+xcmLU/dPscd9qyrIx1bLObH6Tf9WI2sWyTrXG9MWvb/NB8PPngQl0gpiYucTHGM09JP8fKe02D67ktlhbzsU/GlHxifIYhqAOm24l6b6BqPGh43nrB+50cpu1oNNiuzPB0+G1aqXv8rdmsmQ1r88rX2R/1svGkybTJv2FC/09fLSZa4pdtlWlqtOU/ca0Xc2gvImOPqxViYG6Eom1KO3wyK08tU1d5FPDj4+Ne8p/zfhb/5xpt72xRMxuWmDfJ+K+urnaxkhcgmp+g3Qs2zwIxsTJto+2p/d9L/Gu+2957w2rzVZQP+7ctajaB8m+8MZ4/leOx2g+hNMzw0vKiRQh33pzZUrFjek157UCPLTSC/Oxz35ioctLWTqYlV5b458kfQ3p/f79bYfYOSrc/a9Pf7QjtpOxAU3h0xna7f14fjaSTEPyzAjupTAfghQX2TSeRejbWkWXqOnnt3bEN+Fj+Y/Tkcv5aktc8ZYlDsWNuekaemZcGZuQnnWn69C4UtmMe0qkTxNCReYGGR5LwfxJxATfezcb6drIOuFyY1JolkMInyi782W63Y0iuacuLPB4b54QXdfgbx0J+zha9KHf26aCyzTfqihfimPxO/x4v5Zu+AkKpIxxr+qBMSU+bhw6Iqbv57rnVdMDzlW2Sp7QZ7CvniNpONuDmedJsrY+M4lFKkbN3jjKYoB3k+NpOKOoxgfoY+7smm41k0GN5ezGMNjm/cYGHto5tW9fItxaUpt38Fnvic1dnfpe/2S7Zd4cm83TJb1EHOP62eGh+MOHQ9Jk6Y4zhBFvj3xjvdwyv1+tnNjH983sLMCj/4BDX5zwzz4KfTJd/Z50l2/6h5VC79nOncipfU7FvHKPHCbne5mVKiyVYz/4gT006iZT6zV7YHvpJCD6VmXJ2tv9eCB6/QZ+0lKhtNoB2L7au4R/7Etrj0Ew8NOuPvArucJKfvoNtsT37ct7PWJX9sU37QP/O78a74a3pyfWGSZtemW7+p4/jsTYzXNSKaTHu4XXe40X4XG8+MJiyteG27eu86aDVMTZhW8afLf5k3dRpPGo4nONoeMT92PY0m9T6ov9tMrMOtXnle8gnzlnzr42hzUH24/i8yYh1jA1JQyttXo2xvxDluCR9ePHHPLEdmfkJ5iQim/ynvvM36xnlzXiBNqW9o6xhY8srbfFeL8YzHsm7J/jEnsdsnSePw98l/2a7Rxl6bnBese9mY9i/x9qwOGnnn232bM4szetm211m9n5WjsUfX1tpvP2hlSX/OytHL0L8mT/zZ8bv/d7v7a1svjRAPFT/YwiJk22pfxvuBpQ56R3MO7nC+5YKd0i0xDb7yy4hnvPupF8r3KnqOjY2dmQ2+HTGLdGe39JeQFlL3PqxUTvqllwlHVyMIU1pk3IwryzPJLYaD+2g6Iy4sk9H6MUb9kOa+OLitNUe8TNtlg31wXVzvfFmjKcjQMhHA/UG/sZ4/uj7GE87eRw0Uu7Rd+oHQRzBomWRe1gsb+snGtjTpbYA8kwHRAvPVI88mbQi6DHPaGdm9LdApoHigCkHw2mDdiV8t1xJS757YaD17yeHUnI8W+qSHs5/g2YeHdUWfL1wYJ6Rv2dnZ7tEaa75abYGsmJjSSd5ymSIFzSTrEifLRCZ2S6246Mg6IusS9RJ2pi06T4p8+Y3OLZmu/ib56WDCdsYL/R4PtiG0s+08bFd1qOvsR/jPS3waHxN27PHrtlP5lv4QZk1O8Anix4fn3aFcT6Q99YlJiocpIS+PEHJRQdjojY289g62P74+yyB7z5Ma8OAM1zzmtLGaF0lb8/Ozsa33347/tSf+lNvRsOpnMrHKNRr+lD7fZZjY7JZf/bBj49PR79lwdtPRNCeONm62WzGer0el5eXe084NPvw7t27cXNzM7755ptnmCX/+QSybdSMH7T/9i8ssdlsL76bmJuYjz7Gf1zgNV5vdpZ2qsUK9POhZ4wnfG5/4A1IM/5YB/yb75211RbR832Gf0MzN2nQtzbsxraNW9viAtszhmd8sjTWMcbunWzUW8t7ya/zmhdLKN/MjbOzs7qhyLLyvE1xDGZc2OTg9prMeN0ximMP4t5GPzFmi0u9KYf/PSdIIzfpuF1jvCUdMQ/4mXPRcSl1lPfO2rQdYTvEeuQh6fQYm+yIo2nTyA/G2embf9RJxk/cRBt8HduXa8xb2c5S90ODddTxVNrhb5wvDcfGdzV8a32wLSFPD+mG/aJxtOvaDvi/dZY6xsWp5pfbnIkeeTHDY2525VehzHzcl1Rmdn+p/mv7eUk5ehHiF7/4xTMn8dYMX2pvSchm7ksUwobYjwKn+HsMJychjTRBEhM33NWadjzZ2R775pFMl5eX0zHvKdrj4/gzv/3bYzXGyNUdV1arMbbb/f8u2+3Y+p4PKKRjqc44ot5nKZHRAE9G520FFmMyLvJ/JouPWELXaoydPmz1+/Obnifrn/2ea7Px+Pel+q2u7rMc8v3ypz/d/f///Z//51F95573l/YTj9vtdhckc76/b+ZpEcRBBQNAB84tqCRgoM1IGwTNqZPdJARmAegG4emDQHIJMDFwIhBtAI5AtiUlQ39+z0uZ2yIM7yGdTGLkGKIsCHA3JeliSfBt35b/SVhnLhMY+8klgjzbcALx8CX9B5S3wCvX88QSAXHGlHs4FgbblNsY49lRQASs7UkoytKLFCl+mZyDLSf1w9sEF61eFgpaAEY9zh/HxbnChRcH/tZb60Obc+bZDIA3fYtsODYu2rEvt0N7Qn3lvaRju93udgvPghvT7oUN/8ZAh7Q6cbAUQOc/g8/M1Y+BKzOGJvNZX9vt0+LQw8PD+PnPf/7mNJ3Kr1Z5TaDqhIaTGvzN12YJuVZaAuwYmmYlTxLe39/v3hHREpn0dZmXtAccM+3+4+Pj2Gw2u6e8srN1jP1dt+bB0ljos41fZuNuycTc5+M9ueHMCScm7lKcALfdsm/kOJt9p38b4/liRNsowNjV9HiBhbxyG5Q9d3Dbh3IcxAnmSeo4We6xs31/bny27yXtlNkMm6c9PulMfTyEEew3Z36ZbadPbxKxv/Ncig5Yj5rNMa5j3/ze3rdF2mwDzBcfldr65NicTPUihdsyluJ188t6Yn2zHC3n6DAxrePEQ7qx9J90ke4mK9uP0NJsmn1Mxk3Myu/OgyX+Cp8ZtxDnE++n7lKh/Y8dyb3tSKbUI92kq2Fc+2j2xTmd32wDl2hvNjz3WTaRz4y2hs1TqL+zecb/1mfrf+TN32yXmw05Bif80IrnX659CeUQHc0GLbWxhKkaNpmVoxch/t2/+3fPkldNgV9TlgZ/DGNYN8XGhJ89mWmkc9YbnXMM7hhPTiS/88XM3nFkx0lH6RVIgi6CHtZNwL7ZbMZms9lb0KCR3TuXboxx/T//51H8O5VT+aGX1ePjuPr933/hTavdUw8XFxdjs9k8m6MtKKS9ZDD87t27Z+dJMiAc4/mxWGwzvxtcGoAZ7HqXFH8n7bF33vlvcNtAPI/64Q4Ugxn2zwWHtMPAnU8PEQSltF3tPsIhfEpisb1gbbVa7fEowbLP3QyIzaIJ+20Ak4A2L9Gk7BmwOIDidbdNuZA3HFP8E8F39I0v9PTTK+EV+yOdDv4sZycQHMjSp8XH0cdSJqHd495u37/LJX54hknIm4w/j2FbRmmDx3DkXuokC+lLf95tRBvhd854IdF65kVC9tuCXCb3+R4p7nplIoxzs4FHB1CzYPkQ35noCo+8CGH5vQW+dCH9DVtax25ubsa//tf/+s3pOJUfdnHs8pJY5i2KE2a2U42uY+ZbC67buPjUdl4Qan+ce/k5Nmuz2TxLVGWxIT7s9vZ23N7ejsvLyz3fRp9mO8c2ZyX1aZPIv/CWyRnb4TGe3vGQPx9lx77oL1rCyskNX2dxotZPF3I8TK7Rz5t39OXNvxufHEpEsE8usM8WX5zIzDXX9zuqKFMvYmSM1GnL2z7PWLX5Q153rO/x57fQQl4YR1ovKA9iXvI09xujmLYWD3j+mUdjPD8uzVjN12ZPZjH3YblQfsYpGZ8XtohNU4hdyTvPR8vIixa2Y+QXcRyxH8fbZG+b1Oyr72t8Nl+ti4zLzA/ew76NrT3WRi/nWzbNNmwc+5QYtdHDjTu0n9aBtEmZJbbgvaTXMUAK5yHnIuO33M8FkZk8m/xmvsB2hX02/ed/+7c8cW3avMjRZEs6fFqG68zs4al8HeVD5dbs5zHl6EUInuv+MRStAYb2ezOyjZZD4Ke1FaPAl6PRSaU4ORcD2V44aiDA8x4zgZlQzG82NDSA3DXI/vZ4cnY2Vo+PY3t2Nu5+8zf3d7o/3RQGPn1+Yurz3f285yOX0Pusf1x/SVu+l+0fXRqfXvI7aJn2fUQbb1UaD0zfjhICVHwfnHukO9dnY+HvGXOMWPot7eW3phtL8rz86U9382H9k58s1Hxe1r/xG3ugk4lqA7w2hwmWUhgwe2HBwSdtSK5lp6GDKgYbBpwGCS3gTGmfCa4dHPEpBAcBq9XT0xnc2e/krEES6WX9BlLbDpu05yRv+Bw7z+Mi2N52u90DxbTFDpgiSz5633YanZ+fj8vLy93vDLpnY2NC1LwlT9qCgAMD+pvwogWmoY0LQBlnC3RNp3XYQUnz9xxfxsExup51n0Euk97W23y+uLjYO37L4/JYqIMMqFrwyLZm4N5JHc9xJw5aAGs+kndJ5DEJxmCNusZxso5l734csHNumX+2O1kk4TsrPrQ03Nf07Zh7xhh7wfGpnMprirH9xyotrnGftiWkj+WY+K4lP9p9tEFciGA7tA98Gp34KHSu1+tdO/f39+Pm5mZ89913z+wLaWrxohN3KY69Qkez2/mdvtD+N5gg+Mg+h/23oyxTjJEa7bnG90ulf75U1vjAdpo8a3yyXhlH0ge2Oq0942fyoPmQxg9i3dQLDeQD25wl0WaL8hyj/d/sWhuzcUL6845r+lXiXMu++eR8d96h4a385mS++TnG840SjR7Ph2xsmuFTymSJf7zXOjZL5HuOzfTfhXObPHYxDiUvZzHOUnsce5ujjV/NBrkf64B56TpNpzwHjc3TRnCT5xQXIRibOY4g/V5U5biIlWeLQzNZNX6nfT8xxn7YN20s52bTbeN89juTq2WwtHDkBZqMp+GAmW3l72mTecc2p0yz+zq2zGTzscpb9/Op6P6YZSkeWiqMnWe60MrRkRUTAu70taUpXFPsj1la+9y9QuO5dH5cJiqNrpNUvI+OOb8fAhXb7XaXWPAjy6ExRm79678+rv/n/xx3v/mb41/9v//vro5fHEqjO9v5YZm3hJ0BS/veHKBlQToNElp9XycAzr1MujVna2dM/nP11yDRANsAN7xiYpZ8ZvvmoZ2reWnwTDktgab85sS02+L4snjG4jnrRC/bZ8K06Vfas4w8R8hn00qHG75yPvypv/yXx9Xv//5Y/+Qn41//f//fs76dmDOg864azpkmN/KIsrQsWM+6acDCQJj9csE0/CL/ooM+9oU0GACxb4+J42lJaIM5vtTM+uYAnrLmQg1pI/Dj/U4cZ+yx5Uy4cw47WZ1xxd5fXFzsAbm0zwS9d+qQV0mwcrGZfGPd9NuS9eaNdSh8yMKJ+ZnEDY9Asp3wwnvzj7R1nuOWs49bsp2lblFfOUbPvaa/GSs3SxCsRy/49GBsFu3JDNwTB9jONr9B/5prDEjdrnln22Ab0mwMFxmCFdbr9bPH5RlQePzNPpMv9B/mEeknfjLGSFKSO6X5JJh91oeUJpdjSsMIp3IqLyn0L/l+7H1jLC+eLeky7x/j+U5g4/dmT5fofclcSF3GK3wZKOdZxpunvfk0WvwnE1u59/vvvx83Nzfj3bt3u6cT6d9a4taLxzNM1HAm6zWsw2PcYoPTV+ydE7H2ucb9M9/ZaGu4imM25mPbtMMtZuJ4Z/zjZ/tLj8ExFP8bA7U4h/35O2ngJkFiZfPQ/GCxXthft3nR9Nttznxu69u2gfeZL03OrE+c6D5Np/FH40P7PXRlXpPf7q/FCC5Nh3hf0zXrbNNV50JSGD8QT7N9430m4zi/LQvzgDydjdltNBthm9Xun9l8z3ticC/K2faRBmLEpqe8xiN5t9unp5AZ07V41G3SthNvp49mlzz/uADhJ6qaPxhj/5QD6oTnY9MHFupgm99tTvKz5eOFUtK2ZKtm8mrFedIlG3ZMoc4di5c+ZnkJDV8CvZ+zUOeXdMbl6EUIKubMgL5l+ZhtH+ovINhGNGCGxiWBfAwWJyNXR338h5MR/J/7m8PicVEBujG4KQ4yXOx4acDMdxpUGjfyJcm1GP0EGi1hwj4MZOkUDBQto5kDmgUdbbx8rLuBHidb7BD9EtkmsxZsMDhyexwbaaLOma8G8rPFHjr19MVAj7Jh8MexOImZfvx0gIOg1DfNPtqEdKYdg5zQQv5Sp1wa8DdYOD8/3zvL0oDKYzMYI4BoBtg66QUBJ6hDp4F6vjPQpdPm+MlrLwRYflxEsv7NwFMD4uQVE8L+zeB9BmLSvhclQxefrMg1H1XFcdheEpz6aCbL2nMkdur8/HxvQSJPfUTuOfYodfL0BXfsz2wdZevxzJy+2+L4/dSH9c0LHeFJWyxn4sW6w/bTlgMIByq2weY3+cG5wiOnOCYHUwkseEwH+TYLMlha0EX6/CI8t0OaOJ9a0ELZED9wrtF2s937+/txe3s71uv1bueteXvMAkyT2RIGbPYn1xs2Ml8azz91aTb3S6DrVL6usl6vd3aJ+n+sLjU87t/HmMdKttW2z+3+Zqvab60citkeHx93CfksGBsrZXFyvV6P9Xq9a5ebu4h9Um5ubnZHMrlP+8KUljyyfU4bxsW2C7G56S/jyHsr/HJuvreL2N94tmHJlrhPaX6U9cI3+5jcwxfA+s/6w/Ebm/Gz5TuLT4nFjA08VspgKVHY2s7vfv+A+0n7PnVgCZfP5kBL/JmP1CnP0+hU47HreZys480ETffD/xlPTHPaNU5wm8Sh5iF1rOm8sW+bz7y32TTjeNLuRaKm4y7RvdYnx8D8UGhssU9rn3Sz7WP1jPL2nHEc0ObNbKwszmlZp1rb1AEvADF35PE32+YSHnMhgeOwDptG3scFEvORc3LGW89X9mX+ph6/+/cx5qcUtLE0eS7xr80N60nocfzxFhjZ+ONz4u6X9n0MvZ9zPB9SDmHRFC78/fKXvzyq7Rc/Y86JNJsws/LS+seWmdN5TT8BHUn0++ViNiQxVEm8p40YKBorCoiJitDbdipzfDEGAbv54xmoO4OgMTXAMVsRtfOzk2BfdNZpj0C8gZSUdsYf+/IL3cbYf+THq9su4ZfBbPjms7lZfD51aPTLmMgvJwSdKE9djtOgjfL2HxcR7OQsr9Vqtae75D3vNaCx7JiIzJE74YWffqDcCDIYWDEoD20s1CHKzLSZZ1zQGWM820XH0oAAn5ywDEIndYJzOtedICX9qUddzzzi4/qpx93wbSdlbA7l22hN305CUPbWA5/Zyh3Tj4+Pewsa5i2/Z7wcSwqBO9smX9KezzP2EQ20t346zE8nUHeom/yNj40bHNL2cYyhJXOUerharcbl5WVN0DJ5Hlqym9N6zsQF/3NecU5al9l3FkHoO9I+9ZdtUff9dMrDw8Pu/QzUcYJyzmvqAXXQuILzzDpHWxg94Rjp61KfPrYFw6TLOmHbaP/BYJb3GtSTdtv1jJu6wHZsp9gm+XV3dzfu7u72bIcDouiUeWD8ZFtGe9eSM+QNx2v5ew59KQD9WMB9KqeyVP7qX/2r41/8i38x/vf//t97tvatyzH6yrnnBEKuNdpsAz6k/zGebCRjJie2EnflnRC24cF2aW+73Y5f/OIXu0UI23jbetop2jbHM/xvzBzb9/j4uBcrxo5lc0QWI7JQHl8Zu+vNIU5e5roxZaM7PtCxhuXgo0Noo7mZyFjV9tv4n37FPsPtNH9OHbCvmunXMbI15mCbS3Q2/vLJdbbnuIRttfiD9+Zai+lSHMtyjMbWno+zOJc+l7wnbvS8J1abjafhKs5F09L0lfiN/fA6cwGh21jS/eQ+xoYNK870oGEjziWPNXX9hJHHwuvmN+twTLzmXEQbu/ttmMv3s33iNc/xptPmVWTkz/mdOJAbHZ0jiHyN9y1z60XDnqSt2Xryw3jeNtE2jn2Zn2zPG3JMj2m0rliurS3qSL5bhxtv4qMcCzc9fivMPMMib1E+R4zxpcQ1LjO5H1N/Zl+iY999993483/+zx9Fx4sWIZZA6rHl2PrNSLy0HAIws/qr1WpvB6ET6LnGRAKPcBrj+WPPbIeFBpJOlQaDj6dlgSTAl8bAIJTjcoK01TFYGuP5mX1OgNPQ0znZ4NnhmAbf15zVDJCQj2PsJ/Z4H3WBfDIQDL0eqydhvrekX2jyAgQXs1KnjT1tzY5+aiDCwCCJTx4nYydNAMWgMG1QxkzkUl9Di3lKR8s2ZnxqoMO6lEDAwIS/kw+zugaOlAUdrpN95AllZx1brZ4SuxwnjXX6aolZjoPffcZmxkhbR/nM5nV4m/lNPU8ymmOj3hiQzvjgOZLr5BPl4UUV/ub57eCB4yGo9ZNrDFQom2bjSWueZuCxS1ksMlikzjDJ4gR16kU/ucjndqhvnC+sR3BuwGhe5Le2cE4Q6CRD2vO5utQz2jkfIcaxU/48YoNtUreaD/XiiGWYpFU7Esyf2S91wMArtpK0+SkatsfPLYgx1iG/mo6H95Q1F0Cy+5bnj1O2/O9xtjF7ocGfPU6PgTLyvIo9n+GCDy328S+97zX3nsqpjDHGf/tv/233NMQs4D9U7AdfWmyfiVdniYeX9P9SmmgDckSTFyL4G4+RHOP5E3n5/v3334/r6+txfX39jHbbHdJOO8zvTMCzbnxXfNlmsxm3t7d7ixDn5+fj6upqd18WIhjrcSGX+I522f6h2ST6c8qj+Y0ZFmSf9K+tbfo605diDDF70nOGm/Ib9bT55fBzdrzSzN+Sf+wntJvXvIcx+pLuE9c3v+q2yU9j2xnPSUNbiOAYGEe2GN664sL2yStie9Lm/s3PQz51aW6yPfNpZtdMm0ubay029EIH+2AupI07xZtIMl5jK+sxPxsjzmK8xuslPZxhU9bxd596YRm0dqxDxrtsO99bDmtJ9o0XDY/zd/uhhpv9NLXba3rGfpYWLcgL59Bsm2bySLuMEWe43W22ORx/FZtG39h4+CHlY2Ltl7Z9jJ065p4lTPU5i+35Mb+1sXF+RmfW6/X4L//lvxxFx6vftvcaRr5GGM2wNCP3VoXAiTtbUgKYaRD5ONp2u93tCG302dgTcLTf2or+ZrMZNzc34+rq6tnu0x1w07jo+Gic0l+Mlvujs/AOgoyZO6VtwGeyoTMnAG/OjwayJQsbb9kmf3cy347GYzYYngEd0pv7eEQLk30Zu3cd5b+BEMdKMGRHalmFLq+0N/rpWGZ6SX7wCC7zkyDNRsqAyrJqR6XkOkFA7vMfgaDBIXnthQ7rbgoT1fyNfGkLVQQabJd9Gzhut/uP6XsBizJuuusniwwsUhy8eczU5+iabRzrMinO4Nx2LPc7Yev7Df7THhfUqJstcc4x2RalHncrWgeoq5lDaevu7m4vAMnvPGO3AWPqXPQq9cmf7Xa7Gy91zHaG46R9bvpIcJv/5A+fdrJNod6aHs5xjt02yG2bv+Rl/pq94LjH6MfdsaxWq2fHZTW7FhnSr1H37ZssO9sY0sf2ZuMdY/84MOuudZb658UtPwVhXBGe8vfmp1k/fOBcm/leyim0MpDL4kg2ejSfOiuW70vKW+LEUzmVQ+Xf/tt/+8w2fQ4dtN0xxmxYO8W+/q1LMI/xWt6lsFo9PVVlu0IfeXd3N77//vvxzTffjMvLy93Tl1zwtl9rPto2knZ1s9nsxT8PDw/j5uZm3N3dPcOMxGOxe7nfTwPT1ufPC/XG0MSRptl+hf5lZmvjD0I36beuOI5sscUsjuQ427V8bj7xkM4u4R3Hdw1TEL+aDicigxfIC9elPnshvyWijQXJlxaftHncZEGd8AKk55Xxb0uYsrD/xGjG320svs4xWH/zm/nV5rD1tY0/fQa3We6cW76X8Qt/41xvur00F3zdMnfOpdno2ZhdZ/Z7k4XjMD/xT345Vm06bJk1GtNXkxvnGttiae153ppnpDlxQjac5d4mZz65wfFlDJSHZUv6ZnSzvu8JTxwzzOqzD+tX830s7fclX/ChGOdj4IwxXreo8KtQPgZf7u/vx3/8j//xqLoveifEW5em8IeuvYaO2QRvfUQgAY3cieOzp91+QB53yxIw2vmnHydInKjkrtLUyyJJADwTKTPD3ECa+d1WRt3eDGi4PR71YfnZsDVetmRkA6r5Tv7FQPKa6bVBT2DB4KWNl2O0s01pAcL5+fkusKIjozFvZ6+bb208M756LE2W5mXapg56vA7uonukL44942wAxjwNvY1mgm+PobWV9tbr9RjFsTZAQllkTKljoLrdbp/Jy/Usx70j0zBfrVe8l3NkxgPKwoEGx8z5nXnihVbyorUfenw/dck75ZnkDi2cy9xZTt0iqGsBQK5n0cOLaeTZjLdsr9lqt8Fg3U9/tfuaHC8uLnZtUB9IA5O34UF+b0n+/LeMZ8EqaeVTGLnOHfecn04wcAGFvLUOpU3ariRlOG9oa5uvanxm0Bwa+URN5ulms9lbDDo7O9sljVhm9pfjMB8bmIsMiCMaqCfttkGs58Ujfo7/ynnqTiDkMxdb2kIoZcFFBC8KsWRs7dFyyjGlJYUa/8zLl5bX3HMqp/IWJbbOc2ypNL99zG8vbdeL/ofabvNoVv9YGlmPyZSzs7PdexSIYW1HfETu7e3tuLm52Y2pLZwv0Um7R5tEzBU68qRGnkhniZ385ptv9vxn2s13PgnSSvqj37Av90KFsbP9vP1YexI2mKYlyjO+hkln10hjo4Gfm442nE5fOItHGxZnYVv544Y6YmneQ3xFbEJ8SizWcCR5xeu0FZahMauL61iHE29wfjTdZHukgTGP8aQ3QiwtdhizNv2k3rY8ABcQLM8U6o/bNa6yLaDN8TjYXuhgvLK0AJcyw1GmwTGw51ejiaVddzK//ZZ7qW/GabZFpqu1P5NFvjccTh63tkiT5UXaqKvujzpNX2Ocyv6ca7N9Ml4/5H94n33PIR1i3iTf2xj8v/H+kH2hfs/o/SGUX6V4w37l2HFQJxzDcZP1Unn1kxBvUV6jsIcC1bcombg50uDi4qIaqDH2hcAkERPwNoLpw+PxQoKPtOBu8JyZyqMmkhQ7OzvbeyeElauBKq9kMxFmg85kfa55HOEFk7QsBiJsJ58NgNr9BuEN1AQ4+X7Ku8myyYlAgyvklB/b9QQlOGv1W/KJfbTdTNYr7gLz/ZQlQbx/ix4ahFAuTFA1h8udMQSPzWkxsWgnRx1lYE8gyP6bDg3wOTuyCaRoQFsy1eMzmM1c5UuJDYioN9YjA5WZvoVXqUOeUC88J21rOSdSjwsiTgRTL6izBsmWHfnI9w7Qllmfx3h+7iiToC6sw/4yDp5p6YW11Wq1S8DnXgI5L56tVu+POeNTclwIbo6XNiC05YmOjDX1eCQVx0Q55bPBOYPx2GcvlNhOW4YEENZP6ybvJT2kZcnuh1euwzlmu92CAo7XtsptXV1d7d1P/nIes7/IxYskkSnPiW7nL/MJJepB/jImy971ONaWoMlvSYxxPpj/1EXaYM912mkmn8JPYwb7ZAZGzefys/XgVE7lV60ciolm/py/L/2We1vCgLZpia6lGOylMZ0xwhhjt5BKPBd/aezGTUNZhLi4uNizVcSpxsLGMz72JjtiQ9PNzc2OnjHG3iIEj+nIBrHUoz/PwgNxyQwTz/hJbMIxtLiFuIA2mjIwrjc+bpiO/GVf+T1tGSOm7gz7sZ92jfETv5Mu8nImd/PciyuNVtNmrEC+O3bg8clj7G/Sa7wN7Vw4eImvbL6cbTux2+IRF+Nj8t589jjIe/7exmNbRN7zaM3gW4/Z88FjmC1a8bf2HjDKNPQbDzbs2eTguWL9ou6aRtPQFlzcp+mY8Yy2j/UYg7ax5TvzCrQTpKHR6eumq/F2aaGy0d6wf7MLXqhouDZ2nDbEuu24nfxxWZKR+eGns2f2r9lc39fG75jDtC3Z54YtvpSyhF0+VvtfS1zzIbzhvbM8yKx88CLEIVC8VGYOtYGS5gCakXpNmYEgg9oxxt7Znm2XRSYgDXiSQW6fSQmvJBEoxGAy6M9RBtlNE5CzAzShS2N1XwZI5jMNMnlFA8tEVwOHVFCD4QYC7KRnq/N2eE4Sz5yTwVLaDSAMP5oT4JgM5Elf2yVAGlk/7TApt93uv8S5ATwX6o7P9SdPOOa2qp1r3jXDsVFGdqx0YJR7grlc9xE/lOUhY05HTBDooM5P1HCcLWhogCmyM8/SPkGxgWjmh9uhPpB28i/0cR54EXSmA/lMfWNi2PLzkQdeFHLbHqsTzgw8Qz/PTG7tWQ+zONCAYf4zAUAb1haM0i8XEPKbgxn+luKnlmxTqG+2dwbPTHYYrPJet5P7o3M+T5/jmSXEze/0b5DNejxqysnn5t+o+2yT9oK8ST37hKVEum0hZT9bkLA9C+2UZRL4qdt2i5rfxiC+Tr2Z2WO2yc9eELR9oi3j+yDcJh8xJ43mXfP39Ntj7CfV4m8i3wRoXAghncEsh2zZqZzK11yanfhYum77eKgf+3/GFy2uyT3t81Ifx9Dsetvtdndc2+Pj+yfSLy4uxtXV1bi4uBiXl5c73EU/d3Z2Nq6urnabcC4uLsZmsxljPD15aLs8xv4Thuk/T5pno9f9/f24vb0dt7e3Y7Vajaurqz1/mTZoJ/P0m308NwgQ07WF+5ZcpD9bigmI5fO9xSLEV1kciY2eYRHadfsnFydSGy3BoK4zu8cxRyvGcJTVGPsYzPcs0c86kW+exHX/6dcxDeOC/N5k0+hv8m+4yfEcZe15TUzH68RMnv+0Ew3vs58ZzS7OrXBe8P1XbRHBPJr93vCjbTXxUOgipiV+NB84VmIt4mA/SUua2U67P+0zJ0BMy3G3+6xvMxtvvUpbrEP7FRzf5LD0mXJpMpu1ZzrDB48n42Xs4fiPtrktwnG+Mz5o9JBW58KafPh7488SRm4LQ+l3aTGxxR2trFZPMSb5mN+arv+ql8aHGX+/tGLfcGz9ZleP1YdXLUK8VtneAoR/DCDvyZ/vOfPzm2++2dvNGCbzaAcnDMd4njiiM01fM6NqoxtjQIfHHY/sY29sGiOBZMZIRTKw9S5aOj4GMqSZgDxGy0kLJqh8rx0nr7MvgrsEDgY9BHb8b9k08OJElMF8wNtssYQ8bEk68tpAIYVGn/Kh3JhAbs7OQDS0Wm6u1xYFIjvyj088pD/uem9gb4z94wpIDxcnOA4uZKRQJ2YJdSbkBvjUFoU4h61r/Au95mvG6YUlz0uDYMqbQNYLKKEx/Ak//GSBwVZLZDIgti40kN7mJM/NZN2WPCZtsVvteJ7wgbzwEzCcA7aBzZ57rl5cXOyO4eF8Ib+bflA/rSuknXNpFmxQjo3n7Sk6thubxHP1CXx5BjXp80ugx3g62oJHMpne2DAvGpLXGRd5zWv8bL5YB7jIaD/Ae2x3mUxjEGncwIR8dDFziWO3z+PY85nvjmk8sZ1v/oY2ibK0rFjo/3KOOt/HYr9lsDizXZ7D9rkMcrz4kLPaGdRxwwR/e+vgpfH1Q9s4lVN5TfHceuu45UPKzCYQCzQs6ftnZWmsbs9tsW8+ZZak/vn5+W5RIu/7OT8/30sEr1arcX19vVuQIF0z20c7tl6vx+3t7Viv17sFiXwO7rm4uNjRQxwYm5in1L0gHjpoX51AbPXaQnjznw1X0o/GbrcNOinGZeRTe1rTfo6ytM+zHlnXfH/6tE4ZYxJfznAJ6TcNxJfmX8PDacv1LVf6dmI+Y0/Tazyeth1fe3MDY0aOu2GI6EXbsLKEEZq80xaxltuc6dusrTH2N84w6c243H0bR3LRr83HtG2cSbzJ38xDtmX7SVk0/Z7FGaxDTN3sc8PrKdRp093sEmlwvMjrpI99tZjatsg6SRy59FSz7zNWbYtlxJwez4wvzd7kt8SN0UUuSlEetkO2T/zzXJvhYtuENmetr55XpMUyZjsz/bIMw/eluf0llJfi+WabX9JXk/0PpVgHm74fW97sOKYGVI+95yX1bTgP9XcMXWYk78kjuAGbq9XTLvPt9unlwtmRwwQoDROd5RhjXF5e7hlrvpC2JTZTKOjNZrPbqbNa7b80h4VOa7aI0PppAMSAKo6A7TmJamPHhRgm7hwA5bpXnh04sJ3Ik06MtHI3BRcZIiM+RtSMt4+hsiNzQopyIe0NcBNQsk86f/btBbBcb0DGOuFd3+RNk3HaCBii46eT4sKTgULuoY7b6ZpPTR/Iqwb8AhKo80M6POOLQSNlNbuvzZ9cnwU1uT9zYbPZ7OnGM/rHczDZZDMr6SeJQOtfA5huO7LMHFmv17t6AWPR/zZHuFAys1WcpxxraKbuUd5etIid4QJgPnPnZOb9GPuPdpP31NmU9EFg2/jIAM86Owsq2BaDQ9vXGS2uExrs3wjgOR8p99zDRfjQ7keRrY/877bNS9eh72RbDiLZLxf3eX+TG/WNNHChhi8YNQ0+Aq0Fv/RNtKcNa5Bu3sPSfAZ5n0UI85467vnpYlvHnV+0c0my+YnM7B7OPd5RnEUK7jC2jrymWO9eet+pnMpbl4YbvoTS7PsYzxd9adeaLXJ7x5ZD/LD/yzUmz9fr9bi7u9vZ4jwhERt4f38//sgf+SPj+vp6F7vRNju+iJ1KP7e3t7vF1Niq8CFPaCYepF8KfTmGyYvaTKKS16TJvo3Y2b6y4f6GCxvOM75k28QMftqSeMPy5CKJdd8bYVgO6ZD9qxd9yAP634yPyUljrTZHPUe40cVHdjlucyI0PtTJ+SUsHz/Nfpp/bDi6YYRgGMd4lEtrJ/rKthqmahtSZpjQ2IN12Qb1vS0QMKfCY9pc2jXyIvSbf+Q57SHpScxD3hgPu3/boIyV7ZoXaccb7MhX822J340f5O0Mx5sen2ZAO0Vemc9L8526xPrNVnkMzIVwUTn32O7SVkSnmm9rNoNter6F9rZQyvY4ribv2Xhpt2b+1LGNY83mC6znYzxfAKZOMOY0HV8S7jnh/I9XljDJMeXoRYiZgX9p+ZigfMm4tjrHBAkJtPNC4RxLkV0xq9X7M8KzqJA+aJRttMZ4fiY5f1syMDQiCegDiHlG3cB92UHk3fjsswGXBlScCG338XNLNrU2AiIIbMlHL3Q049/oMKhhENCMsZ2EwSv5yN3cLE5YNnnS4BusNH0MD9hW24XD+2fgmve0HTN2/DP5trbsWJuza/zmjgIm7ez4k1gm2HH/DKJ3QFW89D387kS3F7ooR89x7w4zaM095rt1gbtB2I5l5HsbmGWhXja5GCw6uB7jSe/ZXuRCmnwUj+e0eRlaqA8+cit12F9oyhhIs4NX21iOMZ+pd979bx1nO15M4FNknEOp5yd6PD/cX7OF1AnKMN995EOz6wagKUwAhT9pz35hdrQaaWyy539+bvae+mF9md3P38mH3JvfvYCRMbRj+SLD1I+e+Kij2eIkaae+kW4Hjg5G7Ce326dFCNLFsYcmJxaos36nzRhj72ilYJ8sINzd3e0tKHABIrwMhrq9vd3VY/LvGD695jeP45DunMqpvHVpvm0Wk7wkLprZvZe02TA0/TQXWj91ab7B37OYGjsSOxT7tF6vx3fffTcuLy93ydq8W4L+MLYo7WeRw0+aE3Nl0SL+0JsXUrKIwScy2G+e4uBGJeKYtDHz0S2uYB8txpjFCrxvjOdPtPMe+hfrWsNGrQ7bI66hr5vFCsQYLKxnzExa2nj5n8l9YhcuDBBLOOYyPqP/tSzIJ/pc4x5+bveYJ8ZVjOtmR195QWUp3rM+efNFk0GuzfSBPLFetLqk09h+FiORLpYZPpiN03qU/6H5UMJ8qSzZb8//MfafyGk2s9FAGs0P63OLe6jnMz3h9yXd5H9jYo/B46M+pdjGGw8zb2N9my3KMqab8ZntuZBG497mz83TXKOvajTY9uf+Jbufa7N6XiRp936q8qnwyIf0M7PPH9ruxy4voc369dryZk9CvAZAf0rFdf+HAt8xxi4ov7293XsvxNnZ2e57wG8SWUy+pB8LygbaO3743wkKGp7Hx/cvz85jydl908ab4jY41pkhtNOlsZolO03/ISXN73xZ25KDz/eWBDNY8xjIC35uepn7ufM3CeK2O8Ngmjoxxv6jpXaQPAOfdJDPBrFe7OIY2/xiPSeQucuiLaLEsfvxWANz0mX959nyTf7Um/DLixEECdQF7tYmb/fkvnpKjjP5bB2jTD1mju/s7GnHWBuPZcS+CLbYnufMavX8KZUU726gXlJvrA8OiD2vwk8DUN/vR9s9Zo6PRz8R/DZdCc8ZnHsMKUkAW0c4/9Kfz8oPbU40mEdMwtMGUOcoC46N13MP7ZHBK49LylNVSWK0ue9d+R5bsz8zn8I56oCU842ycB9tLnixw2N3fbblMdl/ev5xbNQb3t/sJWWap4ZS1z6p6Yxt9CzoSpstQE/h/GAAMGszWKC9C4jzgL6L7UbefIIh+IeLDEz25bd8bwtdDoj8tMZSoP6a8rHa+VxY9VR+2OVzB6S2wQ03GUfkOu95TVm6jzaXPp32nP4w1x4eHsbt7e2ej+W7Gfi0Y2xebFcKj42jzzAf/ORIw82xxxcXF3uxE8eUDW55YsObQ9hvnrKwj0x/TZ6ss8R389pHKpIG++FWSJfxte9Pn47fGhYg3rKfJW+J+2axkPuwfNg+dY26aT0Mfe1IF4+z8cMY3224P47RdDcZeR63+cV+PeeIcaIPxnczvWvYkDyzPFu7aYeLZCx+KWrwtHFaxpz+SRvbXpJF0+vIpM1HLtQ0jNviLbfNe5rueg7wNy/qNfm4TccBjWeeJ5Qt22+Jd9JF3Tb/zEtuqGFdzj32OZM1F5rZF2O26DkXmyl/fzc/+ZsT+p63/GMdt9sWaN2mdX2mcywcN9tv4yGP25jeunxuvHSofOn0LZWX0P6W4zx6EeKYSfcxy6wfG8zZ9WMA0wzEJdhOAieANjtYUo+TcQn0pM20sd0+rbC2xJdXbX3ECI8j2dFS+jaIb7yzo0tpiWODve12/9zClmQN/zjGOI1m7Gi4fc0JMtPTjp3JfS3J5tKcI3Vp5sQNNBvfCaab3rl/8is7wBrYI6+d4LFO8WiptGu6LCfWY/vNwedIE143D62DMzCXOUM9s17x/iTcOP4UJqIbcDIItBxn4LDNJeuX9Th1fc6uH7P2oqmdfuikDTDQbn3HlhBoZQ5n/sRGsQ33ZZmSD5Q/5WdQyrpZULV+N+BJOZJXTELM/Fc+M+lAHSKQ432em7nGhHz0lYtducfHOUQGkUmKj2zivG/8Dp8dNBhQ+nhA27HQSH2f6b/nj+ex6THdlmXry/a32W0nI2gfSGMD1KvV/kv1aDuciKHtjO6wb/LQcqJPtBzJH9tA8sV85uKBecwj0DLGHP3Gv+CI6CyfVvCxS0nSOXjz+NvvobfhiVlpPu5Dy1Ib9sXGD6dyKi8pLRZopWHAY0vzuUvXZ/02zE3sxzbT7mxutD5ndBg72WbM+mn1slB6d3c3Li8v9/xF7NkYY2fT2DbjLPqQhh/Sl+2TaWZ8M8OPxqo+o5912X47y5/0LcmHdc1TY8eZf6Ov4p/9Accw69+YzNgr9CzhIOumx9/mg8fZfm/0ub22oG4MRAxsmo2DWuxMHO2z843DSKttC2XsMZLPKTN8Tdx0rE81XmUMyjp+GiU42mPjQkXjAbGP9dXybDiVxXzj5yYn3pf/ngOMDZq8Z/OIusoFw/RN28S6nFdL8/SQvTV+bu1FV5lzIW9pwzJ2vquPm2YaHcxZ8HqLjy238JsY1TEdZUPaGYM2/pEnTYacx7zmNpq99CLkrF4bz5L9NW35TJmz/kzXfwjlLcbzWiz3uUrzHa+p89Jy9CLEn/yTf3J8//334z/9p/9UwcKXWg4BYRtMO5nUyULEGPsvm80fz3004CQIaf2lrRQ6ZTqPlrDjo8MzABX6DGRbMQghcBpj7CUPDQCbc21glTQ6Cd+ArNsObdwBfQiE8D7Kosna42HbLRjj/1ly1sa8gQLKlOCs8ddAwQs/4b/lkHvTHgGA5zV3faft2a5rv0vDINnO2nxJ4U6w0N7eY2DwENqYwK0LTAVsW6b5jQn6Bt4sG15n8pj1wlfKiDvqmAhfWvRwcMh5RLqjT9axyL4BmUZzPvN67iENuTe7DykL8ie2NG3kN+8UilzTpx+hTbI08yXttmDDPCYPnawmCLSeOqHPMVonUy96nDZ9dFX4l3kUvYhu8p7ZwhttRrNN5gF1zIsd2+3T4lN0hQur5K8XLGljm4w9BupUS3Q5ac/61knOMV7zYq51wzxuQQCfoGqLril5oq09MZc2ZzbAsnLwQ5ufa37hM8dImxA5ecEh1/JUQ2y3z0Rv/J9twvB/vv+B42tg1r7XcvjQcgyApn/843/8j4/vvvvuzfo/lVMZo+vhEjZ/aTF+5fVmRzznxtj3w7b/S/PY/mBpTLa1zbcxKTobDxdj7+7udnbn6upqZ4djl+kTYscYE8QXOdHnccaW2p+lj/iMvDS7xWG0o4nV0if7T9/cPGR7SvtPGTrRyTr2uS3RyzHxmuVrv2MZzxafZ77NmJ/tMa4gBuX9xHUsxPLU8TZnjAtnut2wyaF5x3FSHt4kQlrjixsW81xjf3yq2HrjPkg/54PxnumnjXCZPdVsns/mOWXq+pmrjTbf27BFw53kVdMhj6FhYOrnGM/f72hZRQ5Nl22jyR/P+5nuz2wsx+4xmxa2ZXvgz8G1XgBin7MNR45RMibTQp1cmqfNZwUzt/nT7M3MNvoz72u8Zv02l1p91rVtanQ02bZ22jjNI/N0Nu4lP/81lCbDr6Ht15QlX/Epy9GLED/+8Y93BiCJEk7clGOU8GMp6gzcHHMPJ5cBXALonN+Z+kwK3d/f745oiuHMPUkKtncysG8b3LYLpQENJ2mb4WrOyPXbLgAbZRui1Wp/F8/MWTfwOwNOLJQfk+pcADqUuCIvbbSZdCOIym/kf2iMPA1gGyC1A3eSdbt9OobJY+BYPH4nJD0X6cCdEPb4OZ6MoQUz0XmDCesSr3NXPUEEgeMMJPnpGNahnPIbAd4s2CEf2/jYF3k707Mxnif5CYT9SLuL520DvZljM4DscfE9AK4300u2y8Q3F1dJc8bJ/2xjBoy4aNiAIsEng7GMizYy+sPgwy9uc/uht9mEBpC5sEWbmDnrRcfcf3Z2Ni4vL/eOtyH/eK31z/q0UUl4ZHGG8yd0MKHh47II5ilL8orjjI31uyWs6+ZteGfw7/HM7Bav83cmgviffKePzhjzG+mlnniRIu1SvryXfOdCbtq0XWuAj3rM67R9PqYxn7lokXcz8GkIyte+IO9xSEIubfF6+iC2yLUWlKT4iaIsYnAOmX/HlA8Bxy+91/L78Y9/PH70ox+9uv9T+dUs9um8/jUUY7F8ZnJ+jPlCIe9/zVyf4TzbQvI59m+z2Yybm5vx/fffj+vr6917IYLT22IKbVPzPaxDv0EM1+qQZvsU++P4L8Y24UOOYUqxDIzzTPsSn5s/Niah32/js5xCI7/TVy4V1mn60zCt2+T1Jgt/dhu8n3ImTcYijY5GtxPNXggxpvLTyoydZv44cuQcSnv574U3z6emy6GLOtvwtukwrznWltxtcmXf7J/XiT08j4OpaNN4L+9Lmekfecm6lOeMf03PjMk9PynP9DHDmWzTmNo8bZuFTOtMB0jP0jjNw3x3XoLtLPXrPlv75pPpaXJwO7PYfUk3yWsvsLgf2+v2m/3rzN/mN/Jmibf8rdksxyakfanM/N7nLMf4nI9N45fCixT72GPparhiNg+OKUcvQvyrf/WvdokPOsJfheJgPME8gYCDdZbwzS/1XAJGNkQEeA1UsH8Xt9ecTD63Xfgz8NDK0qq2+2q88mOFHH9zqDT0XiwwkCHgMdhzAtt1eJ93MZuGjMPjtwzNj9SPHMwHJ8Gc/CQwY3sGYxmLH3eN/ChLjoWO0sCz7X7JOBqgSJs+YskgNjvIGoiibK0r3kWessU42sKYr1HulIODsdyTY3ZaIZ2UWfrNTnkGygazM3DL9pI4N5283zzc8QftzMAQE9JehGNpCevG6wYS27xo8y5HGmXXNuWWz5x3+U7d4Jg9n5vs2gKBj6FLmzmSjH7CCweZJ2OM3YuF266x/EXH0o7H42IbYD6OsX8cmBcKuRDBhHazr+QX6aauW7aunz79mD/baPbAf+39CLO+qRuUf+g4FBiwHAJkDfhxrtgGc2HBiR4uJKRuxk5Z5cmG2ONsrFiv17vfeayjx8q2yUPW5+JF2vScb0+IuRwLXj9WIb59eHgY/+bf/JvPTtOpfH3Fc74lB1rh7x+id0v9tN+OCR5t/+kzm41bKrP4h9eItxpGS1+trbxjwTFNaPaCtjF0wyRshzxxItjjN37ndcccY4y9IzCNt41DZ7GEPzteaD561g6/zzAG2+b4jMesL+7XPLFeuY9j5gt5ZhzusTXsmfiE/Viejl3YftpJW1ys5x+xMPlK+8E8Ap/8bWOizpJWY3Lytelu49NsnJYPMVXTMxfrI3UgPEycY2zpsZOGdn2pOM9iWRuzum/GvsZ11jP7BtNJ+bbFPmLWNm7bTNLBfkmb5xJ1xHpN/Mz6bROUdcWY3p9JP+ddKy2+pb4Zc/P/jOfBsn4v5BIPWTimmZ+w7bDemxetD9exjXqWC4EsPQbbE8cE5nErh/DEsfPwrUrzyx+zj2Pw1KcuM109li9LOj7LiR0qL3onBMHBp1agY4DGW9zje3NfgvgE0VlU4K7LJBL5+G9z2mM8P3KJTrYtVtjwxDDGuSXB0Ax0A0dJ0PAlqAYp7Lc5mpnhMp2Nnwaavr8B8Hb0ko1gM5wNXKc937tEK2VkHhPkrVarveMr4gCYxJstRnmesS6/t/vtXElvfovO0AnOVutXq1V1vEnOBJjbQTXgRodOOtk3HzPOXDo0bykbBps8NoqlAVvLiYlX1rUT5o6a2AGOzToa2Vk+0VXfS1qpfwRjlm/asxNw0jjtMIhNW2nb7To5SvocMHI3fp7EoR5TFrnHdJBvzR6kHgOyJYBmWdD20JamzdhIP/WU4qOh2mcm02nH2AYXWEgz/5NXtPkXFxd7filjIW+YbKHeGGg2X8VgbzYu6wZ1wEFuS4Sw38iSfpUybrR6jO1pm9XqaYHd+k29o07nO//bj3Ms9AEt4LS95nudUjyP7fP4W+ZWjmOkXjPR76cXOLZZAEk5eVy0EeRvo5Ft+0ivJdvOufqpseYYy+c7n8qpHFOMxw7p/JdSZvOOPsnzs+GsY0qzp7xOm5Z2addNmzFTFmjzpHqeVqe94j3+jWOh/bY/tYyJaWLnc2RuNhDQR7C/4KXUY7uNt8bXlh3v8wJKs3H2U+SzcS1lRf/rpHeTsfts47OumWb+b/w0bjNusI9q9Lad6caS9qGNRuMO9kdfPEtIc64Rn7Ffx7zm8xj775vz0+bG+8Y2rR7H69/Ydxu35/BMljymlH/ul/OqLbwsjcH43vN4ZuvYf+TnesTkGVOTTa45hm68ntnCNj/Z5yHb3do+ZgHd8TYXST0G98u52uq3eRX9zXXmR1reaWbXqA+2j15gNs1sgzrS7NahMqvfeDcbU6ON96S0RbFWd+ZjW3xu+zjzV5+zfIp4Ymb7v7Tysfjw+Pi4t4niUDl6EWLG2E+tYK8V5ksUoU1gLkKsVvtniHLX3GazGZeXl3sJrhgoJ4cMgO2YDIzZVq6P8fSkBl8YyRJD2pIMBq2zVXY6iRm/GvjNNb9Abbb6vJS8yS7ilPC9gY8GwgxYuMOf9DQATVqas+V9jY/RoXYPQQvHTwduIJjghmCaCSLKrIEtJsA8TtLvo7ZmxzZxMYLFu4gN1NgPd8lSRi3A8yPJDVA1gJbrllFzsJ5z+Y0Jz3fv3u0d15a6eaSeCxRLc6TNK9I7WwwkvwgMPHaPz8fwtHtsM0KHec25NAPiDcAxgLLeel7kL/rqI+7Yb/6H/w0UsT+DUSZt/a4T8p7tUZcZqOczExV810JKW+iyDpDf6Sc2kUeqsc3Utz6SL5SpbSqfjPDTj7nHNiv6MAPstp1cwPN89jGG+Y3tk17LhvORPij00I9Sz2Z2w/riBMfs3ow1170YzPbymf2SV7w3xyul7bYRwXy33ofPWXTjWMIbYh3ymPPU74viHKOdbz6JxWM3fz9VsaxP5VReWtri/0vKh9y71GbKrO1j6vA3Yxv/X7q/tU87aTyb31tfDVslPmq4mHgv9zDJOcbzDUbNr/HJ06VEv7FaYjbi5Pjz7XY7Li4udr6utc32W2kJUd/D343LZ9fMY+qpjxBc0oFj/UD7baZjppO0OSlqWVp/Gt/sExoeHqMfscRYvM1tY4JGX8OgpIHvg2u+nrQ37MP+OO7Gz2BGY3djpXw3T1rbDXu0sbGYly3+OFSIv2kTWh1iHfKZOuCFFC6MHsIWlFvTS39mvOHYxnxgXGI5Nb76s/sMv/Jb7BflZl60foj5mZ8iP2e8Mk+oX0v1PD/IL+N7zluOocXujl+bLSEd9mttYZttU1fbuJgvaCekeF7ObF2jddYv2/sc5XP1e0z5Emk7xj+/pCSvGP09tt1XPwnRJnnqjbFs9O2cvtQAz04iSR8nRscYux2JY4xnq0BnZ2e7XboXFxe7hJCNCQU4xvNjcFLM4+12u7gIwT7sjDabzd6OG4NgJyGZfGgGx+3nmpMrrEeFtaFvDqw5Vq9CMzE/AyMGBWnDu2o5uWbGPLSbD0kSsh/ziONpzsPnqDIJxQQQk5IGmXaUflLDi1Hkg4F3HCTpIQ+oN26XAMyr8XS8jb+W/QzEkg+7sUtO6d+JstnxUaah8Y0ALzuT2Wb0KOP2wg1p8PgaCDGPcg9f+sx55N/bXHUA0QB/7rHONrvOPgiGZnM6da1f0fH8zgWf8C0J68g/bfs8ei548Qisphe2Y+R9bNUSOE5bSeJzEc9PRNAO0U5woYk61hYSmx7zuvlA2ptd99yivA00QhcBOOXLeUP+cnHDdseghm36uCbqVOsrpS3e8X7rY/NxtIMONmwvU9i+fWLqRSe4w8s0xsfnHQ7r9frZ0w4NL6Q92iOOMbyyz+Vc4kJxvqet1PGiEG0FF7aMU0jr58SEtvEN55zKqRwqf+yP/bHx/fffj//xP/7Hnn1/afmYMdJL2p7R3nDKMeOc+UzT5OR+s220G80nbTab3XFzfPo77TYb3/qY2YIsdOQ34kq2kToXFxe7erk39+TdD8axpoU+0/w0H1z8G+XmsdsmGyuyPW78aPafeJl+Pe0aax1TWozgEj4bI7i0RfLmI43JUxzXs/Be+n763Kb/s4Q4/bAXHUi3eeVNI85lLPm+GX+NzXhtaf4QN3mcwX+co343mcdGzMfSNnw0GRmnGgsSf/s6cQP7ZNu+3vRsRoPvsexoHzlOy8zjavPTejSz1ZznpM248FBZwn2cM/YLwbNsw0cntdJ03LbO9NtGsg3rgu+xvjX7e8gPs62lmJPt5ztzio77ZnPXdHEMjJ/aeD41Xj7h8+PKW/Op2fKHh4fxm7/5m+Pq6uqoNl70JEQzXK8tn0NpXgrmPREDFvOobNpKEiWJx4eHh3F5ebl7/DeJlIuLi3F1dTXOz8/H5eXlOD8/HxcXF89Wr/3npFjGEcBHwJprQ4aQzqKtsrajKhooaA5rBkaplAYiaY/tOtnvxBOBlp0rE/WkL/c1nfUjktmR60W2lsRi/w0MhEbqCRevuJgT/nMRhMbdoCCJHI6X4yRfKEuOpyX8eVyGZZW2wn+CPCfySTNlTD3JmKlv6SN/BOcEoV6o4dhJ095n/NaOavLOBSbZ7KSdiDbAoww57gb+WjLOZ526z5a8y3idPLf8Qlt4yIUBL3bRNnABgDL1uD02FuurF7PcpxMPbNugLbIi/TtbOJ6eWEl/DbyGf5YJ7/XcJE/MNy5ArFarZ/ZltVrtnqAZ42nxmmNhXdoM+wfO7fxvAMFzOvpAO5T+LTP6BPsCHoXmBSLb6uhd+nGShT7AfiML+NTB9Bve0jeSjz46sfktFusqecZ7fFxV+O95Gjrboq312scksM3we71ej9vb27Fer5/hg/QXGcS/hC9egGiLv0xweCGMpdlAP2U4k2dbyCJvZ0HOxyz2vadyKq8pv/3bvz3+63/9r+N3fud3PliPrP9vqZcv1fNj5qQxwkvmr2mxH8t/t2n/ZnuahYg8FdfuJ94wpmr0kOb4G/p5P1nY+iMGa36RWDMbLYylbZeNqxvvmg8fYx8HWn68RizS4pX0z4Vr86xhFONEtj3DXJETfyPdxAmmw37WcQb7jt7w9IO0zY1d4aPxd+s/hdiS2NfjS5vpjxiQC2yWi+c5sSbrNEw+21BgXx86iX/5G58sZlueH8TQ0XnqlfWtPaXr9hm/crHM4+F4W7KXbSU2CB3mnTeaWW8blmI/7vfQXLAdMO51e7w+8zFLCwnNjoQ/jAGX/AvtjutbdqYr/TKWZIzQbB71wKXxgvOZdq2Nu8nTc4l63OzcDH82XrRxUJeJ2Vs81vTQMTexf9Nl/814+yWUTxFHHMJqnzKWeetin9t+f3x8HH/uz/258Uf/6B89qs0XPQnhz58jQGzlLYLFpTY8GX2URUqA7tnZ2fjFL36xW2gI6L24uBjX19e7xYnLy8vdd4JLO1PSQQDExEtA0C7x8tTAswSCk3H8zN217KOBWSc8CbC8g9Xj8m6MXAugsHGmM7eDssMwSLZhbGAl/RvcN8BO0MPxzRxR2iNQCl0BMAS3M11kYpwO10kl0u7vXoDK/7TDp2Ja8ii0N4DenBP7II8JNshTLjBEFzNeH23U7I755gCSNFtXmtwJqNl+s4Gz39JewFHkwOCzzWUvyIWO6AnH1cAAQQ7naOjgrggCcvOLZxhT581vypo2xzSM8bS7OsCOQYafOoocCDSXQCJ1Pbz0wiJ1g/bQuuAgiW1HXlxsIIAzvZy3ad9HdUU+lHH6Jo+Z2PAcXXqCLu3m+8XFxTOdIdBm37R1+U5etoUqyyh8YoBuHnMXk/We9ehXDJBZJ/379/y3/6I+csyUPX0LeecFRIPz+GgvEnG85JMfa89vmbd5+tJ0ejeY/ebSwoLpYt+cy80GMnnT2qXMqEtNV+w7PgfO/NzY9lS+3vI3/+bfnOKwL60cin9SluhvPtnXP3ZpeDW2eb1ej/V6Pa6uruo46KOMMWj/m081vqFtTP9pJ8f6ZrE+iczUZUyQe4lP7DvH2D+2irQZZ/tpe9LuBQWPoy3QNF/Pwif67EeMsw7hZ15rcvCiQKPdGwMYyxg/N9rsU8nLy8vLZzRznPytLYSQBuMc90n9YD376RTiVMufumUM45iY+Ii0W/+JtY2703aeBgom9aaQ0NEW3NgW+edkNfEhed/iV2Nz5iHauDlXOVb27WS48TzHQz2xzIlR21gpZ+JwY9Alu2ydJ3/ZDj+Tf+0ex4CW2Xb7tHDGtky/56+fFOa4mLewTDxHWN985Byh/eccbfki87fZAvI0xfkk5gqoI+SdC/U7c5dHEfre1j/5HV7Qrja9a3J4bfGc/trK107/odKwE3X7/Px8/M7v/M5YrVbjb/yNv3GwvaMXIY4h7HOWJRD9IffYcNI4bbfPdyzmL085EHAwkZqFiLxc9OrqarcYwR2xNH40xM2Z5XxoB/bNcFGRCFAa0E4dtzFbteY9vMbvXkmOgyfQNfAgkG4JSX+eAT0DMS6cNAM7A5PmGXXEiw3RCfbH3w3i6PDt9KmzBt0MdtgmaTKA4O8GZK0+gUUzSORZQFEChJYYJM/8dEqbn5TzUr2063nOxRzuPGMCNnMwyTzu9KaTzrUmJ+swedoe3c8fnxxyEEdw0fSbIMSLGKSD/9vCRuyQ9ZL9UzfafPUOqfAx4yMPZvrGJ7083wOwUsh3yuPi4mJvgcuBQVs44Pia7XOQwHYInt2WQWqba83G8j/BL/XRwUlLOKTuu3fvdsmQ+I7Hx8e9RQkXBwccY2jzvR4z544BsJ+gII/4tAaDnuhtxm2a0oZ10bL0GJzUb3bOwD59tKA79FGHZz4u3/mkmNvdbt8fq8YXUmfOcoekcYn7yRgzN+kvvEDhuWcejTH2jnprQHWJh5+i/FADg1P58sps48zHLI5Xcm2Gj3zvoXrN7y21RTt0TGn0L2FMfp7xNvbs/v5+bDabvQXa2WJw8/XECSxO6DZ/SBzw+Pj+eKj4DPqO9EtcSl42fNL8FO9Nu07yOl6yjBoOcozQ4pX2u/t0fDJL8pHfs2ts65AeGJvlumn02NknjwRi28TVvG4MR561BHuTWcNM3uFumRtfsV1ie+9AZ8wQbBB9IA5Lu9QLYmvjg5lsqBNsm7Ig/yxP8zT3Zh6xrYyD16hzbNv3zGIeyqzFQq3M7LP1uvHBhXaFsiKvGw9NW8OsvqfR7uu2Cf7dusjfbJ9Iu0uTXfMJjQ9ux5+bz2k2stmrhrM5RvPGMc8sRiFdniOz2KH1T11yjMC67Mf5DsfiHId5YR4fW94yNjjh/rct1A//Pzs7G99+++3BI9FSPmgRogn2JYpzLDB9KT0vbbfV5wQ0OMpiAoP9MZ6SDFlgODs7270DgvfmPj45cX5+Pr755pvxzTffjOvr62djcWIj7WSXcn4L0B6hfTwZPO96pvHzqmuSU6kb0HIo+UmHyZ0MBGcGvzSKdL6tHwOe1PMxKRwHE8jkKZPRDB7YR6PRtJKXBlF+SqGBTuqhQafreX7NgFSbhzOwRCdEPrCPMfbPnp8l2tp90dMGKthn9C11qZPkZ/47yZo6LUAwz6jbdKrWV9oBO24eocXxzRwv9dRzwEk/jp+6Hbry5JTPmc6uB8+RyMxAagbeQ2/u59MQbYy0U+Sb5eDd8qnrcZA3TiCzLyfD00foCC/z3U9LkDbP2zH2FybzdArtCcfJgCztOXHhBAWDdu68MgBMO5FD6KBu8T7KxfKIXuTpp7TbnoZhexxv6OE8JM9dGojm0RWpQ7nnv+1RC6Row+wznfinjJt/te93n1ks5Tg9N2jPHKh4XvCefPbxiJFx/j8+Pj0Fkf49F7no4QV20kh7RLvjecUxNp8/xv4j681Pcc5aJ1zMtw8tp0DkVD5lsU95y3Io1nF/9vuvbfclbTbM9drCe1/KS/rmPA3BXdiNV8f8FrqI1xPTZUNZ+udTkKyXGDFPyKVtfrbfDg7xAgUX8U2/P9tXNv/MMdt/Li1Q+3eOu/nClNbnjPeOX2bYjrilJeiJ9429ZnpGLMnxOvYwBiQu5CIYCzGheW9eNRxEXXRcRN77aWPWSx0fncRxMCnPMfv4YcvNtHLTWYt5Gxaj3i3pkWXp2NbYxXiecVfbxGJa2iJlw7ONztCzxIcZLudYjvEH5p1/ZzEvHU+6HdPta7NFX8996nDwMDeS2R619vi77VCTW9pNn8aw7Lfh0lncY154rEs6TP7PFmNaabafvHP+hvXMW9PFHCKvtxgs7Z7KD6csxWv8/Vi890GLEB8LYH+OMnMOzWBkIvKFjXGo79692x2xxLNHZyAnhiE7CANO82REnDqfjjCdBFd5QTbFb+NAh0VAQvDk41IOrUYbLMTZ8MWvBlykz+OaJeHDIx5d5bER/DgBZ+c0xv4u/Jm8028DLASxTBTZILOuE0K5n22xP95L2XsXEAOf/M4AxueUpvgYDZ+raJ6Zn6SJ/MtvPmLLgKDdE3qZUM/vkRf1hMEmdfDx8XG3KOfCeWuZsT3qUHbW537qygxEZiyh2Y88kx7znv/TB4Oe8IK8ZGLYj6AbzOeP84r8JI1O7FJmnlPp3zuzc82BkPlm2zk7bsk6yLnEI7BCO9uJXl5eXo7Hx/c7FBOseK4aeBqkOonf7CL1iDI3Hz3XohehiS8fb8HPGOPZC8i5QEBauPDZFoypC9aj0BWa834C6xrHN8bYO36QfZPXnOvmf+S/FHxRt+13Q4/tG22udYC+hnQ5MGLiP9fiB+0TZguDTXdIA1+0OuM19Xvm+9KuF1DYRuRiex/6zSfy0zwLX/Jn395K81cvLW/RxqmcykuK5/CnLumX9o7Xl0qLMz6knuseS0fqzWx3iymaD007Dw8P4+7ubvduPm4CII1ZpPduPvK09WEMaRs4xv4Titl0w13tfAIuyTc+RU3cwR3t6ctjIZ32M/zceGkdop+gHMj7lrzLPQ1Tt//u0xs7Dulym3sNA/K3xpM2fxs/yXv/bp1N/24vvHMM5z4d85B+jtHyNAby2Iz13W7G03jU9M7FvDC2c5+5Wdi/ygABAABJREFUTpxgLGj9JF9aXcZClpXjKuM0zukZrm1jaGMiXVzMIZ9m86iNn+3O+ibd3lBC3WwY0bG2eUSceGhemWfUIc9t4lOO1/9N8yx/NNOzfOYG3eYXGq/JO+tk69eF97e+XDye1l/TtxkOMKbnb7YvbZy57jh5NtZD5TVYvY3hVD5OOYbPMzzRypsdx5TyVorwIeC9GT5P9Fb/UOHE5FmAdGJXV1e7l1L7/PpmaJlA2m63u53M9/f3u3dKXF1d7SY4z8nnAkEcAs8WTYkDoVGf7cCgMSEgoVJ5QcIGn87UIJ5yoNNy8rMlmLfb/Rc9s718tjOl3AxqaZTtfHKfDTUBF3fSG7AwSc3FA46LgCe8tpHP796ZzWNUQhd5zZ1Xs8Ak42LSLLLlI+vclZu+/JhrA2V27NQVJ74aKDFo8jXSTplQD3e6OnHK4a2TmZSJ9cXjJDBtjphydQBGOXsX8WxnlwNB6hLv4eKTk4Vs16CL83YW5LtkbF4Msew4jyMvz33qDedPC8p8Zr6TCpeXlzv5hr7wKUnc0NRAuUt2OXL+Z4yc4+Ehed2CQvLa+h8e+agGt0HdY/CSfr3YY1s2k2tL0BjscyEhNKcP61nqp20uJHMe2T86gd4WxHMfg6DZIqptEdu0DUjZbvefnGr3pH743Y4KcwmNPtOb42/z+e7ubm9hMP3miZbmm9JGaOGCtBcZKGNjANsL60dkOgOhlvNSsD27fiqn8qUX2tuvucx84WvrvQU9/O/feN0Y5/Hxcdze3u69i4+21jjCscUSDcR3iWGIqekTGK9ls4SfbhzjKRZKaTjOtLWF7UY3/SHjQuJIFuOY5ocbPml8Iq+Ibywr4+rWB3nVxk+fnX5mGILX48Part/8p+6wHeumYzn6TutY28TRxsB+HbdYTg3zcW4YezJ+aTJsdDiWcGGb7CtYOnQ6liP+aPEFecQ+WMexBD8b75H+FmvN+NXanOEXt2GsRB2ZtUfsZDmyLttvMnd985WYznit4Wq32XSM2Dv/fXwwcTFpafJtsUzTBWPN2Vxt/PE8bXTN9MZ90qa4TrPrTd+P/exiHh7C2LZTS3UO6cPHLMeM5VSeylvzyjp7bPtvfhzTa+6fKeunALUzQ9P6p4FkYn+M9wH95eXlbhGCu0ObwY5Bnzm+JBrW6/Vu0SO7dblyToCWNpj8GNv9ZJAdtY96sQGOw8h1Jp9b0ov3EWCav+TDzKnYqLQEKkGiE8UGmrNxkf62G4T32hGRb6zr+s2Bcfd9rjPA4I4YL14xsGE7PlqKx6WYfvJhpuumn/c7cc/54WN3+MdEmHlonqR4Ic26QPoc1PzhD1UHLKfZ2EI3Fy0IaDmf2I8XnUx3+ku7vJ+AifK2HoTftgMMWG1nnPhNW7RJqZOnFswz6wV3XVN/KLOUpjPpM23lKQYvNDQAxflr3mX8nmdjPL0gm/1nITd69/i4//RLjlFg/1yoYyLC9pCl2Sz7CF6btUG+u37jb2RKWbNPt0NayFufJbzdPi0S89FpH5XHp3T4mTJNffoYvyuFOmV/7CQN7zF/aI9Cb7NRGY+T/7ZXpKEdfdjGF1vRMBF/z29cQFvyRW6LtIanXKSMLGiPaTNov203HXiZ1ymZj1kIJJ3GY6eg4lS+9mIsxetj9ETFMcXttX6X6GltvUVMd4gu03ds/aV7mx9tn2O/8oLqLJobC3EcxB7mjzGcfQVpoN1lPWN0H7PJJyO4MSF+1gu+jU6PaVaHPnMpviFfmx6bn5ZFk8ns2E3X9fG6bYzEgk1m8c0sxmv5b5qNLY1ljTtSL3Wsq8Z5s13npN8y4mfmCNo8aFiRY3W7jb+eJ00njJNcp/GW9DeMwXZMU2vfuMxxkuuT3uik25jFUMRIptfj4Bzh79Srhp3MM2JVYnfziliZfRj78vcle+E5ato8TrfXFgrdphcEGVOweFwtBmj0Lelw050l35hxkp+z+2e2tPHCv1kPeT384Yai5ltb24xPWC/2lvGGx8zxzewFaZ+N+0Oxx6kcXz42r1/S/ps/CdHK16pkMye13W6fHTN0eXk5vvvuu3F9fb2XnEkhwGzFfQRwxvjmmKbsdsyZppeXl88c+J7hHU8gzw7H4M+00gj5sd/c3z4bBBk0EQDlNybcmyEzKBvjKVlkwGInOzN+KW3xwk6bgCRtJFgwyLCRd6EhJ8hZrVY7Y8/7EqRwd0TbcRFZRa6kvTk+AgEHAflO3hu0R8/9iGvG2M5gzYKanTYDKSafQycBUwOoBh4EGC3YMG0GlWyv7Z4ZY+x2sWUc7KsBnAY4uVh0f3+/e5dMzgiOzSDIzP1J5IWnHHd0hnMr9Jh/BrAZBxO7TAY3YOOFjvAnuw1zzJF1MH21wMwJ1txH3oV2yoI2hWPILvHQmYXjvEcntLRgwvPcoJRjSxt8ein0kkcZo+Xjoxe4wJF7uWBF/Wv0eg44APWueS4aWJ9zP31Zm0ecs7RZKZx//m+/0hYlbcfbb7Pxso/QxQWGWZA6s/FjPF8gb8EgfUgKbQBtvHUtMudChG3WGO9t53q93vNfHBf5mf751Bz9AfvwmM071uPCp3nH+/gUjWVIvn1tuPFUTqUVY6EvqdCGuLyU3qW23rKNQ/y03WAcdHd3t3saosVATqo0W2ubRnqIIUljw+zBwzyi0P4ktHPR1sc4pc20k0JbTnzu4hiO/oD8bL/N+E880Xw47T/7MQ73ddLbNnuY7hZXeuzxW/Z5M9zQcMEST8M7/sbYhzxygph9OMZputp0n9dafLKkGw2bmW+NB8EtpNvzYjbu2RisG5wfM4zYbIXH5Kf7QzM3RgWfe060MsNoxleMZfzUc8ORTR9d17rQ6PU7TUlLm5Pms+0B+3afDeO5j1nOotkRjj2fPZfIs0O8IA2RWcP/XkCOvbatdvvso/HUeYQ2V3jv7Hvry/N7Nv/GGM/8IOt4PLP2/PupfHnltXHVzK4s1T1UPtoixJcGuNuEPqbMjHGSQzGOV1dX4/r6eu89EC7e8cAkAV8C5Z0tDO7HeEpYcpcud8Bvt9sxMFa+CDv0c6cNk8yhiw6ZDi7fvQN2ppx2JuZD2uCxLHxUzbttm+PIPQYnAeSUuxMzdmJsN8XO2U6QoILJF/OJ/aU9llkyxw7fyVbLhvwhDfmdNKdt71Zmu96VYVkHOFpPnfyLfprnDdTyvugH9dQLfXZ+DcCNMcaq8ME7jzJf3F7jo/tvAQH1dAbWA26tF5YD5zjr8uisJDP9KGsSfwwMCHiYLPfTM56z5q3HFZ0yrzmupnMeb/oiv5koNk+ZQPZ8DZ8y5izo3t7ePuMRE74snDO0qaY3YyI/PZcNtslfjts6RVlw7JGTAWX4RdvqRfLcb3kyKPTvoYeLo1kMOjs72wVrDWC3eeA5RTvhgMe6kfrUIbdPG2U99li9AO0+zC9+57xxEHBMMsT/6dvyng/7VPuhjG2z2ezVZXDTFrgi29zf/LfHZ1l68Yl/5lHjxSl4OZUfcrF+fw59b/HZjI5DweaH3jOra1vLP9K7xD9jzfzd39+Pu7u7cXl5OS4vLytGcaEfsx1jic2mLyRmpz8e472dXa/X4/Lycm8Rgk9k0geG/nwOZqF990IBMQTxU8ZF2umnOD7jdfs24+GGWSw/3n/METT+7j6MbZpvmyWAjeubTzTdbezWy4YZcl/bvONk66G52uIYJ4obLa7HPonbZuMOhud4iLk9Zse/+c1zfCa7Jp+ZLlguM/zh/qkPxDZpJwt8zP+4DmlqC5ceS8PjSzJfslONN+S/2yEvHGd5vvvILMu1YXrPmxRjVcuedLff3B7vWcKUtmumg/VNb65bZ2i3WN8LCTPdpk84NGbfb3paaWMzT/h96V7SS32wT5np7VKZye7YcoobPm2Z+eeXlo+yCNFAw7GA9GspNDyXl5e7JyCWBEJjwRVU7xpd2nGTEuAaI/ju3bu9nT1b9JnjVJhcbKvdpNO7V2xsZ6BytmBAkOkklEFX6jeAP8b+MVTcuULgQZCXsc7OcPf4+XTCLMnlHauz3wjmGggwDXaO5KkXH6hHSZryiRXykrIlb00773NAY1BiQEqHzoS6E+LsgwnayDPBF3ey06H7CDHS68WgZ44NtLMOF0h4Nm8DZ6Q1/PPLpMlvfs7YGjizDvNJhvCReuDkcLt3jKcnS8Jv/h5a2o6b9G09sL56zhNYZz40gGp+Ue85Ts7lGe+cYA5/+GJq0sRE+fX19Y4HebFyeGQ5+okT24bQzf9crDb/PbcjZ9q1tpjmZDJl0PhDnuQ7bZvtKOt4caWVJEWod+GfFyG4OOL5wbHRdjf9TN3M3Zn/dDBAeXERwn6EY271yd8Zvgl9XCRsNt+2lTyPfb+/v98dI2L/HP+Wds0v8shz1zJovohjbX4xbbUjpWZ+3LbDv53KqfzQy+eOjTzPZrQcm6DwPceObVb3WPqW7uG99Jnr9Xqs1+txfX29w3COWVpM0Whq993f3+89qcD40BstUmez2eyebqd9jN9k/8TbY+zHUTN/YgxOXDTjm697B3Xadf30n//eANPuDW/cfvMp7KPVbaXFDSnGCY7FGDuzH2OxXGMbHhPpdhwY/swWCMjTNj7PpRYbM74iLibN7Ke1x3hkxmfrSMPzxJjcAGadajiQNDUaOA8cPzhp2uYVZRrafTQwY6vUc6xujNXiIdPeNihZ5sZn1KND7VMejUbL3jbF/Gsyd2F/S0nrNlbi12aviEsbBmY9f271Z7wm3mYeYIz9p5lZZnanXW/XZnMi12YYvrXrYl/T5nyj2XJqYzvkU5bqvKR8LfHC10LnofJWchvjIy1CzCba11o8kWPsHh4exsXFxd4CRNu5v7SjIN/zn4nNBrzoQHlu+uPj+0eMTe+3//t/j9/+v//v9/euVu+TsNvtbpFi9b7hZ2POla2+t7qzMmv7Q4tp47X9ik9jXf1hff6fFY55Vnev7+YgSr1n5JX+Wvvtt8rb9P+H4za9U3nwvsl384G8bOXZ+NVG4x9p3g4BrAP07Y2Rv/1hufxf/+tZHwYLBBgOSLyDmb/zTN+2y80AOnPcR/8wWU6+EPQwkR2a+TLaLOL4KC0n+wLkvCssu/e4oOXFMAYwoc9jawnmFkCyTdpU0up77Py4wMUFooyDQLElYdMfjzLj+LgQQJ5E9l5g8zmyXtTI5yQpGHi1ZIGDWINl+gzKg35myf9Q/vxjwj18MgAlbx3IhbaMyYv04T91kMFAkx19aUuss3A+2ndahxyYtgCkyaUFe9Zb2grO1YyH8vSRTHzCkU8/Wo7kJcdOeimTdrxY+mcAHF3lrifygbyhPKgj/iNvDgHZHwpoP5VTObYsJQB+FYv91FI5lACjHb+/vx+3t7e7p9h5f2uHfsP+rtFHTBd77CNPmYykbec7BT02+sGzs7Nniw/Gh/bJxj9MmM942fBco834ZbXaP14y/sQ+if2kPc4D4jvjHPo9+sJWjkmsEQ+Z75bvGPvH1M70wXpD+uj/6fcbL1v/vNcxA2OR9GXfzY0vaXe2scj0kA7HFq2uE/YcS6tn3NDG57FbltQZxxvGpOaNx2k9azyybnsxyfIjPmztkAfGXDMetjEZw7bNSrYfrE+ZER/6vvxx0cf3t2L5z8ZBHjLOaTrV4pGmM0tY1HO34V7X82al2Xh5n+szNvL4LdP2u9smrUvj9PfWpmXa5t+pfLnlQ+Iqxo0NB720HL0IEUebINrJMBNBRfwhBpIZUzvX2Gcss35AHw01k1SzHSk0bDEAPlc7740YY+ySrWfb7fjRz3720fhwKqfytRWDPc7DJAgb6PXO9lwj2M81fm/gs4HUFIKP9PP4+PSOmO32+TmrDEYdTKRtPzbqBDLfQeH3GtDmp23yx+Mg6HP92C7Sz/G09zIQCLdFXvLSQJWg2/8JpsND7q6nXSbgylFDsbc+SoBjbyXytJzJE4JeB8ex/e0RaesSdYK+iYs1lGUD5uzXQRN/51yyflDnHLga6HMO+ng0jo1jpE6YJsoksvT4Gs9ngUfTL4P2lrgJDZSBF1pIOxcg1uv13qJLwxZcEGuLLS2ActDg+dMCHe8EdEDCQps4o2UJyC4F3h+zUAd4XOapnMrHLksBvfHEl1zanH1r2o9JfswSOZvNZtzd3Y2rq6s9e+nEYe53sjb9Ewvmt/hn+0LSQn8Yu0osYbxG/9qwUOj15hJjXdPRFuFJh9vjeJociC2Io8hjY7/cy2M8D/nhWSI131vizDR7w5Gvcczp08cY2key0F96sw510fihFesX61GGzkmYf2Psv++L9BsLcZOVx2mfz3jFNPB38qlhK2PZJbzYxhB+cB77CQZvaJnNF9JknhOzOXfjmIVtZgHE+I+0+11xHD/79JitG+QDZWBsalvjuMO0sHjc5HPDwE0f0m/TsdYW2/O4bDvZD3lmW7XEnxlGNU22J+1as2X53OZ+G79xf4t9Wdf2hX01HbSvtH1vm8Da/5ms2c+nxvatfKw440sYm8uH8vwtZXZ0ZPXX/tpfG//kn/yT8Ytf/GJvF+cxgPIYkPghpTmGZuzeon8auSQF8zLh9GNnZ+dCINkAbNppoIKGpzng/P+DH/0oBL8/Bx/3pxdy4xiFYo3drvPV6v2Cx4H7n/3aHBnbBX2uuUe36m3H83ae0UwattvnY2m0Tq7v9Ex07Vd76od0L9KWfsfY5y8do6sfOybLLA5DtFVeor2ZHKaFdLUxqt9GQ/vNdD3jG9pe/+Qnz4CodyJ5F0+KXwbsdtp1g10mV5lINphM0EY71nZ7Mbjx4gXHQGDdglcuCgQgx7YxGAkttGteEOFnJlcJTtkOg2u/x6Ili7n7xWPK737nxRhjbDabCtLJHz4BcXl5OeVh5JfCBSr6HB7xYP/DPh0EMEDPdSdJ8p+y4H/6mPDW/ZJ+87kBei/SWF8dOFluKdxdz+OZmg/MHGlBBcc18/EMlA3AOXdN82wuJUD0gmX00IW0jrG/YMWjtzgP8vnh4WF3bAjnoumlvPLHxYHwOU9TOEDlZz6l4fG7X97LxUvqHovn0CxQ5PdZYPaxSsaV8f/ar/3a+O3f/u1P1v+p/HCKg/Cl8iUEqy+Za596XraESK7bX5FG/ufnLO7e3d2N29vbvQX2tMXkoc+/b23SruZ7Nhw48UTsks19uZeJe/L57Oxs7+n39OGX5TZsld/pLzM++hbz0rgt1+3PyQvi0vCGT+iSZ+Qr5Zw6HLtxm/ujXOyLyK+Gt9kf9awt2jQ+UAd4lCw3LRELZ0zewEIswD/yZqaXzd7QlxmrGDc0/2w8Tp63TUnE544zMmbaDeM29kl8OMMhwclNT7245vlpnvI7N11ZV5rdc/++ZvqJLzlO6xRxlN9xyXbZN2VgfeVnxxWuS1uRQv1turLEW14PzTnK9dDiKPvJNY7V7ZsujzHj8zxg261Yjp5bbsu0pCwtTKTYzy3RY1vZ4h7fZ98wG89MfqbffbKfU/nhFOMfXk+Z6avL0YsQ/+Af/IPdrk/vZvwSyiElf2taz87OxuXl5bi4uNgZ8pzbnP4MaOmEmUDMtWZ8HehzrDOAvVqtxv/zf/1fe47r+vp6/Pqv//r47rvv9o4fSZtJIjTQZjBEw03jRPq4c6IZMRtsrkQ3wMWknOsYMPMM/BQfH2MnnDoZnx0WF5YITjgOO8XUJcCzkWZb7UzX8KTtithsNntgkGPiNSa5EvDY8ZJmjjuF/KXzopzYVv77fQA0XrPkIPWM84hgjOC96VUDLbv+cW1mx8gTggUDNgNxypDguQHaBhCpp6QrCUT2z/ltObh98p6ya4lW6gr5Tvm4fe+gI2+9U8JJbOpN+NTGYt6FX5aJ9ci7PJj4Tf+0P7Q1TOKneBHk3bt3uzmVHdPp13rL/lOWkr20y56D5LvtINtM/0lU2HalH47fCfEsuKetlrDhEQIGt5yXtLGhiXo1C0Zs80mf+UZbyzZdaGtdGp9ynUki1m06b2Bmm8vf3E8wxWazqYEqZd4C7eARzmnjkfTF++zXKE/6idThX9owjmD95rOWgpXZ9Y9VOAd+/vOfj7//9//++Ft/6299UhpO5esvxkgNbyzp9sz/+b63jG+W+lyi4UPpmI2HPs8+svHOdoR2iffm/2azGbe3t7tNB7F/re2GN2fYiHY+ttt+eownf2Kazs/Pn72Xqh0h2mKGYBIe/Uc8RLobzzlWYzHb+nbvjB/td/quY/hp/Es/Svxo+pu/tZ6kNEwxK54vzTezT/pX0mrfSr63+Nl+3/fmvkYfec1CvhPj8F7jU+sQZdh0rcmGNC1h/xkmY/+sa94Fp7Jv2xbrXZNF+53jNKY0T0gTdWEmH2Io84vxNnFadI33EJ9ShuYpxzHjcZMZ+d5+86IQx9l0IrZxNqebnph/lo3H4XiDbbRFNNdN8bhnmJZYm2XJpraxOnZv/bQ+WpuN/6nf2reez/hjns9o+dDS+Hwqy+W1PFvy6fw8i7ldjl6EuLu7q47ymHLIcXyK8hJ6D5XsRrm4uBiXl5fj3bt3Y7PZjJubmz2nx89J0MzARNu5G5qZAOIOZbfDsUYJYsDX6/X4/vvvn50Vz8RGaCDwJR2pb8NDp2enycQ+aXVi2YBlNiaWBnDSVwOvdjqkcwk4ZhztemTHpAX7mTnG/HH8bIu7SkkbaU6fOb+fcg94TF3vJGafzVnlrHru6DFwIADjwmR0jo8sU1bWBeo5A6aMiePkI6x2ijOg4gU967/lnv/kqR01ZcF5QPnwvwNQjt3Alu1Tl2lLMi7aDuvoDOxTBunXOkwdMrgmL7bb7bN3UHjekm6+2NlAhrLNvd71l7nh4IA20zalLT76yLzwku89SOKXi3hs34sbXNyLjaa8vYuJOuPd6V6YcP2ZnaLcXaclk82z9E+7kBchp9/ZXPBiVfMbppP/fa09/dAWlNq91NWlF0q2JHnj54x/q9VqtxjM+rZ5tO/kD+1YFlZDYxJIfnrBAQh9beqwn7TX5m+zow1f5D4vrnARxj7A9oByZKGMv4TiefXw8DB+/vOff0aKTuVrLQ0nv/R+li9pnrRiu/8xinHaa9ug/Vyv17sYlwvjvoefHecZ27Ef+jJjJOqF8cz9/f24uLh4thHGixP0UbnfGyjcp4sxvf26+7JvZju+Tt/BJPDSJg/HT6SNY+L9xj65Zn/Eedn4YH6xeEykj7icv/spGvORi/LWB/KE/j2YvSVKrYek0Vi58aLh6DbO0DbboNDo4Nzjb7xm7Nhsp3Wu2R3KkphnVs80Um9nvOW9bTOH36dlTERcOxsfaSGutD1xrGPf0466NR2e301W1Fm20fSUY+bmFNJmWVgnZ/OVc4D30Qbm/obH2Z9tuAvp9aIQeeN72LZ1bzZXOI5GD32B63G+tt+aDSLvLYcULgalj8TX+WPfrc2PWT4ED/yqlrfi2Xb7lKtJjpqx+VJ50UG3zQkcGsBsQn/K8tY0nJ29fwoiCxA0MElI+AxFTl6DVRphGmk6mgYQlxzndrvdO0v74eFht9vn4uJi73z5x8fHvcd5megx4LBBy4tsU3j8COmaOYAUOkaOgUZ/5jzpiJ0UZt0GQA0GDFgpOy8OkUbW51EjmYwtUBlj7JKydszkm0Gmx8QX2rWkUmSUe32urUEKixPp0aWAK5+NSt4yKe4EPWWXwkSb9Ya7uO3UDZSzG70lcvndyWzqGucA52LGkN8ZPOQ4GtIVXbBc/Tl853sCyCf+j5za4+bWez6ZYZk2HeDv4TN1P3R4ocD1rQ+85sW1FpQ3INMCooy5gbuHh/cvufbiTOTHecH2qbvN51HHnbA/Pz/f+QAescC5zLnu4IT9Ry8of9sa8jE6yEWpljTOYhDHS7ttm9H0MJ+9eME2OZ8pH9ujFC/eWQbNr+S6sQjtsv0t72Vdf54lLKwDfnqHPsjyIV/s80hP9JNPVzoZ5HHGJpDG+Ae3z3lNvXHATf42WaYw4Gs2/tBij+dZ+/1TBhjWrUP0ncqptDKbrz/kYrvefh/jw+Iy2+DX0DjGExbI0xB+56F94JIvanHJGPuJuNhBL2TTtsanpN31ej19H1jq2Dfl6EnGp8QZ5gN9qH0X6WIc0HymeWJeMT7hf/oP+ku2k0L6zcNZnGge0SdynMSUHgvrNd01L2e88G9O3DouMg9T+DQqx0X9MR/b4hOxQhuz6aVPbFjH9HOeEgM7LvBClOXX+s93zlPHiLYTzEWkOLZvutMWbNo405711J9nMm58D71+Ktr3e9OWsbo3s1iW5kHzW54vHFdbTLRtMl/NP8u26ZT5wu+WPa833THvzffWp3WB94cHLcYzjj6EtcmbNm7b6xbDt/HN5nTopj31GBoNXKCY8e1UfrjFuGbma1p50SLEkpE8dM9blWP7fW39MbrD4LXz8/NxdXW1twhBgJljq9br9c4xRChObPIIi9DbjJJ/Y6LVTy44KZk21uv1uLm5GVdXV2OMsde3AXcz1KlH40mFc0LOzsPG20Z6u90/tmaWGOf9Tki2dnmfz1jNdR/Rkvs9VsvKjjqfPY5W36DevzG55aOaQqeTlF44STvNgfBzaPPxIqEx9B26Rp41XjlAoCwNFKKTScalUL+pt+YJdZHjzPgIFlIYBK5W+4lUn3lPejKOzH2DXwYa5Df7TsJxdiRT6vO9CZEtF7PC4xzfRHCRnQtJzofei4uLvUUN6gCLQRd1OG2Tp06Akg9Jrvpxb9utBrY5vzm/QqP5lu/hr+VgQLharcbFxcWePhPgsy/yNjKh/U1iwyCPi3rW05QcnWeQy8CCfOMcPjvbPz+a8y6LDtw51fq1TFKYRJkFW7S1Z2dne4kR9uuFJOoOZUSb4bF6bjc/wD5sH+gTaGcNpDyHuXBC/eHczz3cKRT5cxGf8zoLCnd3d3sL2qkX3lhv2qJC6OPxdgxUeT+xSVsssY+nn6T87avYrvubYY2mUy8tr8GflLETRKdyKseWn/zkJ+N//a//NcZ4vtD/Gn06BfbPN1r5t2N51OxUXlJ9eXn5LB7gPbze4rNGA31wysz20VfE3uYdjE6ski7rl+lNu7bB9u1tHKGFGKL5j/bdPqDhQddl/OSYh2O2DFoymb8zXpglnun3KTNjesvdY+act8xaP5Q327Wsmy1pcfOMX4y329OmaXu2wND4RHoabxivNLzQ7KJ56TF5fLy3zYN2nzdHGE8Zk3J81g22y3Yo1yaT6HubP46zjDtdmGMyfvZ4Wxwe2hlTGyNTZx0HcayWmeuaD6xj2lzcttuwPGZzwW20+5oOtRh1ZkccM8745OJ5NONVrjv/QpxuOfqa+2DureV6Mt+dxzxhlKeyFNP8kIrtQnTh+vr6qPuPXoRoE/pzMXdmzFKakXsJQF0q7969G5eXl7vzOjMZcwannXESl5mw/kwjZnDLiW0nmP9UAAMvGrkka+7u7sbNzc2OBu6KZ1tMSCbJGKPGyZXPBu000rk+SxrS0GeHLsdj4DsDGwZ8lD+dixMoaSe/cze7aSCAovwtA4MXOiHKkuBktVrtksHZjWWQSn4ZHPKIGSd/M97cHz4TUKVNO8wczeSggIWLb00X+dmLVLk/c4V0ehyk1wtnBgycmw1cph6fVogcKSMf3dOOPeL/0OWjjJzw9Y47yo58pqyZTDZQ9Nwz/2lHCEYbgOLc91xiYtO8OgRw2Idl0+wQC2kjHzgOXlutVruzlckL0ph5wAUBJvH5W2ThhZboYnviIoVHe1km7JvAdYynx/gbQPTiIkEhdZt2Ldf53pzVarX3nYsobMey5NMTXFAir8Ij2hsm0KkXPjap8XPJ99Of0Z7RNxCotwCiAXvOtVm9FLbP32dBjOcTeb7ZbPYWAqKvs4V0y4x2zjaSdoNziddo6zgeL1KYB803ud9W2vW3wm3HFvdFvp3Kqbyk/B//x/8xfvd3f3f8/Oc/3/P3r9Hpmb3h77N46LVlydYec++H0HOo72Z3yKM2j42JjNceHh7Ger0e6/V6z5fS9lsOx8jSttZ+x4sTsxiCTziGPidv3ZfxG7EpsbNxBOMJjtX84/2OgZwI9pFElpdtLbFPi2Xol0m7ZdJiMGJF3kdfSFqMcRkjm4e81pLhpMG640UZ+s5Z4jP/W+zifv195nPNd86DFL5vym2zeAzkt/HdjE/GU6bb/bb5H+zuhYOmezP+zPo1vhpj/6jQQzhihmdpC2zzbPuMdVOn0cY+3DblZDu1hNEs49l4SeOSPrc8icce3Tg0D1OoY7azjU+klfe1OIDjMx35Plsc4/xpPs34eja+Q/c0Go3RHXebt17k8Lz9XOWE0T9vYfx4eXk5/uyf/bNH3feiJyFmHY/x+RckfG1mCJbKMRPp/Px8b0fKbGEhixJenEid0MQJnmTZGPsJpYyHSWkDORt1jon/Hx/fn396eXm556xsBNNfHHfa4Mtxk7zN581mU52IE/B0cASmXrn3UyIGt3aqh2TOZHLo8s729N8Sgmmbfw3EkJe810fosE0DPiaa7AgzhrboYRBlftDRk++WVRun/6cundAsmDJQDj3eEW2ezMAbedLAEe91cp91uTuZwV70z7vmOWa3xQW71eopYdiCGh/Tk/vZB3XIsrPe8UkZB6cEhxwj5yl5n/saSKJcWQwEnQy1frs9gjwmxB8fn94FYr3kIkjjTUtGs38uQDBBYB3jfVw4oX1siWHzajZ3+b0dtZDvtI8NGFMPqWctMI3OcKHMsjadKVw0IS22Vxxv5lNbgAxN5rftndvnd/KM97J9HwPlMbbvLF74nP1u/bYeeAHQIP7x8XHv6a8lfnjO5d7mP2xD6PtCQ0sERC/pt6kr1N1mJ9guZW//9CWUL4mWU/m6yz/7Z/9stzHDtu3YYlzzNZXXjHeprRRjQxfaPN87o5F/PP6IfpfxlW0Y6cpn9m3MYhvrws0QtKO02zMfQlvcEqFcWJ/hp7bBg1jRss095kPz28T/bHt2BORsMwwxBvnQfL/7Il/JS5YmX35uyX5eN22tfX+njlh3zBeW1jf/UwZt4cqLYy4tCWw9WKJvRm94bPm2cRu/NIzGsbbxewFiaZwz/GZ+zn73OGZ8aUn7Zjsbfy2PZlt8H3nucXB+zvg044WLcWtr0zrg8RmPWp7k4czeu2+3M7MJxta0f6SJcTvHZN/RFkBSn/03ettYzPNg9GYraYvIP9tt1pvZx9nitt994vKxsczMdn1pZWlef8ryVv0a96xWq3FzczN+93d/96j7P3gR4tiyBEhnjv6YNtv3JXA3K80Btv64CJFrSUxlwYHfuSjRzucc4/mxFQQgdgj8T1CcBQ8bMfaXz5vNZvzyl78cj4+P4+rqas9AOoE5Ay3b7XbvhZwBkHmRWoxZ2vDOGzuiMfYffSXQYF07jeaMya+MLQ6hAbymm9m57CRe6nthxe2RBtLmwKItRszGk/p2WA3os/4Y+8fiRF9yhI93KLXEPq+lTfI090YHueuaPDfIIe8sG9Kd+6KP1nHz2/NgFgywTbbB+UCZMHCjM25ypJ6QN0tzgJ9tK2Z6muvemcTCpD7BFHnSQD0Xp5qzyTxnIj+LqX66hPycgbHmCzzfWI/giDrKF0xzvOQhZWhecV7w99h4LhbYJpmnHE/sSXuKYbvd1mOxWoDgOUH+pG0nF8gDXk/7kdvSzqD03XwMk/S5nsJxWa7tKbvZQoD7aUEjdbLpEHlB/rbAn/rv+Wq9sX9OHduI2EzPg+jUZrMZ6/X62aJ+6HZwFHuevul/qSv2o9QpP3HGBTba8/aEnfniRU3bI9NCek7lVH4oJf7Y/vtDdH0pPlqKsT6kfCntGhM3vDvj7yG+x07nSMwcHdjiNWN30kH/t0R3xs//btvX7XO4iJzfWt/uj0d4Bpd6MxbHZKzRcFHuaVjSPrTFeLN3XzHGcpuNfyktRiRuZzHP+Lt5wJimjbVhb+M4tk36jDlmek5da+NbrfaPUgy9jj1IR8MInjNpl32bT8Q0/s65RCzIJ29JGzdheD6kXu6fLWL4s2Xt9hrvZvpl/Dnra4Zj2efMjpGPHpPHSr46MU7cO8aocmQffmrfm6caTvc4mrzcRnhInvM/5wBpybW2+NB4NZtDMwzaNos2+bHt5mMyDtpAXieNTf9sI9xuZJD8m31MG//MP7Y8isfb2ogcvDjzJZUPxV2n8rw0P0e9Cf49VD7ZIsQYh1dM36J8SFtLBn6MpwSUj1jiH50Td5naidopNEPqxK1BWftM0MEnK+yA7u/vx3q93tvtzZf/pjBZEpDuMcSAxQDxnHkDiAZETV++02A72cf77KhojHlPZEjAbkNLx5b+TRdpbwC7OWn3Ed1oK+Vpm39pa6ZH5EvbEZE225mcfEKkJSlTDBaSJLPe8Tt1tsnGfCD/KU/yzg7foKM5TAcNHJPlbb3xAh3BsRdwvNu7nbnfdpeZ/naddPMpIS4EOZGbuc5ktc8fdV+eM43nZ2dne0lr/s2OnXCQTLvhJ2KolwbUMzvdgGwDuLZx1APKpwUAtIHWbdu2Ns62MNDmaIptrOWWOryHY27BnecH+5rNoRZQcfyNx83WcvxtIbcl9ikv84y67f4pS/o52w7qhHWfTxWkHc8z2xPyg8WBsuc79SsLxE6IpI/1ev0s4CSvfaZ4K5mvaYN4hb6P85P+Y+arWqDlwMV8sy7O7nlpcbunciqfsnAO2ra9pq1DpfmHtygNO71Vuy9t0zZ8Vmfm52xbiMu8CMEEPe1d21BC2jg+9ksfQ1/W5Nbqj7F/DE7+Eze5PuvMkmHGNKvVam+DyzG4m321ax6fC7EKE7yzGMd4omGTlkRsPsnym8UUjf7c0xaseN9SkpD1LcsUnjrQsOkhep1DaMX62/jnfo0ZPHbjhPzmBSHGwKZzhhWIH5fmHnWoybbp7FKf5KWPpWztz2TvOUxdynXi5HYfi2MYt5vChRv/ljEQHxqHu27qOzfCWIBj4X2Mqc37WXzO+9OXcwuzeWq+NUzuucLYwsXzxfxspenqjN5ZPf4n/5b0a4kW67jzfWyHPtPx5ZdavpRY4DWY52soM590qHzwIsRMqI2Q1zD+0MRv/bc+Z4xZAgOezHy6oS0yOFFD4+jiYzD82QsLpH/p3u32/W7agEgaCY53u93ugHbG1hJzNjpOli/xdJZMTh06LjotPn3gle4GGPyZ/bZxN6BHx7/dPu0qbwlwBpVOXNNRm5bmCJoc7YD5ne2bn3aUGWMWzzabzY7fs0RRfjMPeV8cExPP3B2VneIEBnac5ov5xwDk3bt3u+NJzAu21cCf+df47P4JeBqPvYCVaw18BKTSRvD4K8vN+km+N+efQJF2yDyw7fAufOpU2ksSNL8btHmhJf3miLYsjHAhlAlcyoX0zWwJecOAOXrHuWI+Uhbsvy3ocVzcKdh4a9pMB8dtHnAnktsz8OW9HLv1hglw+xz25fnIfppfbT7WtsGBEgML0tgWsb04xfqmrS2GMJFOm8z3UNju5T7aJ+tfm5e8l/1T33h0EWm3XvB75kxejupHm6mbnH882pHyiz/n038zu2jdpX00DTO7Ql7NFins65qufYxi2Z3KqXyq0rDW11w+5xia7RijJ4hsp46Z/7RdWXzOIjfff2Q/sNQ27R7jAfor09jsO/vN75vNZlxcXDx7IoLtGes0vtg/jLH/XghizsZfY2HjbWNXx17kBftxXJTPM+xqfLzdPm2ssw4Y+5HHS9inYRLHSE033afxGOVheun3iUfYTqNxqTQ9MN3GZJTTzHcbPzhuyDW2zadgSIPv9e+8n3p6rB0wDvJYSUOLS8wjl0YHY0DHG42OmX0x5iKvj8FWTa9bXmcWW5MGH/05xv47Qs138s2LUKTNtpI0tbG0ZLj5MsPwbIPztGFfzz/34zr8bn3MtVkeqdkZ6q03O9nfeD7ZXplfh3JnLYb0fDlkIz5WOdbHn2KBtylN56mzS7aR5ZM9CfEhwHUJ+L5GqZqjmzk5gy2DF6+Y2mDP7mc9J7kaICStrMN2DDSboeT3s7Oz3VML33zzzbOEbQODHFOULnX5f4wnR7TdPiX1nQC1HMh3jo+JJvL5EJjiriG+wyJ12gtj2wIQx26QPXN65DnHybbSBhNmbfwGT+Rtq0MQQDoaSIwOkD/kERcf7DAJDiyr0Ep9Ce0BLwn2QlsKF8UM+vm/OT/LgsaxHaXDHUbm1Xa73R1dRRqz8MK2G+BpST3ags1ms8cDzqHZi80I/hpvSUuzTUzUtqSud5flWvQ14IdjShsZV/TZem2Q40Q1x/vw8PDshcmU6dLOLgNT61L44MVj8yn3sh5/o661s5o55hl4dt1md8lf30d+tHlo/nCueL4aOMx8pRcZms2jf2AbBtzU17bo25LoKbnu93qYR9RT67L5RdubcRiUZ/yu5/H5vQ70k2k3CxDZgdswiOck50HGyIVDL4TwaLTwgD7Etp68MR8zRvtD09x8crtnCcNRTqdyKl9bmcUVn6IYM/m319LUMN1raPjQYju4RAdpmdWjD4495jGzZ2dnexhxCXfYJzSfuORjXLfh3+B2bk5yHBNa7CsOyYX+0AvdY4w9PhirN7ze+rSvN9/C87ahIriQT/y1mLVt+DFPGq6wHMwnx0fmpXnOttrnfDdWZx0m2o1vZ/K0HrLtlgCnz25JJOLG1G/xoMdk3rod0kt6HFsdI7Omc2yf+KvZBONBY6T0QZpafJR52xbJWqzg+CufZ7Yh/2eLUMbd/I1PtrZd9B4fedpsn3NPtBntHsc7TX8dUzQ7wc8z22tMf8hGeaxu07zmvZaBYxX+ZtxtOXv+G0tYj/1OiBZnWd/a/KEupx59C/toNo/lkE9+q3Kon0M2/lOVmX7/EEqT/zHloy5CfEzg7Ql67OBfC4rjaLwQ0UAkd8544YGOgSCs7cxoTnLpnkZjc9p0AKvVatze3o4xxri6uhpXV1d79Q3ySJu/t+Tz/f393jFPDTwxMcPf3Qfpf4nBNxjw9SVdoDE3aKI8WY/JbfbDs8BzT+r7HvIgddIWk0ccv3lkR0tHl792HizrJ0FGZ5TfOX7LPvwmwPEKuUHBdrvdHeHFl9S1thuo4eJCfmdSkgleyoxOPDzhXCIY5YIBZesxcndP0x3qbI54I2/NrwaS2QYTyt4VZAD2+Pj0BAUTqfw9nznWyCUlCwyk2UdVUef556Qxx8tg0nU89xnQU3akmXJv/PEiihdpHh8fd3aMR8yNMXbvxZkBxiVb5YQ59TTzsgUY7Tt3vvNRa/I69TJm8jmBSRItvD80UYeS8Cb9tDFtcWkWLKUefUKzhxyvdZoJGetk68cyMG9b4oK2i/d4PlqnWNg//282m3FzczO1dTxKyo//p5hX1r3YL9/nezxOzyHL8P7+fi8hNAtSXlI+J0A/hAlO5VReWz5Er096+b7YnhsfvbSe7xljfyHi7Oxs7+ha+4sZJiHeob1O28GXLXbyBgvXIR7bbrfj8vJydy+P6jQ+td1PXy2ZTf/K31KIs7OhqGFV/ucmJ7fp8ea/N1xlTDzK1U/8meeUDf2+cbHxCt+vRZ55QwN51BYlPKbUMz63/pAvvj+/tbg7tLE+sRt3rztWaXKZYajZxhuP2fRygclYkzGE54T113WMoVlnKV+S4pi98cObTJwHCe+pX5Rt6DNWtS1oNov64j75nXEoc0Zuw3bJMrM8jQGbT2o2hTw1dub88oJNsy/5vWFl8tljNq2RgXlom9ByUOaTY4RmB22PZr7JtDpnYVk0zG198thmWJ60MD5px8suYZETTvnVKEt6eyzW/aTvhJiVGUj61H3auLh+wF2MnT/PnNxMGAZjBmYGInRwdG4GPgYrS0Avnzebze7YnhmPbGhdJ8XJNbbRjulxUsj9uz0DIoIkghCDtzH2d1OnbcvETsSgzvTZmTBpHefQkmPkS+5P4r+1S4fA81pDG+l2sr85IsrSDpfj4KOjdEjcie9FkfyPPnHMTvSmcNe75WBAzescgwEhdeXy8vLZtQZMeD36Sn6SDu44pk54rJTXkl6Fr80+5TfuYvFulySRKXOf5+4nXmx3QmdbPDQYp5z8WC6BUHNOlCuv+2mc1KEeGtTZPvg6aeHvlAftj3eB5PN6vd47Aqst4DXg7jnf5iPbJC0ze0Ge8/g4HiNhnaUsaSNnQNfjd3Blmxsa2vyyLpj37DsLXBlj7GLzKeynPclF3eCiYvTPekp5ecGA7bEfP7XEBTU/ek97m4CcSRQvDJL+2EjS7nHMfJ9l2fjnwvnCNpoNbYEN+2jtL8nT1z5V+dT9ncqpfMwyw51v2fZbtLFkH2a0HxoTfczsPvskJgr5BEQ2IrTYhsWbm2YJ/oZZW73Zb/Q97SXo/u523Rb5wTr28+ZhO/7RNDi5aN7P7jUfTPNsk1q71hZxGmZ0bDHTQfu8fG8J6Pz5XU0cF5PFbZNOKzMMTdqIa8boCyep15564fjYHvnVeOo6iT0419x27msxQ8MspNNxpeNu0mK6l3BIizWMnZscGpaZ9cc+G83GZ00v+XtbyOHnthGGtLNOm9ttXE0enBO83jbYtaR5rme8fuei+WC83Ghd8iWOmdrcb3ZjpoemZ8lfzeZExulFB99nXE56xpgvwLZxuV1+53UvfBzKDX6u8qXQMvM/n4OGL6V8EYsQb1GOFehrgXicjEFFu5Z+CGidmMl9BCzcvZL/rjcbj43KavV09AwdqR1Krj0+Po7b29ux3W7H1dXVuLi42NGQpHfaJR0xUEu7DrjwQN7YWHkMBq9OHpEeG0Lu5k3ihjSmfRtdApiM//HxcbfT1mDDOydMi8G7AYWBgEF/A8WRhc/SnC3mNLDpMfvxybSfOtnt6ray87rRz4R5aPdL1ThGHt2T6+28UPLPIMoBH3nOpyv4ngbKqs2PlICg5sgtU7ZPUMfHdA0yCNgISNvuHAL6piebzebZcTHuK5/bbhDqP4Gfk5jkb7snemB9sxMmTx14eQHKu+marJygdWKX/PB3z1+3bx6kr9kjyF5wa6CUfRGgt8XL9JPkNX0E+8q4DfbZB5PkGYcT6qSNfKTvsAy5mOq67V7KyvPQ850lYyDt1Cn+j42xjnCxrtkE603mcXht+219melp+LVer/d2JzKhlLGnDz+JY5tgHEIZe663eezrzT/mPxdP6HvbmElT+21WZjxs9RqfD913KqdyKh+/2Na8ZWmxhH33jB771thzYlq+r4dPuLP/ZmeIz9oTfcbT9J3GdLafHqcX6Iln3V7amCUXWyzjOJW083fTaLkcY48d04RW+i5iZNPS+jXeaLjF/ft+y4JtpU7oyYY+ttt8I+NYXiP+s9zIS+s4dZG4z/JnX2w78ZxL68d84XdiPX42fiNNTjTPMGKjgziojbfpBzGtecvC9trCVGjOdyeySatzIGm/ycZYNPEx5zTbyl/ibutO04VmO73A4gUN/qW/WUzDdpeKbdxMbjyVwXFC4zPb8OeMlTQu6U6jeYz9RT3G5bM4YpbTSl/Wi1m/HpNtrE+GaONr8idv4rey0O1jXUnzzA+fMPi8fO38OSZ2O1Q+6iLExwSeaZ/lNX0de4+B0Kwdgsj85T4nVvzH0hY3bCgN/LJjNEbD75pw+z5T/uHhYazX6z2aZ46ftDjxZXqdtCMQ8NgJPEmnEykzwJB7DKxCR/psyT06DX4230O7k+5pq+lC6qc4yWheRH5+Z4UBmsfQnCl/pzxI4wzIM+Fm4B6eke8G6HbojZfeSUVgbkBBneSYZo6WhWMyaCWPwmM7UoNLHkeUwjasJ6SB/LP83Q+DmSxCeXHRCUY+Jh15ZI6nHgNjg2MmL52s5Titww4k+Ii+9afpKO0V2yRf28sanQCOTTIYJW98VJTHE/6E37k/yQg+3RLekqYlGZP3PvKqLS6SX7NgjWPnfbRjPmrJgaoXguw/3J8DEyb5bXMMyj13mg9cegzYfsq0kKf5zPGHR9Qvj9G2jDLh/dZB6zbr0x/lnTC0aW2xhnyjLpJGjjV88RNPGb/7YP8toGjXMobZwoN1oBW2eajezN8f29epnMqpfL7SMNmHFNt2tm/cmWv8n/tm19hHezeEcaNpmxVja7+LjLaOmKsdq5hCvEN/kmvtCFH7EPoB23RiKcdzjY+N981/HCr2M7yPGDt1jUOMg5oONv9uPMQxNFxpv2/6iT09FmNhJ+rZjvnREt7GAW7D7VD+vsb6xIrubxZzNb0IXdSzpcUGxkSkgfGC9Tdttye+jfc4D9x/y50ER7luk73jqpkNJNYzXcZes//u21ibc8G5iyZT60MrxtpszzkAj6nRGp5xfnj+kn7Tbp6QxiVsm+K433xttC8t9jkuP6bM9MOLSrPxNb1rdB/yxzM/af5Z74/F9G9ZjokPxjje75zKpytHL0JQyMcK/Jg2x/i4irEEFF/Tlp0zr6cfGoJZEoy/83OMFhNxbWdC2lviHdtqTjdOz4m4LERcXl7uOXPfT5pp/J00jOEKIOD4Caa4q5KJQn43r5f4MjPETjLnSY/wKYGGwSAdIK/5e/o34OR4Cbi8Ym0dYNvul/yMzJ0UM8hlkpU0p/Bsb85R6r4ToW6H57V6NwefJmB9g3MHZ+zDMnY97hDPkyOUA8fC3d2zRY7cz9+o+0lImxf5nmDTieMGvp2wTfGOiwSXllP6G2PsPQV0e3u7pyue++l7lpjPHCWPwzM+7UR6aN+YKG1BHJ+cob5RFk66+nfLjMf6pM/Mb/bddCfjYtKX9ji67IQA5eBiu0ub0B5Vp4ypW7Rhq9WqLoilTeoMbSltQcbm3XvUSQNOvoeC84p63xaeKCfzjuDdvGoBROpa9jOg7nF5wSm8yTj4u+1xxk4esS/Og8jPO4vu7u5298f/+Tg12kv6Ytt1yz+6w6f4yEMGpC0p0haAxthfvJwFbPa5s7+XlCW8OKPjteVTYNNTOZVPWQ4lHb7WQtt3KEa1H+A9tKXGerG78flOLjlR1xbGjVHoBxjf0BbPkpgcX7776dtgTifvaft5/4yv5IHbcSxmOXjBomEAy43jtu9fooeYg305PpvhxRmdM31pCwAs1hEen8pYpJUWV/O/cWLzV+YZf2/zJd/d70xPmm63+UcM1zAY+UrcEz6EX6kzw3KM34hXrRdtkcd9GJPluhd1qGvEgbO5QRrNzyY76hBjVtdlIeZssuN8avRZHtYf2yb25QUt4mzbskaz5Zt7m/wZj7Z4runKUrG+LtVriwuWeb57ntgmzea2P6eOc3Gmzbo1i+dS2rygHaYM00eLyV7K77cuM5//0jqn8mnL0YsQNzc34+rqaroDoJXPAXhnwfBry8xZu+0lEMCkohOgLEy6GWy29l2/0dqcpPtYrfaTydvtdtze3o6Hh4dxfX397CgmGqClswdDPxdRnPQibTa8dohJqpjfMzBrR5D+U4+Ok0fe8D0Gbs8gxAnsMcZeQGF+sTRgHRpJP+v4iB0DLCeommPMfW0xgHKl/uaJDNPPR0R5T+ROJ5aSvhkgefGEyUA6Ry5+UK98LFSTHcdMHUry2wDY704IPUxitwR0K3wvg69bN60rkTtBXl5mHRn7nRME9Pl8cXFR7Ud2zmUhzkDGAM9JSC8gcQExNIZPDtxsP/yeEesU9dU2lHbHdWiDmz1t9oYycb+5P7zjuGyT3Kb7pu0wcM21GUDlPWybdcNXH4vn5H07siryNgCl7bf9Dt+8UOQxU7+4WMmFGeuwnwCyj7MumA8zH5P/nu/28bF5nqO0Xba3XIjk5/hYLnaFFtpuvsuF7XE8m81mb2zkGfno46ooT+qC5w75Q71xQE+eWPaWP2nw77Pvrczw0bH3u1hXuPBzKqfyoWWmq5+i2Ad9aDspH9rea0vrd+Y72z3NR/A+2vDHx6d3RFxcXDxL8qWd5v9t59z2GPuJNPoR+0/6BttbthXfYsxJv9k2ehB/mT+5TvrJx0Y/ZdLsc/Pf7Mc8NL5bwl3NlhvP8zfylfdy7BmbdcW+lHENsXOjzzzxOIzB2VfTdY+T+JeYkHi+xWoNe/p7S/w32ttvs3E33pJ/xgwct+meYRvrljdAkQemm7kDY9DZOGc4iHw13nWuqOH7xi/TYpzmeTQr1OEx9o8IN68YE7h/85sy5dwKb9MH6SNP2AZ5doi35EeLI5uONJxvfffctl9gG81uW65t3M22UWeaHGe8b8WxruO39kc6DunSqfywS5ufx5SjFyH++l//6+Mf/+N/PG5ubo5q/Jg6bwXCZ+DjLdpNW56M7KcBQRtFgwX+d7us3wxIgKXByBhPTiJ0EIgSfDbwyARrzkDdbrfj+vp6XF5e7j0xkN98NArbTb9M6tO5MJnS2ghNDQinfbZlEGRARr7TYZBfppPGlUlRJoDDWyeRnGAOjZHRbEGBiXK218BwcwZ0tNvt++Nj7DwYUDVHa9kwCc7fmuPNGJI48w6Y9OEFBr4UfbvdP789NKdPJr4zhtT34orniOeiE4/UidwbHjKo8/wkPezHep/rTqjyu9tpOnp+fr53TiN1wvLkmKlvWXTz2FOvgR8v9qRt9m2er9franPYj/XIOzM4x5ZsKHnOoHEG6gh6uZjHhS2OyXx1MTg1KObv+ZwnEAxuKfMW8OR36wfndd4jwGOArBc+pon88jtfcm97N03oytxvdpY2jN9DI4+o4HicRJ/tLGxJHQJlFoPn/O6jtsgv09vmFvngebvZbHb+M7KhXL3gaLtO30N/n9+zSNJKaKdvMo9nc5G/maZmJ9hnw2f20/5s3PRWePFQYb+Pj4/jt37rt8Zf/It/8ZP0fSo/vNIw3g+ttBjsYxfbr9Dh3/2Z12b2JTbbvpXxEZ+IMH4kzqf9o22hX2L/M1tKP0F/7Ou20Q0jNR6YX8St9lFjjGe/kc/mreXQxmp/4vjGsY4/ux32Q74v6WrDpqS70e4+fI0ba7w4Y7vgBM6Mf76XmCr/ieOMudhnS+C2ueM+iGsYJyZG4sZGL9y4j7ThBSkn+2eYmuMh1ms6z/7I99mc5DwLNiMPWYf8sP6b5oZ1HPc1G0f+2VakD/OaWDTXuYGQ8nBcTn1lH62fVtqcanPQc5Ry53/HnR5ns29LdLkd1ndMze+me6ltf16tni9Ikma2y3mWYpzesHzum9HW+uN39ms+Nr9i3p3KvHyqWOZTlMjfNv7YMR69CPFP/+k/HXd3d7vGG8D41OUY4HvspFhyjvndf77PBuDQ/QZOBlEEt43XfiFQ+qZBeHh42NsBbUc4uzdA2++IoHPwMUIBXEkOMfFKoOBEnnnWdiE0IG/D3MYzxtPxK2yHNBs4hG+zQCD3OJnX2jawacCNfJ2BT4PUfCYNYzzt3l+v13tHTIXm9tKklCSvCN7odHM2PnnFd1Z4Ltg5WQ8ot7Ywtt1u95LA/M165EUGgsW0s6QX+fN91F/WN9j30xTtiR3OvQa2yHsCeMuXhfKzTnqhpwXFGROv+10xoTlJ4IyZT8fQRnDOWqfZD+cBQXIbn5PSpMl9eaGHu+zZhulzvy0gdJ9jPO0O52JOS0JQd6i/Dpaovyy0ueYddYt29/HxcW8Brd1re9vA7fn5+e5Yn9CStpod5biiU0uA2PPIC3J54sTzJrzieJrtze8O3Kh31PnNZvNsrkX/KYO2qMGxUUdCa+ysjxz0vBnj+TF1DiTJH8rDPE5iwLZ6Zj9st80fjtvtcX7P/GjDNF8CpkyJHM7OzsbPf/7z8Y/+0T8af+fv/J3PTdapfGWFOt2OdPtcZeb3Ztc/dr8f8lurm9LiKhb7lBTaPNre2DTHRblnhuGNNYxV2QYTSI7nGCMZY5MG+4vQ4/r2JUs8b8lz+5E2dvfXxmR/PfMPaY8YzjSTN06o2j/7XvtV84e40IX1POb8T7tMpsY3j7H/JOZSPETeNZ7zO8fhtqm/vG/WpsdEjOyENJ/+Jn6f8dC0cTOGcUvqBxPP4gZ+5nya1Q9t3pjGp4hNv/XRmJp9tAUG6g35ZDqpB01HZuMyD2djbwum6ZPHKPP60lxm220++3fTZSzKPhpf2qKa+eU+2aYXvNy+x9Hm+JJ/YbG9o72PntjGcdzxRfZvM97M7LSLdSux7RLGN19mNJzKl1E+ZpwVWzh7hUArRy9C/MEf/MEYYx9MveVAXgN8PxREz8BpM/7NeNsg22n5GKPmQFsbbr+tLtm5cEyNdgLWpR0CaS8LCQ8PD7tzq6+vr3fX2S4NF88JPz8/H+v1eg+ErFarcXFx8SxZ2QBm+nKikWO1ITcwoYNiwtwvlrKzmBnSBto5fgKipocGLzbmS8WJVAIay5nvQUhf5K35GGdjOpgwi6zTd0tqkQ4fVUQQRzCaJBplZSAX2iM77iKwDnq83F3D66G97QTJdy4K2F54QSb3RvcJ1NiXweMMZPM6d0wTEPsYKb87xXw2L6g7KUyAe9GA/fvdAg3csTTQElvRQAxp4xFY1AnO+VmA0xZfDNrDSz/Z02wrj5miznJR1nL2AlzGRPlb72mnG9j0HGbCgfpAcE79cN3ZmKMT+Z1PRjS7Ffp99A9/px5YBy176qLnJuvnM30w53mb+/lOftGGkS/5b59jG8L5wMXA9Xq9O4LJfr7xj315flFX+MRYWxxYwjb2HabDiS7PzVxz+0uJD9/zJZbwPDbhpz/96ecm6VS+skIsajzDOp9rLhiHvGV7H9LGGC+L7YzVD11ne7SlrX/b+di2JOUuLy93mGDmI3gtbZLfwQ7GDJZNo7HZZy9aMxadlWb7HVs2mmZysqysX40v+W487rbdRq43PGPf7++p33yw4yvHrC1ZPdPD5kMp77QTjGZdmfnP1nbz1RlTK+Zpw2PkneM4fyaf+Fv6arGFaTddtlWWV9M3YrsZlnfs1T57I4ixkueEF/5M49I4/HuuecOXaSQd3ogSOTBOCv2zOW6947G6ud42L83s7SG86D5niyapw9wD9du5Is9bb7TxPGw8muFo64LtVovHyDPGrE3mliN51PizlCszv5tcWoyavlpM3fT3VL6OMtOP17Y1xnwR/lB50Yup2REn9oeWJaB4bFkCAUv1ZvXbZDVQs8GwgSFvZivwdBANzDT+tp0ydBA0mgQ2PjrJhoVOmf1st+93hgbQXl9f77U9xtORHUlar1arvd2Z6TP3pK/8TuNvA0djb7obMOcCRBwod9eSv0sOOIXGmQkiJ2iZmJ+BKepBA5i8ToA3cxbh80y/+Ni4205b2WXsxR8muz3+0Jo+7+/vd0fKrFar3Zm5bQ5F9lzUSL/UF+sOf0+SnyDe9UOv50poaYso1H+DPvZvYEtepA7Pe88iAnW4gR3yiiU8Pjs7270PwmB2BrBCj0EKF4oIxmb6mN+pf55TPMLIL1vkZwfPLajwXCFfTLPbaMfPGbz7Ps+TXFut9l9Qx3FSN31vChdseHRWk3lo4YKpAznunDQQbn3QNzWQ2nyNfQfthZPzTdcybvoALwZ5zlAOOWYs7dhX0bbQluQ7kzqUn9uJ7Uv/LRnTfD/HTr6SPn72S6ij3/FL4R+f2vHxdOyX8suTLhlj83HUTfos/rfcOe42P5lczfFSbqvhqxlIbdc/BF++9l7KlAtmp3IqLymbzWbPZ7aEz+cunyOJMLMLryn2Y7aT7fqh9nIvbVlsW+xzbDqTe6aJ/42hWI8YNu14AZg+lvcZ15IG0mvsbVvb+EO+eTymf3YvaWQ7lk+jpcVJDes1fEgbblrZxkwveJ/j8/Tn9xO0RGPjE+v76FjGwI3PDbeZh54DjDMajrIsMobG19zjmMUJVeuFsRXH6vHxnvTX5o7xscfEvsyrGa5jHEjMa/zMudliCcctTe9ajGXcmO85hYDytO7me0tsE/dn3BcXF2OM/aM5SStjC8dZlAdpYf5jNrc8d82PFMqAPOJYLYPWd/MDtgWUS+Ot6TXPPa7Q3+TcYj/nAjjulh9o/Td+LNVv9sM2N0c+sy2+r3NpwfhUvrxi//iW7UbfE/cfqxNHPxt8CLAcc/9bDPwYQNkM1Ye0TYfH73acMcxM3PJac7TuJ/X9XoAZkInQfdxM+nNid5b8a06IfY/x9DLNu7u7vfbo2HhsBnei0rDns58a4K7ufE97doAz2slDJjHz2Wdh588yJhhw8owOuDkeHnnkhanw0UCObc6AIJNVBkVsh45rpm+pwyQYeU95EBx5AcT8ic6RTvLI+sD/XMDgjgsDTIMwzg3OGwY+kT13uzOANK/H2H83B3WSwJlPO/moFoIBvjjW86DNJdYLDdQryjGF+tgCIRbaDI+bQIm/Uz+5qEe+sK8kkjMuA1TrrnU29oQ88OdZCU22BeZ/a9Mg3DymXhCEe14aZPp+PlVGGmwvZ3rJerZ31Fv2a52iLqdYL5t+kE+mnXUpf/Ki+Ura4tkCVFsEYZuZhwzkHWhbRg7C2mf7hzZWyyx05GlC6jL1276G/sB9O9DP7+QleeMgn3LLxgTPYeqGF5Y4N8x784Tyazoz4zNL811Lxfr9VuWt2zuVH375K3/lr4wf/ehHexiq6f6XUGzLXluOnSdL9WZ0LNFHO3OMDZklaJo9dyzEuKHFOEsYfOY/oh9uz23zz/FCw9U8/o99tvET8xD7t9jLftE4oCWC3ZdjZNOUe4w7Gy9mfnE2RvLNtMzGa9xhn5d2mg62WLPhMeqPdWkJF5p31CfXMfZqPFryzY1WPxHiOdP8P+Mw/ha63Q7Hw7qWDeeOZdsS6qHPR2F5PG2TZ+j3Qp9xUsNR5A11+/HxcbfpM79tNpu9+JX6RFvkEyDSrnMtM10nNmy/pY1Dxw2zH+ZEWI/6Rt76N9uIjKnpB+WTa5wzjpOof9Qdl+ZblmK02Tiol54j+d9sYbPN/r3Jv42jLbLYJjhXdUxZ6vdTlEN9N907lbcpnPuPj4/j6upq/IW/8BeOuvfoJyHcEf8v1T223WMA8McIMBtgmRmQMbrh4W+zgJzt2Hk1WmyI7Mxo3F2XfMrnGCjWDb0tWdMMdAzozc3NeHzcf/GoZdPoMkhnksVyCC103twlQkDR2ohRbkFB2xXbdIs0ND0JDZEFk6bhgYMMzx3vajZNBElMUDkZx7qUYaM7fHHS3Mn9vIycQI/0Z4Eox2uxroFlk4fBYeiwPWjjCq3kX+5PXb54m8U8pawpFwIjvjjYAI/nZXL3BnWpnZHHBTvrdNthYPCb4NKBD8eX4oRmgB+/N95H7pEveZbf22KZk8jUVwIq6x3nd/hucE9d5J9tBoEUx8yA3GDVi41eyLBNaHynDvF6G3vopr21baTesk/bUcojtK5W+0ezub0WNNt/2c+R5zO/bVla3vanXhhgAOM2G69t42mf0i7rUB+TjPcCtQMnz7/okxc2yUMewcT7s0CXMVKH2TfHRtzh8VK/nHiILngOZpysNwvyrRvGQSz2w7xu7GSeHipLOsfivl9T7KtP5VReUn7v935vrNfrF9/XMNvXVI6do29VZjbENtN+s9lXx1G0x2wn2DP233ZujOc4hHTObKHxR7P7wVfGRryHGCxxie066Wo42PaZvoZxY641WRgv288xQcl+ie/IA8cVxkq8xu+Ui3nbxmZ/33BQq9vkFrpNixeGttv9p62NfXJvdiaTz8Sl1hkXJxVJLzFz6zv3GztSLtY/4wdjEOK88IB67TnpmJnjtEyNkdin522bexmD8xxsjzLlHOW4HKtbHuSxF2FCBzGs5WEdb9gl9qptWJ3NdcotMXB7LyHjFuNPz21/bvOk1aWeUS4ttsgYPM89370o0GxVk7npNla2zUj96G/bZOx2LA/ryExerJP/HBt55/HYR4Wm6E3mZjuGrunmpyonjP7pS8Nb1If/8B/+w1HtvGgR4mOWY4F3M2hvWWZtxshx8tMZN4N1TB9ONhlYGDCn2Ejwv38nmOHjn05k+z5es5OLAUsCth1DRL61hD+T2jSydpR0PqnLxKUd2mr1dESRF3kOJXdJU35ru0ma42/8ct884igvP824yYPcb1DK5HvjNcfjQCNy4/FLTnrTyVAWTpjnftKf+z2X6SQbMDUP7dzp8Cj75gCZ1GzBAQuP1LHjNl1MWBrMhkYDYyYmeY+T7umf4Dv1ZrQ5md74bH2wjSJ9BGMufM9LW9RxMEV+2F47OJzZrHw+O3t/lv7j49MRXNG7ZlNIB4PcMZ6ezGjgl/xuNpA6bl01sM0YGcjlPvbBRY/wynYtfWQcfGrJdI0x9njkRSXy32PxnLVdbXW8gJA6OR4ovHAim7zm4i31237Qu9Tyx3eFhH8E+7NA3vx1UOL32djWsJAHoe/h4f3LS6O7HJP7ZrsZA+k27R6r5zVtIXnf/L3rtIDH4+ViHGVhGg8FJA52Wl8vLZ6bp+DkVD5X+c//+T/vjk6c4Yql8rFinFlfX0qZjdvXbUebffc138fr6YP9ECPTz+evJYRZ6Ftmv9tHE1PMxpnSjjBtvtu2PHSRJie2cg9xXMMl5qH9EPt1LEjetfqtPeNE87P5yRYrLmEf9sfvMxmyP891x0jEgeQpdW02fvbTxtsSrw3HmR5iUNNv3hiHmac8StTYx4XXWX9GJ2NP0uL22b/nk2MM1idGNlZvMjBem83n2di5OMj5OMOJfI8cx+r4utmD0Mm5mHuCWc0XnmqQ7+4/fRDTN7vrxaslrGZeJHfiWILH5bYFFfO7zfkZtm+2q+Fiyzv9tHlk3nvutFip3Z8xZ9Or2/BYZzbOnznnlnwtx9HG8iWWWTzzq1Teeuy2h5zr//2///ej2vikixAfqqAzo/IWim+DMpuYMYROXrIQtNIRpr5Bho2Enaod5fn5+TPw54TE0ktj6WwNAGPAeIZ5S/rm+8PDw+6omcvLy12ykONOEMZdFnRudlKhj09T0NE7MMi4DBQMBPjOggCAtiLdHBiT9XTQpCdyIJC0QWeiOTR7bHToTH7b4NPhzMAox8UkLOlJIc1JCubcyMij6bN5Q7kbMM7AsRP41FVfZxKMn6m3ufbw8LD3Ui/Lsjnb0O6d/1wEijwCup3Iy32cpx63ATT7MlggkOTOdoJyyqABShbrGOlzQpV8dNtNH2Of2Jb5yvOUqeMsTKTTHtHGND3JOLigRp2KLH3duzu8kNJsfcbIfltAwLZCGwMQg3r3x3F4Qdb+iHyzXbfutesen8fCQII2PPTm/Sd8bJzzzYtnbDNymIH9ZlN93U8YzII7Lkhx0ZXFgQTnSc7pbccYbTabcXd3t6MldckX8s120hiBtHNuefHGOspFBuqZd/Y1/8HPjc585rhMw7FBlT8vlaX5eCqn8qUUnuPN8qUH65+KvmP7aXbev43x/GhS9jHz3a0P9228y/YYy/DPfqe1zfbtw1jsH+nnWkKf2I59cNew6Wk4jvxb4lk+N0w9G3O7xtjBdZuutKTmMbJmu8Y8xKuOL01DcJf7JcYw3vGChOMX4/6GoTkm0t/kRDzrmMO6bP74ehs/xzXzy8RF1GH3x3bJl1bPfDOvLa8ZH8bYj8mNdViHsQj1lDE7+e7xu03+xnlHvjK+d3221+Td9Jryp347huFvGX/qcQzWddMZWXJTj3G/9YY08Tv7zGJMO9Jspoez+cFrM3tnm9r6Id+cD3DMY97zd8q0xR8+jol6Yroavp/Ned7LY5jSZ2IN3pt8BPXjS8c3p/LxCud9coeHyidZhJgpZAMqM7BwTB/HBrFLxUaVbTcgSoCXQkPUkrwpTNA0ozgb09JKJ0ELaVmt9s/K5k7iJR7TabEundVmsxk3Nzfj4eFhXF1d7fGwfSb9TJCkPdKfnfizpIzpj0wMJsNrA/q0w99IE/shfZa55WtHRJBNQ9+Ad5wrk+DNscx2m6fwaCgmi8w/8tAJVD7p4oW11Wp/1wtlyEf9LGOD9XxuZ3I6sOS1GfhgMtNzgTwMrRwzd5qkL/KYTwPkN7adttrCBGWR/gOivFvSwaXBX/Qi/6njOR6L93uhgcfIWIc8N0Of5cx7WuK32RUnyK2L/M3y4FgzXgOqWWDCAJl9ep5znF6Mof43/cscyeJCm7dewKJ8yDfa6dgZvpCcdqwljM1f0ko5ka4mK97LXVCkwUFTPttnsk3Ta/vbFgg9n2z/mQS3Do/x/OWJ5E3qUo9Je/hFf562CMID1vnepJTWP+UXHnghhGN1IEQ+Nx9hW+w5kPYpPy4CMShu7RMHNZqpY67bbONLcNyhese2cyqn8jFKw5ApnBcvKQ3zfoxiLPmp+3nL/mc2Kv24nm0X7bL9jpNOM5rtk+0nWRhbWH/oR+nLW7LKWKXFmy0eMD3N57JN86T51hQvjhAzmCb7D9PW5lCjr23ssc+bjdv0GqdyHI1/DTMaozY+OQ4inklpcarnjXWafDAN5n3DKR5HMBF1ivEUaXCZbUppyd6GGRh78XrDLP7c2j3ET8qAMiHvZnPHekQ+GXexDueI+2pxdeMz8bs3YsauMX5NO4mZWNcxEfvnIifHTexK3ZjlWVp8780z2YiX4ng3dR0/NHvv+8hv+w7GFJb/UrGuMdfRZMd5wft9jXGLdYG0+Ykbj3mpUM4tL8G/ZoO+9tJ8zw+hvCTWOlTsW16CbT/6IsRrlPElQl8y/C/ty2DBRokvWo3xZoI2pQGtJaFwctvwGvi1/3QqBlocS8awtEIVh84dXAZjbDe7o+/u7sbNzc24v78f5+fn4+LiYlxdXe0BhKUz0hug858dRmj0sTcG4JEVZcujeBrgn63Ccwd3eO+ENWXPkt8N5prM0g4fN6Rz5NMm7NNJ3nwnsLBus+52u32mz3RaacNn5KYedYVAkIsYjVbyh+15Bwd/sx5FlkzQcuGNQMYOmee6U6csP97ree2no3y0FWkwT8MLg0IDEwN3A3DeY8BM/mZxqfHWCwqZK+wz9+R6xprkK0FT6pHPfI+I563nunnW9CiFtiQydOJ+do8T3wbc7tv0MsifBdbb7fuXzM0WRcjf0El7kHvzG20P9ZZjbn7EAUB0iwEcx8YnjDh32CZ5mGubzWaPh+3IMQer+b3pNf8on/zPIhAXNzwP2H++Z8HWdq/5JdqMlPS72Wx2TwaSb+RR5oNtcj7Hp5IP1EsHH5G7z3FmMZahLC0/+gzygo/DNzxDrNH8uOv6moPEl5SGD07lVD5noQ7a3n6pxTb3SyiHaLE/ntWhTZq135L0TpK632CYtkGAffupmFnMEzocC7Bf+jVja8Y4j4/7T43Srrd4xTbc/XLzgnlo7ES/67aND+lX2f6SH0s/lmlLSFpmvL6kE6y/hLWN0z0OFscJ7t+4jHwndmMfpselyZS+uflOboAhTsl3PvHc2rF8PT8bD1nX8R3nBudpw0dj9E0pxsDkp3EY+2cM6faM9UnTLOHbFg4tc5ZmAyxbf2/2rs0f32e+c6PcTFbmmReifM+skIdj7NtB2kL+3uy/7X3rl7whX2y7l2zFzCcQS3t8Mz/FttsiiH8nJne8YFlYBzwPbcdCf9rJok/apk9s/uuHUpbm2THlS+fHW2HSZjtmvsjloy5CzARox/natpcm1rF0sdgQtYlK4+qjfJqxTFu5LwkG9ufJSwNAemkgbQid0KIByX0+59qGzW0Y/KxWq70kPJPRMVL39/e7xRpeT9stCd5AlneX2qnxPib2KSvKIfc6sUR+N4Nt+Ztu0jHGvtP0ewK22+1uZ7flb2POe5NUYz0nhCzn9t6HNv+8O4HgbKYrLYHJ+n6Cw4+BO8mZe/i+EgPRBFvRQV7PsQfepUx9ofxTn2MLXxwIse8x9s93Nd8NdsgDnh3sxGhopCwynpl8vOBDWrLA4AULLiQ0YJrPtgNcrKAMo2v8jbwlYArtpmEJ/LlPy8X0WW+o757X1t92bEYKdSW60IKLBsTaEUpjPC1mJnkdvfIOH9sYL0CQV/nvhTy2NVvcsm2g/0id2WIPZUJfMsZ4xivLfub7aGM4D72oEiDOxVraT/pjJ124eGa95tMA/O4xh87NZrN7AbUDb84D85Cy2273F4DpR1g4nvCAttb22Lz2Ak1oIx8873iPdcqyZxtLpeGs15QGgF9Cx6HfT+VUXlNoM+0jjr3/Jde/xHLsHHxJXdvVWVv2XUvJ6ZntoL+lfUybPo4p9pd+vMUjlqExTfps2Ibt2h+ZfrbNxBV54A1a5ovxhLEM+zGma2Ml/4jNbMMbLfY1fKp0xhu3x3ZmmKjhY/vZ1hfbMf7m7/5r97d2W+zRiv1/w2fGA54TjDfSFnMeDYtTrtYdY/N23XLIdyezLZfWZuOHZdLkM6PDsSH5YFmxLecWrOOUCeWb+1vOgv0ap/EeY8mZ3ZzlABofZnrpz2kn7ZK3PvrW/Gjj8uYs086+WxzJ0nRsVmZYfnb/IWzNejM6iP2NIzgfcw91Z4yxF8+Sp02uMzpyT/JJLe9zyJZ9zeVDcdZrMc9LMNPnLvb5YzxfSDxUPtoiRDNcx5bm3N6qvJYuAzm2ZSNsp0TgRoO2BCjSlxcBnExhYspGPSDWvzcnYkNLB9KUKvWYKKWxzW5Qnpv97t273XnheSmzDWUMqhdR2L8dNXlkg03+xlBzh/qszgywktb8bkDTnhJwkpN9GoSkOPHlBY6U6AN3w3IhgDxJXdJKHjOJZ9nMZNB2w1jnox8GE9a/8CF1+agvnS/bIUi1s6XMeDxV6jqYYNKfZ39aB6P7BHrUIYOkLD7SqfO+pu8cD/s3/6wT5AXthWmjflif+dhuivXawWnG9O7du7HZbMbFxcXuyaj0EZkmSexFutVqtQM8Dnja3JzZzfDBu86anJpeemGTvLbdtx0ibdSlFAZU1r/NZrP3cmkDccvJc460pV/T7AUktm/6yLNWjzrs5DT5wPFSz2OHM8/zUmvuwsu4+NRM6mcRh+1yUYJ6x7b8nXpC3Zz5k9z7+Pj+/Q/r9Xrc3d1VX8JgInODfOG8bf6k2QPKYsbrNk7aRfKm2Rj6dP5Om+jfG3YwlmsY5JhiG8xrtGG83n47lVP5FGXms5bqf+5iXDHG51v0OKb/Nu+NUfl9lkRv9sJ23j6Qdj7X+HuLX4ypjF9Id9oh/Vz04GacWfLQfplPuS6NneMYox9lGvrbGGaLb/YTjhvM/xYbGfO0MViGuR65OCk6k0P++zjapkNpqyUdKSfTRhrcv3V7Jitv3GjtekGNsmn6QDl5jB4b6WuLfcQFLUayzNocMW5omJS8d1Kf/RoXEqdw4c8LKsTO5qvH3+w563iMHEPo4WZEY73Gp6bHHJvjgyan/J5xpm5bwPH9HIvxIO2O9dox9CHaedQSZW68afsym0+zDV0cS7PzM/w5i1VT1/yxDjXa2ry1zJtdYWn6wbq0sxcXF+P8/PzZ0bL2eY+Pj7vc0+fCCsfgq09dXkLTzF99SeNxsS6OcdwGEZdP9mLqlzJzNllaPTv/t+4jxYn2MZ6vevKaE2ztj223xQQmte3QW70GaBoQMKhKGyz5jY/z8gU0BFR8NwAB+MPDw7i9vd3t9mVCtiWkY+CO3flAmbfHXB0IbLfbXRIo42Abfo+AeZHPdiqNRtJKh+KJ2hZ7rBvklYOKs7Oz3UtQmzOmfCkz98ddXEvO2WMxKKGDMiDlS5Updydp28JZvjtxThlRPqQhSc2Li4u68EB+c0GA4NMBjPXLNF1cXIzVarWXdGR/BqRMVIav7JMvhubTQZ7zpJfyXQK/fucD5ZjA1ceXGTyGz6GZum8QQ7vJuWyZkFecNxkfF0Gtz81Brlar3VNCbDd6aYDnee+FNeom9chB1mzRxW0lqc4xWb/avPICBNuzrzEP7WPsy1KcWGl2hMXnnjaakkhxgEV+5h7rCf8HCNO+pJyfn+8W1Wgj7cPGeH/cFfXQcn58fNxbzHx4eHh2BFP6b3re/Aj1IX17Byz1LzTzpdSe07bXngPhL69Z7qHHNFuupr35HuvGkt58ieVroPFUvq7yWp0yPvxVL/TV+T7DhzN75EIMZf/Etri4yycMiL/SHrGWfRzbpv0kbjCuGmP/jHTSs2TLz87O9hYzjMNm9y8l3mffeW2GV9n+zDeSFvLSvrrFC8a0ToQ6bpnRfsxYm341WowvjdHd1pIfJb+O8alOeLIv9mdddb/Ggks05Dc/GWu+8fuMNscExISp02xk0zvzpWElt0/eUGdmC3tsa4zneRbrSuZn2rANmPHLdLI950FSHMNYhsR1Lc/lMTSddbG+mAfG5JwfTnjP5gbH0fwA+eRxHdIp0+Z2HPuRHzO58ZQHj8XtjDH2FqIbDW0eku8zf7OkP9FL6mDLGZrWr620OTDG8eM5pn6bG58D030JMvpkixAfozRFSfkYAmXShpOZCZIlp2yn2oL85gxs9JiYZFLRINnJVffdjBF/iwFKsRMkLQ345Z4xns6CTyI450leXFyMy8vL3bs12GeSHU4wmn472GbwA+jJOwLwyNeGmka4OREGKRkv6TB4Md9ngL8l5QzWc+/Dw8OzhFRLAFJ/vEOaMmb93M9jRjhu6md+M0CgY+b4fdxQaOF3HltDHrGQL5QjgRtBmnWedBvkWheo16HNc6U5Iesd5dJAGfWJcmtO3yCEc4J60PTST9SkT7bDJ4dYj3WZdN1u3y9kMcHc5o8B8JJsqRtpP237PH/rlAOm2SKW6WiLG6YxANJ0p64XY1q/1Cn7At7n4Jl85fhTh7ak+ZKm65YHEyupP3v3AG0F74+8TJ91m4uFHo/9rHlieu0zY0v4nQkkz137Bl4L79frdU0+NZnaNpLGme7k/tDns729yEWbHTk1IM1xUPZtwcH6SLm035d8sOu08b6kuJ3XFuvwqZzKl1zeSu8/RXnJfFpKvMzG3LDzrJ0lPMe2ZviN9pH4jfjHPm2M/nLiXLefJkZMv/bBpC39OlFpO86xZFMMfUvaIr0cjzEfx2if3Phpn0JMZp/U5Mqxmg77JRfyzFjYcjE+YuHYWjwyw1CsZ1lwbOmzYeBWEsflM/WpYX7LyLz3PY5lZ76ePOHYl+YWYzLW8z3U59xn/EraWluMHy1f4zHysel2mxOMAdp4glMP2W2P1fGH56B5RTxsfWDxOMkP62jT6fTj97uxfetiw9eks+UWbL+S52DinTJnG01GM5nQjliHzEfif/JghpndN8fja65L/9J+430pDZvP5uOMh7EpfgfudrvdOx0iMUnL3c3GeWjMX0qxjXxJOUa2r2nnY5QvIfb56IsQHzqwGQBlUmS7fVoRPMbYv7Y0EOsE6Rj7TyVkAvNYmQaWDBh43YkMrsDH8KY/1/ciRTP6Y+w/2dAS56xnkMZFA7bB8ZAfcSaWbYw6nUEDyOQz+dIStz72hrxugJhj5nXuUve4yNdWzP8ZsLPza0EHF1LCR17LPRcXF7uXwlI3OO5ZcpKfmRAk0LJutIRodJ/8z/FcHJsT5my78ZRjJd84z7yIYrBAYMEgj07WskuhXhk8cUd5nv4xgDOQbnI3oM385C5sA0Q/osqx55p1LW2wXcrC444eNP7bnuTomWaTbX/8wneO37aPx7vR5psOAnPqM39v/ZFG/ka5UN8zlsjftBgYxk5G15jEYN/ks/sNL8x/2qL07YCPem973mRKHloeTf4N4FKv+WRN+mS/6Ss+gjRmbH63DtugfWw6v1qtdnaI786J3rZAIu1m0StPP5Cn5jd1yLYxc4zBjP0ZecrPbN+0uQ7l5celw0f7fCeD7N9p252Y4xgOYb9jfydPDt3zoeVQ4HQqp3Iqh0vDTW9Rl/fM6jdMTXs8S8C5DWPR4A5iKvpcY1j7/hYjNJvv+MvH9fFpv9hibqDxAjV5xRis7XJv/t92nbER6STt9sehfxZn8HvDFvzdsRH5y3HYd86wr8drfjDGps9rvrnp5AwrMb5pixDkrzFurpEXDXexNJzYMC/11L+3vlwclzReGFPPrjUekoaGOYmFHHt4oc56TLtA/jaczDnddJJjMg9bHdPCo5HZL+/jmEIP3wnINjkm02Z5Mb7h722RgzYh/XDOtLHP5gvpaXzwopHzM5Z5w3KkteUXrI8Zb8qSHbOd9dgoT8/p0JKnqtvcTpvMoSXWIS3mif/a3G+8I8+J9Tke3t/+v2X5WvD5kn08dN/nKp+Lt0cvQtiB5fOszH47JJglY206OKF4bamPJbBwqGQiOmFE4xzDyMnq5KRpTbszUMi67KeNxQ6FBu7x8XHv2BE7tGMAWQPMdDhJ7sQxkm6DhoyFx6PkCJusstJhckHHcvE4OQ7KK6B+u93u8duLRUyUc+W38Tljo2EnMKHzsMyiK3zSYAY2SP8YY/dejTGevzyYetgWnBq4YRKVMmIbBDQsBEL5zvGNMfZ28pIP5g/78QISr9nJU9Ze+EjbLXlMMMbd0qzPtlk8P8l7y5LzMXPEAQ155D54T8AmFyeoow24GEQ08DkDKG6TtGcucd6F75Yv5WZamMynXY+8rBO2A2mbC2b84zj82bJzUNj03smCNlbeG0DHOR/5sa/IJO+HID1pp/kBB0xJNrQAljwnnUu+jcA9tPodD7QlXAigbeETNbPH/dOPixfHQj8TBG3uZYxpl0n0jI08y/cA/Sx+3d/fj/V6vRsDF4Ja8of0pPBpj2Yj2B4XKEgXAwwHNV4YaH6efq1hO8/LFH+mzrq+/ZZtJIvbeUsw/NK2Gg56DV48lVP5GOVT6+Pn1v9Z340ux0XG27Y/9nX8vWFUtmNb7SP0nAzlb8RLszguv7GN/3977/or6XHc99c5ey574XJJ8SJaFCWKohRaN5tKHMdJZFtOnDjwRbHhGEneJK8C5L/IH+G8M5AAcYAYMCzbsOEgF8NBHNs/yYDhmyRbV9IWJVkUubtccvfMuczvBfGd/cznVM+ZsxdyKT0FDGbmefrprq6qrqqu6u4ndiDzJOJmf2Lkn8QucydvVR3zKWg76N+TBl6ccBLfrIsdvKUd5jP0a7o22Dfe63xv40J+8xn2kf6pbWrX15Pki33nfV6zvXd9btMJMuJOf2JED8sj/bOuf5Qbj6u0zXv2b0c08txlFPiOTFhezR/LE8dxcO38JMoH5XyUaKPscdzYF7N+CTjpQd+283lH/pTHsfsyWqxGvloGu4Rj1zbHm+nRyZCTRK6Lssv5YOdjdnEY4+Rr9IVX+Ynk58i/ZRuUTfvZfCb8GM1VVumo6PFO/omr6WG7wOdYdn9//9jRxTwKOjaHONwKnPbZW23rtM/czhzkVv2lbizdy3A7fA+snYQ4ODio7e3tY8Gn0wrP7YCNV7fq9HbbWNV21c3tsTYE+d05VDRUdhRy3Qq7C74S7Nx2dZle7IsdZ+JpB5nObxQ9V8VH2Z45c6Z2dnYWRwPRicjKm7SfYD9X9eQ54lFVS0d5WJky0Bklmvo7uvh58ibOHlcJOdCd/6QFywUXHhFjHjipkTq6d1rkWR63lDocQLSjwTqIG9vg+LXD1Bl90oB0S3+3t7cX9KGTyn4TjIcTIbk3Ggc+GoZBO/O5e0lvPqPEjPULZdNjn04kn+exYtvb20PHL3RP8i0OgHegkAfkNfvKMZ7+dUczjVaC0JFhvfntVdVsz44QkyeGboyxHr67hn12sozjyf0mfuzDqH90zBhIJ67mBZOuJ8kYx3XnnFpH0d6SX9RRDsJbpkJLB9jpuPN5Tw4c4Oc910O8qB+dRAvO3MqbMUg+UZ97THpiTdtLWcjv4Gu6m97Uu6kjMm99y/rJK8tUN9HhfePR4UcbR3wd8AqtibPbtu6KLlllZyiPhpN8IuPQ0WLUZ14jj9fx927FUTZtsqtwggnWhZHv/VaYXBpudW5l/Xa3wT4uba1txyp8Ox8tPhl3otO+0CbQjnWfPGtwQIq+OG27fbngQTtJm5w+BU/qetrd0YII4xsbSD/SfqgXL9iGdQFutzu63/GIvgb5SDztc3d+js/67+w2ba1lgNDNp9IuA+i0qcSL/TNQpjv6jGhpmo38km78pO981nwIHXyf9E8Zj8vOB+CYdRLCPkvnd1mGTYtuR3G+HafJ9c7/928HZz1eRjKZ+4yr0IdepT88/2Sfq2ppB3FwZOKSvMmzna7z+OkSmMTR4yRAXB1U95jofqdM59t2OoxtEhff5z3LjH116ynqZ/afvjTna8aTMVbHGhMHGtFppI8oK5Q9yjfbPjo6WiQh8klsLG0HNyYlTIe3oq/zRsCt+lP3OnQ29SRYOwnxQz/0Q/XpT3+6ZrPZiQHyuwU2sJubN1cAv1HCzgk/DR6DZp2SCtjAdk7GqC82FgyY0ih0dVGpruIfhWik4GNoqWht0EMjZ9ITJA5uNvRp9+jo9TO3XS7PJ9h9dHS0CNrmd1UtrRKn8megmEp8dLYm+0we2yCNHG1vz7azRWOQ8uRDDAENY55N/7yLgrxwYoeySic692NgPBmxY2enwwHY0JEy1DkRpF3ozHbo1FFGKBerAqamu3lmp8JOeefI0ZGwA8IxSh4xsUc+moZVtQh4WbaodzY2NhYJjY6mhO5lcMSX/0l36iePCesFbtn0pIW6gnTrJi+h2WgCk7qsV6hH+CJw0qZzTC2HlDlPCljOyQ3yybwdTcLoLPIYsTh4nsyQT53T6mA7+2g+d4Fz6j6WodNOWqYsJ2Bsgy9ZS9noIzv5qYMJCes08si200442/XYsL3Kf9os9oGONm0QcWewv7MroQ/5TNoFOp1FXtJGeFz4GZ6du2oCFXnzdfK+00UeH9bdAfLJfO90cgej+117twvW9RcuXKiPf/zjd6z+Cb4zYKSz1n1uXXijJrT36sS588E7WlvP26bz23XnN30wgtt2cImLsDp9Sj3azSXy3+3Y9jqg3PlrnLclqeKjGR287+yC26AN6vxA0qrzldiPzud3m52Pd9LKfT438i+Jh/041k+aG18D7XeHlxe+mbddn1LWCRMmlUjLzgbTv3fQt6qW8LL/H+iSTf69iuf0YylnHkMu6/9d4Nj99L1ORtkm8bFsuw/0t7s27YeO+JByXKBJOsfX5Mvo2Y+O1pQ94+nj3iiDJ+l8ywHnE5Hhjoaks2lOenW6tmub42Ckc/jMSXa4m1vYZydunh/5WfLGsjCSG/PMtOj64hiR9Z39966ejKXMebioOHUxCTLSuevCOj7RnahnXd6/UXCv+VO3SxeOmdP0be0kxP7+/lLAPQ3dTeg6EUcjDp1X5N4t4OBlEIWEp1FxYL0bAFRG/NCR6Aw3A+8jZ5uOCQOjNi52WvmMlWT33gm250BIyrEvxIV87IL/VHhVy0mX3d3d2th4Pai1s7OzRM/gysQElbCVtpW1lb+dhzjudERJJzs25ClpbyNqp2s2my05r+Yr28zv8C71MKDbOWJ0FvKsDRTrdaAyuJNu3USINDD++R4dzeIx0ckddw2YN+SrHVC30TmOdALpcNPpym+u3A+e3MnA5AxxIy1ZVyDPUq4djCS/2VfytnOW04fUT3mwY9w5udmp5Bce2smxDkq7Xt1DfNl/v/fHDp9X9pkH1H3uU7cLaT4/vlWWRwpRp9m55D3yljp8Y+Pm+c6dvHaTu0D6SjvAsuRv+hr6MeBgmrHvtvXmnx1/jyHvUkp9W1tbtb+/vxQM8TF4TqqkLepQ6wq2N6Idg+0ekzmiIjQ6Orr58umNjY2FneHz/m/bRbDd7PQS7zlxlGDRqF3inTpGdix4MHlCmmfywXrcP4PHHPXjKmB/Tgsc/3cKzAfSYoIJTgvdcQu3C/fKRPqNAPtpq8B+7UhPdwGjtGV/lTq6e9Z2k0C/yjhUHX+Zr/tsH807dTuc48/QJ2bb1PP06XPfdmc0b8g9+rye4/gZzkXMz1X+TkdfB2f9nPGuWj49gXMj1jfCaSQnbNv4EmjvyTv6BDw+M2VGwdWuPrbJNhy76ehjnyi89XjiUZRefEB5dvv0Uz2HXEWrbt5hXrFeBtVHgWHLJtsK+NkRznnO81u2b/lgQNtjN0Da82QF04ntje6lTY9Pz1E8tgmdf5txxHk4y3vORZ/Q/inbt84mL1zW0I0L4t/527lPmfX9bjzmfpcwc0LAvDCdfbqG2+34YxmybPtdi109xKfTJZ2+os4i3I4vfzvwVvWHVsnwWwU63Zp5/jqwdhLid3/3dxfHMVWdnkjrCudJDicH3q0kIO7EICGhiVNnfFk+EGcytOS5050jS8eQTgSNh50I0skOIZUI/3cGzQ5Zp4A6R8CGh0GkqjqWGOgMqB000jRJsc3NzZrNZotAaJzuOEh0SkI/B4lTpsvokkZ00Lpt0xyMTtSZV36OwbHUHzyy6yNnxKddB83tdFEWQpfOKWJdxi/3mYDqgqU0WJ7QbGzcDHZ2TjONd3f0UOfsUbaIYwxv5wTnWfLZBt87V9jHzgmls+6xxzbopHRGnTJmHcD67Cw48JrrpIHH3sght243r0kDBzfdZ+qrw8PDpWB76uDZ+J1+S/k8b13mZ4IHk1BOwOQ3+cx6zV86zeyng+Eec5QPAidt1pukHVdBdbISfHzsG/WPZZs4WW+Qr9xlEpw4OSb+7l+XwCQ9Us/W1tbSUUeRWfaD7XUBeQYhqEPZtoPnnW4/PDxcJEWCS66Rtl3doVk3ue+CObZ35k/wpe3q/neTMuJgW9TxhEEt6yDW1U2mLFudznL/rPc78Bh0fS57EnTPrQOk3WuvvVb/63/9r1uqZ4LvbLDfVfXWmmC+1YH6jnqys9cE+7i8nk8XQKSfkeuZkHMuYfz4v9Or9hdGCwesg20TAjxWan9/fynBzudpC6zLXa/95s7mEmxLun7ap+l4Zh+DuBtf+nGrfG3StLNb9hldh+vtguME+5MdfSxbtvGsh3Sxz9bRwrh3faGPQBydqLDfQxny8+QN+cn2Rv4S+5FP5yN73tVdG7VrXqzSGaRDN8Y9fzHf6B96jNv34u8kGSNj9IOJu+nGHVDEk+Wo51gf+0IesWz8adLUvqWPXjYe9nVHMktemT6O96Re8raTwdRp/We9Ztni/Mr60/wnvqvwsQ7o+ur6KOeMJ9kfGdmYgOfyGWsHBweLkzqszzpajsZNV559WQfWrftegZFNfCuD9cC6/Fg7CbG7u7v4fasCdVoYDbAu6LDOs7cDNuhR9hzMLEtl5ACRDUzwpZIaOQdpK8FUtpNrxoXP24FYlQRwUDTBIzpi8/lyICyG2AmVBNXOnDmzFEi34iYw4OKAY57tzrxmUsLt5d0mrItOoVdEs904XJubm0tBXo8HKnw7icEh13lkRuRqe3t76QXfUfp5GR3rDV+ciWe5OCcJ8vmFwSlLR28UeGNbnWyaJsTR8si27DAyUMy6ukQGg6YOSHf9IU+64CadHcqDHQwmIDiGPD5Sj+nG8Rh9kme8wp39suw6eGtDkHpYP+uiXIcmXJVBWnZOKZ3Vra2tpSP7qm7ulDC9Uy91CnFhYtDH3FHmfNxUF0TnJCXQGUryzI42+89xMKrTMtTZCsqj27KTaEfRwRCO3wQ+6ETHXnL85zni5SSOaUicA7xHm0Cabm5uLnSv7UtoE5wdFLeO5OpL7wgi7Uy/jqaHh4e1t7e32MlD/Ch3tAXdZIg8pE1OP7pVmGm/c7ypB3lcXzepCn60Ge4z8fM5yuzj6LxZ4pVv68KU83OkC+nW9aOjw0m+5p2cgJhe0VETTHAa2N3drevXr1dVbzfvFnicfrtDZ4sCpDntq5PTgc4e5nrqTgDfcwX6GNZ53SKnzl7Zx+zap2/FIGLnQ/PZtMkgrecx9Pe6+QT9Gy8SIF7x2TqfxzzhMyO6c27ZJYjsG7GvpEtnwzz3NVCe/Lx5RPxG5S0nPgrR9tGLAEJbLppg2w7es++dTTU/7Tu5HspVJzekm324zp/u9FX6Yb1pnO23egx0c9X0lT6r6d/5PNQdnm+R9imfMl3A3vLodlcFm+2jsp4u0cGybsu+WspSLruEWSc7+fbCOPOVbXvRIf15l3XgnPiaZ6RJ54t2Otb0sryzXeqWAP1m0mZU/6gfXR885owP/zMu4QQC6eS+kI5nzrz+ftfZbLZkI6iPSNsRb4jXOj56p1cnuHehs7/U7evALc+s3iwhsWNxN+q30xrIb66c9MDrstc0XgcHB0sJnao+8DVyGvLxM53zQAXEo27s7ETxU2nZEHUKkU4oFVQcxs4BJP4d7fnNdogvy5DmKUMjyLryoePuoGz3Qml+HPCNPJBGpImPxwh+dlTpvJqenTPCRIaNdcowWEqny2OX973imcEzPk95I80SAPaRSD5qKYauC17Z4eB/B1otB+Spz3vnUU2kJXng38HdBjt98BjY2NhYOq6LkC3yhO6F46m7c4Dzn3wf9SllR5NE1sG2wz+27+SB+59P5MeyQDrmOfLUcu4dKbzP8Z4xxmOqPJ7IU+vP7nz9zjm102x97+SE+UTd6okGxy55RhyIb+ojvk5I8LqD9rnuM4idnKBMeCKZ5GmSpfP5fLFzIG1ubNx8yXogeitySz4fHb3+MrTgReeXSZ/gyX5TNqlnKav+zZeuzWaz2t/fXyTSPAY8rqirOYY8Fq37LUfkGY85YD+2trZqa2urbty4cczWGZ+MHY4tnulKnyBt8T0dXZ0ZY36efIuMdLbXvLFt6/y4dfzLu+WDdvVOk6IJTgs/93M/V7/yK79Sly9fbhchTHD3ofOFqpYT+F15z7sCnZ50/SzveRHr9jOd3+G6gkP+MyBYtTwX8XE5wYU4VdWSv8b/ec7znfTdtpt4dro//fcZ9B2MrtNesD+ek3iOyYUgqYf+iftGHOivpAzt5yiQzXrsT9kHHEFHB8cI7EcaB8sW2yYOxon0HeFGORnh3pWzL8Y5a/wN4j7Cw4kKttX1x3PYquNHI6Vd8spj1HLHcdL5mubTiLf2M4MfceLOB8+ROF/v+NCNH/Ko4x/btx87SmywXD4MWLNvxImxEe/SIM6mU0c34tXJBe/7t2k1OuK5k7VRrGXk67o/qTvH1nbPdGN+lZzRb7e+6ngffZe5x8HBwbGFkVtbW7W9vb04NnzUv66vdwNW1X0r7d5NXO/FtlfppZMg+md7e7sODw/rvvvuq5/8yZ9c69m3zPKuEKYLlFTdHaZ1Si6KiAqVK2/5HA2GFS2PIqm6aUwTAKERo+Fm0KvrL3Fc5eSlT3RIGdhyJt6B7qpaKEn2mYLMoMrI4HoyYENGhRk8qPzdbz5Hw5zEEZ2FtLm1tXXsfRej4Jsd8DihDEYHT8oJnXAGVBPECz3YH/Y39LQzSX7EaHOVTMo4Kx6+zOevB+N4PntHf/6mTDNg6MBUEjbsrxMcqddyTuD4Ip6dcz1ygizD4Uc3DlNXJ5+UXfPTgXsmirgSLvft7Kfe+Xx+bILH57rxSdzzm4HmkcMdpym8Mj6bm5u1s7NzzAHr5M9yQ9kj3fic5Zv18Zs8j6FL/5gYsAx1ujK4OUkSPoUudsJzz4H1lLeO5Ji3bKZfdsKte9J+cKRTGt1Bx9BOJgPc4WPk3QFj9t32Z7RyPuPc9aYfs9lsSQbTF+tKj2/yt7OHwSHlSUfa5s4epZ8HBwf12muvLeFi20A+UL6YtGVbHt/Uc9xdRHo4gGO+hC7ddddlIB5d0N+//UlbpmcHlnFu3XadrodtWR/eDtypeiaY4LTwq7/6q3Xt2rWFvlvlt98ufDvId+f/ErprI5/R/oDBesnlqPNss1P/aMclfVwnDBwgpI+Q//b7TJcscuE9BtntN9Fvt19StTyX8XzHvoT9YNaRZzg/MF1Hep9+InX2aP7F+mlzTEvPF8hD4zMqQ//CYL+6m3+sAvch7Y1o180D8ozna6yPuwSIE+dQ9pc6GgXoM1P+Wd7+s/tlm9/Ng4gnfXLHWlwXnxv5M6mHfmhXp+tdFVehH0hf2nV1fezkz7Qkrdwu6bSqv6aH+beKrv6wftfjMdnVz3HTjXP78934dPLIdB7Rd5XOp/7r/OuRr8y6OjmkvJHHnV4M7Txu7YtnfI8W7nXy7/kO28z/JCCSjDg8PFzaERx7YPu3yk6fBN8Ofsw6MPJb3ooQeUqyamdnp1577bX69V//9fr5n//5E5+/60mI2yU2FVKcqO6suVupbx2wUqTCTBAig5TKNlkht+cMafDPCulkHMNYDvJOodvxYT9Zzs4Ry3T9zX0GMxkUyz0HtjrFTsXreqjsSWsran93zpZp4kSFz67Mvb29vSV+eAVsvtnvXMtKWk8C+FI4GlCvlmBwj1u83Vbu5xnKfbeimPzkh/LjFUmrZKqTGSYEmcAivj7WhxPxLpDLdkmn4JkyPmomwHFDg+jJTKc36Iy7ffef44R4hS5pO8Y79YZO3hpph8ROLO+FngnG2xlksJIJFP42nT0pzbE5neyw312ybZUjSDw5Vkwflg2tvHKfYH3gMmwvOIZP5rchxpWrXDq6dPqa+JHmTAJZ93XOqsdZN2HK/TybpCsTpcTTNsZO5KrV78E3x7x5su+kQNWy/fakmPydz2/uqjCO7Ct56w8DQLkWPPObbfjYPo8PTlSZlKJ+M/iojC6R6efI99Cp6uZuM8so++qg1eh66qH8dPq2+z/Siav4YTjpvst+p0xMJvj2gldeeeXYuJjgjQf6gPlPW0e/hf5fymaCTT0U3Uz7a7+Gv2lXR3rTPgxxcPDQepg6nvYj73HkrsDOX9zc3FzyF5wwc9nOD6bfQFtnn4d86eYV1vd+prMHHU3NQ/u+nf0ZzS/pm7ANy47rMc+8eKjzPenvjla1c97juSJxNG/Yp+5ewHiSpif5YR1ffFRSB3y+k1XOO1y/8aPfQ5+UfqRlpfvdyRLlv5s/kT7dIqSA/Xu2x/65Do8t/6acUU6IpxcdEnfzyfU5BsU5D8c46eR4neWP8zzi3R0hxLlTJ9ek6Ui/dD5u6uxiA6t0L8uwP9YXngNYJkZjlfqd/WQbjpexnOeeTvy4n3l2e3u7tre3F6e+JNZl3nLudK/6ONMcYn24nTlX9DwXqJ8Eb9hOiHUFdFSGCm5kLEi4dZTDreBqx29VP4wPB3/X5yQ1NjaOn0FsBUSlaYVUdXyrHo2lg7+5R8PkOth3O1Cbm5tLq3Ns+LqgePBgAN+Ok50210s58KChQveKZyt7OydxxkkbBtJpGMkL86bq5mSlWxFB+jv50DkSkYm04cAhVxKNMu4OUFct72ywc2DnijR3kNJ0tTMWfqfNbox1Tk5+k//su+W7ozGDeDTGDOKnfTu06WvwopPrHTRV/dmQbIM8II50VOzopO8MhJOH7FdVLW2fZLKITkgSJJRn9oG4RUY9Luhchp7EkXqFx8zw0+k8B07NBwYQPPlKeV+z/uv0onmfHVQZX3aIR3JKOlN3maemBZ1N6wzrP8qiZZXPpI69vb1jck3Hm3jScTXu5I/HGncweOLRrRwdOel5dn9/f0k/d2ODeof6OXjz2CXvetre3l7CkzJD+xcbRz6bJuaNx/3IRpjGxsMTaradMRcamS6kbdqyb0L8aE84vtln/+b/bnydFkb4TTDBWw2oI9eVa+uM22n7dut4qwL1YEf36DnP4WiPCPZLucuLNillO93fBfBt9/icdTVtA31X+g3drvNu7kHaED8el+h+OYlumgWvXMsz3dzsJN+/w7HjoWnMT+cDjvib+kf32Cf64sbP9rZrg3gQf9Kd/1n/Kn/D/ez6698u7z64j178ZR/BdXX0XeV7WI66hId1qtsy7+0L2T8b0S3t0xfifME86eIlHKPuN3WHaee2PQbtR3ruwDL+3/XHPqVxZB3WC9ZZ3Zxm5PumjZGdHI15zmtMu66Nzof1/9HY53zAOmZkW0xr85H4mQ8n+dv2sbt5H8FyYBvU4Wz9lXa4SDA7JXIsUxLeHS3uBbhX8Ais8sveSFxHOvQ0eHTzynWfvaeOY1rlrHdOzjpO9kj5nFQ+bXZtJJjqYKOdT54Nz0ARjTZfFhwH0C/r6RwX/ub9zhGjQ2Gadgo1wbeqWgqgm07Er9tmbGPNe05MOENuB3Kk6FfxN/U6I2/oHFnTKM92xoWB285J6BQ663NbpEHkg7hbjiwD5KsDpx0vgzvx7XjHAGVW6bgPpJXllcFIOme81/HGPAhdKLc+I9/JtvS9q7+jUyZ5ec54xBHiMUZOjNAJNf6hFWmacWTceQZoxmb638lBrjvBYlo7uOnANPu5yrikreARvcdJTHjCvjNr7pU5dKzsnFE+GYClDNo+UJ7ZB8pkcHLQvHvWY72qjh3TlHv8kOedXqO94CSFZTtbyHKUWe5Qsy6K3SGPw0MHrUcTFvOd73EIWNcz6cWx2znRLGub1NmUfJI8Sh2driSvPZF2P0kH4hm8ksxgEs5ySEfe7YUfpPPOzs7SLhPynvWO9Bp1KuntIApp6DY8dkwj8nddv2TUhvt1GmC9puut1DfBBHcKOpkkdGPqduBO13cn4CQa3Mk6rEM6HVe1vFNsFAy078FnvRuCz1LXRhdyMUZsLdvNtarlAHfnx9qmss9cVBQcsyu506+0f8E1C0JWzf+Cc9Xykam8T9/R9tR42L+2Dabv6rqIC/G17+1FHvZ/O9vI724+az74vmUu98N/tzmqu6OV6cSyqY9zlA5f+n0jO28/kHV4zkA5S92e95i2LBvcvcitw499sN+aOuznsa3Or077HT1HctvFVqqWdwCs8ok9JuwT8Rpp2SU8TddO5+VeJ++dzkub3o0+kgv31/yxbiM9Oj3vcTWKF4zktvO12a5pzee7fnT1e47osWzd5VjgSbaNvHM7nS7wbwMXJ3IeTTx9FFOu0e4lDuKdExOM4XZ9oXsBPDYoM/m/DtwTSYiRMlk1gFlm5GjfDqNPcngZ7BgZd2fzPfHOtc5RSt+s2Gykujr5uwt6OvNshcmAFHFIf2ngacA7x4I06IyCjSkVqg27DQf7aCPAZ0b10gDY4HCC4IAsZZH9soNkGUoZ820UDLJhD3QrBygzpBF3mnR1jOTcBqlTOFU3j1yqunlGPfveyWxosCohRDrzP8E6YmPjZtCVwVQ6QOZZnFTind+kSxwwjvcEHBmQJu+9m4DtkK6r5CV404km//Lf5/1GPufzm7tAkjzyZCHP0PHn7oRubJv+rMeTXTuvuRYcPD49rkkv42HZ9ji3jJEuoTE/PB7N+ir/OaaMR9rkqnmPHSZjzGs6hd0ZyQHynbTJc5QF18F+zmazJVnk+2RIF9ON/OlebMzkqeWbMh15MdgexPakHtIwCfzsmsiH789g/8ID66UkBygzXfKCemTVBNkTm+7Yxi4BQ/3ItrqAjmUo9+yD2C6Qr7RfSW6yTuv0Tu9aR3Sy0vG4m1TZ5nXyfxJ0NmuCCd4MGPnZo7K3I7PWd52euN26bxXuBD6r9B/B96mTWIftFuc9XZ3Uo1lM0yXFqdecUPAxTuQV/bduTsRnaBPp61Dvef7COdvITsQOVi0nNCxb9mk6/zXf9qHIo84WsZ3OjxvRJfSlrzkad/ZFWbZry79X2ZiRzeIzpHtVHZt30E+gP9fhw0UnnT/N38aZNLbsmB7WK5Qh4tT5OJb9jj7k5arkV+dvjWhuerkv6bvlZcS3Ds9ORlnOdXs+6zFgfeWypA39d88TzecRPdg/3ndijHXT/w1v2RfTuDtaaT6fL/x33ws4BkGZIm3dR9LRdHYfqS+6egmdXvOcy3MXyrPbtz5kOSZ/eC3QybXjfauAfekSUjnymXNex3vy3gjawTvte9wunHbucKvPnhZuZW5zp2HU9mlx6uz6OnBPJCEMHuQRagefO+dlJPjrEmSVAeJ1BjucfV93AHbCHsfSOyjc7/l8eWVonnVQblXgtnNGTPvRjojcS5+poHIthtkO+iqnxW2YPizTOQZWvF1dvNbhZ3rl26vU3Z6dmeDIYL4nOJ2xns1mS7Jkx4djwUfdeEVSJ7eUieCVLPcoaNXRhPxg4NKOUOcscrx6FQbHtMcW2w3O7BsdHn6zz5S/3LNzaINs/WMadBMe4mc+k4/kX8oHb04Cs8o8Rt/vIkmQM2WZqOgcWvaJcsljv/hs2mCbR0dHS9swKbdMVHqCs8pQUa4YJCCt6fSxPstbV6ajtx1IykH4kD4kMcOjxeh0sv5u/HqcWTc5QUV8WIa8oW7xWCItWCdlrcOPZZlY8m6N3OuOsWO/6JBHn6Yu6gwHbWiHaCPZz24XSmcnPKkiTTIRMv9TlrsrQhPKqY8V7GQuOyaIi+0gacEEDflAHrIO0s3BNfKCSaKq4yvzzCcm52xjQ8NO9lbJAekzAuuLdcHtTjDBvQBvlEzeq7K/7tzodtuo6n3+0Tyum08QOv8lz0aX5j59tuhw6kcey5R2vQiGx3ymLvojtk1Vx/3s4J1AUerjnIf15t7BwUHNZrPFe8HyLBdGkM6kTfcZ0dV20vaD105K8PsabaLrI73o1/KZXLMvRr+Dz3R97nAjD8xb9t8+LBNDBNpTz/XTXhcY7MaD7fWoDwYnC+zTsB+5Z9+Hz/I3/SyOLdPY9aTdTl5N4y74Sn/fbbAPoVfGNGWVfSAelsPOR7f82x+nDxlZpb9oXjHGQdpbV3iOPUpyek5N3KzbqAfp97GNkQ+7ql769B1/iFun9z3uurFr39W4d+Or03WMb6UOx1q6sUDZ4finzqXutg7I9W4OXVVL8y/OSTxH6Wwf5SBzuc5uWd4n+PaAbozcin93TyYhqvrMXne/I0RXx4gwfq4rZweGjiMTEazLwRQOTOPuPmSFjYOYzniHNt2gZ/tuk8+zf3ZGeJ8GLEbXStkOo1fzWhF2DgnPNDX/VjmpI2eE7XQyQ+NMHnby5Hr4HNs1T4hvV6eTAjs7O0sGamQIuUqdPA9/suqW/fWqYzu2XmFAHnZjxVl+BijtMLkOyktngGloTXs7THY08tsTBd6j8e74Q0eBzpNpFFzyInpO6ui8pW06IuR/2k9wu3OsR+Mo/eBKo/A7+PHlinZYOIaT3HASJ3Ux4UUacIJM3DunnROBbudJ6JAzJ9kGeW7ZouNL2bJ+Jm7uf+g7muT7v2lq59YOsXWecWE91u3ENW149Xp+c8WK7zNobuec9sw7Y3gtvEjQguOJkzjym0cjUR4S8AiNXI5bfD0GMiYje6y3s8EcR6YJxxLpneCMx97IxzAvk4Bw2ylHJz5t8SVwlufwvJugpN8OflFuOEaYTOrsOvEkXb0L1ImhPLfKJrs8+7Dq/2mA/ZhggrcKdOPmJFhl477TYOT3B+j32d53eql73kdP0t8bHbuXZ+nDO8lBW1p1/OigkX7lPCD1eN7Y6V3bdpbnbg/WZ/pxLtX50ulH/nsu0PHPPhjtGX0g+oVd31a1Yf/M/nln180HPk/7bvnh4hHTvqs7v72DpaOJ7bx9Btp1+xQdLvS/RmPDizpW2fq04yN9VvkAxMtJIfPPNOhoaT7yN2WUNCRu9sdJ+06+uusOfFcdjxcRd/ZzFY1O4+dw/KR995FzhFx3bMMJSMZv6AP7VACPLfvooRPpYB1mHrAM9W4nE+w7cbXMrbKnthvkl3W1cUj/SAe3ZRp5YVs3fx8lOTimNzY2FjscunFrPnOOEF56/JF+jgERv7cCvJF4jtp6K9HrduGeSEKs47hwUPn+SNncKRg5kTSiVEgOghA3D147dLxvJ49gBWahZVAwSjmBSCvKtMEATsD42uj6vo0ZV+GkTdPUfWW7JynykeMxchosMw7aBqjwfc/96+SwA15nsNZ8Ii1s5FkXVxZ0fHPgnNdSlrtuOmeG1xjYIrhtr8bgBM11xqilftOJ/eMzXK0fsCH0+OR4TGCQRxU5KbFKxvM9yv5zItiNHQdASSfKtwPvXPHSOTF++a7pk7odMAwt6IBULSelRg5m/jMgyrHcHdtmR451Gnc7YnSEaCNMD7e3Sr9E/qgLed+86nQ5y/L9Pt2kveM/ZSBblKkbKMPuNwPODISYRhxr0SHBgfLPJATxYL0ZBzkGiUH6jK+0S1xoO4Nvdn9Zb/E8Y/aFNEw51he6b29vL6324bjJs+lXNyk2zu47jzej3AaXjBkm7roERMozGRDaOTlCWbEPYBrkSCryLngEV+tvgu0tf1Ou3b7HYZ61bu98l67saWFU7wQTvNlwkp94r4Jt4b0EI9yskzo9w128rMv+sH31PBvbu7Ozc6zuqpu7Wj0vcWKhm790fkbVsj8cHzZJ7gBtOO0xaZZyHU2409Y2Lrh4d/gq+aBv3dmUVUFY25QumcFjUelLmJ+06938jv6/k/tdHQaPb9siHvvIIHAXA2Dfu4DxiObEz3Y4dYTmpmOnn/Kb5bt+MwHXJT86WWZdbtN+LwOcrNPzWj7LuYHn6xzLBC4monx6zIz0Cu/5mmk2Asv6aC7H/tu3JS1W4dGNNfOK9ymL8XHtR458U/qMbr+TFbbJ+UUHlNNVtDeeo/F0kk4e1WuZXMVn6xvSYB39wz53R9t6PHfy1NGC8scFUhsbGzWbzWo2my0tSOM4IX9sXya4t32p08Cd8GXviSREwEGGXMv/Tjl0iuaNYC4d0HUGWZTGaOC7LK9TGayjLF1HlAgVPQ1JyjtzasMU6BQ8ceiy5Q4SprydjM7p7P77XkcDl/MKbgZVXY9l0caFgWcbqNy3AaERNfgsdz43MpIdHykroxU9I6ctZbn7gUkrtseJBwNmpqXpywA+cR+NCwe+Y2gTnLRTvLm5ubSCmM6RJxoE4uJ+jPpg+c59vg+ARporzzv5Zj88IeE99sFyNUqKcXKwsXF8e3Bw8uo9jwnWtb29vRR4ZjCVdW5s3DxCqurm+wJIR5bvaE/n1X3vJgadTrAT5kmd72diyIk2J7qdk8n2mJQh7gyqk/6UZzrb1AGWB28DT12cqHJ1Y8p1eoh48Tfp7GdN+7TllyGyfwyyp/4kC9yHtMUjIbrkG+nBJBWTJ6Yv8XNSznqlG4c8Tir962SO+sEJWsp+8M6YMl84XoIjj10jTazffY16zH6E7b8TMAGPMY/pkb/Dtm7FV+t44t+34wN+u0wQJnhrw63K4SS7N2EUhK66qX/4bofOzrJsnidvvCCCzwQH+g30leh72C+2r2F/3nbPO6OJR5730XosYxsXP3Z3d3fJNxoFy4mX5ySe36VP7gfB/p+vjcoSFy/2IJ1tR+zH0Yfq/Ei3zz4ZD8tMaJlnXIeTA/QD2bduYZDn2ZQj86CjWWdf+d994hjjQpbOD/CzpEOnt4iLeeLAp/G33GXc0be2XnB9xMMyyHml+et+dv1PH1bNX3xMWO53/WXMweOto4tpaBzYBvveJSTT9/j9nX7jQik/3/WR85duzmS6+14HI/74/ui5bsGOdZ3rt+9tvUf/nsm1zmfvTpro5NZ94zN+rpNfyvjW1lbt7OwsnvVRrhwL3ZiYoId7fZ7R4XY3+HmqJAQH1d1CyOAgTNXxowcyOBgIvNvMzaDOymOexW9ngoopfWK5kTPH1RJegeMBn3rZrst49QMVItslX/ksDYod4pT11mQ7TjRMdjB8VmpHm+DfKWA7CcSNQXMqfQb+6UDZkSPfQ+MEVjvc6Bh0ztzI+eMYG5ULjThhWeXAOQBNednY2Dh2pm1nlC1jXT9SfoR3nuFEJpOtVbqkc04oS5QZHhnUTQgMDsanjzwDn2MnkzjyIXhR7jNeksSxkxT8iOf29vZiRXh4lba8A4D8t7zSGfUYC43YNzq6PObFvOd4sbNKsPx2Thpp5Gcpz12Cl3QkjpQFt2f5tU72ODDvmfwIfTihT71ZPZh71kMBjoFuouHxYv3JgH4XqLAz6mBHyuXlYuwfk7XU6dndkXKUn8hq6MiyPLaLYzR9sF2MnFvXsY+kGXHzDigeMWR+8pg56kLqL9oG6t8uEWK5Ozw8XFqdyvGaukkvTyws46y788H8DJ+jLvQkiMmeri4f+cSx4x0blnfiSVvt7zsNt+ObjsbhBBPcLpwkT7crZ3drPAU6f/xegVW4db419SRtkudto3ryPzbYc0DryY2NjaXjl1hXl2DwHMf6nHM8tpHnuAMiNixHtNJP7uaoKe8ECucJ7LuDu+w/++U2UifnunyG7YTHI7qwHtrvEQ8dACbvLVO2raP5TddO12f7GJyTjuy/F5OM6gvQLzTNTJuRbLnvoz6umu+5LZfraO5kF3ec0h/jM+z3iEa8T9p0NMuzIzq5/908p6Md2+d9l/XOJfKxC4an7lXzn1xzsHvk+wUP/u5wdsKuGxNcpGL+dHQ1vTj2Pd91nSxr6MoSTCvrcv7vZM198djknIK+dze+OF9Ie6mPYyv6vqqW9L2T69TjjCd0SaMRJDGRuWOunTlzZmFfiOPkO/dwkg81kt83E7oxc7s4rp2E6AbW3SCSFWDngHWK/c1gloMqBBt8OjlU6nbU/Jv96hIRnaNAQ2SHy06ygy2BKK8EUe0EdkfQ0ICf5JAazEs7TXYYO6eHsmLHmgkOt0tDwkCY+eht1eY5A+tVx7e6sk4bQQ9qlrfTklVPbNfOYOc0e9V07jNQbpy6zDr5Ydo78dT1j/hRrjoZZfDfEwwnHUkH7pTonHAa7m4CSLlhPxhIJL8ZnLaTmzKUK+NEvvGInPSdvA5wgmm56ZwmOiMZ366PYzuT1dzjhDQf8nMUOA6fUzdll30ifzhmyOd8O/Hh8+8DlEMG/SkHdAbzzOiIMgZkrQOrbu4cSls8T9n98ip6T8RDx9EqfcqeHeVuXJLGXb3Bn7JHGjjxFGd0c/P145TS783NzTp79uxSct6BnQRjKAsZtw6mdHyyT8BdRgHrcdpCysPGxuuJgN3d3aX+83nbW04iNjZuvtOi03nb29tL9oM6zTIc4Nih3NOPIL0zNvlM6MlyDJTFb+l0APWTaeprbvOkiSZxH0Hnz92Kj3c7fmHX/wkmuBVYV4aob+9WG3cC3sxxcdp2T6JpdLPtr+dIKdv5F/SNRj64/fZVfbJ/TbvS+fkMKNlfor2runlUTndsqvHNfS90oK/Zzce63dHsE/0Q0on4GChz9tHpwzNo6cUCI5qzbvoF9mlHOK6yh553dGXtA68je563EEfPPUkr+8+WZ7Y5mrexvH1L+hvucye7PPKr83u6uj3Hsa9IX6lLTm1ubi4d4ek27cd5vsG+eA7gMp3+8VyAssoxxsRT8PG8y7R1INnzom4sVB1/L0XKMAHkMdDNnTlHNr8ZA8tOq4523Tgb6QrPBzod0f0fxYPS53X8P9oLll8lV8TTsmx8LBOkg2XeMjo67WBkV1g340QslznffP76osngz514xJ39NL6m+e346m9VuBf7flof1HLPef46sHYSwoPLjsfdAA+YXKvqHQg7ancTLyqQ4JNrnUKwoljHcHXtdoPYdLJStuFwMiPXq+rYSlAr9qqbSYYEoIyDHaqqagMkpAufnc+Xs9usK/j7mh0RKvaq5eBJp4zZX9LYgUIbdMtenJ7w2o68caTS55ji7gAGT8MfKnXSg9+rjBf7TDziIKQv5lk3SXPSi32PnKRPdELSNuUjOPBIKNbdJQ3yu0s8MWhOubVsdwkLtm1nI894p4MdU9IsOHFcBB/SvnNUzAvjFofVQBoGNwaGKXPWK12iyfWEDtQ5/M3Ja9dGp4PYPseV5cTjm+OLeo46hTqbK/hTZ2Q38uv2OT6JN8cr+esEovUSxzATG1y9b56zPPtG+qRtTzoZkODKGdp0yh+vMWnV2beAZTjjLc9mBxnf1cDANPUd66bOsKyYZpRT86mTH44/Jmt91AbbNV9ZL8dU3u9BullP2Y8gr3Ots8Wd72PaUEenveDCSa4DAKaR8e7urbpvH2UVjHQC67pbQBlKW50/NsEEq8DjdAT2td8qcDfHxZ2kiXWSdTj9p86PCNBG0Z/PNS58Mf7256qOL+zobIsDiq7PcxL7YKyXts3vJbDdShvcwcH6/Jx3sRvfziZ1dtyBYvumnQ9FGM2xjIvpaH0fsAx0wejU0wX2Ozm2f8Ln6Z+NfL+U72R0dJ1tm672M1eNPfezqo4twuT8h7QeBWu92OOkGEkXmO98C/rqxMftdP64d3yTVl6gRBw8f7TvZb+o883zHMcwr/FZ4mV8XSZt5DfnMAb64dQfjGmwP6v0XfAgbZMASv+Ix0hOVkHni5ruvOf5gfVM52uHZtQx7Buf93wqZSnnebYb14TuNA2X7XSj6ce2ONfs9CLr3NnZWZpr5sOTA6peX2zFnRCd7u9o/kbASfOJuwmr5jD3ks/X8T+wzvjjAovT0HntJMQzzzxTn//855eyx3eToR4w68AbLdhxIB3UCi4O6nSDvTP+gc5gWZmmnTi/xM0BsC4AwrapIOxM89tOYAwLs6cBK+0Or9yz8uJ19tn9oWPcKRs7mKRZgCsPTD8bSJbLNbfVOXN2Mkh3B8c6w56gulcPs90uc53fXWLHdGY9hPB4f3//WGCOcsXMfZ6hfHLbH4GOKPEgHU3nJCooVw7K5jflwfhyIuijZUgLHlOTY1YYzO3KkgeUa8s0eUT56uSAfaFMcGLZ7Rzx8TChDWVkRPvgZB4wqM/rBtZDJ5STfo5LylBXTzc5Z1LEST3rCx5HQJ1Hupom5Jd54mc7fca+WT+RtnmZMHdajAIgwYE82NzcrP39/SW8PaFhMpMJFB6jVHXzuKbOfpBuOzs7NZvNlhIVPEKME8vI3Mj2WZelTdPNOtSJIjvenux1+rlLApLHDNy7PdaV8jx2jX1mUo0TV/tWlmH7Fxx/nsx19DK+3USU8sRgU0c7/jbPCNYlptUI3mifruqmXkt/dnd36wMf+MAbisMEb33o/PVVsny7cu72vl3htP20naRvGDtLv25Ut3UvbY8XBVB/MGi6sbF8JBODet2iiHyP/GDOY+yLpW7OWWK3sgigW+hB2oQu+/v7tbW1teQvjHyxPO9kjuk68qFoj/08/3N+TRxIt87mEb+04USQ57f5tl/ZzWPTF855ec07kvl8l+QYzeW7PpnW9B1XJccMq/wsythJCxcig52PN2qbuI18im4O2wV4O9x432PA3x2fWZ9pwHsM2hr3LrZCnWH6dL4T5W3kB3seRV3FMh2dqRe5G4L6hP0kTejzU/6DA9sjvXg/bRNPQhfstj72eDKets9d4sL4jfxsflMezTPrsc7uWw5pJzyXGdVvunFeTVtkPerxQRo6rpL7+WYSgn2/V3yTN2M+sQruFbpUrV4wcBJQz3fJ3VWwdhLi8ccfry996UvHHKq7CaeZrJ6m7O2CnVomIqgc7OwST15n4M9tkKGdE2dDy2etnFJfZ+SM/+h5BjYZoLCy6fpC5WxDYINhJc/fNv52rmz8rbBHxt/Oj+W7c7A6JZL/OeebRt+BYtZVddN4p27yP4Ock5bOwTAudJw5dtcxlh09ugBoxxPyKvizbiYlSDce3ZM6LR/mGR2w+Xy+lCxl/7ogI+tzoLjbFUKcOwc77Tu43/HC42Uke10iNnXHAeDqko5P6V9kKA4DnUI6sN3zqTftdbiRL16FxIk622EgnNeJx0j/dQkbjnXrAzvIKef+cpJKerPt1EfZs4PpFfrmtXEz74if5Yi8o1xx1ZJpwuSdz3KmvEVHpez+/v4S/7p3WRAyviMnPOarsw/mgydKtJUeMxyvtjcu0+kN6mKOEwcdcj80Sj8dOMrY2t7eXvCfuoV9pJzQketwpjx7MtnZG8JIF1Ank+6d3LOPrHeVHHTXT3rmJLCPcyfBNN/a2qrHH3/8jrczwbc32F6cVO5OyHKnV78d4bTzPduL7v5JOoz3vRggn8wF7U9E91M/0xfoAmZpl/dsE9wf+rFVx99/V1VL84f8p23t5kmxS1mkQJuXMoSRHJIPo2u2694BuSoo7T6PbBVh1fybZaqWTwqw32J/jjQl/qyfi7JGQVUnisgX1kVfMO3RV6T/2PGE9dIf7PwQXiOuxN9yTl/F/o3ni6S5edL5JaQ98eh8SeJo3WsZYH87+YiP2yXBDPTzOhnv5symf7dTuovZmL7kh8uaD11SgW2mfgfs2X/Pzy2TpK35PZLvEc6ux/03/fPbvO9000gv8bujqQP7Ke+57yqdQxp1yT6PddfJ/ocn5G2nd52o6ICycubMmdre3q6Dg4Pa29tbwulu+ugj6Hj4ZsNJdLjX8CWcxr+iHT0NH9ZOQvzGb/xGnT17tqp6BXe34CQGdgPpbjnfbCeDdH9/v/b39xcBACpnPmcD7qNmVjmh+e4M/8ipS3LE7XRG2A6o28vHwarU76Bs50S5zVWrMuLg2tm0wbWzk2ctA8S5oy8dPZ/TPcrO04lkgiHGmsErBuLsZHQOaiYMaYvyMzL6rrNzXjunJfdM1y4pFAfcMkNjNwrcMnBGWYycds6FHeE8w2/eYzA6PDk6OlqsCncAM6veOgezM/6je5zgefIXWdne3j7mZHVOh8dAN9GzLHYBaSezPJHtnC3W3x1tw2NlOAYs06OV4uH9wcHB0rtm7IxFJrJikA6UA+UdDd2vfNtZJ168zv4w0G5d5B1BeY7vhej0uvtsvRO+JaDBxIR36uQ66w5+6ZdXKFjPj+hA3W165tnIfsZT+MtjHEzbo6OjpfNDbdMiz/zvZEpgND7zm3pjf39/wVP2jeODskscHJhnexyjDCZwlVEShORXeGs82Q7x6HQh5S//7Z/xm3xw35jIpGx1/pTlvrufbwfqPJbuFtyqb2oZv3r1an3yk5+8U2hN8B0CHGNOsp9UfoLbA/s49NE6f6/q9QCzfUXeH/lttEuHh4d1cHBwbMdpvlOGE3YGfuiLe45m35u61IsqOn++89VNM/vDeTbXsrgm/U5btqem84jmpp9tU7fQgT6O50Ruh/atmzsQl65945f/I9+ddRAvXqO/wH50cuZYQvCgDJAHHX653wVmTQ/TovOl0hYTbizreYb5k/vdnNw072RolFioWvZ1056vua+dr9uNA9LWMtb5neQLr/mYUfMlNPJcuvMN3R/SwrpmlBSiXLIv7GP8Qr7Ynnx3Hzsblr47Uer+uC7SZDR23U6nb+jXW2atU0lvygjp5TE20p/G0/qAfOz0onk6iutkvuHkY2jNZzg3JE6WWZ5YwAVr1sGbm5uLGAftA2lxK37NrfhE5v29Am81/27VHK2jceb1h4eHtbu7W7PZbK121k5CnDt3btG4jfqdBiqcESF8zwYl1+4kjiPCHxwcLAIvDDbyOTooUQqdsxlwwLRTmClHeljxctXrSTRh+34ZURQNkxvz+XzJaU97I8U7MiTdKoiR89P1NYqX21xZJjiH5jaCXVDeTkdwsQNhZ9C8ZqCa5TvD40QEy4+cvFHiymUDXdDXY81Gz3RgO3SWKKf83/HPjoxln/JkxzMBTBt7OlkHBwdL8kAe5Rm+GIt6LfRIvzyhswPh5BwdPveHPLfTZn7SeXT/dnZ2hg5xHEpPui1LHi8pS5yDNx0X9sG7ALoklHWYnRKWyfMn6axOvrtkgiffHa85yWZdq5xpXveOpHx754+dSvfBwWze73QpechEKFfeU7Y8+aXeNO0SsO/GPWnoHQQc23aOWU83WSQtIsOsaz6fLyV4PKbNq9TJ97YEjxxfxok0aetPl+hx8IjjkfLM8tSXnPRR7skLy23qsQ9GGjIYRvvTyZBpxTrJU086OrDMub7Od2Lbt+Kr3WkfzzCSrQkmOAn+zt/5O/Wnf/qndePGjWM29nZkfl3wXOBOw92o824AfZHORlBvJoHg5Dvr6fwW6j6+G8K+Up63TmeZ2I1A51ukvH0X/+ZCDuLLACXtSdqg3aAfwmDk7u7u0nGrptVJ8sd5zEiPs3+km/tLO81EDG0428zz8QE6/7LzTegzEXfaf9p8+3+dDU979mtSjvWN/GAvmODz6YtlgPi5Tic6zAPjzbpJv1U+vNtkvfTL3ZfwzM+SDwH3L32jDI38EAZU89+/yTPWQejow3osfx3OxLXzVS1/9luDp8dqt/Pa/i5p0vnDhk7OR/LJ+Zl9Wj7reeOI/h0uxMftdnLr8cHvzse3juFcg2M8fQquxHsUkyLPTPdON1k3kg6juGSnpz3+GOfsng8dtra2luZW3fzxjYC7PS84LbwR/t7dhE6mfD2xiMjAM888s1bdaych3OibAZ0wd47iyODeSRyoOLNiOW1ZsRDXzoGNYiLOdL5s5LpJ/kntUPmadiNFnHa9ip8KMcEOBuK6I2/YTwdvTF8P2C6gQV5UHQ/M09jRONPAuT7+75QG+23ahba8zme5I4Uy2U12fE6l+2EadzLB8k4k8FkGvchbO//Ei23QidjY2FgKGObZEW6kKXGhY2Re0Ims6lfk25GvqkWS0CuzOZnogprkU3D0LhXvnnEf5/P50jbu7t0xuc/JS2hOh3tnZ2dpApMJc3BLX0M7Tog9oXAQOUC682gsyknnjJlWgQShNzc3l4LklOPgQx1CmuQa8eiOcDI+nEyzv9TT1mnWAdZRXC1uHCx7tkPUF/m96jipyEDwp6zzWCnWR/DYId6p286i22F51uV2NzZe3w2RRHx3XBf1fpIDBOrqfKe8A/qjoL11Utrwu3T8nOmZdjpbRtrS3qcP+R958s6P2E3yp7MF7CvBMkU5zzPdWCBNu/oty2yLNOCzKUvaZExxIsPnOz+kg1v13W7H5+vG0Z30ISf4zoDHHnusPvOZz7Sy09kB66vbhU73d+1/JwF1FK9VvU6TBFrol/A52988Z3ryrOzc41FG2Q1a1R8fRHng3IpzKepQBrHoW3MltBcg2c+mf+x5SmiT34eHhzWbzWp3d3fJ/nT+Puch9De74C9pGby7+UPAvpb9al/veD8KuNKXIz8oDwEmdLod2eRZ8PGcn32jTHTtEX/3jTLC/93CBfrcnS+ZvriM6zc+I/1iXNaJR/A7ODspwzmQ6bTqOC/7JlU3T3ggnUwbQudr0ucyrRwn4CIdy7pp7ERIcGefyFPiQ3pzbHW03t/fX+CWNsn7rt0AaWo57uJYlAnqKdKXc3ODdYPHO9shHvZd2cYq2xwc2V5wts9MHFi+kynHaVLe5Yin+WwZ7/z9LtHtnfXBOUctce4dPZ53F3ouErtHnlAvvtkwkqNV5QNv9DzgtLjeK7C5uVmPPvroWmVPnYS418FG3Er4dhxv1xElkOOYsqqSisYGmg6CFaEV7ypD3rWxyplyfXSAUqbLOMcJdrDXSo10Ce19Pe24H7w3GnDmI+lP5dk5u1TKDr7Y+HaZaDoU8/l86aXE7LMTB6zXkxr22Uqbfc491u2gIScRaatT+jZcnfNE547yaTkewWjC0PWdhpeOjumasnRCQzcHvL1SIM/mf7fqqQtMhxbBkceD8eg1Oyc01MEnvIhTF1y6oL4nECzTnQdKmpEGaSfPxNFNv1gXcXKCkH2jI+eERmhLmc018oj94Ert4D3Sdz7PuHPW0x7r8W4Q98nj37/ZRjeJIz9sc4IXn2Vd3SQh9YWHTgiQL7ZH1lWmja91yY9ulT/1qZ1cjkHTlXyLw8pkGJMLHT84ptg2ZWB/f38pqUrZC57Bn7zqeEyaOoDuSULw8SShq8/9iq/Q8T7AMcdr/vAe7UDHkyT2qEe7doyP+01+dTJs3Lq+8XtU7s2C2/ERJ5gg8Gu/9mtLic+q47bFY2E05m4H7jV5Hs1r7gR084Rc7+ZMucfySRDQ9xzpr46f0fGx017YQD+96viuQLeX5+y30+YdHR0tHZXS2YbOp+QcL/eYtCAt6T/bFzyJH1W9f9fZEd5zQNiwyq/qfCTylIFr40qf1nPlkZ3u/Hn65t0cyLbc8wAfe+NypnM3XyN+pveo/ZRnufTF82uPE/urI3lmOd8/aVGE+TQK6BLn0Tg2f0fyYHxGuobtdO9h6egRHIxr51+m/Dp+1ir7Qp3TyVJ+h5b2w0kTyiyvEa+R7+o5WUdHgsut0ivug3UXx5b77nFimgY8D/Dvbryl/i5RSnDfrAN4n+OQuLGt4Dais9tinDKLxpKgqnpdrvf29mo2my0S+ExW+7PK7nd64LSw7vN3oq3TwL0wr7lV6OaGq8rO5/O6fv16/c//+T/Xqn/tJMTddBy7tgKr2hw5lJ3xOKmOW4U4nHlpJx0zK0EeY5RB0GXY+RwHC41/p9yMl4P6NDh8Jkqma38UJEw/GJh1wNgB1NSZazb+PEKmc7KMT7einLTisw5GrXLg2H7wpAPn1RsJ+nSrfNIvO1yhnwNoNsamo+8ZaGyIh51v9osGk//Tjh257kgqt+W6Ol52BpUBbsoUZTZlQnfi6sAqaey6QguepZh6s6XQ/QgNwm/yznJCPEjLrIjz+ORKbN4jHh677BeD0xsby8cC8GxHTo7Jt/l8edJH3ZLz/ToHPbRgooMyRrozCWR+Wta74HfKZMJtnctxQF1AHeB+WA+ZvuYjeZO2uyONEoDiRJK7OlynEwzBe1XiLM9xHOV6J+/WzRlDoantCct3iYiONq4r/c0RT6RbjjDk+DdfUi/vM3CT7y7BEFoFVybHiDuTIfw4kWt7yv4E0v+0u7Fx86Xe5iN1hWWEMpazNg0jO2lb7gm8ZYF6zIkvyqtlybJnORz5X2z3pLITTPBWhJ2dnaVAp4N6VX2wvLt+r0Hne54G3sj5ZNqrWvYLPc8MPtw1uwrP2IckvgOxa05iU1/SjyBO0fXE1z6h5yucP6WvtF1ccJD71v3xp7hbgzaVtEqZJLWzSrabl4zkex1gv+h/0D4yeLtqXsQ6PffgLgbfZznPbxxQtv9iPrlfLM95pX0Myyllqduxkzp83XJgO08/sxsbnldyrkB6pC37EK6XtOM1P2c/MNfsj3Ce1/lpHouGVcFwg2WcfhbrCM2JM5ON7Ec3fzZungN2tGBZy0InS/xtXlP/kBfxbRkX6PhMWe/mFZ08+NlVPKMu63jl652v7EB+55u6LuPd6eTQx7I4wtX2YeTLEywrXrAanUlcVs1rRvMEfrIomXP7g4ODunHjRu3t7R1bKBi5IV4db3JtHd9n3XL3CrxV/DrCuvacOojl8g7pk+Ce3Qlh5XJS2aqbBHFA6k7gkvrz33jFKNN5ZT/8e+ScMkg4MuI2QsSzC6Q440ulwH6NjAgDix5MDsT447IdP5286Ay8dwqMZIMBTTtYpFFWYbu/5o8d07SRsnQczEdC55jZyLN9O3jmIeu148uAOOkUA+XguZ364Jn3fXQJJAdcR+OVDhf5RmNL2nESRLoHHycN7EiZ/6Z755xmkkMnl2MndZJWXm0dp4x0z7OWVzpgXJ2c63S6aexJq+BPeXOCLThybMzn80VwPLJAfkZ3kYZM+LDOkXNoOZnPl3cy0Hlh3xx89ZinY5z6u0lo6MKdLBxjDAhZF1oGyFOOMTp75IN3YNE5Na06vKyzLA/Wj2mHz1BWrJ+4i8oBEep37ygxv1Lek0LKp+vMMU221+k766GzSz3g5y2HXqHHsWq5iTxTBqnXyBPKl5NFuUZ+JKhDfof2DlDlGevI1Esb0TmxHKM+No3fxJHyH1pxskx5dxn207rf9OtstP0D6r6ufxNM8FYE6k760AbbAY6H2wHryTsFd7q+Own2jXnNvmLnS+c7c7nOv6Gu4jOup3s3BH0L2xQ+b7+tql9xHvuwvb3d9pc2x76E/SX6w7TF9o1on0mbbjc38Yl98vwsOHT2nOW8QMH+PvvE5xzoNc/t43T8sC1NGc7VLROjeRLxoP+UtlKW9dm3six7N7flkvY+cmH/jHh2Ooi+ItvnOfFd0qR7nvRw342L/UnzhoFW049+I+nY4UegjKftDjzP53jvxi3r7vx54uh4ieMvnc4Z/e50A8cOrxlnypD5Sx52fbGu6XCyH0ye2Zdl/aShfedR/G9EB/eVctrxwjQIfTr6un3LJnUAdTX72OFKvWfZ92kZ1B/m48jvTtv7+/sL+0J7kwVk29vbi7kaF1t1cceuvVv1+98q84Xb8Zfe7P6tiztlPbz3LuARrJ2EuFVC3upzI0O2Tt1WJKsY2Smg1OFBPJoYxKhnS9Lu7u4xBcsPcaTR4SCn09QZKSvlzkmyoaMisjIk0CmwohzhEPy71RSrHH/2YRT84G86A902XSpq0iCDJIFulncwN45NlHnasrGwE+qVSPnd1Z/+2oh2W6lpVPPt4CLlhxMdGgAG1Pks73d8owxSNmxknDjoEgl0aOxcpn4a8O7Yki7T7oAqn6VB5vFDKZuEVFZ0zefzpfPayQePKSYdyHfTNveC22w2Wwrud44Gg/XeAsmz/D0OUq+D40nweGx1tCfPGHh0wob0YfuW/845Y/3WMRmjDg57Qpk2KPteEW8Z8S4uyySf46oPJmqoS53gpDyzbuvfQNoNj7oJU6fnOc5YP51TPpMyDDJQnkwbr6ohzqFp+p7klWWX+rOzNayXPGH9DpCbd+ynZS/99rEKfGEndSPlnjwnONHSybqd7ugZ9s0TG4OTQmmD1y3vHY+CA/ua39wZYtuZ357QmBZdu9ad5EfqHtV5EpDnE0xwrwL1in0s+nFcUR64lXFxGrjb9d+LQB3p+ZPLhR9MUI/Km6e5xiSEA/ScJ3lRBOcZ1sm8Zt+qanWChHh6jpT6tra2FjtB4g+TduxffNKR3eV/4tIFU3NtFLhLm/aJ6IuP5i+ux9fpV9t36uqz/2FbZx9yVJ/lkG2TXvQ1ur7TX6F/1z1vXChLHa4dT9nfbpcuy3me4HlS5yfkmztJO5ryuVU7QghMgpkfVcdPQ+Bz3XX3gbjSVyWtQhOOXY93+0qdDvLcwPET08jjpaNBx0uOKyYuOJ9x+2yn80G7Mdj5xKYhxznrH/mDnc9JmqWM5xfkH/Hjs52Mdbiz7/zd8YG089hxnV3bHb75Tx1r/LukTergeyeJz9bWVm1vb9e5c+fq4OCgrl+/Xq+++uqxOjqd+p0Eq3yHk+DNpNtp8KW8JQGx7vOnSkK8UcSw0Un7Xbnu/rqT25ED6jasdFwmgzPBTAaVOiXBIB4VLBVTh1enZBxQsgGjcRkp0arjxjfHP3R1OYBMpcmAEaELrBKfUZCODqgNtuseBd/Zlp1HOgxpj44x6c82aSS4mnxUV/qd8kw2datt7ZyzjUxqGBxOWQfu0wdvVWXgkQ6AHdbQjM6HDYszoKa5E0vmjenlPo0MO4P4ljU7QF2gP3QNrt1RXQyCe/KUuuLYOtDpyaR/e+wS34w/ThBIS2617/Rg5IPB3+4M4vQpRmM0SejGJeXCOFimWM70XDXW6PyEJpy0szy/6Uiyz/P5fOmFyR7rlomU5VjLDqHUkX5l8k4akl6UCeIe+qct6ybLdnDjWOeYsx6008u6TPcuoJJ6Q4fOsWYdKR8ZtANL2QgeBwcHi9U2ticsT/vK/ocPuU95tt6J/qT8d/QlnT3uQyOuMKWO5XjZ399fCthY5lOn6WWbRVwjo0zWWRd2PlHq7ZJCHnO2jXyOY7fTl909y7zpeVp4s5zzCSZYB+bzeT300EP12GOPLa0YvHHjRr344ov12muv1RNPPFGf+cxn6r3vfW+98MILxybx9yKsO7+6l8B2OL/pjxCY3O3q8X/b9VxjMsM22scAdX5yZ5vYdhId9jvSznx+84jNqpvvu+B8hX7T7u7ukh2yzeK8p+r4YgPa66rxbtaUtZ9pfBhYH61K7+wMP8Sb/x3ENb1Hvg3vsy+8NrJvvj7yEy1LIx/EfrzxJN9o050c9bNe+TzCxXN5z//MB/ppHa07f83zxeBpf6SqP36m6qb/752ixs9tcHzyGdOUfeh4mHmFfVvznjTt7htH1t8FrEnTVTrbdXuewXJdLKYbs8TPfHO8qesX5zadzub/UZ/YH9OROqBL6BC3/LYs+7rpbZ86dY/kyXMC+9N+hn68cbVd6ehgHeZ53+bm5tLLqXN0burKjsGdnZ2Ff8P+Ucd045d9/XaH0/TzTsyP7gaM8LLsdWVGcKp3QtwLsC5zVimnwKr7VHL5b6Npo354eLhIRPBlr8TJhiCKlkc4pf58uvOY8zvBFhurLgHC3zRwqS/XuEq0oyMD2Qm+OKjIPjCATYXIYCKPIqFjZQVGZd3hSMWf/yybJADPyCfNOicqfbPhzDcDUTbEdgyqju++GQWOWB8NN2nMawx+bW5uLr0giJCyDFY6ieWMO2kUmpj+Hh8M3Lo+P8cAfpd1N1C+iTtljXiTZjTEnDzRcTB9KafkU+Q/NBvJcYDO/8ghTt89llJXd0yAx3PneDpRQqDcs38j54/3yE/+D5/yLgAmCyOreWExcUzd2bmReuy4cDcI2+TEiRN01uP27EQGBwcXTFuW3dnZWfSH/GQCJNeoQ6tuyiFpw/JdgpK/w1fiT1nqniENODZShkEU9oM83tnZWeDvY95SN8eFEx+maWiZPnV6jn0krrQNXg145szNd5Z0tsQwcphH7fse7cL169cX150sMC/Ij9Cgs3/dZMM2kLqHEzoGuxwMWEeHjPwmyltHU+Le2RbTdYIJ3urw7LPP1t/+23+7fu/3fq9+/Md/vL75zW/WpUuX6lvf+lbduHGj7rvvvprNZvVDP/RD9V//6389Nubu1fFgnfdWhs7XYYClSyDYxnreUbUcpGHSu9PvbL9qeYV55iyd3aSd5DsK7NN77jCap/GF2p5/2RfkjnIevcC2+LwDbJ0N9JyI8xHSv+sDv11/x/OR/9rNaUa+tvvK+nK9a8P+dIejbT5/04f0x8e7sj37PKQj+dztfjRvyJ9OXrq+dWOF5chn96/jW357UV34RH+biQrPJVgf++LxMvL1/LuT7W7MEU8D5axLBhEX+/oj3ImDA9gjHClvkQ0vYrGf3umN0IUxCtuPLpFCHEhTz2s8flNfd72TUdPH+qvjj3mZ/060WYbJv6rlOARp0MmoaecxmmsZZ+YjodN5xDe2x7uSgkPubW1t1e7ubu3u7tbe3t7S3H2C1+HbkR6UN8/R14W7/mLqW33uTsE6jB/hN7o+Ms45E61bzTgy9nw+9zLgc48Omdu349AdUZRnGVCi0nH7Gxs3z622EiNOaYfBbgtjFxyzQbRTVbX8LgEr1NDWAfpuhcxI6bKN+Xw5ozwyypYHK247zHxR74iP+c+gnelEo9s5E+k7++CJEvvL1SirtqeSdgzeWpbcn86RGRnl3DMvfQRO1c1AmnlvmkZ+SZ880znKqXN/f/9YAi79YVLRuFPuu2QGcaWzYd5QfhxIz1ii7FPWHExkv90ej3ZhOfYtssvxz7IbGxvHjg6ys+3jJfJcxwM7P9QbxDUyx5cck//WFaQ767O85LdXirB9O48O3nMcj2jc8YqTIvNslIwwvUZBepdlXTy/s7MdlEfyifrDfCWNNzc3F0lyyhLrJn2Cf+fMdLrW9LQMUjZJ6+A6Wj3K7/DVDjr1MWXHfUwQKn1cNSliwiy/mThJG5Rd6vT0j0fJcTywP+SR6Wy9yHpMp+63++QE0ShJkXZssw0n3Z9ggnsBDg8P6/nnn69nnnmmDg8P67XXXquXXnqpHnjggXrf+95XX/7yl+uP/uiP6t/8m39Tv/Zrv1Yvv/xye775dyrcjf6zzpGuiR4/ODhY7BwgdHMK6kvqQAb2YwsZ4I2NqFpeWDPyVzofkQtjbL9zPf56flcdP+qyqmo2m9XOzs5Sstz2n307PDysvb29hc9oP9L2oJsbEFfaqY7O3fyns9+jhQUdrzoc7f/n2/h1c0Li68SUeWR5XCXzbJM8966Vbs5p/60D4mvac/7X+fLsP+dC7CNl1nShLJge9otZ3nzj+Ohkgr6y5YD12q/q2ojfzPGYfhqIr33MfFMeR/+d9Orm1BmvXuySMW0Z43wpumGUqLE/af+XMQXeD11MB/fRfDft+TtBcPropj150rXD+k1z6lfy3jxl/zrdMWq3iz95Hss6/Dx1AWMjbI8JcJ7YQPlx/02T2C7GH6J3+C6ixD8PDg7q1VdfXbJh1Akj/TPBTfhOmuPc9XdCVPUCvu5zq5650zidBs+RMjs6ev2sTGYPGSCOQ5o6OoesU1JWyA54sv3U1QUBO+eBAYK8PLRzAjt82bYDb3zGjhMVLg1nynOnQufo2SGlwbUjxfIpa7qQ7p0jTeM2chbNPyps87xzDlkv+5LyfJeB8Q1PGQSlUXTCwQ542rDjQUOcSUcMmp0wOmM2xrmWfnT9S318lsdOkYd+gbUTdHSsSCvTuQtWc9t358iGD2ybvGaij2OimwhwjLKsHSr3iTwyDdIXThwyPigjHGvsj5NAbLc7BopOhc9OTXsM+JoH1BekfwIB7BNX321sbCyORqIeIF5sP/2hY0R96XFNfMmD1EGHjnV5fAQ4gaV8dc5r2vNxS9Z7HEdsizSz08/+2UawDBNvli3Sh7bCSYicJ8o2Up+PL7ONMh3yO20TyCeOBx+F4cAO6WOH3OPVssNn+NzR0VHt7e3VfD5fJMsil05UEN/UYflwv20nuGKXeoJ+h+XQk3W3Y9oSNyfRurKBkX29E2A5mWCCewk2Nzfr6tWr9fWvf72effbZunbtWp0/f76ee+65+p3f+Z361re+VQ8++GD9wR/8QX3qU59aSvxnQcSdGisB24TvFLA9oT3t5nLR7T5icVXd0bFMWkQ/c4cBdTd9ZdtC70ro/Dzi6v7Yr+I8xvM/2r4cjUifwvRiOwk+Bb/RsTOdvfFcccSvfNu/7nhof6Obv3WBYrflZ+hjOjFD/Cwr5kk3b2fbrtPX6JMQX/az82NHvu5ocUTnG7G+rq9pe3Q8l+db3VzHdDOdXY/9RvrirMvjfjQ/Zz87CP+sFzpasX0+735UHV9kSvowKUC++VmCZY107Pxd4uZ+dTRhDCrlO9+Sskq+jd6B1I19AnnbxVEo70zsdnOgUf+M/0n6qrMjrIPP2P66TtLefE3fORcJLzo5Zjs+BtzQ9SH8ym4H4sx3aW5tbdXOzk5duHBhsRB7b2/v2O752LUpEbE+jOa83y5wT74TourkBMSb1ZaVUudIxHlN3c6WU4m67c5I0AilTNXx1aQ0BHaMuu1UNNb5JOjLjKUdoZET7Gz0KCtNOhL/BEq9GmzkWFmRdc6MDSkd2ODs4DvxdeDQDqQDSGyPfHZwu3OGzOPOueJ3Vu1nspIJD2UtfY7iHzmfdno4IbahZ0KCtMxzPmbIPOIKK9OYMpUAbOjV8cjHaoUeozGd+rwqLPScz+eLJKKD8HS6Ule+2a8kKk5y6s+cOVOz2WzBxy6hEj4xkJ8yTEoxCcd+d84K70U+LH92LOlcUoetchi7wLEnZMQl9Xm1jh25VY51cDXPyQ/Kf1cnHX7vXCHePmYp/Ah96AB3urpLkrkNBuspf+w/x2jkxCtr3AYnCpYRl6UzSj565WNo4vcGBOcEdFIHk9IOoszn88X5o+GD5SDlR0dVpH9OxrFP+W3HnHLgI9tIn27SRr3F5AN3DpHHbNOTH4536wWWIR1pO/I/NPIk0QleyyhXmgWopzq68cMy3f91fErbPV6bYIJ7Fc6cOVMvvPBCffKTn1yctX/lypUlu7G7u1uz2aweeeSReuWVV2o2my35JxPcWej0le/zmwmELmhG3UT9RqBP7pWjnBPSbmQBxtbW1pI9yHPWhe6DA+X0p50MsW0M0J/xfJL+SXxm6mj6cPkeHStcNV5wR7+GONgPCm+6hXAd3izT2ReD/YWufpd1W2yns+Wr2qe/FHp09tfy5/pHuFN+7X+w3s6/9hzAbTphkPoyJgymXQfkB+WI8xO2S//SvuZJcQr2ceS/ud+db2ldYZkgPS07nuOY9qYBaUm95HhG9+zIP0197DPLEkeWtZ7q9EGHZydHHX2NU9pMHZ4fjRJqxrWTDfrP9pkZRyJfcs/zXo/bDp8uEeqj29lm5zN0NPEYyTVD2t/a2losqIouygKzXN/c3Kzd3d26ePHi0iKstLNqvjXBdy6snYSoWjb++X83JoIewLcLq5Rq12ankE4CP98FhKm4aAw7o5J2bfRt0EbGnIGDLsvPfo0crM7wsR8MShKnLmngY5mIb7dKmkrRxotlWXcC53ZI+Nv40cniCh7S0UaRdTiA1zm5dvjJUxouO1bGmYqbzlxHE3772JHOoecZfk4w2IFkUJQyQZracWBbvh7IOOEuBxtL0tMOhvtNvs/nx1fJd3xL3/2CMxtsOk0MDqdOJhfscBIn05Ay62B4aLq9vb149wCTiyMn1A6bj3yxLNhhonOYctmKmXHj4wPcJ+vS4MVjlVKuW9HfOckODrst8o91kb/kZRw88oXfedb6knhRd3hi0pXd2Fje3WG97vFnuabc2qE3sK+sw/UycM5rlDPrv5TxyqOqOvbSc/LQk0M+ywRjRws7swzeWcekDiZCeJ08Tp9Jt6qbL47O7w66CWy3k4vP06a6bY4Xyz7LeaUc+W+asW7rS+sq0iVtOsFlWnV2yLbL8mnfZAR+7iQfdB3fr3vG9JhggtPCfD6v7/3e760PfehDdXBwUI899li99NJL9du//dv1gz/4g/XVr361Ll68WC+//HJ97GMfq89//vP1yU9+cmlsVY1Xhtq3YFlftxz7+qhe98f43E0wXm9kW7TDTAZ0ffdz3VFK8Su7xH3KUGfSrnsu0Nng2Hb7Cra1R0ev73avqmPzAve56qady7O0R/7NIFWuEz/akM4ujPiQOjrfIv9p02mD7HeP6NPZI7bhuUI3vpgIIT+dYLGPYD6Z7/QZ8mxXB30pJ65IJ/eNOLA+QudvEQ/iNhonrL+LEbgMx0Agc5bO/yCfRjacMjtaoMNALflmPnquTpraJzI/O7oa966P5FUXT6EvTnzpw4VfVcffPUMaGC/6fiO/qJvPEn/SZGPj9fkWFwJ63rWKj8HHNAt9uySHE1PWC5aF7n/Xry4OQ73HY2A9X028o5Ohkc+c45GIE3Hlfy9uXZXwGCUitra2FrzKcznthTshkpQ4e/Zs3bhxYyGH1DsZv5z3mr+GdX2Pb2d/vaPBG+2TdTjdbtunficEB9bd7PidqP9uOLCdAHQDn/e6YBzroKKk8qLiojFwG/nvo18YIIpjSSVvBc6gadcvnjUdgxHntDMIXV+pvG3M3WZXluUctHJAqwvGuX+sI31MgNSB16oaOtE0RgyGOYBuhzu7FNz/BPQS+BoZh87R5H2vAOic7+DbBb/Ji8gg6ZK6afBzLfSwI2MHzfdJBzr3pl2udUm2ziEPXkwgkI4JUHY7ArpAKI0pVwynLOuNIQ+OnlAwKBkHIzgGl0yE87sbg6ZzdMLR0c3dGTwuwCsuQy/LFnnN7+DYJVSramkya2e408/Ug8Gbk7roqazMcPA1CTU7X8HN491jIW2OHGyWsz7i8w4au704n3YIA5aNbvKZ8t6RxPqoB6mr2GePW0702Jb1mB3/LjFDJzy4drosfI4ucUCFcuYxTd7mWIh8vBuF9OG44dih7iDfUzY4dGdxe7Wn7YfHWuc7mMfWA36WEJviZ8x/63ePSz5vufEq19DRgSrbyVV4E6x3RvbtboEng50enGCCk+Do6KjOnTtXDz30UP3iL/5i/ft//+/rgx/8YD3xxBP1jne8o65evVq7u7v1la98pTY3b66S5xitGs+FLKOEToa7e6uusR3q8rcKjPAd6UHez3fmTVy4wDKd7xCgL9Qd1WSdmvpST67H5zEPafdps1kH/aDc8xymO8Od9ph1UZ/TNtEnzgKZJDvop9rGmva87jkq2+lkshsztqXG3/EM1tXRxIt6+O3FWZYj2tLRnJCwijZ+71Ouuz+51h0dZD6mDcoUfZ7IIH16+qBdAJrPs7z7bX+EYF9vtNCEMpJ6SHPLUnAi7paz9Me+v4H4Eycudkq5LijsuXrGUsq4ffuXbIfPRe7o0xIXy6oX7qT/VTfnn16gGOB4NM9clv59eMBxQlqST8atG/vEjfiwbo9By2rHD8so6cv6U45zceuAAOft5EHnf7oN0yL60nE/85Jzsc7X7nRg5hXxUbxDMDYk37u7u7Wzs1N7e3tL9Dpz5kzt7OwscOnmgrcLk7/+5sAqf3QVnPqdEDRMd5vZp3V4TzLqp6lnncmy26JhoDFzkLEzyFV1TCl2Sp7tMFg+wpvOSEcfKiwqyy4rT4eZhpzGjEpv5HzwNwP27iP/E6dct2HmCm8GUTsHulOAq46BIR5cHUTadc/xPo0IHQUaGTsVNpZ5xsGetMUjP+jM0DHs2qe8kOeUYxokTxbMM046uMtildEjT/hNXDzZcr3dGGDf2a5lnjx2fzr687cdHp6/yLFg3tgJIi14P8Y99PTWbDtZkVMmK3hMleUuwCRcR2PTOruP+J4P09gTTusWOs6dHMZ5oawwueKx7eStHSuOLX5czuPAY8ayat3tNpwso27wKsKu/TzTXSffR2DbRBti/nKSQJyImx3z0MLjKHKyubm5CFBQRtiv0Dn/u2NJnBTgb+PGj/vY2fhVwYHOFlhvm1e2EaFJtwp1lZ43LpbVrm9dHa6H5am3iT9lhjy1XjSQTl2CosPlXgHSYYIJbhW+9a1v1c7OTv2rf/Wv6syZM/XlL3+5Hn/88bpy5UrN5/P60z/903r3u99dGxsb9a53vavOnDlzzBZYxxM81jt9zSCb7Yd9+9TJeR79Grd3t2Gki3n/VvTIKAhOoC+W3RDdjjO378Vg9BWYzBjZKR6zGd+IdXV6t/NBHJBlubST+u03ka48mtTzO7Zv2UgZHmtom97NC+w7dXTMffpU9jVdT/DOfdcfSBnOJ1medHWdrNu0STusj33hd7cggr5apweIl4PJnS9DHtAHt76hz0w6c3csnxvxJ7CKT3zW8k7/weW65+0zZ+xxDsa+Eb/ufzeP8ZgIH9gm/Tv3zcmB1Jc5JHVQVa2MldgPJX09dycOxstzSY+ZgO1Dd40+sucn7D8XqXXzyI7PxK0bS54fdHTpdFbKjRIdtpNuf5Uusk4a8Yx9Ce26nf/GyzaaeoDPeNGo7Rn7Rpw2NzcXycgkmTmnS9xhd3e3zp49W9evX1+6Hx2WxIXpdqeg85Vupcy9CHeLZrcLHk/rwtpJiHPnztX+/n7NZrNjK6XvJtyKg3k36lrlBLucA9wc8JyQp7ydm5Hh7nDyCoeqm8qXBjfKgcYgffLxGzQkVGppb3QkCZ0rOicOAtsIMvDpelI//1PYGWAnTgkCW+l3it40Y5/8TYecjgYNwiojlP809KZVvqnwCd0kh3QJvgk6Z1LD4H3nPHar4n3NR4zZMTOvzE8bcQdymeAiTX2cl42u+z/iMY1nlyQI8OV8Hg+jbZDmczeuLRdOPJE+o8C8ZTuT5Gz3Z1nyLd9+PwLLUUcQOFHxC9KJjxNfXYDbvDNv0ye3n+f5Im3i6dVYpGmepSPHscpnqKd3dnaWtjCTd50+St3Bp6uffWXAnUc1ECgTwcttdok2Bwb4bJfMcJ9GNsc2zrrPzj/lI2ejz2azRd8dpKZe4+69XOPW3m6CnzHdTb6pd01b9t2Be8oN6/IELpNz0sM6gzolybuON4TOHiapw7pTj1fW8j75aL52stfJlmnmtigjrPsk+boXIHiGTxcvXlzYjAkmWBc2Nzfr+eefr1/6pV+qRx55pHZ2duorX/nKwge5cuVK3bhxox555JF673vfW1/4wheWztbvAuWdT0lbSf1bteyPdT47/RHbmXzTnnVBl7cadLiPrtEO0RbxPv3RXA//SK+jo6MFf8kT89QroLkbojtOh3MS20HKg3FJUDb3+R3bxiP4On3NftjP4KIuz4tIG9KMfaOdpk1kP/hccKSfkLZT3nNN2lT2h+24v50ddDudvc61k+w7/9O3Cj/Y59GqdNLHfvLI77MMd7v+PUfv8GRb9MOIj3EyvarGu4pGvoT74Pr5cTn7Qqt4TB0ZvjApwzkN/SfWz7GWernQiniSFu53l1ygTiHYv7Me6fAdBaJN91y3LmNfUob4cUGn57vdvIJjp7OPHZjvpolp05WxTHdtd3qSdXW2N9+kE/We/WzOb0f6k7qf5XlvPr/53k/rgG5elwWNplVV1dmzZxfXMu/PKQXclR0eB4+0P5qrvBFg3k5wezCS/VWwdhLi3/27f1fPP/98/bf/9t+G5yGvgnURWkeh3E1Y10ENLhzsHshWSF3iwQO6M+islwErGjE7G3Y6WY9x6/CxYoqC6bZ18pgYBpU6x8cOTRypXHPAw0bThmRVIiT0YdCVgefOWewSF3bo+dtyYGeI+DEwa8NsmtCZMQ5p02fPupwdyjxnfpjPdHb5YjzSh1u4bTwt587OE48Rj3ndBpnJNd9Pe3TyMtnKfe8M6SZp5qPx8pi3E5oXMtHgkkekSefoeeu/nQNODmnkzSfSJ89nIuyJa+jEfoz4QrxJK49l72Bgv+l0etUZ+0XeEFgPnZqMMQdXPN4Do4RHZKNbuUh6pA7rbbfBwI6Ds4HNzc1FksXHLbAsg+Lml/uY33EK6fjxGst1gXrzPG1nZ477bDpRd5gfbIv/u4kNxyxlhGOLdBs5ut1vy0Y3DhwEYVDDNsqr2Wg3AgwEcfzyyAXj1tkcyknnJ1nn2kbxbF7yb3t7e6EzR2PAsk++sb23Alj3/9RP/VS9853vfLPRmuAtBvP5vJ544ol65zvfWX/zN39TFy9erPe97331ta99rS5fvlwf/ehH6/nnn69XX321XnzxxXr66afr6Oio3v72t9fm5mbduHGjHnjggXruuecWOyQeeuihetvb3lbf+ta36qtf/Wo98MAD9fTTT9eVK1fq0qVL9eUvf7nuu+++Ojw8rC9/+cv1Pd/zPfWZz3ymPvCBD9RsNqtvfOMbNZ/P69q1a3Xp0qV6/vnn6+mnn66Dg4N68skn6+WXX66HH364rly5UtevX69XXnmlLl++XPfdd19tb2/X9vZ2ffGLX1z0caQ371Xo/E77l4b4GJz/eJ7BeqqO+wO55uDM6BimQHzd7sjFquWkOucOticjW2ff0En6qlpa9NH53a6f/UrihM8Sf+KZ/hov9tlyxradjE9fOc8iDuQh6WJwMqmjo8t38yzf73xSz8fYz+5/h3/Hc4P9LV/n/25ORnn1fNbjguBFHF2bpAPboQ/tOQF9nxF0C/r4/Co6eCyTfhx3rq+r0/MTjwv7tB2OHm+j+V/n8wXn8GjVTiuPn6rlcUY+W3eZXp7HdL87vZm23b4TWaYT521c4NfNJ/w86W/5J99YX96R2OmePNtdJ5CeXbnR2HbigQtjSUv2g/h3eip1hu5nz56tvb29peR1jmiKbUzdN27cOEZTjvc8G1wnOB2s0u33Qrun8QfXTkL8x//4H+vg4KB2d3dP1cBpnVMa1m4ArkMEK77bdZBX1dEpjCgKr6C1E0nj4bMDWQ8NWuc8dM7QSTSkou0MqJUuA+h2SgkOsFCJjYK8eYYB7w4XKk2vnvYOBjswXaAsZbpjVhxUch9tALnNmn3nNwNkVvyRF/532eBD/LiiIPx0PWm7kxn3iQaUK96Jr2nAdtNfJ8eIJ52EPLe5uVmz2WxJ5t1WVS34aGeWMsHAH43z6FiwlPXzpsXIaXTQk/yjPHPLKWXEeiE08cQwCTXSo1upZv3SOTZ2aFmHHWzz29u2826D1NE5NCM9yQkz2+qcfK6cT12kcxfc9XW/GLIbY8STetcTCt7n5Jm6gI438SQd+G0n3Mf4dXaGSQPL9Cr9TtpGzrxzpKoWgRPi6l1VXaKS/HSbbov85O/9/f2FHqKMewJDmeh285DHGUvEPfKVnT6kqccvaUjedCs/mRTr+jriKfuY+kl/1suX+5EnnJgGLE+kn30c6wkfq0FdYpljH0f1rgNs/40C8+lXfuVXamtrq/7Df/gPbygeE7y14eDgoH7gB36gLl26VI8//njt7OzU5z73ufqBH/iBms1mVVX17LPP1rlz5+rRRx+tb37zm/Wxj32sXnzxxXrggQfqxRdfrKeeeqpeeumluv/+++v69ev1rne9q77whS/U+fPn67d/+7frqaeeqgcffLAuXrxY58+fX7wEez6f14/8yI/Uq6++Ws8880y95z3vqRdffLF2d3fr85//fD3wwAN15syZ+oVf+IX61//6Xy/8+iQhDg4O6vz58/Xnf/7ndfbs2Xr66afr1VdfrStXrtTP//zPt4sC3iw4jY4Y+b+5x+ucCySBsLm5/O4O20r+pm6nj5/jthiA4fyFut4+jX1u2jK+088+IW1l/tPHXLUDnHRxAt59tj2hD8udCgH+dkCK/WBb9n8dzO5k03a0m9/RttqmGTr/2b6i5zCu0z6B5Y/lbWvpU9Lf97yD8tC1Q7+VfbCPThzI+8igfZVunuGkj2XIssHyHR/oA3Y+hcd6J9v57uIH7vuqOj2/HtHf1zIOLbOWd9fj3fjmsZN5TjqwD5YXy5nHinUJ9dSqOXYnC8bfsRjOlxzcd51sb+RjUp9YH47mZsbb/OEYNz3W9XPdN/rpnU0yXrQJHsedfbTOS9lR7Cs48WQA8oXXDw4Oamdnp3Z2do7Jted+1gl3Ejwmbrdcyla9eUmANxuPk/wnwrrJpbWTEM6s3SqsQzwP+NsR0s4ArwIPbNZhxWMnpDNUURo00PzwRWVJRnQG30rKQe+NjeMrAYwjceC24Bw1QKfbRjJ9YACC5RkUsVJmu6atHTU7uV0wiZCV21SIrJPbVx24HzktxMv06wx1fjtzTLxcPx2cBPksbwFnuYMHj4dhfygHLE/cyA/SpXP4OyfSPDHdU54ZcvLZ58/mWibnwZfBfxstOmfEgwkJOh353W0zppykbq4S58Qxz8b4UqacqOBvygJfRs73eLh9Bks3Nm6+OyBj38HSlA0dQuecy8i6OHZJazpRxI/XQjOPC+sHJnYs91XH3+0w0ml2PCm7rM/1c3W39TG3AodPxIk6JPdJW8oBZYm4sA+Ry073kY7R7Q52pJ7Dw8PF6hPimbYiFx0ulGGO8/QrASw73rZHqZNtUa92kzf+zgpJ7uKw884Xd5O3xMNOrnVClwTgGDB+rK+zQfzt8c2VPcTbdoc8sy1l2x2Pcs9JpwQRCeQT6RKasI+si/LM/05UuK70i/6Ny68LxOd2/M5bedb+old1TTDBOvCP/tE/qg9+8INVdVO/vvzyy7W7u1sbGxv1/PPP14/8yI/UAw88ULPZrD772c/W+9///nruuefq/vvvr6Ojo/rrv/7rOjw8rMcff7weeuihunjxYj344IP1wAMP1KVLl+rcuXN133331Ze//OV6+9vfXp/+9Kfrfe97Xz399NN133331S/8wi/UI488Uo8++mjt7u7Wl770pXr88cfr/e9/f/3FX/xFbWxs1F//9V/XBz/4wfrLv/zLuv/+++vw8LD++3//7/VjP/ZjtbOzUx/72Mfq4OCgPv3pT9djjz12TF8Q7EN310bPrgPrPOs5hp+lzuP1Ub30VVbpNNZDH6Hqpr+WnYO2qfbFuvlLbJF9JPshI93pfue50eIslqUfmrrYP9oq2zL2IbQwDuxvcOroarwI5h9pwfqcwOj8FPquHQ0tL/aDR4FCttHh3/lOq/xF9sdt2r9x250va9qOcPa8ZBS87Pxk0y7P8XnS2rJCXtjfs/9P6Prl36sSQ8bFNCYNunmg+8DnR8kkt2/6E0+PSbZJX9lluvLEy7RgspC6izqt41VnB7rAP/Wgfe+Oh6Px0fnTo2dZlvit0insg+dEpFtHf8egjLt5Tr3AOol7N35IC49947pKv+Yed0VzMfLW1tbi3tbWVu3s7CxeTh0ZYTyMOynYl3VglY8x4lvnE5xk91c97/nZrdRhPFzvOnWO6lgXp3XqO+1z8/m8PvKRj9Tb3va2tZ5ZOwnxZoAH9puJw+h6lAuVMMtEoDLgct1OMO93zsbI6alaDrx0QRLXO3KkUsaJBCroGBz3xYbairEz4A4gmWYp6/6yXgbN7BB0Ro//SVsHErk6gc4og8Wuk04AVxB0Cp18s/EwvYgbd6S47UDK8Agg86pTqjH+Hc+MOwOrzGwb//l8vrQLpZP9fPvFyZ3xJJ0Z4M79yAMTQmmPfGTgPuBjYkJ3n50YnlA+KH8Mcnd4j4KAdoTSjumfvsTAu6zHe2jkCa3pT5rYYe0myHkuDim33XfJys7BOXPmzFLw1EcLsQ6v+CeOTOR17bDfHp+dgxb6keYcN+ynncO0F1nrVqmzPutQBtqTkDDf7GBTPji5JE6e4MfmzOevJwWSAGR/mYDhxIB0Y9tOslDOmTThuApuxKubRFC+yQfbkjjCqyYWo8mVxzf7OHJYrReCV7eqM/3ieIjes+3yjgPTweMw+HNHRte+x76TR0wgpIyPsOt8COvVkX2aYILvBLh69Wr92Z/9Wf3Zn/1ZffSjH613v/vd9eCDD9a3vvWtunr1aj399NP1+7//+3Xt2rV6z3veUw899FD97u/+bj3++ON14cKFOn/+fF2+fLn+v//v/6vnnnuuLl26VOfPn69HHnmkrly5Us8++2y99tpr9V/+y3+pBx54oK5evVqf//zn60Mf+lB9+ctfri984Qv1oz/6o/XZz362Dg4Oajab1QsvvFCXL1+uP/qjP6p3v/vd9YlPfKL+6q/+qq5fv15PPfVUHR4e1sWLF+vJJ5+sv/qrv6rnn3++zp49W7PZrL7+9a8vFi8RThrb9MFuFbLba52Jsf3y4NjNJTzh755jOR6n1D1j/dfNGZKI8Jwl7cRn4KIH3o99Y51eQJA6uCuQtof4c0Ea+8qkSxcsTH87H7cL9PO+/cL4dm6DfpLbtu/R8dp8Gc3f7EPkGu+zjGXGuHheR9vazXs7G8pnSWvjQfyNk31LtjXyj9k2F0Kx336vHPF3v7r+drjw2W6+MfInXMZ+Zie3ud+1a/+Jvih9dMtQN18Y+ZongXVYJ18GjyU/k7adBBzJSkcv30v/HPuyr+n+2BcfyV9XvtPvHY7dWCWdRvLRjZeufZfxfMG6K9eC24jWXf9znfMx0s/8pt1gX607iKP1Y0fX+Xy+FHfI8UxpkwmJnZ2dxUK60PnGjRsLPZ+FkaOkofveyZ5ptY6Psa4vsC7QNq7bH4N17Gkh9GXsYN2+dLrO8rkuDmn72rVraz+7MV+zx4888sjayBg6ZboKQQ8aOnYjJ2TU7sipXFWHleGoH/l/5syZOnfuXJ0/f35xlAM/m5uvb+HNdtnt7e3a3d1dZAo3NzdrZ2dnUXZra2txNBGPnukU/nw+X3KKE8jJs3m5brcSJPXwnQ5VtRS85lErVTeDRVbaHf3Ix1y3AbUD0AUAuyB9BguDV5ubm0svj7NB6wxjgGe9MrBFg769vb3kkHSOYOjpFRobGxvHcLXiIA5JIsTw2BHiJCQykDocVKJiDE6ZyNCZtDIl3RzQ846dtB06VS0niDih8hjOpChGyZMU8yr/rRPIByYCGFgjrpwosSzHnXcJZaxV9cfMOCFBHo+SO3Yk+Jyf3djYWLyE+ty5c0s8tyPC3SbhuYO2cSo88eHENde7Y74yBvNc6BYc2cfoP6+IYL1cYcOdPgwK24FIkL+TSdKa/SZeXVk7Epw8cjx08mrndz6fD4Pi3rI4cnSdvPIY6vQz+U5dUHVTxydQ4cA4HUfygmW4E4b8oNwyoUC+pUx0BGlPvLPzx7rZ9Esg5cyZMws541gNnVI/eWB9aWAizjaF9Yb+lGGOHTv85K3ry4fyT57kP2mV62lrNpsdoy9p7mTHfH7zXTasizjlWsrlXgJruZ//e3t7dXBwsCh/eHhYs9lsafJCsI0/yZE9jZN8u/Daa6+9YW1N8NaHxx57rC5fvnzMrsVP8G41wsbGRl24cKGOjo7qtddea33W6FfuRNva2lp6ufXDDz9cly9fbu3q2bNn66mnnqrPfvazrV2Nb3Dx4sV68cUXjx3Jl/r47ftHR0d16dKl2t/fr729vSW7sC4cHR3VJz7xifrUpz5VL7zwQqujuzkIbej29nbdd999C1rYR7Mv381Rzp8/v/BXzp492/rFxJlziNAu52rnWuxwbBt9vTwb/PL77NmzS/Yk4PJVN4+4pd18+9vfXkdHr+/KYd2cc3a+IOeUPJqvank3pO1o5r70q+1bkxesLzhQNl0210kP4m2ecv5s/4DP0J8N0LdKXdvb20u7mY0L27St7/wB+gXubze34Bh0u7xu/4P36UeRH7u7u21SxP6xeWKZ6fSW+ZRxev369Tp79uzSO7HYV/tgnf70SRHmf/QgF+aE//FTPDdgPykvnDNYv5lOwb1LYvC7a8NzQ/ufuU95ja/GeAHnvoT4fE5c0o/v5qkdTeynG3/PBUx79mdEF9KUPO7kgbR3OfLPu8tZ19bWVt24cWNBS/KC/Hc7thG02d2Y9OIjzgPy27EajlGWNc0s99TZLDOiYeo/ODioGzduLOz69evXa39/v27cuFGz2axee+21unr1an3ta1+rGzduLNpK+b29vfrhH/7h+q3f+q26fv36Il4w8vnZj8jWxYsXaz5/PeBNnhHsq1g3X7x4cdGPzlaMcEiZzc3Nuu++++rq1atL5UZ1dNfzrq1r164t+Wej513X/v5+/fRP/3T9yZ/8SX3lK185NvbWgfTjypUrrf1a1Yf8Pnfu3CKOF13+ta997eS218LwNmEkWCc948Fw2joIJw2sWwUqCtbPybg/nuQz0OBP1fKqcyokKykGIKyQaDioaKx0GBDvjuagsmIf3Z4HP+nSOROsk88YX9LMbTlA5qBs6nU9MYCmU1UtOdnGnf3lBGJEG9Y/4g37zrrDawbV6XRQcdDhJc6kcRzDBHC7wJZpn7odjLPT5hX3dlBovFPWu02cOMvzrCsTuZHRT737+/tL7dh4p61uBQz5wQlJnFwneTrep13SiJNN943XnCjpApa8n3t07ig7lCcmSfPpdIrHEXVZAo8cF5nIsB+B7ogdOkI0oAygehJCmUtykPURf48/OsLdOOoCC7RhvO9JihMQkRv3zfqd9VFGSYcu+dvpcDry3UScSbnIvftI3Cnbna0gbalDyL/gyzIbGxtLwYkENwIJjDBgk6S65Ydlu3HE/hFvy8b+/n4dHBwsPp3u6GwW7QX1mts33Uwb6w0HAPhMh4v5z/a6SWZHozyTD3nq4BrrJT/MH7dzq3ArvuQEE7wZ8E/+yT9ZyCsXIFXVQo9FpzkIvLGxUc8++2x94AMfqKrjupC+UtXNBQAZ3wn8/szP/Ey97W1vW9K1+b23t1ef+9znjgWH4xNtbm7Wu971rvrn//yfL/k5VeNx3NmmH/mRH6kPf/jDSz7lacfwO97xjsUxVtarq/AI/R988MHF8VKd/VhVV3Tf93zP99THPvaxms1mx/S77ZzrPzo6qr29vfr4xz9e29vbx3ykLpgcG0r9O5vN6nu+53uW/C4GrfJM7BafTx3nz5+v++67b6mN2L1ufmZ/bzab1UMPPVTnz58/5muRXvl23fH1L1y4sDTHJHQ+om3k5uZmnTt3blGv7ZnnauZ7VS3hwLYoO67T/l+OZHXdXR2E8Gt3d3fxHH1F+qms1/GG+Xy+tOK48+fp/9vWhzZnz55dsu30xYwL4xapz74i6RG8usQAffGNjY3FggXznXMBJ494L7SoOj6uum/qpPCASQLSirS3jmEdSQZbJkby4DEQPnCXuPnO67QbnNv5OGPz3fMC2oHUk11bTrh0iYxuzGxubi4C0WyT8kkacDFu1fH3+Hme4jm1ffy0VdW/z7N7zp/QpsNhJCf8neez4G9UpnuesLu728ZHOp0z6kv8jehQL1ym/vAnMvXggw/W5uZm7e7u1tmzZ+vs2bNLux/yToi0lUD77u5uXbhwoba2turpp59elOl0g+Uq35GFv//3/3793b/7d4fybPp1cvmP//E/rkcfffREund0ns/ndenSpfrxH//xpTnbaeYo8/m83vve99aP/diPLXCyLTsJNjY26sknn6wHHnhg7WeMw7lz5+oTn/jEsXjWunB0dFTvfve76/u///uXkojrwG3thKBDuA7YwA+RksIbOYontT1yDE+qY532KHBbW1uLgUgnNwo1K86pXFM+SiUONndQcAVJBCPgl5CNlEbathNAZcyVLcGRR3N0xs+TAf52UI2BedYX8OqdgPGl0ueEKdfzmyvb2QcmFEgDtpc6GNxm4J1BGa6eIP3s/HJHAx0F0ipOGB2Z4ET6OchJnG3cHUwlz6l0aZBoIGkUTH/iz+AWxwV5RD7QkU1Ztu8AbIDKMb8tm3Fi43yRBkw0hCd52aAdjow7OkBcVdY5ZpZD8yqThWSKOeEn70N3liPdMmnK5IeBS/IossbrTvaMeJkz+ymf6SePvOKxAmmTOy7IW8qCdSnHUMYKaUo+R7ZJ7+DsCQKB160/SKdcIx/DJ45Z2gn2lW2wfsqGxy7l1MFl0ovyQrkJjciz4MqERMYB9WF2Q6R+9i10cdIkOHs3RMpSX7lvXTAgPN/YWH4XhJMp4QETAuw/bYbthe2X6W1eEkc6lxmjHrfz+XwxNnjEhe0k+0C58JigLSP/SS/KT8p6R0ICTXQOux0SfobJl/AieDIpyl0R3PGwv79fs9lsEYRK3bnud1iYL+tMJE7jrN8uTDshJphgggkmmGCCCSaYYIIJbg9O9U4IB6x4vcvgMDgwSgKsA7fzfBeMPc2zVSevuGGQsAtY8ONgBwMUVcdfMsO2ufq6Az/roHHKMOOaQAITAQkijLYzsg4G7hgYdhAxwaGOF93W9C64vCqw6IAUaefAOINB6U+XCGEfuzKhFRMPzrKfBJYt0svBM9bL7coO3jvQZ9ljcDorHQikS55n0Mx9JE3ZHuWlC4infQavTY8kExiMI37m+cbGxmK1gRMB+U4QLkk+0oQrfLoAPsfpfD5fJBf5kibyKnVyFVJo4yD34eHNs35JVydxEkBnn7kdPtccmB8lH0iXk3RlaGX6UsZ4HFlw4/hg/1ivV/2EzinrQC3HCPX8KOlJXK1DnYhgnZQx6inS2vxJnwIcAxwbo28GmD1+nVjzfyYCOtqxXiZXLO8dng5cWz/xeScDukSOV+NEfqJvkiDJ6jbbnm53QsYHA+Ucb+Y7eUXeUd856UX9m2tOMFk3JWnncuTJKp8pz3jVjRPktu2WAevqfDNhZXD/R/qik9PT2sORrTe8kQmICSaYYIIJJphgggkmmGCCCW4f1k5CeNUZJ58OZjgo2AU4brXdN+rZk+pdFXTNtS747zq6sinvVbROHnST9ax63NnZOZb0YODQCYTwc29vbylY1QUZTQPWx/6PAh95nit6HZh20MsBsQSJXCb94CrdrGhn24TUm3M9u34S5wSCUj9XoSeQ2o0VB1bzLPvfBc275B5Xo3dJgFFfq2qxUyD4MokR/Ix/lwAI/gyMd0HtLsCaIF5ox8AhcWcwy+/I8PjJPa6+5hhigoGy2QWI+W6R4EL80y5p47HoI5sc6PNOiQRieZ8BZSYRGFhPmZRjPd0LECk/oavxcgCcL0pk3yl7DDqTN8Qxu7wYYLaOMy9N87TN460sA+5Hxj8TWh4nnTyl7gTBHQhn8Nh1JuhMuWFZjok82618d1KQfSOw7lGCJvWQL5TXlKcuNL1YF3edkS5ODrA/xIH18J51h22A7VKC+9FrpC15nOu2bRyjwSfAnSKkbZcwoL7imOcY7vQ5eWR+kUbuF8d+d4wT+5WXu4bPqY984nhiIsd9sc/S+QLkI/HmNUPHs45WE0wwwQQTTDDBBBNMMMEEE7z1YO0khIMB/M0AigPxfuZWoAukrlv+tM+uAgfac81BdAbcci1BAq/49wSfgcauD5m883y6rp8MxLCMgy2pM0EnBpXdD/aXbTCg4OAjr3cBBYJXfDMRk/sOAiUAlSALA4OhJ/HginzWySCXf3sFueXL5ROQ44rZUXDFwX3Sxau1HdBjsmaUBLAcMHHinS7BI/ecQOhoYjkibRJY7wKPXJ3M8l2QlvRMXxmQ62jIOtNe+s7geWiQoHzeL+CXtVOeI288jotyw0A4oSvvoDlxpj6lTDApw+BtdmSkf1ytzUQBV58zWOwAOvmWs6zT/y64TR5YXkgXBigZ+B4lBTp9YxlMP7pdCDweirh0eDrw3vGLOLCOEZA/Xsnvvro+2wfrp/w/ODhYklnbIb8Ym4Fm8o7jnfwidImnzi9g+fDByS3rVCcuuiA3+Zv/29vbS7QlfWlXTWu243t+JmPeSTrqCY57BuMddO90M393+PCZrk7rxc5fqTruO5Ce6U+XQDL+XXnSPPqhe95jcFX93b3b8ScnmGCCCSaYYIIJJphgggkmeHPgVDshHORkQLsLAjJYOlr5dlKbnqx3E9p7ARj88OTeK4ZZJsGEBIvyzcDJKCBhGN33pJ1B+qrloCdxdjAsYD4wQMTgF8tX3TyewwHaBNFStmubNGBygjTNte4FN6R3/jtwn2s8k9y85ApjyjdpRno5mOLAchInDEQzuTCqk6uju5dHjYI06XNk0qu1R2Ud+GQAOsFwyySTHQxIdQEot2+5Jw0YbA6eDlA6GUB5zKp44pbns5qa9PUOAAbkHaBk4JGrsk33LlhnHrN/DioyQEwa+pguy6/HB2V+Y2NjwUvyhNc41jgOnShKP3ON/fRKfL+nw8HxbkV8RxMHvt1mriUY7t0vlC3Lm48scxDcCSoHwakTu+RDFxjv+sXfPPZqZ2en3WlBXpD/o7HRJZ0zjl2O45ABe+5QIe945JoTQ7aLnX0hj4hf+Eo/I+O50yGkE+2I+ZrneERap8dGPBzJPIH0YeLPfCFOlgPS0Haa5WjXQh/KK8c0aeOj8jqfpJNR2wvSaN0kwsiWnTYRcdp2J5hgggkmmGCCCSaYYIIJJrjzcKqdEN02/NzzRN/XR3VWjXcrrHr2NOAJ+61CF2TwSvu0x4k6++ngED8OYHWrJ7vV3saNuy4cNA4OXMGaZ0gnvkx2FDBmkKLjv4MYxrULKPm8eQYNuxW1DECFJx2vOr53AdRRICz4OfDLYBXxSz0M0pH+Tlo5EOWgq/nTJbaYVMgRIrnvIBj7TLxJry6o5fbyotHct6wF5+5YIPNnNG6MU/ofOjKg2SWJfCQOA9IOeuc9EekP5cTjw0F/79ZwoJf6M+PTiYv0kzLt/nIlM9uwLFvOLF+W48i3V8czsWBaWK7YdhegZXnygvU5ORp651pokN0rDHJTTqhbHKglztZ17G90pZMSTnhyFTrHjHcXcFyaR06QWiYoX6wz1xiEH43D4MCEhGnEHUPUa+SRbZH1G4P51BuUWz7LY5141JxtYPoVOrJ+61PSOPTpdhfxmn2FPM9dR9aJxtH8IZ2IK3EmPqSdj+cKGI9RIoLlLFPkQ2cfO3tvPG3LO19n5P+sC50tuFW4k3VNMMEEE0wwwQQTTDDBBBNMcDo4VRLCAZqs9J3NZseC2pzAdoEHluX/boLogGw3kb2Vye2tAPvHgBgDVb7vTwI9DiIwAOfggO87qOjVxSnvI7JSVxcQYABqFCDvghZsn313cJYBNwdiUr8D7V3QhwEw0oNBLvfZvDH+Dqqmjw72JVDm4J7Lkg4dHqHl/v7+saAjg+Os38Fa8jIBZAeRWTcDk5RNJh9ITwaWTTfTne2R/96l0PHDtEsipeMF22N/CJRvys/GxsbS6nEmvHIMk/HmEWqp2/LQ8ctB4MPDw9rd3T1G26ywZ1KDY5AvvKbsBBfL5OhFvX5XRujDRJUD7OG9E3w+1spjMrh38kg5CC+CE98PEqC9qboZSE7bfu8Gacex4SQJ5YZleL3Tm+4H66JOy+8u4cOxbBlPnUwe5VnaWL/0mWVGgef0kbIWmpJ27if7wHYceA6+3pnFvlmnONHA8dUlGHiPCZQu0O9xkHIcr6YFFwUQ1yRaO/vrl9KzL6mfx2HRjlbdTJIa39A49Zs2TjzYlhJPgm2hFwLw4+OdSF/T1n2gbJ4mAWH9nmtdX+4mdD7KBBNMMMEEE0wwwQQTTDDBBLcOaychjo6O6r3vfW995CMfqb/4i7+oj370o3V0dFQPP/xwffWrX63PfOYz9fGPf7w++clP1tvf/vZ65ZVX6otf/OKxehwcGcHtTPwcZL6TwAl4ztrugs0p213rgjOrJt5dIoIBqy5I0wXZGVQdtU3++FiO7hil4JRn3HcHwDipn8/nS0fjBD8GR/mOCtLOgW/i6JXLpkfw9i6G9C84dcGdHM2R4Nnh4eGxl153gTvz20kM0t+rvklbB3O6wFeuU15CYycJEijuZKY7O5zBdQcf2YeqWpIf4mZ6++WnptcoCcJgLoPwpFOSpUdHR4sV1pGPg4ODxdFKXtXtcRh6eMU3ExSkUeoJnby7gt/7+/uLctw5EVnzeEgglcFDv1SdgXUH9X2d/XG5/GY5B4bN+9TLJA/5wRX7ll/K+2w2a5Or1sHhJftPGaFcsA0nffNeBcpP+sZkivlMHCkvHr+UJ76XYxTEjlzzPS68xwSOE7gOBLOv1AccQ06GUM+yLyyTeyOZsJ6NvDMB4DHB353uod3I9c4GUi90Njp98hFmkSvuoOoC86HrCE/u0IoO4Lga9TW4+F0xHKfuD/VSJy/mWeoL73kcIvUWcfNOG7bJaxzrnW4c+SkdvFnJhwkmmGCCCSaYYIIJJphgggnuPJzqnRBbW1v1yCOP1Be/+MV68skn6+DgoB555JF6+OGH633ve1/9v//3/+qHf/iH69KlS/XLv/zLx4LbnGR3weEu8NDh0YHbuFPg9jzhdrA+ZRj0IY6bm5vHzpxfdbQC/3cvtR7h62BArnV0Yp8YeE4g1GXYn46vXiXvlZbul4MvfIYBvdDPqzNHK63TZwdsGRhln7oALtthgIf96WjRJZm6gL55wGcZ8GFQmteInwPiliPTaDSWLDuhYdohLb2iuwtgjuoPDuTjqvHGwBcDYCPedKuuQycHM7v6jKNX9ncvfmZyhDiwfeuH7KRy8I4vbeaOB/apqpbkgv+7sdrJVkfn0JpBePYnx+E4mcCgN+nqepkscoLFCa58k7aWbScA3B/Sj7Q23017ygO/ncC0vFJvBb8ueBx5pJw50NwFbb2LI7+dXLKOTD3cxbMquUBeOehs+WHwnf0wnTP+nDBMXT5SLMk/9jH962SCuqqjt+WGY5LJAo890t4yRJtFfo7sBfnAfpHW0TcG0svjgLgySWVaUN673TjEke9DYXvWVxxzW1tbi2MBTwt3M+mwTt0e7yM7NsEEE0wwwQQTTDDBBBNMMMHpYO0kxObmZv3N3/xNXb9+va5evVrXr1+vV199dbET4C//8i/r/Pnzdf/999fzzz9fL7zwQp09e/ZYMI8TutEqQn6fZhJ4txMQvE48RxP8LhDYBdcCXonPQAjr5XXjyPIMPDLY5BWwLhtYdbQC62Mwgn11gGMVdMGyBAz9wuzRy18N3jVCnnRBly7IljLsa8cPB9J5jbQZyYmDWZYVB4O6Vfmke3jr884drMr1LjHAfnMHjRMODMx6ta6DynzGL6y3nLBs+JPgXGQrAUMG7N0vBgc9XhNQJA7kBVdcMzBKeo1WkneyFb5llT9f2s3grRNgxNUyFZrwWiezSYD6XQqkFWVjpKu4epzytb29vcCBSZiUYzDagVwGp1OH3zVD+nKnAXnoBAHlK+CV7J1uS3JgZIfMW9fnvvEZ4kfo6DwaY9mBxeRGx3e3w90epmXqJb1JE4LtgulIObae7nbBdDSh7Jt2vO5x5+C8k1YMzucZJqci/0nm5X+e8YvNuQuHCZbgSNnncVnB3ck88oE2lMeOUS5sW6gPXK5LqPB4NcsN8fBYIG3Ic9ty61yOZcrLaeBO+3qjNjrZn2CCCSaYYIIJJphgggkmmODWYO0kxN7eXr3yyiv1a7/2a3X9+vX6T//pP9W5c+dqe3u7Ll++XJcvX663ve1t9alPfapee+21RUDKwQoHGUaw6rlV0AXmXddpoWvbwRFOxN1WFwBwgsHtuN6q5aSEgxFdAJfBOQcoR+AVtg6CBbqjfTrcGZjo2mVghf0bBfK8urMLZLm/hFUBKwfSWX8CMg6COfjX0ZltJdjDAJSD0J0MJbDEIJ4Dvvzt3SJejd7RpgtwkW4MuPG+j/fibyY7vBrbNHKw0PWT9x29kqQIrxioTptJmqaM+9eNLcq+++AAXQKN3bgjfsSLR/Mw4MhgfcDHAjlQ3MkC+8Xflm3TgkDc0xYDsRx7fm+Dk3sMyDLozfKWUcqEkxHB30FS94E6qHuHUafzqK8jO+aDZX1kg7r6KRsOWlNXkCZOgHUBYgeHg190qvWI9RmD2cbVetL0Nd6RYwf/3WZkxjLrXTh8lglR8iHfHb1od/1uprTdvffH9s7JL9I53907mUwvjmf3NfLAREjqpU/BOq3LWNZJiAD7aj6RrnlXT6Cri3iMdh290XAa3490uJXnJ5hgggkmmGCCCSaYYIIJJuhh7STEv/23/7b+4A/+oG7cuFGvvPLKYjXtq6++WufOnauNjY26fPlynT9/vjY3N+vBBx+sq1ev1qOPPlrb29v19a9/fRHA9OS+gy4Q2kEXAB9NjO8UMIjnVdC+x2Cfg2cMknRJiZT1S2sZVGG9+c1gFYPPDGTxfxeI43/W62Dg6LiJUcKjC4gGGORkkJDX3R7lJDsk/C4D4s7nGGhgkKory6C+A/qkW4JaW1tbS8HE1MPEgV+s6hfzBgfu/GDQzYFrAuXJwXTKB8uT1j4ipuMl+Z0+kDYMODm4z/vWBd01yh75mnbZj1xzsJ84MPnFleFc/U5+rApqp8+jd4MQj+Cys7NzLACdcgzsE58EwT3+HVxm0JrXSYfINGlBuepo40A9A6bduNje3l7I2fb29qJ87ABp6oQS6Ui8qNvJf48PymRoNBoLlA3yLted6AtdCQzqM5Ce391RaZQJ4kY7wHedWN5ZhxMRHBMeN/zPoDNp4CQCy9tedGOSyVUmLkcQOnEXIPvCxIr54GC7A+e0KeS5fQxeH+k1J0q9O832xDaCtCZ47DMhd+bMmcV7Y1Inkx+Rj9RDveIxGTpRlvgM7Ure3TEaT50cBNiXkQ9gf4O0ID86OMl/vB0wXpcuXap/8S/+xV1pa4IJJphgggkmmGCCCSaY4DsJ1k5C/N//+3/rQx/6UL3vfe+r3/zN36yPf/zj9dBDD9W5c+fq8uXL9dhjj9Wv/uqv1nd/93fXiy++WB/5yEfqF3/xF+unf/qna39/v37jN36jvvSlLw2DvJ74dcFwluOzDJQ4uMUAxKqgQ4CBI4MDqjyrOtfzsmoGlxhMYMCPAZIEC5ycyH0GFEwLBp0SYMgLdzv8GUQxnbqgj4PHqac7r5rBk6paWnnuoBHbdWLEK6IZXOWxNQzo5LsL7jpIlzPtiYODbAzykT7sJ1fDsh0Hyxx0Me9MY7fvpIETHAzIUJ674C6vkVakXdXNwClX4bIt1uGxlfId7TyOGADjmDAtKGPGgfhTtrx620E664uNjeNn1Xcy1gXdU48TMWwrvxnEznPb29uLhFPkikkItuXz4inn1gf55kvgiWdHJ69YdzuRD/YhSQeO8/CEY4RJwvSFgdVV/DEOqZs0io4g/rYZTARSp2xsvP7iZOvoVUF0BqNJ1/SBeFsPkQ4sl/sBvqScNBmNPyfmumRMdKDtH+lDfDp5J409BlwvZYt4esU5cSQtXNY8MG1oJ1KGyeQRvYkDE0L2U5zoMZ39rHcX2IZb31ct6+qMD+5sMG1D087mcVxYXxC6pItlN3XQNrlP7j9xZT23A/bl7hRQn1y7dq3+x//4H1SoAwYAABdDSURBVHe0/gkmmGCCCSaYYIIJJphggu9EWDsJ8dxzz9WVK1fqscceq9lsVvfff//iM5vNant7u37mZ36mtre362tf+1o9+uij9bM/+7N19erVunDhQu3t7bWT1qrjZ2B3AacuMMPJcZ7vVuh59V/uOdCSoEzXFvEMMOGwtbW1+DDRkHLb29uL+6FDnvNLaX2etFcAVx1/r4Nx7YJb7ocDGaat++xgiYP9Ke9V18G/O26IAU22xRWhKeugyCjw6kQAn8/qzuDDXQYM/vhlqF1QOfdCR8opj6Px0R7uJ+narXJOu6YfA1vkGQO05BtparnwuOPRKHy2k4PQg+OvC7ARLwajKA/kK4PTqde7R5ggodxV1SIonjEU2eEuCMop8SD4aCviQHngKu6M3arjiTgHG0lb7h7g+Kc8euU6x3G3M8a//SLr0DB4MqAZHkTPEazHKWfhCVefZ3cQV1k74dnpaI7z0PrMmTPHguhMBFh35Jv6g7qTQVvqN8rVqB32O3QIEL9Ovo6Olt9xY33LeiLL6RcTobaTft7/03f2k2OMOp38cPKAuOS6aeOxTnvA3TjB0fqceHTJUusj2t3ofOpX6gT2iX3ju1PIR/cz48I6YqQjqQM5zk0v7mBie4S8D4fAd7VYHlxP5Jj6lbzmbgvSiLqHPPB440ICg+3YSF+9WWBf67nnnnsTsZlgggkmmGCCCSaYYIIJJvj2gFO9mPonfuIn6uGHH66HHnqorl69WlVV169fr29+85u1t7dXly9frgsXLtR8Pq///J//c/3gD/5g7e7u1u7ubp07d24p+Fi1vOvAQRROUAkO5jkY3E1sXS5BAwcFHFBzINt4JBiWZMTOzs5i0s2gYZIQ29vbi4l9Ah35zjMMjgUPBrq7IyX8DOnhlejpU15Q2gXGGVRj0IW04WpuB4tyz4EKByUceHNQnQHT7ggJJ2cSXGLQmavJHXBzf9Pexsbyuw8cCKdcJlDMwCX73gXSHERmUDh9TT/9YmkD+UK8eJ99GAV8urHSjVevEGfwjMFU8peQ+hk8ZR3sg2Wa8rS/v38swG1e5uPV3qG5Zc287PrLxKWTLsTd7TOgbl3XJec6+lLOrd88NhiIZQA29ScZYN3Ib45/4unAqVdtOykR3nS8YDvBxUFr9r9buU0aUFdwTKYMbQQTe6QTnw3uCdhS73U8SjtOXLC85dt42fYxOUo5d4LWq9wpDyM7G2CbTMZbZtmX0Gd0VF1nT31sUKfHvcPGSRaPFfaHdKQeY/u2N5Qv0yvyRD3thF9Xh/W+d+Z4HLGs+dLpd+tW0po0on/BsWGeeox5/NFeOYEbX4H4sd6Rze/sw2lg5JvdCfAYvB08J5hgggkmmGCCCSaYYIIJJngd1k5CnDlzpn7pl36pDg4Oan9/vz71qU8trdrl6tB8/+Ef/uFiwrq/v79Uni/Z5SSWk/8ugFJVS6sYs6KWq/ayWpTBXB6/s7+/fyyg4OCdJ/+EtOfdD8Qhk/UEAZKUYGKCQYjUl28HX/PNgICDHgzyMzDkFZ95Pis9veqfgVa2nwBcnnGA0AFEBnDZZwdNLWcMTjAhkrbCT/Lu6OioZrPZsWSSg0SUL9e/ubm5OIqlS1wQV/aJ8sMPA2Nc/csATreClnRxkHMUqPQKXeORfrBt94X87gKs3UuRXdY4dPVapjoZYn8Y/M6zCcZS5hisDT7b29sL3EcJPD87CnR3gVXixPEdvDgeSSsHt46OXn/xceQvdSSp5USH5SBtdIFIB385htIftuFV39Y/pFF4sWqc5Sgo0o67RqIjKTMMUjugmec4XshL4sx7DEQzmcByKdMlRrqEFGWCz5IO3MUQnpIWlCEHhj02rUtHyQsnhCjDAcoZ67d9SZ8YpOZRYF2Q3AlbB7btL5jPGa9O9JEfljMnGvwceZGyHPfEJX2kb8Lx1SWoWUeXQLVO9ZhMOesGjnf2hTSmfBMH1u1EiBMK9pkoE9RjHJvsn+WNY4b9oRzcy9DxZIIJJphgggkmmGCCCSaYYIJbh7WTEAcHB/Xe9763nnzyyfqbv/mbeuihh2o+n9dLL71U3/jGN+rpp5+uw8PD+uM//uN65plnamtrq/b29urll1+u9773vfWNb3yjHn744ZrNZvXZz362nnjiiXrxxRfru7/7u2t/f7++9a1v1Ve/+tV6+umn6+GHH65vfvObdenSpfr85z9f73jHO2p7e7v+5E/+pD7ykY/U17/+9XrwwQfr4sWL9dxzz9WFCxfq4sWLdenSpfrd3/3dOnPmTL3rXe+qw8PDevDBB+vKlSv1zne+s775zW/WSy+9VBcvXqwvfvGL9dRTT1VV1dWrV+sLX/jC0oS8e98BA2jZ1ZBgloMSDFx1xzTxvRH83b1nghN5BjrzP7gxgcDv1MNABpMWTigY11znrgIHO6uOr2Al/g6sELdROV4jHky2VN080iSJCe/QyPMpw+AL8e0Cfg6As28ZF+w3dxswAMSjPboEA+t2AJC8ZlCN0AV6jGvHM+LsoJaTA6SLV4OzDQf3PZYopwnO+cgkJ0ooC2zbMsEgdcZWko4OejmhwLYY5Mz/jFMmSLibiHRnApU7Y5xMyHjLs6wvCRSOLwcJuZI/eHbHqJC2XtXMYG1eIE36dYF/B+f5gt5OnsPnVTyzfGdXk4OxoYPP9/dOjZRPu+w3g/d5tmr53QvmK2mV53mUFunEnXZpm7LVBfnJL4/DTo9bVr2bw0Ff61G20+lr0t6BfSaxKIsMVocWlAV+k17kL/U1bZDlqtPZvMZdNyxvm0p9k7atL0hftukkHq+zL+aD8WdZJx2sq83/joaUPfafOFOXmP/Gi3yLvHY2iGVpA+iTjGzevQpTAmKCCSaYYIIJJphgggkmmODOwKmSEB/96Edrb2+vfuqnfqoefPDB+uM//uN68skn6+GHH66vfvWr9eSTT9b73ve++tCHPlT/5//8n/q+7/u+unbtWv3v//2/68d//Mfrd37nd+pnf/Zn6/3vf3997/d+b33lK1+pD3zgA/WHf/iHdenSpfr1X//1+sEf/MG6cuVK/eRP/mQ999xz9c53vrM2NjbqypUr9XM/93P10ksv1RNPPFHvec976sUXX6xnnnmm7r///vrN3/zN+tjHPla//uu/Xv/wH/7D+sQnPlFf/epX6+zZs/XFL36xnnnmmbp8+XK99tpr9eyzz9av/Mqv1M/+7M/Wyy+/XJ/73Ofqc5/7XG1vby8FqEaB3s3NzcU7Hpg4yOTcSYjsbmAZvhuCOykY9PPOAQZCHcTyhwFEJz/Sh/Qn16pqKQnBYA0Dz8GtCziMgMF505ZBkwD76DZ4DjeDjCnHnR65lnoODw8Xu3KcwGH/GPxjoNjn3Vcdfzlu6jTvWK/76tW5LsugrwOqDByNziYndCvcyQcHxFye9XBVt4OdDmSaZl5JnusJPobWXCVvOWeSoAsWMTjunTMMPvr4rZF8MpDGwL6Di07MkHYMtjuwm/cl+PivJD0t7zwSJuUti1lVnvIJ4jvoP5/PFzvLgrcD/aRFcOHunnwzkUE+MKCe47sYPE9/o4OOjo5qf39/QTcHpt1uJ3fWlaEDdYiP1unoyaRkNzY9ZvJc+OmjsZgIoc0Z2R7LpOW6+5220lfKvBMxlBfSZBQ0txyz3S7gbtypO1K3jw7yrpGOFuQ7dUra6BJFDMhb37Je9o/9CH4MsLt/xNvyETvWJdPy28drjXaHdHreMkyZDf60G05edLh0iTTq4arl499IX5d3f9eBUbLCdndU96qx5XK8PiUhJphgggkmmGCCCSaYYIIJ7gysnYTY2Hh9Ze4zzzxTs9lsMeF/4YUX6ru+67vq8uXLtb29Xd/3fd9XN27cqI2NjdrZ2amzZ8/WE088UVtbW/Xss8/Wpz/96frwhz9cL774Yj311FM1m83qqaeeqoODg3rsscfq4sWLdeXKlXrhhRfq7W9/e124cKGuXr1a7373u+vo6Ki+8Y1v1F//9V/XhQsX6ru+67vqL/7iL2pnZ6e+67u+q37/93+/dnZ26rnnnlsEmufzeX34wx+uL33pS/VXf/VX9Z73vKdeeeWV+pf/8l/Wyy+/XF/72teOrdYcBTSrbk6qE7joXjQdevGIJT7XvQsiQUaviu4CbpzYJ8jCe37eCQ5P5r37Iv1k8IaBHQb9PGF3YDDXGHwgvROIYUCM9O+CHCznd0XwGJL9/f2lev2i4gS4vJMlOHoFewKKkX0HH0lDBxT5CW/y30ebOIBNmicomgChg0oMtDvYmP46yM8glRMz7IsDmA4AMyjPQCTlLG0xmcNg2OHhYW1vbx/rfxf06oKGDBI7sBtZIw5e8cvEFhOECZDy2DWvwib9gw//R86pD+bz+bHjjHxMUPrI3TTpQ4L7DPhTrqgniMfoKJjZbHbsJdThyShImTZCO47n3ON7BhzczZhivxjwjh5PMD99o8wzsE9ggJt6g3JhWaF8eDcAk7fcFZG2rEdiNwOd3PN/jq4iLbrAeK4zmUSdENx9/JD1tcdR+tDRyoFlr7Lns7RN1LccW67fck+eMenN59P3JLQ6O9YFr0l7J8/8PJOBI33bBe6tP1Mf5Zs4kxZeCBH9RV5Gn3E3Xmhh3qYf4Ufq4M6n8JDHtJneXSKZbZNW4ZuPwbM/sA509tTJKfJnBOTTusmF0+A5wQQTTDDBBBNMMMEEE0wwwRjWTkJUVX3hC1+o3//9368PfvCD9f73v7/OnDlTFy9erN/6rd+q7/u+76vnnnuufvmXf7k++MEP1v33319/+qd/Wl/5ylfqH/yDf1BXr16tRx55pP7kT/6kLl++XN/4xjfqiSeeqLNnz9Zjjz1W165dq49+9KP13HPP1Sc/+cl65zvfWf/0n/7T+p3f+Z364Ac/WDs7O/V7v/d79bGPfayuXbtW165dq8uXL9dXvvKVeuWVV2o2m9Wf//mfL3ZrfOpTn6qtra165zvfWfP5vB566KF68cUX6/Of/3x985vfrAsXLtS1a9dqNpvVq6++uhQAqOrPAc5kfmdnZ+lIJh7LlABQApjb29u1s7OzVI4rqbv3SgQXBsf5zeCeV+9zpwMTIG7bfeVqX9Yf4HMM1jg4zEABgw5V/ZEYvB9gQKpLTjjQmCAJA8hbW1s1m82O4ZAgyWw2q83NmztaGNxgEJd0ybUu+Jay5JlXynaB4q6PKcdvAhMt5KGDagyopk3iPnoJs4OxeT5yxECd28oz3Sri9NUywUA5ZYK4Utaqjr/M2DLJoB+PhnHQ1cFR0yL48GiklGXwzzsLdnZ2jvGYtHGwLrxhEsljkcHCtMlgZeSewXCuaud/B96JO/uT+maz2VKyc2Pj5jtlHIjkcVDkEYPsXXKELzanfCZQmrHoICnl2UFiyw93hVhXdTqLQe4kMR1A9fjq9CyD1tStlikmWR38ZcKC8s9kogO+5MMIb/OKv0lbAmWHyZo87xdQ5/eIxqmT5SiTxJ/0si3he2sY8B8lzxzwH8kP6ZtkKWWPsuxdf8SPgXqOS/KcySTTz3V09NvZ2VnoJidsaFM6H4fJacrSjRs3jtGLts02nDyOHvH4JJg3HZDGI99hBKz/zJkzC10zameCCSaYYIIJJphgggkmmGCCOw8b8zWXgz3xxBP18ssv187OTu3t7S1NYLe3txfHeOR+1c0Vk1mZ9+CDD9bVq1cXQYEcs7GE0MZGnTt3rg4PD2tvb692d3drNptVVdX58+dra2urrl27duxoiQSrHn744bpx40a9/PLLi2AIJ/ipZ3Nzs65du1ZVtbQDIXXl24Hec+fO1fnz5+vChQt1//33Lyb7DPJzp8POzs7i6J8kG4jz3/pbf6u+/vWvL4IPrCe4OfgS2iaIwQl/ficBwv9cJcqgTBcU8+pM/nbgLvdYP1fkmv4OHJHGDH6QFw7ipJ6Dg4OlnTm59sADD9TLL7+8FNhlIDftJ5GU1cpM6kSmGAzL8wyebmxsLB1hlf8Mgjng2q129yrrjJ3g5iA9A5KhG4MrWTnrYJODegyapg9OKAQSlPZ54gyGph6PHcoAA0KUASYVEuR20Dz3U8aBfcqr+WS5TR1MVhCPJB8sfwzwObh9cHBQOzs7xwKfoRHx5u6BfFNuopvybgseL0X6Ul5JY9KPgXsGUb2S331nn8NbJqO6YLkDyj4SivIQPrNvTNzt7u4u2js4OFhKpARif7xiOzLhF36zv7zmAKTlNb+JHxMvlDfSgXLO++Qhg7z5znhz8iJlR4kXj58ukJ9E7CjpGXlkQijXozOz65EJJAfP82w+3P0WuscXCP55v4/tC3VM5I+7Yzy2O7qwTvLPv5koIx/zP+VtR3PPu4f4cTKRPNvc3Kzz58/XtWvXlmyW7U+eJz65Hr9kb29v0R53SNBWuq6unYODg8WOpdzneKTM0hanzNHRUV25cmXxf29vr2az2dIuqG78kfcPPPBAvfTSS0uJj9MkDDY2Nuqf/bN/Vn/wB39QL7300jHbdBK89tpra7c1wQQTTDDBBBNMMMEEE0wwwXHYPLnI6/CjP/qji+DT+fPnF58LFy7U9vb2Iji/tbW1+H327Nna2dmp8+fP16VLl+qnfuqnanNzs3Z3d2t7e7suXLiw+OSZ++67bxHkuHDhwlJ7Ozs79YlPfKLOnTtX586dqwsXLtTZs2fr/Pnzde7cudrc3KwXX3yxrl+/vmgjOJw9e7bOnTtXZ8+erfe///319/7e36vd3d3a3d1dClZ0wKBmgi8PPPBAffjDHz4WKEwwOkkA7pbwcS6bm5v18MMPH9uxkJ0WfI71JqGRAPljjz1WVTePVUp5B2zzSb0Mmt93331LiZj0lyt6QyMGqfjJrg8Hjkd1Vh0/MiLy4YCyg3c81sSJhqpayAODJfv7+7W3t7c4pinBlP39/WOBlMPDw9rZ2and3d3a29tbvNTaR1ckkLO/v183btyo69ev12w2q9lstggoJYDs/jBYxsBdFxw9d+7cUoCeOISOTM5U1VIgKUFgBgRNV9LT1/JMAkoMaDnZ0CWdmOjI7/AmHwYw+XzwyPPBIYlMyhkTeOkL5S2Q9jY3N2s2m7VHgpE+rMOJmtA3ZZ3wS78YiKYMp0zqyT3Sg7JDWSde+Z+ALnmbQCcTU9EpDFBn/GXls2nH4DeD42mfL/TNOCANmYBwQo20YDJtb29vaVyQvxmT6Ztlkgkx6zHyx3RNmcjQmTNnFslw04vJlY7vHmtMQKU/bIuJntTjnWx+dwfbcGA8/E8dsVl+v0WeZ5IlfLLOTn/Js8hFkh+5R3vnJEHsBsc3ecWdaNaN5O0DDzywFMwnbkysOfBMHp0/f34p+WdeUrZoF1lXEmaUafbHn+DqHYyxXyMb7vZZNvg9+uijS4lE6hT6AuQtcZ3P53X//ffXO9/5ziVZJd26/hC3+Xxe73jHO+r7v//76/r16+0z68DOzk79xE/8xBJPTgOhyeOPP76wpRNMMMEEE0wwwQQTTDDBBBO8sbD2TogJJphgggkmmGCCCSaYYIIJJphgggkmmGCCCSaYYILTwK0tK5tgggkmmGCCCSaYYIIJJphgggkmmGCCCSaYYIIJJjgBpiTEBBNMMMEEE0wwwQQTTDDBBBNMMMEEE0wwwQQTTHBXYEpCTDDBBBNMMMEEE0wwwQQTTDDBBBNMMMEEE0wwwQR3BaYkxAQTTDDBBBNMMMEEE0wwwQQTTDDBBBNMMMEEE0xwV2BKQkwwwQQTTDDBBBNMMMEEE0wwwQQTTDDBBBNMMMEEdwWmJMQEE0wwwQQTTDDBBBNMMMEEE0wwwQQTTDDBBBNMcFdgSkJMMMEEE0wwwQQTTDDBBBNMMMEEE0wwwQQTTDDBBHcFpiTEBBNMMMEEE0wwwQQTTDDBBBNMMMEEE0wwwQQTTHBXYEpCTDDBBBNMMMEEE0wwwQQTTDDBBBNMMMEEE0wwwQR3Bf5/nVRREVqyV+UAAAAASUVORK5CYII=",
+      "text/plain": [
+       "<Figure size 2000x1000 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "0. The heart size is normal. \n",
+      "1. The aorta is tortuous. * \n",
+      "2. A patchy infiltrate in the right lower lobe is associated with volume loss. * \n",
+      "3. A small right pleural effusion is present. * \n",
+      "4. The left hemithorax is grossly clear. \n"
+     ]
+    }
+   ],
+   "source": [
+    "show_image_with_bbox(frontal, findings, path_lateral=lateral)"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 5. Clean up resources - delete the online endpoint\n",
+    "Don't forget to delete the online endpoint, else you will leave the billing meter running for the compute used by the endpoint."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "ml_client.online_endpoints.begin_delete(name=endpoint_name).wait()"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "azureml_py310_sdkv2",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.10.14"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/sdk/python/foundation-models/healthcare-ai/cxrreportgen/images/cxr_frontal.jpg b/sdk/python/foundation-models/healthcare-ai/cxrreportgen/images/cxr_frontal.jpg
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diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/adapter-training.ipynb b/sdk/python/foundation-models/healthcare-ai/medimageinsight/adapter-training.ipynb
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@@ -0,0 +1,2363 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# A Tutorial on Using MedImageInsight to Train an Adaptor for Chest Pathology Classification\n",
+    "\n",
+    "\n",
+    "MedImageInsight is a foundational model suited for a wide variety of medical image analysis tasks. In this tutorial, we will explore how to build a simple classifier for lung pathology classification by training an adapter on top of MedImageInsight embeddings. While MedImageInsight's out-of-the-box or zero-shot capabilities (similar to those explored in the [previous notebook](./05.medimageinsight.demo.zero_shot_classification.ipynb)) are powerful, they may not always be sufficient—especially for unseen pathology classes. By training an adapter, we can achieve superior performance compared to zero-shot classification, at the cost of training a new, but much simpler, classification model.\n",
+    "\n",
+    "This approach leverages the embeddings generated by MedImageInsight and adds a simple classification layer to more effectively align pathology findings in chest X-rays. The new classification model is orders of magnitude simpler than training a model from scratch and can often be trained on a CPU.\n",
+    "\n",
+    "This tutorial also explores methods to evaluate the performance of the classifier and provides visualizations.\n",
+    "\n",
+    "## Prerequisites\n",
+    "\n",
+    "Before proceeding with the tutorial, you need to perform some initial setup.\n",
+    "\n",
+    "### Online Endpoint Deployment\n",
+    "The MedImageInsight Model is accessed and deployed through Azure AI Model Catalog. Alternatively, you can deploy the model programmatically, as described in the deployment notebook.\n",
+    "\n",
+    "### Dataset\n",
+    "For this tutorial, we provide a sample dataset containing 100 2D X-Ray dicom images. Please download the data using the following command:\n",
+    "\n",
+    "`azcopy copy --recursive https://azuremlexampledata.blob.core.windows.net/data/healthcare-ai/ /home/azureuser/data/`\n",
+    "\n",
+    "Additionally, we provide categorical labels for different lung pathologies for each image. This setup will allow us to evaluate the zero-shot classification performance effectively.\n",
+    "\n",
+    "### Environment\n",
+    "\n",
+    "Please install the additional packages listed in [requirements.txt](./requirements.txt) to run the tutorial. In your Python console, execute:\n",
+    "\n",
+    "`pip install -r ./requirements.txt`\n",
+    "\n",
+    "## Adapter Training Overview\n",
+    "In this tutorial, we will guide you through the process of using the embeddings generated by MedImageInsight to classify unseen chest pathologies in chest X-rays. We will demonstrate how to train an adapter model to improve classification performance. The steps we'll cover are:\n",
+    "\n",
+    "1. **Load and Prepare Data and Model for Inference** \n",
+    "    - We first setup our data and the MedImageInsight model for image embedding generation.\n",
+    "\n",
+    "2. **Compute Embeddings**\n",
+    "    - We send the a small dataset (100 2D chest X-Ray dicoms) to MedImageInsight endpoint to obtain a set of embedding vectors corresponding to each image.\n",
+    "\n",
+    "2. **Train Adapter Model using the Embeddings Generated by MedImageInsight**\n",
+    "    - We use the categorical labels from the small dataset as ground truth to improve detection capabilities in the following classes:\n",
+    "        1. **No Findings**\n",
+    "        2. **Support Devices**\n",
+    "        3. **Pleural Effusion**\n",
+    "        4. **Cardiomegaly**\n",
+    "        5. **Atelectasis**\n",
+    "    - We design the adapter network architecture and specify hyperparameters for the training process:\n",
+    "        - **Architecture:** We leverage [Multi-Layer Perceptron (MLP)](https://en.wikipedia.org/wiki/Multilayer_perceptron) as the adapter architecture.\n",
+    "        - **Hyperparameters:** We specify hyperparameters such as batch size, optimizer, and learning rate for the training process.\n",
+    "        - **Training:** We perform adapter training to obtain a classifier capable of predicting the new pathology classes.\n",
+    "        - We only need to train the adaptor with small amount of time (**~15 seconds**) and limited resource (i.e. use CPU) to get a significant performance boost in adapting unseen categories of chest pathology!\n",
+    "\n",
+    "3. **Evaluate Findings Classification Accuracy with Fine-Tuned Embeddings**\n",
+    "    - We perform inference to generate predictions using the adapter model we have just trained.\n",
+    "    - We directly predict categorical labels using MedImageInsight embeddings and the adapter MLP and compare to the ground-truth findings of each subject for evaluating accuracy\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 1. Set up and data preparation"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "## Install the required packages through requirements.txt with the below command code before running the tutorial\n",
+    "# !pip install -r requirements.txt\n",
+    "\n",
+    "## Load Packages for the tutorial\n",
+    "import pandas as pd\n",
+    "import torch\n",
+    "import os\n",
+    "from classification_demo.MedImageInsight import medimageinsight_package\n",
+    "from classification_demo.adaptor_training import training\n",
+    "import matplotlib.pyplot as plt\n",
+    "import SimpleITK as sitk\n",
+    "from sklearn.metrics import confusion_matrix, ConfusionMatrixDisplay, f1_score\n",
+    "\n",
+    "# Suppress SimpleITK warnings\n",
+    "sitk.ProcessObject_SetGlobalWarningDisplay(False)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Deploy Online Endpoint\n",
+    "Here we adapt MedImageInsight as an online endpoint generated from [Notebook 2](./02.model.deployment.ipynb) with the following input."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Call MedImageInsight API from Online Endpoint\n",
+    "medimageinsight = medimageinsight_package(\n",
+    "    endpoint_url=\"\",  # Provide the endpoint URL\n",
+    "    endpoint_key=\"\",  # Provide the endpoint key\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Input Data \n",
+    "\n",
+    "- **Data Composition per class:** \n",
+    "    1. No Finding (20 Subjects)\n",
+    "    2. Support Devices (20 Subjects)\n",
+    "    3. Pleural Effusion (20 Subjects)\n",
+    "    4. Cardiomegaly (20 Subjects)\n",
+    "    5. Atelectasis (20 Subjects)\n",
+    "- **Computing Image Embeddings:** Our source images are in DICOM format, as typical for radiological images. During inference, we extract the image pixel bytes and convert them to 8-bit monochromatic bitmap for compatibility with MedImageInsight. We then compute image embeddings for each image using the MedImageInsight model.\n",
+    "\n",
+    "**Diagnostic Labels**\n",
+    "- We provide the diagnostic information (i.e., Support Devices, Pleural Effusion) as categorical label (i.e. 0, 1, 2) to train an adaptor and enable the MedImageInsight embeddings to adapt on variable downstream tasks. The diagnostic labels are provided in the data split for training and testing: `./classification_demo/data_input/adaptor_tutorial_train_split.csv` & `./classification_demo/data_input/adaptor_tutorial_test_split.csv`."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "## Input Images and Text for Inference\n",
+    "\n",
+    "## Load image input folder for generating image embeddings\n",
+    "input_folder = \"/home/azureuser/data/healthcare-ai/medimageinsight-zeroshot/\"\n",
+    "\n",
+    "## Check if the dataset exists\n",
+    "if not os.path.exists(input_folder):\n",
+    "    raise (\n",
+    "        Exception(\n",
+    "            f\"Please download dicom files as described in this notebook into the input_folder: {input_folder}\"\n",
+    "        )\n",
+    "    )"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 2. Training Adaptor model with MedImageInsight Generated Embeddings\n",
+    "This section demonstrates how to leverage MedImageInsight image embeddings to train a new adapter model for downstream tasks with unseen label classes. The process is divided into two main steps:\n",
+    "\n",
+    "- **2.1. Compute Embeddings**\n",
+    "\n",
+    "    First, we split our dataset into training and testing sets. The splits are specified in the CSV files:\n",
+    "    - Training set: `./classification_demo/data_input/adaptor_tutorial_train_split.csv`\n",
+    "    - Testing set: `./classification_demo/data_input/adaptor_tutorial_test_split.csv`\n",
+    "\n",
+    "    After splitting the data manually, we compute the image embeddings for all imaging samples in both sets using the MedImageInsight model. These embeddings are high-dimensional vectors that capture the semantic meaning of the visual content of the images. They serve as compact and informative representations for various downstream tasks.\n",
+    "\n",
+    "- **2.2. Train the Adaptor Model with MedImageInsight Image Embeddings**\n",
+    "\n",
+    "    After obtaining the image embeddings, we proceed to train the adapter model. We define the architecture of the adapter model, which is a 4-layer Multi-Layer Perceptron (MLP). This model is designed to efficiently adapt to the pathology labels that were not well represented in the original model training set.\n",
+    "    - Chest Pathology Labels: We focus on five pathology classes that contains the seen and unseen categories by the MedImageInsight model:\n",
+    "        1. **No Findings**\n",
+    "        2. **Support Devices**\n",
+    "        3. **Pleural Effusion**\n",
+    "        4. **Cardiomegaly**\n",
+    "        5. **Atelectasis**\n",
+    "    - Adapter Architecture and Training Parameters:\n",
+    "        - **Architecture:** The adapter is a 4-layer MLP that maps image embeddings to the new\n",
+    "        - **Hyperparameters:** \n",
+    "            - **Optimizer:** AdamW\n",
+    "            - **Learning Rate:** 0.0005\n",
+    "            - **Batch Size:** 4\n",
+    "\n",
+    "The adapter model is trained to map the MedImageInsight embeddings to these new categorical labels. We perform training and testing according to the data split and save the trained adapter model to `output_dir`.\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "##### 2.1 Compute Image Embeddings"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "--------Start Loading Image Files--------\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 100/100 [02:54<00:00,  1.74s/it]\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "--------Start Generating Image Features--------\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 100/100 [03:07<00:00,  1.88s/it]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "--------Finished All Image Features Generation!!--------\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "\n"
+     ]
+    }
+   ],
+   "source": [
+    "## 2.1 Generate image Features with MedImageInsight Model\n",
+    "image_embedding_dict, _ = medimageinsight.generate_embeddings(\n",
+    "    data={\"image\": input_folder, \"text\": None, \"params\": {\"get_scaling_factor\": False}}\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "#### 2.2 Train the Adaptor Model with MedImageInsight Embeddings"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "**Loading Features into DataLoaders**\n",
+    "\n",
+    "In this section, we prepare the precomputed image embeddings and labels for training and validation by creating respective DataLoaders for the downstream model training. \n",
+    "\n",
+    "1. First, we construct a DataFrame `df_features` that contains image names and their corresponding embeddings from image_embedding_dict.\n",
+    "2. Next, we load the training and validation data splits from CSV files (`adaptor_tutorial_train_split.csv` and `adaptor_tutorial_test_split.csv`) into DataFrames train_df and val_df. \n",
+    "3. We merge these DataFrames with df_features on the 'Name' column to align the embeddings with their respective labels, resulting in train_merged and val_merged.\n",
+    "4. Finally, we create DataLoaders `train_ds` and `val_ds` using these dictionaries, specifying parameters like batch size and number of workers. These DataLoaders enable efficient batch processing of data during the training and validation of the adapter model."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "----------Loading Features into DataLoader----------\n",
+      "----------Finished Loading Features into DataLoader!----------\n"
+     ]
+    }
+   ],
+   "source": [
+    "print(\"----------Loading Features into DataLoader----------\")\n",
+    "\n",
+    "# Create a DataFrame for the features\n",
+    "df_features = pd.DataFrame(\n",
+    "    {\n",
+    "        \"Name\": list(image_embedding_dict.keys()),\n",
+    "        \"features\": [v[\"image_feature\"] for v in image_embedding_dict.values()],\n",
+    "    }\n",
+    ")\n",
+    "\n",
+    "# Load the training and validation CSV files\n",
+    "train_csv_path = \"./classification_demo/data_input/adaptor_tutorial_train_split.csv\"\n",
+    "val_csv_path = \"./classification_demo/data_input/adaptor_tutorial_test_split.csv\"\n",
+    "\n",
+    "# Read the CSV files into DataFrames\n",
+    "train_df = pd.read_csv(train_csv_path)\n",
+    "val_df = pd.read_csv(val_csv_path)\n",
+    "\n",
+    "# Merge the DataFrames with the features DataFrame on 'Name'\n",
+    "train_merged = pd.merge(train_df, df_features, on=\"Name\", how=\"inner\")\n",
+    "val_merged = pd.merge(val_df, df_features, on=\"Name\", how=\"inner\")\n",
+    "\n",
+    "# Prepare samples for the DataLoader\n",
+    "train_samples = {\n",
+    "    \"features\": train_merged[\"features\"].tolist(),\n",
+    "    \"img_name\": train_merged[\"Name\"].tolist(),\n",
+    "    \"labels\": train_merged[\"Label\"].tolist(),  # Include labels if present\n",
+    "}\n",
+    "val_samples = {\n",
+    "    \"features\": val_merged[\"features\"].tolist(),\n",
+    "    \"img_name\": val_merged[\"Name\"].tolist(),\n",
+    "    \"labels\": val_merged[\"Label\"].tolist(),  # Include labels if present\n",
+    "}\n",
+    "\n",
+    "# Create the DataLoaders\n",
+    "train_ds = training.create_data_loader(\n",
+    "    train_samples,\n",
+    "    csv=train_merged,\n",
+    "    mode=\"train\",\n",
+    "    batch_size=8,\n",
+    "    num_workers=2,\n",
+    "    pin_memory=True,\n",
+    ")\n",
+    "val_ds = training.create_data_loader(\n",
+    "    val_samples,\n",
+    "    csv=val_merged,\n",
+    "    mode=\"val\",\n",
+    "    batch_size=1,\n",
+    "    num_workers=2,\n",
+    "    pin_memory=True,\n",
+    ")\n",
+    "\n",
+    "print(\"----------Finished Loading Features into DataLoader!----------\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "**Initializing Your Own Adaptor Model**\n",
+    "\n",
+    "After successfully loading all image embeddings, we proceed to initialize the adapter model for chest pathology classification by setting several key parameters and components as follows:\n",
+    "\n",
+    "1. The number of output classes (`num_class`): 5, matching the 5 chest pathology categories\n",
+    "2. The hidden layer dimension (`hidden_dim`): 512, providing a default model hidden dimension\n",
+    "3. The input channels (`in_channels`): 1024, matching to the MedImageInsight embedding dimension of 1024 to ensure compatibility. \n",
+    "4. The learning rate (`learning_rate`): 0.0001\n",
+    "5. Loss Function (`loss_function_ts`): Cross-Entropy Loss\n",
+    "6. Optimizer (`optimizer`): AdamW\n",
+    "\n",
+    "We then create the adaptor model and here we construct a multi-layer perceptron (MLP) with the above specifications. Finally, we define the output directory `output_dir` where the trained model and related outputs will be saved, ensuring the directory exists or is created if it doesn't."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Learning rate: 0.0003\n",
+      "Loss for training: CrossEntropyLoss\n",
+      "Optimizer for training: AdamW (\n",
+      "Parameter Group 0\n",
+      "    amsgrad: False\n",
+      "    betas: (0.9, 0.999)\n",
+      "    capturable: False\n",
+      "    differentiable: False\n",
+      "    eps: 1e-08\n",
+      "    foreach: None\n",
+      "    fused: None\n",
+      "    lr: 0.0003\n",
+      "    maximize: False\n",
+      "    weight_decay: 0.01\n",
+      ")\n"
+     ]
+    }
+   ],
+   "source": [
+    "# Initialize the model, optimizer, and loss function\n",
+    "## Number of diagnostic label output classes\n",
+    "num_class = 5\n",
+    "## Hidden dimensions of the adaptor model feature\n",
+    "hidden_dim = 512\n",
+    "## MedImageInsight model embeddings dimensions: 1024,\n",
+    "in_channels = 1024  ## Matching the input channel of the adaptor model with the MedImageInsight embeddings channels\n",
+    "\n",
+    "## Define the model, transforms, optimizer and loss function\n",
+    "model = training.create_model(in_channels, hidden_dim, num_class)\n",
+    "learning_rate = 0.0003\n",
+    "print(\"Learning rate: {}\".format(learning_rate))\n",
+    "loss_function_ts = torch.nn.CrossEntropyLoss()\n",
+    "print(\"Loss for training: {}\".format(\"CrossEntropyLoss\"))\n",
+    "optimizer = torch.optim.AdamW(model.parameters(), lr=learning_rate)\n",
+    "print(\"Optimizer for training: {}\".format(optimizer))\n",
+    "\n",
+    "## Define Output Directory\n",
+    "output_dir = os.path.join(\"./medimageinsight_tutorial_output\", \"adaptor_model\")\n",
+    "training.create_output_directory(output_dir)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "**Training the Adaptor Model**\n",
+    "\n",
+    "In this section, we train the adapter model using the prepared training and validation DataLoaders. We only need to train such a small model with **~12 seconds** to have a performance boost in classificaiton accuracy. We set the maximum number of training epochs and initiate the training process:\n",
+    "- **Maximum Epochs** (max_epoch): We set the number of training epochs to 30, which determines how many times the model will iterate over the entire training dataset.\n",
+    "\n",
+    "We then call the training function:\n",
+    "`training.trainer` Function: This function handles the training loop, validation, and performance tracking.\n",
+    "- Input Parameters: \n",
+    "    1. `train_ds`: The DataLoader for the training dataset\n",
+    "    2. `val_ds`: The DataLoader for the validation dataset\n",
+    "    3. `model`: The adaptor model to be trained\n",
+    "    4. `loss_function_ts`: The loss function (`CrossEntrpyLoss`) used for optimization\n",
+    "    5. `optimizer`: The optimizer (`AdamW`) initialized earlier\n",
+    "    6. `epochs`: Number of Epochs to train the model (`max_epoch`)\n",
+    "    7. `root_dir`: Directory to save model checkpoints and logs (`output_dir`)\n",
+    "\n",
+    "After training, the function returns the best accuracy `best_accuracy` and AUC `best_auc` (Area Under the Receiver Operating Characteristic Curve) achieved on the validation set. We then print these metrics, formatted to four decimal places, to summarize the model's performance. This step completes the training process and provides insight into how well the adapter model generalizes to unseen data."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "----------\n",
+      "Epoch 1/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 1.5813\n",
+      "2/10, train_loss: 1.6976\n",
+      "3/10, train_loss: 1.6367\n",
+      "4/10, train_loss: 1.6403\n",
+      "5/10, train_loss: 1.9047\n",
+      "6/10, train_loss: 1.7737\n",
+      "7/10, train_loss: 1.7230\n",
+      "8/10, train_loss: 1.6326\n",
+      "9/10, train_loss: 1.6112\n",
+      "10/10, train_loss: 1.5653\n",
+      "Epoch 1 average loss: 1.6766\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                \r"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Saved new best metric model\n",
+      "Current epoch: 1 Current AUC: 0.9453 Current accuracy: 0.1500 Best AUC: 0.9453 Best accuracy: 0.1500 at epoch: 1\n",
+      "----------\n",
+      "Epoch 2/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=1:  10%|██▉                          | 1/10 [00:00<00:01,  8.60it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 1.5621\n",
+      "2/10, train_loss: 1.5254\n",
+      "3/10, train_loss: 1.5202\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "4/10, train_loss: 1.7056\n",
+      "5/10, train_loss: 1.5359\n",
+      "6/10, train_loss: 1.5696\n",
+      "7/10, train_loss: 1.5177\n",
+      "8/10, train_loss: 1.6293\n",
+      "9/10, train_loss: 1.7059\n",
+      "10/10, train_loss: 1.5176\n",
+      "Epoch 2 average loss: 1.5789\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 2 Current AUC: 0.9175 Current accuracy: 0.4500 Best AUC: 0.9453 Best accuracy: 0.1500 at epoch: 1\n",
+      "----------\n",
+      "Epoch 3/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=2:  10%|██▉                          | 1/10 [00:00<00:01,  8.31it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 1.4063\n",
+      "2/10, train_loss: 1.3812\n",
+      "3/10, train_loss: 1.4016\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "4/10, train_loss: 1.3804\n",
+      "5/10, train_loss: 1.2483\n",
+      "6/10, train_loss: 1.2605\n",
+      "7/10, train_loss: 1.0962\n",
+      "8/10, train_loss: 1.0831\n",
+      "9/10, train_loss: 1.0953\n",
+      "10/10, train_loss: 1.8065\n",
+      "Epoch 3 average loss: 1.3160\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                \r"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 3 Current AUC: 0.8884 Current accuracy: 0.5500 Best AUC: 0.9453 Best accuracy: 0.1500 at epoch: 1\n",
+      "----------\n",
+      "Epoch 4/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=3:  10%|██▉                          | 1/10 [00:00<00:01,  8.06it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.9288\n",
+      "2/10, train_loss: 1.0139\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "3/10, train_loss: 0.6121\n",
+      "4/10, train_loss: 1.0029\n",
+      "5/10, train_loss: 0.7183\n",
+      "6/10, train_loss: 0.4554\n",
+      "7/10, train_loss: 1.0860\n",
+      "8/10, train_loss: 0.4045\n",
+      "9/10, train_loss: 1.1928\n",
+      "10/10, train_loss: 0.9781\n",
+      "Epoch 4 average loss: 0.8393\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 4 Current AUC: 0.8953 Current accuracy: 0.7000 Best AUC: 0.9453 Best accuracy: 0.1500 at epoch: 1\n",
+      "----------\n",
+      "Epoch 5/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=4:  10%|██▉                          | 1/10 [00:00<00:01,  7.85it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.2649\n",
+      "2/10, train_loss: 0.5434\n",
+      "3/10, train_loss: 0.2988\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "4/10, train_loss: 0.6955\n",
+      "5/10, train_loss: 0.1939\n",
+      "6/10, train_loss: 1.3146\n",
+      "7/10, train_loss: 0.3833\n",
+      "8/10, train_loss: 0.6715\n",
+      "9/10, train_loss: 0.4480\n",
+      "10/10, train_loss: 0.8444\n",
+      "Epoch 5 average loss: 0.5658\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                \r"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Saved new best metric model\n",
+      "Current epoch: 5 Current AUC: 0.9499 Current accuracy: 0.7000 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 6/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=5:  10%|██▉                          | 1/10 [00:00<00:01,  8.34it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.5030\n",
+      "2/10, train_loss: 0.3654\n",
+      "3/10, train_loss: 0.2931\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "4/10, train_loss: 0.4244\n",
+      "5/10, train_loss: 0.7524\n",
+      "6/10, train_loss: 0.7274\n",
+      "7/10, train_loss: 0.2100\n",
+      "8/10, train_loss: 0.1087\n",
+      "9/10, train_loss: 0.4250\n",
+      "10/10, train_loss: 0.4756\n",
+      "Epoch 6 average loss: 0.4285\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 6 Current AUC: 0.8802 Current accuracy: 0.6500 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 7/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=6:  10%|██▉                          | 1/10 [00:00<00:01,  7.69it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.7299\n",
+      "2/10, train_loss: 0.2515\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "3/10, train_loss: 0.3876\n",
+      "4/10, train_loss: 0.0720\n",
+      "5/10, train_loss: 0.1031\n",
+      "6/10, train_loss: 0.1752\n",
+      "7/10, train_loss: 0.0867\n",
+      "8/10, train_loss: 0.1442\n",
+      "9/10, train_loss: 0.0951\n",
+      "10/10, train_loss: 0.3926\n",
+      "Epoch 7 average loss: 0.2438\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                \r"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 7 Current AUC: 0.9481 Current accuracy: 0.7500 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 8/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=7:  10%|██▉                          | 1/10 [00:00<00:01,  8.17it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.0555\n",
+      "2/10, train_loss: 0.2965\n",
+      "3/10, train_loss: 0.0596\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "4/10, train_loss: 0.2548\n",
+      "5/10, train_loss: 0.0887\n",
+      "6/10, train_loss: 0.3498\n",
+      "7/10, train_loss: 0.0684\n",
+      "8/10, train_loss: 0.0280\n",
+      "9/10, train_loss: 0.1248\n",
+      "10/10, train_loss: 0.5311\n",
+      "Epoch 8 average loss: 0.1857\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 8 Current AUC: 0.9100 Current accuracy: 0.6500 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 9/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=8:  10%|██▉                          | 1/10 [00:00<00:01,  8.13it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.0963\n",
+      "2/10, train_loss: 0.0385\n",
+      "3/10, train_loss: 0.0461\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "4/10, train_loss: 0.0319\n",
+      "5/10, train_loss: 0.1067\n",
+      "6/10, train_loss: 0.1319\n",
+      "7/10, train_loss: 0.0843\n",
+      "8/10, train_loss: 0.0077\n",
+      "9/10, train_loss: 0.2154\n",
+      "10/10, train_loss: 0.0748\n",
+      "Epoch 9 average loss: 0.0833\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 9 Current AUC: 0.9322 Current accuracy: 0.7000 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 10/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=9:  10%|██▉                          | 1/10 [00:00<00:01,  8.42it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.0157\n",
+      "2/10, train_loss: 0.0417\n",
+      "3/10, train_loss: 0.0825\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "4/10, train_loss: 0.0029\n",
+      "5/10, train_loss: 0.1888\n",
+      "6/10, train_loss: 0.1109\n",
+      "7/10, train_loss: 0.2194\n",
+      "8/10, train_loss: 0.0617\n",
+      "9/10, train_loss: 0.2917\n",
+      "10/10, train_loss: 0.2024\n",
+      "Epoch 10 average loss: 0.1218\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 10 Current AUC: 0.8993 Current accuracy: 0.7000 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 11/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=10:  10%|██▊                         | 1/10 [00:00<00:01,  8.43it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.0708\n",
+      "2/10, train_loss: 0.0312\n",
+      "3/10, train_loss: 0.0026\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "4/10, train_loss: 0.0014\n",
+      "5/10, train_loss: 0.5507\n",
+      "6/10, train_loss: 0.3277\n",
+      "7/10, train_loss: 0.1132\n",
+      "8/10, train_loss: 0.2167\n",
+      "9/10, train_loss: 0.0010\n",
+      "10/10, train_loss: 0.0196\n",
+      "Epoch 11 average loss: 0.1335\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 11 Current AUC: 0.9156 Current accuracy: 0.7000 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 12/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=11:  10%|██▊                         | 1/10 [00:00<00:01,  8.49it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.0742\n",
+      "2/10, train_loss: 0.5229\n",
+      "3/10, train_loss: 1.8337\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "4/10, train_loss: 0.0466\n",
+      "5/10, train_loss: 0.4879\n",
+      "6/10, train_loss: 0.1506\n",
+      "7/10, train_loss: 0.0141\n",
+      "8/10, train_loss: 0.0841\n",
+      "9/10, train_loss: 0.0092\n",
+      "10/10, train_loss: 0.3977\n",
+      "Epoch 12 average loss: 0.3621\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 12 Current AUC: 0.9120 Current accuracy: 0.7500 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 13/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=12:  10%|██▊                         | 1/10 [00:00<00:01,  8.11it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.0034\n",
+      "2/10, train_loss: 0.0186\n",
+      "3/10, train_loss: 0.0879\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "4/10, train_loss: 0.0570\n",
+      "5/10, train_loss: 0.1547\n",
+      "6/10, train_loss: 0.0034\n",
+      "7/10, train_loss: 0.0239\n",
+      "8/10, train_loss: 0.0578\n",
+      "9/10, train_loss: 0.0400\n",
+      "10/10, train_loss: 0.3563\n",
+      "Epoch 13 average loss: 0.0803\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 13 Current AUC: 0.9459 Current accuracy: 0.7500 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 14/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=13:  10%|██▊                         | 1/10 [00:00<00:01,  7.89it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.0052\n",
+      "2/10, train_loss: 0.0155\n",
+      "3/10, train_loss: 0.0216\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "4/10, train_loss: 0.0740\n",
+      "5/10, train_loss: 0.0346\n",
+      "6/10, train_loss: 0.0487\n",
+      "7/10, train_loss: 0.0040\n",
+      "8/10, train_loss: 0.0894\n",
+      "9/10, train_loss: 0.2139\n",
+      "10/10, train_loss: 0.0100\n",
+      "Epoch 14 average loss: 0.0517\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 14 Current AUC: 0.9426 Current accuracy: 0.7500 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 15/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=14:  10%|██▊                         | 1/10 [00:00<00:01,  7.32it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.0027\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2/10, train_loss: 0.0105\n",
+      "3/10, train_loss: 0.0651\n",
+      "4/10, train_loss: 0.0494\n",
+      "5/10, train_loss: 0.0152\n",
+      "6/10, train_loss: 0.0043\n",
+      "7/10, train_loss: 0.0189\n",
+      "8/10, train_loss: 0.0275\n",
+      "9/10, train_loss: 0.0480\n",
+      "10/10, train_loss: 0.0258\n",
+      "Epoch 15 average loss: 0.0267\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 15 Current AUC: 0.9452 Current accuracy: 0.7500 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 16/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=15:  10%|██▊                         | 1/10 [00:00<00:01,  8.15it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.0082\n",
+      "2/10, train_loss: 0.0089\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "3/10, train_loss: 0.0106\n",
+      "4/10, train_loss: 0.0331\n",
+      "5/10, train_loss: 0.0033\n",
+      "6/10, train_loss: 0.0021\n",
+      "7/10, train_loss: 0.0039\n",
+      "8/10, train_loss: 0.0072\n",
+      "9/10, train_loss: 0.0041\n",
+      "10/10, train_loss: 0.0005\n",
+      "Epoch 16 average loss: 0.0082\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 16 Current AUC: 0.9460 Current accuracy: 0.7500 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 17/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=16:  10%|██▊                         | 1/10 [00:00<00:01,  8.39it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.0019\n",
+      "2/10, train_loss: 0.0040\n",
+      "3/10, train_loss: 0.0037\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "4/10, train_loss: 0.0023\n",
+      "5/10, train_loss: 0.0017\n",
+      "6/10, train_loss: 0.0015\n",
+      "7/10, train_loss: 0.0012\n",
+      "8/10, train_loss: 0.0007\n",
+      "9/10, train_loss: 0.0034\n",
+      "10/10, train_loss: 0.0152\n",
+      "Epoch 17 average loss: 0.0036\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 17 Current AUC: 0.9436 Current accuracy: 0.7500 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 18/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=17:  10%|██▊                         | 1/10 [00:00<00:01,  7.89it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.0027\n",
+      "2/10, train_loss: 0.0007\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "3/10, train_loss: 0.0017\n",
+      "4/10, train_loss: 0.0027\n",
+      "5/10, train_loss: 0.0018\n",
+      "6/10, train_loss: 0.0004\n",
+      "7/10, train_loss: 0.0013\n",
+      "8/10, train_loss: 0.0005\n",
+      "9/10, train_loss: 0.0016\n",
+      "10/10, train_loss: 0.0088\n",
+      "Epoch 18 average loss: 0.0022\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 18 Current AUC: 0.9436 Current accuracy: 0.7500 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 19/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=18:  10%|██▊                         | 1/10 [00:00<00:01,  8.02it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.0006\n",
+      "2/10, train_loss: 0.0002\n",
+      "3/10, train_loss: 0.0011\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "4/10, train_loss: 0.0011\n",
+      "5/10, train_loss: 0.0006\n",
+      "6/10, train_loss: 0.0015\n",
+      "7/10, train_loss: 0.0066\n",
+      "8/10, train_loss: 0.0008\n",
+      "9/10, train_loss: 0.0018\n",
+      "10/10, train_loss: 0.0011\n",
+      "Epoch 19 average loss: 0.0016\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 19 Current AUC: 0.9397 Current accuracy: 0.7500 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 20/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=19:  10%|██▊                         | 1/10 [00:00<00:01,  8.73it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.0009\n",
+      "2/10, train_loss: 0.0045\n",
+      "3/10, train_loss: 0.0013\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "4/10, train_loss: 0.0006\n",
+      "5/10, train_loss: 0.0008\n",
+      "6/10, train_loss: 0.0006\n",
+      "7/10, train_loss: 0.0010\n",
+      "8/10, train_loss: 0.0008\n",
+      "9/10, train_loss: 0.0012\n",
+      "10/10, train_loss: 0.0011\n",
+      "Epoch 20 average loss: 0.0013\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 20 Current AUC: 0.9397 Current accuracy: 0.7500 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 21/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=20:  10%|██▊                         | 1/10 [00:00<00:01,  8.12it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.0004\n",
+      "2/10, train_loss: 0.0009\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "3/10, train_loss: 0.0009\n",
+      "4/10, train_loss: 0.0017\n",
+      "5/10, train_loss: 0.0011\n",
+      "6/10, train_loss: 0.0009\n",
+      "7/10, train_loss: 0.0027\n",
+      "8/10, train_loss: 0.0006\n",
+      "9/10, train_loss: 0.0005\n",
+      "10/10, train_loss: 0.0006\n",
+      "Epoch 21 average loss: 0.0010\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 21 Current AUC: 0.9370 Current accuracy: 0.7500 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 22/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=21:  10%|██▊                         | 1/10 [00:00<00:00,  9.15it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.0008\n",
+      "2/10, train_loss: 0.0026\n",
+      "3/10, train_loss: 0.0004\n",
+      "4/10, train_loss: 0.0009\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "5/10, train_loss: 0.0007\n",
+      "6/10, train_loss: 0.0001\n",
+      "7/10, train_loss: 0.0017\n",
+      "8/10, train_loss: 0.0008\n",
+      "9/10, train_loss: 0.0009\n",
+      "10/10, train_loss: 0.0004\n",
+      "Epoch 22 average loss: 0.0009\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 22 Current AUC: 0.9370 Current accuracy: 0.7500 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 23/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=22:  10%|██▊                         | 1/10 [00:00<00:01,  8.55it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.0002\n",
+      "2/10, train_loss: 0.0007\n",
+      "3/10, train_loss: 0.0008\n",
+      "4/10, train_loss: 0.0012\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "5/10, train_loss: 0.0006\n",
+      "6/10, train_loss: 0.0021\n",
+      "7/10, train_loss: 0.0004\n",
+      "8/10, train_loss: 0.0003\n",
+      "9/10, train_loss: 0.0010\n",
+      "10/10, train_loss: 0.0009\n",
+      "Epoch 23 average loss: 0.0008\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 23 Current AUC: 0.9370 Current accuracy: 0.7500 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 24/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=23:  10%|██▊                         | 1/10 [00:00<00:01,  8.26it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.0005\n",
+      "2/10, train_loss: 0.0006\n",
+      "3/10, train_loss: 0.0002\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "4/10, train_loss: 0.0007\n",
+      "5/10, train_loss: 0.0004\n",
+      "6/10, train_loss: 0.0003\n",
+      "7/10, train_loss: 0.0005\n",
+      "8/10, train_loss: 0.0022\n",
+      "9/10, train_loss: 0.0009\n",
+      "10/10, train_loss: 0.0009\n",
+      "Epoch 24 average loss: 0.0007\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 24 Current AUC: 0.9370 Current accuracy: 0.7500 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 25/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=24:  10%|██▊                         | 1/10 [00:00<00:01,  7.56it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.0008\n",
+      "2/10, train_loss: 0.0002\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "3/10, train_loss: 0.0006\n",
+      "4/10, train_loss: 0.0006\n",
+      "5/10, train_loss: 0.0006\n",
+      "6/10, train_loss: 0.0016\n",
+      "7/10, train_loss: 0.0003\n",
+      "8/10, train_loss: 0.0008\n",
+      "9/10, train_loss: 0.0007\n",
+      "10/10, train_loss: 0.0004\n",
+      "Epoch 25 average loss: 0.0007\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 25 Current AUC: 0.9370 Current accuracy: 0.7500 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 26/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=25:  10%|██▊                         | 1/10 [00:00<00:01,  8.83it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.0005\n",
+      "2/10, train_loss: 0.0004\n",
+      "3/10, train_loss: 0.0007\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "4/10, train_loss: 0.0005\n",
+      "5/10, train_loss: 0.0004\n",
+      "6/10, train_loss: 0.0004\n",
+      "7/10, train_loss: 0.0001\n",
+      "8/10, train_loss: 0.0014\n",
+      "9/10, train_loss: 0.0012\n",
+      "10/10, train_loss: 0.0005\n",
+      "Epoch 26 average loss: 0.0006\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                \r"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 26 Current AUC: 0.9370 Current accuracy: 0.7500 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 27/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=26:  10%|██▊                         | 1/10 [00:00<00:01,  8.04it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.0007\n",
+      "2/10, train_loss: 0.0004\n",
+      "3/10, train_loss: 0.0014\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "4/10, train_loss: 0.0008\n",
+      "5/10, train_loss: 0.0004\n",
+      "6/10, train_loss: 0.0001\n",
+      "7/10, train_loss: 0.0004\n",
+      "8/10, train_loss: 0.0008\n",
+      "9/10, train_loss: 0.0002\n",
+      "10/10, train_loss: 0.0006\n",
+      "Epoch 27 average loss: 0.0006\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 27 Current AUC: 0.9370 Current accuracy: 0.7500 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 28/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=27:  10%|██▊                         | 1/10 [00:00<00:01,  8.46it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.0005\n",
+      "2/10, train_loss: 0.0004\n",
+      "3/10, train_loss: 0.0005\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "4/10, train_loss: 0.0003\n",
+      "5/10, train_loss: 0.0001\n",
+      "6/10, train_loss: 0.0008\n",
+      "7/10, train_loss: 0.0003\n",
+      "8/10, train_loss: 0.0004\n",
+      "9/10, train_loss: 0.0005\n",
+      "10/10, train_loss: 0.0015\n",
+      "Epoch 28 average loss: 0.0005\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 28 Current AUC: 0.9402 Current accuracy: 0.7500 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 29/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=28:  10%|██▊                         | 1/10 [00:00<00:01,  8.66it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.0003\n",
+      "2/10, train_loss: 0.0003\n",
+      "3/10, train_loss: 0.0004\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "4/10, train_loss: 0.0003\n",
+      "5/10, train_loss: 0.0014\n",
+      "6/10, train_loss: 0.0005\n",
+      "7/10, train_loss: 0.0005\n",
+      "8/10, train_loss: 0.0005\n",
+      "9/10, train_loss: 0.0006\n",
+      "10/10, train_loss: 0.0003\n",
+      "Epoch 29 average loss: 0.0005\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 29 Current AUC: 0.9402 Current accuracy: 0.7500 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "----------\n",
+      "Epoch 30/30\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Train Epoch=29:  10%|██▊                         | 1/10 [00:00<00:01,  8.51it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1/10, train_loss: 0.0004\n",
+      "2/10, train_loss: 0.0011\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "3/10, train_loss: 0.0004\n",
+      "4/10, train_loss: 0.0004\n",
+      "5/10, train_loss: 0.0003\n",
+      "6/10, train_loss: 0.0002\n",
+      "7/10, train_loss: 0.0001\n",
+      "8/10, train_loss: 0.0006\n",
+      "9/10, train_loss: 0.0008\n",
+      "10/10, train_loss: 0.0004\n",
+      "Epoch 30 average loss: 0.0005\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "                                                                                "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Current epoch: 30 Current AUC: 0.9402 Current accuracy: 0.7500 Best AUC: 0.9499 Best accuracy: 0.7000 at epoch: 5\n",
+      "Total Training Time: 00:00:21.83\n",
+      "Training completed, best_metric: 0.9499 at epoch: 5\n",
+      "Best Accuracy of the Adaptor: 0.7000\n",
+      "Best AUC of the Adaptor: 0.9499\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "\r"
+     ]
+    }
+   ],
+   "source": [
+    "max_epoch = 30\n",
+    "best_accuracy, best_auc = training.trainer(\n",
+    "    train_ds,\n",
+    "    val_ds,\n",
+    "    model,\n",
+    "    loss_function_ts,\n",
+    "    optimizer,\n",
+    "    epochs=max_epoch,\n",
+    "    root_dir=output_dir,\n",
+    ")\n",
+    "print(f\"Best Accuracy of the Adaptor: {best_accuracy:.4f}\")\n",
+    "print(f\"Best AUC of the Adaptor: {best_auc:.4f}\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 3. Evaluate Classification Accuracy\n",
+    "\n",
+    "In this section, we perform inference using the trained adapter model on the test dataset and evaluate the MLP's performance by computing the accuracy and visualizing the confusion matrix. The process is divided into two main steps:\n",
+    "\n",
+    "- **3.1 Perform Inference on Testing Data**  \n",
+    "\n",
+    "    First, we prepare the test dataset and perform inference:\n",
+    "\n",
+    "   - **Load the Test Dataset:** We read the test CSV file, which contains the test data split:\n",
+    "      - **Test set:** `./classification_demo/data_input/adaptor_tutorial_test_split.csv`\n",
+    "   - **Load Test Image Embeddings:** We use the image embeddings computed earlier and create a DataFrame `df_features` containing image names and their corresponding embeddings\n",
+    "   - **Load the Trained Adapter Model:** We initialize the adapter model architecture and load the trained weights from the saved model file: \n",
+    "      - **Model path:** `./medimageinsight_tutorial_output/adaptor_model/best_metric_model.pth`\n",
+    "   - **Perform Inference:** We use the `training.perform_inference function` to run the model on the test dataset and obtain predictions.\n",
+    "\n",
+    "- **3.2. Evaluate Model Performance**\n",
+    "    \n",
+    "    After obtaining the predictions, we evaluate the model's performance:\n",
+    "    - Extract Ground Truth and Predicted Labels:\n",
+    "       - Ground Truth Labels: We retrieve the true labels (`gtlabel_list`) and label categories (`gtlabel_category`) from the test DataFrame based on the image names in the predictions.\n",
+    "       - Predicted Labels: We extract the predicted class labels (`pred_label_list`) from the model's output.\n",
+    "    - Evaluate Quantitative Result: \n",
+    "       - Accuracy Metric: Provides an overall measure of how well the model correctly predicts the pathology classes. In this scenario, **only one category per subject** is used to perform as **multi-class classification** task.\n",
+    "       - Confusion Matrix: Offers detailed insights into which classes are being correctly identified and where misclassifications are occurring, helping to identify patterns and areas for improvement"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/mnt/batch/tasks/shared/LS_root/mounts/clusters/jmerkow-cpu4/code/Users/jmerkow/healthcareai-azureml-examples/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/adaptor_training/training.py:306: FutureWarning: You are using `torch.load` with `weights_only=False` (the current default value), which uses the default pickle module implicitly. It is possible to construct malicious pickle data which will execute arbitrary code during unpickling (See https://github.com/pytorch/pytorch/blob/main/SECURITY.md#untrusted-models for more details). In a future release, the default value for `weights_only` will be flipped to `True`. This limits the functions that could be executed during unpickling. Arbitrary objects will no longer be allowed to be loaded via this mode unless they are explicitly allowlisted by the user via `torch.serialization.add_safe_globals`. We recommend you start setting `weights_only=True` for any use case where you don't have full control of the loaded file. Please open an issue on GitHub for any issues related to this experimental feature.\n",
+      "  model.load_state_dict(torch.load(model_path, map_location=device))\n",
+      "Inference: 100%|███████████████████████████████| 20/20 [00:00<00:00, 141.56it/s]\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Accuracy: 0.7000\n",
+      "F1-Score: 0.7134\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Model parameters (adjust according to your model)\n",
+    "model_path = os.path.join(\n",
+    "    output_dir, \"best_metric_model.pth\"\n",
+    ")  # Path to your saved model\n",
+    "test_csv_path = \"./classification_demo/data_input/adaptor_tutorial_test_split.csv\"  # Path to your test CSV file\n",
+    "\n",
+    "# Load the features DataFrame (same as during training)\n",
+    "df_features = pd.DataFrame(\n",
+    "    {\n",
+    "        \"Name\": list(image_embedding_dict.keys()),\n",
+    "        \"features\": [v[\"image_feature\"] for v in image_embedding_dict.values()],\n",
+    "    }\n",
+    ")\n",
+    "\n",
+    "\n",
+    "# Prepare test data\n",
+    "test_df = pd.read_csv(test_csv_path)\n",
+    "test_merged = pd.merge(test_df, df_features, on=\"Name\", how=\"inner\")\n",
+    "\n",
+    "test_samples = {\n",
+    "    \"features\": test_merged[\"features\"].tolist(),\n",
+    "    \"img_name\": test_merged[\"Name\"].tolist(),\n",
+    "}\n",
+    "\n",
+    "# Create the DataLoader\n",
+    "test_ds = training.create_data_loader(\n",
+    "    test_samples,\n",
+    "    csv=test_merged,\n",
+    "    mode=\"test\",\n",
+    "    batch_size=1,\n",
+    "    num_workers=2,\n",
+    "    pin_memory=True,\n",
+    ")\n",
+    "\n",
+    "# Perform inference\n",
+    "model_inference = training.create_model(in_channels, hidden_dim, num_class)\n",
+    "# Load the trained model\n",
+    "model_inference = training.load_trained_model(model_inference, model_path)\n",
+    "predictions = training.perform_inference(model_inference, test_ds)\n",
+    "\n",
+    "# Extract ground truth labels from the image names in predictions\n",
+    "gtlabel_list = [\n",
+    "    test_df[test_df[\"Name\"] == pred[\"Name\"]][\"Label\"].values[0] for pred in predictions\n",
+    "]\n",
+    "gtlabel_category = [\n",
+    "    test_df[test_df[\"Name\"] == pred[\"Name\"]][\"Label Category\"].values[0]\n",
+    "    for pred in predictions\n",
+    "]\n",
+    "# Extract predicted labels from the predictions\n",
+    "pred_label_list = [pred[\"PredictedClass\"] for pred in predictions]\n",
+    "\n",
+    "# Compute accuracy\n",
+    "correct_predictions = sum(\n",
+    "    [1 for gt, pred in zip(gtlabel_list, pred_label_list) if gt == pred]\n",
+    ")\n",
+    "accuracy = correct_predictions / len(gtlabel_list)\n",
+    "score = f1_score(gtlabel_list, pred_label_list, average=\"weighted\")\n",
+    "print(f\"Accuracy: {accuracy:.4f}\")\n",
+    "print(f\"F1-Score: {score:.4f}\")\n",
+    "\n",
+    "# Compute the confusion matrix\n",
+    "cm = confusion_matrix(gtlabel_list, pred_label_list)\n",
+    "\n",
+    "# Plot the confusion matrix\n",
+    "disp = ConfusionMatrixDisplay(\n",
+    "    confusion_matrix=cm,\n",
+    "    display_labels=[\n",
+    "        \"No Findings\",\n",
+    "        \"Support Devices\",\n",
+    "        \"Pleural Effusion\",\n",
+    "        \"Cardiomegaly\",\n",
+    "        \"Atelectasis\",\n",
+    "    ],\n",
+    ")\n",
+    "disp.plot(cmap=plt.cm.Blues)\n",
+    "plt.xticks(rotation=45, ha=\"right\")\n",
+    "plt.title(\"Confusion Matrix\")\n",
+    "plt.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "**Key Insights:**\n",
+    "\n",
+    "1. **Overall Accuracy:**\n",
+    "The model achieved an accuracy of 0.7500 (75%), meaning that 75% of the predictions made by the model were correct and demonstrating a significant improvement comparing with the zero-shot performance from the previous [notebook](./05.medimageinsight.demo.zero_shot_classification.ipynb). While this is a strong result, there is still room for improvement.\n",
+    "\n",
+    "2. **Confusion Matrix Observations:**\n",
+    "- Most of the classes are classified correctly with most of the subjects, especially the unseen class Support Devices.\n",
+    "- However, the missclassified cases are always classified as Atelectasis\n",
+    "\n",
+    "3. **Misclassification Trends:**\n",
+    "The most common misclassification occurred with the Atelectasis class, which was often predicted incorrectly for other classes, such as No Findings, Pleural Effusion, and Cardiomegaly. This suggests that the model might have difficulty distinguishing Atelectasis from other similar pathologies or normal cases.\n",
+    "\n",
+    "**Recommendations for Next Steps:**\n",
+    "1. **Class-Specific Fine-Tuning:**\n",
+    "Given the frequent misclassification of other classes as Atelectasis, it may be beneficial to fine-tune the model on more specific examples of Atelectasis to improve its discrimination from other pathologies. Consider augmenting the dataset with more diverse and representative samples of Atelectasis.\n",
+    "2. **Further Model Fine-Tuning:**\n",
+    "Re-training the model with a focus on reducing misclassifications, particularly for Atelectasis and related classes, could improve performance. Consider using techniques such as class balancing or weighted loss functions to mitigate the effect of imbalanced data."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 4. Visualizing Adapter Model Predictions and Comparison with Zero-Shot Classification\n",
+    "In this section, similar to the approach taken in the previous [notebook](./05.medimageinsight.demo.zero_shot_classification.ipynb), we visualize images to evaluate the quality of our adapter model. We use the same four subjects from the previous analysis and observe how the class predictions have changed for the misclassified subjects in the zero-shot classification approach.\n",
+    "\n",
+    "**Key Insights from Visualizations**\n",
+    "1. Improvements in Predictions:\n",
+    "By applying the adapter model, we can observe how the model's predictions have improved over the zero-shot approach for some subjects. For instance, subjects that were previously misclassified in the zero-shot classification, such as those from the No Findings or Support Devices categories, now have more accurate predictions, reducing some of the model's earlier confusion.\n",
+    "\n",
+    "2. Consistency with Prior Examples:\n",
+    "Using the same four subjects as in the zero-shot classification, we can compare the qualitative improvements or persisting errors between the two approaches. This direct comparison highlights the areas where the adapter model has successfully corrected previous mistakes and where further refinements are still needed."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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+      "text/plain": [
+       "<Figure size 3000x1000 with 4 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "## Organize and save the results for sample selection and visualization\n",
+    "label_category = [\n",
+    "    \"No Findings\",\n",
+    "    \"Support Devices\",\n",
+    "    \"Pleural Effusion\",\n",
+    "    \"Cardiomegaly\",\n",
+    "    \"Atelectasis\",\n",
+    "]\n",
+    "\n",
+    "df = pd.DataFrame(\n",
+    "    {\n",
+    "        \"file_name\": [pred[\"Name\"] for pred in predictions],\n",
+    "        \"zero_shot_pred\": [\n",
+    "            label_category[pred[\"PredictedClass\"]] for pred in predictions\n",
+    "        ],\n",
+    "        \"ground_truth_label\": gtlabel_category,\n",
+    "    }\n",
+    ")\n",
+    "df.to_csv(\n",
+    "    \"./classification_demo/data_input/adaptor_finetuning_classification_results.csv\",\n",
+    "    index=False,\n",
+    ")\n",
+    "\n",
+    "## Load Zero-Shot Classification Results\n",
+    "df_zero_shot = pd.read_csv(\n",
+    "    \"./classification_demo/data_input/zero_shot_classification_results.csv\"\n",
+    ")\n",
+    "\n",
+    "# Select four images to visualize (Two correct examples and two failed examples)\n",
+    "selected_images = [\n",
+    "    \"1.3.6.1.4.1.55648.013051327602219610100989737191708734008.2.1.green.dcm\",\n",
+    "    \"1.3.6.1.4.1.55648.045678110342520932233807899271374363433.1.1.green.dcm\",\n",
+    "    \"1.3.6.1.4.1.55648.255611619245397591591431066926543031128.1312.1.green.dcm\",\n",
+    "    \"1.3.6.1.4.1.55648.023647312006371870964474485493542161185.1.1.green.dcm\",\n",
+    "]\n",
+    "\n",
+    "selected_data = {\n",
+    "    image: {\n",
+    "        \"selected_zero_shot_pred\": df_zero_shot.loc[\n",
+    "            df_zero_shot[\"file_name\"] == image, \"zero_shot_pred\"\n",
+    "        ].values[0],\n",
+    "        \"selected_adaptor_pred\": df.loc[\n",
+    "            df[\"file_name\"] == image, \"zero_shot_pred\"\n",
+    "        ].values[0],\n",
+    "        \"selected_ground_truth_labels\": df.loc[\n",
+    "            df[\"file_name\"] == image, \"ground_truth_label\"\n",
+    "        ].values[0],\n",
+    "    }\n",
+    "    for image in selected_images\n",
+    "}\n",
+    "\n",
+    "fig, axs = plt.subplots(1, 4, figsize=(30, 10))\n",
+    "for i, image_name in enumerate(selected_images):\n",
+    "    zeroshot_prediction = selected_data[image_name][\"selected_zero_shot_pred\"]\n",
+    "    adaptor_prediction = selected_data[image_name][\"selected_adaptor_pred\"]\n",
+    "    gt = selected_data[image_name][\"selected_ground_truth_labels\"]\n",
+    "    image_path = os.path.join(input_folder, image_name)\n",
+    "    if image_name.endswith(\".dcm\"):\n",
+    "        reader = sitk.ImageFileReader()\n",
+    "        reader.SetFileName(image_path)\n",
+    "        image = sitk.GetArrayFromImage(reader.Execute())[0, :, :]\n",
+    "    elif image_name.endswith(\".png\"):\n",
+    "        image = Image.open(image_path)\n",
+    "    axs[i].imshow(image, cmap=\"bone\")\n",
+    "    axs[i].axis(\"off\")\n",
+    "    axs[i].set_title(\n",
+    "        \"Zero-Shot Prediction: {}\\n Adaptor Prediction: {}\\n Ground-Truth Label: {}\".format(\n",
+    "            zeroshot_prediction, adaptor_prediction, gt\n",
+    "        )\n",
+    "    )\n",
+    "\n",
+    "plt.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 5. Final Remarks\n",
+    "\n",
+    "The adapter training approach significantly improves upon the initial zero-shot classification, particularly in terms of accuracy and the ability to differentiate between various pathologies. In this particular example we observe potential for further refinement by improving the model's specificity when it comes to classifying Atelectasis. In case if this were the case in real world, the next steps to consider for achieving better generalization to real-world scenarios would be introducing data augmentation, improving dataset diversity, end eventually performing end-to-end fine-tuning. "
+   ]
+  }
+ ],
+ "metadata": {
+  "kernel_info": {
+   "name": "python3"
+  },
+  "kernelspec": {
+   "display_name": "azureml_py310_sdkv2",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.10.14"
+  },
+  "microsoft": {
+   "ms_spell_check": {
+    "ms_spell_check_language": "en"
+   }
+  },
+  "nteract": {
+   "version": "nteract-front-end@1.0.0"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/advanced-call-example.ipynb b/sdk/python/foundation-models/healthcare-ai/medimageinsight/advanced-call-example.ipynb
new file mode 100644
index 00000000000..5412942a6be
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/advanced-call-example.ipynb
@@ -0,0 +1,546 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Scalable MedImageInsight Endpoint Usage\n",
+    "\n",
+    "**Requirements** - To run this notebook, you will need:\n",
+    "- A basic understanding of Python and medical image processing\n",
+    "- Access to an Azure Machine Learning workspace and an online endpoint\n",
+    "- Installed necessary Python packages listed below\n",
+    "\n",
+    "**Learning Objectives** - By the end of this tutorial, you will learn how to:\n",
+    "- Read and process DICOM images into NumPy arrays\n",
+    "- Convert processed images into image byte arrays\n",
+    "- Submit requests to an Azure Machine Learning endpoint with retry and rate limit handling\n",
+    "- Use `joblib` and `tqdm` for parallel processing and progress monitoring\n",
+    "\n",
+    "**Motivation** - This notebook demonstrates how to generate embeddings of medical images at scale using the MedImageInsight API while handling potential network issues gracefully.\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Prerequisites \n",
+    "\n",
+    "### Create MedImageInsight endpoint\n",
+    "* Follow instructions in [deploy](./deploy.ipynb)\n",
+    "\n",
+    "### Download data\n",
+    "\n",
+    "`azcopy copy --recursive https://azuremlexampledata.blob.core.windows.net/data/healthcare-ai/ /home/azureuser/data/`\n",
+    "\n",
+    "### Install Required Packages\n",
+    "\n",
+    "We need to install several packages to ensure all functionalities are available.\n",
+    "\n",
+    "`pip install 'tenacity~=9.0.0' 'ratelimit~=2.2.0' 'tqdm~=4.66.0' 'simpleitk~=2.4.0' 'joblib>1.4.0'`"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 1. Import Libraries\n",
+    "\n",
+    "Import all the required libraries for image processing, handling requests, and parallel processing.\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import numpy as np\n",
+    "from io import BytesIO\n",
+    "from PIL import Image\n",
+    "import itertools\n",
+    "import SimpleITK as sitk\n",
+    "import tempfile\n",
+    "from base64 import encodebytes\n",
+    "from azure.ai.ml import MLClient\n",
+    "from azure.identity import DefaultAzureCredential\n",
+    "import glob\n",
+    "from tenacity import retry, stop_after_attempt, wait_exponential, retry_if_exception\n",
+    "from ratelimit import limits, sleep_and_retry, RateLimitException\n",
+    "from requests.exceptions import ConnectionError, Timeout, HTTPError\n",
+    "import requests\n",
+    "from joblib import Parallel, delayed\n",
+    "from tqdm import tqdm\n",
+    "\n",
+    "# Suppress SimpleITK warnings\n",
+    "sitk.ProcessObject_SetGlobalWarningDisplay(False)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 2. Image Processing Functions\n",
+    "\n",
+    "Define functions to load, read, and convert DICOM files into image byte arrays.\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def load_databytes(path):\n",
+    "    \"\"\"\n",
+    "    Load data bytes from a file path.\n",
+    "\n",
+    "    Parameters\n",
+    "    ----------\n",
+    "    path : str\n",
+    "        File path.\n",
+    "\n",
+    "    Returns\n",
+    "    -------\n",
+    "    bytes\n",
+    "        Data bytes.\n",
+    "    \"\"\"\n",
+    "    with open(path, \"rb\") as f:\n",
+    "        return f.read()\n",
+    "\n",
+    "\n",
+    "def read_dicom_bytes_to_numpy(dicom_bytes: bytes) -> np.ndarray:\n",
+    "    \"\"\"\n",
+    "    Read DICOM data from bytes to a NumPy array, applying windowing and normalization.\n",
+    "\n",
+    "    Parameters\n",
+    "    ----------\n",
+    "    dicom_bytes : bytes\n",
+    "        The DICOM file content in bytes.\n",
+    "\n",
+    "    Returns\n",
+    "    -------\n",
+    "    np.ndarray\n",
+    "        The windowed image as a NumPy array.\n",
+    "    \"\"\"\n",
+    "    with tempfile.NamedTemporaryFile(suffix=\".dcm\") as temp_file:\n",
+    "        temp_file.write(dicom_bytes)\n",
+    "        temp_file.flush()\n",
+    "        img = sitk.ReadImage(temp_file.name)\n",
+    "        img_array = sitk.GetArrayFromImage(img).astype(np.float32)[0, :, :]\n",
+    "        img_array = np.clip(img_array, *np.percentile(img_array, [10, 90]))\n",
+    "        img_array = (\n",
+    "            (img_array - img_array.min()) * 255 / (img_array.max() - img_array.min())\n",
+    "        ).astype(np.uint8)\n",
+    "        return img_array\n",
+    "\n",
+    "\n",
+    "def numpy_to_image_bytearray(img: np.ndarray, format: str = \"PNG\") -> bytes:\n",
+    "    \"\"\"\n",
+    "    Convert a NumPy array to an image byte array.\n",
+    "\n",
+    "    Parameters\n",
+    "    ----------\n",
+    "    img : np.ndarray\n",
+    "        The image as a NumPy array.\n",
+    "    format : str, optional\n",
+    "        The image format, by default \"PNG\".\n",
+    "\n",
+    "    Returns\n",
+    "    -------\n",
+    "    bytes\n",
+    "        The image in byte array format.\n",
+    "    \"\"\"\n",
+    "    byte_io = BytesIO()\n",
+    "    pil_image = Image.fromarray(img)\n",
+    "    if pil_image.mode == \"L\":\n",
+    "        pil_image = pil_image.convert(\"RGB\")\n",
+    "    pil_image.save(byte_io, format=format)\n",
+    "    return byte_io.getvalue()\n",
+    "\n",
+    "\n",
+    "def read_to_imagebytes(dcm_bytes):\n",
+    "    \"\"\"\n",
+    "    Convert DICOM bytes to image byte array.\n",
+    "\n",
+    "    Parameters\n",
+    "    ----------\n",
+    "    dcm_bytes : bytes\n",
+    "        DICOM file content in bytes.\n",
+    "\n",
+    "    Returns\n",
+    "    -------\n",
+    "    bytes\n",
+    "        Image data in bytes.\n",
+    "    \"\"\"\n",
+    "    np_img = read_dicom_bytes_to_numpy(dcm_bytes)\n",
+    "    return numpy_to_image_bytearray(np_img)\n",
+    "\n",
+    "\n",
+    "def path_to_imagebytes(path):\n",
+    "    \"\"\"\n",
+    "    Convert a DICOM file at a given path to image byte array.\n",
+    "\n",
+    "    Parameters\n",
+    "    ----------\n",
+    "    path : str\n",
+    "        File path to the DICOM file.\n",
+    "\n",
+    "    Returns\n",
+    "    -------\n",
+    "    bytes\n",
+    "        Image data in bytes.\n",
+    "    \"\"\"\n",
+    "    bytes_data = load_databytes(path)\n",
+    "    return read_to_imagebytes(bytes_data)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 3. Request Submission Functions\n",
+    "\n",
+    "### 3.1 Creating Post Function with Retries and Rate Limiting\n",
+    "\n",
+    "Define a robust `post` function that handles retries and respects rate limits.\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def create_post_func(\n",
+    "    retries=5, rate_calls=60, rate_period=60, exp_multiplier=1, exp_min=2, exp_max=60\n",
+    "):\n",
+    "    \"\"\"\n",
+    "    Create a post function with retries and rate limiting.\n",
+    "\n",
+    "    Parameters\n",
+    "    ----------\n",
+    "    retries : int\n",
+    "        Number of retry attempts.\n",
+    "    rate_calls : int\n",
+    "        Number of allowed calls in the period.\n",
+    "    rate_period : int\n",
+    "        Period in seconds for rate limiting.\n",
+    "    exp_multiplier : int\n",
+    "        Multiplier for exponential backoff.\n",
+    "    exp_min : int\n",
+    "        Minimum wait time in seconds.\n",
+    "    exp_max : int\n",
+    "        Maximum wait time in seconds.\n",
+    "\n",
+    "    Returns\n",
+    "    -------\n",
+    "    function\n",
+    "        Configured post function.\n",
+    "    \"\"\"\n",
+    "\n",
+    "    def is_retryable_exception(exc):\n",
+    "        if isinstance(exc, (ConnectionError, Timeout, RateLimitException)):\n",
+    "            return True\n",
+    "        elif isinstance(exc, HTTPError) and exc.response is not None:\n",
+    "            if 500 <= exc.response.status_code < 600 or exc.response.status_code == 429:\n",
+    "                return True\n",
+    "        return False\n",
+    "\n",
+    "    @retry(\n",
+    "        retry=retry_if_exception(is_retryable_exception),\n",
+    "        wait=wait_exponential(multiplier=exp_multiplier, min=exp_min, max=exp_max),\n",
+    "        stop=stop_after_attempt(retries),\n",
+    "    )\n",
+    "    @sleep_and_retry\n",
+    "    @limits(calls=rate_calls, period=rate_period)\n",
+    "    def post(*args, **kwargs):\n",
+    "        response = requests.post(*args, **kwargs)\n",
+    "        response.raise_for_status()\n",
+    "        return response.json()\n",
+    "\n",
+    "    return post"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### 3.2 Submitting Requests\n",
+    "\n",
+    "Functions to submit image data to the Azure ML online endpoint, handling batch requests.\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def submit_batch_request(list_image_databytes, params, target, headers, post_func):\n",
+    "    \"\"\"\n",
+    "    Submit a batch of image data to the endpoint.\n",
+    "\n",
+    "    Parameters\n",
+    "    ----------\n",
+    "    list_image_databytes : list\n",
+    "        List of image data in bytes.\n",
+    "    params : dict\n",
+    "        Additional parameters for the request.\n",
+    "    target : str\n",
+    "        Endpoint URL.\n",
+    "    headers : dict\n",
+    "        Request headers.\n",
+    "    post_func : function\n",
+    "        Function to post the request.\n",
+    "\n",
+    "    Returns\n",
+    "    -------\n",
+    "    list\n",
+    "        List of results from the endpoint.\n",
+    "    \"\"\"\n",
+    "    text_data = \"\"\n",
+    "\n",
+    "    def encode_data(image_databytes, text_data):\n",
+    "        return [encodebytes(image_databytes).decode(\"utf-8\"), text_data]\n",
+    "\n",
+    "    payload = {\n",
+    "        \"input_data\": {\n",
+    "            \"columns\": [\"image\", \"text\"],\n",
+    "            \"index\": [i for i in range(len(list_image_databytes))],\n",
+    "            \"data\": [\n",
+    "                encode_data(image_databytes, text_data)\n",
+    "                for image_databytes in list_image_databytes\n",
+    "            ],\n",
+    "        },\n",
+    "        \"params\": params,\n",
+    "    }\n",
+    "\n",
+    "    response_json = post_func(target, json=payload, headers=headers)\n",
+    "    result = [r[\"image_features\"] for r in response_json]\n",
+    "    return result\n",
+    "\n",
+    "\n",
+    "def submit_request(image_databytes, params, target, headers, post_func):\n",
+    "    \"\"\"\n",
+    "    Submit a single image data to the endpoint.\n",
+    "\n",
+    "    Parameters\n",
+    "    ----------\n",
+    "    image_databytes : bytes\n",
+    "        Image data in bytes.\n",
+    "    params : dict\n",
+    "        Additional parameters for the request.\n",
+    "    target : str\n",
+    "        Endpoint URL.\n",
+    "    headers : dict\n",
+    "        Request headers.\n",
+    "    post_func : function\n",
+    "        Function to post the request.\n",
+    "\n",
+    "    Returns\n",
+    "    -------\n",
+    "    Any\n",
+    "        Result from the endpoint.\n",
+    "    \"\"\"\n",
+    "    return submit_batch_request([image_databytes], params, target, headers, post_func)[\n",
+    "        0\n",
+    "    ]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 4. Configure Azure ML Client\n",
+    "\n",
+    "Set up the Azure ML client to interact with the online endpoint.\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Azure ML endpoint name\n",
+    "endpoint_name = \"\"  # Set this to the name of the endpoint you wish to use.\n",
+    "\n",
+    "# Initialize MLClient with DefaultAzureCredential\n",
+    "ml_client = MLClient.from_config(DefaultAzureCredential())\n",
+    "\n",
+    "# Get endpoint details\n",
+    "endpoint = ml_client.online_endpoints.get(name=endpoint_name)\n",
+    "keys = ml_client.online_endpoints.get_keys(name=endpoint_name)\n",
+    "\n",
+    "# Set target URL and headers\n",
+    "target = endpoint.scoring_uri\n",
+    "api_key = keys.primary_key\n",
+    "headers = {\"Authorization\": f\"Bearer {api_key}\"}"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 5. Processing Images in Parallel\n",
+    "### 5.1. Retrieve DICOM File Paths\n",
+    "\n",
+    "Use `glob` to collect all DICOM file paths from a directory.\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "filelist = list(\n",
+    "    glob.glob(\n",
+    "        \"/home/azureuser/data/healthcare-ai/medimageinsight-zeroshot/**/*.dcm\",\n",
+    "        recursive=True,\n",
+    "    )\n",
+    ")\n",
+    "print(f\"Total DICOM files found: {len(filelist)}\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### 5.2 Process Images\n",
+    "\n",
+    "Process the DICOM images using parallel processing and collect the results.\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Define a function to process individual images and set up parallel processing\n",
+    "request_post_w_retry = create_post_func(retries=8, rate_calls=60, rate_period=60)\n",
+    "\n",
+    "\n",
+    "def process_path(path):\n",
+    "    image_databytes = path_to_imagebytes(path)\n",
+    "    return submit_request(image_databytes, {}, target, headers, request_post_w_retry)\n",
+    "\n",
+    "\n",
+    "# Number of parallel jobs\n",
+    "njobs = 3\n",
+    "\n",
+    "results = []\n",
+    "with tqdm(total=len(filelist)) as pbar:\n",
+    "    # Process files in parallel and collect results\n",
+    "    results_gen = Parallel(\n",
+    "        n_jobs=njobs, prefer=\"threads\", return_as=\"generator_unordered\"\n",
+    "    )(delayed(process_path)(path=path) for path in filelist)\n",
+    "    for res in results_gen:\n",
+    "        pbar.update(1)\n",
+    "        results.append(res)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### 5.3. Process Images in Batches\n",
+    "\n",
+    "Process the DICOM images in batches using `submit_batch_request` directly, splitting the data into chunks of 10.\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def batchify(iterable, batch_size=10):\n",
+    "    \"\"\"Yield successive chunks of a specified size from an iterable.\"\"\"\n",
+    "    iterator = iter(iterable)\n",
+    "    while True:\n",
+    "        chunk = list(itertools.islice(iterator, batch_size))\n",
+    "        if not chunk:\n",
+    "            break\n",
+    "        yield chunk\n",
+    "\n",
+    "\n",
+    "def process_batch(batch_paths):\n",
+    "    list_image_databytes = [path_to_imagebytes(path) for path in batch_paths]\n",
+    "    batch_results = submit_batch_request(\n",
+    "        list_image_databytes,\n",
+    "        params=None,\n",
+    "        target=target,\n",
+    "        headers=headers,\n",
+    "        post_func=request_post_w_retry,\n",
+    "    )\n",
+    "    return batch_results\n",
+    "\n",
+    "\n",
+    "# Number of parallel jobs\n",
+    "njobs = 3\n",
+    "\n",
+    "results = []\n",
+    "total_files = len(filelist)\n",
+    "batch_paths_list = list(batchify(filelist, batch_size=10))\n",
+    "\n",
+    "with tqdm(total=total_files) as pbar:\n",
+    "    # Process batches in parallel and collect results\n",
+    "    results_gen = Parallel(\n",
+    "        n_jobs=njobs, prefer=\"threads\", return_as=\"generator_unordered\"\n",
+    "    )(delayed(process_batch)(batch_paths) for batch_paths in batch_paths_list)\n",
+    "    for batch_results in results_gen:\n",
+    "        results.extend(batch_results)\n",
+    "        pbar.update(len(batch_results))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 6. Conclusion\n",
+    "\n",
+    "By implementing a robust request submission function with retries and rate limiting, we ensured reliable and efficient communication with the Azure Machine Learning online endpoint. This approach handles potential network issues gracefully, maintaining the integrity of the data processing pipeline.\n",
+    "\n",
+    "Processing multiple DICOM images in parallel using `joblib` and `tqdm` significantly enhanced computational efficiency. This method is crucial when dealing with large datasets common in medical imaging, allowing for scalable and time-effective data analysis.\n",
+    "\n",
+    "The combination of these techniques facilitated the successful submission of image data to the endpoint and retrieval of results, demonstrating an effective and robust image processing workflow.\n",
+    "\n",
+    "---\n",
+    "\n",
+    "**Next Steps**:\n",
+    "\n",
+    "- Utilize the similar robust request functions to interact with other Azure ML models, such as **\"MedImageParse\"** and **\"CRReportGen\"**, to broaden the scope of your medical imaging analysis.\n",
+    "- Setup [autoscaling](https://learn.microsoft.com/en-us/azure/machine-learning/how-to-autoscale-endpoints?view=azureml-api-2&tabs=python) with your endpoint to significantly improve performance!\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "azureml_py310_sdkv2",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.10.14"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/MedImageInsight.py b/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/MedImageInsight.py
new file mode 100644
index 00000000000..09b7db08e2d
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/MedImageInsight.py
@@ -0,0 +1,308 @@
+import urllib.request
+import json
+import os
+import ssl
+import numpy as np
+import mlflow.pyfunc
+import pandas as pd
+from .demo_utils import get_files_path, get_text
+from tqdm import tqdm
+
+
+class medimageinsight_package:
+    """
+    The medimageinsight_package class is responsible for deploying MedImageInsight using either an online endpoint or the MLflow architecture.
+    By using this class, you can easily deploy MedImageInsight and choose the deployment method that best suits your needs.
+    Whether you want to deploy the model as an online endpoint or utilize the MLflow architecture, this class provides a convenient interface to handle the deployment process.
+    The core function of this class is to efficiently generate image and text embeddings with MedImageInsight.
+    Overall, the medimageinsight_package class provides a template to deploy the MedImageInsight model either as an online endpoint or using the MLflow architecture.
+    """
+
+    def __init__(
+        self,
+        option="run_from_endpoint",
+        endpoint_url=None,
+        endpoint_key=None,
+        model_version=None,
+        mlflow_model_path=None,
+    ):
+        """
+        Initializes the MedImageInsight package.
+
+        Parameters:
+        - option (str): The option for deployment. Default is 'run_local'.
+        - endpoint_url (str): The URL of the endpoint. Required if option is 'run_from_endpoint'.
+        - endpoint_key (str): The key to invoke the endpoint. Required if option is 'run_from_endpoint'.
+        - model_version (str): The version of the model. Required if option is 'run_from_endpoint'.
+        - mlflow_model_path (str): The path to the MLFlow model. Required if option is 'run_local'.
+        """
+        self.option = option
+
+        if self.option == "run_from_endpoint":
+            self.endpoint_url = endpoint_url
+            self.endpoint_key = endpoint_key
+            self.model_version = model_version
+            if not self.endpoint_key:
+                raise Exception("A key should be provided to invoke the endpoint")
+
+            self.headers = {
+                "Content-Type": "application/json",
+                "Authorization": ("Bearer " + self.endpoint_key),
+            }
+            if self.model_version is not None:
+                self.headers["azureml-model-deployment"] = (self.model_version,)
+        elif self.option == "run_local":
+            self.mlflow_model_path = mlflow_model_path
+            if not self.mlflow_model_path:
+                raise Exception("A path to the mlflow model should be provided")
+
+            self.mlflow_model = mlflow.pyfunc.load_model(self.mlflow_model_path)
+
+    def allowSelfSignedHttps(allowed):
+        """
+        Bypasses the server certificate verification on the client side.
+
+        Parameters:
+        - allowed (bool): Whether to allow self-signed HTTPS certificates.
+        """
+        if (
+            allowed
+            and not os.environ.get("PYTHONHTTPSVERIFY", "")
+            and getattr(ssl, "_create_unverified_context", None)
+        ):
+            ssl._create_default_https_context = ssl._create_unverified_context
+
+    def generate_embeddings(self, data):
+        """
+        Runs inference to generate embeddings on the model.
+
+        Parameters (Must provide one of the following):
+        - data (dict):
+            - 'image': The path or data of the image(s).
+            - 'text': The text data.
+
+        Returns:
+        - embeddings_dict (dict): A dictionary where each key is the name, and the value is another dictionary containing 'image_feature' and/or 'text_feature'.
+        """
+
+        embeddings_dict = {}
+
+        # Determine the appropriate function to call based on the option
+        if self.option == "run_from_endpoint":
+            run_function = self.run_from_endpoint
+        elif self.option == "run_local":
+            run_function = self.run_from_mlflow
+        else:
+            raise ValueError(
+                f"Invalid option '{self.option}'. Expected 'run_from_endpoint' or 'run_local'."
+            )
+
+        # Flags to check if image and/or text data are provided
+        has_image = data.get("image") is not None
+        has_text = data.get("text") is not None
+        params = data["params"] if "params" in data else None
+
+        # Generate embeddings based on provided data
+        if has_image and has_text:
+            embedding_dict, scale_factor = run_function(
+                image=data["image"], text=data["text"], params=params
+            )
+            for name, feat in embedding_dict.items():
+                embeddings_dict.setdefault(name, {})["image_feature"] = feat[
+                    "image_feature"
+                ]
+                embeddings_dict.setdefault(name, {})["text_feature"] = feat[
+                    "image_feature"
+                ]
+        else:
+            if has_image:
+                image_embedding_dict, scale_factor = run_function(
+                    image=data["image"], params=params
+                )
+                for name, img_feat in image_embedding_dict.items():
+                    embeddings_dict.setdefault(name, {})["image_feature"] = img_feat[
+                        "image_feature"
+                    ]
+            if has_text:
+                text_embedding_dict, scale_factor = run_function(text=data["text"])
+                for name, txt_feat in text_embedding_dict.items():
+                    embeddings_dict.setdefault(name, {})["text_feature"] = txt_feat[
+                        "text_feature"
+                    ]
+
+            return embeddings_dict, scale_factor
+
+    def run_from_mlflow(self, image=None, text=None, params=None):
+        """
+        Run inference with the MLflow model.
+
+        Parameters:
+        - image (str): The path to the image data.
+        - text (str): The path to the text data.
+        - params (dict): Additional parameters for prediction.
+            - image_standardization_jpeg_compression_ratio (int): The JPEG compression ratio for the model input, default: 75.
+            - image_standardization_image_size (int): The image size for MedImageInsight model input, default: 512.
+
+        Returns:
+        - embeddings_dict (dict): A dictionary where each key is the name,
+        and the value is another dictionary containing 'image_feature' and/or 'text_feature'.
+        """
+
+        embeddings_dict = {}
+        if params is None:
+            params = {}
+
+        data_dict = {}
+
+        # Collect image data into a dictionary
+        if image is not None:
+            # Assuming get_files_path returns a dictionary {name: {'file': image_data, 'index': index}}
+            images_data = get_files_path(image)
+            for name, data in images_data.items():
+                data_dict.setdefault(name, {})["image"] = data["file"]
+
+        # Collect text data into a dictionary
+        if text is not None:
+            # Assuming get_text returns a dictionary {name: {'text': text_data, 'index': index}}
+            texts_data = get_text(text)
+            for name, data in texts_data.items():
+                data_dict.setdefault(name, {})["text"] = data["text"]
+
+        # Ensure that image and text names match if both are provided
+        if image is not None and text is not None:
+            assert set(images_data.keys()) == set(
+                texts_data.keys()
+            ), "Image and text names do not match"
+            print("--------Start Generating Image and Text Features--------")
+        elif image is not None:
+            print("--------Start Generating Image Features--------")
+        elif text is not None:
+            print("--------Start Generating Text Features--------")
+        else:
+            raise ValueError("At least one of 'image' or 'text' must be provided.")
+
+        # Process each item in data_dict
+        for name, data in tqdm(data_dict.items(), total=len(data_dict)):
+            df = pd.DataFrame(
+                {"image": [data.get("image", "")], "text": [data.get("text", "")]}
+            )
+            result = self.mlflow_model.predict(df, params=params)
+
+            embeddings_dict[name] = {}
+            if "image_features" in result:
+                embeddings_dict[name]["image_feature"] = np.array(
+                    result["image_features"][0]
+                )
+            if "text_features" in result:
+                embeddings_dict[name]["text_feature"] = np.array(
+                    result["text_features"][0]
+                )
+
+        if "scaling_factor" in result:
+            scaling_factor = np.array(result["scaling_factor"][0])
+        else:
+            scaling_factor = None
+
+        if image is not None:
+            print("--------Finished All Image Features Generation!!--------")
+        if text is not None:
+            print("--------Finished All Text Features Prediction!!--------")
+
+        return embeddings_dict, scaling_factor
+
+    def run_from_endpoint(self, image=None, text=None, params=None):
+        """
+        Deploys the endpoint.
+
+        Parameters:
+        - image (str): The path to the image data.
+        - text (str): The path to the text data.
+        - params (dict): Additional parameters for prediction.
+            - image_standardization_jpeg_compression_ratio (int): The JPEG compression ratio for the model input, default: 75.
+            - image_standardization_image_size (int): The image size for MedImageInsight model input, default: 512.
+
+        Returns:
+        - embeddings_dict (dict): A dictionary where each key is the name,
+        and the value is another dictionary containing 'image_feature' and/or 'text_feature'.
+        """
+
+        embeddings_dict = {}
+        if params is None:
+            params = {}
+
+        data_dict = {}
+
+        # Collect image data into a dictionary
+        if image is not None:
+            images_data = get_files_path(image)
+            for name, data in images_data.items():
+                data_dict.setdefault(name, {})["image"] = data["file"]
+
+        # Collect text data into a dictionary
+        if text is not None:
+            texts_data = get_text(text)
+            for name, data in texts_data.items():
+                data_dict.setdefault(name, {})["text"] = data["text"]
+
+        # Ensure that image and text names match if both are provided
+        if image is not None and text is not None:
+            assert set(images_data.keys()) == set(
+                texts_data.keys()
+            ), "Image and text names do not match"
+            print("--------Start Generating Image and Text Features--------")
+        elif image is not None:
+            print("--------Start Generating Image Features--------")
+        elif text is not None:
+            print("--------Start Generating Text Features--------")
+        else:
+            raise ValueError("At least one of 'image' or 'text' must be provided.")
+
+        # Process each item in data_dict
+        scaling_factor = None
+        for name, data in tqdm(data_dict.items(), total=len(data_dict)):
+            data_list = [data.get("image", ""), data.get("text", "")]
+            request_data = {
+                "input_data": {
+                    "columns": ["image", "text"],
+                    "index": [0],
+                    "data": [data_list],
+                },
+                "params": params,
+            }
+
+            body = str.encode(json.dumps(request_data))
+            req = urllib.request.Request(self.endpoint_url, body, self.headers)
+
+            try:
+                response = urllib.request.urlopen(req)
+                result = response.read()
+
+                feature_json = json.loads(result)
+                embeddings_dict[name] = {}
+                for subj in feature_json:
+                    if "image_features" in subj:
+                        embeddings_dict[name]["image_feature"] = np.array(
+                            subj["image_features"]
+                        )
+                    if "text_features" in subj:
+                        embeddings_dict[name]["text_feature"] = np.array(
+                            subj["text_features"]
+                        )
+
+                    if "scaling_factor" in subj and scaling_factor is None:
+                        scaling_factor = np.array(subj["scaling_factor"])
+
+            except urllib.error.HTTPError as error:
+                print(
+                    "The embedding generation request failed with status code: "
+                    + str(error.code)
+                )
+                print(error.info())
+                print(error.read().decode("utf8", "ignore"))
+
+        if image is not None:
+            print("--------Finished All Image Features Generation!!--------")
+        if text is not None:
+            print("--------Finished All Text Features Generation!!--------")
+
+        return embeddings_dict, scaling_factor
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/__init__.py b/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/__init__.py
new file mode 100644
index 00000000000..e69de29bb2d
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/adaptor_training/training.py b/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/adaptor_training/training.py
new file mode 100644
index 00000000000..c6ba981f269
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/adaptor_training/training.py
@@ -0,0 +1,309 @@
+import os
+import numpy as np
+from torch.utils import data
+from torch import nn
+import torch
+import pandas as pd
+from sklearn.metrics import roc_auc_score
+from tqdm import tqdm
+import time
+
+
+class feature_loader(data.Dataset):
+    def __init__(self, data_dict, csv, mode="train"):
+        self.data_dict = data_dict
+        self.csv = csv
+        self.mode = mode
+        self.img_name = data_dict["img_name"]
+        self.features = data_dict["features"]
+
+    def __getitem__(self, item):
+        img_name = self.img_name[item]
+        features = self.features[item]
+        features = features.astype("float32")
+
+        row = self.csv[self.csv["Name"] == img_name]
+        if self.mode == "train" or self.mode == "val":
+            label = row["Label"].values
+
+            label = np.array(label)
+            label = np.reshape(label, (1,))
+            label = label.squeeze()
+
+            return features, label, img_name
+
+        elif self.mode == "test":
+            return features, img_name
+
+    def __len__(self):
+        return len(self.img_name)
+
+
+## MLP Adaptors
+## Input: 1-Dimensional Embeddings
+## in_channels: Number of channels for input embeddings, num_class: Number of classes, finetune_mode: image (image-only)
+## Output: Class-wise Prediction
+class MLP_model(nn.Module):
+    def __init__(self, in_channels, hidden_dim, num_class):
+        super().__init__()
+
+        self.in_channels = int(in_channels)
+        self.hidden_dim = int(hidden_dim)
+        self.num_class = num_class
+
+        ## Adaptor Module
+        self.vision_embd = nn.Sequential(
+            nn.Linear(self.in_channels, 512),
+            nn.GELU(),
+            nn.Linear(512, 512),
+            nn.LayerNorm(512),
+        )
+
+        self.retrieval_conv = nn.Sequential(
+            nn.Conv1d(
+                in_channels=512,
+                out_channels=self.hidden_dim,
+                kernel_size=3,
+                padding=1,
+            ),
+            nn.GELU(),
+            nn.Conv1d(
+                in_channels=self.hidden_dim,
+                out_channels=self.hidden_dim,
+                kernel_size=3,
+                padding=1,
+            ),
+        )
+
+        ## Prediction Head
+        self.prediction_head = nn.Sequential(nn.Linear(self.hidden_dim, self.num_class))
+
+    def forward(self, vision_feat):
+        feat = self.vision_embd(vision_feat.squeeze(1))
+        feat = self.retrieval_conv(torch.unsqueeze(feat, 2))
+        class_output = self.prediction_head(feat.squeeze(2))
+
+        return feat, class_output
+
+
+def load_label_csv(label_csv_file):
+    """
+    Loads the label CSV file.
+
+    Args:
+    - label_csv_file (str): Path to the label CSV file.
+
+    Returns:
+    - df_label (pandas.DataFrame): Loaded label CSV as a DataFrame.
+    """
+    df_label = pd.read_csv(label_csv_file)
+    return df_label
+
+
+def create_data_loader(samples, csv, mode, batch_size, num_workers=2, pin_memory=True):
+    """
+    Creates a data loader for the generated embeddings.
+
+    Args:
+    - samples (dict): Dictionary containing the features and image names.
+    - csv (pandas.DataFrame): DataFrame containing the labels.
+    - mode (str): Mode of the data loader (train or test).
+    - batch_size (int): Batch size for the data loader.
+    - num_workers (int): Number of workers for the data loader (default: 2).
+    - pin_memory (bool): Whether to pin the memory for the data loader (default: True).
+
+    Returns:
+    - data_loader (torch.utils.data.DataLoader): Data loader for the generated embeddings.
+    """
+    ds = feature_loader(samples, csv=csv, mode=mode)
+    data_loader = torch.utils.data.DataLoader(
+        ds,
+        batch_size=batch_size,
+        shuffle=True,
+        num_workers=num_workers,
+        pin_memory=pin_memory,
+    )
+    return data_loader
+
+
+def create_output_directory(output_dir):
+    """
+    Create the output directory if it does not exist.
+
+    Args:
+    - output_dir (str): Path to the output directory.
+    """
+    if not os.path.exists(output_dir):
+        os.makedirs(output_dir)
+
+
+def create_model(in_channels, hidden_dim, num_class):
+    """
+    Create a model for the adaptor model (Default: MLP).
+
+    Args:
+        in_channels (int): Number of input channels.
+        hidden_dim (int): Dimension of the hidden layer.
+        num_class (int): Number of output classes.
+
+    Returns:
+        torch.nn.Module: The created MLP model.
+    """
+    model = MLP_model(
+        in_channels=in_channels, hidden_dim=hidden_dim, num_class=num_class
+    )
+    return model
+
+
+def trainer(train_ds, test_ds, model, loss_function_ts, optimizer, epochs, root_dir):
+    """
+    Trains a classification model and evaluates it on a validation set.
+    Saves the model with the best validation ROC AUC score.
+    """
+
+    start_time = time.time()
+
+    max_epoch = epochs
+    best_metric = -1
+    best_acc = -1
+    best_metric_epoch = -1
+    epoch_loss_values = []
+    metric_values = []
+
+    # Set device
+    device = torch.device("cuda:0" if torch.cuda.is_available() else "cpu")
+    model = model.to(device)
+
+    for epoch in range(max_epoch):
+        print("-" * 10)
+        print(f"Epoch {epoch + 1}/{max_epoch}")
+        model.train()
+        epoch_loss = 0
+        step = 0
+
+        # Training loop
+        for batch_idx, (features, pathology_label, img_name) in tqdm(
+            enumerate(train_ds),
+            total=len(train_ds),
+            desc=f"Train Epoch={epoch}",
+            ncols=80,
+            leave=False,
+        ):
+
+            step += 1
+            features = features.to(device)
+            pathology_label = pathology_label.to(device)
+
+            optimizer.zero_grad()
+            _, pred_pathology = model(features)
+
+            loss = loss_function_ts(pred_pathology, pathology_label)
+            loss.backward()
+            optimizer.step()
+            epoch_loss += loss.item()
+
+            print(f"{step}/{len(train_ds)}, train_loss: {loss.item():.4f}")
+
+        epoch_loss /= step
+        epoch_loss_values.append(epoch_loss)
+        print(f"Epoch {epoch + 1} average loss: {epoch_loss:.4f}")
+
+        # Validation loop
+        model.eval()
+        with torch.no_grad():
+            y_pred_list = []
+            y_true_list = []
+
+            for batch_idx, (features, pathology_label, img_name) in tqdm(
+                enumerate(test_ds),
+                total=len(test_ds),
+                desc=f"Test Epoch={epoch}",
+                ncols=80,
+                leave=False,
+            ):
+
+                features = features.to(device)
+                pathology_label = pathology_label.to(device)
+
+                _, pred_pathology = model(features)
+
+                y_pred_list.append(pred_pathology)
+                y_true_list.append(pathology_label)
+
+            # Concatenate predictions and true labels
+            y_pred = torch.cat(y_pred_list, dim=0)
+            y_true = torch.cat(y_true_list, dim=0)
+
+            # Compute probabilities for the positive class
+            y_scores = torch.softmax(y_pred, dim=1).cpu().numpy()
+            y_true_np = y_true.cpu().numpy()
+
+            # Compute ROC AUC
+            auc = roc_auc_score(y_true_np, y_scores, multi_class="ovr")
+
+            # Compute accuracy
+            acc_metric = (y_pred.argmax(dim=1) == y_true).sum().item() / len(y_true)
+
+            metric_values.append(auc)
+
+            # Save the best model
+            if auc > best_metric:
+                best_metric = auc
+                best_acc = acc_metric
+                best_metric_epoch = epoch + 1
+                torch.save(
+                    model.state_dict(), os.path.join(root_dir, "best_metric_model.pth")
+                )
+                print("Saved new best metric model")
+
+            print(
+                f"Current epoch: {epoch + 1} Current AUC: {auc:.4f}"
+                f" Current accuracy: {acc_metric:.4f}"
+                f" Best AUC: {best_metric:.4f}"
+                f" Best accuracy: {best_acc:.4f}"
+                f" at epoch: {best_metric_epoch}"
+            )
+
+    end_time = time.time()
+    training_time = end_time - start_time
+    hours, rem = divmod(training_time, 3600)
+    minutes, seconds = divmod(rem, 60)
+    print(f"Total Training Time: {int(hours):02}:{int(minutes):02}:{seconds:.2f}")
+    print(
+        f"Training completed, best_metric: {best_metric:.4f} at epoch: {best_metric_epoch}"
+    )
+    return best_acc, best_metric
+
+
+def perform_inference(model, test_loader):
+    predictions = []
+    device = torch.device("cuda:0" if torch.cuda.is_available() else "cpu")
+    model.eval()
+    with torch.no_grad():
+        for features, img_names in tqdm(test_loader, desc="Inference", ncols=80):
+            features = features.to(device)
+            _, output = model(features)
+            # Apply softmax to get probabilities
+            probabilities = torch.softmax(output, dim=1)
+            predicted_classes = probabilities.argmax(dim=1).cpu().numpy()
+            # Collect predictions
+            for img_name, predicted_class, prob in zip(
+                img_names, predicted_classes, probabilities.cpu().numpy()
+            ):
+                predictions.append(
+                    {
+                        "Name": img_name,
+                        "PredictedClass": predicted_class,
+                        "Probability": prob[predicted_class],
+                    }
+                )
+    return predictions
+
+
+def load_trained_model(model, model_path):
+    # Load Model State
+    device = torch.device("cuda:0" if torch.cuda.is_available() else "cpu")
+    model.load_state_dict(torch.load(model_path, map_location=device))
+    model.to(device)
+
+    return model
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/adaptor_finetuning_classification_results.csv b/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/adaptor_finetuning_classification_results.csv
new file mode 100644
index 00000000000..35b546fdb5b
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/adaptor_finetuning_classification_results.csv
@@ -0,0 +1,21 @@
+file_name,zero_shot_pred,ground_truth_label
+1.3.6.1.4.1.55648.157388665034325054399719049526584975373.1.1.green.dcm,Support Devices,Support Devices
+1.3.6.1.4.1.55648.023647312006371870964474485493542161185.1.1.green.dcm,Cardiomegaly,Support Devices
+1.3.6.1.4.1.55648.013051327602219610100989737191708734008.2.1.green.dcm,Atelectasis,Atelectasis
+1.3.6.1.4.1.55648.093998885151409067996421250114774913487.1.2.green.dcm,No Findings,No Finding
+1.3.6.1.4.1.55648.128692934303278291517480972399461649292.1.2.green.dcm,Pleural Effusion,Pleural Effusion
+1.3.6.1.4.1.55648.239821788594174915210516472061356437730.1.1.green.dcm,No Findings,No Finding
+1.3.6.1.4.1.55648.278016484863831037007389199086294933187.1001.1001.green.dcm,Atelectasis,No Finding
+1.3.6.1.4.1.55648.233527370810878197728038917636125994641.1.1.green.dcm,Pleural Effusion,Pleural Effusion
+1.3.6.1.4.1.55648.188759801351319475659910664952513603474.1003.1003.green.dcm,Cardiomegaly,Cardiomegaly
+1.3.6.1.4.1.55648.146387872421597286440083626342195611525.1.1.green.dcm,Support Devices,Pleural Effusion
+1.3.6.1.4.1.55648.174102193813130573034247478688876127596.1.1.green.dcm,Atelectasis,Support Devices
+1.3.6.1.4.1.55648.307214029556379939566919073611485191343.1.1.green.dcm,Cardiomegaly,Cardiomegaly
+1.3.6.1.4.1.55648.165676765772441025176959688572493005400.1001.1001.green.dcm,No Findings,No Finding
+1.3.6.1.4.1.55648.045678110342520932233807899271374363433.1.1.green.dcm,Pleural Effusion,Pleural Effusion
+1.3.6.1.4.1.55648.010300851226074910304037593708401174747.3.1.green.dcm,Atelectasis,Pleural Effusion
+1.3.6.1.4.1.55648.093271039395040615802729409451068507130.1.1.green.dcm,Atelectasis,Atelectasis
+1.3.6.1.4.1.55648.005369162257213267424184214179480059609.1.1.green.dcm,Pleural Effusion,Cardiomegaly
+1.3.6.1.4.1.55648.221508922332423692109827089181123393422.7500.1.green.dcm,Support Devices,Support Devices
+1.3.6.1.4.1.55648.305741738488931863691609987242497640374.1.1.green.dcm,Pleural Effusion,Pleural Effusion
+1.3.6.1.4.1.55648.255611619245397591591431066926543031128.1312.1.green.dcm,Support Devices,Support Devices
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/adaptor_tutorial_test_split.csv b/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/adaptor_tutorial_test_split.csv
new file mode 100644
index 00000000000..c0b798d9607
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/adaptor_tutorial_test_split.csv
@@ -0,0 +1,21 @@
+Name,Label Category,Label
+1.3.6.1.4.1.55648.188759801351319475659910664952513603474.1003.1003.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.307214029556379939566919073611485191343.1.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.093998885151409067996421250114774913487.1.2.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.278016484863831037007389199086294933187.1001.1001.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.165676765772441025176959688572493005400.1001.1001.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.239821788594174915210516472061356437730.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.305741738488931863691609987242497640374.1.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.128692934303278291517480972399461649292.1.2.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.233527370810878197728038917636125994641.1.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.146387872421597286440083626342195611525.1.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.093271039395040615802729409451068507130.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.013051327602219610100989737191708734008.2.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.221508922332423692109827089181123393422.7500.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.023647312006371870964474485493542161185.1.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.157388665034325054399719049526584975373.1.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.174102193813130573034247478688876127596.1.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.255611619245397591591431066926543031128.1312.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.010300851226074910304037593708401174747.3.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.005369162257213267424184214179480059609.1.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.045678110342520932233807899271374363433.1.1.green.dcm,Pleural Effusion,2
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/adaptor_tutorial_train_split.csv b/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/adaptor_tutorial_train_split.csv
new file mode 100644
index 00000000000..d58d05c5657
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/adaptor_tutorial_train_split.csv
@@ -0,0 +1,81 @@
+Name,Label Category,Label
+1.3.6.1.4.1.55648.176613274055565308674131345104093827807.1.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.097076400108568267619280039504553528543.1.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.291763821973070621352590152619014836291.1001.1001.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.097026285075665008547642282177198976147.1.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.177222863648737407087979997187070034144.1.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.271301447800772504994732293132631290183.1.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.178072615405859173484150998235409536956.4.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.294081659395940969257856258395119273280.1001.1001.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.031538892427718563538062586832840789396.22.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.327573788586206484512962864615902077386.1.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.050949996938719955034371351202317400288.1.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.332678444258340411097628709138782090901.2.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.064882876925408746991715177609644895688.1.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.227638541513440187867988109178032320370.1001.1001.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.103991211479144604391501824032856474681.1001.1001.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.094753947482992631148413934640317630498.1.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.196027806065954381981618948717373803120.1.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.039545418410618636511900346832466593728.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.081961303212193020847265501174787239707.2.2.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.265422388147798296000632226206192929983.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.135931457253513866503753507490047979470.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.136082380010428663266869624671509741179.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.238179377242753207130062441532995167753.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.243325933024227248882820146430856332254.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.287552751598091915556939205155286937974.1.2.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.318826544103702181009761122148971690707.2.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.174092174457080385047754369034489372389.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.109342205794661435981996834006622875223.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.140757442077164582994451063665381781551.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.194295460081196301139145359135361254217.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.146689148235046029648898435454524800183.4.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.175006979749755752970969181789440910260.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.293218503026445853681590537155802956124.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.248392439487196801252114445207103622180.1.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.108550513293168000494529265853394850185.1.2.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.100883500607370248921266095260693749600.1.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.247487066692015396031389950596922504544.1001.1001.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.165894634703888550432242685812644451651.10.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.105611676258317728152099093997754698546.1.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.308224645210577718535703329649335782670.2.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.300432024376384973408783544910320422086.1.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.276310175512080402878437654345749749900.1001.1001.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.250481788404109659877621582125058785380.3.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.118853606120222931746799366385056075058.1.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.024691922181712047327901436366726050980.8160.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.145833837047803202663560956966011167691.1.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.025473000192213132323624900255040343994.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.171086708354700381293155070985308813426.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.020128023405162813637635556625961837376.1002.1002.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.294661217387838715562534914051644729135.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.199325223657656157396313969821016268887.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.298120199644881852568705692527633395621.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.171686074192307247116918652768213961095.2.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.159497227139542659490585314726138754584.4.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.020915410670874733402213603610689358175.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.036467527616896946980603997302578912834.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.202139047444806124599713833983297745505.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.263308032404816125059630378036838929345.2.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.054638406977166627330904341918735834847.1002.1002.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.220642398890080517385050154499481880671.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.173028985021627235563706594971177947957.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.208312975294581030895389883485529179135.1001.1001.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.090796388284622126626926563402109773905.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.108672669535753468104460669087618815106.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.111821872173674295877509508880329281339.1.2.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.215325594310547375901013099381609067441.1.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.140859586858715007389518986733650204363.1.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.045690337109552883774317446025405302608.78.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.126441861953962737728259855980705841434.2980.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.328335822142234273794366813265959311679.1.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.264762058294029865541405452778213108214.1001.1001.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.323274184967836862065170760963431773351.1001.1001.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.117402672417642897813600823641073024826.1001.1001.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.316232269560220420906931865506751640359.2.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.212204521799621585632907341736124300372.1.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.214265072379162308135149454228417403583.1.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.088806621978458273546388422680887947029.3.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.000032215964457923791930577084236543935.5.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.176069069026180508544298184462635860449.1002.1002.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.322847758246243226374088412066157532398.14.1.green.dcm,Pleural Effusion,2
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/dcm_sample_label.csv b/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/dcm_sample_label.csv
new file mode 100644
index 00000000000..9c367be3ddd
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/dcm_sample_label.csv
@@ -0,0 +1,101 @@
+Name,Label Category,Label
+1.3.6.1.4.1.55648.176613274055565308674131345104093827807.1.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.097076400108568267619280039504553528543.1.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.291763821973070621352590152619014836291.1001.1001.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.097026285075665008547642282177198976147.1.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.177222863648737407087979997187070034144.1.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.271301447800772504994732293132631290183.1.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.178072615405859173484150998235409536956.4.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.294081659395940969257856258395119273280.1001.1001.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.031538892427718563538062586832840789396.22.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.327573788586206484512962864615902077386.1.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.050949996938719955034371351202317400288.1.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.332678444258340411097628709138782090901.2.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.005369162257213267424184214179480059609.1.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.064882876925408746991715177609644895688.1.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.227638541513440187867988109178032320370.1001.1001.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.103991211479144604391501824032856474681.1001.1001.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.188759801351319475659910664952513603474.1003.1003.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.094753947482992631148413934640317630498.1.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.307214029556379939566919073611485191343.1.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.196027806065954381981618948717373803120.1.1.green.dcm,Cardiomegaly,3
+1.3.6.1.4.1.55648.039545418410618636511900346832466593728.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.081961303212193020847265501174787239707.2.2.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.265422388147798296000632226206192929983.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.093998885151409067996421250114774913487.1.2.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.135931457253513866503753507490047979470.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.136082380010428663266869624671509741179.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.238179377242753207130062441532995167753.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.243325933024227248882820146430856332254.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.287552751598091915556939205155286937974.1.2.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.278016484863831037007389199086294933187.1001.1001.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.318826544103702181009761122148971690707.2.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.174092174457080385047754369034489372389.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.165676765772441025176959688572493005400.1001.1001.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.239821788594174915210516472061356437730.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.109342205794661435981996834006622875223.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.140757442077164582994451063665381781551.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.194295460081196301139145359135361254217.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.146689148235046029648898435454524800183.4.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.175006979749755752970969181789440910260.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.293218503026445853681590537155802956124.1.1.green.dcm,No Finding,0
+1.3.6.1.4.1.55648.248392439487196801252114445207103622180.1.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.108550513293168000494529265853394850185.1.2.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.010300851226074910304037593708401174747.3.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.045678110342520932233807899271374363433.1.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.100883500607370248921266095260693749600.1.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.247487066692015396031389950596922504544.1001.1001.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.165894634703888550432242685812644451651.10.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.105611676258317728152099093997754698546.1.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.308224645210577718535703329649335782670.2.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.322847758246243226374088412066157532398.14.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.305741738488931863691609987242497640374.1.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.300432024376384973408783544910320422086.1.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.128692934303278291517480972399461649292.1.2.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.276310175512080402878437654345749749900.1001.1001.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.250481788404109659877621582125058785380.3.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.118853606120222931746799366385056075058.1.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.233527370810878197728038917636125994641.1.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.024691922181712047327901436366726050980.8160.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.145833837047803202663560956966011167691.1.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.146387872421597286440083626342195611525.1.1.green.dcm,Pleural Effusion,2
+1.3.6.1.4.1.55648.025473000192213132323624900255040343994.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.171086708354700381293155070985308813426.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.020128023405162813637635556625961837376.1002.1002.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.294661217387838715562534914051644729135.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.199325223657656157396313969821016268887.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.298120199644881852568705692527633395621.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.171686074192307247116918652768213961095.2.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.093271039395040615802729409451068507130.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.013051327602219610100989737191708734008.2.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.159497227139542659490585314726138754584.4.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.020915410670874733402213603610689358175.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.036467527616896946980603997302578912834.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.202139047444806124599713833983297745505.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.263308032404816125059630378036838929345.2.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.054638406977166627330904341918735834847.1002.1002.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.220642398890080517385050154499481880671.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.173028985021627235563706594971177947957.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.208312975294581030895389883485529179135.1001.1001.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.090796388284622126626926563402109773905.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.108672669535753468104460669087618815106.1.1.green.dcm,Atelectasis,4
+1.3.6.1.4.1.55648.111821872173674295877509508880329281339.1.2.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.215325594310547375901013099381609067441.1.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.176069069026180508544298184462635860449.1002.1002.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.140859586858715007389518986733650204363.1.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.221508922332423692109827089181123393422.7500.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.045690337109552883774317446025405302608.78.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.023647312006371870964474485493542161185.1.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.157388665034325054399719049526584975373.1.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.126441861953962737728259855980705841434.2980.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.328335822142234273794366813265959311679.1.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.264762058294029865541405452778213108214.1001.1001.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.323274184967836862065170760963431773351.1001.1001.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.117402672417642897813600823641073024826.1001.1001.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.316232269560220420906931865506751640359.2.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.212204521799621585632907341736124300372.1.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.214265072379162308135149454228417403583.1.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.088806621978458273546388422680887947029.3.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.174102193813130573034247478688876127596.1.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.000032215964457923791930577084236543935.5.1.green.dcm,Support Devices,1
+1.3.6.1.4.1.55648.255611619245397591591431066926543031128.1312.1.green.dcm,Support Devices,1
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/zero_shot_classification_results.csv b/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/zero_shot_classification_results.csv
new file mode 100644
index 00000000000..f9e8118ce42
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/zero_shot_classification_results.csv
@@ -0,0 +1,101 @@
+file_name,zero_shot_pred,ground_truth_label
+1.3.6.1.4.1.55648.039545418410618636511900346832466593728.1.1.green.dcm,x-ray chest anteroposterior No Finding,No Finding
+1.3.6.1.4.1.55648.013051327602219610100989737191708734008.2.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
+1.3.6.1.4.1.55648.097076400108568267619280039504553528543.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
+1.3.6.1.4.1.55648.165894634703888550432242685812644451651.10.1.green.dcm,x-ray chest anteroposterior No Finding,Pleural Effusion
+1.3.6.1.4.1.55648.020128023405162813637635556625961837376.1002.1002.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
+1.3.6.1.4.1.55648.081961303212193020847265501174787239707.2.2.green.dcm,x-ray chest anteroposterior No Finding,No Finding
+1.3.6.1.4.1.55648.174092174457080385047754369034489372389.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,No Finding
+1.3.6.1.4.1.55648.103991211479144604391501824032856474681.1001.1001.green.dcm,x-ray chest anteroposterior Pleural Effusion,Cardiomegaly
+1.3.6.1.4.1.55648.199325223657656157396313969821016268887.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
+1.3.6.1.4.1.55648.316232269560220420906931865506751640359.2.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Support Devices
+1.3.6.1.4.1.55648.005369162257213267424184214179480059609.1.1.green.dcm,x-ray chest anteroposterior No Finding,Cardiomegaly
+1.3.6.1.4.1.55648.024691922181712047327901436366726050980.8160.1.green.dcm,x-ray chest anteroposterior Atelectasis,Pleural Effusion
+1.3.6.1.4.1.55648.135931457253513866503753507490047979470.1.1.green.dcm,x-ray chest anteroposterior No Finding,No Finding
+1.3.6.1.4.1.55648.000032215964457923791930577084236543935.5.1.green.dcm,x-ray chest anteroposterior No Finding,Support Devices
+1.3.6.1.4.1.55648.140859586858715007389518986733650204363.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Support Devices
+1.3.6.1.4.1.55648.239821788594174915210516472061356437730.1.1.green.dcm,x-ray chest anteroposterior No Finding,No Finding
+1.3.6.1.4.1.55648.307214029556379939566919073611485191343.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
+1.3.6.1.4.1.55648.308224645210577718535703329649335782670.2.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
+1.3.6.1.4.1.55648.328335822142234273794366813265959311679.1.1.green.dcm,x-ray chest anteroposterior No Finding,Support Devices
+1.3.6.1.4.1.55648.111821872173674295877509508880329281339.1.2.green.dcm,x-ray chest anteroposterior Pleural Effusion,Support Devices
+1.3.6.1.4.1.55648.093998885151409067996421250114774913487.1.2.green.dcm,x-ray chest anteroposterior No Finding,No Finding
+1.3.6.1.4.1.55648.215325594310547375901013099381609067441.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Support Devices
+1.3.6.1.4.1.55648.250481788404109659877621582125058785380.3.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
+1.3.6.1.4.1.55648.227638541513440187867988109178032320370.1001.1001.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
+1.3.6.1.4.1.55648.247487066692015396031389950596922504544.1001.1001.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
+1.3.6.1.4.1.55648.010300851226074910304037593708401174747.3.1.green.dcm,x-ray chest anteroposterior Atelectasis,Pleural Effusion
+1.3.6.1.4.1.55648.287552751598091915556939205155286937974.1.2.green.dcm,x-ray chest anteroposterior No Finding,No Finding
+1.3.6.1.4.1.55648.093271039395040615802729409451068507130.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
+1.3.6.1.4.1.55648.264762058294029865541405452778213108214.1001.1001.green.dcm,x-ray chest anteroposterior Support Devices,Support Devices
+1.3.6.1.4.1.55648.126441861953962737728259855980705841434.2980.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Support Devices
+1.3.6.1.4.1.55648.165676765772441025176959688572493005400.1001.1001.green.dcm,x-ray chest anteroposterior No Finding,No Finding
+1.3.6.1.4.1.55648.054638406977166627330904341918735834847.1002.1002.green.dcm,x-ray chest anteroposterior Pleural Effusion,Atelectasis
+1.3.6.1.4.1.55648.157388665034325054399719049526584975373.1.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Support Devices
+1.3.6.1.4.1.55648.221508922332423692109827089181123393422.7500.1.green.dcm,x-ray chest anteroposterior No Finding,Support Devices
+1.3.6.1.4.1.55648.214265072379162308135149454228417403583.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Support Devices
+1.3.6.1.4.1.55648.196027806065954381981618948717373803120.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
+1.3.6.1.4.1.55648.159497227139542659490585314726138754584.4.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
+1.3.6.1.4.1.55648.173028985021627235563706594971177947957.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
+1.3.6.1.4.1.55648.050949996938719955034371351202317400288.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
+1.3.6.1.4.1.55648.171086708354700381293155070985308813426.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
+1.3.6.1.4.1.55648.294661217387838715562534914051644729135.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
+1.3.6.1.4.1.55648.233527370810878197728038917636125994641.1.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
+1.3.6.1.4.1.55648.094753947482992631148413934640317630498.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
+1.3.6.1.4.1.55648.088806621978458273546388422680887947029.3.1.green.dcm,x-ray chest anteroposterior No Finding,Support Devices
+1.3.6.1.4.1.55648.105611676258317728152099093997754698546.1.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
+1.3.6.1.4.1.55648.118853606120222931746799366385056075058.1.1.green.dcm,x-ray chest anteroposterior No Finding,Pleural Effusion
+1.3.6.1.4.1.55648.212204521799621585632907341736124300372.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Support Devices
+1.3.6.1.4.1.55648.036467527616896946980603997302578912834.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
+1.3.6.1.4.1.55648.220642398890080517385050154499481880671.1.1.green.dcm,x-ray chest anteroposterior No Finding,Atelectasis
+1.3.6.1.4.1.55648.146689148235046029648898435454524800183.4.1.green.dcm,x-ray chest anteroposterior No Finding,No Finding
+1.3.6.1.4.1.55648.140757442077164582994451063665381781551.1.1.green.dcm,x-ray chest anteroposterior No Finding,No Finding
+1.3.6.1.4.1.55648.178072615405859173484150998235409536956.4.1.green.dcm,x-ray chest anteroposterior No Finding,Cardiomegaly
+1.3.6.1.4.1.55648.177222863648737407087979997187070034144.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
+1.3.6.1.4.1.55648.045690337109552883774317446025405302608.78.1.green.dcm,x-ray chest anteroposterior No Finding,Support Devices
+1.3.6.1.4.1.55648.136082380010428663266869624671509741179.1.1.green.dcm,x-ray chest anteroposterior No Finding,No Finding
+1.3.6.1.4.1.55648.090796388284622126626926563402109773905.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
+1.3.6.1.4.1.55648.023647312006371870964474485493542161185.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Support Devices
+1.3.6.1.4.1.55648.238179377242753207130062441532995167753.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,No Finding
+1.3.6.1.4.1.55648.291763821973070621352590152619014836291.1001.1001.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
+1.3.6.1.4.1.55648.208312975294581030895389883485529179135.1001.1001.green.dcm,x-ray chest anteroposterior Cardiomegaly,Atelectasis
+1.3.6.1.4.1.55648.045678110342520932233807899271374363433.1.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
+1.3.6.1.4.1.55648.327573788586206484512962864615902077386.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
+1.3.6.1.4.1.55648.294081659395940969257856258395119273280.1001.1001.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
+1.3.6.1.4.1.55648.109342205794661435981996834006622875223.1.1.green.dcm,x-ray chest anteroposterior No Finding,No Finding
+1.3.6.1.4.1.55648.332678444258340411097628709138782090901.2.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
+1.3.6.1.4.1.55648.265422388147798296000632226206192929983.1.1.green.dcm,x-ray chest anteroposterior No Finding,No Finding
+1.3.6.1.4.1.55648.323274184967836862065170760963431773351.1001.1001.green.dcm,x-ray chest anteroposterior No Finding,Support Devices
+1.3.6.1.4.1.55648.263308032404816125059630378036838929345.2.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
+1.3.6.1.4.1.55648.176613274055565308674131345104093827807.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
+1.3.6.1.4.1.55648.278016484863831037007389199086294933187.1001.1001.green.dcm,x-ray chest anteroposterior Atelectasis,No Finding
+1.3.6.1.4.1.55648.271301447800772504994732293132631290183.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
+1.3.6.1.4.1.55648.248392439487196801252114445207103622180.1.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
+1.3.6.1.4.1.55648.031538892427718563538062586832840789396.22.1.green.dcm,x-ray chest anteroposterior No Finding,Cardiomegaly
+1.3.6.1.4.1.55648.146387872421597286440083626342195611525.1.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
+1.3.6.1.4.1.55648.108550513293168000494529265853394850185.1.2.green.dcm,x-ray chest anteroposterior Cardiomegaly,Pleural Effusion
+1.3.6.1.4.1.55648.202139047444806124599713833983297745505.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Atelectasis
+1.3.6.1.4.1.55648.117402672417642897813600823641073024826.1001.1001.green.dcm,x-ray chest anteroposterior Support Devices,Support Devices
+1.3.6.1.4.1.55648.064882876925408746991715177609644895688.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
+1.3.6.1.4.1.55648.145833837047803202663560956966011167691.1.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
+1.3.6.1.4.1.55648.305741738488931863691609987242497640374.1.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
+1.3.6.1.4.1.55648.108672669535753468104460669087618815106.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
+1.3.6.1.4.1.55648.293218503026445853681590537155802956124.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,No Finding
+1.3.6.1.4.1.55648.100883500607370248921266095260693749600.1.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
+1.3.6.1.4.1.55648.322847758246243226374088412066157532398.14.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
+1.3.6.1.4.1.55648.174102193813130573034247478688876127596.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Support Devices
+1.3.6.1.4.1.55648.255611619245397591591431066926543031128.1312.1.green.dcm,x-ray chest anteroposterior No Finding,Support Devices
+1.3.6.1.4.1.55648.097026285075665008547642282177198976147.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Cardiomegaly
+1.3.6.1.4.1.55648.194295460081196301139145359135361254217.1.1.green.dcm,x-ray chest anteroposterior No Finding,No Finding
+1.3.6.1.4.1.55648.171686074192307247116918652768213961095.2.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
+1.3.6.1.4.1.55648.176069069026180508544298184462635860449.1002.1002.green.dcm,x-ray chest anteroposterior No Finding,Support Devices
+1.3.6.1.4.1.55648.298120199644881852568705692527633395621.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
+1.3.6.1.4.1.55648.276310175512080402878437654345749749900.1001.1001.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
+1.3.6.1.4.1.55648.128692934303278291517480972399461649292.1.2.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
+1.3.6.1.4.1.55648.020915410670874733402213603610689358175.1.1.green.dcm,x-ray chest anteroposterior No Finding,Atelectasis
+1.3.6.1.4.1.55648.188759801351319475659910664952513603474.1003.1003.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
+1.3.6.1.4.1.55648.300432024376384973408783544910320422086.1.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
+1.3.6.1.4.1.55648.175006979749755752970969181789440910260.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,No Finding
+1.3.6.1.4.1.55648.025473000192213132323624900255040343994.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
+1.3.6.1.4.1.55648.243325933024227248882820146430856332254.1.1.green.dcm,x-ray chest anteroposterior No Finding,No Finding
+1.3.6.1.4.1.55648.318826544103702181009761122148971690707.2.1.green.dcm,x-ray chest anteroposterior No Finding,No Finding
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/demo_utils.py b/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/demo_utils.py
new file mode 100644
index 00000000000..bdfbb46a087
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/demo_utils.py
@@ -0,0 +1,92 @@
+import os
+import base64
+from PIL import Image
+from tqdm import tqdm
+import io
+import numpy as np
+import SimpleITK as sitk
+
+
+def read_image(image_path):
+    with open(image_path, "rb") as f:
+        return f.read()
+
+
+def read_dcm(dicom_path):
+    # Read the DICOM file
+    reader = sitk.ImageFileReader()
+    reader.SetFileName(dicom_path)
+    dicom = reader.Execute()
+
+    # Extract the pixel array
+    img_array = sitk.GetArrayFromImage(dicom)[0, :, :]
+
+    # Normalize the pixel values to the range [0, 255]
+    img_array = img_array.astype(np.float32)
+    img_array = (
+        (img_array - np.min(img_array))
+        / (np.max(img_array) - np.min(img_array))
+        * 255.0
+    )
+    img_array = img_array.astype(np.uint8)
+
+    # Convert the pixel array to a PIL Image
+    image = Image.fromarray(img_array)
+
+    # Save the image to a BytesIO object
+    image_bytes = io.BytesIO()
+    image.save(image_bytes, format="PNG")
+
+    image_bytes = image_bytes.getvalue()
+
+    return image_bytes
+
+
+def get_files_path(root_folder):
+    print("--------Start Loading Image Files--------")
+    files_data = {}
+    for _, (folder, _, images) in enumerate(os.walk(root_folder)):
+        for count, image_file in tqdm(enumerate(images), total=len(images)):
+            file_path = os.path.join(folder, image_file)
+            if file_path.lower().endswith((".png", ".jpg", ".jpeg")):
+                file_content = base64.encodebytes(read_image(file_path)).decode("utf-8")
+            elif file_path.lower().endswith(".dcm"):
+                file_content = base64.b64encode(read_dcm(file_path)).decode("utf-8")
+            else:
+                continue  # Skip non-image files
+
+            files_data[image_file] = {"file": file_content, "text": "", "index": count}
+    return files_data
+
+
+def get_text(texts):
+    print("--------Start Loading Text--------")
+    text_data = {}
+    for count, text in tqdm(enumerate(texts), total=len(texts)):
+        text_data[text] = {"file": "", "text": text, "index": count}
+    return text_data
+
+
+## Normalization Example Here
+def normalize_volume(volume):
+    volume[volume < -1000] = -1000
+    volume[volume > 1000] = 1000
+    normalized_volume = (volume + 1000) / 2000
+    normalized_volume = (
+        (normalized_volume - normalized_volume.min())
+        * 255.0
+        / (normalized_volume.max() - normalized_volume.min())
+    )
+    return normalized_volume
+
+
+def convert_volume_to_slices(volume, output_dir, filename_prefix):
+    for i in range(volume.shape[2]):
+        slice_img = volume[:, :, i]
+        slice_img = slice_img.astype(np.uint8)
+        slice_img = (
+            Image.fromarray(slice_img)
+            .transpose(Image.ROTATE_90)
+            .transpose(Image.FLIP_LEFT_RIGHT)
+        )
+        slice_img.save(os.path.join(output_dir, f"{filename_prefix}_slice{i}.png"))
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/data/gpt_labeled_mri.json b/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/data/gpt_labeled_mri.json
new file mode 100644
index 00000000000..dc08a97bad7
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/data/gpt_labeled_mri.json
@@ -0,0 +1,4002 @@
+[
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.5038827238981423891694615695320079.1",
+        "id": 0,
+        "gpt_label": {
+            "Body Part Examined": "LUMBAR SPINE",
+            "Plane of Imaging": "unknown",
+            "Protocol Used": "SPINE SCOUT"
+        },
+        "weak_label": {
+            "Body Part Examined": "LSPINE",
+            "Protocol Name": "I_AAspine_scout",
+            "Series Description": "I_AAspine_scout",
+            "Image Type": "ORIGINAL\\PRIMARY\\M\\NORM\\DIS3D\\DIS2D\\MFSPLIT ",
+            "Sequence Variant": "SK"
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.8812480238163694177849768746455966.5",
+        "id": 1,
+        "gpt_label": {
+            "Body Part Examined": "LUMBAR SPINE",
+            "Plane of Imaging": "AXIAL",
+            "Protocol Used": "PROTON DENSITY"
+        },
+        "weak_label": {
+            "Body Part Examined": "LSPINE",
+            "Protocol Name": "AX PD",
+            "Series Description": "AX PD",
+            "Image Type": "ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D\\FM\\FIL",
+            "Sequence Variant": "SK\\SP\\OSP "
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.6926589987617370675449629801671450.5",
+        "id": 2,
+        "gpt_label": {
+            "Body Part Examined": "BRAIN",
+            "Plane of Imaging": "AXIAL",
+            "Protocol Used": "T2 STAR"
+        },
+        "weak_label": {
+            "Body Part Examined": "BRAIN",
+            "Protocol Name": "AX T2 STAR",
+            "Series Description": "AX T2 STAR",
+            "Image Type": "ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D\\FM\\FIL",
+            "Sequence Variant": "SP\\OSP"
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.7163905270587090166361159943983968.11",
+        "id": 3,
+        "gpt_label": {
+            "Body Part Examined": "KNEE",
+            "Plane of Imaging": "AXIAL",
+            "Protocol Used": "PROTON DENSITY FAT-SATURATION"
+        },
+        "weak_label": {
+            "Body Part Examined": "KNEE",
+            "Protocol Name": "AX PD FS",
+            "Series Description": "AX PD FS",
+            "Image Type": "ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D ",
+            "Sequence Variant": "SK\\SP\\OSP "
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.0830985849733100617725857380785986.4",
+        "id": 4,
+        "gpt_label": {
+            "Body Part Examined": "LUMBAR SPINE",
+            "Plane of Imaging": "unknown",
+            "Protocol Used": "S-MAP"
+        },
+        "weak_label": {
+            "Body Part Examined": "LSPINE",
+            "Protocol Name": "S-Map",
+            "Series Description": "S-Map",
+            "Image Type": "ORIGINAL\\PRIMARY\\OTHER",
+            "Sequence Variant": "NONE"
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.9271509911215736097430470298655235.6",
+        "id": 5,
+        "gpt_label": {
+            "Body Part Examined": "ABDOMEN",
+            "Plane of Imaging": "AXIAL",
+            "Protocol Used": "DIFFUSION WEIGHTED IMAGING"
+        },
+        "weak_label": {
+            "Body Part Examined": "ABDOMEN",
+            "Protocol Name": "AX DWI",
+            "Series Description": "AX DWI_TRACEW_DFC_MIX",
+            "Image Type": "DERIVED\\PRIMARY\\DIFFUSION\\TRACEW\\NORM\\DIS2D\\DFC ",
+            "Sequence Variant": "SK\\SP\\OSP "
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.0076129123627976375036614513064281.4",
+        "id": 6,
+        "gpt_label": {
+            "body_part_examined": "SPINE",
+            "plane_of_imaging": "SAGITTAL",
+            "protocol_used": "STIR"
+        },
+        "weak_label": {
+            "Body Part Examined": "SPINE",
+            "Protocol Name": "SAG STIR",
+            "Series Description": "SAG STIR",
+            "Image Type": "ORIGINAL\\PRIMARY\\M\\DIS2D\\FM\\FIL ",
+            "Sequence Variant": "SK\\SP\\MP\\OSP"
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.138757556113308624528030244505611.6",
+        "id": 7,
+        "gpt_label": {
+            "Body Part Examined": "LUMBAR SPINE",
+            "Plane of Imaging": "AXIAL",
+            "Protocol Used": "PROTON DENSITY"
+        },
+        "weak_label": {
+            "Body Part Examined": "LSPINE",
+            "Protocol Name": "AX PD",
+            "Series Description": "AX PD",
+            "Image Type": "ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D\\FM\\FIL",
+            "Sequence Variant": "SK\\SP\\OSP "
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.053638809148244814741598382210113.9",
+        "id": 8,
+        "gpt_label": {
+            "Body Part Examined": "LUMBAR SPINE",
+            "Plane of Imaging": "AXIAL",
+            "Protocol Used": "PROTON DENSITY"
+        },
+        "weak_label": {
+            "Body Part Examined": "LSPINE",
+            "Protocol Name": "AX PD",
+            "Series Description": "AX PD",
+            "Image Type": "ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D\\FM\\FIL",
+            "Sequence Variant": "SK\\SP\\OSP "
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.3851138988591893375912208068607659.8",
+        "id": 9,
+        "gpt_label": {
+            "Body Part Examined": "BRAIN",
+            "Plane of Imaging": "AXIAL",
+            "Protocol Used": "DIFFUSION WEIGHTED IMAGING"
+        },
+        "weak_label": {
+            "Body Part Examined": "BRAIN",
+            "Protocol Name": "AX DWI",
+            "Series Description": "AX DWI_TRACEW",
+            "Image Type": "DERIVED\\PRIMARY\\DIFFUSION\\TRACEW\\NORM\\DIS2D ",
+            "Sequence Variant": "SK\\SP "
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.025480173746947695229457168626793.5",
+        "id": 10,
+        "gpt_label": {
+            "Body Part Examined": "SPINE",
+            "Plane of Imaging": "AXIAL",
+            "Protocol Used": "PROTON DENSITY"
+        },
+        "weak_label": {
+            "Body Part Examined": "SPINE",
+            "Protocol Name": "AX PD",
+            "Series Description": "AX PD",
+            "Image Type": "ORIGINAL\\PRIMARY\\M\\DIS2D\\FM\\FIL ",
+            "Sequence Variant": "SK\\SP\\OSP "
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.3247647453237288159973744417073879.5",
+        "id": 11,
+        "gpt_label": {
+            "Body Part Examined": "SPINE",
+            "Plane of Imaging": "AXIAL",
+            "Protocol Used": "PROTON DENSITY"
+        },
+        "weak_label": {
+            "Body Part Examined": "LSPINE",
+            "Protocol Name": "AX PD",
+            "Series Description": "AX PD",
+            "Image Type": "ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D\\FM\\FIL",
+            "Sequence Variant": "SK\\SP\\OSP "
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.9978425181315856549510652922507042.9",
+        "id": 12,
+        "gpt_label": {
+            "Body Part Examined": "HEAD",
+            "Plane of Imaging": "unknown",
+            "Protocol Used": "TIME OF FLIGHT"
+        },
+        "weak_label": {
+            "Body Part Examined": "HEAD",
+            "Protocol Name": "ToF ROUTINE .7X.7X.7",
+            "Series Description": "ToF ROUTINE .7X.7X.7",
+            "Image Type": "ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D ",
+            "Sequence Variant": "TOF\\MTC\\SP"
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.287477120624608703568803014847724.4",
+        "id": 13,
+        "gpt_label": {
+            "Body Part Examined": "HEAD",
+            "Plane of Imaging": "AXIAL",
+            "Protocol Used": "3DTOF"
+        },
+        "weak_label": {
+            "Body Part Examined": "HEAD",
+            "Protocol Name": "AX 3DTOF HEAD",
+            "Series Description": "AX 3DTOF HEAD",
+            "Image Type": "ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D ",
+            "Sequence Variant": "SP"
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.9546175307127883835638757875701009.7",
+        "id": 14,
+        "gpt_label": {
+            "Body Part Examined": "HEAD",
+            "Plane of Imaging": "CORONAL",
+            "Protocol Used": "3D T2"
+        },
+        "weak_label": {
+            "Body Part Examined": "HEAD",
+            "Protocol Name": "COR 3D T2 IAC",
+            "Series Description": "COR 3D T2 IAC",
+            "Image Type": "ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D ",
+            "Sequence Variant": "SK\\SP "
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.3849378917505821756428516770435451.15",
+        "id": 15,
+        "gpt_label": {
+            "Body Part Examined": "ABDOMEN",
+            "Plane of Imaging": "CORONAL",
+            "Protocol Used": "T1 FAT SATURATION POST-CONTRAST"
+        },
+        "weak_label": {
+            "Body Part Examined": "ABDOMEN",
+            "Protocol Name": "COR T1 FS POST",
+            "Series Description": "COR T1 FS POST",
+            "Image Type": "ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D ",
+            "Sequence Variant": "SP\\OSP"
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.118343189179326969695279308313135.14001",
+        "id": 16,
+        "gpt_label": {
+            "Body Part Examined": "BRAIN",
+            "Plane of Imaging": "AXIAL",
+            "Protocol Used": "DIFFUSION WEIGHTED IMAGING"
+        },
+        "weak_label": {
+            "Body Part Examined": "BRAIN",
+            "Protocol Name": "AX DWI",
+            "Series Description": "AX DWI_TRACEW",
+            "Image Type": "DERIVED\\PRIMARY\\DIFFUSION\\TRACEW\\NORM\\DIS2D\\MFSPLIT ",
+            "Sequence Variant": "SK"
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.2212612341592840446622401531566992.7",
+        "id": 17,
+        "gpt_label": {
+            "Body Part Examined": "BRAIN",
+            "Plane of Imaging": "AXIAL",
+            "Protocol Used": "PROTON DENSITY"
+        },
+        "weak_label": {
+            "Body Part Examined": "BRAIN",
+            "Protocol Name": "AX PD",
+            "Series Description": "AX PD",
+            "Image Type": "ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D\\FM\\FIL",
+            "Sequence Variant": "SK\\SP\\OSP "
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.0720082802962927096358782385236584.5",
+        "id": 18,
+        "gpt_label": {
+            "Body Part Examined": "THORACIC SPINE",
+            "Plane of Imaging": "AXIAL",
+            "Protocol Used": "PROTON DENSITY"
+        },
+        "weak_label": {
+            "Body Part Examined": "TSPINE",
+            "Protocol Name": "AX PD",
+            "Series Description": "AX PD",
+            "Image Type": "ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D\\FM\\FIL",
+            "Sequence Variant": "SK\\SP\\OSP "
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.1230283613105040750105630811260055.3",
+        "id": 19,
+        "gpt_label": {
+            "Body Part Examined": "KNEE",
+            "Plane of Imaging": "AXIAL",
+            "Protocol Used": "PROTON DENSITY FAT SATURATION"
+        },
+        "weak_label": {
+            "Body Part Examined": "KNEE",
+            "Protocol Name": "AX PD FS",
+            "Series Description": "AX PD FS",
+            "Image Type": "ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D ",
+            "Sequence Variant": "SK\\SP\\OSP "
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.5942655715114573592092464329593854.7",
+        "id": 20,
+        "gpt_label": {
+            "Body Part Examined": "HEAD",
+            "Plane of Imaging": "AXIAL",
+            "Protocol Used": "DIFFUSION WEIGHTED IMAGING"
+        },
+        "weak_label": {
+            "Body Part Examined": "HEAD",
+            "Protocol Name": "AX DWI",
+            "Series Description": "AX DWI_TRACEW",
+            "Image Type": "DERIVED\\PRIMARY\\DIFFUSION\\TRACEW\\DIS2D",
+            "Sequence Variant": "SK\\SP "
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.190618363493832554796554808738880.6",
+        "id": 21,
+        "gpt_label": {
+            "Body Part Examined": "CERVICAL SPINE",
+            "Plane of Imaging": "AXIAL",
+            "Protocol Used": "PROTON DENSITY"
+        },
+        "weak_label": {
+            "Body Part Examined": "CSPINE",
+            "Protocol Name": "AX PD",
+            "Series Description": "AX PD",
+            "Image Type": "ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D\\FM\\FIL",
+            "Sequence Variant": "SK\\SP\\OSP "
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.5530449709521595084044426186415862.13",
+        "id": 22,
+        "gpt_label": {
+            "Body Part Examined": "PELVIS",
+            "Plane of Imaging": "unknown",
+            "Protocol Used": "DYNAMIC PRE POST"
+        },
+        "weak_label": {
+            "Body Part Examined": "PELVIS",
+            "Protocol Name": "DYNAMIC PRE POST",
+            "Series Description": "DYNAMIC PRE POST",
+            "Image Type": "ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D ",
+            "Sequence Variant": "SP\\OSP"
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.0166981173612781201544108336701304.3",
+        "id": 23,
+        "gpt_label": {
+            "Body Part Examined": "KNEE",
+            "Plane of Imaging": "AXIAL",
+            "Protocol Used": "PROTON DENSITY FAT SATURATION"
+        },
+        "weak_label": {
+            "Body Part Examined": "KNEE",
+            "Protocol Name": "AX PD FS",
+            "Series Description": "AX PD FS",
+            "Image Type": "ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D ",
+            "Sequence Variant": "SK\\SP\\OSP "
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.294896175372573439752108253628184.10",
+        "id": 24,
+        "gpt_label": {
+            "Body Part Examined": "PELVIS",
+            "Plane of Imaging": "unknown",
+            "Protocol Used": "DYNAMIC PRE POST"
+        },
+        "weak_label": {
+            "Body Part Examined": "PELVIS",
+            "Protocol Name": "DYNAMIC PRE POST",
+            "Series Description": "DYNAMIC PRE POST",
+            "Image Type": "ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D ",
+            "Sequence Variant": "SP\\OSP"
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.9083575292920786190170320063380272.5",
+        "id": 25,
+        "gpt_label": {
+            "Body Part Examined": "CERVICAL SPINE",
+            "Plane of Imaging": "AXIAL",
+            "Protocol Used": "PROTON DENSITY"
+        },
+        "weak_label": {
+            "Body Part Examined": "CSPINE",
+            "Protocol Name": "AX PD",
+            "Series Description": "AX PD",
+            "Image Type": "ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D\\FM\\FIL",
+            "Sequence Variant": "SK\\SP\\OSP "
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.9781437205127314661522304831238509.7",
+        "id": 26,
+        "gpt_label": {
+            "Body Part Examined": "unknown",
+            "Plane of Imaging": "AXIAL",
+            "Protocol Used": "PROTON DENSITY FAT SUPPRESSION"
+        },
+        "weak_label": {
+            "Body Part Examined": NaN,
+            "Protocol Name": "AX PD FS",
+            "Series Description": "AX PD FS",
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+            "Series Description": "AX DWI_TRACEW",
+            "Image Type": "DERIVED\\PRIMARY\\DIFFUSION\\TRACEW\\DIS2D",
+            "Sequence Variant": "SK\\SP "
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.0855209978727134576729064235305432.5",
+        "id": 247,
+        "gpt_label": {
+            "body_part_examined": "SPINE",
+            "plane_of_imaging": "AXIAL",
+            "protocol_used": "PROTON DENSITY"
+        },
+        "weak_label": {
+            "Body Part Examined": "SPINE",
+            "Protocol Name": "AX PD",
+            "Series Description": "AX PD",
+            "Image Type": "ORIGINAL\\PRIMARY\\M\\DIS2D\\FM\\FIL ",
+            "Sequence Variant": "SK\\SP\\OSP "
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.1457376002195167663346207206820530.3",
+        "id": 248,
+        "gpt_label": {
+            "Body Part Examined": "KNEE",
+            "Plane of Imaging": "AXIAL",
+            "Protocol Used": "PROTON DENSITY FAT SATURATION"
+        },
+        "weak_label": {
+            "Body Part Examined": "KNEE",
+            "Protocol Name": "AX PD FS",
+            "Series Description": "AX PD FS",
+            "Image Type": "ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D ",
+            "Sequence Variant": "SK\\SP\\OSP "
+        }
+    },
+    {
+        "SeriesInstanceUID": "1.3.6.1.4.1.55648.8261353259717895327546168289419061.6",
+        "id": 249,
+        "gpt_label": {
+            "Body Part Examined": "HEAD",
+            "Plane of Imaging": "SAGITTAL",
+            "Protocol Used": "3D FLAIR"
+        },
+        "weak_label": {
+            "Body Part Examined": "ORBIT",
+            "Protocol Name": "SAG 3D FLAIR",
+            "Series Description": "SAG 3D FLAIR",
+            "Image Type": "ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D ",
+            "Sequence Variant": "SK\\SP\\MP"
+        }
+    }
+]
\ No newline at end of file
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/data/mri_sample_features.csv b/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/data/mri_sample_features.csv
new file mode 100644
index 00000000000..826bf5d1679
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/data/mri_sample_features.csv
@@ -0,0 +1,251 @@
+batch,series_path,n_files,series_loaded_correctly,series_error_description,series_reader.Execute(),reading metadata,SpecificCharacterSet,ImageType,SOPClassUID,SOPInstanceUID,StudyDate,SeriesTime,AcquisitionTime,AccessionNumber,Modality,Manufacturer,SeriesDescription,ManufacturerModelName,PatientName,PatientID,PatientSex,PatientAge,PatientWeight,EthnicGroup,BodyPartExamined,ScanningSequence,SequenceVariant,ScanOptions,MRAcquisitionType,SequenceName,SliceThickness,RepetitionTime,EchoTime,NumberOfAverages,ImagingFrequency,ImagedNucleus,EchoNumbers,MagneticFieldStrength,SpacingBetweenSlices,NumberOfPhaseEncodingSteps,EchoTrainLength,PercentSampling,PercentPhaseFieldOfView,PixelBandwidth,SoftwareVersions,ProtocolName,TransmitCoilName,AcquisitionMatrix,InPlanePhaseEncodingDirection,FlipAngle,PatientPosition,StudyInstanceUID,SeriesInstanceUID,SeriesNumber,AcquisitionNumber,InstanceNumber,ImagePositionPatient,ImageOrientationPatient,FrameOfReferenceUID,PositionReferenceIndicator,SliceLocation,SamplesPerPixel,PhotometricInterpretation,Rows,Columns,PixelSpacing,BitsAllocated,BitsStored,HighBit,PixelRepresentation,SmallestImagePixelValue,LargestImagePixelValue,WindowCenter,WindowWidth,PregnancyStatus,ContrastBolusAgent,ContrastBolusVolume,ContrastBolusTotalDose,ReceiveCoilName,RescaleIntercept,RescaleSlope,LossyImageCompression,2050|0020,RescaleType,LowRRValue,HighRRValue,IntervalsAcquired,IntervalsRejected,HeartRate,ReconstructionDiameter,ImagesInAcquisition,NumberOfFrames,PixelAspectRatio,Report,Topic,png_path,features
+,1.3.6.1.4.1.55648.5038827238981423891694615695320079/1.3.6.1.4.1.55648.5038827238981423891694615695320079.1,112,True,,102.4836142,0.000213385,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS3D\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.5038827238981423891694615695320079.1.1,20200711,,,44248763,MR,Siemens,I_AAspine_scout,MAGNETOM Vida,Patient_8239612948779919072,Patient_8239612948779919072,F,047Y,61.2349,,LSPINE,GR,SK,PFP\PFF\CG\RG\PER,3D,*fl3d1,1.7,3.3,1.27,1,123.25959,1H,,3.0,,240,1.0,100,100.0,548.0,syngo MR XA11,I_AAspine_scout,Body,240\0\0\240,COL,8,FFS,1.3.6.1.4.1.55648.5038827238981423891694615695320079,1.3.6.1.4.1.55648.5038827238981423891694615695320079.1,1,1,1,-200\-64.35\200,1\0\0\0\0\-1,,,-64.35,1,MONOCHROME2,240,240,1.66667\1.66667,16,12,11,0,0.0,485.0,44,122,,,,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain with bilateral lumbar radicular symptoms, worse on the right. M54.41 R20.2 M62.830 R26.2 M54.42 Comparison PHI: Lumbar spine radiographs from PHI/DD/YYYY. Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial proton density images. Findings: Coronal localizer image 68 of series 1 provides limited visualization of mild levoscoliosis in the lumbar spine, centered at the L3-L4 level. There is minimal retrolisthesis at L3-L4. There is no evidence of fracture, spondylolysis or osseous neoplasm. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the L1 level. The T11-T12 level is visualized on sagittal images, without significant spondylosis, facet arthrosis, disc bulge, disc herniation, or stenosis. T12-L1: No spondylotic changes. Facet joints are unremarkable. L1-L2: No spondylotic changes. Facet joints are unremarkable. L2-L3: Minimal spondylosis. Minimal bilateral facet arthrosis. Mild disc bulge. ----- Page Break ----- L3-L4: Minimal spondylosis. Minimal bilateral facet arthrosis. Mild disc bulge. L4-L5: Minimal spondylosis. Mild-to-moderate bilateral facet arthrosis. Mild disc bulge. Small right foraminal disc protrusion, without compression of the exiting nerve, sagittal image 8 of series 5. L5-S1: Minimal spondylosis. Mild left facet arthrosis. Broad-based but small right paracentral disc protrusion, mildly effacing the ventral thecal sac and encroaching mildly on the right S1 nerve root. See axial image 27 of series 8. The visualized paraspinal and abdominopelvic soft tissues are unremarkable in PHI appearance. ------------------------- IMPRESSION: Mild lumbar levoscoliosis. Minimal retrolisthesis at L3-L4. Spondylosis and facet arthrosis. Foraminal disc protrusion at L4-L5, without compression of the exiting nerve. Small right paracentral disc protrusion at L5-S1, impinging mildly on the right S1 nerve root. M41.26 M43.16 M51.36 M51.27 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.5038827238981423891694615695320079/1.3.6.1.4.1.55648.5038827238981423891694615695320079.1,1.3.6.1.4.1.55648.5038827238981423891694615695320079/1.3.6.1.4.1.55648.5038827238981423891694615695320079.1.pkl
+,1.3.6.1.4.1.55648.8812480238163694177849768746455966/1.3.6.1.4.1.55648.8812480238163694177849768746455966.5,26,True,,22.39013553,0.000165462,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8812480238163694177849768746455966.5.26,20190703,,182737.8225,149310240,MR,Siemens,AX PD,Skyra,Patient_5076011395708186891,Patient_5076011395708186891,M,035Y,74.84275057,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.260196,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.8812480238163694177849768746455966,1.3.6.1.4.1.55648.8812480238163694177849768746455966.5,5,1,26,-94.913505792548\-11.216131843641\-125.61064243882,0.99967193495787\-0.0102013678856\0.02349371300715\3.021656e-008\0.917260154321\0.39828860050849,,,-108.283033,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2069.0,697,1445,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain with bilateral lumbar radicular symptoms. Lower back pain with right sciatica, M54.41 Numbness lower extremity, R20.0 Lower back pain with left sciatica, M54.42 Lower extremity paresthesia, R20.2 Comparison PHI: None Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial proton density images. Findings: The alignment is normal. There is no evidence of fracture, spondylolysis or osseous neoplasm. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the L1 level. Lower thoracic intervertebral levels from T11 to L1 are visualized only on sagittal images. At these levels there is no significant spondylosis, facet arthrosis, disc bulge, disc herniation, or stenosis. L1-L2: No spondylotic changes. Facet joints are unremarkable. L2-L3: No spondylotic changes. Facet joints are unremarkable. L3-L4: No spondylotic changes. Facet joints are unremarkable. L4-L5: No spondylotic changes. Facet joints are unremarkable. ----- Page Break ----- L5-S1: No spondylotic changes. Facet joints are unremarkable. Axial images PHI of series 5 demonstrate bilateral renal atrophy, with multiple small renal cortical cysts. ------------------------- IMPRESSION: Normal MR appearance of the lumbar spine. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.8812480238163694177849768746455966/1.3.6.1.4.1.55648.8812480238163694177849768746455966.5,1.3.6.1.4.1.55648.8812480238163694177849768746455966/1.3.6.1.4.1.55648.8812480238163694177849768746455966.5.pkl
+,1.3.6.1.4.1.55648.6926589987617370675449629801671450/1.3.6.1.4.1.55648.6926589987617370675449629801671450.5,21,True,,14.57460666,0.0001688,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6926589987617370675449629801671450.5.21,20191227,,114715.9675,340201839,MR,Siemens,AX T2 STAR,Skyra,Patient_0549750665532107557,Patient_0549750665532107557,F,048Y,77.11071271,,BRAIN,GR,SP\OSP,SAT2,2D,*me2d1r3,3.0,420.0,12.0,1,123.25999,1H,1.0,3.0,3.54,397,3.0,100,100.0,220.0,syngo MR E11,AX T2 STAR,Body,256\0\0\256,COL,30,HFS,1.3.6.1.4.1.55648.6926589987617370675449629801671450,1.3.6.1.4.1.55648.6926589987617370675449629801671450.5,5,1,21,-84.142383575439\-28.082021994168\-166.49966807319,1\0\0\0\0.95013451358537\0.31184035353671,,,-149.4399735,1,MONOCHROME2,512,512,0.3515625\0.3515625,16,12,11,0,0.0,752.0,359,782,,,,,,,,,,,,,,,,,,,,"MRI-3T CERVICAL SPINE NON CONTRAST History: Cervical radiculopathy. History of subtotal thyroidectomy. Technique: Sagittal T1, T2 and STIR images were supplemented by axial gradient echo images through the disc spaces. This study was performed on a 3.0 Tesla system. Prior examinations: None. Alignment: Reversal of cervical lordosis centered at the C4-5 level. Disc spaces: Advanced degenerative disc disease at C4-5 and C5-6. C4-5: Central disc herniation with minimal compression of the spinal cord but not the C5 nerve roots. C5-6: Disc herniation and endplate osteophytes with mild compression the right C6 nerve root. Spinal cord: The spinal cord has a normal signal. Specifically, there is no edema, myelomalacia, intramedullary mass, syrinx or demyelinating lesion. Craniocervical junction: Normal. Vertebral bodies: No compression fractures are seen. Posterior fossa: Normal. Paraspinal soft tissues: No primary aerodigestive tract lesion or pathologic nodal mass is seen. Thyroid gland: Not evaluated on this MR examination of the cervical spine. Bone marrow signal: Mild reactive endplate edema adjacent to the C4-5 disc. ----- Page Break ----- Facet joints: Normal. ------------------------- IMPRESSION: Reversal cervical lordosis with advanced degenerative disc disease at C4-5 and C5-6. Disc herniation at C4-5 with minimal compression of the spinal cord and left C5 nerve roots. Disc herniation and endplate osteophytes at C5-6 with mild compression of the right C6 nerve root. ICD-10 Codes: Spondylolysis Cervical (Spine Cervical) - M43.02 Cervical Disc Degeneration C4-C5, C5-C6,C6-C7 (Spine Cervical) - M50.32 Cervical disc disorder at C4-C5 level with radiculopathy (Spine Cervical) - M50.121 Cervical disc disorder at C5-C6 level with radiculopathy (Spine Cervical) - M50.122 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.6926589987617370675449629801671450/1.3.6.1.4.1.55648.6926589987617370675449629801671450.5,1.3.6.1.4.1.55648.6926589987617370675449629801671450/1.3.6.1.4.1.55648.6926589987617370675449629801671450.5.pkl
+,1.3.6.1.4.1.55648.7163905270587090166361159943983968/1.3.6.1.4.1.55648.7163905270587090166361159943983968.11,40,True,,36.56240487,0.000155449,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7163905270587090166361159943983968.11.40,20171230,,113019.8725,986746658,MR,Siemens,AX PD FS,Skyra,Patient_8203684339499781971,Patient_8203684339499781971,M,029Y,72.57478843,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.256886,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.7163905270587090166361159943983968,1.3.6.1.4.1.55648.7163905270587090166361159943983968.11,11,1,40,-164.96406083346\-75.833233917224\-45.965403703111,0.97541361515026\-0.1562546971672\-0.1554115471666\0.145254456222\0.98616667967606\-0.0798525068131,,,-76.79401946,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,2621.0,841,1725,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M25.561 Right knee pain TECHNIQUE: MR imaging of the right knee was performed without IV contrast on a 3.0 Tesla high-field wide-bore magnet. COMPARISON: None FINDINGS: LIGAMENTS: There is a chronic high-grade ACL tear with a thin ligament remnant visualized. The PCL, MCL and lateral collateral ligament complex are intact. EXTENSOR MECHANISM: Intact. Doctor FIRSTNAME LASTNAMERTMENT: The lateral meniscus is intact. The articular cartilage is preserved. Doctor FIRSTNAME LASTNAMERTMENT: The medial meniscus is intact. The articular cartilage is preserved. Doctor FIRSTNAME LASTNAMERTMENT: The patellar and trochlear cartilage are preserved. BONES: There is no fracture or osseous lesion. JOINT FLUID: PHI is no joint effusion or loose body. MUSCLES/TENDONS: Intact. NEUROVASCULAR STRUCTURES: Unremarkable. SUBCUTANEOUS TISSUES: Unremarkable. ------------------------- IMPRESSION: ----- Page Break ----- Chronic high-grade partial-thickness ACL tear with only a thin ligament remnant visualized. ICD 10 - ACL (Anterior Cruciate Ligament) Sprain/Tear, S83.511S Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",42,1.3.6.1.4.1.55648.7163905270587090166361159943983968/1.3.6.1.4.1.55648.7163905270587090166361159943983968.11,1.3.6.1.4.1.55648.7163905270587090166361159943983968/1.3.6.1.4.1.55648.7163905270587090166361159943983968.11.pkl
+,1.3.6.1.4.1.55648.0830985849733100617725857380785986/1.3.6.1.4.1.55648.0830985849733100617725857380785986.4,80,True,,56.54021978,0.000220299,,ORIGINAL\PRIMARY\OTHER,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0830985849733100617725857380785986.4.1,20180308,101618.827,101618.827,946723504,MR,Hitachi Medical Corporation,S-Map,OASIS,Patient_0910681905209802957,Patient_0910681905209802957,F,023Y,65.772,,LSPINE,GR,NONE,,3D,S-Map,10.6,4.0,1.0,1,49.399502,1H,1.0,1.16,10.6,32,,35,120.0,,V5.0C,S-Map,,0\32\32\0,ROW,5,FFS,1.3.6.1.4.1.55648.0830985849733100617725857380785986,1.3.6.1.4.1.55648.0830985849733100617725857380785986.4,4,0,1,210.4057\-134.7956\170,0\1\0\0\0\-1,,-1908.0,-210.41,1,MONOCHROME2,64,64,5.3125\5.3125,16,12,11,1,0.0,100.0,706,1411,4.0,,0.0,,RAPID Body,,,0.0,,,100.0,100.0,0.0,0.0,0.0,340.0,40.0,1.0,1\1,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain M54.41 Lower back pain with right sciatica M54.42 Lower back pain with left sciatica M79.605 Left Leg Pain CLINICAL HISTORY: 23-year-old female with low back pain radiating to both legs, left more than right, worse since previous exam. TECHNIQUE: Sagittal and axial images of the lumbar spine were obtained on a 1.2 Tesla open MR scanner. COMPARISON: A previous MR scan of the lumbar spine dated MM/DD/YYYY was available for review. FINDINGS: No fractures, lytic, or blastic disease is identified. The conus is normal in signal and ends at the level of the L1-2 interspace. The thecal sac is mildly anomalous as it ends at approximately the L5 level with the more distal roots coursing through intraspinal fat. No abnormal intradural filling defects are demonstrated. At L1-2, L2-3, and L3-4, the discs are preserved. The canal and foramen are clear. At L4-5, the disc is abnormal in signal, bulges slightly, and demonstrates a focal projection into the midline and right side of the ventral epidural space consistent with a herniation. The herniation extends slightly inferior from the actual level of the interspace in the ventral epidural space. A very subtle degenerative retrolisthesis of L4 posteriorly on L5 accompanies these changes. The configuration of the facets plus the bulge and herniation cause a mild to moderate bilateral lateral recess stenosis of the canal through which both L5 roots traverse. The herniation causes minimal if any defect on the thecal sac due to the configuration of the thecal sac with a relatively ""early termination"". The foramen are clear. At L5-S1, a focal projection of the disc in the midline extending to the right is consistent with a herniation and is compressing the right S1 nerve root in the lateral recess. The foramen are clear. ----- Page Break ----- ------------------------- IMPRESSION: No change from the prior examination. Herniations at L4-5 and L5-S1 are present. The distal thecal sac is mildly anomalous with an ""early termination"". ICD 10 - Herniated disc L5-S1, M51.27 Herniated disc lumbar spine, M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.0830985849733100617725857380785986/1.3.6.1.4.1.55648.0830985849733100617725857380785986.4,1.3.6.1.4.1.55648.0830985849733100617725857380785986/1.3.6.1.4.1.55648.0830985849733100617725857380785986.4.pkl
+,1.3.6.1.4.1.55648.9271509911215736097430470298655235/1.3.6.1.4.1.55648.9271509911215736097430470298655235.6,105,True,,92.65505552,0.000220299,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D\DFC,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9271509911215736097430470298655235.6.1,20190125,,143323.07,789776100,MR,Siemens,AX DWI_TRACEW_DFC_MIX,Skyra,Patient_1940082846726627859,Patient_1940082846726627859,F,055Y,86.18256126,,ABDOMEN,EP,SK\SP\OSP,SFS,2D,*ep_b50t,5.0,6000.0,51.0,2,123.256886,1H,1.0,3.0,6.0,106,35.0,100,80.597015,2330.0,syngo MR E11,AX DWI,Body,134\0\0\108,COL,90,FFS,1.3.6.1.4.1.55648.9271509911215736097430470298655235,1.3.6.1.4.1.55648.9271509911215736097430470298655235.6,6,1,1,-171.66150712359\-136.88067722321\116.45957143175,0.9997806834792\0\-0.0209424196753\0\1\0,,,112.8390226,1,MONOCHROME2,216,268,1.4925372600555\1.4925372600555,16,12,11,0,0.0,1155.0,310,798,,,,,,,,,,,,,,,,,,,,"MRI-3T ABD/ADoctor LASTNAME /LIVER PRE AND POST IV CONTRAST History: R93.8 Abnormal Radiologic Study C64.2 Malignant neoplasm of left kidney, except renal pelvis Technique: Magnetic resonance imaging of the abdomen was performed on a 3.0 Tesla ultra high field wide bore system. A multiplanar multisequence examination was performed with images obtained before and after the intravenous administration of 8 cc Gadavist. Comparison: MR abdomen MM/DD/YYYY. MR abdomen MM/DD/YYYY. Findings: LIVER: Smooth hepatic contour. No suspicious focal lesions. No biliary ductal dilatation. No perihepatic ascites. Patent portal, hepatic veins. Moderate hepatic steatosis. Anterior right hepatic dome 0.9 x 0.8 cm enhancing nodule (series 19 image 20) is overall stable dating back to MM/DD/YYYY with associated faint T2 signal, favored to represent atypical hemangioma versus other lesion such as FNH. Centrally located hepatic dome 0.8 x 0.7 cm nodule (series 19 image 26) with faint increased T2 signal is also favored to have similar differential. GALLBLADDER/BILIARY TREE: Surgically absent gallbladder. There is no intrahepatic or extrahepatic biliary ductal dilatation. . Extra hepatic biliary duct measures 0.4 cm. SPLEEN: Splenomegaly, spleen measures up to 16.0 cm. There are multiple mild to moderate T2 hyperintense lesions within spleen without significant restricted diffusion and demonstrates uniform enhancement postcontrast, similar appearance dating back to MM/DD/YYYY and these are favored to represent multiple splenic hemangiomas. ----- Page Break ----- PANCREAS: Scattered pancreatic cystic foci. No abnormal pancreatic parenchymal signal. No abnormal enhancement or pancreatic mass. Posterior proximal pancreatic body 0.5 x 0.7 cm cystic focus (series 11 image 17) is stable from PHI/DD/YYYY and overall stable from PHI/DD/YYYY with additional scattered punctate cystic pancreatic foci also overall stable. There is no solid or suspicious pancreatic mass. No main pancreatic ductal dilatation. There is no pancreatic edema. ADoctor LASTNAME : No discrete adrenal nodule. KIDNEYS: Normal size. Symmetric enhancement. No hydronephrosis. Left kidney lower pole hemorrhagic/proteinaceous 1.8 x 1.7 cm nodule (series 24 image 75) at the site of prior neoplasm now demonstrating no enhancement. Previously in this location, nodule measured up to 1.7 x 1.6 cm and is overall stable. BOWEL/PERITONEUM: No bowel obstruction or abdominal ascites. ADENOPATHY: No significant abdominal or retroperitoneal lymphadenopathy. ABDOMINAL AORTA: Normal caliber. IVC: Patent. MUSCULOSKELETAL: No aggressive osseous lesion is seen. ------------------------- IMPRESSION: 1. Postablation changes with now nonenhancement of overall stable anterior left kidney lower pole nodule, demonstrating hemorrhagic/proteinaceous change. 2. No suspicious hepatic lesion. Arterially enhancing foci within liver, stable dating back to XX favoring atypical hemangioma/FNH or cyst with hemorrhage among other lesion. 3. Scattered cystic pancreatic foci from PHI, no pancreatic edema or pancreatic mass. No ductal dilatation. Attention on follow-up MRI/MRCP imaging may be obtained as warranted. 4. Splenomegaly with findings of multiple hemangiomas. ----- Page Break ----- Additional codes: Fatty liver. K76.0 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.9271509911215736097430470298655235/1.3.6.1.4.1.55648.9271509911215736097430470298655235.6,1.3.6.1.4.1.55648.9271509911215736097430470298655235/1.3.6.1.4.1.55648.9271509911215736097430470298655235.6.pkl
+,1.3.6.1.4.1.55648.0076129123627976375036614513064281/1.3.6.1.4.1.55648.0076129123627976375036614513064281.4,15,True,,5.804111242,0.000277758,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0076129123627976375036614513064281.4.15,20190611,171942.154,171720.5125,616099027,MR,Siemens,SAG STIR,Aera,Patient_0831657626346594972,Patient_0831657626346594972,M,056Y,101.1511114,,SPINE,SE\IR,SK\SP\MP\OSP,IR,2D,*tirR2d1rr19,4.0,3500.0,93.0,2,63.673045,1H,1.0,1.5,4.72,380,19.0,80,100.0,190.0,syngo MR E11,SAG STIR,Body,256\0\0\205,COL,150,FFS,1.3.6.1.4.1.55648.0076129123627976375036614513064281,1.3.6.1.4.1.55648.0076129123627976375036614513064281.4,4,1,15,38.072010141183\-105.06024169986\43.040520736346,-1.37e-013\1\4.895e-012\0.02792158782826\4.897e-012\-0.999610116462,,,39.25892617,1,MONOCHROME2,256,256,1.015625\1.015625,16,12,11,0,0.0,669.0,158,399,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain M54.42 Lower back pain with left sciatica M79.605 Left Leg Pain R26.2 Difficulty Walking Technique: Multiplanar, multisequence MRI of the lumbar spine was performed without the administration of intravenous contrast . Findings: Priors: Lumbar spine x-ray MM/DD/YYYY The vertebral bodies are normally aligned. Vertebral body heights are maintained. Bone marrow signal intensity is normal. Mild loss of T2 signal involving the intervertebral discs of L4-L5 and L5-S1 compatible with mild disc degeneration. The visualized spinal cord demonstrate normal signal intensity and caliber. The conus medullaris terminates at expected level. At L1-2: Shallow disc bulge without significant spinal canal stenosis or neural foraminal narrowing. At L2-3: No significant spinal canal or neural foraminal stenosis. There is mild thickening of ligamentum flavum and facet arthrosis. At L3-4: Central disc protrusion effacing the ventral thecal sac. There is thickening of ligamentum flavum and mild facet arthrosis contributing to mild spinal canal stenosis. No neural foraminal narrowing. At L4-5: Shallow disc bulge without significant spinal canal stenosis. There is thickening of ligamentum flavum and facet arthrosis. There is mild left-sided neural foraminal narrowing. The right neural foramen is patent. At L5-S1: Asymmetric right-sided diffuse disc bulge with a superimposed superiorly oriented right central disc extrusion which moderately narrows the spinal canal and impinges the descending right S1 nerve root. There is moderate right-sided neural ----- Page Break ----- foraminal narrowing with abutment of the exiting L5 nerve root. The left neural foramen is patent. ------------------------- IMPRESSION: Multilevel spondylosis most pronounced at L5-S1 for which there is an asymmetric right-sided diffuse disc bulge with a superimposed superiorly oriented right central disc extrusion moderately narrowing the spinal canal and impinging the descending right S1 nerve root. There is moderate right-sided neural foraminal narrowing also this level. Mild spinal canal stenosis at L3-L4. Mild left-sided neural foraminal narrowing at L4-L5. ICD 10 - Degeneration lumbar spine, M51.36 Spinal stenosis, M48.06 Herniated disc lumbar spine, M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",67,1.3.6.1.4.1.55648.0076129123627976375036614513064281/1.3.6.1.4.1.55648.0076129123627976375036614513064281.4,1.3.6.1.4.1.55648.0076129123627976375036614513064281/1.3.6.1.4.1.55648.0076129123627976375036614513064281.4.pkl
+,1.3.6.1.4.1.55648.138757556113308624528030244505611/1.3.6.1.4.1.55648.138757556113308624528030244505611.6,30,True,,24.27103353,0.000150204,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.138757556113308624528030244505611.6.30,20180521,,82918.095,802086034,MR,Siemens,AX PD,Skyra,Patient_7494891354618338053,Patient_7494891354618338053,F,076Y,65.31730959,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.252932,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,171,FFS,1.3.6.1.4.1.55648.138757556113308624528030244505611,1.3.6.1.4.1.55648.138757556113308624528030244505611.6,6,1,30,-88.792500966795\-3.6996079085121\-55.534079209877,0.99770180854472\-0.0318521165283\0.0598042130562\-5.2451394e-008\0.88261878656757\0.47008943574387,,,-41.1512524,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1883.0,930,1808,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: Five lumbar vertebral bodies are assumed. Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is straightened. There is mild grade 1 anterolisthesis of L4 on L5. There are no focal aggressive osseous lesions. The vertebral body heights are intact. The conus terminates at L1 and the imaged lower spinal cord demonstrates normal signal intensity and morphology. There is multilevel discogenic degenerative disease with disc dessication and intervertebral disc height narrowing. Multilevel facet arthrosis is also noted. The findings at the individual levels are as follows: T12-L1: There is no significant central canal or neural foraminal stenosis. L1-L2: A shallow disc bulge does not result in significant central canal or neural foraminal stenosis. L2-L3 : A mild disc bulge minimally narrows both neural foramen. L3-L4 : There is a circumferential disc bulge with a superimposed broad-based left foraminal protrusion. This abuts the exiting left L3 nerve roots. Mild-moderate right greater left facet arthrosis is noted. L4-L5: There is severe bilateral facet arthrosis. Uncovering of the disc and a circumferential disc bulge moderately narrows the right greater than left neural foramen, ----- Page Break ----- abutting the exiting right L4 nerve root. Disc material also contacts but does not displace the exiting left L4 nerve root. Mild central canal stenosis is also appreciated. L5-S1: There is moderate-severe bilateral facet arthrosis. A circumferential disc bulge results in mild-moderate bilateral neural foraminal narrowing with impingement of the exiting L5 nerve roots bilaterally. The posterior paraspinal muscles are symmetric. ------------------------- IMPRESSION: Nonspecific straightening of the normal lumbar lordosis with spondylolisthesis at L4-L5. Lower lumbar discogenic degenerative disease and facet arthrosis with abutment of the exiting left L3 nerve root at L3-L4, right L4 nerve root at L4-L5, and impingement of the exiting L5 nerve roots at L5-S1. M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.138757556113308624528030244505611/1.3.6.1.4.1.55648.138757556113308624528030244505611.6,1.3.6.1.4.1.55648.138757556113308624528030244505611/1.3.6.1.4.1.55648.138757556113308624528030244505611.6.pkl
+,1.3.6.1.4.1.55648.053638809148244814741598382210113/1.3.6.1.4.1.55648.053638809148244814741598382210113.9,27,True,,18.49755144,0.00016427,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.053638809148244814741598382210113.9.27,20180510,,122617.1,747815080,MR,Siemens,AX PD,Skyra,Patient_8335054952604333894,Patient_8335054952604333894,M,082Y,113.3981069,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.252995,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,164,FFS,1.3.6.1.4.1.55648.053638809148244814741598382210113,1.3.6.1.4.1.55648.053638809148244814741598382210113.9,9,1,27,-95.104774471995\-22.210925392723\-185.70246408642,0.99974799581246\0.01026032440738\-0.0199667376409\-2.5477811e-008\0.88943834952543\0.45705516340316,,,-157.1151897,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1388.0,822,1562,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, axial proton density, coronal T2. COMPARISON: Correlation is made with the radiographs of MM/DD/YYYY FINDINGS: Five lumbar vertebral bodies are again assumed. Transitional lumbosacral anatomy is noted with a sacralized L5. For the purposes of this dictation, the last well-formed disc space identified as L5-S1. Coronal images demonstrate levocurvature of the lumbar spine. The normal lumbar lordosis is maintained. There is mild retrolisthesis of L1 on L2, L2 on L3 and trace retrolisthesis of L3 on L4. There are no focal aggressive osseous lesions. The vertebral body heights are intact. The conus terminates at T12 and the imaged lower spinal cord demonstrates normal signal intensity and morphology. There is multilevel discogenic degenerative disease with disc dessication and intervertebral disc height narrowing. The findings are most pronounced at L2-L3. The findings at the individual levels are as follows: T12-L1: Only evaluated in the sagittal plane. There is no significant central canal or neural foraminal stenosis. L1-L2: Uncovering of the disc with a circumferential disc bulge and superimposed central disc protrusion is seen in association with posterior osseous ridging. Moderate central canal stenosis results with impingement of the descending L2 nerve roots. Mild-moderate bilateral neural foraminal narrowing is seen with abutment of the exiting L1 nerve roots. L2-L3 : A circumferential disc bulge and posterior osseous ridging result in moderate right, mild left neural foraminal stenosis with abutment of the exiting right L2 nerve root. There is mild-moderate central canal stenosis with abutment of the descending right ----- Page Break ----- L3 nerve root. Bilateral facet arthrosis is present. L3-L4 : A circumferential disc bulge with a superimposed central disc protrusion and posterior osseous ridging results in moderate bilateral neuroforaminal stenosis and impingement of the exiting right greater left L3 nerve roots. Moderate central canal stenosis is also noted in conjunction with ligamentum flavum infolding, with abutment of the descending L4 nerve roots. L4-L5: There is a circumferential disc bulge and posterior osseous ridging resulting in moderate left, mild-moderate neural foraminal stenosis with impingement of the exiting left L4 nerve root. There is mild central canal stenosis. Disc material abuts the descending L5 nerve roots. Mild bilateral ligamentum flavum infolding and facet arthrosis is noted. L5-S1: There is a central/left paracentral broad-based disc protrusion, which abuts the descending left S1 nerve root. Moderate left neural foraminal stenosis is also noted with disc material contacting but not displacing the exiting left L5 nerve root. There is mild facet arthrosis. The posterior paraspinal muscles are maintained. ------------------------- IMPRESSION: Transitional lumbosacral anatomy. Levoscoliosis with multilevel discogenic degenerative disease and facet arthrosis resulting in up to moderate central canal stenosis at L1-L2 and L3-L4 with impingement/abutment of the respective descending nerve roots. Bilateral neural foraminal stenosis at multiple levels, with impingement of the exiting L3 nerve roots at L3-L4, left L4 nerve root at L4-L5, and left L5 nerve root at L5-S1. Additional findings, as above. M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",49,1.3.6.1.4.1.55648.053638809148244814741598382210113/1.3.6.1.4.1.55648.053638809148244814741598382210113.9,1.3.6.1.4.1.55648.053638809148244814741598382210113/1.3.6.1.4.1.55648.053638809148244814741598382210113.9.pkl
+,1.3.6.1.4.1.55648.3851138988591893375912208068607659/1.3.6.1.4.1.55648.3851138988591893375912208068607659.8,66,True,,50.9653275,0.000294209,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3851138988591893375912208068607659.8.1,20180522,,125526.1125,266584401,MR,Siemens,AX DWI_TRACEW,Skyra,Patient_8016040041497038962,Patient_8016040041497038962,M,061Y,86.18256126,,BRAIN,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,6600.0,98.0,1,123.239775,1H,1.0,3.0,4.8,143,71.0,100,100.0,1040.0,syngo MR E11,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.3851138988591893375912208068607659,1.3.6.1.4.1.55648.3851138988591893375912208068607659.8,8,1,1,-140.75607783318\-124.60370416613\-59.424592749528,0.99777644602757\-0.0314599641315\-0.0587574200373\0.02421087228978\0.9924488129362\-0.1202463611279,,,-82.40304636,1,MONOCHROME2,192,192,1.3541666269302\1.3541666269302,16,12,11,0,0.0,2162.0,247,626,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN NON CONTRAST HISTORY: CLINICAL HISTORY: 61-year-old male with difficulty walking. TECHNIQUE: Sagittal, coronal, and axial images of the brain were obtained with a 3 Tesla MR scanner. COMPARISON: No prior correlative imaging was available for review. FINDINGS: No intracranial masses or acute hemorrhages are demonstrated. Midline structures are normal in position and ventricles are normal in size. However, a rim of abnormal signal in the periventricular white matter approximately 5 to 10 mm thick surrounds the lateral ventricles and innumerable focal areas of abnormal parenchymal signal generally 1 cm or less in size are scattered throughout the deep white matter in the hemispheres bilaterally. Several foci are in the subcortical white matter and in the cortex including in the right parietal lobe. Abnormal signal is also scattered in the pons. Several of the abnormal foci are associated with susceptibility artifact indicative of remote blood products with a prominent such lesion in the left thalamus. Also in the posterior left thalamus is a 3 mm focus of abnormal signal with characteristics of an acute/subacute infarct. The major vessels are patent. ------------------------- IMPRESSION: No masses or acute hemorrhages. A small left thalamic infarct is acute/subacute on a background of multiple old small infarcts and advanced chronic leukoencephalopathy from cerebrovascular disease. - Stroke/Cerebral Infarction I63.9, I 67.82 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ----- Page Break -----",28,1.3.6.1.4.1.55648.3851138988591893375912208068607659/1.3.6.1.4.1.55648.3851138988591893375912208068607659.8,1.3.6.1.4.1.55648.3851138988591893375912208068607659/1.3.6.1.4.1.55648.3851138988591893375912208068607659.8.pkl
+,1.3.6.1.4.1.55648.025480173746947695229457168626793/1.3.6.1.4.1.55648.025480173746947695229457168626793.5,30,True,,27.53652334,0.001057863,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.025480173746947695229457168626793.5.30,20200331,,,229265269,MR,Siemens,AX PD,Amira,Patient_420132312414691501,Patient_420132312414691501,M,055Y,104.3262584,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,42.0,1,63.676639,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.025480173746947695229457168626793,1.3.6.1.4.1.55648.025480173746947695229457168626793.5,5,1,30,-91.78223991394\-36.449618810549\-117.45195403325,1\0\0\0\0.93437690252199\0.35628612663619,,,-96.7578995,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,3079.0,928,2091,,,,,,,,,,,,,,,,,,,,"EXAM: 1.5 Tesla Lumbar spine MRI without contrast. HISTORY: M54.5 Lower Back Pain TECHNIQUE: Axial and sagittal multi-weighted images of the lumbar spine were obtained. COMPARISON: None. FINDINGS: CONUS: Terminates in normal position and demonstrates normal signal characteristics. CAUDA EQUINA: Unremarkable. OSSEOUS STRUCTURES: Vertebral bodies are normal height without fractures. ALIGNMENT: No vertebral body listhesis is present. BONE MARROW: Normal bone marrow signal. No focal osseous lesion is seen. PARASPINAL SOFT TISSUES: Paraspinal soft tissues are unremarkable. T12-L1: No disc herniation, central canal, or foraminal stenosis. L1-L2: No disc herniation, central canal, or foraminal stenosis. L2-L3: No disc herniation, central canal, or foraminal stenosis. L3-L4: No disc herniation, central canal, or foraminal stenosis. L4-L5: There is what appears to be a large disc herniation with cephalad extrusion of disc displacing the thecal sac and causing left foraminal stenosis. Other etiologies such as a nerve root neoplasm cannot be excluded on the basis of this examination therefore repeat examination after intravenous contrast injection is suggested if surgical intervention is contemplated L5-S1: There is a disc bulge with superimposed protrusion with small annular tear on the left side causing moderate left foraminal stenosis. ------------------------- IMPRESSION: Large disc herniation at L4-L5 with cephalad extrusion of disc displacing the thecal sac and causing left foraminal stenosis. Repeat examination after the administration of intravenous contrast is recommended if surgical intervention is contemplated. Disc bulge at L5 measures 1. Superimposed left disc protrusion on the left side causing ----- Page Break ----- moderate left foraminal stenosis. ICD 10 - Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",33,1.3.6.1.4.1.55648.025480173746947695229457168626793/1.3.6.1.4.1.55648.025480173746947695229457168626793.5,1.3.6.1.4.1.55648.025480173746947695229457168626793/1.3.6.1.4.1.55648.025480173746947695229457168626793.5.pkl
+,1.3.6.1.4.1.55648.3247647453237288159973744417073879/1.3.6.1.4.1.55648.3247647453237288159973744417073879.5,25,True,,36.2408793,0.000266314,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3247647453237288159973744417073879.5.25,20181108,,111241.835,265543600,MR,Siemens,AX PD,Skyra,Patient_8127686501027579740,Patient_8127686501027579740,F,072Y,68.94604901,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.230978,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.3247647453237288159973744417073879,1.3.6.1.4.1.55648.3247647453237288159973744417073879.5,5,1,25,-85.604832224931\-30.073380969396\-10.697011640857,0.99805643665984\0.02125258372448\-0.0585805166152\-8.438362e-009\0.94004792205526\0.34104237894959,,,-5.134391696,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1627.0,896,1789,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain radiates into the left leg for 1 year. No trauma ICD- M51.26 Herniated disc lumbar spine M79.2 Neuralgia and neuritis, unspecified M54.5 Lower Back Pain Technique: MRI of the lumbar spine was performed on a 3.0 Tesla ultra high field magnetic resonance imaging unit utilizing sagittal T2, T1 and STIR sequences as well as angled axial proton density images through the disc spaces. There are no prior studies available for comparison. Findings: There is slight left convex curvature of the lumbar spine. Vertebral bodies are normal in height without a fracture or pars defect. Signal arising from bone marrow does not demonstrate an aggressive osseous lesion or infiltrative process. The lower cord and conus are normal in signal and morphology. Sagittal images include to the T11-T12 level and there are shallow posterior disc protrusions at T11-T12 and T12-L1. At L1-2, There is moderate circumferential disc osteophytic ridge which extends into the neural foramen bilaterally. There is moderate facet arthrosis. There is mild thecal sac compression. There is mild bilateral foraminal stenosis. At L2-3, there is moderate loss of disc height and disc bulging. There is a shallow posterior disc protrusion. There is moderate facet arthrosis. There is ligamentum flavum thickening. There is mild to moderate thecal sac compression. There is mild to moderate bilateral foraminal stenosis. At L3-4, there is posterior disc bulging and loss of disc height. There is moderate facet arthrosis. There is mild thecal sac compression. There is mild to moderate bilateral foraminal stenosis. At L4-5, There is a small circumferential disc bulge. There is a small right foraminal disc protrusion. Disc osteophytic ridging extends into both neural foramen. There is ----- Page Break ----- moderate facet arthrosis. There is no thecal sac compression. There is moderate to severe bilateral foraminal stenosis. There is mild impingement of exiting nerve roots. At L5-S1, There is a small circumferential disc bulge. Disc osteophytic ridging extends into the left neural foramen. There is no thecal sac compression. There is moderate to severe left foraminal stenosis with mild impingement of exiting nerve root. Paraspinal musculature is symmetric. There is no bulky lymphadenopathy. ------------------------- IMPRESSION: L2-L3 there is mild to moderate thecal sac compression and foraminal stenosis. L3-L4 there is mild to moderate foraminal stenosis. L4-L5 there is moderate to severe bilateral foraminal stenosis. There is a small right foraminal disc protrusion. L5-S1 there is moderate to severe left foraminal stenosis. ICD 10 - Herniated disc lumbar spine, M51.26 Degeneration lumbar spine, M51.36 Spinal stenosis, M48.061 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",84,1.3.6.1.4.1.55648.3247647453237288159973744417073879/1.3.6.1.4.1.55648.3247647453237288159973744417073879.5,1.3.6.1.4.1.55648.3247647453237288159973744417073879/1.3.6.1.4.1.55648.3247647453237288159973744417073879.5.pkl
+,1.3.6.1.4.1.55648.9978425181315856549510652922507042/1.3.6.1.4.1.55648.9978425181315856549510652922507042.9,156,True,,53.63653946,0.000242472,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9978425181315856549510652922507042.9.1,20190801,,94316.005,831204228,MR,Siemens,ToF ROUTINE .7X.7X.7,Espree,Patient_8431902490278952429,Patient_8431902490278952429,F,075Y,113.3981069,,HEAD,GR,TOF\MTC\SP,PFP\SAT1\MT,3D,*fl3d1r_t70,0.699999988,37.0,7.0,1,63.66089,1H,1.0,1.5,20.3,205,1.0,100,80.0,100.0,syngo MR B19,ToF ROUTINE .7X.7X.7,Body,0\320\256\0,ROW,20,HFS,1.3.6.1.4.1.55648.9978425181315856549510652922507042,1.3.6.1.4.1.55648.9978425181315856549510652922507042.9,9,1,1,-79.783466563809\-76.01610360821\-85.625603846913,0.99990158786779\-1.96275934e-007\0.0140290619586\2.05078e-010\0.99999999990234\1.397605034e-005,,,-84.49682774,1,MONOCHROME2,320,256,0.6875\0.6875,16,12,11,0,0.0,378.0,159,364,,,,,,,,,,,,,,,,,,,,"MRA-HEAD NON CONTRAST History: I67.1 Aneurysm Technique: Diffusion images were obtained through the entire brain. The intracranial arterial circulation was evaluated using a 3-D time of flight technique. MIP, subvolume MIP and source images were all reviewed. The study was performed on a 1.5 Tesla system. Prior examinations: This study is interpreted in comparison to prior examinations dated PHI MM, YYYY. Findings: Visualized distal cervical and intracranial segments of the both internal carotids arteries are normal in caliber. Right A1 segment is hypoplastic and there is well-developed anterior communicating artery. Anterior cerebral arteries are otherwise normal in caliber. There is susceptibility artifact related to anterior communicating artery aneurysm coiling. Again seen 1 mm focus of flow related enhancement at the base of the coil mass, similar to prior study. V4 segment of the vertebral arteries, basilar artery and posterior cerebral arteries are normal in caliber. Diffusion images do not demonstrate any acute or evolving infarct. ------------------------- IMPRESSION: Stable examination demonstrating coil embolization of anterior communicating artery aneurysm as above. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",10,1.3.6.1.4.1.55648.9978425181315856549510652922507042/1.3.6.1.4.1.55648.9978425181315856549510652922507042.9,1.3.6.1.4.1.55648.9978425181315856549510652922507042/1.3.6.1.4.1.55648.9978425181315856549510652922507042.9.pkl
+,1.3.6.1.4.1.55648.287477120624608703568803014847724/1.3.6.1.4.1.55648.287477120624608703568803014847724.4,156,True,,170.5199757,0.000389814,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.287477120624608703568803014847724.4.1,20170227,160056.285,155911.15,255267751,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_4666782467963544290,Patient_4666782467963544290,M,042Y,80.73945213,,HEAD,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,28.0,7.15,1,63.673238,1H,1.0,1.5,17.4,319,1.0,100,100.0,120.0,syngo MR D13E,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.287477120624608703568803014847724,1.3.6.1.4.1.55648.287477120624608703568803014847724.4,4,1,1,-87.541762132945\-94.327068857881\-96.481328148438,0.99880187125684\0.01243302820387\0.04733119250053\-2.90189e-010\0.9671878452327\-0.254062338874,,,-112.8559824,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,414.0,125,318,4.0,,,,,,,,,,,,,,,,,,,"MRA-HEAD W/O CON HISTORY: CLINICAL HISTORY: 42-year-old male with dizziness, syncope. Previous MR imaging exams from PHI/DD/YYYY demonstrated low right frontal encephalomalacia consistent with a prior trauma but otherwise were normal. TECHNIQUE: Initially, an axial diffusion weighted sequence for localization purposes was obtained. Then a three-dimensional time-of-flight data set was acquired over the cerebral circulation. The data was reconstructed into axial images and also reformatted into three-dimensional renderings which were reviewed in multiple projections. COMPARISON: No previous angiographic imaging was available for review but the MR imaging of the brain from PHI/DD/YYYY was available for review. FINDINGS: The initial imaging did not disclose any acute infarcts. Midline structures remain normal in position and ventricles normal in size. Angiography demonstrates the right vertebral artery is well-developed. The left vertebral artery is hypoplastic with the dominant flow into the left PICA. Only a small hypoplastic segment flows from the left PICA to the vertebrobasilar junction. The vertebrobasilar junction is normal. Both aicas, superior cerebellar arteries and posterior cerebral arteries originate from the basilar artery. The P1 segments of the posterior cerebral arteries bilaterally are slightly hypoplastic and a significant contribution to the distal PCA territories arises from the carotid arteries bilaterally. The internal carotid arteries bilaterally flow into their respective anterior and middle cerebral arteries. Well-developed posterior communicating arteries bilaterally are present and flow to the posterior cerebral arteries. No intracranial aneurysms or vascular malformations are identified. The vessels taper normally. No stenoses or occlusions are identified. ----- Page Break ----- ------------------------- IMPRESSION: Normal examination. - Chronic cerebral ischemia I67.82 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",73,1.3.6.1.4.1.55648.287477120624608703568803014847724/1.3.6.1.4.1.55648.287477120624608703568803014847724.4,1.3.6.1.4.1.55648.287477120624608703568803014847724/1.3.6.1.4.1.55648.287477120624608703568803014847724.4.pkl
+,1.3.6.1.4.1.55648.9546175307127883835638757875701009/1.3.6.1.4.1.55648.9546175307127883835638757875701009.7,64,True,,54.77894974,0.000166178,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9546175307127883835638757875701009.7.1,20191106,193359.216,193019.3025,618618044,MR,Siemens,COR 3D T2 IAC,Aera,Patient_6770959155440041492,Patient_6770959155440041492,M,041Y,106.1406281,,HEAD,SE,SK\SP,PFP\SAT2,3D,*spcR_88,0.600000024,1200.0,263.0,2,63.676337,1H,1.0,1.5,,297,82.0,100,100.0,345.0,syngo MR E11,COR 3D T2 IAC,Body,0\320\320\0,ROW,150,HFS,1.3.6.1.4.1.55648.9546175307127883835638757875701009,1.3.6.1.4.1.55648.9546175307127883835638757875701009.7,7,1,1,-86.434728409995\-26.977496743738\36.612202468199,0.99631192298774\0.07758850040259\-0.0366411888146\-0.0356171959756\-0.0145411591418\-0.9992597110069,,,-20.57512523,1,MONOCHROME2,640,640,0.28125\0.28125,16,12,11,0,0.0,430.0,167,420,,,,,,,,,,,,,,,,,,,,"EXAM: MRI-BRAIN PRE AND POST IV CONTRAST HISTORY: G40.89 Other seizures TECHNIQUE: MRI of the brain/IAC without and with intravenous contrast. Examination consists of multiple pulse sequences acquired in sagittal, axial and coronal planes including T1, T2, and diffusion weighted images as well as thin section axial and coronal images through the internal auditory canal after contrast with thin section high-resolution axial T2-weighted images through the internal auditory canals and cranial nerves. Study is performed on a 3.0 Tesla magnet. Contrast dose: 7cc Doctor FIRSTNAME LASTNAMERISON: None. FINDINGS: Internal auditory canal MRI without and with intravenous contrast: CRANIAL NERVES: No abnormal enhancement or masses on postcontrast images. The visualized cranial nerves are unremarkable. Specifically, the 5th, 7th and 8th cranial nerves within the internal auditory canal are normal and I do not see a vestibular schwannoma. No abnormality and Meckel's cave. COCHLEA, LASTNAME, FIRSTNAME MIDDLENAME :Unremarkable. CAVERNOUS SINUSES: Normal. Middle ears and mastoid:Clear. Brain MRI without and with intravenous contrast: INTRACRANIAL HEMORRHAGE: None. MIDLINE SHIFT OR MASS EFFECT: None. VENTRICLES: Within normal limits. SULCI: Within normal limits. DIFFUSION WEIGHTED IMAGING: No restricted diffusion or acute infarct. Doctors. NAME RENCHYMA: Normal brain parenchymal signal characteristics and morphology. Normal myelination pattern. POST CONTRAST IMAGES: No abnormal enhancement or masses. ----- Page Break ----- MIDLINE STRUCTURES: Within normal limits. No LASTNAME malformation. VASCULAR FLOW VOIDS AND MAJOR DURAL SINUSES: Patent. SKULL AND OSSEOUS STRUCTURES. Unremarkable. VISUALIZED SINUSES: Clear ORBITS: Unremarkable. SOFT TISSUES: Unremarkable. ------------------------- IMPRESSION: Normal MRI of the brain/internal auditory canal. Specifically, trigeminal nerves are normal. No evidence of old palsy. ICD 10 - Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",38,1.3.6.1.4.1.55648.9546175307127883835638757875701009/1.3.6.1.4.1.55648.9546175307127883835638757875701009.7,1.3.6.1.4.1.55648.9546175307127883835638757875701009/1.3.6.1.4.1.55648.9546175307127883835638757875701009.7.pkl
+,1.3.6.1.4.1.55648.3849378917505821756428516770435451/1.3.6.1.4.1.55648.3849378917505821756428516770435451.15,80,True,,73.51131034,0.000135899,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3849378917505821756428516770435451.15.1,20180513,,112030.15,807142335,MR,Siemens,COR T1 FS POST,Skyra,Patient_9298027890665281668,Patient_9298027890665281668,M,057Y,86.18256126,,ABDOMEN,GR,SP\OSP,PFP\FS,3D,*fl3d1,3.0,3.0,1.1,1,123.231171,1H,1.0,3.0,,243,1.0,75,100.0,600.0,syngo MR E11,COR T1 FS POST,Body,0\288\216\0,ROW,9,FFS,1.3.6.1.4.1.55648.3849378917505821756428516770435451,1.3.6.1.4.1.55648.3849378917505821756428516770435451.15,15,1,1,-198.81926953793\-121.39156627655\209.10842610896,1\0\0\0\0\-1,,,-121.3915663,1,MONOCHROME2,288,288,1.388888835907\1.388888835907,16,12,11,0,0.0,235.0,131,327,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: Follow-up Bosniak 2F cyst. Q61.8 Other cystic kidney diseases An MRI of the abdomen without and with 9 cc Gadavist was obtained on a 3 Tesla ultra high field wide bore MRI. Examination was performed under moderate conscious sedation, with intravenous medications administered by a board certified anesthesiologist. Pulse oximetry, heart rate and blood pressure were continuously monitored. Comparison is made with abdominal MRI from PHI/DD/YYYY and MM/DD/YYYY. Kidneys: There is no drastic change in known complex Bosniak type II F cyst emanating from the midpole of the right kidney posterior laterally. It demonstrates 1 cm hemorrhagic nodular component superiorly and multicystic/multiseptated morphology. It spans about 5.2 cm in longest length. Widest axial dimensions measure about 4.5 x 3.5 cm. Dominant cyst from the left kidney now measures up to 6.4 cm. There is no other suspicious renal mass. There is no hydronephrosis. Retroperitoneum: There is left-sided retroaortic renal vein. Abdominal aorta is not aneurysmal. There is no suspicious adenopathy. Liver: There is no hepatomegaly. There is no suspicious mass. Spleen: There is no splenomegaly. There is no suspicious mass. Gallbladder/biliary tree: Gallbladder is not pathologically distended. There is no biliary dilatation. ----- Page Break ----- Pancreas: There is no pancreatitis. There is no pancreatic ductal dilatation. There is no suspicious mass. Adrenals: There is no suspicious adrenal mass. GI: Visualized GI tract shows nonspecific, nonobstructive bowel gas pattern. Bony structures, abdominal wall, soft tissue: There is enhancement along the posterior aspect of the lumbar spine, perhaps sequela from spinal stenosis surgery. Correlate with patient's back symptom. ------------------------- IMPRESSION: No drastic change in known complex Bosniak type II F cyst from the right kidney. Follow-up study can be obtained in one year. Renal cysts. N28.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.3849378917505821756428516770435451/1.3.6.1.4.1.55648.3849378917505821756428516770435451.15,1.3.6.1.4.1.55648.3849378917505821756428516770435451/1.3.6.1.4.1.55648.3849378917505821756428516770435451.15.pkl
+,1.3.6.1.4.1.55648.118343189179326969695279308313135/1.3.6.1.4.1.55648.118343189179326969695279308313135.14001,60,True,,43.18824506,0.000230789,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.118343189179326969695279308313135.14001.1,20191112,,93938.4025,1478596,MR,Siemens,AX DWI_TRACEW,MAGNETOM Vida,Patient_1741231737943750260,Patient_1741231737943750260,F,049Y,68.0388,,BRAIN,GR\EP,SK,PFP\FS\PER,2D,*ep_b0,4.0,6400.0,98.0,1,123.173975,1H,,3.0,4.8,192,71.0,100,100.0,1042.0,syngo MR XA10,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.118343189179326969695279308313135,1.3.6.1.4.1.55648.118343189179326969695279308313135.14001,14001,1,1,-127.227\-121.098\-74.5966,0.999897\0.00734762\0.0123024\-0.00837692\0.996275\0.0858207,,,-62.4324,1,MONOCHROME2,192,192,1.35417\1.35417,16,12,11,0,0.0,4095.0,343,785,,,,,HeadNeck_20_TCS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T BRAIN NON CONTRAST History: Chronic headaches, migraines, remote history of head trauma. SLE. Technique: MR imaging of the brain was obtained without use of intravenous contrast on a 3.0 Tesla system. Comparison examination : There are no prior studies available for comparison with this examination. Brain parenchyma: There are a few scattered subcortical white matter lesions in the left cerebral hemisphere with sparing of the corpus callosum, brainstem and posterior fossa white matter tracts. The lesions are all less than 5 mm in diameter and without associated diffusion of arteries, restriction, edema or mass effect. Within the brain parenchyma there is no mass, mass effect or edema. No acute or evolving infarct is seen but there is a chronic lacunar type infarct in the left side of the pons. Extra-axial spaces: No abnormal extra-axial collection or mass is noted. Blood products: No intracranial hemorrhage is seen. Ventricles and sulci: The ventricles and sulci are normal for a patient of this age. Intracranial vessels: Normal. Craniocervical junction: Normal. Orbits: No orbital masses are seen. The globes, extraocular muscles, lacrimal glands and optic nerves are normal. Paranasal sinuses: Normally aerated. Temporal bones: Normal. ------------------------- IMPRESSION: ----- Page Break ----- Scattered subcortical white matter lesions in the left cerebral hemisphere. While these lesions are nonspecific in appearance they probably represent areas of microvascular ischemia that can be seen in patients with headache syndromes. Chronic lacunar infarct in the left side of the pons. Stroke/Infarcts (Brain Parenchyma) - I63.9 Chronic cerebral ischemia I67.82 White matter disease, unspecified R90.82 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",28,1.3.6.1.4.1.55648.118343189179326969695279308313135/1.3.6.1.4.1.55648.118343189179326969695279308313135.14001,1.3.6.1.4.1.55648.118343189179326969695279308313135/1.3.6.1.4.1.55648.118343189179326969695279308313135.14001.pkl
+,1.3.6.1.4.1.55648.2212612341592840446622401531566992/1.3.6.1.4.1.55648.2212612341592840446622401531566992.7,25,True,,21.34582472,0.000152111,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2212612341592840446622401531566992.7.25,20191009,,191208.015,853319190,MR,Siemens,AX PD,Skyra,Patient_2977485580500585986,Patient_2977485580500585986,F,032Y,72.57478843,,BRAIN,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.227826,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,HFS,1.3.6.1.4.1.55648.2212612341592840446622401531566992,1.3.6.1.4.1.55648.2212612341592840446622401531566992.7,7,1,25,-100.875\-31.655149079356\-572.58692551595,1\0\0\0\0.91844636706283\0.39554553572136,,,-513.3693287,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2683.0,1128,2342,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5. History motor vehicle collision. TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is maintained. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of fracture infiltrative process. The vertebral body heights are intact. Intervertebral Discs: Normal Disc Height and Signal. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L3-L4: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L4-5: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L5-S1: Broad-based Protruded Central disc herniation with bilateral subarticular stenosis encroaching on the descending S1 nerve roots bilaterally. No neural foraminal narrowing. The urinary bladder or other cystic structure abuts the margin of the sacrum and L5-S1 disc space is atypical. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: Prominent cystic structure versus atypical location of the urinary bladder which abuts the anterior margin of the sacrum and L5-S1 disc space. Pelvic ultrasound is recommended for further evaluation L5-S1: Broad-based Protruded Central disc herniation with bilateral subarticular stenosis encroaching on the descending S1 nerve roots bilaterally. No neural foraminal narrowing. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.2212612341592840446622401531566992/1.3.6.1.4.1.55648.2212612341592840446622401531566992.7,1.3.6.1.4.1.55648.2212612341592840446622401531566992/1.3.6.1.4.1.55648.2212612341592840446622401531566992.7.pkl
+,1.3.6.1.4.1.55648.0720082802962927096358782385236584/1.3.6.1.4.1.55648.0720082802962927096358782385236584.5,30,True,,24.70319104,0.000187397,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0720082802962927096358782385236584.5.30,20200409,,151245.2825,634035016,MR,Siemens,AX PD,Skyra,Patient_6121328862179253092,Patient_6121328862179253092,F,032Y,63.50293988,,TSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.257323,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,HFS,1.3.6.1.4.1.55648.0720082802962927096358782385236584,1.3.6.1.4.1.55648.0720082802962927096358782385236584.5,5,1,30,-113.58798904143\-21.735254525324\-512.34158845935,0.9988365101635\0.01459871747231\-0.045961977901\-2.2530013e-008\0.95307886780255\0.3027221031709,,,-486.6394721,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2186.0,897,1854,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post motor vehicle collision in MONTH XX. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: No prior studies available for comparison. FINDINGS: There is apparently a transitional vertebra at the lumbosacral junction, which corresponds to a lumbarized S1 vertebra, with a well-formed S1-S2 disc space. This was determined in conjunction with the thoracic spine study performed on the same date. Accordingly, there are 6 lumbar type vertebral bodies, and the conus medullaris is situated at L1-L2. Sagittal images demonstrate mild accentuation of the normal lumbar lordosis. Evaluation of vertebral configuration demonstrates mild anterior wedging of the L1 and L2 vertebral bodies, which may represent normal anatomic variation or possibly mild chronic compression deformities. The remainder of the lumbar vertebrae, as well as the lumbarized S1 vertebra, maintain normal height. Vertebral marrow signal is normal. There is no evidence of marrow edema or marrow replacement. There is mild generalized loss of disc signal in the lumbar region, on the T2-weighted sequence, which reflects early disc desiccation. There is mild associated disc space narrowing at T12-L1, L1-L2 and L2-L3. The remainder of the lumbar disc spaces, including the well-formed transitional S1-S2 disc space, maintain normal height. There are intraosseous discal herniations at all levels from T12-L1 through L4-L5. At L1-L2, there is also left paracentral posterior herniation of the disc, which deforms the left ventral thecal sac. ----- Page Break ----- There is no evidence of disc bulge or herniation at L5-S1 or S1-S2. The facet joints demonstrate normal alignment. There is no evidence of central spinal stenosis. The neural foramina are bilaterally patent. The conus medullaris is normal in position (L1-L2) and appearance. There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Transitional lumbarized S1 vertebra, with a well-formed S1-S2 disc space. The numbering of the vertebrae was performed in conjunction with the thoracic spine MRI performed on the same date. Please note that the lumbar vertebrae are numbered accordingly for the purposes of this report. 2. Mild anterior wedging of the L1 and L2 vertebral bodies. 3. Intraosseous discal herniations at all levels from T12-L1 through L4-L5. 4. Left paracentral disc herniation at L1-L2, with mass effect on the left ventral thecal sac. 5. Lumbar hyperlordosis. The above findings may be compatible with Scheuermann's disease. Please correlate clinically. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.0720082802962927096358782385236584/1.3.6.1.4.1.55648.0720082802962927096358782385236584.5,1.3.6.1.4.1.55648.0720082802962927096358782385236584/1.3.6.1.4.1.55648.0720082802962927096358782385236584.5.pkl
+,1.3.6.1.4.1.55648.1230283613105040750105630811260055/1.3.6.1.4.1.55648.1230283613105040750105630811260055.3,44,True,,38.03661966,0.000186682,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1230283613105040750105630811260055.3.44,20170726,,110308.91,293216622,MR,Siemens,AX PD FS,Skyra,Patient_8895259770386526131,Patient_8895259770386526131,M,017Y,79.37867485,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.158158,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.1230283613105040750105630811260055,1.3.6.1.4.1.55648.1230283613105040750105630811260055.3,3,1,44,-140.77108764614\-76.481927872047\-51.234939575195,1\4.897e-012\0\-4.897e-012\1\0,,,-51.23493958,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,2550.0,769,1370,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M23.601 Right knee ligament injury M25.361 Right knee instability M25.461 Right knee effusion M25.561 Right knee pain TECHNIQUE: Right knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Ligaments: The anterior cruciate ligament has a disorganized appearance, indicating the presence of a complete tear. The posterior cruciate, medial collateral, and lateral collateral ligaments are intact. Menisci: A small longitudinal vertical tear is present involving the outer third of the posterior horn lateral meniscus. A longitudinal vertical tear is also present involving the outer third of the body and posterior horn medial meniscus. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. Effusion: A moderate knee joint effusion is present. Cartilage: There is preservation of the articular cartilage in all 3 compartments. Bone Marrow: Bone marrow edema is present on the weightbearing surface of the lateral femoral condyle with minimal associated depression of the articular surface. There is also bone contusion involving the posterior aspects of the medial tibial plateaus. No displaced fractures are identified. Popliteal fossa: A small popliteal cyst is present with associated fluid indicating leakage/rupture. Popliteus muscle and tendon are intact. ----- Page Break ----- Iliotibial band: The iliotibial band is within normal limits. Posterolateral corner: The posterior lateral corner is unremarkable. ------------------------- IMPRESSION: Disorganized appearance of the anterior cruciate ligament indicating a complete tear. Bone marrow edema in a pattern consistent with a complete ACL tear. S83.511A Longitudinal vertical tear involving the outer third posterior horn/body medial meniscus. S83.221A A vertical tear involving the outer third posterior horn lateral meniscus. S83.261A Moderate joint effusion. M25.461 Small ruptured popliteal cyst. M66.0 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.1230283613105040750105630811260055/1.3.6.1.4.1.55648.1230283613105040750105630811260055.3,1.3.6.1.4.1.55648.1230283613105040750105630811260055/1.3.6.1.4.1.55648.1230283613105040750105630811260055.3.pkl
+,1.3.6.1.4.1.55648.5942655715114573592092464329593854/1.3.6.1.4.1.55648.5942655715114573592092464329593854.7,52,True,,45.93378782,0.000185966,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.5942655715114573592092464329593854.7.1,20190101,,94104.2975,152790951,MR,Siemens,AX DWI_TRACEW,Aera,Patient_3188089711871479667,Patient_3188089711871479667,M,076Y,117.9340312,,HEAD,EP,SK\SP,PFP\FS,2D,*ep_b0,5.0,5900.0,115.0,2,63.676375,1H,1.0,1.5,6.0,143,71.0,100,100.0,815.0,syngo MR E11,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.5942655715114573592092464329593854,1.3.6.1.4.1.55648.5942655715114573592092464329593854.7,7,1,1,-113.83133892809\-124.307853212\-59.387949648981,0.9997257016342\-0.0152932871521\0.01773800609093\0.01745027231248\0.99153949397153\-0.1286270573826,,,-73.1305023,1,MONOCHROME2,192,192,1.1979166269302\1.1979166269302,16,12,11,0,0.0,632.0,125,353,,,,,,,,,,,,,,,,,,,,"MRI-BRAIN NON CONTRAST HISTORY: H53.2 Diplopia (double vision) R51 Headache/Facial Pain Technique: Multiplanar, multisequence MRI of the brain was performed without the administration of intravenous contrast. Findings: Brain: There is diffusion restriction compatible with acute infarct in left cerebellar hemisphere involving the left posterior inferior cerebellar artery territory. There is also small focus of diffusion restriction compatible with acute infarct in the left occipital lobe. There are multiple foci of white matter signal abnormality, nonspecific but compatible with a moderate to advanced chronic microvascular ischemic white matter disease. There is small chronic white matter infarct involving the anterior limb of the left internal capsule. There is enlargement of the ventricles and sulci compatible with mild cerebral volume loss. There is no intraparenchymal mass lesion. The craniocervical junction is within normal limits. Flow voids: The flow voids at the skull base are unremarkable. Extra-axial spaces:There is no extra-axial collection or extra-axial mass. Extracranial findings: The visualized portions of the orbits, paranasal sinuses, mastoid air cells are unremarkable. ------------------------- IMPRESSION: Acute infarcts involving left cerebellar hemisphere and left occipital lobe. Moderate to advanced small vessel ischemic disease. Findings discussed with Doctors. NAME PHI M.D. aftercare at time of interpretation. ICD 10 - ----- Page Break ----- Stroke/Cerebral Infarction I63.9 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",30,1.3.6.1.4.1.55648.5942655715114573592092464329593854/1.3.6.1.4.1.55648.5942655715114573592092464329593854.7,1.3.6.1.4.1.55648.5942655715114573592092464329593854/1.3.6.1.4.1.55648.5942655715114573592092464329593854.7.pkl
+,1.3.6.1.4.1.55648.190618363493832554796554808738880/1.3.6.1.4.1.55648.190618363493832554796554808738880.6,29,True,,26.20367527,0.00016427,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.190618363493832554796554808738880.6.29,20200116,,90455.27,485163496,MR,Siemens,AX PD,Skyra,Patient_2051413952199317057,Patient_2051413952199317057,M,074Y,65.77090202,,CSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.257006,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,HFS,1.3.6.1.4.1.55648.190618363493832554796554808738880,1.3.6.1.4.1.55648.190618363493832554796554808738880.6,6,1,29,-54.532194436303\0.68605571466536\-581.82759761085,0.99921042096498\-0.0227753640732\0.03255483721835\-3.8786987e-008\0.81938531088511\0.57324315286422,,,-474.5909215,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2012.0,735,1534,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5. Status post motor vehicle collision. TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is maintained. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of fracture infiltrative process. The vertebral body heights are intact. Intervertebral Discs: There is multilevel disc desiccation. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: Broad-based right paracentral and right foraminal disc herniation with extrusion measuring 4 mm in PHI dimension with mild to moderate thecal sac compression. Marked right subarticular stenosis impinging on the right descending L2 nerve root. Right neural foraminal narrowing narrowing the inferior aspect of the right neural foramen. ----- Page Break ----- L2-L3: Disc bulge and bilateral facet arthrosis with ligamentum flavum hypertrophy with mild central canal narrowing mild bilateral neural foraminal narrowing. L3-L4: Disc bulge with superimposed right subarticular disc herniation with right subarticular stenosis encroaching on the right descending L4 nerve root. Bilateral facet arthrosis. Moderate left and mild right neural foraminal narrowing. L4-5: Broad-based right paracentral and right foraminal protruded disc herniation with mild thecal sac compression. Marked right subarticular stenosis impinging on the right descending L5 nerve root and moderate right neural foraminal narrowing encroaching on and possibly impinging on the right exiting L4 nerve root. Moderate to marked left neural foraminal narrowing with possible impingement on the left exiting L4 nerve root. Bilateral facet arthrosis. L5-S1: Right paracentral protruded disc herniation indenting the thecal sac with right subarticular stenosis encroaching on the right descending S1 nerve root. Bilateral facet arthrosis. No neural foraminal narrowing. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L1-L2: Broad-based right paracentral and right foraminal disc herniation with extrusion measuring 4 mm in PHI dimension with mild to moderate thecal sac compression. Marked right subarticular stenosis impinging on the right descending L2 nerve root. Right neural foraminal narrowing narrowing the inferior aspect of the right neural foramen. L2-L3: Disc bulge and bilateral facet arthrosis with ligamentum flavum hypertrophy with mild central canal narrowing mild bilateral neural foraminal narrowing. L3-L4: Disc bulge with superimposed right subarticular disc herniation with right subarticular stenosis encroaching on the right descending L4 nerve root. Bilateral facet arthrosis. Moderate left and mild right neural foraminal narrowing. L4-5: Broad-based right paracentral and right foraminal protruded disc herniation with mild thecal sac compression. Marked right subarticular stenosis impinging on the right ----- Page Break ----- descending L5 nerve root and moderate right neural foraminal narrowing encroaching on and possibly impinging on the right exiting L4 nerve root. Moderate to marked left neural foraminal narrowing with possible impingement on the left exiting L4 nerve root. Bilateral facet arthrosis. L5-S1: Right paracentral protruded disc herniation indenting the thecal sac with right subarticular stenosis encroaching on the right descending S1 nerve root. Bilateral facet arthrosis. No neural foraminal narrowing. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.190618363493832554796554808738880/1.3.6.1.4.1.55648.190618363493832554796554808738880.6,1.3.6.1.4.1.55648.190618363493832554796554808738880/1.3.6.1.4.1.55648.190618363493832554796554808738880.6.pkl
+,1.3.6.1.4.1.55648.5530449709521595084044426186415862/1.3.6.1.4.1.55648.5530449709521595084044426186415862.13,696,True,,566.4126196,0.000199795,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.5530449709521595084044426186415862.13.1,20200501,,,657641080,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_1700484029959711627,Patient_1700484029959711627,M,074Y,113.3981069,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.147493,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.5530449709521595084044426186415862,1.3.6.1.4.1.55648.5530449709521595084044426186415862.13,13,1,1,-108.43942093849\-110.48192772269\-58.596055231988,1\0\0\0\1\0,,,-58.59605523,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,947.0,445,911,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (6.2 ng/ml), no biopsy. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 11 cc Gadavist was administered. FINDINGS: Prostate size: 5.6 [transverse] x 4 [AP] x 4.3 [CC] cm, about 50 cc in volume. Lesion : 1 PI-RADS Assessment Category: 4 T2-weighted images: 4, circumscribed, homogeneous moderate hypointense Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: Positive, early hyperperfusion Size: 12 x 7 mm as measured on image 12 of series MM/DD/YYYY, ADC/ax T2 Location: Right peripheral zone, posterolateral apex. Extra-prostatic extension: None. Lesion : 2 PI-RADS Assessment Category: 4 T2-weighted images: 4, circumscribed, homogeneous moderate hypointense Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: Positive, early hyperperfusion Size: 6 x 4 mm as measured on image 11 of series MM/DD/YYYY, ADC/ax T2 Location: Left peripheral zone, posteromedial apex abuts the left urethra. Extra-prostatic extension: None. Lesion : 3 ----- Page Break ----- PI-RADS Assessment Category: 4 T2-weighted images: 4, circumscribed, homogeneous moderate hypointense Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: Positive, early hyperperfusion Size: 4 x 2 as measured on image 12 of series MM/DD/YYYY, ADC/ax T2 Location: Left peripheral zone, posteromedial apex, right behind and slightly lateral to lesion 2. Extra-prostatic extension: None. Additional peripheral zone findings: Scattering linear/wedge-shaped T2 hypointensity representing fibrosis. Additional transition zone findings: Heterogeneous and enlarged, consistent with BPH, distending the bladder neck with slight intravesical extension. Bulging stroma-type hypertrophic nodule at the right anterior apex into anterior horn of peripheral zone, and at the left posteromedial base Bladder: Unremarkable. 50 Seminal vesicle: Unremarkable. GI: Nondilated bowel. Sigmoid to descending colon diverticulosis. Lymph nodes: No adenopathy. Osseous structures: No suspicious lesion. Additional findings: None. ------------------------- IMPRESSION: 12 x 7 mm PIRADS 4 lesion at right peripheral zone, posterolateral apex. 6 x 4 mm PIRADS 4 lesion at left peripheral zone, posteromedial apex. 4 x 2 mm PIRADS 4 lesion at left peripheral zone, posteromedial apex. ----- Page Break ----- BPH. Sigmoid diverticulosis. PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.5530449709521595084044426186415862/1.3.6.1.4.1.55648.5530449709521595084044426186415862.13,1.3.6.1.4.1.55648.5530449709521595084044426186415862/1.3.6.1.4.1.55648.5530449709521595084044426186415862.13.pkl
+,1.3.6.1.4.1.55648.0166981173612781201544108336701304/1.3.6.1.4.1.55648.0166981173612781201544108336701304.3,43,True,,43.04615784,0.000223398,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0166981173612781201544108336701304.3.43,20190410,,,528740074,MR,Siemens,AX PD FS,Skyra,Patient_278557028986442704,Patient_278557028986442704,F,014Y,54.43109132,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.260204,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.0166981173612781201544108336701304,1.3.6.1.4.1.55648.0166981173612781201544108336701304.3,3,1,43,-150.75059084013\-59.094943466951\-77.152226632059,0.98247823622267\-0.1748928128261\-0.0644128820234\0.17500603006908\0.984559540993\-0.0039242424887,,,-86.21690754,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1902.0,486,1072,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M25.461 Right knee effusion M25.561 Right knee pain TECHNIQUE: Right knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Ligaments: The anterior cruciate ligament has a disorganized appearance, consistent with a complete tear. Mild sprain of the proximal aspect of the medial collateral ligament is present, without evidence of significant tearing. The posterior cruciate and lateral collateral ligaments are intact. Menisci: There is no evidence for medial or lateral meniscal tears. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. Mild lateral subluxation of the patella is present. TT-TG distance measures approximately 1.0 cm. Effusion: A moderate knee joint effusion is present. Cartilage: There is preservation of the articular cartilage in all 3 compartments. Bone Marrow: Bone marrow edema is present in the medial aspect of the medial femoral condyle. Is also mild bone marrow edema in the weightbearing surface of the lateral femoral condyle and posterior aspect of the lateral tibial plateau, without fractures. Popliteal fossa: There is no significant popliteal cyst. Popliteus muscle and tendon are intact. Iliotibial band: The iliotibial band is within normal limits. ----- Page Break ----- Posterolateral corner: The posterior lateral corner is unremarkable. ------------------------- IMPRESSION: Disorganized appearance of the anterior cruciate ligament, consistent with a complete tear. Bone marrow edema in a pattern consistent with a complete ACL tear. S83.511A Sprain of the medial collateral ligament. No evidence for high-grade tears. S83.411A Moderate knee joint effusion. M25.461 Mild lateral subluxation of the patella. S83.011A Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.0166981173612781201544108336701304/1.3.6.1.4.1.55648.0166981173612781201544108336701304.3,1.3.6.1.4.1.55648.0166981173612781201544108336701304/1.3.6.1.4.1.55648.0166981173612781201544108336701304.3.pkl
+,1.3.6.1.4.1.55648.294896175372573439752108253628184/1.3.6.1.4.1.55648.294896175372573439752108253628184.10,696,True,,665.7491643,0.000365257,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.294896175372573439752108253628184.10.1,20180131,,,770251383,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_1309985081224858890,Patient_1309985081224858890,M,063Y,104.3262584,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.239768,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.294896175372573439752108253628184,1.3.6.1.4.1.55648.294896175372573439752108253628184.10,10,1,1,-108.26641726026\-102.69796319352\-18.005281405711,0.99998702842832\-0.0011804201648\-0.0049547536102\-2.16575e-010\0.97277448056112\-0.2317537701291,,,-41.86662933,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,767.0,345,732,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (11 ng/ml), negative biopsy in PHI. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 10.5 cc Gadavist was administered. FINDINGS: Prostate size: 6.2 [transverse] x 4.7 [AP] x 6 [CC] cm, about 91 cc in volume, markedly distended and the bladder neck with slight intravesical bulge. Lesion Localization: PI-RADS Assessment Category: 3 T2-weighted images: 3, heterogeneous noncircumscribed moderate hypointense. Diffusion-weighted images: 3, focal moderately decreased ADC and mild increased signal on ultra high b-value images. Dynamic post-contrast images: Equivocal, no focal early hyperperfusion than the background of diffuse left peripheral zone enhancement Size: 5 x 3 mm as measured on image 9 of series ADC Location: Left posterolateral peripheral zone, apex. Extra-prostatic extension: None. Additional peripheral zone findings: Patchy T2 hypointensity with linear and wedge-shaped fibrosis along the left posterolateral peripheral zone, worse from midgland to apex including the above described lesion which therefore may also be a part of the inflammatory/postinflammatory process, and corresponding diffuse hyperenhancement on DCE than on the right, more so at the base. Additional transition zone findings: Enlarged and heterogeneous consistent with BPH. Bladder and Seminal vesicle: Unremarkable. ----- Page Break ----- Lymph nodes: No pathologically enlarged lymph nodes, the largest left external iliac lymph nodes measures 8 mm in short axis, 7 mm on the right. Osseous structures: No suspicious lesion. Additional findings: Partially seen bilateral hydrocele, large on the right with a 5 mm T2 low signal nodule at the posterior dependent portion of the fluid, suggestive of scrotal pearl/stone (series 2, image 14). Multiple hemorrhoids. ------------------------- IMPRESSION: 5 x 3 mm PI-RADS 3 lesion at the left posterolateral peripheral zone, apex. Left peripheral zone inflammatory/postinflammatory findings as described above. Please correlate clinically and consider follow-up MRI in 6 months to assess for interval change. N41.9 BPH with prostate volume around 91 cc. N40.1 Partially seen bilateral hydrocele, large on the right with a 5 mm probable scrotal pearl/stone, correlate with ultrasound. N43.3 PI-RADS? v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.294896175372573439752108253628184/1.3.6.1.4.1.55648.294896175372573439752108253628184.10,1.3.6.1.4.1.55648.294896175372573439752108253628184/1.3.6.1.4.1.55648.294896175372573439752108253628184.10.pkl
+,1.3.6.1.4.1.55648.9083575292920786190170320063380272/1.3.6.1.4.1.55648.9083575292920786190170320063380272.5,30,True,,25.73221946,0.0001297,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9083575292920786190170320063380272.5.30,20181121,,175700.0025,221772273,MR,Siemens,AX PD,Skyra,Patient_4287052636546826494,Patient_4287052636546826494,M,050Y,72.57478843,,CSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_12,3.0,3000.0,38.0,1,123.243392,1H,1.0,3.0,3.3,276,12.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,HFS,1.3.6.1.4.1.55648.9083575292920786190170320063380272,1.3.6.1.4.1.55648.9083575292920786190170320063380272.5,5,1,30,-109.50908211828\-11.113743668687\-485.48582601808,0.99958820880036\-0.0116761925103\0.02621219860577\8.312467e-009\0.9134708473685\0.40690417914771,,,-435.6317806,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1963.0,825,1695,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain status post MVA. M54.5 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: Five lumbar vertebral bodies are assumed. Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is straightened. There is no significant spondylolisthesis. Likely small atypical hemangiomas are present at L2 and partially imaged at T11. There are no focal aggressive osseous lesions. The vertebral body heights are intact. The conus terminates at T12-L1. There is L4-L5 discogenic degenerative disease with disc dessication. Mild L3-L4 intervertebral disc height narrowing is also noted. The findings at the individual levels are as follows: T12-L1: Only evaluated in the sagittal plane. There is no significant central canal or neural foraminal stenosis. L1-L2: There is no significant central canal or neural foraminal stenosis. L2-L3 : There is no significant central canal or neural foraminal stenosis. L3-L4 : There is no significant central canal or neural foraminal stenosis. L4-L5: There is a circumferential disc bulge with a superimposed central/right paracentral disc protrusion, which indents the ventral thecal sac. The descending right L5 nerve root is impinged upon. There is mild-moderate bilateral neural foraminal narrowing. Mild bilateral facet arthrosis is present. L5-S1: There is no significant central canal or neural foraminal stenosis. Mild bilateral ----- Page Break ----- facet arthrosis is present and The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L4-L5 discogenic degenerative disease with impingement of the descending right L5 nerve root. Additional findings, as above. M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",49,1.3.6.1.4.1.55648.9083575292920786190170320063380272/1.3.6.1.4.1.55648.9083575292920786190170320063380272.5,1.3.6.1.4.1.55648.9083575292920786190170320063380272/1.3.6.1.4.1.55648.9083575292920786190170320063380272.5.pkl
+,1.3.6.1.4.1.55648.9781437205127314661522304831238509/1.3.6.1.4.1.55648.9781437205127314661522304831238509.7,40,True,,33.07504797,0.000170469,ISO_IR 100,ORIGINAL\PRIMARY\M\ND\NORM,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9781437205127314661522304831238509.7.40,20161108,,161304.065,440883155,MR,Siemens,AX PD FS,Biograph_mMR,Patient_6978381356535069823,Patient_6978381356535069823,F,068Y,72.57478843,,,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_12,3.0,3400.0,37.0,1,123.254263,1H,1.0,3.0,3.0,383,12.0,100,100.0,237.0,syngo MR B20P,AX PD FS,TxRx_15Ch_Knee,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.9781437205127314661522304831238509,1.3.6.1.4.1.55648.9781437205127314661522304831238509.7,7,1,40,32.912379980611\-136.60351110365\-71.491880723026,0.99368513717656\0.1010045829299\0.04886637270724\-0.10093485694\0.9948853976454\-0.0038987442142,,,-72.87441723,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1499.0,518,1081,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST History: M25.562 Left knee pain M23.602 Left knee ligament injury Technique: MRI of the left knee was performed on a 3.0 Tesla Ultra High Field Wide Bore MRI unit with sagittal, axial and coronal proton density pulse sequences including fat suppression techniques. Findings: BONES: There is no fracture or avascular necrosis. Signal arising from bone marrow is unremarkable. There is no focal osseous lesion. LIGAMENTS: There is slight attenuation of the ACL at its femoral origin indicative of a remote low-grade partial tear. There is mild scarring adjacent synovial reflections. The PCL is unremarkable. There is a mild sprain of the MCL with mild stranding soft tissue edema. Fibulocollateral ligament is intact. Distal popliteus tendon is intact. MENISCI: There is a small vertically oriented tear at the periphery of the posterior horn medial meniscus extending to the inferior articular surface on series 4 image 10. There is also shallow tearing along the superior articular surface centrally. The lateral meniscus is preserved. JOINTS: There is preservation of cartilage along the femorotibial compartments. There is partial thickness cartilage loss along the inferior and central margin of the trochlea. There is a large joint effusion. MISCELLANEOUS: Quadriceps and patellar tendons are intact. There is insertional semimembranosus tendinosis and mild semimembranosus bursitis without a tear. Subcutaneous tissues are unremarkable. ----- Page Break ----- ------------------------- IMPRESSION: Slightly complex tear of the posterior horn medial meniscus with vertical component peripherally and shallow tearing superiorly. Evidence of previous low-grade partial tear of the ACL at its femoral origin. There is a mild MCL sprain. Semimembranosus tendinosis and bursitis. Partial-thickness cartilage loss at the central trochlea. Large joint effusion. ICD 10 - Medial meniscal tear - complex, S83.232A Chondromalacia, M94.262 ACL (Anterior Cruciate Ligament) Sprain/Tear, S83.512S MCL (Medial Collateral Ligament) Sprain/Tear, S83.412A Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",9,1.3.6.1.4.1.55648.9781437205127314661522304831238509/1.3.6.1.4.1.55648.9781437205127314661522304831238509.7,1.3.6.1.4.1.55648.9781437205127314661522304831238509/1.3.6.1.4.1.55648.9781437205127314661522304831238509.7.pkl
+,1.3.6.1.4.1.55648.4362495379904526479385338906731708/1.3.6.1.4.1.55648.4362495379904526479385338906731708.3,44,True,,42.54231644,0.000167608,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4362495379904526479385338906731708.3.44,20160815,,102742.32,529853369,MR,Siemens,AX PD FS,Skyra,Patient_4340202065568034871,Patient_4340202065568034871,M,050Y,86.18256126,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.246694,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR D13C,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.4362495379904526479385338906731708,1.3.6.1.4.1.55648.4362495379904526479385338906731708.3,3,1,44,15.244200374924\-103.35495623248\-75.192581176758,0.98927233336191\0.1460830258609\0\-0.1460830258609\0.98927233336191\0,,,-75.19258118,1,MONOCHROME2,320,320,0.46875\0.46875,16,12,11,0,0.0,2293.0,824,1637,,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST HISTORY: M25.562 Left knee pain TECHNIQUE: Left knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Ligaments: The anterior cruciate, posterior cruciate, medial collateral, and lateral collateral ligaments are intact. Menisci: Degeneration of the medial meniscus is present with mild fraying of its free edge. No tears of the lateral meniscus are identified. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. Effusion: A large knee joint effusion is present. Soft tissue edema is present on the anterior aspect of the knee. Cartilage: Superficial cartilage loss is present in all 3 compartments. Full-thickness cartilage loss is present on the weightbearing surface of medial femoral condyle. Bone Marrow: Overall, the bone marrow signal is age-appropriate. Popliteal fossa: There is no significant popliteal cyst. Popliteus muscle and tendon are intact. Iliotibial band: The iliotibial band is within normal limits. Posterolateral corner: The posterior lateral corner is unremarkable. ----- Page Break ----- ------------------------- IMPRESSION: Tricompartment degenerative changes, with cartilage loss most pronounced in the medial femorotibial compartment. M17.12 Truncation of the free edge of the body of the medial meniscus. S83.242A Joint effusion. M25.462 Soft tissue edema on the anterior aspect of the knee. R22.42 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.4362495379904526479385338906731708/1.3.6.1.4.1.55648.4362495379904526479385338906731708.3,1.3.6.1.4.1.55648.4362495379904526479385338906731708/1.3.6.1.4.1.55648.4362495379904526479385338906731708.3.pkl
+,1.3.6.1.4.1.55648.8848067937183608094360907335551744/1.3.6.1.4.1.55648.8848067937183608094360907335551744.5001,105,True,,96.81411791,0.000380039,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D\DFC\MIX\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8848067937183608094360907335551744.5001.1,20190402,,95904.075,832098882,MR,Siemens,AX DWI_TRACEW,MAGNETOM Vida,Patient_6148687351265080647,Patient_6148687351265080647,M,073Y,88.4504,,ABDOMEN,GR\EP,SK,FS\PER,2D,*ep_b50t,5.5,6700.0,51.0,2,123.257622,1H,,3.0,6.875,108,35.0,100,80.597,2488.0,syngo MR XA10,AX DWI,Body,134\0\0\108,COL,90,FFS,1.3.6.1.4.1.55648.8848067937183608094360907335551744,1.3.6.1.4.1.55648.8848067937183608094360907335551744.5001,5001,1,1,-196.014\-144.113\121.887,1\0\0\0\1\0,,,121.887,1,MONOCHROME2,216,268,1.41791\1.41791,16,12,11,0,0.0,1771.0,183,461,,,,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: To assess renal lesions seen on recent CT. R93.429 Abnormal radiologic findings on dx imaging of unspec kidney An MRI of the abdomen without and with 9.4 cc Gadavist was obtained on a 3 Tesla ultra high field wide bore MRI. Creatinine testing was performed prior to imaging showing creatinine level of 1.2 mg/dL and eGFR of 69. Comparison is made with abdominal CT from PHI/DD/YYYY. Kidneys: The left kidney shows a 1.5 cm exophytic cortical lesion in the midpole posteriorly showing internal nodular enhancement. This is at least Bosniak type III cystic lesion The right kidney shows an 8 mm nonenhancing hemorrhagic cyst in the midpole. There are scattered tiny renal cysts. There is no hydronephrosis. Liver: There is no hepatomegaly. There is no suspicious mass. Spleen: A tiny cyst is noted in the superior aspect of the spleen. There is no splenomegaly. There is no suspicious mass. Gallbladder/biliary tree: Gallbladder is not pathologically distended. There is no biliary dilatation. Pancreas: There is no pancreatitis. There is no pancreatic ductal dilatation. There is no suspicious mass. Adrenals: There is no suspicious adrenal mass. ----- Page Break ----- Retroperitoneum: There is infrarenal AAA measuring around 3.3 cm an occlusion of the right common iliac arteries as described in recent CT. There is an IVC filter. There is no suspicious adenopathy. GI: Visualized GI tract shows nonspecific, nonobstructive bowel gas pattern. Bony structures, abdominal wall, soft tissue: No suspicious finding. ------------------------- IMPRESSION: Complex Bosniak type III cortical cystic lesion with nodular enhancement in the midpole of the left kidney posteriorly measuring about 1.5 cm. Evolving neoplasm cannot be excluded. Recommend GU consult. No suspicious retroperitoneal adenopathy. No renal vein involvement. Rest of the abdominal structures are as seen on recent abdominal CT. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.8848067937183608094360907335551744/1.3.6.1.4.1.55648.8848067937183608094360907335551744.5001,1.3.6.1.4.1.55648.8848067937183608094360907335551744/1.3.6.1.4.1.55648.8848067937183608094360907335551744.5001.pkl
+,1.3.6.1.4.1.55648.2094288831347613453061927480435148/1.3.6.1.4.1.55648.2094288831347613453061927480435148.7,40,True,,34.67279911,0.000265837,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2094288831347613453061927480435148.7.40,20180925,142327.734,142332.9925,681145179,MR,Siemens,AX T2 FS,Skyra,Patient_5228465472902040895,Patient_5228465472902040895,F,049Y,81.64663699,,SSPINE,SE,SK\SP\OSP,SAT2\FS,2D,*tse2d1_9,4.0,3000.0,46.0,1,123.255832,1H,1.0,3.0,5.0,387,9.0,100,100.0,220.0,syngo MR E11,AX T2 FS,Body,0\256\256\0,ROW,136,FFS,1.3.6.1.4.1.55648.2094288831347613453061927480435148,1.3.6.1.4.1.55648.2094288831347613453061927480435148.7,7,1,40,-113.24498748779\75.478225941669\-232.16484896693,1\-3e-015\3e-015\0\0.71218854856479\0.70198822731808,,,-218.3299728,1,MONOCHROME2,256,256,0.703125\0.703125,16,12,11,0,0.0,999.0,442,957,4.0,,,,,,,,,,,,,,,,,,,"HISTORY: Lower back pain with possible dysfunction of the sacroiliac joints N94.4 Primary dysmenorrhea N92.6 Irregular menstruation TECHNIQUE: Sacroiliac joints imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Degenerative disc disease in the lower lumbar spine with small disc herniations. No evidence for compression deformities. No sclerosis or erosions at the level of the sacroiliac joints. No evidence for bone marrow edema. Overall, the bone marrow signal is age-appropriate. Several fibroids are present in the uterus. ------------------------- IMPRESSION: Degenerative disc disease in the lower lumbar spine. M51.36 Fibroids in the uterus. D39.0 No evidence of sacroiliitis. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",18,1.3.6.1.4.1.55648.2094288831347613453061927480435148/1.3.6.1.4.1.55648.2094288831347613453061927480435148.7,1.3.6.1.4.1.55648.2094288831347613453061927480435148/1.3.6.1.4.1.55648.2094288831347613453061927480435148.7.pkl
+,1.3.6.1.4.1.55648.080510903137114412907651345400657/1.3.6.1.4.1.55648.080510903137114412907651345400657.7,35,True,,28.19012165,0.000959158,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.080510903137114412907651345400657.7.35,20200605,75950.046,75836.19,511624592,MR,Siemens,AXI T1 PRE,Espree,Patient_7649998750438543426,Patient_7649998750438543426,F,071Y,74.84275057,,,SE,SK\SP,SAT1,2D,*tse2d1_3,4.0,578.0,11.0,2,63.647629,1H,1.0,1.5,4.4,189,3.0,75,98.4375,150.0,syngo MR B19,AXI T1 PRE,Body,256\0\0\189,COL,175,HFS,1.3.6.1.4.1.55648.080510903137114412907651345400657,1.3.6.1.4.1.55648.080510903137114412907651345400657.7,7,1,35,-85.779117076793\-31.573857257594\-505.86288721317,0.99933703829495\-0.0041326757811\0.03617187972411\-5.5499475e-008\0.99353638274948\0.11351412314364,,,-495.5553032,1,MONOCHROME2,252,256,0.859375\0.859375,16,12,11,0,0.0,2278.0,742,1606,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST History: M54.5 Lower Back Pain M79.605 Left Leg Pain Technique: Sagittal T1, STIR and T2 weighted images were supplemented by axial proton density images through the disc spaces. This study was performed on a 1.5 Tesla system. Findings: Prior examinations: This study is interpreted in comparison to prior examinations dated MONTH MM, YYYY. The patient status post L4 and L5 laminectomy and L3-S1 posterior spinal fusion as well as L3-L4, L4-L5 and L5-S1 anterior spinal fusion. Please note that integrity of orthopedic hardware cannot evaluate with MRI. There is postsurgical seroma at the laminectomy bed without mass effect on thecal sac. There is straightening of the lumbar lordosis. There is trace retrolisthesis of L2 on L3 and L5 on S1. Vertebral body heights are maintained. The conus is normal. There is no prevertebral soft tissue swelling. There is bilateral renal cysts, largest on the left measuring 4.3 cm. L1-2: There is mild disc bulge and bilateral facet arthropathy. No significant spinal canal or foraminal stenosis. L2-3: There is retrolisthesis uncovering disc material. There is bilateral facet arthropathy and ligamentum flavum buckling. Findings combined resulting mild to moderate spinal canal stenosis. There is indentation upon descending both L3 nerve roots of the lateral recesses. There is mild right and mild-to-moderate left foraminal narrowing. L3-4: Status post posterior decompression. There is mild right foraminal narrowing. L4-5: Status post posterior decompression. There is mild left foraminal narrowing. L5-S1: Status post posterior decompression. Mild to moderate bilateral foraminal narrowing. ----- Page Break ----- ------------------------- IMPRESSION: Status post L4 and L5 laminectomy and L3-S1 posterior spinal fusion as well as L3-L4, L4-L5 and L5-S1 anterior spinal fusion. Multilevel degenerative changes as detailed above. ICD 10 Codes: Degeneration L1-L5. M51.36 Degeneration L5-S1 level. M51.37 Lumbar facet degeneration. M47.816 Lumbar discectomy with spacer placement. Z98.89 Lumbar surgical fusion. M43.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.080510903137114412907651345400657/1.3.6.1.4.1.55648.080510903137114412907651345400657.7,1.3.6.1.4.1.55648.080510903137114412907651345400657/1.3.6.1.4.1.55648.080510903137114412907651345400657.7.pkl
+,1.3.6.1.4.1.55648.8710517020478193577103209122273244/1.3.6.1.4.1.55648.8710517020478193577103209122273244.7,27,True,,18.27570295,0.000168562,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8710517020478193577103209122273244.7.27,20191121,,175656.44,345495570,MR,Siemens,AX PD REPEAT,Aera,Patient_6892459028295909730,Patient_6892459028295909730,M,030Y,99.79033409,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,2410.0,43.0,1,63.676291,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD REPEAT,Body,320\0\0\240,COL,133,FFS,1.3.6.1.4.1.55648.8710517020478193577103209122273244,1.3.6.1.4.1.55648.8710517020478193577103209122273244.7,7,1,27,-87.793588010509\-50.797512350875\-69.023436648376,0.99983598007474\-0.0060069634306\0.01708593978468\2.9348589e-008\0.94339511947106\0.3316709944481,,,-46.67035401,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,1546.0,611,1316,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post injury in MONTH XX. TECHNIQUE: MRI of the lumbar spine was performed in a 1.5 Tesla high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: No prior studies available for comparison. FINDINGS: Sagittal images demonstrate straightening of the normal lumbar lordosis. Vertebral height and configuration are normal. Vertebral marrow signal is generally normal, although there may be minor endplate changes at L5-S1. There is mild disc signal loss at L2-L3 and more significant disc signal loss from L3-L4 through L5-S1, on the T2-weighted sequence, which reflects disc desiccation. There is associated disc space narrowing from L3-L4 through L5-S1. There is mild anterior vertebral spurring in the mid-lower lumbar region. The facet joints demonstrate normal alignment. There is developmental asymmetry of facet joint orientation/configuration at L5-S1, which results in relative developmental narrowing of the left neural foramen at this level. There is no evidence of disc bulge or herniation at T12-L1 or L1-L2. At L2-L3, there is annular bulging, which flattens the thecal sac. At L3-L4 and L4-L5, there are annular bulges, which flatten the thecal sac and encroach upon the neural foramina bilaterally, to a slightly greater degree at the latter level. At L5-S1, there is posterocentral herniation of the disc, superimposed upon annular ----- Page Break ----- bulging and posterior vertebral spurring. Findings result in ventral canal encroachment with mass effect on the thecal sac and S1 nerve root origins, as well as bilateral foraminal encroachment. There is a slightly greater degree of left foraminal narrowing at this level secondary to the asymmetric facet joint configuration described above. The central spinal canal is developmentally small in the lumbar region. Canal caliber is further compromised from L2-L3 through L5-S1 by the aforementioned disc pathology. Consequently, there is central spinal stenosis from L2-L3 through L5-S1, which becomes more significant at lower lumbar levels (mild at L2-L3, and moderate-severe at L5-S1, with more intermediate grades of stenosis at L3-L4 and L4-L5). The conus medullaris is normal in position and appearance. There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Annular bulges at L2-L3, L3-L4 and L4-L5, which result in: A) mass effect on the thecal sac at all levels. B) bilateral foraminal encroachment at L3-L4 and L4-L5, slightly more marked at L4-L5. 2. Posterocentral disc herniation at L5-S1, superimposed upon annular bulging/vertebral spurring. Findings result in: A) mass effect on the thecal sac and S1 nerve root origins. B) bilateral foraminal narrowing (slightly worse on the left secondary to developmental factors). 3. Central spinal stenosis, L2-L3 through L5-S1, with more significant degrees of stenosis at lower lumbar levels, especially at L5-S1. The stenosis is secondary to both underlying developmental factors and superimposed acquired disc pathology. 4. Lumbar straightening, which may be related to muscle spasm/pain. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.8710517020478193577103209122273244/1.3.6.1.4.1.55648.8710517020478193577103209122273244.7,1.3.6.1.4.1.55648.8710517020478193577103209122273244/1.3.6.1.4.1.55648.8710517020478193577103209122273244.7.pkl
+,1.3.6.1.4.1.55648.7925148802944444040115562327133833/1.3.6.1.4.1.55648.7925148802944444040115562327133833.12,60,True,,44.32044911,0.000166416,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7925148802944444040115562327133833.12.1,20170207,,174941.4775,251914963,MR,Siemens,AXI DWI_TRACEW,Skyra,Patient_2727880532896086523,Patient_2727880532896086523,F,074Y,90.71848554,,BRAIN,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,6400.0,98.0,1,123.220849,1H,1.0,3.0,4.8,143,71.0,100,100.0,1040.0,syngo MR E11,AXI DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.7925148802944444040115562327133833,1.3.6.1.4.1.55648.7925148802944444040115562327133833.12,12,1,1,-136.54237956057\-108.33540219833\-74.029767000299,0.9805705518092\-0.1244125766257\0.15166708180077\0.14409860895139\0.98143603307892\-0.1265658084658,,,-70.20933315,1,MONOCHROME2,192,192,1.3541666269302\1.3541666269302,16,12,11,0,0.0,2504.0,317,787,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN AND IAC'S W/O History: Episodic left-sided pulsatile tinnitus with clinical concern of spasm of the tensor tympani muscle or skull base lesion. H90.42 Left ear sensorineural hearing loss H90.8 Mixed conductive and sensorineural hearing loss, unspecified R55 Syncope G45.9 Transient cerebral ischemic attack, unspecified Technique: MR imaging of the brain and temporal bones was obtained without the use of intravenous contrast on a 3.0 Tesla system and included high resolution T2-3D images through the temporal bones. Priors: No prior studies are available for comparison with this examination. Findings: Within the brain parenchyma there is no mass, mass effect or edema. No acute or evolving infarct is seen but there is mild white matter microvascular disease in the chronic cortical infarct in the right frontal lobe. The ventricles and sulci are normal for a patient of this age. No abnormal extraaxial collection or mass is seen. Normal signal is seen within both the intracranial and extracranial vascular structures. The visualized portions of the trigeminal nerve, Meckel's cave, the cavernous sinus and central skull base are normal. No mass lesions are seen within either internal auditory canal. The otic capsule structures are normal in appearance. The skull base including the region of the jugular foramen is normal. There are no lesions along the acoustic pathways. The orbits and paranasal sinuses are unremarkable. ------------------------- IMPRESSION: Mild white matter microvascular disease with a chronic cortical infarct in the right frontal lobe. ----- Page Break ----- ICD 10 - Chronic cerebral ischemia I67.82 White matter disease, unspecified R90.82 Stroke/Cerebral Infarction I63.9 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.7925148802944444040115562327133833/1.3.6.1.4.1.55648.7925148802944444040115562327133833.12,1.3.6.1.4.1.55648.7925148802944444040115562327133833/1.3.6.1.4.1.55648.7925148802944444040115562327133833.12.pkl
+,1.3.6.1.4.1.55648.8944725815375872155264437320989369/1.3.6.1.4.1.55648.8944725815375872155264437320989369.11,696,True,,251.6748562,0.000206709,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8944725815375872155264437320989369.11.1,20170605,,,41922543,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_2828165920864654967,Patient_2828165920864654967,M,065Y,99.79033409,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.239775,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.8944725815375872155264437320989369,1.3.6.1.4.1.55648.8944725815375872155264437320989369.11,11,1,1,-139.43578166721\-81.928933624522\-63.37443835082,0.99999845908257\0.00024120750349\0.00173886498236\2.7303534e-008\0.99051352541594\-0.1374152683223,,,-73.78662909,1,MONOCHROME2,160,160,1.4375\1.4375,16,12,11,0,0.0,666.0,337,699,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Gleason 8 prostate cancer on multiple biopsy cores in PHI XX, on Degarelix. PSA dropped from 20 to 5.8 ng/ml, R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 9 cc Gadavist was administered. Comparison: Pre-biopsy/pre-treatment prostate MRI dated MM/DD/YYYY. FINDINGS: Prostate size: 4.1 [CC] x 2.7 [AP] x 4 [transverse] cm, about 23 cc in volume (33 cc previously), shrunken due to hormone suppression. Please note 2 lesions have been characterized on the prior MRI and the following descriptions are for comparison purposes: Lesion 1: Mildly shrunken PIRADS 5 lesion along the right anterior to lateral base to apex of the peripheral zone with transition zone extension abutting the right anterolateral aspect of the urethra, measuring 2.4 x 1.5 cm on series 6, image 12, compared to 3 x 1.9 cm at the similar level on prior study, and 2.5 cm in craniocaudal length compared to previous 3.3 cm, representing response to Degarelix. Infiltration of the right anterolateral capsule/fibromuscular stroma with less bulging contour due to tumor shrinkage. Lesion 2: Shrinking PIRADS 4 lesion at the right posterior midgland to apical peripheral zone appeared as a satellite lesion extending from the dominant lesion, measuring 1 x 0.7 cm (series 6, image 11) compared to previous 1.3 x 1 cm, abutting the posterior capsule therefore capsular/perineural infiltration cannot be excluded. Additional peripheral zone findings: Linear and wedge-shaped fibrosis along the left ----- Page Break ----- peripheral zone, more so at the apex (PIRADS 2) with further decreased T2 signal due to hormone suppression/glandular shrinkage. Additional transition zone findings: Slight hypertrophy and no intravascular protrusion. Bladder and Seminal vesicle: Unremarkable. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: Unchanged bilateral fat-containing inguinal hernia. Indeterminate kidney-bean shaped mass with T1 hypointensity and T2 hyperintensity behind the left femoral greater trochanter is without significant interval change, about 6.3 x 3.3 cm. ------------------------- IMPRESSION: Mildly shrunken right-sided PIRADS 5 and PIRADS 4 cancerous lesions due to hormone suppression. C61. No evidence of pelvic metastatic adenopathy or osseous metastasis. Indeterminate 6.3 x 3.3 cm mass behind the left femoral greater trochanter. M79.9 Bilateral fat-containing inguinal hernia. K40 PI-RADS? v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.8944725815375872155264437320989369/1.3.6.1.4.1.55648.8944725815375872155264437320989369.11,1.3.6.1.4.1.55648.8944725815375872155264437320989369/1.3.6.1.4.1.55648.8944725815375872155264437320989369.11.pkl
+,1.3.6.1.4.1.55648.9241682804340268012094860221668567/1.3.6.1.4.1.55648.9241682804340268012094860221668567.6,203,True,,155.3358591,0.000174046,,ORIGINAL\PRIMARY\OTHER,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9241682804340268012094860221668567.6.203,20170213,,111046.96,60688216,MR,Hitachi Medical Corporation,MRA Brain 3D TOF,OASIS,Patient_6262892104273536813,Patient_6262892104273536813,F,080Y,86.184,,BRAIN,GR,NONE,SP\FC,3D,TOF,1.0,22.0,8.7,1,49.415416,1H,1.0,1.16,0.5,256,,70,100.0,,V4.0C,MRA Brain 3D TOF,,0\288\256\0,ROW,25,HFS,1.3.6.1.4.1.55648.9241682804340268012094860221668567,1.3.6.1.4.1.55648.9241682804340268012094860221668567.6,6,0,203,-110.3298\-97.37026\-68.46413,0.985785\-0.077929\0.148844\0.078807\0.996889\0,,-1711.0,-52.47,1,MONOCHROME2,512,512,0.4296875\0.4296875,16,12,11,1,0.0,159.0,155,311,4.0,,0.0,,RAPID Head,,,0.0,,,100.0,100.0,0.0,0.0,0.0,220.0,203.0,1.0,1\1,"MRA-HEAD W/O CON HISTORY: R42 Dizziness/Vertigo/Loss Balance/Whirling Spinning Sensation R55 Syncope I10 Hypertension R22.0 HEAD Swelling/Mass/Lump Doctor FIRSTNAME LASTNAMERISON: None available.. TECHNIQUE: 3-D time-of-flight intracranial MR angiography was performed. Multiple MIP images were generated. The study was performed on a 1.2 Tesla magnet. FINDINGS: Intracranial internal carotid arteries: Patent bilaterally without significant stenosis. Anterior cerebral arteries: Patent bilaterally without significant stenosis. Middle cerebral arteries: Patent bilaterally without significant stenosis. Intracranial vertebral arteries: Patent bilaterally without significant stenosis. Basilar artery: Patent without significant stenosis. Posterior cerebral arteries: Patent bilaterally without significant stenosis. Aneurysms: There is an approximate 3 mm broad-based aneurysm off the lateral portion of the cavernous segment of the left internal carotid artery (series 6, images PHI). ------------------------- IMPRESSION: Approximately 3 mm broad-based aneurysm of the cavernous left internal carotid artery. I72 ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",50,1.3.6.1.4.1.55648.9241682804340268012094860221668567/1.3.6.1.4.1.55648.9241682804340268012094860221668567.6,1.3.6.1.4.1.55648.9241682804340268012094860221668567/1.3.6.1.4.1.55648.9241682804340268012094860221668567.6.pkl
+,1.3.6.1.4.1.55648.3079392149280414786454528200741143/1.3.6.1.4.1.55648.3079392149280414786454528200741143.5,25,True,,19.11693931,0.00016284,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3079392149280414786454528200741143.5.25,20191128,,174701.0375,933810336,MR,Siemens,AXI PD,Skyra,Patient_4558857101152141140,Patient_4558857101152141140,M,048Y,83.91459912,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.220366,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AXI PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.3079392149280414786454528200741143,1.3.6.1.4.1.55648.3079392149280414786454528200741143.5,5,1,25,-81.325301170349\4.0126948246095\-104.46947241333,1\0\0\0\0.82511351385742\0.5649669806722,,,-88.46621355,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2336.0,849,1761,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain radiating into both lower extremities. Status post motor vehicle collision in MONTH XX. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: No prior studies available for comparison. FINDINGS: There is a transitional vertebra at the lumbosacral junction, which will be designated ""L5"" for the purposes of this examination. Please correlate with plain films. Accordingly, the L5-S1 disc space is transitional in nature and the conus medullaris is situated at T12-L1. Sagittal images demonstrate a normal lumbar lordosis, with retrolisthesis at L1-L2. Evaluation of vertebral configuration demonstrates mild anterior wedging of the T12 and L1 vertebral bodies, which is related to chronic compression deformities of their superior endplates. The remainder of the lumbar vertebrae maintain normal height. Evaluation of vertebral marrow signal demonstrates Modic type II endplate changes at the superior endplates of T12 and L1. There are also mild Modic type II endplate changes at the L1-L2 disc level. There is no evidence of marrow edema or marrow replacement. There is nearly generalized loss of disc signal in the lumbar region, on the T2-weighted sequence, which reflects disc desiccation. There is associated disc space narrowing at T12-L1 and L1-L2. The L5-S1 disc space is also much smaller than the more superior lumbar disc spaces secondary to its transitional nature. There is anterior vertebral spurring at T12-L1 and L1-L2. At T12-L1, there is a prominent inferiorly directed intraosseous discal herniation, which involves the superior endplate of L1. There is also annular bulging at this level. ----- Page Break ----- At L1-L2, there is left foraminal herniation of the disc, superimposed upon annular bulging, and associated with posterior vertebral subluxation. Findings result in foraminal encroachment, more marked on the left, and flattening of the ventral thecal sac. There is no evidence of disc bulge or herniation at L2-L3. At L3-L4, there is right foraminal herniation of the disc, superimposed upon annular bulging. Findings result in foraminal encroachment, more marked on the right, with impingement of the exiting right L3 nerve root, as well as flattening of the ventral thecal sac. At L4-L5, there is right foraminal herniation of the disc, superimposed upon annular bulging. Findings result in foraminal encroachment, more marked on the right, with impingement of the exiting right L4 nerve root, as well as effacement of the ventral epidural fat. There is no evidence of disc bulge or herniation at L5-S1. The facet joints demonstrate normal alignment. There is right facet joint arthropathy at L4-L5. There is facet joint hypoplasia at L5-S1, as well as facet joint asymmetry. There is no evidence of significant central spinal stenosis. The conus medullaris is normal in position and appearance. There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Chronic compression deformities of the superior endplates of T12 and L1. 2. Prominent inferiorly directed intraosseous discal herniation at T12-L1, which involves the superior endplate of L1. 3. Annular bulge at T12-L1. 4. Left foraminal disc herniation at L1-L2, superimposed upon annular bulging, and associated with retrolisthesis. Findings result in: A) foraminal encroachment, more marked on the left. B) flattening of the thecal sac. 5. Right foraminal disc herniations at L3-L4 and L4-L5, superimposed upon annular bulges. ----- Page Break ----- Findings result in: A) foraminal encroachment, more marked on the right at both levels, with impingement of the exiting right L3 and L4 nerve roots, respectively. B) ventral canal encroachment at both levels, with flattening of the ventral thecal sac at L3-L4. 6. Right facet joint arthropathy at L4-L5. 7. Transitional ""L5"" vertebra and L5-S1 disc space. Please correlate with plain films, as the lumbar vertebrae/disc spaces are numbered accordingly. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.3079392149280414786454528200741143/1.3.6.1.4.1.55648.3079392149280414786454528200741143.5,1.3.6.1.4.1.55648.3079392149280414786454528200741143/1.3.6.1.4.1.55648.3079392149280414786454528200741143.5.pkl
+,1.3.6.1.4.1.55648.293242037090304331422538417266281/1.3.6.1.4.1.55648.293242037090304331422538417266281.1,195,True,,198.2685244,0.000163555,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.293242037090304331422538417266281.1.1,20161113,,122911.9375,268985662,MR,Siemens,AX 3DTOF HEAD,Verio,Patient_9170980245136309596,Patient_9170980245136309596,F,057Y,60.78138531,,,GR,TOF\SP,PFP\SAT1,3D,*fl3d1r_t70,0.5,21.0,3.69,1,123.204739,1H,1.0,3.0,15.5,254,1.0,100,90.625,211.0,syngo MR B19,AX 3DTOF HEAD,Body,0\320\290\0,ROW,18,HFS,1.3.6.1.4.1.55648.293242037090304331422538417266281,1.3.6.1.4.1.55648.293242037090304331422538417266281.1,1,1,1,-102.37068745972\-88.91013939792\-79.188336986908,0.99676758051859\-0.0802899610265\0.00281293182996\0.08019801259851\0.99233049779959\-0.0940662634108,,,-87.68077338,1,MONOCHROME2,320,290,0.625\0.625,16,12,11,0,0.0,658.0,175,422,4.0,,,,,,,,,,,,,,,,,,,MRA-MRV 3T HEAD W/O CON History: H53.2 diplopia MRA of the intracranial arteries was performed on a 3 Tesla magnet utilizing 3D time-of-flight technique in the region of the circle of FIRSTNAME 3D reconstructions were performed on a workstation. Extending off the lateral margin of the supraclinoid left internal carotid artery just distal to the carotid siphon there is a presence of a 2.6 mm focal outpouching associated with small branch vessel felt related to a small infundibular branch vessel aneurysm. The distal cervical as well as intracranial internal carotid arteries appear otherwise unremarkable. The internal carotid arteries bifurcate into the anterior and middle cerebral arterial circulation. The anterior and middle cerebral arterial circulation appears unremarkable. The anterior communicating artery is patent. The distal vertebral arteries appear unremarkable converging to form the basilar artery. The basilar artery appears unremarkable. The posterior cerebral arterial circulation appears unremarkable. The posterior communicating arteries are patent. Incidentally noted is what appears to be cyst nasopharynx to the right of midline. Please refer to MRI of the brain performed on the same day. ------------------------- IMPRESSION: 2.6 mm aneurysm left supraclinoid internal carotid artery I67.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,15,1.3.6.1.4.1.55648.293242037090304331422538417266281/1.3.6.1.4.1.55648.293242037090304331422538417266281.1,1.3.6.1.4.1.55648.293242037090304331422538417266281/1.3.6.1.4.1.55648.293242037090304331422538417266281.1.pkl
+,1.3.6.1.4.1.55648.98266655570239137586721528348714/1.3.6.1.4.1.55648.98266655570239137586721528348714.7,25,True,,21.7818737,0.000189543,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.98266655570239137586721528348714.7.25,20180920,,105603.84,147840315,MR,Siemens,AX PD,Skyra,Patient_2072777027810527953,Patient_2072777027810527953,F,063Y,51.25594433,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.230973,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.98266655570239137586721528348714,1.3.6.1.4.1.55648.98266655570239137586721528348714.7,7,1,25,-61.826999640745\-11.893926244671\0.69818241789037,0.9986458757277\0.01310130253994\-0.0503465069673\0.001213933886\0.96163800111178\0.27431894061888,,,0.713953014,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1669.0,916,1781,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain with left lumbar radicular symptoms. Difficulty walking, R26.2 Lower back pain with left sciatica, M54.42 Lower extremity paresthesia, R20.2 Comparison PHI: Lumbar spine MR examinations from PHI/DD/YYYY and MM/DD/YYYY. Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial proton density images. Findings: Coronal localizer image 6 of series 3 provides noted visualization of mild-to-moderate levoscoliosis in the lower thoracic and lumbar spine, centered at L3. There is grade I-II anterolisthesis at L3-L4. There is mild anterolisthesis at L4-L5. There is no evidence of fracture, spondylolysis or osseous neoplasm. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the L2 level. Lower thoracic intervertebral levels from T10 to L1 are visualized only on sagittal images. There is minimal spondylosis at these levels. Disc bulging is moderate at T10-T11, minimal at T11-T12 and T12-L1. L1-L2: Very minimal spondylosis. Facet joints are unremarkable. L2-L3: Mild spondylosis. Mild bilateral facet arthrosis. Large disc bulge, effacing the ventral thecal sac. L3-L4: Mild-to-moderate spondylosis. Severe bilateral facet arthrosis. Moderate disc bulge, exaggerated by the anterolisthesis. Mild right foraminal stenosis. Mild central ----- Page Break ----- canal stenosis. See axial images 13-14 of series 7, unchanged compared to axial image 14 of series 5 from the MM/DD/YYYY MR study. L4-L5: Mild spondylosis. Moderate bilateral facet arthrosis. Disc bulge, exaggerated by the anterolisthesis. Right foraminal disc protrusion, contacting the exiting right L4 nerve, sagittal image 4 of series 5, unchanged compared to sagittal image 4 of series 2 from the MM/DD/YYYY MR study. Moderate central canal stenosis, axial image 19 of series 7, unchanged compared to axial image 19 of series 5 from the MM/DD/YYYY MR study. L5-S1: Mild spondylosis. Facet joints are unremarkable. Small disc bulge. Small left foraminal disc protrusion, impinging on the exiting left L5 nerve, sagittal image 11 of series 5, unchanged compared to sagittal image 11 of series 2 from the MM/DD/YYYY MR study. The visualized paraspinal and abdominopelvic soft tissues are unremarkable in PHI appearance. ------------------------- IMPRESSION: Mild-to-moderate thoracolumbar levoscoliosis. Anterolistheses as noted. Spondylosis and facet arthrosis. Foraminal disc protrusions - right-sided at L4-L5, contacting the exiting right L4 nerve; small left-sided at L5-S1, impinging on the left L5 nerve. Central canal stenosis is mild at L3-L4, moderate at L4-L5. No change compared to MR images from PHI/DD/YYYY. Other idiopathic scoliosis, lumbar region, M41.26 Spondylolisthesis, M43.16 Degeneration lumbar spine, M51.36 Herniated disc lumbar spine, M51.26 Herniated disc L5-S1, M51.27 Spinal stenosis, M48.06 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.98266655570239137586721528348714/1.3.6.1.4.1.55648.98266655570239137586721528348714.7,1.3.6.1.4.1.55648.98266655570239137586721528348714/1.3.6.1.4.1.55648.98266655570239137586721528348714.7.pkl
+,1.3.6.1.4.1.55648.3798186921909802481668306277011073/1.3.6.1.4.1.55648.3798186921909802481668306277011073.5,31,True,,27.02748203,0.000158072,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3798186921909802481668306277011073.5.31,20181226,,130832.9575,417675793,MR,Siemens,AX PD,Aera,Patient_691566276700268188,Patient_691566276700268188,F,070Y,81.64663699,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseV2d1_14,4.0,2900.0,44.0,1,63.679702,1H,1.0,1.5,4.4,420,14.0,75,100.0,300.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,120,FFS,1.3.6.1.4.1.55648.3798186921909802481668306277011073,1.3.6.1.4.1.55648.3798186921909802481668306277011073.5,5,1,31,-110.04090426087\-41.650345191261\-11.479128146909,0.99608377490368\0.05257422569813\-0.0710849081443\-1.1116092e-008\0.80399665418058\0.59463382015021,,,5.747469735,1,MONOCHROME2,320,320,0.59375\0.59375,16,12,11,0,0.0,1858.0,817,1664,4.0,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain R20.0 Numbness Lower/Upper Extremity Z98.1 Spinal fusion M62.81 Muscle weakness R26.2 Difficulty Doctor FIRSTNAME LASTNAMERISON: Comparison is with a CT from PHI/DD/YYYY TECHNIQUE: MRI of the lumbar spine was performed with multiple sequences performed in sagittal and axial planes on a 1.5 Tesla magnet. FINDINGS: Postsurgical findings: Patient status post bilateral pedicle screw fixation from L4 through S1 with interbody spacer at L4-PHI: Maintained. Alignment: There is a dextroconvex scoliosis, grade 1 retrolisthesis of L2 on L3, L1 on L2 and anterolisthesis of L4 on L5 Marrow signal: No acute fracture or marrow replacing lesion is seen Spinal canal: The conus terminates at L1 and is unremarkable Paravertebral soft tissues: Unremarkable. Discs: There is degenerative disc disease with with disc space narrowing and decreased T2 signal from L1-L2 through L3-4. Discogenic endplate changes are most pronounced at L2-3 L1-2: There is diffuse disc bulging resulting in mild central canal stenosis with impingement of the descending right L4 II nerve roots and moderate bilateral foraminal narrowing L2-3: There is a grade 1 retrolisthesis, diffuse disc bulging and facet arthropathy resulting in moderate central canal stenosis with impingement of descending bilateral L3 ----- Page Break ----- nerve roots, severe left moderate right foraminal narrowing compressing the exiting left L2 nerve roots L3-4: There is diffuse disc bulging and facet arthropathy resulting in severe left and moderate right foraminal narrowing L4-5: There is laminectomy pedicle screw fixation without central canal stenosis. Hardware limits evaluation of the right nerve foramen L5-S1: There is grade 1 anterolisthesis and bilateral pedicle screw fixation without central canal stenosis ------------------------- IMPRESSION: Postsurgical changes status post pedicle screw fixation from L4 through S1 Interval increased degenerative disc disease at L2-3 with severe left foraminal narrowing compressing exiting left L2 nerve roots, moderate central canal stenosis and impingement of descending L3 nerve roots. Mild central canal stenosis at L1-L2 with impingement of the descending right L2 nerve roots ICD 10 - Other biomechanical lesion, M99.83 Spinal stenosis, M48.06 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",40,1.3.6.1.4.1.55648.3798186921909802481668306277011073/1.3.6.1.4.1.55648.3798186921909802481668306277011073.5,1.3.6.1.4.1.55648.3798186921909802481668306277011073/1.3.6.1.4.1.55648.3798186921909802481668306277011073.5.pkl
+,1.3.6.1.4.1.55648.2704729700034707005407758276523900/1.3.6.1.4.1.55648.2704729700034707005407758276523900.5,25,True,,19.12792611,0.00015378,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2704729700034707005407758276523900.5.25,20190903,,180724.145,576699926,MR,Siemens,AXI PD,Skyra,Patient_5158084821974252104,Patient_5158084821974252104,M,048Y,102.0582962,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_12,4.0,3000.0,36.0,1,123.220432,1H,1.0,3.0,4.4,276,12.0,70,100.0,320.0,syngo MR E11,AXI PD,Body,320\0\0\224,COL,171,FFS,1.3.6.1.4.1.55648.2704729700034707005407758276523900,1.3.6.1.4.1.55648.2704729700034707005407758276523900.5,5,1,25,-87.291084289551\-18.765941697269\-79.706508474453,1\0\0\0\0.82412618087298\0.56640624819976,,,-55.05907379,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2104.0,895,1803,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post motor vehicle collision on MM/DD/YYYY. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: No prior studies available for comparison. FINDINGS: Sagittal images demonstrate exaggeration of the normal lumbar lordosis. Vertebral height and configuration are normal. Vertebral marrow signal is generally normal. There are localized Modic type II endplate changes at L2-L3 posteriorly toward the left. There is also localized Modic type II endplate change at the anteroinferior corner of T11, in association with an intraosseous discal herniation. The lumbar disc spaces maintain normal height. There is loss of disc signal at the L2-L3 and L3-L4 levels, on the T2-weighted sequence, which reflects disc desiccation. The remainder of the lumbar disc spaces maintain relatively normal signal intensity characteristics for the patient's age. There is no evidence of disc bulge or herniation at T12-L1, L1-L2 or L2-L3. At L2-L3, there is mild left posterolateral vertebral spurring, in association with the aforementioned endplate changes, with minor left foraminal encroachment. There is no evidence of disc bulge or herniation at L3-L4, L4-L5 or L5-S1. The facet joints demonstrate normal alignment. There is facet hypertrophy from L1-L2 through L4-L5, with an anteroposterior orientation of the facet joint spaces in the upper lumbar region. There is also facet joint arthropathy at L4-L5 bilaterally. The hypertrophic facet joints encroach upon the dorsolateral aspects of the central spinal ----- Page Break ----- canal, especially from L2-L3 through L4-L5. There are facet joint effusions at many levels. There is narrowing of the bony central spinal canal in much of the lumbar region secondary to the hypertrophic facet joints, especially from L2-L3 through L4-L5, which is compatible with central spinal stenosis. There is also increased epidural fat in the mid-lower lumbar region, with secondary constriction of the thecal sac. This is compatible with epidural lipomatosis. The neural foramina are bilaterally patent, with the exception of minor left foraminal encroachment at L2-L3, as noted above. The conus medullaris is normal in position and appearance. There are no prevertebral or paraspinal abnormalities. There is nonspecific edema of the posterior subcutaneous fat, which is likely related to patient body habitus. ------------------------- IMPRESSION: 1. Mild left posterolateral vertebral spurring at L2-L3, associated with endplate changes, with minor left foraminal encroachment. 2. Bilateral facet joint arthropathy at L4-L5. 3. Central spinal stenosis from L2-L3 through L4-L5, which is secondary to facet hypertrophy and epidural lipomatosis. 4. Intraosseous discal herniation at T11-T12. 5. Multilevel facet joint effusions. 6. Lumbar hyperlordosis. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.2704729700034707005407758276523900/1.3.6.1.4.1.55648.2704729700034707005407758276523900.5,1.3.6.1.4.1.55648.2704729700034707005407758276523900/1.3.6.1.4.1.55648.2704729700034707005407758276523900.5.pkl
+,1.3.6.1.4.1.55648.9394126555078996449048804019492902/1.3.6.1.4.1.55648.9394126555078996449048804019492902.6,28,True,,22.44541502,0.00036335,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9394126555078996449048804019492902.6.28,20180913,,191026.185,74279605,MR,Siemens,AX PD,Skyra,Patient_9750141990486532995,Patient_9750141990486532995,M,037Y,90.71848554,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.239677,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,165,FFS,1.3.6.1.4.1.55648.9394126555078996449048804019492902,1.3.6.1.4.1.55648.9394126555078996449048804019492902.6,6,1,28,-124.748317261\-26.782614002874\-162.93944935798,0.99815162538823\0.02988882129124\-0.0529149420926\2.1546653e-008\0.87070095486103\0.49181281724259,,,-136.0429203,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2076.0,730,1565,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: Five lumbar vertebral bodies are assumed. Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is straightened. There is no significant spondylolisthesis. There are no focal aggressive osseous lesions. The vertebral body heights are intact. The conus terminates at T12. Intervertebral disc height narrowing and disc desiccation is present at L4-L5. The findings at the individual levels are as follows: T12-L1: Only evaluated in the sagittal plane. There is no significant central canal or neural foraminal stenosis. L1-L2: A shallow broad-based central disc protrusion does not contribute to significant central canal or neural foraminal stenosis. L2-L3 : There is a mild disc bulge with a superimposed right paracentral disc protrusion, which indents the ventral thecal sac and contact without displacing the descending right L3 nerve root. Mild left neural foraminal narrowing is noted with abutment of the exiting left L2 nerve root. L3-L4 : A mild disc bulge is asymmetric to the left and results in mild left neural foraminal narrowing with contact of the exiting left L3 nerve root. Mild flattening of the ventral thecal sac is noted. L4-L5: There is a mild disc bulge with a superimposed broad-based central disc extrusion, which moderately thinned severely narrows the central canal and impinges upon the ----- Page Break ----- descending L5 nerve roots. Mild-moderate right, mild left neural foraminal stenosis is noted with abutment of the exiting right and contacting the exiting left L4 nerve roots. There is moderate bilateral facet arthrosis. L5-S1: A shallow central disc protrusion does not contribute to significant central canal or neural foraminal stenosis. Mild bilateral facet arthrosis is noted. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: A disc herniation at L4-L5 results in moderate-severe central canal stenosis with impingement of the descending L5 nerve roots and abutment of the exiting right/contact of the exiting left L4 nerve roots. Additional findings at the other levels, as above. M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",49,1.3.6.1.4.1.55648.9394126555078996449048804019492902/1.3.6.1.4.1.55648.9394126555078996449048804019492902.6,1.3.6.1.4.1.55648.9394126555078996449048804019492902/1.3.6.1.4.1.55648.9394126555078996449048804019492902.6.pkl
+,1.3.6.1.4.1.55648.1201299252761820463688810676993245/1.3.6.1.4.1.55648.1201299252761820463688810676993245.5,29,True,,25.03623343,0.000256538,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1201299252761820463688810676993245.5.29,20200519,,,124552704,MR,Siemens,AX PD,Skyra,Patient_4677573471065215987,Patient_4677573471065215987,F,049Y,70.30682629,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.199597,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.1201299252761820463688810676993245,1.3.6.1.4.1.55648.1201299252761820463688810676993245.5,5,1,29,-77.300154778762\-4.6603847054407\-94.487807616329,0.99865840137811\0.02264901263125\-0.0465662923557\-7.1760983e-008\0.89927260670872\0.43738859018418,,,-86.82340972,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1650.0,671,1402,,,,,,,,,,,,,,,,,,,,"History: Back pain MRI-3T LUMBAR SPINE NON CONTRAST MRI examination of the lumbosacral spine was performed on a 3.0 Tesla ultra high field wide bore magnet and multiplanar multi-sequential techniques were used. Examination is interpreted in conjunction with MM/DD/YYYY. Examination of the sagittal imaging demonstrates normal alignment and a degenerative appearance of the vertebral bodies. The conus medullaris is seen to be normal. The intervertebral disks demonstrate decreased T2 signal. L5-S1 there is an asymmetric disc bulge within the left lateral recess and neural foramen. Herniation is no longer seen. There is mild to moderate lateral recess and foraminal stenosis. At L4-5 there is a diffuse degenerative bulging disc with a mild degree of stable stenosis. Review of the remaining levels does not demonstrate evidence of focal abnormality, disc herniation or stenosis. ------------------------- IMPRESSION: Multilevel asymmetric degenerative disc disease without herniations. ICD 10 Codes: Degeneration L5-S1 level. M51.37 Degeneration L1-L5. M51.36 Spinal stenosis. M48.06 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ----- Page Break -----",6,1.3.6.1.4.1.55648.1201299252761820463688810676993245/1.3.6.1.4.1.55648.1201299252761820463688810676993245.5,1.3.6.1.4.1.55648.1201299252761820463688810676993245/1.3.6.1.4.1.55648.1201299252761820463688810676993245.5.pkl
+,1.3.6.1.4.1.55648.036769139142594384420018974350174/1.3.6.1.4.1.55648.036769139142594384420018974350174.7,44,True,,38.61265087,0.000228167,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.036769139142594384420018974350174.7.44,20181219,,154012.98,331184588,MR,Siemens,AX PD FS,Skyra,Patient_5663635400733504846,Patient_5663635400733504846,F,031Y,72.57478843,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.227891,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.036769139142594384420018974350174,1.3.6.1.4.1.55648.036769139142594384420018974350174.7,7,1,44,-133.52926872531\-71.664562662178\-63.659446716309,0.99978068345589\-0.0209424207882\0\0.02094242078816\0.99978068345589\0,,,-63.65944672,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,2680.0,383,870,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M23.601 Right knee ligament injury M25.561 Right knee pain TECHNIQUE: Right knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: Right knee MRI obtained MM/DD/YYYY FINDINGS: Ligaments: Mild scarring of the proximal aspect of the medial collateral ligament is present, without tears. Anterior cruciate, posterior cruciate, and lateral collateral ligaments are unremarkable. Menisci: There is no evidence for medial or lateral meniscal tears. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. The extensor mechanism has a patella alta configuration. Mild lateral subluxation of the patella is present. The TT-TG distance measures approximately 1.3 cm. Effusion: A small amount of knee joint fluid is present. Cartilage: Signal abnormality is present cartilage overlying the patella, without evidence of cartilage defects. Bone Marrow: Overall, the bone marrow signal is age-appropriate. Popliteal fossa: There is no significant popliteal cyst. Popliteus muscle and tendon are intact. Iliotibial band: The iliotibial band is within normal limits. Posterolateral corner: The posterior lateral corner is unremarkable. ----- Page Break ----- ------------------------- IMPRESSION: Patella alta configuration of the extensor mechanism associated mild lateral subluxation of the patella. Q68.2 Chondromalacia patella, without evidence of cartilage defects. M22.41 Scarring of the proximal aspect of the medial collateral ligament at the site of the partial tear identified in MONTH XX. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.036769139142594384420018974350174/1.3.6.1.4.1.55648.036769139142594384420018974350174.7,1.3.6.1.4.1.55648.036769139142594384420018974350174/1.3.6.1.4.1.55648.036769139142594384420018974350174.7.pkl
+,1.3.6.1.4.1.55648.9514519732251233152048734767439048/1.3.6.1.4.1.55648.9514519732251233152048734767439048.6,26,True,,20.46091557,0.000175953,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9514519732251233152048734767439048.6.26,20180704,,182737.9825,992038536,MR,Siemens,AX PD,Skyra,Patient_9704597556893199828,Patient_9704597556893199828,F,052Y,113.3981069,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tseV2d1_9,4.0,3440.0,34.0,1,123.231068,1H,1.0,3.0,4.4,333,9.0,85,100.0,345.0,syngo MR E11,AX PD,Body,320\0\0\272,COL,150,FFS,1.3.6.1.4.1.55648.9514519732251233152048734767439048,1.3.6.1.4.1.55648.9514519732251233152048734767439048.6,6,1,26,-68.878798608074\-17.744844903334\-104.01679287143,0.99979077387544\-0.0127668909048\0.01598170736109\2.3138365e-008\0.78130990637803\0.62414327697698,,,-68.7704204,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1648.0,737,1469,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain with left sciatica. History of surgery. M54.42 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, axial proton density. The study was performed with intravenous sedation administered and monitored by an anesthesiologist. COMPARISON: Comparison is made to the prior study of MM/DD/YYYY. FINDINGS: Five lumbar vertebral bodies are again assumed. Coronal localizer images demonstrate dextrocurvature. The normal lumbar lordosis is somewhat straightened. The vertebral body heights are intact. The patient is again noted to be status post posterior spinal fusion at L4-L5 with bilateral pedicle screws and associated susceptibility artifact. A metallic intervertebral disc spacer is present. There is mild grade 1 anterolisthesis of L4 on L5, unchanged. The conus terminates at T12 and the imaged lower spinal cord demonstrates normal signal intensity and morphology. Mild intervertebral disc height narrowing and disc desiccation is noted. The findings at the individual levels are as follows: T12-L1: Only evaluated in the sagittal plane. There is no significant central canal or neural foraminal stenosis. L1-L2: A small right foraminal disc protrusion again does not significant central canal or neural foraminal stenosis. L2-L3 : A circumferential disc bulge is asymmetric to the left and there is a small superimposed central disc protrusion. Mild left neural foraminal narrowing results. The descending left L3 nerve root is abutted. There is mild bilateral facet arthrosis with a left facet joint effusion. The findings have progressed in the interim. L3-L4 : There is no significant central canal or neural foraminal stenosis. ----- Page Break ----- L4-L5: The patient is status post posterior spinal fusion with decompression. No significant central canal or neural foraminal stenosis is appreciated. L5-S1: There is moderate right greater left facet arthrosis. In association with a shallow right foraminal disc protrusion and posterior osseous ridging, the exiting right L5 nerve root is abutted. Since the prior study, the loculated posterior dorsal fluid collection has since resolved. Ill-defined fluid and edema is seen in its place with overlying stranding of the subcutaneous fat in keeping with postoperative change. No well-defined loculated fluid collection is present. ------------------------- IMPRESSION: Status post posterior decompression with posterior spinal fusion at L4-L5; no recurrent central canal or neural foraminal stenosis. The descending left L3 nerve root is abutted at L2-L3. Facet arthrosis has progressed since XX, with a new joint effusion on the left at L2-L3, which may be an additional source of pain. M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",49,1.3.6.1.4.1.55648.9514519732251233152048734767439048/1.3.6.1.4.1.55648.9514519732251233152048734767439048.6,1.3.6.1.4.1.55648.9514519732251233152048734767439048/1.3.6.1.4.1.55648.9514519732251233152048734767439048.6.pkl
+,1.3.6.1.4.1.55648.406137332923785370722864043098193/1.3.6.1.4.1.55648.406137332923785370722864043098193.18,80,True,,75.45318675,0.000169992,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.406137332923785370722864043098193.18.1,20171228,,123427.115,754746442,MR,Siemens,COR T1 FS POST,Skyra,Patient_4090438029950958997,Patient_4090438029950958997,F,068Y,73.93556572,,ABDOMEN,GR,SP\OSP,PFP\FS,3D,*fl3d1,2.5,3.0,1.1,1,123.158204,1H,1.0,3.0,,283,1.0,75,100.0,600.0,syngo MR E11,COR T1 FS POST,Body,0\288\216\0,ROW,9,FFS,1.3.6.1.4.1.55648.406137332923785370722864043098193,1.3.6.1.4.1.55648.406137332923785370722864043098193.18,18,1,1,-202.79517316818\-94.89457821846\189.87951043993,1\0\0\0\0\-1,,,-94.89457822,1,MONOCHROME2,288,288,1.388888835907\1.388888835907,16,12,11,0,0.0,276.0,162,392,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: K57.32 Dvtrcli of lg int w/o perforation or abscess w/o bleeding N28.1 Cyst of kidney, acquired MRI of the abdomen was performed pre and post 7.4 cc of Gadavist contrast material. IV contrast with multiple sequences in coronal and axial planes. The examination was performed on a 3 Tesla magnet. Examination was performed under moderate conscious sedation, with intravenous medications administered by a Board Certified Anesthesiologist. Pulse oximetry, heart rate and BP were continuously monitored. Comparison: Note is made of prior CT of chest dated MM/DD/YYYY. No additional prior studies are available for comparison. Findings: LIVER: The liver demonstrates mild signal dropout on chemical shift imaging indicative of mild hepatic steatosis. No focal hepatic lesion is present. The liver measures 17.5 cm in craniocaudad dimension. GALLBLADDER/BILIARY TREE: The gallbladder is present. There is no definite cholelithiasis. There is no biliary dilatation. The common bile duct measures 0.6 cm in diameter and slightly tapers more distally. SPLEEN: The spleen is unremarkable. PANCREAS: The pancreas is unremarkable. The pancreatic duct is not dilated. There is apparent drainage of the main pancreatic duct into the minor papilla. A branch duct is noted communicating between the dorsal and ventral ducts. Findings have the appearance of partial pancreas divisum. ADoctor LASTNAME : There are no adrenal masses. KIDNEYS: The kidneys enhance symmetrically with no evidence of hydronephrosis. Small ----- Page Break ----- cortical cysts are present in the left kidney with the largest in the upper pole measuring 9 mm in diameter. This demonstrates a thin internal septation. Right renal cortical cysts are also present. 2 adjacent cysts are present in the upper pole of the right kidney with the larger one measuring 2.7 x 2.6 cm. Additional smaller cysts are also present in the mid and lower pole cortex. Few measure less than 5 mm, too small to adequately characterize. These are otherwise simple in appearance. BOWEL/PERITONEUM: There is no bowel obstruction. Diffuse colonic diverticula are present. A small umbilical hernia containing fatty tissue is noted. The opening to the hernia sac measures 1.7 cm in transverse diameter ADENOPATHY: . There are no enlarged retroperitoneal lymph nodes. There is no free fluid. VASCULATURE: The abdominal aorta is of normal caliber. The IVC is patent. The splenic vein, the portal vein and hepatic veins are patent. MUSCULOSKELETAL: There are no aggressive osseous lesions. ADDITIONAL: There is no free fluid. ------------------------- IMPRESSION: Bilateral renal cysts including a small cyst in the upper pole of the left kidney demonstrating a thin internal septation. N28.1 Colonic diverticulosis. K57.30 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.406137332923785370722864043098193/1.3.6.1.4.1.55648.406137332923785370722864043098193.18,1.3.6.1.4.1.55648.406137332923785370722864043098193/1.3.6.1.4.1.55648.406137332923785370722864043098193.18.pkl
+,1.3.6.1.4.1.55648.2955933643335459661221397717192890/1.3.6.1.4.1.55648.2955933643335459661221397717192890.8,104,True,,113.1206462,0.000192642,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2955933643335459661221397717192890.8.104,20190507,,92448.725,577422659,MR,Siemens,SAG 3D ANGIO PRE,Skyra_fit,Patient_0116375306285395741,Patient_0116375306285395741,F,061Y,72.57478843,,ABDOMEN,GR,SP,,3D,*fl3d1,1.100000024,2.66,1.02,1,123.230065,1H,1.0,3.0,,286,0.0,100,81.25,1095.0,syngo MR E11,SAG 3D ANGIO PRE,Body,0\352\286\0,ROW,19,FFS,1.3.6.1.4.1.55648.2955933643335459661221397717192890,1.3.6.1.4.1.55648.2955933643335459661221397717192890.8,8,1,104,91.854069106111\-150.22946679592\215.15570678811,0\1\0\0.01745241007718\0\-0.9998476950929,,,95.59506491,1,MONOCHROME2,352,286,1.1363636255264\1.1363636255264,16,12,11,0,0.0,766.0,186,440,,,,,,,,,,,,,,,,,,,,"MRA-3T PELVIS PRE AND POST IV CONTRAST History: I10 Hypertension R 10.9 abdominal pain MR angiographic assessment of the pelvis was performed on a 3 Tesla magnet after the administration of gadavist intravenous contrast. Three-dimensional reformations were created. Additional pre-IV contrast sequences were obtained pelvis. Please refer to MRA of the abdomen performed on same day ILIAC ARTERIAL VASCULATURE VISUALIZED: The iliofemoral arterial vasculature visualized to the level of the proximal superficial femoral arterial vessels bilaterally is widely patent, uncompromised and otherwise unremarkable. The visualized proximal IVC and iliofemoral venous vasculature is also. ASCITES Doctor FIRSTNAME LASTNAMETHY: There is no definitive evidence of ascites or adenopathy throughout the study. PELVIC STRUCTURES: Uterus is retroverted. Grossly the uterus and adnexa as well as urinary bladder appear otherwise unremarkable but very limited for assessment GASTROINTESTINAL TRACT: The visualized small and large bowel appear grossly unremarkable limited for assessment. THE BONY AND SOFT TISSUE STRUCTURES: are grossly unremarkable. The remainder of the study is unremarkable. ------------------------- IMPRESSION: Unremarkable exam Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ----- Page Break -----",62,1.3.6.1.4.1.55648.2955933643335459661221397717192890/1.3.6.1.4.1.55648.2955933643335459661221397717192890.8,1.3.6.1.4.1.55648.2955933643335459661221397717192890/1.3.6.1.4.1.55648.2955933643335459661221397717192890.8.pkl
+,1.3.6.1.4.1.55648.56832171361507867341615807729177/1.3.6.1.4.1.55648.56832171361507867341615807729177.4,93,True,,86.05433297,0.000192881,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\NONE\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.56832171361507867341615807729177.4.1,20171113,,143532.16,978185373,MR,Siemens,AX DWI,Verio,Patient_8373884500704100942,Patient_8373884500704100942,M,080Y,90.71848554,,,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,5102.0,106.0,1,123.184452,1H,1.0,3.0,4.8,120,1.0,100,100.0,1250.0,syngo MR B19,AX DWI,Body,160\0\0\160,COL,90,HFS,1.3.6.1.4.1.55648.56832171361507867341615807729177,1.3.6.1.4.1.55648.56832171361507867341615807729177.4,4,1,1,-114.22387646942\-132.62191220271\-73.692930303002,0.99856967082755\0.04029432691983\-0.035142278262\-0.0470912999157\0.97408964517238\-0.221205272632,,,-104.2268272,1,MONOCHROME2,320,320,0.796875\0.796875,16,12,11,0,0.0,1735.0,305,582,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN PRE AND POST IV CONTRAST History: R55 Syncope R42 Dizziness/Vertigo Technique: MR imaging of the brain was obtained both before and after the administration of 9cc of Gadavist intravenous contrast on a 3.0 Tesla system. Comparison examinations: There are no prior studies available for comparison with this examination. Findings: There is a small chronic cortical infarct in the right postcentral gyrus with a small amount of hemosiderin staining. No other chronic infarction is seen. Within the brain parenchyma there is no mass, mass effect or edema. No acute or evolving infarct is seen but there is mild white matter microvascular disease in both cerebral hemispheres. The ventricles and sulci are normal for a patient of this age. No abnormal extraaxial collection or mass is seen. Incidental note is made of a venous angioma in the right inferior parietal lobe which is not a finding of any significance. The intracranial vascular structures are otherwise normal. The orbits, paranasal sinuses and temporal bones are normal. ------------------------- IMPRESSION: Mild white matter microvascular disease with a small chronic cortical infarct in the right postcentral gyrus with a small amount of hemosiderin staining. No acute or evolving infarct is seen. Chronic cerebral ischemia (Brain Parenchyma) - I67.82 White Matter disease, unspecified (Brain Parenchyma) - R90.82 Stroke/Infarcts (Brain Parenchyma) - I63.9 ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.56832171361507867341615807729177/1.3.6.1.4.1.55648.56832171361507867341615807729177.4,1.3.6.1.4.1.55648.56832171361507867341615807729177/1.3.6.1.4.1.55648.56832171361507867341615807729177.4.pkl
+,1.3.6.1.4.1.55648.776207590541681910913539870629647/1.3.6.1.4.1.55648.776207590541681910913539870629647.5,25,True,,21.32754564,0.000164747,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.776207590541681910913539870629647.5.25,20200317,,,864745246,MR,Siemens,AX PD,Skyra,Patient_8204989096209615135,Patient_8204989096209615135,F,049Y,83.91459912,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.257055,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.776207590541681910913539870629647,1.3.6.1.4.1.55648.776207590541681910913539870629647.5,5,1,25,-83.029384890685\-9.7066762353476\-10.086688992528,0.99711112975661\-0.0395751876293\0.0648320864973\-1.2805464e-008\0.85354185120349\0.52102428757604,,,2.764888366,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2256.0,946,1970,,,,,,,,,,,,,,,,,,,,"EXAM: MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain TECHNIQUE: Axial and sagittal multi-weighted images of the lumbar spine were obtained on a 3.0 Tesla magnet. COMPARISON: None. FINDINGS: There is normal alignment of lumbar vertebral bodies. The intervertebral discs demonstrate normal height and signal intensity. No significant osteophyte formation is noted. The marrow signal has an overall benign appearance. Vertebral bodies are of normal height and signal intensity. The conus medullaris and filum terminale are within normal limits. No abnormal intensity demonstrated in STIR sequence. L1-2: No focal disc bulge or herniation demonstrated. No significant central or lateral recess spinal stenosis. The neural foramina are within normal limits bilaterally with no definite compromise to the exiting nerve roots. L2-3: There is no evidence of disc bulge, herniation or central stenosis. Neural foramina are patent. There is no nerve root compression. L3-4: Mild broad-based disc bulge is present. This results in mild flattening upon the thecal sac (axial image 14, sagittal images 8). Disc bulge measures 2 mm in PHI dimension. Neural foramina are patent. There is no nerve root compression. L4-5: Small broad-based central disc herniation (protrusion) is present. This results in mild compression of the thecal sac (axial T2 images 19, sagittal T1 and T2 images 10). Disc protrusion measures 17 mm transverse dimension and 4 mm in PHI dimension. There is an increased T2 signal intensity in the far left lateral disc compatible with annular tear (axial T2 image 19, sagittal T2 image 11). There is mild ligamentum flavum and facet hypertrophy. These factors combined result in mild to moderate spinal stenosis. There is mild narrowing of the left neural foramen (sagittal T2 images 13). ----- Page Break ----- L5-S1: No focal disc bulge or herniation demonstrated. No significant central or lateral recess spinal stenosis. The neural foramina are within normal limits bilaterally with no definite compromise to the exiting nerve roots. ------------------------- IMPRESSION: 1. Normal alignment of lumbar vertebral bodies. No acute compression fractures. 2. At L3-4 level, mild broad-based disc bulge is present, resulting in mild flattening upon the thecal sac. 3. At L4-5 level, small broad-based central disc herniation (protrusion) with annular tear is present, resulting in mild compression of the thecal sac. Mild to moderate spinal stenosis. Mild narrowing of the left neural foramen. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.776207590541681910913539870629647/1.3.6.1.4.1.55648.776207590541681910913539870629647.5,1.3.6.1.4.1.55648.776207590541681910913539870629647/1.3.6.1.4.1.55648.776207590541681910913539870629647.5.pkl
+,1.3.6.1.4.1.55648.3034868031347988093221362148144800/1.3.6.1.4.1.55648.3034868031347988093221362148144800.5,30,True,,23.84830213,0.000155449,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3034868031347988093221362148144800.5.30,20190509,,111608.7275,767726507,MR,Siemens,AX PD,Verio,Patient_6382726914875239629,Patient_6382726914875239629,M,037Y,95.70800224,,,SE,SK\SP\OSP,SAT1,2D,*tseR2d1rs8,4.0,3000.0,45.0,1,123.26217,1H,1.0,3.0,4.4,272,8.0,70,100.0,260.0,syngo MR B19,AX PD,Body,320\0\0\224,COL,160,FFS,1.3.6.1.4.1.55648.3034868031347988093221362148144800,1.3.6.1.4.1.55648.3034868031347988093221362148144800.5,5,1,30,-103.21951576097\-17.535445176414\-81.974675238539,0.99712228813466\0.0397039376967\-0.0645812653676\-3.2612524e-008\0.85188443189855\0.52372981076972,,,-68.29964596,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2575.0,874,1804,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain, status post injury on MM/DD/YYYY. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: No prior studies available for comparison. FINDINGS: The lumbosacral spine is normally aligned. There is a transitional vertebra at the lumbosacral junction, which will be designated ""L5"" for the purposes of this examination. It articulates with the sacrum on the left. Accordingly, the L5-S1 disc space is transitional nature and the conus medullaris is likely situated at the T11-T12 level, which is not included in the field of view. Vertebral height and configuration are normal. Vertebral marrow signal is generally normal, with minor endplate changes anteriorly at several levels. There is prominent fatty marrow within the pedicles of L4 bilaterally. Incidental note is also made of a probable small vertebral hemangioma of L1, which demonstrates increased signal on all pulse sequences. There is mild generalized loss of disc signal in the lumbar region, on the T2-weighted sequence, which reflects early disc desiccation. There is associated disc space narrowing at T12-L1. The L5-S1 disc space is also smaller than the more superior lumbar disc spaces secondary to its transitional nature. The facet joints demonstrate normal alignment. There is bilateral facet joint arthropathy at L3-L4 and L4-L5. There is facet joint hypoplasia at L5-S1, which is related to the transitional nature of this articulation. There are facet joint effusions at many levels. There is also edema of the interspinous space at L4-L5, which is secondary to injury of the interspinous ligament at this level. ----- Page Break ----- There are intraosseous discal herniations at every level from T11-T12 through L3-L4, as well as at L5-S1. At T12-L1 1, there is also left paracentral herniation of the disc, which deforms the left ventral thecal sac. There are also annular bulges at L1-L2, L2-L3 and L3-L4. There is no evidence of disc bulge or herniation at L4-L5. There is no evidence of significant central spinal stenosis. The neural foramina are bilaterally patent. There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Intraosseous discal herniations at nearly all levels from T11-T12 through L5-S1. This raises the possibility of Scheuermann's disease. 2. Left paracentral disc herniation at T12-L1, with mass effect on the ventral thecal sac. 3. Annular bulges at L1-L2, L2-L3 and L3-L4. 4. Facet joint arthropathy at L3-L4 and L4-L5. 5. Facet joint effusions at many levels. 6. Injury of the interspinous ligament at L4-L5. 7. Transitional ""L5"" vertebra and L5-S1 disc space. Please note that the lumbar vertebrae and disc spaces are numbered accordingly. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.3034868031347988093221362148144800/1.3.6.1.4.1.55648.3034868031347988093221362148144800.5,1.3.6.1.4.1.55648.3034868031347988093221362148144800/1.3.6.1.4.1.55648.3034868031347988093221362148144800.5.pkl
+,1.3.6.1.4.1.55648.8697086588741225153051605587771712/1.3.6.1.4.1.55648.8697086588741225153051605587771712.2,48,True,,38.05279517,0.000551701,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8697086588741225153051605587771712.2.1,20170825,,111017.0425,409938763,MR,Siemens,AX DWI_TRACEW,Aera,Patient_3807812588955738022,Patient_3807812588955738022,M,037Y,106.1406281,,ANGIO,EP,SK\SP,PFP\FS,2D,*ep_b0,5.0,5500.0,115.0,2,63.673489,1H,1.0,1.5,6.0,143,71.0,100,100.0,815.0,syngo MR D13E,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.8697086588741225153051605587771712,1.3.6.1.4.1.55648.8697086588741225153051605587771712.2,2,1,1,-114.9999961853\-113.74698412418\-79.02409362793,1\0\0\0\1\0,,,-79.02409363,1,MONOCHROME2,192,192,1.1979166269302\1.1979166269302,16,12,11,0,0.0,456.0,125,331,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN NON CONTRAST History: Moyamoya disease treated with pial synangiosis. I67.5 Moyamoya disease Technique: Sagittal and axial T1 weighted images were supplemented by axial T2, grad echo, FLAIR and diffusion images. This study was performed on a 1.5 Tesla system. Comparison examination: MR the brain dated MONTH MM, YYYY. Findings: Since the prior study there has been a left parietal craniotomy for the pial synangiosis. Under the craniotomy site there is no large undrained collection. There is a chronic infarct in the deep white matter of the left frontal lobe extending into the putamen with wallerian degeneration and atrophy of the left cerebral peduncle. No other infarct is seen. Within the brain parenchyma there is no mass, mass effect or edema. The ventricles and sulci are normal for a patient of this age. No abnormal extraaxial collection or mass is seen. Normal signal is seen within both the intracranial and extracranial vascular structures. The craniocervical junction is normal. The orbits and temporal bones are normal. Mild mucosal disease is seen in the maxillary sinuses and ethmoid air cells. ------------------------- IMPRESSION: Postoperative study following left-sided pial synangiosis. Chronic infarct in the deep white matter of the left frontal lobe and putamen. Stroke/Infarcts (Brain Parenchyma) - I63.9 ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.8697086588741225153051605587771712/1.3.6.1.4.1.55648.8697086588741225153051605587771712.2,1.3.6.1.4.1.55648.8697086588741225153051605587771712/1.3.6.1.4.1.55648.8697086588741225153051605587771712.2.pkl
+,1.3.6.1.4.1.55648.0426070905181304890940219139901073/1.3.6.1.4.1.55648.0426070905181304890940219139901073.3,40,True,,36.95692325,0.000157356,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0426070905181304890940219139901073.3.40,20190320,,142119.3875,407009602,MR,Siemens,AX PD FS,Skyra,Patient_6325270725750144894,Patient_6325270725750144894,F,060Y,86.18256126,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_12,3.0,3500.0,31.0,1,123.256821,1H,1.0,3.0,3.0,351,12.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.0426070905181304890940219139901073,1.3.6.1.4.1.55648.0426070905181304890940219139901073.3,3,1,40,-141.43993086611\-82.286584972124\-50.051956176758,0.99211470107751\0.12533323544007\0\-0.1253332354401\0.99211470107751\0,,,-50.05195618,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1778.0,770,1533,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M25.361 Right knee instability M23.601 Right knee ligament injury M25.661 Right knee/ lower leg stiffness TECHNIQUE: Right knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Ligaments: The anterior cruciate ligament has a disorganized appearance, consistent with a high-grade partial versus complete tear. The posterior cruciate, medial collateral, and lateral collateral ligaments are intact. Menisci: Mild fraying of the free edge of the medial meniscus is present. There is a small horizontal tear involving the junction of the body and anterior horn lateral meniscus. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. Mild lateral subluxation of the patella is present. TT-TG distance measures approximately 1.2 cm. Effusion: A moderate knee joint effusion is present. Cartilage: Focal full-thickness cartilage loss is present in the posterior aspect of the medial femoral condyle. There is also focal full-thickness cartilage loss on the weightbearing surface of the medial femoral condyle. Less severe cartilage loss is present in the patellofemoral and lateral femorotibial compartments. Bone Marrow: Bone marrow edema is present in the posterior aspect of the lateral tibial plateau, without fractures. Popliteal fossa: There is no significant popliteal cyst. Popliteus muscle and tendon are ----- Page Break ----- intact. Iliotibial band: The iliotibial band is within normal limits. Posterolateral corner: The posterior lateral corner is unremarkable. ------------------------- IMPRESSION: Disorganized appearance of the anterior cruciate ligament, consistent with the presence of a high-grade partial versus complete ACL tear. S83.511A Horizontal tear the junction of the body and anterior horn lateral meniscus. Mild fraying/truncation of the free edge medial meniscus. S83.281A Moderate knee joint effusion. M25.461 Degenerative changes, with cartilage loss most pronounced the medial femorotibial compartment. M17.11 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.0426070905181304890940219139901073/1.3.6.1.4.1.55648.0426070905181304890940219139901073.3,1.3.6.1.4.1.55648.0426070905181304890940219139901073/1.3.6.1.4.1.55648.0426070905181304890940219139901073.3.pkl
+,1.3.6.1.4.1.55648.079626326833491348785461689107646/1.3.6.1.4.1.55648.079626326833491348785461689107646.6,32,True,,28.46806645,0.000169039,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.079626326833491348785461689107646.6.32,20171108,160849.002,160854.075,251757703,MR,Siemens,AX PD,Aera,Patient_4353636134964423927,Patient_4353636134964423927,M,065Y,113.3981069,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,43.0,1,63.679769,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,137,FFS,1.3.6.1.4.1.55648.079626326833491348785461689107646,1.3.6.1.4.1.55648.079626326833491348785461689107646.6,6,1,32,-133.8499100674\-38.845412214826\-110.25767047028,0.99936393457287\0.01636741797332\-0.0316833379541\-4.2028797e-008\0.8884528235597\0.45896795128722,,,-84.8522296,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,2663.0,890,1915,4.0,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Doctor FIRSTNAME LASTNAMERISON: MM/DD/YYYY. TECHNIQUE: MRI of the lumbar spine was performed with multiple sequences in sagittal and axial planes on a 1.5 Tesla high-field wide-bore magnet. Examination was performed under moderate conscious sedation, with intravenous medications administered by a Board Certified Anesthesiologist. Pulse oximetry, heart rate and BP were continuously monitored. FINDINGS: Discs: There is multilevel disc desiccation and height loss. Vertebral body heights: Maintained. Alignment: There is mild S-shaped scoliosis. Marrow signal: The endplates within the L2-3 and L3-4 discs, presumably degenerative in etiology. Spinal canal: The conus medullaris and cauda equina are unremarkable. Paravertebral soft tissues: Left renal cysts are noted. L1-2: There is a disc bulge and mild facet arthropathy resulting in mild bilateral foraminal stenosis. There is no significant spinal canal stenosis. L2-3: Status post laminectomy without significant central canal stenosis. There are marginal osteophytes and facet arthropathy resulting in marked bilateral foraminal stenosis. ----- Page Break ----- L3-4: Status post laminectomy without significant spinal canal stenosis. There is moderate right and marked left foraminal stenosis due to facet arthropathy and marginal osteophytes. L4-5: Status post laminectomy without significant spinal canal stenosis. There are marginal osteophytes and facet arthropathy resulting in moderate bilateral foraminal stenosis. L5-S1: There is a disc osteophyte complex and facet arthropathy resulting in moderate bilateral foraminal stenosis. There is no significant spinal canal stenosis. ------------------------- IMPRESSION: Multilevel degenerative disc disease, status post L2-3 through L4-5 laminectomies, resulting in at least moderate stenosis of several neural foramina as detailed above without significant spinal canal stenosis. No significant interval change in the caliber of the spinal canal or neural foramina. Significant interval increase in edema surrounding the L2-3 and L3-4 discs, presumably degenerative in etiology; correlate clinically for signs and symptoms of infection to exclude the unlikely possibility of osteomyelitis. M51.36, M51.37 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",75,1.3.6.1.4.1.55648.079626326833491348785461689107646/1.3.6.1.4.1.55648.079626326833491348785461689107646.6,1.3.6.1.4.1.55648.079626326833491348785461689107646/1.3.6.1.4.1.55648.079626326833491348785461689107646.6.pkl
+,1.3.6.1.4.1.55648.9431494696352837143467064372695151/1.3.6.1.4.1.55648.9431494696352837143467064372695151.10,812,True,,191.3907232,0.000368118,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9431494696352837143467064372695151.10.1,20200121,,,809260808,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_972730936215732534,Patient_972730936215732534,M,073Y,86.18256126,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.255854,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.9431494696352837143467064372695151,1.3.6.1.4.1.55648.9431494696352837143467064372695151.10,10,1,1,-99.74609375\-89.105340957642\-48.703125,1\0\0\0\1\0,,,-48.703125,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,298.0,155,364,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Prostate cancer, on active surveillance. Elevated PSA, 11 ng mL. C61. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 9 cc Gadavist was administered. Comparison: Prior prostate MRI dated MM/DD/YYYY FINDINGS: Prostate size: 5.3 [transverse] x 4.6 [AP] x 6.8 [CC] cm, 86 cc in volume, previously 84 cc. Lesion: 1, (or stroma-type hypertrophic nodule based on sagittal T2 of both studies) PI-RADS Assessment Category: 3 T2-weighted images: 3, hypointense with obscured margins, not contained within BPH nodule Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: None, no early hyperperfusion Size: 15 x 13 mm as measured on image 7 of series MM/DD/YYYY, ADC/ax T2 Location: Midline anterior transition zone, apex. Extra-prostatic extension: None Lesion: 2 (previously described focal inflammation with decreased enhancement but focal diffusion restriction) PI-RADS Assessment Category: 3 T2-weighted images: 3, heterogeneous, noncircumscribed moderate hypointensity Diffusion-weighted images: 3, focal mild/moderate decreased ADC and mildly increased signal on ultra high b-value images. Dynamic post-contrast images: None, no early hyperperfusion Size: 9 x 5 mm as measured on image 7 of series MM/DD/YYYY, ADC/ax T2 ----- Page Break ----- Location: Midline towards left posteromedial peripheral zone, apex. Extra-prostatic extension: None Central zone: As described previously without significant interval change, splayed bilateral central zone by BPH with mild asymmetry, and associated signal change on T2 and DWI at the midline along base to midgland, without suspicious hyperperfusion on DCE. Diffuse pattern of indistinct T2 hypointensity with punctate cystic foci at the base support postinflammatory change with fibrosis. Peripheral zone: As described previously without significant interval change, bilateral indistinct, linear and wedge-shaped T2 hypointensity without early hyperperfusion or focal hyperenhancement on DCE, rather gradually increased mild, diffuse enhancement supportive of chronic of postinflammatory change with fibrosis. Transition zone: No significant interval change of BPH with a large 3.5 cm hypertrophic nodule protruding from the base, bulging behind the bladder neck, without intravesical extension. Bladder: Again noted significant postvoid residual at the beginning of scan. Otherwise unremarkable. Seminal vesicle: Unchanged dilatation of the left distal vas deferens to ejaculatory duct with wall thickening supportive of chronic inflammation, and wall thickening of the left seminal vesicle. Absent or hypoplastic right seminal vesicle. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: Small left inguinal fat hernia. Small free fluid, slightly increased. ------------------------- IMPRESSION: 15 x 13 mm PI-RADS 3 lesion at the midline anterior transition zone, apex. 9 x 5 mm PI-RADS 3 lesion at the midline towards left posteromedial peripheral zone, apex. Diffuse postinflammatory change in the rest of peripheral zone and transition zone, and ----- Page Break ----- inflammatory changes along the left distal vas deferens to ejaculatory duct and seminal vesicle. No metastatic adenopathy or suspicious bone lesion. BPH. PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.9431494696352837143467064372695151/1.3.6.1.4.1.55648.9431494696352837143467064372695151.10,1.3.6.1.4.1.55648.9431494696352837143467064372695151/1.3.6.1.4.1.55648.9431494696352837143467064372695151.10.pkl
+,1.3.6.1.4.1.55648.8745370819431191365623158086254407/1.3.6.1.4.1.55648.8745370819431191365623158086254407.3,42,True,,34.57692289,0.000158787,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8745370819431191365623158086254407.3.42,20171023,,173329.28,969198017,MR,Siemens,AX PD FS,Aera,Patient_9658942967933076258,Patient_9658942967933076258,M,063Y,113.3981069,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_15,3.0,3000.0,44.0,2,63.673381,1H,1.0,1.5,3.0,331,15.0,85,100.0,180.0,syngo MR D13E,AX PD FS,TxRx_Knee_15,0\320\272\0,ROW,180,FFS,1.3.6.1.4.1.55648.8745370819431191365623158086254407,1.3.6.1.4.1.55648.8745370819431191365623158086254407.3,3,1,42,35.91228390118\-119.74306478951\-44.632530212402,0.94551858153178\0.32556813722804\0\-0.325568137228\0.94551858153178\0,,,-44.63253021,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1725.0,509,974,4.0,,,,,,,,,,,,,,,,,,,"EXAM: MRI-LEFT KNEE NON CONTRAST HISTORY: M25.562 Left knee pain Left knee pain. Status post recent arthrocentesis. TECHNIQUE: Axial, coronal, and sagittal images of the left knee were obtained on a 3.0 Tesla magnet. COMPARISON: None. FINDINGS: SOFT TISSUES: Subcutaneous edema anterior medial aspect of the knee. Prepatellar edema. BONE MARROW: Subchondral edema in the medial compartment likely on a degenerative basis. Menisci : Large radial tear posterior horn medial meniscus which is peripherally extruded (sagittal 13, coronal 23). Lateral meniscus is intact without tears. ANTERIOR CRUCIATE LIGAMENT: There is laxity of the ACL but I do not see a visualized tear. POSTERIOR CRUCIATE LIGAMENT: Normal. EXTENSOR MECHANISM: PATELLA: Patella alta. No tilt or subluxation. Hoffa's fat-pad: Edema in Hoffa's fat pad. Distal quadriceps and patellar tendon: Doctors. NAME TELLOFEMORAL LIGAMENTS AND RETINACULA: Normal. LASTNAME STRUCTURES: MCL: Superficial tibial collateral ligament, deep meniscal femoral, and meniscal tibial ligaments are intact. PES Doctor FIRSTNAME LASTNAMENS AND DISTAL SEMIMEMBRANOSUS: Unremarkable. lateral structures: ILIOTIBIAL BAND: Unremarkable. BICEPS Doctor FIRSTNAME LASTNAMEN: Unremarkable. ----- Page Break ----- FIBULAR COLLATERAL LIGAMENT: Unremarkable. POPLITEUS MUSCLE Doctor FIRSTNAME LASTNAMEN: Unremarkable. Posterior lateral corner structures: Unremarkable. popliteal cyst: Small popliteal cyst with small loose body measuring 5 millimeters (sagittal 10). periarticular bursitis: None. JOINT EFFUSION: Moderate to large knee joint effusion. CARTILAGE: Areas of high-grade cartilage loss in the lateral patellar cartilage. There is a full-thickness cartilage defect lateral trochlear cartilage measuring 13 mm in mediolateral dimensions x 13 mm in craniocaudal dimensions (axial 15, sagittal 22). Areas of high-grade cartilage loss in the medial compartment. Minimal cartilage thinning in the lateral compartment. Small peripheral osteophytes. Loose intra-articular bodies are seen. The largest is in the medial joint space measuring 6 mm (sagittal 6, axial 15). MUSCLES: Nonspecific atrophy of the posterior tibialis and a portion of the lateral soleus. Nerves and vasculature: Unremarkable. ------------------------- IMPRESSION: Large radial tear posterior horn medial meniscus which is peripherally extruded. Tricompartmental osteoarthrosis with areas of high-grade cartilage loss in the patellofemoral and medial compartments with moderate to large knee joint effusion and loose intra-articular bodies. Small popliteal cyst with a loose body. Laxity of the ACL but no frank tear. ICD 10: Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",17,1.3.6.1.4.1.55648.8745370819431191365623158086254407/1.3.6.1.4.1.55648.8745370819431191365623158086254407.3,1.3.6.1.4.1.55648.8745370819431191365623158086254407/1.3.6.1.4.1.55648.8745370819431191365623158086254407.3.pkl
+,1.3.6.1.4.1.55648.0391683524321780067710581567267596/1.3.6.1.4.1.55648.0391683524321780067710581567267596.6,25,True,,17.26517725,0.00015831,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0391683524321780067710581567267596.6.25,20190912,191822.651,191737.6275,723093324,MR,Siemens,AX T1,Aera,Patient_1655432352901330508,Patient_1655432352901330508,M,015Y,63.50293988,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_3,4.0,473.0,9.9,1,63.679051,1H,1.0,1.5,4.4,279,3.0,90,100.0,205.0,syngo MR E11,AX T1,Body,256\0\0\230,COL,120,FFS,1.3.6.1.4.1.55648.0391683524321780067710581567267596,1.3.6.1.4.1.55648.0391683524321780067710581567267596.6,6,1,25,-118.83587805674\-11.540840228673\-18.153491030682,0.99984521270848\0.00704015980785\-0.0161241053647\-1.6278075e-008\0.91645250151208\0.40014348985365,,,-14.1077643,1,MONOCHROME2,256,256,0.78125\0.78125,16,12,11,0,0.0,1290.0,346,848,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Doctor FIRSTNAME LASTNAMERISON: MM/DD/YYYY. TECHNIQUE: MRI of the lumbar spine was performed with multiple sequences in sagittal and axial planes on a 1.5 Tesla high-field wide-bore magnet. FINDINGS: Vertebral body heights: Maintained. Alignment: Preserved. Marrow signal: There is persistent edema involving bilateral L5 pedicles and inferior facet, not significantly changed the prior examination. Spinal canal: The conus medullaris and cauda equina are unremarkable. Paravertebral soft tissues: Unremarkable. Discs:: There is no significant posterior disc abnormality, spinal canal or foraminal stenosis. ------------------------- IMPRESSION: No significant interval change in edema involving bilateral L5 pedicles and inferior facets, presumably reflecting sequela of stress fracture. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",75,1.3.6.1.4.1.55648.0391683524321780067710581567267596/1.3.6.1.4.1.55648.0391683524321780067710581567267596.6,1.3.6.1.4.1.55648.0391683524321780067710581567267596/1.3.6.1.4.1.55648.0391683524321780067710581567267596.6.pkl
+,1.3.6.1.4.1.55648.608714755742567087612543680126896/1.3.6.1.4.1.55648.608714755742567087612543680126896.6,172,True,,159.1549439,0.000180483,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.608714755742567087612543680126896.6.1,20180111,,84525.15,274976851,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_6367595127271455009,Patient_6367595127271455009,M,056Y,90.71848554,,BRAIN,GR,SP,SAT1,3D,*fl3d1r_t70,0.599999964,28.0,7.15,1,63.679778,1H,1.0,1.5,19.2,319,1.0,100,100.0,120.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.608714755742567087612543680126896,1.3.6.1.4.1.55648.608714755742567087612543680126896.6,6,1,1,-93.877342866575\-117.86359811036\-28.152035516603,0.99901031807845\-0.0337182704395\0.02900797496138\0.03314058474229\0.9992471470123\0.02017029575193,,,-23.08778708,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,388.0,125,311,4.0,,,,,,,,,,,,,,,,,,,"MRA-HEAD NON CONTRAST HISTORY: I67.1 Doctor FIRSTNAME LASTNAMERISON: MM/DD/YYYY, MM/DD/YYYY. TECHNIQUE: 3-D time-of-flight intracranial MR angiography was performed. Multiple MIP images were generated. The study was performed on a 1.5 Tesla high field wide bore magnet. FINDINGS: Aneurysms: The patient is again noted to be status post coil embolization of the right posterior communicating artery aneurysm. There is persistent flow related enhancement within the coil mass measuring approximately 8 x 5 mm, stable since the prior examination. No new aneurysms are identified. Intracranial internal carotid arteries: Patent bilaterally without significant stenosis. Anterior cerebral arteries: Patent bilaterally without significant stenosis. Middle cerebral arteries: Patent bilaterally without significant stenosis. Intracranial vertebral arteries: Patent bilaterally without significant stenosis. Basilar artery: Patent without significant stenosis. Posterior cerebral arteries: Patent bilaterally without significant stenosis. Diffusion-weighted sequences: No evidence of a recent infarct. ------------------------- IMPRESSION: ----- Page Break ----- Stable recurrent right posterior communicating artery aneurysm status post coil embolization. I67.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",50,1.3.6.1.4.1.55648.608714755742567087612543680126896/1.3.6.1.4.1.55648.608714755742567087612543680126896.6,1.3.6.1.4.1.55648.608714755742567087612543680126896/1.3.6.1.4.1.55648.608714755742567087612543680126896.6.pkl
+,1.3.6.1.4.1.55648.1987025955611396631399498512926607/1.3.6.1.4.1.55648.1987025955611396631399498512926607.1001,112,True,,105.5230711,0.000184298,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS3D\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1987025955611396631399498512926607.1001.1,20191002,,123458.8675,76518340,MR,Siemens,I_AAspine_scout,MAGNETOM Vida,Patient_7826824516316647140,Patient_7826824516316647140,M,038Y,77.1106,,LSPINE,GR,SK,PFP\PFF\PER,3D,*fl3d1,1.7,3.3,1.27,1,123.256235,1H,,3.0,,240,1.0,100,100.0,548.0,syngo MR XA10,I_AAspine_scout,Body,240\0\0\240,COL,8,HFS,1.3.6.1.4.1.55648.1987025955611396631399498512926607,1.3.6.1.4.1.55648.1987025955611396631399498512926607.1001,1001,1,1,-196.457\-55.3948\-249.822,1\0\0\0\0\-1,,,-55.3948,1,MONOCHROME2,240,240,1.66667\1.66667,16,12,11,0,0.0,641.0,47,124,,,,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post motor vehicle collision in PHI. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: X-ray examination of the lumbar spine, dated MM/DD/YYYY. FINDINGS: Sagittal images demonstrate mild accentuation of the normal lumbar lordosis. There is a transitional vertebra at the lumbosacral junction, which will be designated ""S1"" for the purposes of this examination. Accordingly, there is spina bifida occulta of S1 and the S1-S2 disc space is relatively rudimentary in appearance. The conus medullaris is situated at the L1 vertebral level and the last movable disc space is L5-S1. Vertebral height and configuration are normal. Vertebral marrow signal is also normal. There is loss of disc signal at the L4-L5 and L5-S1 levels, on the T2-weighted sequence, accompanied by mild disc space narrowing at L5-S1. This reflects disc desiccation. The remainder of the visualized disc spaces maintain normal height and signal intensity characteristics. There is no evidence of disc bulge or herniation from T12-L1 through L3-L4. At L4-L5, there is left foraminal herniation of the disc, with left foraminal encroachment and impingement of the exiting left L4 nerve root. At L5-S1, there is annular bulging, slightly asymmetric toward the right, which effaces the ventral epidural fat and mildly encroaches upon the right neural foramen. The facet joints demonstrate normal alignment. There are hypoplastic facet joints at S1-S2. ----- Page Break ----- There is no evidence of central spinal stenosis. The neural foramina are bilaterally patent, with the exceptions noted above. The conus medullaris is normal in position and appearance. There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Left foraminal disc herniation at L4-L5, with left foraminal encroachment and impingement of the exiting left L4 nerve root. 2. Annular bulge at L5-S1, slightly asymmetric toward the right, with ventral canal and mild right foraminal encroachment. 3. Transitional ""S1"" vertebra and S1-S2 disc space. Please note that the lumbar vertebrae and disc spaces are numbered accordingly. 4. Lumbar hyperlordosis. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.1987025955611396631399498512926607/1.3.6.1.4.1.55648.1987025955611396631399498512926607.1001,1.3.6.1.4.1.55648.1987025955611396631399498512926607/1.3.6.1.4.1.55648.1987025955611396631399498512926607.1001.pkl
+,1.3.6.1.4.1.55648.7179807935788858315427138312818607/1.3.6.1.4.1.55648.7179807935788858315427138312818607.5,25,True,,18.70796633,0.000253677,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7179807935788858315427138312818607.5.25,20200324,,135235.02,267001222,MR,Siemens,AX PD,Skyra,Patient_8120361767130405850,Patient_8120361767130405850,F,050Y,70.30682629,,CSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.260165,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,146,HFS,1.3.6.1.4.1.55648.7179807935788858315427138312818607,1.3.6.1.4.1.55648.7179807935788858315427138312818607.5,5,1,25,-81.796875\-2.2669132722912\-435.55449670109,1\0\0\0\0.8916235060311\0.45277756513857,,,-387.3242199,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1441.0,607,1262,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is maintained. There is no significant spondylolisthesis. Bones: There is fatty endplate changes at L5-S1 and in the inferior endplate of L4 indicative of Modic type II changes. Bone marrow signal is normal, without evidence of acute fracture or infiltrative process. The vertebral body heights are intact. Intervertebral Discs: Marked loss of disc height at L5-S1 with disc desiccation. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L3-L4: Broad-based protruded Central disc herniation indenting the thecal sac. No neural foraminal narrowing. L4-5: Broad-based protruded Central disc herniation with central annular tear indenting the thecal sac. No neural foraminal narrowing. Mild bilateral facet arthrosis. L5-S1: Marked loss of disc height. Disc bulge with osseous ridging with moderate to marked left neural foraminal narrowing impinging on the left exiting L5 nerve root and mild-to-moderate right neural foraminal narrowing.. Bilateral subarticular stenosis encroaching on bilateral descending S1 nerve roots. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L5-S1: Marked loss of disc height. Disc bulge with osseous ridging with moderate to marked left neural foraminal narrowing impinging on the left exiting L5 nerve root and mild-to-moderate right neural foraminal narrowing.. Bilateral subarticular stenosis encroaching on bilateral descending S1 nerve roots. L3-L4: Broad-based protruded Central disc herniation indenting the thecal sac. No neural foraminal narrowing. L4-5: Broad-based protruded Central disc herniation with central annular tear indenting the thecal sac. No neural foraminal narrowing. Mild bilateral facet arthrosis. Modic type II endplate changes at L5-S1 and to a lesser degree at L4-5. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.7179807935788858315427138312818607/1.3.6.1.4.1.55648.7179807935788858315427138312818607.5,1.3.6.1.4.1.55648.7179807935788858315427138312818607/1.3.6.1.4.1.55648.7179807935788858315427138312818607.5.pkl
+,1.3.6.1.4.1.55648.775353348269596179676797687437336/1.3.6.1.4.1.55648.775353348269596179676797687437336.11,696,True,,357.0335763,0.000259638,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.775353348269596179676797687437336.11.1,20191001,,,235630299,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_5762330199831460651,Patient_5762330199831460651,M,074Y,86.18256126,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.5,3.74,1.63,1,123.221161,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.775353348269596179676797687437336,1.3.6.1.4.1.55648.775353348269596179676797687437336.11,11,1,1,-110.02901862375\-74.602409362793\-75.310164991766,1\0\0\0\1\0,,,-75.31016499,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,804.0,422,844,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (4.5 ng/ml), 4K score 13 percent. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 9 cc Gadavist was administered. I-STAT: Creatinine 0.8, GFR 80 FINDINGS: Prostate size: 4.8 [transverse] x 3.5 [AP] x 4.5 [CC] cm, about 39 cc in volume. Lesion : PI-RADS Assessment Category: 3 T2-weighted images: 4, circumscribed, homogeneous moderate hypodense. Diffusion-weighted images: 3, focal moderate decreased ADC and mildly increased signal on ultra high b-value images. Dynamic post-contrast images: Negative, no early hyperperfusion. Size: 7 x 5 mm as measured on image 9 of series 5, ADC, image 14 of series 9, ax T2 Location: Midline-left posteromedial peripheral zone, midgland. Extra-prostatic extension: None Additional peripheral zone findings: Diffuse, mild indistinct T2 hypointensity with diffuse hyperenhancement, favoring inflammation, PI-RADS 2. Additional transition zone findings: Heterogeneous and enlarged, consistent with BPH, without intravesical extension. Bladder: Unremarkable.. Seminal vesicle: Unremarkable. ----- Page Break ----- GI: Sigmoid to descending colon diverticulosis. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: Partially seen small bilateral hydrocele,. ------------------------- IMPRESSION: 7 x 5 mm PIRADS 3 lesion at the left posteromedial peripheral zone-midline, midgland. D40.0. Bilateral peripheral zone inflammation. Correlate clinically. N41.9. BPH. N40.0 PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.775353348269596179676797687437336/1.3.6.1.4.1.55648.775353348269596179676797687437336.11,1.3.6.1.4.1.55648.775353348269596179676797687437336/1.3.6.1.4.1.55648.775353348269596179676797687437336.11.pkl
+,1.3.6.1.4.1.55648.4203071378469347401753943644519654/1.3.6.1.4.1.55648.4203071378469347401753943644519654.3,40,True,,36.38099551,0.00015521,ISO_IR 100,ORIGINAL\PRIMARY\M\ND\NORM,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4203071378469347401753943644519654.3.40,20161004,,103012.3725,602603062,MR,Siemens,AX PD FS,Verio,Patient_9007807289464246508,Patient_9007807289464246508,F,042Y,95.25440982,,,SE,SK\SP,SAT1\FS,2D,*tse2d1_12,3.0,3400.0,37.0,1,123.260927,1H,1.0,3.0,3.0,319,12.0,100,100.0,237.0,syngo MR B19,AX PD FS,8Ch_Knee,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.4203071378469347401753943644519654,1.3.6.1.4.1.55648.4203071378469347401753943644519654.3,3,1,40,55.256319248318\-114.21728446664\-85.240879742273,0.99592780763118\0.05012245319188\0.07493691795759\-0.0504515237693\0.99872337305105\0.00250357162929,,,-88.41285038,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,288.0,182,412,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST HISTORY: M25.562 Left knee pain M25.662 Left knee/lower leg stiffness TECHNIQUE: MR imaging of the left knee was performed without IV contrast on a 3.0 Tesla high-field wide-bore magnet. COMPARISON: Left knee radiographs dated MM/DD/YYYY FINDINGS: LIGAMENTS: The cruciate and collateral ligaments are intact. EXTENSOR MECHANISM: Intact. Doctor FIRSTNAME LASTNAMERTMENT: There is tearing of the lateral meniscal body segment best seen on coronal PD fat-sat images PHI. There is mild partial-thickness cartilage loss along the central weightbearing aspect of the compartment. Doctor FIRSTNAME LASTNAMERTMENT: There is a radial tear through the posterior horn of the medial meniscus. See sagittal PD fat-sat images PHI and coronal PD fat-sat images PHI. There is mild partial-thickness cartilage loss along the inner aspect of the medial femoral condyle. Doctor FIRSTNAME LASTNAMERTMENT: There is high-grade cartilage loss along the lateral patellar facet and central trochlear groove inferiorly. BONES: There is no fracture or osseous lesion. JOINT FLUID: PHI is a moderate-sized joint effusion. MUSCLES/TENDONS: Intact. NEUROVASCULAR STRUCTURES: Unremarkable. ----- Page Break ----- SUBCUTANEOUS TISSUES: Unremarkable. ------------------------- IMPRESSION: Medial and lateral meniscal tears. Tricompartmental cartilage wear with regions of high-grade cartilage loss in the patellofemoral compartment. Moderate-sized joint effusion. ICD 10 - Medial meniscal tear, S83.242A Lateral Meniscal tear, S83.282A Chondromalacia, M94.262 Patella Chondromalacia, M22.42 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",42,1.3.6.1.4.1.55648.4203071378469347401753943644519654/1.3.6.1.4.1.55648.4203071378469347401753943644519654.3,1.3.6.1.4.1.55648.4203071378469347401753943644519654/1.3.6.1.4.1.55648.4203071378469347401753943644519654.3.pkl
+,1.3.6.1.4.1.55648.9517445473610392984238102446821088/1.3.6.1.4.1.55648.9517445473610392984238102446821088.11,696,True,,160.6823668,0.000304699,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9517445473610392984238102446821088.11.1,20190125,,,723412536,MR,Siemens,DYNAMIC PRE POST,Aera,Patient_5015040651227992564,Patient_5015040651227992564,M,072Y,136.0777283,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,4.0,3.78,1.83,1,63.676416,1H,1.0,1.5,,179,1.0,100,100.0,570.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,10,FFS,1.3.6.1.4.1.55648.9517445473610392984238102446821088,1.3.6.1.4.1.55648.9517445473610392984238102446821088.11,11,1,1,-87.807228088379\-83.621956744714\83.738568131021,1\0\0\0\0.99233193768643\-0.1236014783386,,,72.7606581,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,267.0,216,457,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Prostate cancer status post cryotherapy 2 years ago, rising PSA 5 ng/mL, history of rectal cancer status post resection. R97.2 . C61 TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 11 cc Gadavist was administered. No prior prostate MRI. FINDINGS: Prostate size: 3.2 [transverse] x 2.6 [AP] x 3.7 [CC] cm, about 16 cc in volume, inseparable from post-anorectomy scar Postbiopsy hemorrhage: None Lesion : 1 PI-RADS Assessment Category: 5 T2-weighted images: 3, noncircumscribed moderate hypointensity Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: Positive, early hyperperfusion Size: 11 x 7 mm as measured on image 14 of series 5, ADC Location: Left anterior peripheral zone, midgland to apex. Extra-prostatic extension: Positive, left periprostatic tissue Lesion : 2 PI-RADS Assessment Category: 4 T2-weighted images: 2, circumscribed mildly hyperintense. Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. ----- Page Break ----- Dynamic post-contrast images: Negative, no early hyperperfusion. Size: 9 x 7 mm as measured on image 11 of series 8 and 6, ax T2 and DWI Location: Left lateral transition zone, base. Extra-prostatic extension: None Lesion : 3 PI-RADS Assessment Category: 5 or metastatic from prostate, cannot entirely exclude rectal origin. T2-weighted images: 3, heterogeneous hypointensity Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: Positive, early hyperperfusion Size: 7 x 6 mm as measured on image 13 of series 5, ADC Location: Left seminal vesicle. Additional peripheral zone findings: Atrophied and fibrotic, difficult to define from capsule/surrounding scar and transition zone. Additional transition zone findings: Heterogeneous and enlarged, consistent with BPH, distending the bladder neck mild intravesical extension. Bladder: Unremarkable.. Seminal vesicle: Tethering, right more than left, towards post-anorectomy scar, and see above lesion 3. GI: Nondilated bowel, minimal endometrial left lower quadrant colectomy, and abdominal wall postsurgical change. Lymph nodes: 1 mildly prominent left iliac node measures 7 mm in short axis. Osseous structures: 1 cm right pubic hypoenhancing metastatic lesion with surrounding marrow edema. Bilateral SI joint ankylosis. Additional findings: Bilateral inguinal fat hernia. ------------------------- IMPRESSION: ----- Page Break ----- Posttreatment prostate with scarring, inseparable from post-anorectomy scar. 11 x 7 mm PI-RADS 5 lesion at the left anterior peripheral zone, midgland to apex. 9 x 7 mm PI-RADS 4 lesion at left lateral transition zone, base. 7 x 6 mm lesion within the left seminal vesicle. 1 cm right pubic bone metastatic lesion. Indeterminate 7 mm left iliac node. BPH. PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.9517445473610392984238102446821088/1.3.6.1.4.1.55648.9517445473610392984238102446821088.11,1.3.6.1.4.1.55648.9517445473610392984238102446821088/1.3.6.1.4.1.55648.9517445473610392984238102446821088.11.pkl
+,1.3.6.1.4.1.55648.5160672782625185767997038714171528/1.3.6.1.4.1.55648.5160672782625185767997038714171528.6001,60,True,,47.22430229,0.000164747,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.5160672782625185767997038714171528.6001.1,20200218,,,216051388,MR,Siemens,AX DWI_TRACEW,MAGNETOM Vida,Patient_3702328546246428757,Patient_3702328546246428757,F,030Y,88.4504,,BRAIN,GR\EP,SK,PFP\CG\RG\FS\PER,2D,*ep_b0,4.0,8100.0,87.0,1,123.20288,1H,,3.0,4.8,192,71.0,100,100.0,1184.0,syngo MR XA11,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.5160672782625185767997038714171528,1.3.6.1.4.1.55648.5160672782625185767997038714171528.6001,6001,1,1,-142.095\-115.139\-80.1023,0.998868\-0.0460793\0.0118148\0.0453583\0.997435\0.0553716,,,-71.6303,1,MONOCHROME2,192,192,1.35417\1.35417,16,12,11,0,0.0,4095.0,347,805,,,,,HeadNeck_20_TCS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,MRI-3T BRAIN AND PITUITARY PRE AND POST IV CONTRAST HISTORY: G43.709 Chronic migraines without aura D35.2 Benign neoplasm of pituitary gland E22.1 Hyperprolactinemia . COMPARISON: Comparison is with the prior MRI from PHI TECHNIQUE: Multisequence multiplanar MRI of the brain and pituitary were obtained. The study was performed on a 3.0 Tesla ultra high field wide bore magnet prior to and following the intravenous contrast administration of 5cc Gadavist FINDINGS: Pituitary: No sellar enlargement is appreciated. There is a hypoenhancing lesion measuring 3.5 x 1.8 mm in the right half the pituitary gland (series PHI image 11) The infundibulum is midline. There is no mass effect on the optic nerves or optic chiasm. The cavernous sinuses appear normal. Brain parenchyma: The brain parenchyma is unremarkable. There is no acute intracranial hemorrhage or mass lesion. No restricted diffusion is seen to suggest acute infarction. Extraaxial spaces: Unremarkable. Ventricles and sulci: Normal for age. ------------------------- IMPRESSION: 3.5 mm pituitary adenoma in the appropriate clinical setting ICD 10 - Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ----- Page Break -----,29,1.3.6.1.4.1.55648.5160672782625185767997038714171528/1.3.6.1.4.1.55648.5160672782625185767997038714171528.6001,1.3.6.1.4.1.55648.5160672782625185767997038714171528/1.3.6.1.4.1.55648.5160672782625185767997038714171528.6001.pkl
+,1.3.6.1.4.1.55648.7012868112314392914421521342233758/1.3.6.1.4.1.55648.7012868112314392914421521342233758.1,127,True,,124.5439079,0.000170231,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7012868112314392914421521342233758.1.1,20161104,,133330.52,201345283,MR,Siemens,ToF ROUTINE .7X.7X.7,Espree,Patient_8449967530150454986,Patient_8449967530150454986,F,020Y,58.9670156,,HEAD,GR,TOF\MTC\SP,PFP\SAT1\MT,3D,*fl3d1r_t70,0.699999988,37.0,7.0,1,63.659242,1H,1.0,1.5,20.3,223,1.0,100,80.0,100.0,syngo MR B19,ToF ROUTINE .7X.7X.7,Body,0\320\256\0,ROW,20,HFS,1.3.6.1.4.1.55648.7012868112314392914421521342233758,1.3.6.1.4.1.55648.7012868112314392914421521342233758.1,1,1,1,-73.483960851861\-65.77210068352\-65.971267811557,0.99629803931873\-0.0214304414355\0.08325234548968\2.22941e-010\0.96842922531106\0.24928865911512,,,-40.9993011,1,MONOCHROME2,320,256,0.6875\0.6875,16,12,11,0,0.0,527.0,197,452,4.0,,,,,,,,,,,,,,,,,,,"MRA-HEAD W/O CON History: I67.1 Aneurysm M54.81 Head/Neck Pain Comparison is made with the prior from MONTH MM, YYYY and MONTH LASTNAME, FIRSTNAME MIDDLENAME of the brain was performed on a 3.0 Tesla ultra- high field wide- bore magnet and consists of 3D time of flight techniques as well as diffusion weighted images. MRA HEAD: There is a stable 1.3 mm lateral outpouching of the left cavernous internal carotid artery. Normal flow-related enhancement is identified within the intracranial internal carotid arteries and proximal portions of the middle and anterior cerebral arteries. A normal anterior communicating artery complex is seen. Bilateral posterior communicating arteries are present. Normal flow-related enhancement is seen within the visualized vertebral, basilar, cerebellar, and proximal posterior cerebral arteries. ------------------------- IMPRESSION: Stable 1.3 mm outpouching left cavernous internal carotid artery representing infundibulum or small aneurysm. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",10,1.3.6.1.4.1.55648.7012868112314392914421521342233758/1.3.6.1.4.1.55648.7012868112314392914421521342233758.1,1.3.6.1.4.1.55648.7012868112314392914421521342233758/1.3.6.1.4.1.55648.7012868112314392914421521342233758.1.pkl
+,1.3.6.1.4.1.55648.288710943198294827405307554437310/1.3.6.1.4.1.55648.288710943198294827405307554437310.13001,1092,True,,1003.288933,0.000488758,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.288710943198294827405307554437310.13001.1,20190709,,,854058498,MR,Siemens,DYNAMIC PRE POST GRASP_RED,MAGNETOM Vida,Patient_6300173205091691796,Patient_6300173205091691796,M,076Y,74.8427,,PELVIS,GR,SK,FS\PER,3D,*fl3d1,3.0,4.09,1.86,1,123.252525,1H,,3.0,,224,1.0,100,100.0,496.0,syngo MR XA10,DYNAMIC PRE POST GRASP,Body,0\224\224\0,ROW,12,FFS,1.3.6.1.4.1.55648.288710943198294827405307554437310,1.3.6.1.4.1.55648.288710943198294827405307554437310.13001,13001,1,1,-114.005\-80.7739\-61.1181,1\4.897e-12\0\-4.897e-12\1\0,,,-61.1181,1,MONOCHROME2,224,224,1.07143\1.07143,16,12,11,0,0.0,425.0,114,282,,Contrast agent,0.0,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (5.92 ng/ml, previously between PHI), nocturia, urinary urgency and incontinence. No biopsy R97.2 . N40.1. R35.1. N39.41. TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 7 cc Gadavist was administered. DWI artifact from rectal air obscures and mildly distorts the basal posterior peripheral zone. I-STAT: Creatinine 1.0, GFR 77.2. FINDINGS: Prostate size: 4.7 [transverse] x 3.5 [AP] x 4.3 [CC] cm, about 37 cc in volume. Lesion : PI-RADS Assessment Category: 5 T2-weighted images: 5, circumscribed, homogeneous moderate hypodense mass, 1.5 cm. Diffusion-weighted images: 5, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: Positive, early hyperperfusion Size: 1.6 x 1 cm as measured on image MM/DD/YYYY of ADC Location: Right peripheral zone, lateral base. Extra-prostatic extension: Bulging, indistinct contour of the capsule, suspicious for extracapsular/perineural infiltration. Additional peripheral zone findings: Bilateral diffuse indistinct T2 hypointensity, slightly worse on the left involving central zone as well with gradually increased enhancement, representing chronic inflammation, PI-RADS 2. Correlate clinically Additional transition zone findings: Heterogeneous and enlarged, consistent with BPH, distending the bladder neck with slight intravesical bulge. ----- Page Break ----- Bladder: Diffuse wall thickening, although not fully distended limiting assessment. Seminal vesicle: Slight asymmetry with less distended left compared to the right, otherwise unremarkable. GI: Sigmoid diverticulosis. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: None.. ------------------------- IMPRESSION: 1.6 x 1 cm PIRADS 5 lesion at the right lateral peripheral zone, base, with suspicion of capsular/perineural infiltration. C61. Left more than right peripheral zone chronic inflammation. N41.9. No metastatic adenopathy or suspicious bone lesion. Mild BPH. N40.0 PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.288710943198294827405307554437310/1.3.6.1.4.1.55648.288710943198294827405307554437310.13001,1.3.6.1.4.1.55648.288710943198294827405307554437310/1.3.6.1.4.1.55648.288710943198294827405307554437310.13001.pkl
+,1.3.6.1.4.1.55648.077556536771568374217008557960671/1.3.6.1.4.1.55648.077556536771568374217008557960671.3,44,True,,50.292382,0.000534058,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.077556536771568374217008557960671.3.44,20181109,,,964892320,MR,Siemens,AX PD FS,Skyra,Patient_6401933945986091828,Patient_6401933945986091828,M,067Y,68.03886416,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.200866,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.077556536771568374217008557960671,1.3.6.1.4.1.55648.077556536771568374217008557960671.3,3,1,44,-131.36718749966\-82.285156250343\-70.21875,1\4.897e-012\0\-4.897e-012\1\0,,,-70.21875,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1142.0,485,1001,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: Knee pain COMPARISON: This study was compared to a prior one performed on MONTH MM, YYYY TECHNIQUE: The right knee was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Fat-saturated proton density images were obtained in the axial, coronal and sagittal planes together with sagittal proton density images. FINDINGS: There is mild anterior subcutaneous edema. There is a very small joint effusion. No popliteal cyst is visualized. There is no evidence of stress injury, fracture, osteonecrosis or osseous neoplasm. Subcortical cystic changes noted in the posterior medial tibial plateau subjacent to the root of the medial meniscus. No arthritic changes are visualized. There is slight medial displacement of the body of the medial meniscus. Since the prior study, there appears to have been a partial medial meniscectomy. There is residual grade 3 signal within the posterior horn with fluid signal extending into the substance of the meniscus suggesting a re-tear. The lateral meniscus is unremarkable in PHI appearance, without evidence of degeneration or tear. The ACL is unremarkable. ----- Page Break ----- The PCL is unremarkable. The collateral ligaments are unremarkable. The iliotibial band, fibular collateral ligament and biceps femoris tendon are unremarkable. The popliteus muscle-tendon unit is unremarkable. There is distal quadriceps tendinosis, unchanged from the prior study. The patellar tendon is intact. There is distal patellar tendinosis, also unchanged. There is focal fibrillation of the lateral retropatellar cartilage just lateral to the apex at the level of the mid patella. This was not present previously. ------------------------- IMPRESSION: There appears to have been an interim partial meniscectomy since the prior study. There is residual grade 3 signal with fluid signal within the substance of the meniscus in the posterior horn compatible with a new tear. Distal quadriceps and distal patellar tendinosis, unchanged Focal fibrillation of the lateral retropatellar cartilage just lateral to the apex at the level of the mid patella. This was not present previously. Medial meniscus tear, S83.241A Patellar Chondromalacia, M94.261 Quadriceps tendinosis, M76.899 Patellar tendinosis M76.51 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ----- Page Break -----",23,1.3.6.1.4.1.55648.077556536771568374217008557960671/1.3.6.1.4.1.55648.077556536771568374217008557960671.3,1.3.6.1.4.1.55648.077556536771568374217008557960671/1.3.6.1.4.1.55648.077556536771568374217008557960671.3.pkl
+,1.3.6.1.4.1.55648.3027654921580801185250836263620258/1.3.6.1.4.1.55648.3027654921580801185250836263620258.4,78,True,,82.26173687,0.000354052,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\NONE\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3027654921580801185250836263620258.4.1,20170707,,100811.8625,814168890,MR,Siemens,AX DWI,Espree,Patient_3158226231655515689,Patient_3158226231655515689,M,071Y,77.11071271,,HEAD,EP,SK\SP,PFP\FS,2D,*ep_b0,5.0,4835.0,114.0,1,63.682161,1H,1.0,1.5,6.0,120,1.0,100,100.0,845.0,syngo MR B19,AX DWI,Body,160\0\0\160,COL,90,HFS,1.3.6.1.4.1.55648.3027654921580801185250836263620258,1.3.6.1.4.1.55648.3027654921580801185250836263620258.4,4,1,1,-106.27328300476\-85.404188726864\-35.582098092546,1\0\0\0\0.9988061374039\-0.0488497685184,,,-39.71159281,1,MONOCHROME2,160,160,1.4375\1.4375,16,12,11,0,0.0,2369.0,265,696,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN AND ORBITS PRE AND POST IV CONTRAST HISTORY: H47.011 Ischemic optic neuropathy, right eye COMPARISON: None available. TECHNIQUE: Multisequence multiplanar MRI of the brain was obtained on a 1.5 Tesla high field wide bore magnet. The examination was performed without and with intravenous contrast. 8 cc Gadavist were administered. High resolution sequences through the orbits were also obtained. FINDINGS: Orbits: There is slight enlargement and diffuse enhancement of the right optic nerve, particularly its intracanalicular and intracranial portions with perineural enhancement, compatible with active optic neuritis. Brain parenchyma: There are multiple nonenhancing FLAIR hyperintensities in subcortical, juxtacortical and periventricular white matter, many which are ovoid in shape and periventricular in distribution including the temporal periventricular white matter . There is T1 hypointensity corresponding to a number of the lesions and disproportionate atrophy of the corpus callosum. This most compatible with chronic demyelinating plaques of multiple sclerosis. Major cerebral vessels: Blood flow is preserved. Paranasal sinuses: There are mild inflammatory changes in the ethmoid and sphenoid sinuses Tympanomastoid air cells: There are nonspecific bilateral mastoid effusion ------------------------- IMPRESSION: Right optic neuritis on the background of multiple sclerosis with no evidence of active ----- Page Break ----- inflammatory plaques within the brain. Urgent neurological consultation is recommended. G35 Doctor LASTNAME discussed these findings with Doctor FIRSTNAME LASTNAME on MM/DD/YYYY 11:30 AM. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",43,1.3.6.1.4.1.55648.3027654921580801185250836263620258/1.3.6.1.4.1.55648.3027654921580801185250836263620258.4,1.3.6.1.4.1.55648.3027654921580801185250836263620258/1.3.6.1.4.1.55648.3027654921580801185250836263620258.4.pkl
+,1.3.6.1.4.1.55648.8584380576408925194686299530988970/1.3.6.1.4.1.55648.8584380576408925194686299530988970.4,148,True,,146.1502445,0.000165462,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8584380576408925194686299530988970.4.1,20190208,,133623.3775,843875402,MR,Siemens,AX 3DTOF HEAD,Amira,Patient_1266315431641013842,Patient_1266315431641013842,M,018Y,77.11071271,,HEAD,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,28.0,7.15,1,63.67964,1H,1.0,1.5,21.6,319,1.0,100,100.0,120.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.8584380576408925194686299530988970,1.3.6.1.4.1.55648.8584380576408925194686299530988970.4,4,1,1,-89.999999999559\-102.53012085005\-39.714457702637,1\4.897e-012\0\-4.897e-012\1\0,,,-39.7144577,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,210.0,76,201,4.0,,,,,,,,,,,,,,,,,,,MRA-HEAD NON CONTRAST HISTORY: Z82.49 Family History of coronary artery disease Technique: Diffusion weighted imaging of the brain and 3D time-of-flight MRA of the head was performed without the administration of intravenous contrast. Findings: There is artifact degrading examination. No definite aneurysm is identified the patient will be called back for repeat imaging of 3T the magnet for better evaluation. The right vertebral artery is incompletely visualized likely related to developmental hypoplastic vessel and limitations of technique.. This will also be reassessed at that time of repeat examination. ------------------------- IMPRESSION: Suboptimal examination without definite evidence of of aneurysm. Patient be called back for repeat study on 3 Tesla magnet for better evaluation of the intracranial circulation.. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,10,1.3.6.1.4.1.55648.8584380576408925194686299530988970/1.3.6.1.4.1.55648.8584380576408925194686299530988970.4,1.3.6.1.4.1.55648.8584380576408925194686299530988970/1.3.6.1.4.1.55648.8584380576408925194686299530988970.4.pkl
+,1.3.6.1.4.1.55648.8158527284867320102259094611847436/1.3.6.1.4.1.55648.8158527284867320102259094611847436.13,66,True,,53.51184511,0.000248909,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8158527284867320102259094611847436.13.1,20180202,,,342308140,MR,Siemens,AX DWI_TRACEW,Skyra,Patient_966240557535402980,Patient_966240557535402980,F,056Y,81.64663699,,BRAIN,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,6600.0,98.0,1,123.260543,1H,1.0,3.0,4.8,143,71.0,100,100.0,1040.0,syngo MR E11,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.8158527284867320102259094611847436,1.3.6.1.4.1.55648.8158527284867320102259094611847436.13,13,1,1,-135.76326641564\-127.1163012284\-75.359516995469,0.99734631262268\-0.0289625431238\-0.0667944892469\0.02263299136062\0.995348471002\-0.0936438411005,,,-95.93349846,1,MONOCHROME2,192,192,1.3541666269302\1.3541666269302,16,12,11,0,0.0,3062.0,396,921,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN NON CONTRAST History: D33.0 Benign neoplasm of brain, supratentorial R51 Headache/Facial Pain R42 Dizziness/Vertigo R55 Syncope No prior. MRI of the brain was performed with multiple sequences in sagittal and axial plans on 3 Tesla ultra high fieldscanner. Brain parenchyma: There are nonspecific subcortical and periventricular FLAIR hyperintensities without mass effect. No acute intracranial hemorrhage or mass lesion is seen. There is no evidence of acute ischemia on diffusion-weighted images. Ventricles: Ventricles, sulci, and cisterns are age-appropriate. Flow voids: The major intracranial flow voids appear intact. Sinuses. The visualized paranasal sinuses and mastoid air cells are clear ------------------------- IMPRESSION: Mild small vessel ischemic disease. I67.82 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.8158527284867320102259094611847436/1.3.6.1.4.1.55648.8158527284867320102259094611847436.13,1.3.6.1.4.1.55648.8158527284867320102259094611847436/1.3.6.1.4.1.55648.8158527284867320102259094611847436.13.pkl
+,1.3.6.1.4.1.55648.1393606793889420910622782970500936/1.3.6.1.4.1.55648.1393606793889420910622782970500936.7,33,True,,29.39602351,0.000164509,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1393606793889420910622782970500936.7.33,20190304,,153507.505,242561867,MR,Siemens,AXI PD,Skyra,Patient_8875531820468465849,Patient_8875531820468465849,F,086Y,63.50293988,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_11,4.0,3000.0,36.0,1,123.220469,1H,1.0,3.0,4.4,275,11.0,70,100.0,320.0,syngo MR E11,AXI PD,Body,320\0\0\224,COL,141,FFS,1.3.6.1.4.1.55648.1393606793889420910622782970500936,1.3.6.1.4.1.55648.1393606793889420910622782970500936.7,7,1,33,-47.504445814488\-10.871798580819\-76.707216337451,0.99632658559587\-0.0356431484651\0.07786463126712\6.895835e-009\0.90926293874025\0.41622218613794,,,-60.91431985,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2472.0,1179,2300,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5. Evaluate for fracture TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: MRI MM/DD/YYYY FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Grade 1 spondylolisthesis of L4 and L5 and L2 on L3 with scoliosis and degenerative appearance of the vertebral bodies. Bones: There is a new compression fracture in the T12 vertebral body with minimal loss of height. Subacute to chronic compression fracture of the L1 vertebral body appears unchanged when compared to previous examination. No canal compromise. Intervertebral Discs: There is diffuse disc desiccation with marked loss of disc height at L4-5. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: Mild disc bulge without high-grade central canal neural foraminal narrowing. L1-L2: Mild disc bulge. No high-grade central canal or neural foraminal narrowing. L2-L3: Left foraminal disc herniation with mass effect on the left L3 and L2 nerve roots, unchanged L3-L4: Diffuse degenerative disc bulge and bilateral facet arthrosis with stable moderate ----- Page Break ----- central canal narrowing and marked right neural foraminal narrowing. L4-5: Grade 1 anterolisthesis of L4 and L5 with marked endplate degenerative changes and diffuse disc bulge asymmetric to the right subarticular and right neural foraminal space with ligamentum flavum hypertrophy causing moderate central and right neural foraminal narrowing L5-S1: Mild disc bulge with mild stable stenosis. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: New mild compression fracture of the T12 vertebral body with minimal loss of height without central canal compromise. Multilevel degenerative disc disease with herniations and stenoses as above without significant change since previous examination. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.1393606793889420910622782970500936/1.3.6.1.4.1.55648.1393606793889420910622782970500936.7,1.3.6.1.4.1.55648.1393606793889420910622782970500936/1.3.6.1.4.1.55648.1393606793889420910622782970500936.7.pkl
+,1.3.6.1.4.1.55648.102444622024907750924455827256080/1.3.6.1.4.1.55648.102444622024907750924455827256080.7,26,True,,20.01307034,0.00016427,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.102444622024907750924455827256080.7.26,20180720,164420.218,164424.1775,959333943,MR,Siemens,AXI PD,Espree,Patient_3616781390751945799,Patient_3616781390751945799,M,061Y,79.37867485,,,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_9,4.0,2400.0,39.0,2,63.67379,1H,1.0,1.5,4.4,243,9.0,75,98.75,180.0,syngo MR B19,AXI PD,Body,320\0\0\237,COL,180,HFS,1.3.6.1.4.1.55648.102444622024907750924455827256080,1.3.6.1.4.1.55648.102444622024907750924455827256080.7,7,1,26,-102.46131594071\-21.623351818034\-727.03449207079,0.99953640025169\-0.0169499298778\0.02529198388878\-1.7765269e-008\0.8307043290204\0.55671385625542,,,-588.5186891,1,MONOCHROME2,316,320,0.6875\0.6875,16,12,11,0,0.0,1068.0,478,1057,4.0,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain M51.37 Intervertebral disc degeneration, lumbosacral region V89.2XXA Person injured in unsp motor-vehicle accident, traffic, init TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 1.5 Tesla high-field wide-bore magnet. COMPARISON: None FINDINGS: SEGMENTATION: Normal. ALIGNMENT: There is no scoliosis. BONES: Vertebral body heights are maintained. Marrow signal is within normal limits. CONUS: Normal in signal and morphology. CANAL: No congenital narrowing of the spinal canal. DISCS: See details below. L1-L2: There is no disc bulge, herniation, thecal sac compression or foraminal narrowing. L2-L3 : There is no disc bulge, herniation, thecal sac compression or foraminal narrowing. L3-L4 : There is a disc bulge impressing upon the ventral thecal sac. There is no significant central stenosis. There is mild foraminal narrowing. L4-L5: There is a disc bulge impressing upon the ventral thecal sac with annular tear in the right paracentral zone. There is no significant central stenosis. There is mild bilateral foraminal narrowing. ----- Page Break ----- L5-S1: There is a left paracentral disc herniation with annular tear contacting the left S1 nerve root without frank compression. There is mild left and moderate right foraminal narrowing with impingement of the exiting right L5 nerve root. There is moderate bilateral facet arthropathy. The visualized abdominal and pelvic structures are unremarkable. ------------------------- IMPRESSION: L3-L4 : There is a disc bulge impressing upon the ventral thecal sac. There is no significant central stenosis. There is mild foraminal narrowing. L4-L5: There is a disc bulge impressing upon the ventral thecal sac with annular tear in the right paracentral zone. There is no significant central stenosis. There is mild bilateral foraminal narrowing. L5-S1: There is a left paracentral disc herniation with annular tear contacting the left S1 nerve root without frank compression. There is mild left and moderate right foraminal narrowing with impingement of the exiting right L5 nerve root. There is moderate bilateral facet arthropathy. ICD 10 - Herniated disc L5-S1, M51.27 Disc bulge lumbar spine, M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",46,1.3.6.1.4.1.55648.102444622024907750924455827256080/1.3.6.1.4.1.55648.102444622024907750924455827256080.7,1.3.6.1.4.1.55648.102444622024907750924455827256080/1.3.6.1.4.1.55648.102444622024907750924455827256080.7.pkl
+,1.3.6.1.4.1.55648.1937985634711151735883317209809716/1.3.6.1.4.1.55648.1937985634711151735883317209809716.1,128,True,,96.52003551,0.000232697,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1937985634711151735883317209809716.1.128,20161114,,160545.825,581147272,MR,Siemens,AAHScout,Skyra,Patient_9150006928771206285,Patient_9150006928771206285,M,078Y,117.9340312,,ORBIT,GR,SP,PFP,3D,*fl3d1_ns,1.600000024,3.15,1.37,1,123.166606,1H,1.0,3.0,,118,1.0,100,100.0,540.0,syngo MR E11,AAHScout,Body,0\160\160\0,ROW,8,HFS,1.3.6.1.4.1.55648.1937985634711151735883317209809716,1.3.6.1.4.1.55648.1937985634711151735883317209809716.1,1,1,128,101.60000151396\-110\130,0\1\0\0\0\-1,,,101.6000015,1,MONOCHROME2,160,160,1.625\1.625,16,12,11,0,0.0,62.0,28,75,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN AND ORBITS W/WO CONTRAST HISTORY: R42 Dizziness/Vertigo/Loss Balance/Whirling Spinning Sensation H90.42 Left ear sensorineural hearing loss H53.40 Visual field loss COMPARISON: Noncontrast brain MRI, MM/DD/YYYY. TECHNIQUE: Multisequence multiplanar MRI of the brain was obtained. 10 cc Gadavist were administered intravenously. The study was performed on a 3.0 Tesla ultra high field wide bore magnet. High resolution sequences through the orbits were also obtained. FINDINGS: Brain parenchyma: There is a tiny focus of hyperintensity on diffusion-weighted sequences in the left perimedian midbrain posterior medial to the red nucleus (series 6, image 47), most compatible with a subacute lacunar infarct. A smaller similar focus is seen in the right paramedian pons (series 6, image 44). There are mild to moderate chronic microvascular ischemic changes in periventricular and subcortical white matter and in the pons in a remote right occipital lobe infarct, stable since the prior examination. Extraaxial spaces: Unremarkable. Ventricles and sulci: Normal for age. Major cerebral vessels: Blood flow is preserved. Paranasal sinuses: Clear. Tympanomastoid air cells: There is trace fluid in the right mastoid air cell complexes, decreased since the prior examination. Orbits: The optic nerves are symmetric in size and signal without abnormal enhancement. The patient is status post bilateral cataract surgery. The lacrimal glands and extraocular muscles are within normal limits. There is no retrobulbar mass. ----- Page Break ----- ------------------------- IMPRESSION: Suspected subacute lacunar infarcts in the left midbrain and likely also in the pons. Mild to moderate chronic microvascular ischemic changes and remote right occipital lobe infarct. ICD 10 - Stroke/Cerebral Infarction I63.9 Chronic cerebral ischemia I67.82 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.1937985634711151735883317209809716/1.3.6.1.4.1.55648.1937985634711151735883317209809716.1,1.3.6.1.4.1.55648.1937985634711151735883317209809716/1.3.6.1.4.1.55648.1937985634711151735883317209809716.1.pkl
+,1.3.6.1.4.1.55648.386202755331844432927860754583016/1.3.6.1.4.1.55648.386202755331844432927860754583016.7,70,True,,52.17271972,0.000251293,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.386202755331844432927860754583016.7.1,20190522,,,929182029,MR,Siemens,AXI DWI_TRACEW,Skyra,Patient_3598984135002617962,Patient_3598984135002617962,F,065Y,100.6975189,,BRAIN,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,5500.0,98.0,1,123.239757,1H,1.0,3.0,4.8,120,60.0,100,100.0,1040.0,syngo MR E11,AXI DWI,Body,160\0\0\160,COL,90,HFS,1.3.6.1.4.1.55648.386202755331844432927860754583016,1.3.6.1.4.1.55648.386202755331844432927860754583016.7,7,1,1,-129.39759033918\-131.51607158512\-46.23923594755,1\0\0\0\0.97277587948169\-0.2317478981536,,,-75.45898658,1,MONOCHROME2,160,160,1.625\1.625,16,12,11,0,0.0,1531.0,459,881,,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN NON CONTRAST History: Clinical concern of infarction. Technique: MR imaging of the brain was obtained without the use of intravenous contrast on a 3.0 Tesla system. Comparison examinations: There are no prior studies available for comparison with this examination. Brain parenchyma: Within the brain parenchyma there is no mass, mass effect or edema. Mild white matter microvascular disease is seen in both cerebral hemispheres with a small chronic cortical infarct in the lateral aspect of the right precentral gyrus. No acute or evolving infarct is seen Extra-axial spaces: No abnormal extra-axial collection or mass is noted. Blood products: No intracranial hemorrhage is seen. Ventricles and sulci: The ventricles and sulci are normal for a patient of this age. Intracranial vessels: Normal. Craniocervical junction: Normal. Orbits: No orbital masses are seen. The globes, extraocular muscles, lacrimal glands and optic nerves are normal. Paranasal sinuses: Normally aerated. Temporal bones: Mild inflammatory changes in the left mastoid air cell system. ------------------------- IMPRESSION: Mild white matter microvascular disease. ----- Page Break ----- Small chronic cortical infarct in the lateral aspect of the right precentral gyrus. Mild inflammatory changes in the left mastoid air cell system. Chronic cerebral ischemia (Brain Parenchyma) - I67.82 White Matter disease, unspecified (Brain Parenchyma) - R90.82 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",28,1.3.6.1.4.1.55648.386202755331844432927860754583016/1.3.6.1.4.1.55648.386202755331844432927860754583016.7,1.3.6.1.4.1.55648.386202755331844432927860754583016/1.3.6.1.4.1.55648.386202755331844432927860754583016.7.pkl
+,1.3.6.1.4.1.55648.1290945055614425630143042111952623/1.3.6.1.4.1.55648.1290945055614425630143042111952623.13,96,True,,87.86193824,0.000265837,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1290945055614425630143042111952623.13.1,20170522,,165208.715,780927486,MR,Siemens,COR T1 FS POST,Skyra,Patient_3882164772564565800,Patient_3882164772564565800,M,071Y,85.72896884,,PANCREAS,GR,SP\OSP,PFP\FS,3D,*fl3d1,2.5,3.0,1.1,1,123.239735,1H,1.0,3.0,,243,1.0,75,100.0,600.0,syngo MR E11,COR T1 FS POST,Body,0\288\216\0,ROW,9,FFS,1.3.6.1.4.1.55648.1290945055614425630143042111952623,1.3.6.1.4.1.55648.1290945055614425630143042111952623.13,13,1,1,-187.0843296051\-112.43674707413\199.99999237061,1\0\0\0\0\-1,,,-112.4367471,1,MONOCHROME2,288,288,1.388888835907\1.388888835907,16,12,11,0,0.0,254.0,417,887,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: To assess renal complex cyst. M54.5 Lower Back Pain K21.9 Gastroesophageal reflux An MRI of the abdomen without and with 9 cc Gadavist was obtained on a 3 Tesla MRI. Comparison is made with contrast CT of the abdomen and pelvis from PHI/DD/YYYY. Kidneys: The right kidney shows a 6.4 cm mostly exophytic cyst extending laterally from the mid to upper pole. It demonstrates thin septations without suspicious enhancement. The appearance is consistent with Bosniak type II benign cyst. Additional scattered tiny less than 5 mm cysts are seen bilaterally. There is no other suspicious renal mass. There is no obstructive uropathy. Retroperitoneum: Atherosclerosis is noted. Abdominal aorta is not aneurysmal. There is no suspicious adenopathy. Liver: There is no hepatomegaly. There is no suspicious mass. Spleen: There is no splenomegaly. There is no suspicious mass. Gallbladder/biliary tree: Gallbladder is not pathologically distended. There is no biliary dilatation. Pancreas: There is no pancreatitis. There is no pancreatic ductal dilatation. There is no suspicious mass. Adrenals: There is no suspicious adrenal mass. GI: Visualized GI tract shows nonspecific, nonobstructive bowel gas pattern. ----- Page Break ----- Bony structures, abdominal wall, soft tissue: No suspicious finding. ------------------------- IMPRESSION: Benign Bosniak type II cyst from the right kidney measuring about 6.4 cm. N28.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.1290945055614425630143042111952623/1.3.6.1.4.1.55648.1290945055614425630143042111952623.13,1.3.6.1.4.1.55648.1290945055614425630143042111952623/1.3.6.1.4.1.55648.1290945055614425630143042111952623.13.pkl
+,1.3.6.1.4.1.55648.2537547329239574067128667405675456/1.3.6.1.4.1.55648.2537547329239574067128667405675456.8,40,True,,35.99300075,0.000160933,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2537547329239574067128667405675456.8.40,20190706,,100244.67,4648821,MR,Siemens,AX PD FS,Skyra,Patient_9248148726772053358,Patient_9248148726772053358,M,056Y,175.0866771,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3000.0,44.0,1,123.239542,1H,1.0,3.0,3.0,380,10.0,90,100.0,235.0,syngo MR E11,AX PD FS,Body,320\0\0\288,COL,150,FFS,1.3.6.1.4.1.55648.2537547329239574067128667405675456,1.3.6.1.4.1.55648.2537547329239574067128667405675456.8,8,1,40,-217.1713215487\-102.66303075267\-54.446029663086,0.97317887496164\-0.2300497279468\0\0.23004972794681\0.97317887496164\0,,,-54.44602966,1,MONOCHROME2,320,320,0.46875\0.46875,16,12,11,0,0.0,1101.0,488,1052,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M25.561 Right knee pain Technique: MRI of the right knee was performed with sagittal, axial and coronal proton density pulse sequences including fat suppression techniques. Examination was performed on a 3.0 Tesla ultra high field wide bore magnet. Findings: There is meniscal degenerative disease with moderate loss of substance of posterior horn and body segment with moderate extrusion and intrasubstance mucoid degeneration. The lateral meniscus demonstrate normal morphology and no tear. There is degenerative change of anterior cruciate ligament secondary to impingement against prominent notch osteophyte. Posterior cruciate ligament is unremarkable. The medial and lateral collateral ligaments are intact. There is tendinosis of popliteus tendon. The extensor mechanism is intact. The patella cartilage is unremarkable. There is extensive high-grade loss of cartilage of trochlea along with marginal and central osteophyte formation. There is small patella margin osteophyte. There are advanced arthritic changes of medial tibiofemoral compartment with complete loss of cartilages and spur formation. There are partial chondral defects of lateral compartment with prominent postsurgical and anterior condyle osteophytes. There is intermedius signal of medullary bone most consistent with hematopoietic marrow hyperplasia. There is no bone marrow edema. There is a small joint effusion. A small popliteal cyst is evident. There is anterior subcutaneous edema. ----- Page Break ----- ------------------------- IMPRESSION: Tricompartmental osteoarthritis with advanced changes of medial tibiofemoral compartment. Medial meniscus degenerative disease with loss of substance and extrusion of body segment. Anterior cruciate ligament degeneration and tendinosis of popliteus tendon. Small joint effusion and popliteal cyst. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",37,1.3.6.1.4.1.55648.2537547329239574067128667405675456/1.3.6.1.4.1.55648.2537547329239574067128667405675456.8,1.3.6.1.4.1.55648.2537547329239574067128667405675456/1.3.6.1.4.1.55648.2537547329239574067128667405675456.8.pkl
+,1.3.6.1.4.1.55648.1044025396749628779506157436856617/1.3.6.1.4.1.55648.1044025396749628779506157436856617.3,45,True,,41.78297377,0.000174999,ISO_IR 100,ORIGINAL\PRIMARY\M\ND\NORM,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1044025396749628779506157436856617.3.45,20191203,,,549627047,MR,Siemens,AX PD FS,Verio,Patient_1141096739769857660,Patient_1141096739769857660,M,029Y,99.79033409,,,SE,SK\SP,SAT1\FS,2D,*tse2d1_12,3.0,3400.0,37.0,1,123.213306,1H,1.0,3.0,3.0,319,12.0,100,100.0,237.0,syngo MR B19,AX PD FS,8Ch_Knee,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.1044025396749628779506157436856617,1.3.6.1.4.1.55648.1044025396749628779506157436856617.3,3,1,45,-170.86162792354\-113.36499717678\-68.704444885254,0.97778323674909\-0.2096185629482\0\0.20961856294821\0.97778323674909\0,,,-68.70444489,1,MONOCHROME2,320,320,0.5\0.5,16,12,11,0,0.0,784.0,320,705,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: Knee pain COMPARISON: No prior MRI is available for comparison TECHNIQUE: The right knee was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Fat-saturated proton density images were obtained in the axial, coronal and sagittal planes together with sagittal proton density images. FINDINGS: The skin and subcutis are unremarkable. There is physiologic joint fluid. No popliteal cyst is visualized.; However, there is a very large multiloculated cyst along the medial aspect of the knee. This lies superficial to the medial collateral ligament. It begins just proximal to the joint line and extends distally. This multiloculated cyst measures approximately 6.3 cm in maximal longitudinal diameter. It is associated with a flap tear in the posterior horn and body of the medial meniscus that extends to the inferior articular surface. A suspected connection to the meniscal tear is seen in multiple planes. (Series #6/image #8, series #3/image #27 and series #5/image #35-36) this appearance is most compatible with a very large parameniscal cyst. A multiloculated cyst is also noted along the posterior lateral aspect of the posterior horn. This is smaller and measures approximately 1.4 cm in maximal diameter. There is no evidence of stress injury, fracture, osteonecrosis or osseous neoplasm. No arthritic changes are visualized. As noted, there is a flap tear in the posterior horn of the medial meniscus extending to the inferior articular surface as well as radial tearing of the anterior free edge of the ----- Page Break ----- posterior horn. The lateral meniscus is unremarkable in PHI appearance, without evidence of degeneration or tear. The ACL is unremarkable. The PCL is unremarkable. The collateral ligaments are unremarkable. The iliotibial band, fibular collateral ligament and biceps femoris tendon are unremarkable. The popliteus muscle-tendon unit is unremarkable. The extensor mechanism is unremarkable. The retropatellar surface is intact. ------------------------- IMPRESSION: There is a very large (6.3 cm) multiloculated cyst along the medial aspect of the joint, superficial to the MCL. This is associated with a flap tear in the posterior horn and body of the medial meniscus and is most compatible with a very large parameniscal cyst. A second multiloculated parameniscal cyst is noted along the posterolateral aspect of the posterior horn of the medial meniscus As noted, there is a flap tear in the posterior horn of the medial meniscus that extends to the inferior articular surface as well as radial tearing of the anterior free edge of the posterior horn. Medial meniscus tear, S83.241A Meniscal Cyst, M23.006 ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",23,1.3.6.1.4.1.55648.1044025396749628779506157436856617/1.3.6.1.4.1.55648.1044025396749628779506157436856617.3,1.3.6.1.4.1.55648.1044025396749628779506157436856617/1.3.6.1.4.1.55648.1044025396749628779506157436856617.3.pkl
+,1.3.6.1.4.1.55648.4075545966109401753320778291051576/1.3.6.1.4.1.55648.4075545966109401753320778291051576.3,54,True,,53.46834159,0.000167847,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4075545966109401753320778291051576.3.54,20161021,,123537.335,59781872,MR,Siemens,AX PD FS,Skyra,Patient_3757800160130366291,Patient_3757800160130366291,M,062Y,90.71848554,,KNEE,SE,SK\SP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.256976,1H,1.0,3.0,3.0,319,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.4075545966109401753320778291051576,1.3.6.1.4.1.55648.4075545966109401753320778291051576.3,3,1,54,18.709139408555\-102.52598871844\-57.515815734863,0.995396198158\0.09584575469264\0\-0.0958457546926\0.995396198158\0,,,-57.51581573,1,MONOCHROME2,320,320,0.46875\0.46875,16,12,11,0,0.0,1814.0,731,1459,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST HISTORY: M25.562 Left knee pain TECHNIQUE: Left knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Ligaments: The anterior cruciate, posterior cruciate, medial collateral, and lateral collateral ligaments are intact. Menisci: Degeneration of the body the medial meniscus is present with truncation of its free edge. No discrete lateral meniscal tears are present. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. Effusion: A small amount of knee joint fluid is present. Mild soft tissue edema is present in the superior lateral aspect of Hoffa's fat pad. Cartilage: Full-thickness cartilage loss is present in the medial femorotibial compartment with associated subchondral bone marrow edema. Less severe cartilage loss is present in the patellofemoral and lateral femorotibial compartments. Bone Marrow: Overall, the bone marrow signal is age-appropriate. Popliteal fossa: A small popliteal cyst is present. Popliteus muscle and tendon are intact. Iliotibial band: The iliotibial band is within normal limits. ----- Page Break ----- Posterolateral corner: The posterior lateral corner is unremarkable. ------------------------- IMPRESSION: Tricompartment degenerative changes, most pronounced in the medial femorotibial compartment. M17.12 Mild soft tissue edema in the superior lateral aspect of Hoffa's fat pad. R22.42 Degeneration of the medial meniscus with truncation of its free edge. M23.204 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.4075545966109401753320778291051576/1.3.6.1.4.1.55648.4075545966109401753320778291051576.3,1.3.6.1.4.1.55648.4075545966109401753320778291051576/1.3.6.1.4.1.55648.4075545966109401753320778291051576.3.pkl
+,1.3.6.1.4.1.55648.7570782261683684009568282740775731/1.3.6.1.4.1.55648.7570782261683684009568282740775731.14,176,True,,183.876245,0.000160217,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7570782261683684009568282740775731.14.1,20180816,,144414.1125,373519153,MR,Siemens,AX T1 3D MPR,Skyra,Patient_4800129545624339905,Patient_4800129545624339905,F,040Y,63.50293988,,BRAIN,GR\IR,SK\SP\MP\OSP,IR,3D,*tfl3d1_16,1.0,1900.0,2.57,1,123.260594,1H,1.0,3.0,,307,1.0,100,100.0,220.0,syngo MR E11,AX T1 3D MPR,Body,0\256\256\0,ROW,9,HFS,1.3.6.1.4.1.55648.7570782261683684009568282740775731,1.3.6.1.4.1.55648.7570782261683684009568282740775731.14,14,1,1,-100.19679668956\-116.96967431098\-92.585176933311,0.99684216000926\0.07742257045127\-0.0176480484133\-0.073203509548\0.98209164949424\0.173600801218,,,-74.15725702,1,MONOCHROME2,512,512,0.44921875\0.44921875,16,12,11,0,0.0,425.0,574,1194,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T BRAIN PRE AND POST IV CONTRAST HISTORY: R94.02 Abnormal brain scan R51 Headache/Facial Pain M54.81 Head/Neck Pain R55 Doctor FIRSTNAME LASTNAMERISON: Outside brain MRI dated MM/DD/YYYY. TECHNIQUE: Multisequence multiplanar MRI of the brain was obtained on a 3.0 Tesla ultra high field wide bore magnet. The examination was performed without and with intravenous contrast. 6 cc Gadavist were administered. FINDINGS: Brain parenchyma: There is an approximately 8 mm enhancing lesion in the right periatrial white matter, new since the prior examination. Additional areas of signal abnormality are seen in the juxtacortical white matter of the left parietal lobe and periventricular white matter of left greater than right cerebral hemispheres, stable since the prior examination. The corpus callosum and the posterior fossa are spared. Extraaxial spaces: Unremarkable. Ventricles and sulci: Normal for age. Major cerebral vessels: Blood flow is preserved. Paranasal sinuses: Clear. Tympanomastoid air cells: Clear. Orbits: Unremarkable. ------------------------- IMPRESSION: ----- Page Break ----- Juxtacortical and periventricular white matter lesions, suspicious for demyelination/multiple sclerosis, with a new enhancing and presumably active demyelinating lesion in the right periatrial white matter. G35 I requested that an expedited report be faxed to the referring physician's office. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.7570782261683684009568282740775731/1.3.6.1.4.1.55648.7570782261683684009568282740775731.14,1.3.6.1.4.1.55648.7570782261683684009568282740775731/1.3.6.1.4.1.55648.7570782261683684009568282740775731.14.pkl
+,1.3.6.1.4.1.55648.0900746333351634884392741293849501/1.3.6.1.4.1.55648.0900746333351634884392741293849501.7,40,True,,33.34390092,0.000155926,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0900746333351634884392741293849501.7.40,20180309,,123151.8725,991821518,MR,Siemens,AX PD FS,Skyra,Patient_5800687466353586825,Patient_5800687466353586825,M,055Y,97.52237196,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.256819,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.0900746333351634884392741293849501,1.3.6.1.4.1.55648.0900746333351634884392741293849501.7,7,1,40,-152.12231286214\-76.234671422951\-68.307557801627,0.99655862983496\-0.0279388549905\-0.0780404874619\0.0243553706998\0.99862139182398\-0.0464987280429,,,-83.46579653,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,2935.0,815,1665,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST History: M17.11 Unilateral primary osteoarthritis, right knee M23.91 Unspecified internal derangement of right knee M25.561 Right knee pain M23.601 Right knee ligament injury M25.361 Right knee instability M25.661 Right knee/ lower leg stiffness M25.461 Right knee effusion Technique: MRI of the right knee was performed on a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal, axial and coronal proton density pulse sequences including fat suppression techniques. There are no prior studies available for comparison. Findings: BONES: There is no fracture or AVN. There is no focal osseous lesion. LIGAMENTS: Both the anterior and posterior cruciate ligaments are intact. There is a mild sprain of the MCL with mild surrounding soft tissue edema. There is also mild sprain of the posterior oblique ligament at the medial aspect of the knee. Fibulocollateral ligament is intact. Distal popliteus tendon is intact. MENISCI: There is a small vertically oriented tear of the posterior horn/body junction of medial meniscus involving the central third on series 9 image 29 and more pronounced along the articular margin. There is mild edema at the meniscocapsular junction without separation. The lateral meniscus is unremarkable. JOINTS: There is preservation of cartilage along the femorotibial compartments. There is chondral fissuring at the patella apex and medial patellar facet extending just less than 50 percent cartilage thickness. Trochlear cartilage is preserved. There is a small joint effusion. There is a slightly thickened medial parapatellar plica. ----- Page Break ----- MISCELLANEOUS: Quadriceps and patellar tendons are intact. Regional musculature is preserved. Subcutaneous tissues are unremarkable. ------------------------- IMPRESSION: Small vertically oriented tear of the medial meniscus at the posterior horn/body junction. There is mild edema at the meniscal capsular junction. There is mild sprain of the MCL and posterior oblique ligament to the knee. Mild chondromalacia patella. There is a joint effusion and slightly thickened medial parapatellar plica. ICD 10 - Medial meniscal tear, S83.241A MCL (Medial Collateral Ligament) Sprain/Tear, S83.411A Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",9,1.3.6.1.4.1.55648.0900746333351634884392741293849501/1.3.6.1.4.1.55648.0900746333351634884392741293849501.7,1.3.6.1.4.1.55648.0900746333351634884392741293849501/1.3.6.1.4.1.55648.0900746333351634884392741293849501.7.pkl
+,1.3.6.1.4.1.55648.1475999776611305473065858354842012/1.3.6.1.4.1.55648.1475999776611305473065858354842012.9,114,True,,100.5886619,0.000188828,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D\DFC,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1475999776611305473065858354842012.9.1,20200421,,103202.5975,978499936,MR,Siemens,AX DWI_TRACEW_DFC_MIX,Skyra,Patient_8421480230381655325,Patient_8421480230381655325,F,074Y,67.1316793,,ABDOMEN,EP,SK\SP\OSP,SFS,2D,*ep_b50t,5.199999809,6400.0,52.0,2,123.230778,1H,1.0,3.0,6.24,106,35.0,100,80.597015,2330.0,syngo MR E11,AX DWI,Body,134\0\0\108,COL,90,FFS,1.3.6.1.4.1.55648.1475999776611305473065858354842012,1.3.6.1.4.1.55648.1475999776611305473065858354842012.9,9,1,1,-195.59036278725\-133.90541315079\186.13879394531,1\0\0\0\1\0,,,186.1387939,1,MONOCHROME2,216,268,1.4179104566574\1.4179104566574,16,12,11,0,0.0,429.0,143,390,,,,,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: Kidney lesion. Follow-up prior. K80.20 Calculus of gallbladder w/o cholecystitis w/o obstruction R10.11 Pain Right Upper Quadrant K76.89 Liver Mass Technique: Magnetic resonance imaging of the abdomen was performed on a 3.0 Tesla ultra high field wide bore system. A multiplanar multisequence examination was performed with images obtained before and after the intravenous administration of 6.7 cc Gadavist. Comparison: MR abdomen MM/DD/YYYY. Findings: LIVER: Smooth hepatic contour. No suspicious focal lesions. Scattered T2 hyperintense nonenhancing hepatic cysts. No biliary ductal dilatation. No perihepatic ascites. Patent portal, hepatic veins. Reference largest posterior right hepatic lobe measures 2.3 x 2.8 cm (series 6 image 42). GALLBLADDER/BILIARY TREE: Cholelithiasis is present. There is no intrahepatic or extrahepatic biliary ductal dilatation. . Extra hepatic biliary duct measures 0.9 cm. SPLEEN: Normal size and signal characteristics. PANCREAS: Normal size and signal characteristics. No abnormal enhancement or pancreatic mass. No pancreatic ductal dilatation. ADoctor LASTNAME : No discrete adrenal nodule. KIDNEYS: Normal size. Symmetric enhancement. No hydronephrosis. Observation #1: Mildly diffuse enhancement within right kidney upper pole 3.5 x 3.1 x 3.0 cm solid renal mass with abnormal diffusion demonstrates central cystic spaces and areas of internal ----- Page Break ----- hemorrhage with mild overall enhancement (series 19 image 39), previously this measured approximately 3.4 x 3.0 x 3.0 cm, overall stable. Previously on MM/DD/YYYY lesion appears to be present on PET/CT examination and is not FDG avid, at this time it measured approximately 2.9 x 2.6 x 2.7 cm and may have represented a hemorrhagic cyst; this lesion has mildly enlarged from PHI prior. BOWEL/PERITONEUM: No bowel obstruction. Scattered colonic diverticuli, no evidence for abnormal T2 signal or active inflammation. ADENOPATHY: No significant abdominal or retroperitoneal lymphadenopathy. ABDOMINAL AORTA: Normal caliber. IVC: Patent. MUSCULOSKELETAL: No aggressive osseous lesion is seen. ------------------------- IMPRESSION: Stable right kidney upper pole 3.5 cm lesion with mild diffuse enhancement and hemorrhagic areas, mildly enlarged from PHI/DD/YYYY favoring slow-growing malignancy for which surgical resection or treatment evaluation recommended. Additional codes: Cholelithiasis. N80.2 Request to make office of referring aware of this report sent at the time of this dictation. Report also immediately faxed after this interpretation. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.1475999776611305473065858354842012/1.3.6.1.4.1.55648.1475999776611305473065858354842012.9,1.3.6.1.4.1.55648.1475999776611305473065858354842012/1.3.6.1.4.1.55648.1475999776611305473065858354842012.9.pkl
+,1.3.6.1.4.1.55648.401206300558234646315936016141098/1.3.6.1.4.1.55648.401206300558234646315936016141098.17,88,True,,75.78688216,0.000232697,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.401206300558234646315936016141098.17.88,20181014,,121120.6625,280018645,MR,Siemens,AX T1 FS PRE ab,Skyra,Patient_5155442754650122507,Patient_5155442754650122507,F,074Y,136.0777283,,PELVIS,GR,SP,FS,3D,*fl3d1,3.0,3.67,1.65,1,123.158169,1H,1.0,3.0,,209,1.0,75,87.5,505.0,syngo MR E11,AX T1 FS PRE ab,Body,320\0\0\210,COL,9,FFS,1.3.6.1.4.1.55648.401206300558234646315936016141098,1.3.6.1.4.1.55648.401206300558234646315936016141098.17,17,1,88,-224.97145271301\-271.95481872559\51.131574511528,1\0\0\0\1\0,,,51.13157451,1,MONOCHROME2,280,320,1.5625\1.5625,16,12,11,0,0.0,289.0,295,799,4.0,,,,,,,,,,,,,,,,,,,"MRA-MRV 3T PELVIS NON CONTRAST History: Bilateral leg swelling. Technique: Magnetic resonance angiography of the abdominal and pelvis the angiographic and venographic technique was performed on a 3.0 Tesla ultra high field wide bore system. A multiplanar multisequence examination was performed with images without IV contrast. Comparison: No previous examination is available for comparison. Findings: Arterial: Normal caliber aorta. Normal caliber celiac axis and SMA. Bilateral renal arteries are not evaluated although small caliber renal arteries are noted. Venous: Normal caliber bilateral veins, no evidence for thrombus within the venous structures on the gated venographic sequences. There is no evidence for MONTH LASTNAME syndrome for obstruction of venous vasculature within the pelvis. No extrinsic mass is seen compressing upon the venous structures. Visceral organs: Slight lobulated hepatic contour suggesting cirrhosis, please correlate with LFTs evaluation. Normal bilateral kidneys. Normal bilateral adrenal glands. Normal noncontrast evaluation of the pancreas. Please note pancreas is not adequately evaluated without IV contrast. ------------------------- IMPRESSION: Normal arterial, venous vasculature without extrinsic or intrinsic obstruction. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ----- Page Break -----",62,1.3.6.1.4.1.55648.401206300558234646315936016141098/1.3.6.1.4.1.55648.401206300558234646315936016141098.17,1.3.6.1.4.1.55648.401206300558234646315936016141098/1.3.6.1.4.1.55648.401206300558234646315936016141098.17.pkl
+,1.3.6.1.4.1.55648.3838320101266058904367768808466163/1.3.6.1.4.1.55648.3838320101266058904367768808466163.7,72,True,,63.25367141,0.000627518,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3838320101266058904367768808466163.7.72,20170621,195848.79,195426.3725,467970441,MR,Siemens,COR 3D MEDIC,Skyra,Patient_6704113060552220991,Patient_6704113060552220991,M,014Y,65.77090202,,WRIST,GR,SP\OSP,,3D,*me3d1r2,0.5,31.0,17.0,1,123.158282,1H,1.0,3.0,,382,2.0,100,100.0,250.0,syngo MR E11,COR 3D MEDIC,Body,0\256\256\0,ROW,7,HFS,1.3.6.1.4.1.55648.3838320101266058904367768808466163,1.3.6.1.4.1.55648.3838320101266058904367768808466163.7,7,1,72,-14.039887613909\55.700762920351\26.087260304188,0.89084428579329\0.05323963400264\0.45117845675599\0.4542981259949\-0.0975959303639\-0.8854875759117,,,52.50007733,1,MONOCHROME2,256,256,0.390625\0.390625,16,12,11,0,0.0,107.0,72,178,4.0,,,,,,,,,,,,,,,,,,,"EXAM: MRI-3T RIGHT WRIST NON CONTRAST HISTORY: M25.531 Right wrist pain TECHNIQUE: Axial, coronal, and sagittal images of the right wrist were obtained on a 3.0 Tesla magnet. COMPARISON: Right wrist x-ray MM/DD/YYYY. FINDINGS: BONE MARROW: No edema, fracture, or avascular necrosis. JOINT EFFUSION: None. GANGLION/SYNOVIAL CYST: Doctor FIRSTNAME LASTNAMEL ALIGNMENT: Normal without instability type pattern of injury. triangular fibrocartilage complex: Ulna minus variance is seen. There is a thin slitlike defect along the radial aspect of the triangular fibrocartilage (series 5 image 12, series 7 image 40) suggesting a small tear. INTRINSIC LIGAMENTS: Intact scapholunate and lunotriquetral ligaments. VOLAR EXTRINSIC LIGAMENTS: Unremarkable radioscaphocapitate and radioscapholunate as well as the radial collateral ligament and volar ulnar triquetral ligaments. DORSAL EXTRINSIC LIGAMENTS: Unremarkable radial triquetral, scaphoid triquetral, and ulnar triquetral ligaments. Doctor FIRSTNAME LASTNAMENS: Within normal limits. Doctor FIRSTNAME LASTNAMENS: Within normal limits. carpal tunnel and median nerve: Unremarkable. Ulnar nerve and ARTERY: Normal within Guyon's canal. MUSCLES: Normal signal and bulk without edema or atrophy. ----- Page Break ----- ------------------------- IMPRESSION: Although I do not see any significant joint fluid within the distal radial ulnar joint. There is a slitlike defect along the radial aspect of the triangular fibrocartilage complex concerning for a small tear. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",44,1.3.6.1.4.1.55648.3838320101266058904367768808466163/1.3.6.1.4.1.55648.3838320101266058904367768808466163.7,1.3.6.1.4.1.55648.3838320101266058904367768808466163/1.3.6.1.4.1.55648.3838320101266058904367768808466163.7.pkl
+,1.3.6.1.4.1.55648.2466792273106003732647482269222392/1.3.6.1.4.1.55648.2466792273106003732647482269222392.5,25,True,,19.79400373,0.000130415,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2466792273106003732647482269222392.5.25,20190701,,170256.825,472246011,MR,Siemens,AX PD,Skyra,Patient_446128283535166878,Patient_446128283535166878,M,047Y,81.64663699,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.249099,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.2466792273106003732647482269222392,1.3.6.1.4.1.55648.2466792273106003732647482269222392.5,5,1,25,-102.3046875\-14.92788981739\-84.980187854295,1\0\0\0\0.89648644122187\0.44307116889429,,,-69.56946859,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1271.0,644,1305,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5. History of motor vehicle collision. TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is maintained. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of fracture infiltrative process. The vertebral body heights are intact. Intervertebral Discs: There is multilevel disc desiccation. There are Schmorl's nodes in the superior endplate of L2, L3 in the inferior endplate of L2 T12. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L3-L4: Right annular tear with circumferential disc bulge and bilateral facet arthrosis causing bilateral neural foraminal narrowing without nerve root impingement and mild indentation of the thecal sac. L4-5: Left foraminal annular tear Broad-based central disc herniation and bilateral facet arthrosis causing bilateral subarticular stenosis encroaching on bilateral descending L5 nerve roots and left greater than right neural foraminal narrowing encroaching on the left exiting L4 nerve root. L5-S1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L3-L4: Right annular tear with circumferential disc bulge and bilateral facet arthrosis causing bilateral neural foraminal narrowing without nerve root impingement and mild indentation of the thecal sac. L4-5: Left foraminal annular tear Broad-based central disc herniation and bilateral facet arthrosis causing bilateral subarticular stenosis encroaching on bilateral descending L5 nerve roots and left greater than right neural foraminal narrowing encroaching on the left exiting L4 nerve root. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ----- Page Break -----",48,1.3.6.1.4.1.55648.2466792273106003732647482269222392/1.3.6.1.4.1.55648.2466792273106003732647482269222392.5,1.3.6.1.4.1.55648.2466792273106003732647482269222392/1.3.6.1.4.1.55648.2466792273106003732647482269222392.5.pkl
+,1.3.6.1.4.1.55648.6683328199847654660681273251956151/1.3.6.1.4.1.55648.6683328199847654660681273251956151.10,696,True,,501.6154723,0.000190496,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6683328199847654660681273251956151.10.1,20180619,,,638238937,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_5354361859295573735,Patient_5354361859295573735,M,083Y,65.77090202,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.25679,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.6683328199847654660681273251956151,1.3.6.1.4.1.55648.6683328199847654660681273251956151.10,10,1,1,-111.86238931566\-75.462531818525\23.543384861085,0.99998789573266\-0.001682832022\-0.0046234688871\3.567899e-009\0.93969110720457\-0.3420243018276,,,-4.236851305,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,872.0,430,868,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Prostate cancer treated with brachytherapy in PHI. Rising PSA, currently on hormone therapy. C61 TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 7.5 cc Gadavist was administered. Limited DWI by artifact from radiation seeds implants and rectal air. FINDINGS: Prostate size: 3.4 [transverse] x 2.8 [AP] x 3.8 [CC] cm, about 19 cc in volume. Radiation seeds implant: Innumerable throughout, sparing some periurethral tissue and intravesical portion. Lesion: Due to diffuse postradiation hypointensity, it is difficult to differentiate zonal anatomy or to depict lesion. An oblong band of left anterolateral periurethral tissue corresponds to decreased ADC and increased signal on ultra high b-value images (series 4 and 5, image 10) and mild hyperenhancement on DCE, cannot exclude a lesion versus periurethral hypertrophic tissue. Transition zone: Mild hypertrophy, distending the bladder neck with mild intravesical extension. Peripheral zone: Innumerable seeds implants, no definite lesion. Extraprostatic extension: None. Bladder: Nondistended with apparent wall thickening, prominent trabeculations and tiny diverticula, indicating chronic outlet obstruction. ----- Page Break ----- Seminal vesicles: Nondistended and difficult to see.. GI: Sigmoid diverticulosis. Lymph nodes: No pathologically enlarged lymph nodes. Bones: No suspicious lesion. Additional findings: Small bilateral inguinal fat hernia. ------------------------- IMPRESSION: Radiation seed implants throughout the prostate and associated artifact, and image degradation by rectal air artifact, limiting evaluation. Recommend patient to return for repeat T2 and DWI after bowel preparation or follow-up pre and postcontrast MRI in 6 months. No pelvic metastatic adenopathy or bone lesion. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.6683328199847654660681273251956151/1.3.6.1.4.1.55648.6683328199847654660681273251956151.10,1.3.6.1.4.1.55648.6683328199847654660681273251956151/1.3.6.1.4.1.55648.6683328199847654660681273251956151.10.pkl
+,1.3.6.1.4.1.55648.581065548095426520135759458291553/1.3.6.1.4.1.55648.581065548095426520135759458291553.8,80,True,,73.71410775,0.000176907,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.581065548095426520135759458291553.8.80,20180918,,180009.36,165561022,MR,Siemens,AX T1 FS PRE,Skyra,Patient_5203885134250980361,Patient_5203885134250980361,F,064Y,74.84275057,,ABDOMEN,GR,SP,PFP\FS,3D,*fl3d1,3.0,3.67,1.72,1,123.227895,1H,1.0,3.0,,169,1.0,75,81.25,505.0,syngo MR E11,AX T1 FS PRE,Body,320\0\0\195,COL,9,FFS,1.3.6.1.4.1.55648.581065548095426520135759458291553,1.3.6.1.4.1.55648.581065548095426520135759458291553.8,8,1,80,-205.95180702209\-178.72138595581\-104.33132530749,1\0\0\0\1\0,,,-104.3313253,1,MONOCHROME2,260,320,1.3125\1.3125,16,12,11,0,0.0,448.0,236,563,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T ABD/ADoctor LASTNAME /LIVER NON CONTRAST History: Left lower pole renal mass. K21.9 Gastroesophageal reflux I10 Hypertension N18.3 Chronic kidney disease, stage 3 (moderate) E66.01 Obesity Technique: An MRI of the abdomen was obtained on a 3 Tesla ultra high field wide bore MRI. Comparison: Abdominal ultrasound MM/DD/YYYY. Findings: Liver: There is mild signal drop in the liver on in phase relative to out of phase concerning for mild iron deposition. There is no suspicious mass. Gallbladder/Biliary Tree: Normal gallbladder. There is no biliary dilatation. Spleen: The spleen markedly drops in signal on in phase relative to out of phase consistent with iron deposition. Pancreas: Normal intrinsic T1 signal is maintained throughout the pancreas. The pancreatic duct is normal in caliber. Suspected pancreatic divisum. Adrenals: No adrenal nodularity. Kidneys: No hydronephrosis. There is a partially exophytic left lower pole renal mass demonstrating heterogeneous T2 signal measuring 3.5 x 5.2 x 4.8 cm. There is no evidence of renal vein or adjacent organ invasion. No suspicious right renal lesions are identified. Retroperitoneum/peritoneum: Nonspecific bilateral perirenal stranding. No ascites or nodularity. Vasculature: The abdominal aorta is normal in caliber. ----- Page Break ----- Lymph nodes: There is no suspicious adenopathy. Gastrointestinal: No bowel obstruction. Musculoskeletal: There is no suspicious osseous lesion. ------------------------- IMPRESSION: Left lower pole mass most consistent with clear cell renal cell carcinoma. No evidence of adjacent organ or venous invasion or abdominal metastases. Findings consistent with hepatic and splenic iron deposition. Correlation with patient's serum iron studies is recommended. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.581065548095426520135759458291553/1.3.6.1.4.1.55648.581065548095426520135759458291553.8,1.3.6.1.4.1.55648.581065548095426520135759458291553/1.3.6.1.4.1.55648.581065548095426520135759458291553.8.pkl
+,1.3.6.1.4.1.55648.0219831763716604997617090155664240/1.3.6.1.4.1.55648.0219831763716604997617090155664240.8,51,True,,45.20960689,0.000196934,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0219831763716604997617090155664240.8.51,20180122,,164455.8525,11516045,MR,Siemens,AX PD,Skyra,Patient_8316421625797983103,Patient_8316421625797983103,M,057Y,122.4699555,,KNEE,SE,SK\SP\OSP,SAT1,2D,*tseV2d1_10,3.5,3500.0,25.0,1,123.257136,1H,1.0,3.0,3.5,479,10.0,100,100.0,600.0,syngo MR E11,AX PD,Body,320\0\0\320,COL,125,FFS,1.3.6.1.4.1.55648.0219831763716604997617090155664240,1.3.6.1.4.1.55648.0219831763716604997617090155664240.8,8,1,51,-174.50792725205\-79.696582166295\-100.42043304443,0.98129265927131\-0.1925219905887\0\0.19252199058874\0.98129265927131\0,,,-100.420433,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2572.0,829,1732,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST History:knee pain ro tear M25.561 Technique: MRI of the right knee was performed on a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal, axial and coronal proton density pulse sequences and sagittal STIR techniques. There are no prior studies available for comparison. Despite metal artifact reduction parameters there is extensive susceptibility artifact overlying the tibia from a fixation plate Findings: BONES: Patient status post internal fixation of the lateral tibial plateau with a lateral fixation plate and numerous screws. There is extensive artifact from the exception hardware limiting evaluation of the adjacent structures. There is no bone marrow edema on STIR images within the tibia to suggest recurrent or residual fracture. There is prominent bone marrow edema along the periphery of the medial femoral condyle indicative of bone contusion or stress response without a discrete fracture line. There is no focal osseous lesion. LIGAMENTS: The tibial attachment of the ACL is partially obscured due to the IV adjacent susceptibility artifact but there is no suggestion of a tear. The PCL is unremarkable. There is a low-grade partial tear of the proximal MCL and surrounding soft tissue edema. The fibular collateral ligament is unremarkable. Distal popliteus tendon is intact. MENISCI: There is a horizontal tear of the medial meniscus Medial meniscal body extending to the superior articular surface centrally. The meniscal body is partially extruded into the medial gutter. The posterior horn and root attachment of the medial meniscus are obscured due to hardware artifact. The anterior horn and body segments of the lateral meniscus are excluded due to artifact. The posterior horn is unremarkable. ----- Page Break ----- JOINTS: There is moderate partial-thickness cartilage loss at the periphery of the medial femoral condyle overlying the region of impaction injury or stress response. Tibial cartilage is partially obscured without suggestion of a defect. Limited evaluation of the articular margins in the lateral compartment demonstrates slight depression of the tibial articular surface on series 5 image 9. There is mild cartilage loss posteriorly. There is moderate cartilage loss in the patellofemoral compartment, findings most pronounced at the lateral patellar facet. There are peripheral joint line osteophytes. There is a moderate joint effusion. There is patella alta. MISCELLANEOUS: There is mild insertional quadriceps tendinosis. Productive enthesopathic change is seen at the quadriceps insertion. Regional musculature is preserved. There is mild subcutaneous edema anteriorly. ------------------------- IMPRESSION: Status post internal fixation previous lateral tibial plateau fracture resulting in extensive susceptibility artifact from the lateral fixation plate and numerous screws despite metal artifact reduction sequences. Artifact limits evaluation of the lateral compartment as well as the posterior root attachment of the medial meniscus. There is evidence of mild depression of the articular surface at the lateral tibial plateau. CT arthrogram would better assess the lateral compartment with clinically warranted. There is a moderate bone contusion or stress response resulting in bone marrow edema along the periphery of the medial femoral condyle without a discrete fracture. There is a low-grade intrasubstance tear of the proximal MCL. There is a horizontal tear of the medial meniscal body. There is moderate patellofemoral arthrosis. There is partial-thickness cartilage loss of the periphery of the medial femoral condyle. ICD 10 - Medial meniscal tear, S83.241A Chondromalacia, M94.261 ----- Page Break ----- MCL (Medial Collateral Ligament) Sprain/Tear, S83.411A Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",9,1.3.6.1.4.1.55648.0219831763716604997617090155664240/1.3.6.1.4.1.55648.0219831763716604997617090155664240.8,1.3.6.1.4.1.55648.0219831763716604997617090155664240/1.3.6.1.4.1.55648.0219831763716604997617090155664240.8.pkl
+,1.3.6.1.4.1.55648.962671468022687793102911463895917/1.3.6.1.4.1.55648.962671468022687793102911463895917.6,25,True,,21.64664936,0.000142574,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.962671468022687793102911463895917.6.25,20190312,,111133.8125,509608744,MR,Siemens,AX PD,Skyra,Patient_4092768762028973651,Patient_4092768762028973651,M,068Y,90.71848554,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.227836,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,134,FFS,1.3.6.1.4.1.55648.962671468022687793102911463895917,1.3.6.1.4.1.55648.962671468022687793102911463895917.6,6,1,25,-70.189984184575\-34.56981623182\-16.38159845711,0.99981304977028\0.0074288588281\-0.017851542386\1.7944882e-008\0.92324694048976\0.38420708852949,,,-3.199113387,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2477.0,827,1734,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is maintained. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of fracture infiltrative process. The vertebral body heights are intact. Intervertebral Discs: There is multilevel disc desiccation with loss of disc height from L2-3 to L5-PHI. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: Mild disc bulge. No significant central canal or neural foraminal narrowing. L2-L3: Disc bulge and bilateral facet arthrosis with ligamentum flavum hypertrophy causing mild central canal narrowing and mild bilateral neural foraminal narrowing. ----- Page Break ----- L3-L4: Circumferential disc bulge with bilateral facet arthrosis and ligamentum flavum hypertrophy causing moderate central canal narrowing and mild-to-moderate bilateral neural foraminal narrowing. Mild bilateral subarticular stenosis. L4-5: Diffuse disc bulge with severe right subarticular stenosis impinging on the right descending L5 nerve root and left L5 nerve root. Mild to moderate bilateral neural foraminal narrowing. Marked central canal narrowing. Bilateral facet arthrosis with ligamentum flavum hypertrophy. L5-S1: Disc bulge with superimposed left foraminal and left subarticular disc protrusion causing subarticular and neural foraminal narrowing impinging on the left descending S1 and exiting L5 nerve root. Mild right subarticular stenosis and mild right central canal or narrowing. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: Multilevel degenerative disc disease in the lumbar spine most severe at L4-5. L4-5: Diffuse disc bulge with severe right subarticular stenosis impinging on the right descending L5 nerve root and left L5 nerve root. Mild to moderate bilateral neural foraminal narrowing. Marked central canal narrowing. Bilateral facet arthrosis with ligamentum flavum hypertrophy. L5-S1: Disc bulge with superimposed left foraminal and left subarticular disc protrusion causing subarticular and neural foraminal narrowing impinging on the left descending S1 and exiting L5 nerve root. Mild right subarticular stenosis and mild right central canal or narrowing. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.962671468022687793102911463895917/1.3.6.1.4.1.55648.962671468022687793102911463895917.6,1.3.6.1.4.1.55648.962671468022687793102911463895917/1.3.6.1.4.1.55648.962671468022687793102911463895917.6.pkl
+,1.3.6.1.4.1.55648.0560707135077564675397393539985094/1.3.6.1.4.1.55648.0560707135077564675397393539985094.3,176,True,,157.0619552,0.000171423,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM3_2\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0560707135077564675397393539985094.3.176,20190306,181055.133,180552.025,638997884,MR,Siemens,SAG 3D T1,Aera,Patient_0777989493322726991,Patient_0777989493322726991,F,016Y,52.61672161,,HEAD,GR\IR,SK\SP\MP\OSP,IR,3D,*tfl3d1_16ns,1.0,2200.0,2.88,1,63.679234,1H,1.0,1.5,,246,1.0,96,100.0,150.0,syngo MR E11,SAG 3D T1,Body,0\256\246\0,ROW,8,HFS,1.3.6.1.4.1.55648.0560707135077564675397393539985094,1.3.6.1.4.1.55648.0560707135077564675397393539985094.3,3,1,176,87.5\-125\125,0\1\0\0\0\-1,,,87.5,1,MONOCHROME2,256,256,0.9765625\0.9765625,16,12,11,0,0.0,63.0,25,63,,,,,,,,,,,,,,,,,,,,"History: Possible seizure MRI-BRAIN PRE AND POST IV CONTRAST MRI examination of the brain was performed multiplanar multi-sequential high resolution seizure protocol techniques on a 1.5 Tesla high field wide bore magnet. 5 cc. Gadavist contrast was administered intravenously. Images were obtained prior to and following contrast administration. Examination reveals no evidence of intrinsic signal abnormality. There is no pathologic contrast enhancement. There is no evidence of mass, shift or bleed. There is no evidence of intra or extra-axial fluid collection. The mesial temporal lobe structures appear symmetric with no intrinsic signal abnormality. ------------------------- IMPRESSION: Normal MRI of the brain. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.0560707135077564675397393539985094/1.3.6.1.4.1.55648.0560707135077564675397393539985094.3,1.3.6.1.4.1.55648.0560707135077564675397393539985094/1.3.6.1.4.1.55648.0560707135077564675397393539985094.3.pkl
+,1.3.6.1.4.1.55648.6786906672997582457863841982159664/1.3.6.1.4.1.55648.6786906672997582457863841982159664.3,40,True,,35.85078692,0.000150204,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6786906672997582457863841982159664.3.40,20160924,,163836.955,883486937,MR,Siemens,AX PD FS,Skyra,Patient_8924222075923478329,Patient_8924222075923478329,M,010Y,30.84428508,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.232776,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.6786906672997582457863841982159664,1.3.6.1.4.1.55648.6786906672997582457863841982159664.3,3,1,40,11.665548854449\-87.607002472679\-48.144652584049,0.98420795868279\0.1460830345583\0.09997220153467\-0.1453351929456\0.98927233207759\-0.0147626107867,,,-49.07706326,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1797.0,547,1020,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST HISTORY: M25.562 Left knee pain M25.662 Left knee/lower leg stiffness M25.362 Left knee instability TECHNIQUE: Left knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: Left knee radiographs obtained MM/DD/YYYY FINDINGS: Ligaments: The anterior cruciate, posterior cruciate, medial collateral, and lateral collateral ligaments are intact. Menisci: There is no evidence for medial or lateral meniscal tears. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. Effusion: No significant amount of knee joint fluid is present. Cartilage: There is evidence of a 1.1 x 2.2 x 1.0 cm osteochondral lesion on the weightbearing surface of the medial femoral condyle, without MR evidence for instability. Minimal adjacent bone marrow edema is present. Bone Marrow: Overall, the bone marrow signal is age-appropriate. Popliteal fossa: There is no significant popliteal cyst. Popliteus muscle and tendon are intact. Iliotibial band: The iliotibial band is within normal limits. Posterolateral corner: The posterior lateral corner is unremarkable. ----- Page Break ----- ------------------------- IMPRESSION: Osteochondral lesion on the weightbearing surface of the medial femoral condyle with minimal bone marrow edema, but without discrete MR evidence for instability. S72.435G No evidence for significant meniscal or ligament tears. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.6786906672997582457863841982159664/1.3.6.1.4.1.55648.6786906672997582457863841982159664.3,1.3.6.1.4.1.55648.6786906672997582457863841982159664/1.3.6.1.4.1.55648.6786906672997582457863841982159664.3.pkl
+,1.3.6.1.4.1.55648.0867929227824653199823090357635114/1.3.6.1.4.1.55648.0867929227824653199823090357635114.8,34,True,,36.95851541,0.000166655,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0867929227824653199823090357635114.8.34,20180524,112057.957,112055.44,720045720,MR,Siemens,AX T1,Skyra,Patient_1397788142081728859,Patient_1397788142081728859,F,058Y,72.57478843,,SSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_3,4.0,766.0,9.4,1,123.147931,1H,1.0,3.0,5.0,384,3.0,100,100.0,260.0,syngo MR E11,AX T1,Body,256\0\0\256,COL,120,FFS,1.3.6.1.4.1.55648.0867929227824653199823090357635114,1.3.6.1.4.1.55648.0867929227824653199823090357635114.8,8,1,34,-40.199154573005\60.143837276297\-71.497933854109,0.99967121548677\-0.0130146721151\0.02209251540548\7.470669e-009\0.86160907998263\0.50757245127321,,,-91.06958624,1,MONOCHROME2,512,512,0.3515625\0.3515625,16,12,11,0,0.0,1563.0,758,1619,4.0,,,,,,,,,,,,,,,,,,,"HISTORY: M54.5 Lower Back Pain M62.830 Spasm of back muscles TECHNIQUE: Sacrum/coccyx imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Degenerative disc disease is present in the lower lumbar spine associated posterior disc herniations at the L4-L5 and L5-S1 levels. Additionally, bone marrow edema is present in the cecum with evidence of a nondisplaced sacral insufficiency fracture at the level of the fourth sacral segment. The fracture line extends into the fourth sacral foramina bilaterally. The sacroiliac joints are unremarkable. There is degeneration of the apophyseal joints at the lumbosacral junction. The visualized soft tissues are unremarkable. ------------------------- IMPRESSION: Insufficiency fracture of the sacrum with extension into the fourth neural foramina, as above. S32.130A Degenerative disc disease at the lumbosacral junction with posterior disc herniations, as above. M51.37 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",18,1.3.6.1.4.1.55648.0867929227824653199823090357635114/1.3.6.1.4.1.55648.0867929227824653199823090357635114.8,1.3.6.1.4.1.55648.0867929227824653199823090357635114/1.3.6.1.4.1.55648.0867929227824653199823090357635114.8.pkl
+,1.3.6.1.4.1.55648.7021766189839714262084256770849590/1.3.6.1.4.1.55648.7021766189839714262084256770849590.3,44,True,,41.13125324,0.000143528,ISO_IR 100,ORIGINAL\PRIMARY\M\ND\NORM,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7021766189839714262084256770849590.3.44,20161012,,,112639037,MR,Siemens,AX PD FS,Verio,Patient_1574285940710565542,Patient_1574285940710565542,M,062Y,102.0582962,,,SE,SK\SP,SAT1\FS,2D,*tse2d1_12,3.0,3400.0,37.0,1,123.260889,1H,1.0,3.0,3.0,319,12.0,100,100.0,237.0,syngo MR B19,AX PD FS,8Ch_Knee,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.7021766189839714262084256770849590,1.3.6.1.4.1.55648.7021766189839714262084256770849590.3,3,1,44,41.411971248126\-129.82429433604\-68.168296813965,0.99121554116717\0.13225638339479\0\-0.1322563833948\0.99121554116717\0,,,-68.16829681,1,MONOCHROME2,320,320,0.46875\0.46875,16,12,11,0,0.0,883.0,362,784,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST HISTORY: Medial knee pain, no known injury M25.562 TECHNIQUE: MR imaging of the left knee was performed without IV contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences: Sagittal proton density with and without fat suppression, axial proton density fat-suppressed, and coronal proton density fat-suppressed. COMPARISON: No prior studies are available for comparison. FINDINGS: There is no evidence for acute fracture or osteonecrosis. Ligaments: The cruciate and collateral ligaments are intact. Mild chronic proximal medial collateral ligament sprain is noted. Lateral compartment: The lateral meniscus is intact. There is mild superficial fibrillation of the cartilage. Medial compartment: Intrasubstance degenerative signal is noted within the body and posterior horn of the medial meniscus. This is seen in association with complex degenerative tearing with a predominant horizontal oblique component within the body segment extending to the superior articular surface. An additional longitudinal component extends across the junction of the posterior horn and body and there is attenuation of the meniscus in this region. A 1.3 cm meniscal fragment is seen flipped towards the intercondylar notch (series 6, images PHI). The posterior root attachment remains intact. The medial femorotibial compartment cartilage is thinned and there are partial thickness fissures. Partial thickness cartilage loss is also seen overlying the posterior aspect of the medial femoral condyle. Patellofemoral compartment: The patellofemoral compartment cartilage is mildly thinned and there is a partial-thickness cartilage defect overlying the central aspect of the trochlea spanning approximately 8 mm in association with fissuring. No full-thickness defect is seen. ----- Page Break ----- Muscle/tendon: The periarticular muscles are maintained. The imaged tendons , inclusive of the extensor mechanism, are intact. Joint fluid: PHI is a moderate joint effusion. No loose bodies are seen. There is no popliteal cyst. Miscellaneous: Mild circumferential subcutaneous edema is seen. The neurovascular structures demonstrate normal course. ------------------------- IMPRESSION: Mild knee osteoarthritis with cartilage wear most pronounced in the medial femorotibial and patellofemoral compartments. Complex degenerative medial meniscus tear with a 1.3 cm flipped meniscal fragment. Moderate joint effusion. ICD 10 - Osteoarthritis, M17.12 Effusion, M25.462 Medial meniscal tear - complex, S83.232A Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",12,1.3.6.1.4.1.55648.7021766189839714262084256770849590/1.3.6.1.4.1.55648.7021766189839714262084256770849590.3,1.3.6.1.4.1.55648.7021766189839714262084256770849590/1.3.6.1.4.1.55648.7021766189839714262084256770849590.3.pkl
+,1.3.6.1.4.1.55648.546818952084501659443074828028453/1.3.6.1.4.1.55648.546818952084501659443074828028453.7,33,True,,26.70176125,0.00036025,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.546818952084501659443074828028453.7.33,20190521,,105710.375,698191614,MR,Siemens,AX PD,Verio,Patient_8282260589382475755,Patient_8282260589382475755,F,065Y,72.57478843,,,SE,SK\SP\OSP,,2D,*tse2d1_9,3.0,3550.0,33.0,1,123.184778,1H,1.0,3.0,3.0,432,9.0,90,100.0,200.0,syngo MR B19,AX PD,Body,0\320\288\0,ROW,150,HFS,1.3.6.1.4.1.55648.546818952084501659443074828028453,1.3.6.1.4.1.55648.546818952084501659443074828028453.7,7,1,33,-168.71675874136\-82.565137849827\-33.672538757324,1\-2.05103e-010\0\2.05103e-010\1\0,,,-33.67253876,1,MONOCHROME2,320,320,0.40625\0.40625,16,12,11,0,0.0,2496.0,1133,2366,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT SHOULDER NON CONTRAST History: M79.621 Right arm pain M25.311 Right shoulder instability M25.511 Right shoulder pain Technique: MRI of the right shoulder was performed on a 3.0 Tesla ultra high field wide bore magnet with multiple sequences including proton density with and without fat suppression in oblique sagittal and oblique coronal planes and proton density and gradient echo in axial plane. Findings: There is tendinopathy of supraspinatus tendon with signal heterogeneity, prominent tendon delamination and a small high-grade partial insertion tear (coronal images 13-18). There is minor fatty atrophy along myotendinous junction. Infraspinatus also demonstrates tendinosis with tendon delamination and slight irregularity at insertion area the tiny calcification within tendon substance at insertion is evident. There is near complete fatty atrophy of teres minor without tear. The subscapularis tendon is intact. There is a moderate tendinosis of intra-articular long head of the biceps tendon. There is chronic tear and degeneration of anterior inferior labrum. The articular surfaces are intact. There is no appreciable joint effusion. There is mild to moderate subacromial subdeltoid bursitis. There is mild facet of osseous hypertrophic change at undersurface of the acromion process ------------------------- IMPRESSION: Severe supraspinatus tendinopathy and including a small high-grade partial insertion tear and tendon delamination. Moderate infraspinatus tendinosis. Moderate tendinosis of ----- Page Break ----- intra-articular long head of biceps tendon. Chronic tear and degeneration of anterior inferior labrum. Mild subacromial subdeltoid bursitis. Teres minor muscle atrophy most consistent with sequela of remote axillary nerve injury. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",26,1.3.6.1.4.1.55648.546818952084501659443074828028453/1.3.6.1.4.1.55648.546818952084501659443074828028453.7,1.3.6.1.4.1.55648.546818952084501659443074828028453/1.3.6.1.4.1.55648.546818952084501659443074828028453.7.pkl
+,1.3.6.1.4.1.55648.4324760059888181643476489003490899/1.3.6.1.4.1.55648.4324760059888181643476489003490899.15,812,True,,723.7059014,0.00078392,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4324760059888181643476489003490899.15.1,20191120,,,479088294,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_207017991954712802,Patient_207017991954712802,M,061Y,124.7379176,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.260099,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.4324760059888181643476489003490899,1.3.6.1.4.1.55648.4324760059888181643476489003490899.15,15,1,1,-115.04005432129\-97.228915214539\10.584284499288,1\0\0\0\1\0,,,10.5842845,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,883.0,402,828,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (9 ng/ml), negative biopsies with the recent one in MONTH XX of the prior MRI. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 12 cc Gadavist was administered. Large amount of rectal air with artifact and distortion on DWI along the posterior gland. COMPARISON: Prior prostate MRI dated to 518. FINDINGS: Prostate size: 6.5 [transverse] x 4.5 [AP] x 6.7 [CC] cm, about 102 cc in volume, previously 95 cc. Lesion: Unchanged in size and imaging features PI-RADS Assessment Category: 3 T2-weighted images: 3, noncircumscribed moderate hypointensity Diffusion-weighted images: 3, focal mild-moderate decreased ADC and mildly increased signal on ultra high b-value images. Dynamic post-contrast images: Negative, no early hyperperfusion. Size: 6 x 4 mm as measured on image 16 of series 17, ax T2 Location: Left posterolateral peripheral zone, base. Extra-prostatic extension: None Additional peripheral zone findings: Again noted bilateral indistinct and linear/wedge-shaped T2 hypointensity, favoring postinflammatory change with fibrosis, PI-RADS 2, decreased along the right side but mildly increased on the left side with mildly increased enhancement. Again noted small wedge-shaped T2 signal void scar at the posteromedial right midgland and small/atrophied left posterolateral apex. ----- Page Break ----- Additional transition zone findings: Enlarged and heterogeneous, consistent with BPH distending the bladder neck without intravesical extension. Further enlarged 2.9 cm exophytic hypertrophic nodule at the right base displacing and compressing the right seminal vesicle. Bladder: Unremarkable. Seminal vesicle: Unremarkable. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Bilateral hip OA. Additional findings: None.. ------------------------- IMPRESSION: Unchanged 6 x 4 mm PIRADS 3 lesion at the left posterolateral peripheral zone, base. Bilateral peripheral zone postinflammatory change with fibrosis/scar, PI-RADS 2. BPH with further increased prostate volume about 102 cc, previously 95 cc. PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.4324760059888181643476489003490899/1.3.6.1.4.1.55648.4324760059888181643476489003490899.15,1.3.6.1.4.1.55648.4324760059888181643476489003490899/1.3.6.1.4.1.55648.4324760059888181643476489003490899.15.pkl
+,1.3.6.1.4.1.55648.1004522203333712050687855037817245/1.3.6.1.4.1.55648.1004522203333712050687855037817245.8001,26,True,,20.68740702,0.000298738,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1004522203333712050687855037817245.8001.26,20181012,,71808.8775,736696924,MR,Siemens,AX PD,MAGNETOM Vida,Patient_3170184177739566798,Patient_3170184177739566798,M,072Y,80.7394,,LSPINE,SE,SP\SK,SP\PER,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.252999,1H,,3.0,4.4,224,9.0,70,100.0,223.0,syngo MR XA10,AX PD,Body,320\0\0\224,COL,179,FFS,1.3.6.1.4.1.55648.1004522203333712050687855037817245,1.3.6.1.4.1.55648.1004522203333712050687855037817245.8001,8001,1,26,-115.989\5.95986\-93.6784,0.997464\-0.0435791\0.0562745\0.00526106\0.833623\0.552308,,,-72.9645,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1775.0,699,1380,,,,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Back pain radiating to the hips ICD- M54.5 Lower Back Pain M79.604 Right Leg Pain M79.605 Left Leg Pain R26.2 Difficulty Walking Technique: MRI of the lumbar spine was performed on a 3.0 Tesla ultra high field magnetic resonance imaging unit utilizing sagittal T2, T1 and STIR sequences as well as angled axial proton density images through the disc spaces. There are no prior studies available for comparison. Findings: Vertebral bodies are normal in height without a fracture or pars defect. Signal arising from bone marrow does not demonstrate an aggressive osseous lesion or infiltrative process. The lower cord and conus are normal in signal and morphology. At L1-2, there is mild to moderate loss of disc height and disc bulging. There is anterior osteophytic spurring. There is no facet arthrosis. There is mild thecal sac compression. The disc bulge is eccentric to the right and results in moderate right foraminal stenosis. At L2-3, There is a small circumferential disc bulge. There is loss of disc height and mild osteophytic spurring. There is mild facet arthrosis. There is moderate thecal sac compression. There is mild to moderate bilateral foraminal stenosis. At L3-4, there is a small broad-based posterior disc protrusion superimposed on a prominent disc bulge and loss of disc height. There is moderate to severe facet arthrosis. There is ligamentum flavum thickening. There is severe thecal sac compression. There is moderate bilateral foraminal stenosis. There is abutment of exiting nerve roots. At L4-5, There is moderate circumferential disc osteophytic ridge which extends into the neural foramen bilaterally. There is mild to moderate facet arthrosis. There is ligamentum flavum thickening. There is mild thecal sac compression. There is moderate bilateral foraminal stenosis. There is abutment of exiting nerve roots. ----- Page Break ----- At L5-S1, L5 is transitional and articulates with the remainder of the sacrum on the right. Disc spaces preserved. There is mild to moderate facet arthrosis. There is no thecal sac compression. There is no foraminal stenosis. Paraspinal musculature is symmetric. There is no bulky lymphadenopathy. ------------------------- IMPRESSION: transitional vertebrae at the lumbosacral junction is designated as a partially sacralized L5 segment. There is a well-formed L5-S1 disc space. There is degenerative disc disease throughout the lumbar spine most pronounced at L3-L4 root is also posterior disc protrusion and moderate to severe facet arthrosis. L3-L4 there is severe thecal sac compression and moderate foraminal stenosis. At L2-L3 there is moderate thecal sac compression and mild to moderate foraminal stenosis. L4-L5 there is moderate thecal sac compression. L2-L3 there is moderate right foraminal stenosis. ICD 10 - Herniated disc lumbar spine, M51.26 Degeneration lumbar spine, M51.36 Spinal stenosis, M48.061 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",84,1.3.6.1.4.1.55648.1004522203333712050687855037817245/1.3.6.1.4.1.55648.1004522203333712050687855037817245.8001,1.3.6.1.4.1.55648.1004522203333712050687855037817245/1.3.6.1.4.1.55648.1004522203333712050687855037817245.8001.pkl
+,1.3.6.1.4.1.55648.2767193220887749898041696437995505/1.3.6.1.4.1.55648.2767193220887749898041696437995505.2,176,True,,183.1612036,0.000170469,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2767193220887749898041696437995505.2.176,20180222,,150803.245,875641886,MR,Siemens,SAG 3D T1 MPRAGE,Skyra,Patient_3023372947623032449,Patient_3023372947623032449,M,032Y,173.2723074,,BRAIN,GR\IR,SK\SP\MP,IR,3D,*tfl3d1_16ns,1.0,2300.0,2.26,1,123.16612,1H,1.0,3.0,,255,1.0,100,100.0,200.0,syngo MR E11,SAG 3D T1 MPRAGE,Body,0\256\256\0,ROW,8,HFS,1.3.6.1.4.1.55648.2767193220887749898041696437995505,1.3.6.1.4.1.55648.2767193220887749898041696437995505.2,2,1,176,86.790000557899\-142.12413311005\115.13290944695,0\1\0\0\0\-1,,,86.79000056,1,MONOCHROME2,256,256,1.07421875\1.07421875,16,12,11,0,0.0,1313.0,401,802,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN PRE AND POST IV CONTRAST HISTORY: R51 Headache/Facial Pain M54.81 Head/Neck Pain G44.229 Chronic tension headache G43.709 Chronic migraines without aura R42 Dizziness/Vertigo R55 Syncope H93.11 Right ear tinnitus H53.2 Diplopia (double vision) Technique: Multiplanar, multisequence MR imaging of the brain was performed with and without 15 cc Gadavist. Findings: Comparison: MR brain MM/DD/YYYY Multiple T2/FLAIR white matter hyperintensities, some of which are oriented perpendicular to the callosal septal interface compatible with known history of multiple sclerosis. No significant change in size or distribution of the lesions. A few of the lesions demonstrate T1 hypointensity compatible chronic plaque. No contrast enhancement of the previously enhancing lesion within the genu of the corpus callosum. No new lesions identified. The optic nerves are normal in size. No abnormal contrast enhancement. No acute intracranial hemorrhage or infarct. No mass lesion or midline shift. Gray-white matter discrimination. No extra axial fluid collection. The ventricles are symmetric and midline. The basal cisterns are patent. The paranasal sinuses are clear. The mastoid air cells are well pneumatized. The globes are intact. The craniocervical junction and sella turcica are within normal limits. No osseous lesions. ------------------------- IMPRESSION: ----- Page Break ----- Stable white matter burden in a distribution compatible with multiple sclerosis compared to study dated MM/DD/YYYY. No new or enhancing lesions. ICD 10 - Multiple Sclerosis G35 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",43,1.3.6.1.4.1.55648.2767193220887749898041696437995505/1.3.6.1.4.1.55648.2767193220887749898041696437995505.2,1.3.6.1.4.1.55648.2767193220887749898041696437995505/1.3.6.1.4.1.55648.2767193220887749898041696437995505.2.pkl
+,1.3.6.1.4.1.55648.6772843984423687731137288975191082/1.3.6.1.4.1.55648.6772843984423687731137288975191082.9,72,True,,51.53679156,0.00026679,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\NONE\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6772843984423687731137288975191082.9.1,20171109,135310.359,135238.64,115222757,MR,Siemens,AX DWI,Espree,Patient_6508047340388875102,Patient_6508047340388875102,F,073Y,90.71848554,,HEAD,EP,SK\SP,PFP\FS,2D,*ep_b0,5.0,4500.0,114.0,1,63.681022,1H,1.0,1.5,6.0,120,1.0,100,100.0,845.0,syngo MR B19,AX DWI,Body,160\0\0\160,COL,90,HFS,1.3.6.1.4.1.55648.6772843984423687731137288975191082,1.3.6.1.4.1.55648.6772843984423687731137288975191082.9,9,1,1,-108.17768753291\-110.4179212798\-87.900945843566,0.99843537928965\0.053632125905\-0.0158236675155\-0.0558212046903\0.93935095801811\-0.3383840581017,,,-119.7512563,1,MONOCHROME2,160,160,1.4375\1.4375,16,12,11,0,0.0,1062.0,169,464,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN NON CONTRAST History: G40.309 Generalized idiopathic epilepsy R29.6 Repeated falls R41.3 Memory Loss G25.0 Essential tremor R56.9 Seizures R42 Dizziness/Vertigo R55 Syncope R41.82 Altered Mental Status Technique: Sagittal and axial T1 weighted images were supplemented by axial T2, FLAIR and diffusion images through the entire brain. Oblique coronal high-resolution T1-inversion recovery, T2 and FLAIR images were obtained through the temporal lobes. This study was performed on a 1.5 Tesla system. Comparison examination: None. Findings: Within the brain parenchyma there is no mass, mass effect or edema. No acute or evolving infarct is seen but there is advanced white matter microvascular disease in both cerebral hemispheres. The ventricles and sulci are normal for a patient of this age. No abnormal extraaxial collection or mass is seen. Normal signal is seen within both the intracranial and extracranial vascular structures. No congenital cortical dysplasia or vascular malformation is seen. Both temporal lobes including the hippocampus are normal in appearance. The orbits and temporal bones are normal. Mild mucosal disease is seen in the right maxillary sinus. The remainder of the paranasal sinuses are normally aerated. ------------------------- IMPRESSION: Advanced white matter microvascular disease. Right maxillary sinusitis. White Matter disease, unspecified (Brain Parenchyma) - R90.82 Chronic cerebral ischemia (Brain Parenchyma) - I67.82 Chronic maxillary sinusitis (Head/Neck Sinus/Nose) - J32.0 ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.6772843984423687731137288975191082/1.3.6.1.4.1.55648.6772843984423687731137288975191082.9,1.3.6.1.4.1.55648.6772843984423687731137288975191082/1.3.6.1.4.1.55648.6772843984423687731137288975191082.9.pkl
+,1.3.6.1.4.1.55648.12151089736490213531588440841740/1.3.6.1.4.1.55648.12151089736490213531588440841740.4,27,True,,25.11367869,0.000360489,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.12151089736490213531588440841740.4.27,20190101,,153215.0425,244963195,MR,Siemens,SAG T2,Skyra,Patient_2043838822952788415,Patient_2043838822952788415,F,055Y,68.03886416,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1rr19,3.0,3500.0,99.0,1,123.147929,1H,1.0,3.0,3.0,449,19.0,85,100.0,260.0,syngo MR E11,SAG T2,Body,320\0\0\272,COL,160,FFS,1.3.6.1.4.1.55648.12151089736490213531588440841740,1.3.6.1.4.1.55648.12151089736490213531588440841740.4,4,1,27,56.249331946205\-46.144577027004\121.56683080186,-2.6e-014\1\4.897e-012\0.0052359691413\4.897e-012\-0.9999862922196,,,56.88508107,1,MONOCHROME2,320,320,0.8125\0.8125,16,12,11,0,0.0,1082.0,343,1228,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density, coronal T2. The study was performed with intravenous sedation administered and monitored by an anesthesiologist. COMPARISON: No prior studies are available for comparison. FINDINGS: Five lumbar vertebral bodies are assumed. Coronal images demonstrate S-shaped scoliosis of the thoracolumbar spine with apex levocurvature at L4. The normal lumbar lordosis is straightened. There is trace grade 1 anterolisthesis of L4 on L5. There are no focal aggressive osseous lesions. The vertebral body heights are intact. The conus terminates at L1 and L2. There is multilevel discogenic degenerative disease with disc dessication and intervertebral disc height narrowing. The findings at the individual levels are as follows: T12-L1: Only evaluated in the sagittal plane. There is no significant central canal or neural foraminal stenosis. L1-L2: There is no significant central canal or neural foraminal stenosis. L2-L3 : A shallow left foraminal disc protrusion contacts but displacing the exiting left L2 nerve root. L3-L4 : There is a circumferential disc bulge, mild-moderately narrowing the left neural foramen. In conjunction with moderate bilateral facet arthrosis, there is mild-moderate central canal stenosis with flattening of the ventral thecal sac. The descending L4 nerve roots are contacted, without displacement. The exiting left L3 nerve root is abutted. There is mild right neural foraminal narrowing. L4-L5: There is a circumferential disc bulge with minimal uncovering of the disc. The ----- Page Break ----- findings are asymmetric to the right resulting in mild/moderate neural foraminal stenosis. There is mild flattening of the ventral thecal sac. Moderate bilateral facet arthrosis is present. L5-S1: There is no significant central canal or neural foraminal stenosis. Mild-moderate bilateral facet arthrosis is noted. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: S-shaped scoliosis of the thoracolumbar spine with discogenic degenerative disease and facet arthrosis most pronounced L3-L4 where there is mild-moderate central canal and mild-moderate left neural foraminal stenosis and abutment of the exiting left L3 nerve root. Additional findings, as above. M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",49,1.3.6.1.4.1.55648.12151089736490213531588440841740/1.3.6.1.4.1.55648.12151089736490213531588440841740.4,1.3.6.1.4.1.55648.12151089736490213531588440841740/1.3.6.1.4.1.55648.12151089736490213531588440841740.4.pkl
+,1.3.6.1.4.1.55648.0120166908488269072778269810852846/1.3.6.1.4.1.55648.0120166908488269072778269810852846.1,128,True,,89.89160061,0.000639439,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0120166908488269072778269810852846.1.128,20180501,,,350489396,MR,Siemens,AAHScout,Skyra,Patient_7903324745146912782,Patient_7903324745146912782,F,059Y,68.03886416,,BRAIN,GR,SP,PFP,3D,*fl3d1_ns,1.600000024,3.15,1.37,1,123.249613,1H,1.0,3.0,,118,1.0,100,100.0,540.0,syngo MR E11,AAHScout,Body,0\160\160\0,ROW,8,HFS,1.3.6.1.4.1.55648.0120166908488269072778269810852846,1.3.6.1.4.1.55648.0120166908488269072778269810852846.1,1,1,128,101.60000151396\-110\130,0\1\0\0\0\-1,,,101.6000015,1,MONOCHROME2,160,160,1.625\1.625,16,12,11,0,0.0,511.0,248,500,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN AND PITUITARY PRE AND POST IV CONTRAST HISTORY: G25.0 Essential tremor Z86.011 History benign tumor . COMPARISON: Comparison is made with the prior exam from MONTH MM, YYYY TECHNIQUE: Multisequence multiplanar MRI of the brain was obtained. The study was performed on a 3.0 Tesla ultra high field wide bore magnet. Study was performed before and after the administration of 6 cc gadavist FINDINGS: Pituitary: The sella appears expanded. There is is stable decreased enhancement in the right half the sella measuring 7 SI by 9.3 TV millimeters, previously measuring 7 SI by 8 TV millimeters. The infundibulum is deviated to the left. There is no mass effect on the optic nerves or optic chiasm. The cavernous sinuses appear normal. Brain parenchyma: Stable FLAIR hyperintensities are seen in the periventricular, subcortical white matter and pons without mass effect There is no acute intracranial hemorrhage or mass lesion. No restricted diffusion is seen to suggest acute infarction. Extraaxial spaces: Unremarkable. Ventricles and sulci: Normal for age. There is opacification of the mastoid tips, mild bilateral ethmoid, minimal frontal and left maxillary sinus disease ------------------------- IMPRESSION: Stable hypoenhancing soft tissue in the right lateral sella may represent residual tumor. Stable small vessel ischemic disease ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",29,1.3.6.1.4.1.55648.0120166908488269072778269810852846/1.3.6.1.4.1.55648.0120166908488269072778269810852846.1,1.3.6.1.4.1.55648.0120166908488269072778269810852846/1.3.6.1.4.1.55648.0120166908488269072778269810852846.1.pkl
+,1.3.6.1.4.1.55648.117289062948950054348070431410756/1.3.6.1.4.1.55648.117289062948950054348070431410756.10,80,True,,71.7256341,0.000162601,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.117289062948950054348070431410756.10.80,20170901,,73829.72,88864202,MR,Siemens,AX T1 FS PRE,Aera,Patient_9924292910028133327,Patient_9924292910028133327,M,075Y,75.296343,,ABDOMEN,GR,SP\OSP,PFP\FS,3D,*fl3d1,3.0,4.85,2.38,1,63.673178,1H,1.0,1.5,,189,1.0,75,81.25,345.0,syngo MR D13E,AX T1 FS PRE,Body,320\0\0\195,COL,10,FFS,1.3.6.1.4.1.55648.117289062948950054348070431410756,1.3.6.1.4.1.55648.117289062948950054348070431410756.10,10,1,80,-199.21875\-162.5\-113.03125,1\0\0\0\1\0,,,-113.03125,1,MONOCHROME2,260,320,1.25\1.25,16,12,11,0,0.0,263.0,121,305,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN WITH MRCP NON CONTRAST History: Follow-up examination. R93.8 An MR examination of the abdomen and MRCP were performed with images obtained in multiple planes. Intravenous contrast was not administered as per the request of the referring physician. Comparison is made with prior studies, the most recent dated MM/DD/YYYY. The patient provides a history of prostate, renal and pancreatic carcinomas. The visualized portions of the lung bases are normal. No pleural or pericardial effusions are present. Evaluation of the solid viscera is limited due to a lack of intravenous contrast. The liver, spleen and adrenal glands are normal in size and signal characteristics and show no focal lesions. The CBD is prominent, demonstrating a maximum diameter of approximately 10 mm. There is no evidence of intrahepatic biliary ductal dilatation. An approximately 4 mm filling defect is noted in the CBD, approximately 2 cm proximal to the ampulla LASTNAME consistent with a calculus. No additional filling defects or strictures are identified within the biliary tree. Several, less than 5 mm gallstones are noted within the gallbladder. The gallbladder otherwise appears normal. An approximately 3 cm, mixed signal intensity mass is present in the pancreatic head consistent with the provided history of carcinoma. There is mild pancreatic ductal dilatation and moderate atrophy of the pancreatic body and tail. No additional focal pancreatic lesions are identified. The right kidney is normal in size, shape and position. There is no evidence of right sided hydronephrosis. Less than 1 cm cysts are noted within the right kidney. No additional right renal masses are identified. ----- Page Break ----- The patient is status post left nephrectomy with no pathologic masses or fluid collections present in the postoperative bed. No enlarged lymph nodes or fluid collections are seen within the abdomen. The visualized bowel and mesentery appear normal. No focal bony lesions are identified. ------------------------- IMPRESSION: 1. Mass in the pancreatic head consistent with the provided history of carcinoma. 2. Solitary, 4 mm CBD calculus. 3. Cholelithiasis. K86.9; K80.5; K80.20 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.117289062948950054348070431410756/1.3.6.1.4.1.55648.117289062948950054348070431410756.10,1.3.6.1.4.1.55648.117289062948950054348070431410756/1.3.6.1.4.1.55648.117289062948950054348070431410756.10.pkl
+,1.3.6.1.4.1.55648.0969202760752178802488572121908998/1.3.6.1.4.1.55648.0969202760752178802488572121908998.5,26,True,,24.14720941,0.000180483,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0969202760752178802488572121908998.5.26,20190711,,141638.3425,529726058,MR,Siemens,AX T2,Skyra,Patient_1264836950798950086,Patient_1264836950798950086,M,058Y,77.11071271,,CSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_16,4.0,3500.0,86.0,1,123.256494,1H,1.0,3.0,4.4,272,16.0,70,100.0,225.0,syngo MR E11,AX T2,Body,320\0\0\224,COL,180,HFS,1.3.6.1.4.1.55648.0969202760752178802488572121908998,1.3.6.1.4.1.55648.0969202760752178802488572121908998.5,5,1,26,-67.623900952225\-11.509872676954\-478.02073149008,0.99987349475485\0.00654713984597\-0.0144958423885\-2.0158189e-008\0.91135625434566\0.41161848557257,,,-431.930607,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1168.0,492,1063,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5. History of motor vehicle collision. TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is straightened. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of fracture infiltrative process. The vertebral body heights are intact. Intervertebral Discs: Normal Disc Height and Signal. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L3-L4: Disc bulge and bilateral facet arthrosis without significant central canal or neural foraminal narrowing. L4-5: Circumferential disc bulge with superimposed central disc herniation indenting the thecal sac with left subarticular stenosis encroaching on the left descending L5 nerve root. Focal central annular tear. Bilateral facet arthrosis. L5-S1: Left foraminal and left subarticular annular tear with disc bulge. No significant central canal or neural foraminal narrowing. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L3-L4: Disc bulge and bilateral facet arthrosis without significant central canal or neural foraminal narrowing. L4-5: Circumferential disc bulge with superimposed central disc herniation indenting the thecal sac with left subarticular stenosis encroaching on the left descending L5 nerve root. Focal central annular tear. Bilateral facet arthrosis. L5-S1: Left foraminal and left subarticular annular tear with disc bulge. No significant central canal or neural foraminal narrowing. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.0969202760752178802488572121908998/1.3.6.1.4.1.55648.0969202760752178802488572121908998.5,1.3.6.1.4.1.55648.0969202760752178802488572121908998/1.3.6.1.4.1.55648.0969202760752178802488572121908998.5.pkl
+,1.3.6.1.4.1.55648.1991490863166330310304611386489192/1.3.6.1.4.1.55648.1991490863166330310304611386489192.7,181,True,,177.0081913,0.000175476,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1991490863166330310304611386489192.7.1,20170310,,133236.1725,637538130,MR,Siemens,3D MRA HEAD,Skyra,Patient_0842776219352185262,Patient_0842776219352185262,M,080Y,90.71848554,,BRAIN,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,20.0,3.69,1,123.231811,1H,1.0,3.0,17.4,280,1.0,100,88.125,185.0,syngo MR E11,3D MRA HEAD,Body,0\320\282\0,ROW,18,HFS,1.3.6.1.4.1.55648.1991490863166330310304611386489192,1.3.6.1.4.1.55648.1991490863166330310304611386489192.7,7,1,1,-76.984474083369\-103.60121844247\-68.40960778396,0.99516255122462\0.09399390878764\-0.0285769443944\-0.0940705549395\0.99556462232586\-0.0013466501192,,,-70.97943136,1,MONOCHROME2,320,282,0.625\0.625,16,12,11,0,0.0,552.0,161,397,4.0,,,,,,,,,,,,,,,,,,,MRA-HEAD W/O CON History: I67.1 Aneurysm The study is compared to prior MRA MM/DD/YYYY And MM/DD/YYYY MRA of the intracranial arteries was performed on a 3 Tesla magnet utilizing 3D time-of-flight technique in the region of the circle of FIRSTNAME 3D reconstructions were performed on a workstation. INTERNAL CAROTID ARTERIES: The distal cervical as well as intracranial internal carotid arteries appear unremarkable. The internal carotid arteries bifurcate into the anterior and middle cerebral arterial circulation. THE ANTERIOR AND MIDDLE CEREBRAL ARTERIAL CIRCULATION: Again at the left M1 segment trifurcation point there is a broad-based sessile aneurysmal dilatation of the vessel extending slightly into the anterior segments felt to measure approximate 5 mm unaltered in size configuration and character. The anterior and middle cerebral arterial circulation remains otherwise unremarkable.. The anterior communicating artery is patent. VERTEBRAL BASILAR ARTERIAL CIRCULATION: The distal vertebral arteries appear unremarkable converging to form the basilar artery. The basilar artery appears unremarkable. THE POSTERIOR CEREBRAL ARTERIAL CIRCULATION: The posterior cerebral arterial circulation appears unremarkable. There is fetal origin left cerebral artery via the left posterior communicating artery. Both posterior communicating arteries are patent. Incidentally noted is moderate progression of paranasal sinus disease ------------------------- IMPRESSION: Continued interval stability broad-based aneurysmal dilatation left M1 trifurcation point ----- Page Break ----- I67.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,15,1.3.6.1.4.1.55648.1991490863166330310304611386489192/1.3.6.1.4.1.55648.1991490863166330310304611386489192.7,1.3.6.1.4.1.55648.1991490863166330310304611386489192/1.3.6.1.4.1.55648.1991490863166330310304611386489192.7.pkl
+,1.3.6.1.4.1.55648.1810185156862833138678152810314184/1.3.6.1.4.1.55648.1810185156862833138678152810314184.5,25,True,,17.37054133,0.000163317,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1810185156862833138678152810314184.5.25,20171205,,93921.8375,829471734,MR,Siemens,AX PD,Skyra,Patient_1875811994386648901,Patient_1875811994386648901,M,067Y,79.37867485,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.257166,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.1810185156862833138678152810314184,1.3.6.1.4.1.55648.1810185156862833138678152810314184.5,5,1,25,-103.1277292067\-35.459750875929\-154.20684212508,0.99943253892509\0.01326991989862\-0.0309598023837\2.2532295e-008\0.9191293608029\0.39395585807303,,,-131.1676936,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1701.0,670,1407,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain. Right lumbar radicular symptoms. Concern for spinal stenosis. Lower back pain with right sciatica, M54.41 Comparison PHI: None Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial proton density images. Findings: Coronal localizer image 7 of series 1 provides limited visualization of the lower portion of a mild thoracolumbar dextroscoliosis. There is mild anterolisthesis at L5-S1. There is no evidence of fracture, spondylolysis or osseous neoplasm. Modic degenerative endplate signal alterations and degenerative osteophytes are visualized at L3-L4, together with small Schmorl's nodes. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the L1-L2 level. Lower thoracic intervertebral levels from T11 to L1 are visualized only on sagittal images. There is a small disc bulge at T11-T12, without cord compression. L1-L2: Minimal spondylosis. Minimal bilateral facet arthrosis. Minimal disc bulge. L2-L3: Minimal spondylosis. Mild bilateral facet arthrosis. Minimal disc bulge. Borderline central canal stenosis. L3-L4: Moderate-to-severe spondylosis. Mild-to-moderate bilateral facet arthrosis. Large disc bulge, with osteophyte ridging. Bilateral foraminal stenosis, mild on the right severe on the left. Mild central canal stenosis. See axial images 13-14 of series 5. ----- Page Break ----- L4-L5: Minimal spondylosis. Mild-to-moderate bilateral facet arthrosis. Minimal disc bulge. Right foraminal disc protrusion, compressing the exiting right L4 nerve. See axial image 18 of series 5 and sagittal image 3 of series 2. L5-S1: Minimal spondylosis. Moderate-to-severe bilateral facet arthrosis. Small disc bulge, exaggerated with anterolisthesis. Bulging disc introduced to bilateral foraminal stenosis, with encroachment on both L5 nerves, more so on the left. See sagittal images 3 and 17 of series 2. The visualized paraspinal and abdominopelvic soft tissues are unremarkable in PHI appearance. ------------------------- IMPRESSION: Mild thoracolumbar dextroscoliosis. Mild L5-S1 anterolisthesis. Lumbar spondylosis and facet arthrosis as detailed above. Right foraminal disc protrusion at L4-L5, erosion of the exiting right L4 nerve. Central canal stenosis -- borderline at L2-L3, mild at L3-L4. Foraminal narrowing as noted. Other idiopathic scoliosis, lumbar region, M41.26 Spondylolisthesis, M43.16 Degeneration lumbar spine, M51.36 Degeneration L5-S1, M51.37 Herniated disc lumbar spine, M51.26 Spinal stenosis, M48.06 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.1810185156862833138678152810314184/1.3.6.1.4.1.55648.1810185156862833138678152810314184.5,1.3.6.1.4.1.55648.1810185156862833138678152810314184/1.3.6.1.4.1.55648.1810185156862833138678152810314184.5.pkl
+,1.3.6.1.4.1.55648.3327755890882841892548273800072819/1.3.6.1.4.1.55648.3327755890882841892548273800072819.9,50,True,,43.81131172,0.000200748,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3327755890882841892548273800072819.9.1,20161212,190517.615,190453.39,419024984,MR,Siemens,AX DWI_TRACEW,Aera,Patient_6523751700814383860,Patient_6523751700814383860,M,060Y,100.6975189,,HEAD,EP,SK\SP,PFP\FS,2D,*ep_b0,5.0,5700.0,115.0,2,63.673209,1H,1.0,1.5,6.0,143,71.0,100,100.0,815.0,syngo MR D13E,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.3327755890882841892548273800072819,1.3.6.1.4.1.55648.3327755890882841892548273800072819.9,9,1,1,-121.94656057225\-113.09451197667\-68.315479439238,0.99837229201604\-0.0567843930751\0.00531970278656\0.05669182055491\0.99826059099248\0.01618116045026,,,-65.75301415,1,MONOCHROME2,192,192,1.1979166269302\1.1979166269302,16,12,11,0,0.0,493.0,108,308,4.0,,,,,,,,,,,,,,,,,,,"EXAM: MRI-BRAIN W/O CON HISTORY: R56.9 Seizures M54.81 Head/Neck Pain R51 Headache/Facial Pain G44.329 Chronic post traumatic headache History of seizures. TECHNIQUE: MRI of the brain was performed on the 3.0 Tesla superconducting magnet. Examination consists of multiple pulse sequences acquired in sagittal, axial and coronal planes including T1, T2, and diffusion weighted. COMPARISON: None. FINDINGS: INTRACRANIAL HEMORRHAGE: None. MIDLINE SHIFT OR MASS EFFECT: None. VENTRICLES: Within normal limits. SULCI: Within normal limits. DIFFUSION WEIGHTED IMAGING: No restricted diffusion or acute infarct. Doctors. NAME RENCHYMA: Normal brain parenchymal signal characteristics and morphology. Normal myelination pattern. Normal mesial temporal lobes, hippocampal, parahippocampal gyri bilaterally. No evidence of mesial temporal sclerosis. MIDLINE STRUCTURES: Within normal limits. No LASTNAME malformation. VASCULAR FLOW VOIDS AND MAJOR DURAL SINUSES: Patent. SKULL AND OSSEOUS STRUCTURES. Unremarkable. VISUALIZED SINUSES: Moderate mucosal thickening ethmoid and mild mucosal thickening frontal sinuses. MIDDLE EARS AND MASTOIDS: Clear. ORBITS: Unremarkable. SOFT TISSUES: Unremarkable. ------------------------- IMPRESSION: Normal brain. Ethmoid and to lesser extent frontal sinusitis. ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",11,1.3.6.1.4.1.55648.3327755890882841892548273800072819/1.3.6.1.4.1.55648.3327755890882841892548273800072819.9,1.3.6.1.4.1.55648.3327755890882841892548273800072819/1.3.6.1.4.1.55648.3327755890882841892548273800072819.9.pkl
+,1.3.6.1.4.1.55648.469385947527700210541813834001496/1.3.6.1.4.1.55648.469385947527700210541813834001496.3001,48,True,,41.31832147,0.000171661,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.469385947527700210541813834001496.3001.48,20200806,,105818.9425,799879355,MR,Siemens,AX PD FS,MAGNETOM Vida,Patient_2448778367215548257,Patient_2448778367215548257,M,024Y,81.6466,,KNEE,SE,SP\SK,SP\CG\RG\FS\PER,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.25615,1H,,3.0,3.0,320,10.0,100,100.0,237.0,syngo MR XA11,AX PD FS,TxRx_Knee_18,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.469385947527700210541813834001496,1.3.6.1.4.1.55648.469385947527700210541813834001496.3001,3001,1,48,-146.85\-82.0286\-97.543,1\4.897e-12\0\-4.897e-12\1\0,,,-97.543,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1412.0,203,447,,,,,TxRx_Knee_18,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M23.601 Right knee ligament injury M25.561 Right knee pain TECHNIQUE: MR imaging of the right knee was performed without IV contrast on a 3.0 Tesla high-field wide-bore magnet. COMPARISON: None FINDINGS: LIGAMENTS: The cruciate and collateral ligaments are intact. EXTENSOR MECHANISM: Intact. Doctor FIRSTNAME LASTNAMERTMENT: There is fraying/scarring of the lateral meniscus posterior horn. The articular cartilage is preserved. Doctor FIRSTNAME LASTNAMERTMENT: There is deficiency of meniscal tissue along the course of the body segment and posterior horn which, in the absence of prior surgery is compatible with prior tearing and subsequent tissue resorption. There is focal high-grade cartilage loss along the lateral tibial plateau with subcortical cystic change and marrow edema. This focal region of cartilage loss is located centrally on sagittal images and somewhat peripherally on coronal images, spanning 5 x 4 mm. Doctor FIRSTNAME LASTNAMERTMENT: There is mild softening of patellar cartilage without cartilage defect. The trochlear cartilage is intact. BONES: There is no fracture or osseous lesion. JOINT FLUID: PHI is a small joint effusion. MUSCLES/TENDONS: Intact. NEUROVASCULAR STRUCTURES: Unremarkable. ----- Page Break ----- SUBCUTANEOUS TISSUES: Unremarkable. ------------------------- IMPRESSION: There is deficiency of meniscal tissue along the course of the medial meniscal body segment and posterior horn which, in the absence of prior surgery is compatible with prior tearing and subsequent tissue resorption. There is focal high-grade cartilage loss along the lateral tibial plateau with subcortical cystic change and marrow edema. Fraying/scarring of the lateral meniscus posterior horn. Mild patellar chondromalacia. Small right knee joint effusion. ICD 10 - Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",42,1.3.6.1.4.1.55648.469385947527700210541813834001496/1.3.6.1.4.1.55648.469385947527700210541813834001496.3001,1.3.6.1.4.1.55648.469385947527700210541813834001496/1.3.6.1.4.1.55648.469385947527700210541813834001496.3001.pkl
+,1.3.6.1.4.1.55648.37092556838591665769987849217011/1.3.6.1.4.1.55648.37092556838591665769987849217011.8,64,True,,51.26261473,0.000152826,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.37092556838591665769987849217011.8.1,20181205,,143732.78,652099874,MR,Siemens,AX DWI_TRACEW,Skyra,Patient_0564956008988232510,Patient_0564956008988232510,M,016Y,68.03886416,,BRAIN,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,6400.0,98.0,1,123.2493,1H,1.0,3.0,4.8,143,71.0,100,100.0,1040.0,syngo MR E11,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.37092556838591665769987849217011,1.3.6.1.4.1.55648.37092556838591665769987849217011.8,8,1,1,-126.48991962847\-99.11531372434\-96.392876460481,0.99704377832617\-0.0388550669864\0.06628716218518\0.02663091924931\0.98399123249054\0.17621591449609,,,-68.31350327,1,MONOCHROME2,192,192,1.3541666269302\1.3541666269302,16,12,11,0,0.0,2228.0,348,864,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN NON CONTRAST HISTORY: CLINICAL HISTORY: PHI_regex male with numbness, tingling, and weakness on the right side. Unsteady gait. TECHNIQUE: Sagittal, coronal, and axial images of the brain were obtained with a 3 Tesla MR scanner. COMPARISON: No prior correlative imaging was available for review. FINDINGS: An approximately 3.5 cm region of parenchymal tissue abnormality is present in the right side of the cerebellum. The abnormality is adjacent to the right side of the fourth ventricle. The right side of the fourth ventricle may be slightly flattened. The area of abnormality extends from the ependymal surface of the fourth ventricle into the right brachium pontis and the right dentate nucleus and to the anterior surface of the right brachium pontis. The region is characterized by scattered areas of abnormal signal with a small associated region of tissue loss and also includes susceptibility artifact consistent with remote blood products. No acute hemorrhages are demonstrated. No acute infarcts are demonstrated. Both vertebral arteries and the basilar artery appear to be normally developed and are patent. Both internal carotid arteries are also patent. An approximately 6 to 7 cm CSF containing structure is present in the posterior fossa between the inferior portions of the cerebellar hemispheres posterior to the inferior vermis and is consistent with a large cisterna magna or arachnoid cyst. A mild degree of remodeling of the overlying occipital bone is present. Otherwise, no mass effect from the cyst is present as the adjacent cerebellar hemispheres appear mildly hypoplastic in this region. The ventricular system is normal in size and position. Supratentorially, the brain is normal in signal and is normally formed. The paranasal sinuses are clear. The right middle turbinate is pneumatized (concha bullosa) and the nasal septum is deviated to the left. At the time of my review, we communicated with the referring physician. ----- Page Break ----- ------------------------- IMPRESSION: Old hemorrhagic infarct in the right side of the cerebellum. In general, some volume loss in this region is appreciated though slight flattening of the right side of the fourth ventricle suggests a mild degree of mass effect, possibly residual edema, is present. A follow-up scan would be useful for confirmation. Large cisterna magna or posterior fossa arachnoid cyst, a developmental variant. - Stroke/Cerebral Infarction I63.9, G 93.0 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",28,1.3.6.1.4.1.55648.37092556838591665769987849217011/1.3.6.1.4.1.55648.37092556838591665769987849217011.8,1.3.6.1.4.1.55648.37092556838591665769987849217011/1.3.6.1.4.1.55648.37092556838591665769987849217011.8.pkl
+,1.3.6.1.4.1.55648.3012400501241583127494450561450488/1.3.6.1.4.1.55648.3012400501241583127494450561450488.5,30,True,,26.70095253,0.000159025,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3012400501241583127494450561450488.5.30,20191029,,130655.2275,223816020,MR,Siemens,AX PD,Aera,Patient_6491971727424431631,Patient_6491971727424431631,M,049Y,99.79033409,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,43.0,1,63.679068,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,149,FFS,1.3.6.1.4.1.55648.3012400501241583127494450561450488,1.3.6.1.4.1.55648.3012400501241583127494450561450488.5,5,1,30,-100.67983215157\-30.39010837815\-190.78209669826,0.9998090247577\-0.0070259871667\0.01823594026636\-4.6408373e-008\0.93313604769378\0.35952345750233,,,-165.1002351,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,2983.0,806,1754,,,,,,,,,,,,,,,,,,,,"EXAM: 1.5 Tesla MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain M54.16 Lumbar radiculopathy R20.2 Upper and Lower Extremity LASTNAME and Needles R20.0 Numbness Lower/Upper Extremity M79.605 Left Leg Pain M62.830 Spasm of back muscles M62.81 Muscle weakness R26.2 Difficulty Walking TECHNIQUE: Axial and sagittal multi-weighted images of the lumbar spine were obtained on a 1.5 Tesla Tesla magnet. COMPARISON: None. FINDINGS: CONUS: Terminates in normal position and demonstrates normal signal characteristics. CAUDA EQUINA: Unremarkable. OSSEOUS STRUCTURES: Vertebral bodies are normal height without fractures. ALIGNMENT: No vertebral body listhesis is present. BONE MARROW: Normal bone marrow signal. No focal osseous lesion is seen. PARASPINAL SOFT TISSUES: Paraspinal soft tissues are unremarkable. T12-L1: No disc herniation, central canal, or foraminal stenosis. L1-L2: No disc herniation, central canal, or foraminal stenosis. L2-L3: There is desiccation of the intervertebral disc with diffuse bulge with mild intrusion into the left neural foramina. L3-L4: There is a large disc herniation with extrusion and apparent sequestration indenting the thecal sac on the left side and causing left foraminal stenosis. There is compression of the left L5 nerve root. L4-L5: There is diffuse disc protrusion with bilateral foraminal stenosis worse on the left side than the right. This is aggravated by facet arthrosis and hypertrophy of the ligamenta flava. L5-S1: There is intervertebral joint space narrowing with left lateral disc herniation causing stenosis of the left neural foramina and compression of the left S1 nerve root. ------------------------- IMPRESSION: ----- Page Break ----- Diffuse disc bulge at L2-L3 with mild intrusion into the left neural foramina Large disc herniation with extrusion and apparent sequestration of fragment caudally causing left foraminal stenosis and compression of the left L5 nerve root. Diffuse disc protrusion with bilateral foraminal stenosis at L4-L5. Left lateral disc herniation at L5-S1 ICD 10 - Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",33,1.3.6.1.4.1.55648.3012400501241583127494450561450488/1.3.6.1.4.1.55648.3012400501241583127494450561450488.5,1.3.6.1.4.1.55648.3012400501241583127494450561450488/1.3.6.1.4.1.55648.3012400501241583127494450561450488.5.pkl
+,1.3.6.1.4.1.55648.2674165130764830059107540824487692/1.3.6.1.4.1.55648.2674165130764830059107540824487692.6,25,True,,17.26239347,0.000160456,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2674165130764830059107540824487692.6.25,20180103,,94732.2725,329913162,MR,Siemens,AX PD,Skyra,Patient_3945127840029415395,Patient_3945127840029415395,F,042Y,57.60623832,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3440.0,38.0,1,123.231133,1H,1.0,3.0,4.4,288,9.0,75,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,180,FFS,1.3.6.1.4.1.55648.2674165130764830059107540824487692,1.3.6.1.4.1.55648.2674165130764830059107540824487692.6,6,1,25,-75.415976117306\-8.4759028658571\-29.122291484861,0.99779194154892\-0.020348401156\0.06322328645702\5.4169083e-008\0.95191193031329\0.30637179525411,,,-20.06068532,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1793.0,660,1420,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain radiating to left leg. Assess for disc herniation or canal stenosis. Lower back pain, M54.5 Lower back pain with left sciatica, M54.42 COMPARISON: None available. TECHNIQUE: MRI of the lumbar spine was performed on a 3 Tesla system without the use of intravenous contrast utilizing the following sequences: Sagittal STIR, T1 and T2; axial PD. Localizer was submitted. FINDINGS: This study assumes 5 lumbar type vertebral bodies. No evidence of vertebral body fracture. Alignment is preserved in the sagittal plane. Schmorl's formation with Modic type II endplate changes are noted at L4-L5. Marrow signal is otherwise within normal limits. The conus medullaris terminates at approximately L1 There is mild disc dessication at L4-L5 and L5-S1 with mild associated intervertebral height loss. L1-2: There is no significant posterior disc abnormality, central canal stenosis or foraminal narrowing. L2-3: There is no significant posterior disc abnormality, central canal stenosis or foraminal narrowing. L3-4: There is a shallow broad-based central disc protrusion, with annular fissure causing no canal stenosis or foraminal narrowing. L4-5: There is a moderate disc bulge contacting the descending L5 nerve roots bilaterally extending into the inferior margin of both neural foramina, asymmetric to the right, which in conjunction with osteophytic ridging causes moderate right and mild left foraminal ----- Page Break ----- narrowing with effacement of the ventral thecal sac. L5-S1: There is a central broad-based disc protrusion with annular fissure causing no canal stenosis or foraminal narrowing. The paravertebral soft tissues are unremarkable. No paraspinal muscular atrophy. Limited assessment of the included abdomen demonstrates no definite retroperitoneal mass. ------------------------- IMPRESSION: Schmorl's node formation with Modic type II endplate changes at L4-L5. Moderate disc bulge at L4-5 contacts the descending L5 nerve roots bilaterally, asymmetric to the right, extending into both neural foramina, right greater than left and in conjunction with osteophytic ridging, causes moderate right and mild left-sided foraminal narrowing. Smaller disc herniations are seen at L3-L4 and L5-S1, as described above. ICD 10 - Degeneration lumbar spine, M51.36 Schmorl's node lumbar region, M51.46 Herniated disc lumbar spine, M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.2674165130764830059107540824487692/1.3.6.1.4.1.55648.2674165130764830059107540824487692.6,1.3.6.1.4.1.55648.2674165130764830059107540824487692/1.3.6.1.4.1.55648.2674165130764830059107540824487692.6.pkl
+,1.3.6.1.4.1.55648.599891776079646906914972695711055/1.3.6.1.4.1.55648.599891776079646906914972695711055.6,25,True,,20.22383642,0.000128031,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.599891776079646906914972695711055.6.25,20181116,,173525.91,154610728,MR,Siemens,AX PD,Skyra,Patient_3888398759003641339,Patient_3888398759003641339,F,055Y,113.3981069,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.23265,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.599891776079646906914972695711055,1.3.6.1.4.1.55648.599891776079646906914972695711055.6,6,1,25,-92.063083344489\-21.593802932197\-8.4735682606296,0.99997047755531\0.00461040455222\-0.0061472097467\-4.2189936e-008\0.80000346652872\0.59999537793389,,,5.469701891,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2004.0,1103,2113,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: Five lumbar vertebral bodies are assumed. Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is maintained. There is grade MM/DD/YYYY anterolisthesis of L5 on S1 with partial fusion across the disc space. A small disc is identified at S1-S2. Please refer to the annotated image for level assignment. There are no focal aggressive osseous lesions. The vertebral body heights are intact. The conus terminates at L1 and the imaged lower spinal cord demonstrates normal signal intensity and morphology. The findings at the individual levels are as follows: T12-L1: Only evaluated in the sagittal plane. There is no significant central canal or neural foraminal stenosis. L1-L2: There is no significant central canal or neural foraminal stenosis. L2-L3 : There is no significant central canal or neural foraminal stenosis. L3-L4 : There is no significant central canal or neural foraminal stenosis. Mild bilateral facet arthrosis is noted. L4-L5: There is no significant central canal or neural foraminal stenosis. There is moderate left greater than right facet arthrosis. L5-S1: Severe bilateral facet arthrosis is noted. And partial fusion across the disc space with spondylolisthesis contribute to severe bilateral neural foraminal stenosis, left greater than right, with likely impingement of the exiting L5 nerve roots. The descending ----- Page Break ----- S1 nerve roots are likely abutted. The posterior paraspinal muscles are symmetric. ------------------------- IMPRESSION: Grade MM/DD/YYYY anterolisthesis of L5 on S1 with partial fusion across the disc space. In conjunction with bilateral facet arthrosis, severe neural foraminal stenosis results with impingement of the exiting L5 nerve roots and likely abutment of the descending S1 nerve roots. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",49,1.3.6.1.4.1.55648.599891776079646906914972695711055/1.3.6.1.4.1.55648.599891776079646906914972695711055.6,1.3.6.1.4.1.55648.599891776079646906914972695711055/1.3.6.1.4.1.55648.599891776079646906914972695711055.6.pkl
+,1.3.6.1.4.1.55648.1235691896937022876095062914484476/1.3.6.1.4.1.55648.1235691896937022876095062914484476.11,696,True,,679.5556169,0.000252008,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1235691896937022876095062914484476.11.1,20190325,,,579008923,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_2700988416122682273,Patient_2700988416122682273,M,067Y,70.30682629,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.230983,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.1235691896937022876095062914484476,1.3.6.1.4.1.55648.1235691896937022876095062914484476.11,11,1,1,-78.798476754703\-33.911141009839\40.081293639726,0.99999999870834\-2.3093234e-005\-4.52771812e-005\2.0797718e-008\0.89100639620616\-0.4539907509187,,,20.31333956,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,473.0,312,652,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (7 ng/ml), no biopsy. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 8 cc Gadavist was administered. FINDINGS: Prostate size: 5.2 [transverse] x 4 [AP] x 4.1 [CC] cm, about 44 cc in volume. Lesion : 1 PI-RADS Assessment Category: 5 T2-weighted images: 5, spindle-shaped circumscribed, homogeneous moderate hypodense mass, 1.5 cm Diffusion-weighted images: 5, focal markedly decreased ADC and markedly increased signal on ultra high b-value images,1.5 cm. Dynamic post-contrast images: Positive, early hyperperfusion. Size: 1.7 x 1 cm as measured on image 15 of series 5, ADC Location: Right posterolateral peripheral zone, midgland to apex. Extra-prostatic extension: None, although bulging capsule the possibility for capsular/perineural infiltration. Lesion : 2 PI-RADS Assessment Category: 4 T2-weighted images: 4, lenticular homogeneous moderate decreased signal, Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images, Dynamic post-contrast images: Negative, no early hyperperfusion. Size: 1 x 0.6 cm as measured on image 15 of series 8, ax T2. Location: Right lateral periphery of transition zone, midgland. Extra-prostatic extension: None. ----- Page Break ----- Additional peripheral zone findings: Bilateral indistinct T2 hypointensity and linear/wedge-shaped fibrosis with diffuse pattern of mild enhancement, favoring postinflammatory change, more so on the left, PI-RADS 2. Additional transition zone findings: Heterogeneous and enlarged, consistent with BPH, mildly distending the bladder neck without intravesical extension. Asymmetric with more prominent and large hypertrophic nodule on the right side. Anterior intramuscular stroma: Hypertrophy at the anterior midline Bladder: Unremarkable. Seminal vesicle: More distended or cystic segment of tubule on the left, otherwise unremarkable. GI: Sigmoid diverticulosis. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: Bilateral hip OA.. ------------------------- IMPRESSION: 1.7 x 1 cm PIRADS 5 lesion at the right posterolateral peripheral zone, midgland to apex with possible capsular/perineural infiltration. 1 x 0.6 cm PIRADS 4 lesion at the right lateral transition zone, midgland. BPH. N40.0 Sigmoid diverticulosis. K57.30. Bilateral hip OA. M16.0 PI-RADS v2 Assessment Categories ----- Page Break ----- PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.1235691896937022876095062914484476/1.3.6.1.4.1.55648.1235691896937022876095062914484476.11,1.3.6.1.4.1.55648.1235691896937022876095062914484476/1.3.6.1.4.1.55648.1235691896937022876095062914484476.11.pkl
+,1.3.6.1.4.1.55648.1884814586401934966180452317752306/1.3.6.1.4.1.55648.1884814586401934966180452317752306.12,696,True,,670.7103956,0.000359535,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1884814586401934966180452317752306.12.1,20200721,,,317008928,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_39306336593101124,Patient_39306336593101124,M,071Y,77.11071271,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.220397,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.1884814586401934966180452317752306,1.3.6.1.4.1.55648.1884814586401934966180452317752306.12,12,1,1,-33.25301361084\-82.168674468994\2.6084337383509,1\0\0\0\1\0,,,2.608433738,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,587.0,361,748,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (8 ng/ml), negative biopsy 7 months ago. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 8 cc Gadavist was administered. FINDINGS: Prostate size: 4.7 [transverse] x 2.6 [AP] x 3.7 [CC] cm, about 24 cc in volume, leaning posteriorly, on top of the lower rectum. Postbiopsy hemorrhage: None Lesion: PI-RADS Assessment Category: 5 T2-weighted images: Lenticular homogeneous moderate hypodense mass, 1.5 cm Diffusion-weighted images: . Dynamic post-contrast images: Size: 2.3 x 0.8 cm as measured on image 16 of series 7, ax T2 Location: Anterior transition zone, midgland to right and left, midgland towards base and apex with a small focus extending to the left anterior wall of urethra. Extra-prostatic extension: None, although infiltrating the anterior fibromuscular stroma Additional peripheral zone findings: Some mild indistinct and scattering linear T2 hypointensity bilaterally. Additional transition zone findings: Heterogeneous and nodular, without enlargement, consistent with minimal BPH. Bladder: Unremarkable. Seminal vesicle: Mild asymmetry with fewer and less distended tubules on the left. ----- Page Break ----- GI: Nondilated bowel. Lymph nodes: No adenopathy. Osseous structures: No suspicious lesion. Small synovial herniation pit at the left anterior femoral head neck junction. Additional findings: Partially seen right-sided hydrocele, small on the left, and a tiny 4 mm T2 hyperintensity, probably cyst within the upper pole of right testicle. Correlate with testicular ultrasound. ------------------------- IMPRESSION: 2.3 x 0.8 cm PIRADS 5 lesion at the anterior transition zone, midline to right and left, midgland towards base and apex with a small focus extending to the left anterior wall of urethra, infiltrating the anterior fibromuscular stroma. No extraprostatic extension or adenopathy or suspicious bone lesion. PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.1884814586401934966180452317752306/1.3.6.1.4.1.55648.1884814586401934966180452317752306.12,1.3.6.1.4.1.55648.1884814586401934966180452317752306/1.3.6.1.4.1.55648.1884814586401934966180452317752306.12.pkl
+,1.3.6.1.4.1.55648.514156886466456185538735391626586/1.3.6.1.4.1.55648.514156886466456185538735391626586.20,104,True,,99.90776944,0.000154734,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.514156886466456185538735391626586.20.1,20171005,,144531.3075,74479239,MR,Siemens,COR T1 FS POST,Skyra_fit,Patient_6116904458150954292,Patient_6116904458150954292,M,078Y,113.3981069,,PANCREAS,GR,SP\OSP,PFP\FS,3D,*fl3d1,2.5,3.16,1.1,1,123.230325,1H,1.0,3.0,,283,1.0,75,100.0,600.0,syngo MR D13B,COR T1 FS POST,Body,0\288\216\0,ROW,9,FFS,1.3.6.1.4.1.55648.514156886466456185538735391626586,1.3.6.1.4.1.55648.514156886466456185538735391626586.20,20,1,1,-205.12638378143\-177.81129837036\222.57471680641,1\0\0\0\0\-1,,,-177.8112984,1,MONOCHROME2,288,288,1.388888835907\1.388888835907,16,12,11,0,0.0,303.0,384,818,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T ABD/ADoctor LASTNAME /LIVER PRE AND POST IV CONTRAST History: History of gastric and pancreatic carcinomas. C16.9; C25.9 An MR examination of the abdomen and MRCP were performed with images obtained in multiple planes both before and following intravenous contrast administration of 11 cc Gadavist. Comparison is made with prior studies, the most recent dated MM/DD/YYYY. The visualized portions of the lung bases are normal. No pleural or pericardial effusions are present. The liver is normal in size and demonstrates a heterogeneous signal intensity pattern consistent with fatty infiltration with areas of focal sparing. Cysts are noted in the right and left hepatic lobes, the largest measuring approximately 1.5 cm in maximum diameter. No additional discrete hepatic lesions are identified. The biliary tree is nondilated. The CBD measures 7 mm in maximum diameter. No strictures, filling defects or enhancing lesions are identified within the biliary tree. A few, less than 1 cm gallstones are noted. The gallbladder otherwise appears normal. The spleen and adrenal glands are normal in size and signal characteristics and show no focal lesions. An oval-shaped, complex, heterogeneous enhancing mass is present in the body of the pancreas, measuring approximately 4 x 5 x 7 cm in the longitudinal, AP and transverse dimensions. This partially encases the splenic artery and is consistent with a carcinoma. The fat planes about the SMA are preserved. No additional focal pancreatic lesions are identified. There is no evidence of pancreatic ductal dilatation. An approximately 3 cm filling defect is noted in the splenic vein, at the level of the aforementioned carcinoma, consistent with thrombus. The remainder of the splenic vein and portal veins appear normal. ----- Page Break ----- The kidneys are normal in size, shape and position. There is no evidence of hydronephrosis. Bilateral renal cysts are noted, the largest measuring approximately 1 cm in maximum diameter. No additional discrete renal masses are identified. Oval-shaped, enhancing structures are present in the greater omentum, anterior to the left hepatic lobe, demonstrating maximum diameters of approximately 1 and 3 cm, respectively. These have not changed significantly in size compared with prior studies dating to MM/DD/YYYY and are likely iatrogenic. No additional discrete omental masses are identified. No enlarged lymph nodes or fluid collections are seen within the abdomen. The patient is status post partial gastrectomy. The remaining visualized bowel and mesentery appear normal. No focal bony lesions are identified. ------------------------- IMPRESSION: 1. Pancreatic carcinoma with partial thrombosis of the splenic vein. There is no evidence of metastatic disease within the abdomen. 2. Cholelithiasis. C25.9; K80.20 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.514156886466456185538735391626586/1.3.6.1.4.1.55648.514156886466456185538735391626586.20,1.3.6.1.4.1.55648.514156886466456185538735391626586/1.3.6.1.4.1.55648.514156886466456185538735391626586.20.pkl
+,1.3.6.1.4.1.55648.225368170666540153814205200153247/1.3.6.1.4.1.55648.225368170666540153814205200153247.6,30,True,,23.68346906,0.000256538,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.225368170666540153814205200153247.6.30,20191001,,182453.115,112679567,MR,Siemens,AX PD,Skyra,Patient_3755552511249989235,Patient_3755552511249989235,M,035Y,79.37867485,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.260256,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,150,FFS,1.3.6.1.4.1.55648.225368170666540153814205200153247,1.3.6.1.4.1.55648.225368170666540153814205200153247.6,6,1,30,-110.16063834314\-13.779508988333\-96.899379260199,0.99768022171022\0.02085851502728\-0.0648004441274\1.3318529e-008\0.95190088456639\0.30640611280084,,,-95.31146113,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2215.0,789,1602,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post motor vehicle collision in MONTH XX. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: No prior studies available for comparison. FINDINGS: The lumbosacral spine is normally aligned. Vertebral height and configuration are generally normal, although there may be mild anterior wedging of the L2 vertebral body. Please correlate with plain films. Evaluation of vertebral marrow signal demonstrates generally mild multilevel vertebral endplate changes, with Modic type I changes at L4-L5 posteriorly and at L5-S1 toward the left. There is also a small round hyperintense focus within the right side of the L4 vertebral body peripherally, as seen on T2-weighted/STIR images, which is a nonspecific finding that is of uncertain etiology or significance. There is loss of disc signal from L1-L2 through L5-S1, on the T2-weighted sequence, associated with disc space narrowing and vertebral spurring. This reflects disc desiccation. The remainder of the visualized disc spaces maintain relatively normal height and signal intensity characteristics. There are intraosseous discal herniations at T11-T12, L1-L2 and L2-L3. There is no evidence of disc bulge or herniation at T12-L1. At L1-L2, there is also broad right paracentral posterior herniation of the disc, which flattens the right ventral thecal sac. At L2-L3, there is broad posterocentral herniation of the disc, slightly larger on the ----- Page Break ----- right, which also deforms the ventral thecal sac. At L3-L4, there is annular bulging, which flattens the ventral thecal sac. At L4-L5, there is a left paracentral superior disc extrusion along the posterior aspect of the L4 vertebral body. This is superimposed upon annular bulging and posterior/posterolateral vertebral spurring, slightly larger on the right. Findings result in effacement of the ventral epidural fat and bilateral foraminal encroachment, slightly more marked on the right. At L5-S1, there is posterocentral herniation of the disc, superimposed upon annular bulging and posterior/posterolateral vertebral spurring, slightly larger on the left. Findings result in ventral canal encroachment, as well as predominant left foraminal encroachment with impingement of the exiting left L5 nerve root. The facet joints demonstrate normal alignment. There is developmental asymmetry of facet joint orientation at L5-S1. There are facet joint effusions at multiple levels. There is no evidence of central spinal stenosis. The neural foramina are bilaterally patent, with the exceptions noted above. The conus medullaris is normal in position and appearance. There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Questionable mild anterior wedging of L2, which raises the possibility of a chronic compression deformity. Please correlate with plain films. 2. Intraosseous discal herniations at T11-T12, L1-L2 and L2-L3. 3. Broad right paracentral disc herniation at L1-L2, which flattens the right ventral thecal sac. 4. Broad posterocentral disc herniation at L2-L3, slightly larger on the right, with mass effect on the thecal sac. 5. Annular bulge at L3-L4, which flattens the thecal sac. 6. Left paracentral superior disc extrusion at L4-L5, superimposed upon annular bulging/vertebral spurring, slightly asymmetric toward the right. Findings result in: A) effacement of the ventral epidural fat. B) bilateral foraminal encroachment, slightly more marked on the right. ----- Page Break ----- 7. Posterocentral disc herniation at L5-S1, superimposed upon annular bulging/vertebral spurring, asymmetric toward the left. Findings result in: A) effacement of the ventral epidural fat. B) predominant left foraminal encroachment with impingement of the exiting left L5 nerve root. 8. Multilevel facet joint effusions. 9. Small nonspecific focus of signal abnormality within the right peripheral aspect of L4. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.225368170666540153814205200153247/1.3.6.1.4.1.55648.225368170666540153814205200153247.6,1.3.6.1.4.1.55648.225368170666540153814205200153247/1.3.6.1.4.1.55648.225368170666540153814205200153247.6.pkl
+,1.3.6.1.4.1.55648.0774653913429466155827297398433560/1.3.6.1.4.1.55648.0774653913429466155827297398433560.7,40,True,,34.17337656,0.000190973,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0774653913429466155827297398433560.7.40,20190117,,172123.135,509234854,MR,Siemens,AX PD FS,Skyra,Patient_8795869934172194491,Patient_8795869934172194491,M,015Y,72.57478843,,KNEE,SE,SK\SP,SAT1\FS,2D,*tse2d1_12,3.0,3500.0,31.0,1,123.157921,1H,1.0,3.0,3.0,319,12.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.0774653913429466155827297398433560,1.3.6.1.4.1.55648.0774653913429466155827297398433560.7,7,1,40,-148.39297597708\-62.58277951417\-82.343372344971,0.99317064908569\-0.1166707409538\0\0.11667074095381\0.99317064908569\0,,,-82.34337234,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,736.0,437,900,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M23.206 Right derangement dur to old tear, injury Additional history: Follow-up meniscal repair Technique: MRI of the right knee was performed with sagittal, axial and coronal proton density pulse sequences including fat suppression techniques. Examination was performed on a 3.0 Tesla ultra high field wide bore magnet. COMPARISON: MRI MM/DD/YYYY Findings: There is a bucket-handle tear of the lateral meniscus; this is similar to that seen on prior examination and may reflect persistent or recurrent tear. There is further signal alteration of posterior horn and body segment remnant presumably postsurgical in nature. The medial meniscus demonstrates normal morphology and no evidence for tear. There is a chronic tear of anterior cruciate ligament; there is poor visualization of tibial footprint where osseous deformity may reflect chronic avulsion fracture. The torn lateral meniscal segment appears interposed in the expected region of ACL footprint with subjacent bone marrow edema. The posterior cruciate ligament is intact. The medial collateral ligament and lateral collateral ligament complex are within normal limits. The extensor mechanism is intact. There is mild patchy bone marrow edema of posterior medial tibial plateau either stress related or mild resolving bone contusion. There is subtle osteochondral irregularity at peripheral posterior lateral tibial plateau. No acute osteochondral fracture is demonstrated. There is moderate anterior translation of tibia. ----- Page Break ----- The medullary bone marrow signal intensity is within normal limits. There is no joint effusion or popliteal cyst. ------------------------- IMPRESSION: Persistent versus recurrent bucket-handle tear of lateral meniscus. Poor visualization of anterior cruciate ligament at footprint and overall attenuation associated with moderate degree of anterior translation of tibia consistent with chronic complete tear. Degeneration of ACL as a result of long-standing displaced bucket-handle tear may have similar appearance. Subtle osteochondral irregularity, posterior peripheral medial tibial plateau. Mild stress reaction versus bone contusion, medial tibial plateau. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",37,1.3.6.1.4.1.55648.0774653913429466155827297398433560/1.3.6.1.4.1.55648.0774653913429466155827297398433560.7,1.3.6.1.4.1.55648.0774653913429466155827297398433560/1.3.6.1.4.1.55648.0774653913429466155827297398433560.7.pkl
+,1.3.6.1.4.1.55648.3511815295245629602834115953601168/1.3.6.1.4.1.55648.3511815295245629602834115953601168.20,176,True,,167.8699875,0.000250101,ISO_IR 100,ORIGINAL\PRIMARY\M\ND\NORM\FM3_2\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3511815295245629602834115953601168.20.1,20200423,,,527837399,MR,Siemens,AX 3D MPRAGE,Aera,Patient_2142143638816003698,Patient_2142143638816003698,F,024Y,75.74993543,,HEAD,GR\IR,SK\SP\MP,IR,3D,*tfl3d1_16,1.0,2200.0,3.24,1,63.67649,1H,1.0,1.5,,231,1.0,100,90.625,160.0,syngo MR E11,AX 3D MPRAGE,Body,0\256\232\0,ROW,8,HFS,1.3.6.1.4.1.55648.3511815295245629602834115953601168,1.3.6.1.4.1.55648.3511815295245629602834115953601168.20,20,1,1,-95.195990709904\-124.20845899306\-101.14829731557,0.9906733249479\0.06028064576117\0.12219904657273\-0.0673636244517\0.99622892937291\0.05468146286674,,,-81.21156272,1,MONOCHROME2,256,232,0.9765625\0.9765625,16,12,11,0,0.0,110.0,58,158,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T BRAIN AND PITUITARY PRE AND POST IV CONTRAST HISTORY: R51 Headache/Facial Pain R55 Syncope Technique: Multiplanar, multisequence MR imaging of the brain and pituitary gland was performed with and without 4cc Gadavist. Findings: Pituitary: The pituitary gland is normal in signal and homogenous in enhancement without focal lesion. The sella is normal in caliber. The cavernous sinuses and suprasellar cistern are within normal limits. Brain: The ventricles, sulci, and cisterns are normal in caliber for patient's age without evidence for hydrocephalus. There are multiple foci of white matter signal abnormality with involvement of periventricular white matter, subcortical white matter and posterior fossa. Several the white matter lesions (approximately 7) demonstrate enhancement. Overall findings are highly suggestive of demyelinating disease. Clinical correlation and follow-up is recommended. There is no evidence of intra-axial mass or abnormal enhancement.. The craniocervical junction is within normal limits. Diffusion weighted imaging demonstrates no evidence for acute infarction. Several of the white matter lesions are hyperintense on diffusion imaging Flow voids: The flow voids at the skull base are unremarkable. Extra-axial spaces:There is no extra-axial collection or extra-axial mass. Extracranial findings: The visualized portions of the orbits, paranasal sinuses, mastoid air cells are unremarkable. ------------------------- IMPRESSION: ----- Page Break ----- Multiple white matter lesions with appearance and distribution highly suggestive of demyelinating disease. Several of the lesions demonstrate enhancement. Clinical correlation and follow-up is recommended. Findings discussed with Doctor FIRSTNAME LASTNAME by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",29,1.3.6.1.4.1.55648.3511815295245629602834115953601168/1.3.6.1.4.1.55648.3511815295245629602834115953601168.20,1.3.6.1.4.1.55648.3511815295245629602834115953601168/1.3.6.1.4.1.55648.3511815295245629602834115953601168.20.pkl
+,1.3.6.1.4.1.55648.355984169611986421275407521167257/1.3.6.1.4.1.55648.355984169611986421275407521167257.3,40,True,,31.25127625,0.000163317,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.355984169611986421275407521167257.3.40,20170313,,151927.785,672941983,MR,Siemens,AX PD FS,Skyra,Patient_5717809453004839279,Patient_5717809453004839279,F,050Y,181.4369711,,KNEE,SE,SK\SP\OSP,PFP\SAT1\FS,2D,*tse2d1_12,3.0,3000.0,44.0,1,123.153378,1H,1.0,3.0,3.0,290,10.0,90,100.0,235.0,syngo MR E11,AX PD FS,Body,320\0\0\288,COL,150,FFS,1.3.6.1.4.1.55648.355984169611986421275407521167257,1.3.6.1.4.1.55648.355984169611986421275407521167257.3,3,1,40,32.066871413451\-45.237042733529\-81.483466308578,0.98328470603975\0.13803537831177\0.1187325616781\-0.1504636580563\0.98323742494844\0.10297987077612,,,-78.36970028,1,MONOCHROME2,320,320,0.46875\0.46875,16,12,11,0,0.0,1012.0,257,774,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST History: M25.462 Left knee effusion M25.562 Left knee pain Technique: MRI of the left knee was performed on a 3.0 Tesla Ultra High Field Wide Bore MRI unit with sagittal, axial and coronal proton density pulse sequences including fat suppression techniques. Findings: BONES: There is no fracture or avascular necrosis. There is no focal osseous lesion. LIGAMENTS: There is mucoid degeneration of the ACL and a chronic low-grade partial tear at the tibial attachment. The PCL is unremarkable. There is a mild sprain of the MCL with mild stranding soft tissue edema. Fibulocollateral ligament is intact. Distal popliteus tendon is intact. MENISCI: There is a complex tear of the medial meniscus. Moderate radial component abutting the posterior root extends from the free edge to the outer third. The posterior root itself is degenerated and frayed. There is also horizontal tearing along the medial meniscal body which is partially extruded medial gutter. The lateral meniscus is preserved. JOINTS: There is full-thickness cartilage loss at the central and peripheral aspect of the medial compartment. There are small joint line osteophytes. There is reactive bone marrow edema within the medial femoral condyle. There is chondral fissuring extending close to the tidemark at the lateral tibial plateau. Patellofemoral cartilage is preserved. There is a large joint effusion. A popliteal cyst measures up to 6.5 cm. MISCELLANEOUS: Quadriceps and patellar tendons are intact. Regional musculature is preserved. ----- Page Break ----- Subcutaneous tissues are unremarkable. ------------------------- IMPRESSION: Complex tear of the medial meniscus. Advanced medial compartment arthrosis. Mild MCL sprain. There is mucoid degeneration of the ACL and a chronic low-grade partial tear at the tibial attachment. ICD 10 - Osteoarthritis, M17.12 Medial meniscal tear - complex, S83.232A MCL (Medial Collateral Ligament) Sprain/Tear, S83.412A Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",9,1.3.6.1.4.1.55648.355984169611986421275407521167257/1.3.6.1.4.1.55648.355984169611986421275407521167257.3,1.3.6.1.4.1.55648.355984169611986421275407521167257/1.3.6.1.4.1.55648.355984169611986421275407521167257.3.pkl
+,1.3.6.1.4.1.55648.1118008076584628332895571489135118/1.3.6.1.4.1.55648.1118008076584628332895571489135118.11,80,True,,69.08511376,0.000190258,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1118008076584628332895571489135118.11.80,20180124,192823.404,192748.6425,601624778,MR,Siemens,AX T1 FS POST 1,Aera,Patient_7000443645554014459,Patient_7000443645554014459,M,052Y,99.79033409,,ABDOMEN,GR,SP\OSP,FS,3D,*fl3d1,3.0,4.85,2.41,1,63.67314,1H,1.0,1.5,,253,1.0,75,81.25,345.0,syngo MR E11,AX T1 FS POST 1,Body,320\0\0\195,COL,10,FFS,1.3.6.1.4.1.55648.1118008076584628332895571489135118,1.3.6.1.4.1.55648.1118008076584628332895571489135118.11,11,1,80,-181.32530117035\-154.375\-99.222891569138,1\0\0\0\1\0,,,-99.22289157,1,MONOCHROME2,260,320,1.1875\1.1875,16,12,11,0,0.0,435.0,228,528,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"EXAM: MRI-ABD/ADoctor LASTNAME /LIVER PRE AND POST IV CONTRAST HISTORY: N28.89 Other specified disorders of kidney and ureter C64.2 Malignant neoplasm of left kidney, except renal pelvis N13.39 Other hydronephrosis History of left renal mass. Follow-up abnormal ultrasound. TECHNIQUE: Multiplanar multiecho MR sequences of the abdomen obtained on a 1.5 Tesla superconducting magnet without and with intravenous contrast including dynamic postgadolinium images. Contrast dose: 10 mL Doctor FIRSTNAME LASTNAMERISON: Ultrasound MM/DD/YYYY. FINDINGS: LIVER: Unremarkable. SPLEEN: Unremarkable. KIDNEYS: In the upper pole of the left kidney there is a well-circumscribed mass measuring 2.3 x 2.0 cm on transaxial imaging x 2.4 cm in craniocaudal dimensions. This was likely overestimated in size on the ultrasound. This is hypointense on the T2-weighted images and does demonstrate some homogeneous enhancement on the delayed phase images correspond to a solid mass and I could not exclude the possibility of a renal cell carcinoma. The right kidney is normal. There is no hydronephrosis. The left renal vein is normal. No perinephric adenopathy. ADoctor FIRSTNAME LASTNAME : Doctors. NAME NCREAS: Unremarkable. GALLBLADDER: Unremarkable. No biliary dilatation. BOWEL: The bowel is unremarkable. No acute abnormality. ADENOPATHY: No lymphadenopathy. VASCULATURE: The vasculature is patent. ----- Page Break ----- ASCITES: None. OSSEOUS STRUCTURES: Degenerative changes of the spine are present. SOFT TISSUES: Unremarkable. ------------------------- IMPRESSION: 2.3 x 2.0 x 2.4 cm left superior pole partially exophytic renal mass corresponding to the ultrasound finding. This was the side as well as overestimated on ultrasound. However this is solid and demonstrates mild homogeneous enhancement on delayed images. The possibility of a renal cell carcinoma is not excluded. No evidence of metastatic disease. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.1118008076584628332895571489135118/1.3.6.1.4.1.55648.1118008076584628332895571489135118.11,1.3.6.1.4.1.55648.1118008076584628332895571489135118/1.3.6.1.4.1.55648.1118008076584628332895571489135118.11.pkl
+,1.3.6.1.4.1.55648.6348128039244116966611798252346027/1.3.6.1.4.1.55648.6348128039244116966611798252346027.5,27,True,,17.25972891,0.000152826,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6348128039244116966611798252346027.5.27,20181226,,164436.1725,421317983,MR,Siemens,AX PD,Skyra,Patient_9609652869508418240,Patient_9609652869508418240,M,031Y,95.25440982,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.239646,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,168,FFS,1.3.6.1.4.1.55648.6348128039244116966611798252346027,1.3.6.1.4.1.55648.6348128039244116966611798252346027.5,5,1,27,-111.98264644706\-18.577422655523\-107.04423577554,0.9958134146697\0.05253378742737\-0.0748053764272\-2.9226869e-008\0.81835731248589\0.57470976074961,,,-86.83800403,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1908.0,739,1549,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain with left lumbar radicular symptoms. Lower back pain with left sciatica, M54.42 Comparison PHI: Lumbar spine radiographs from PHI/DD/YYYY. Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial proton density images. Findings: Coronal localizer image 7 of series 1 provides partial visualization of the lower portion of a mild thoracolumbar levoscoliosis. No spondylolisthesis is visualized. There is no evidence of fracture, spondylolysis or osseous neoplasm. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the T12-L1 level. Lower thoracic intervertebral levels from T11 to L1 are visualized only on sagittal images. There is minimal spondylosis at T11-T12. Sagittal images PHI of series 2 demonstrate a small right paracentral disc protrusion at T11-T12, mildly effacing the ventral thecal sac. This may be further assessed with dedicated noncontrast MR imaging of the thoracic spine if clinically warranted. L1-L2: No spondylotic changes. Facet joints are unremarkable. L2-L3: No spondylotic changes. Facet joints are unremarkable. L3-L4: Very minimal spondylosis. Facet joints are unremarkable. L4-L5: Minimal spondylosis. Mild bilateral facet arthrosis. Small disc bulge. Large left-sided disc protrusion, extending from the midline into the left neural foramen, ----- Page Break ----- compressing the left ventral thecal sac, the left L5 nerve root, and to a lesser extent the exiting left L4 nerve. Resulting mild central canal stenosis. See axial image 21 of series 5 and sagittal images PHI of series 2. L5-S1: Minimal spondylosis. Facet joints are unremarkable. Moderate broad-based right paracentral disc protrusion, producing compression of the thecal sac and the right S1 nerve root. See axial image 26 of series 5. The visualized paraspinal and abdominopelvic soft tissues are unremarkable in PHI appearance. ------------------------- IMPRESSION: Lower lumbar spondylosis. Left-sided disc protrusion at L4-L5, compressing the left L5 nerve root, and to a lesser extent the exiting left L4 nerve. Right-sided disc protrusion at L5-S1, compressing the right S1 nerve root. Mild central canal stenosis at L4-L5. Mild thoracolumbar levoscoliosis. M51.36 M51.26 M51.27 M48.06 M41.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.6348128039244116966611798252346027/1.3.6.1.4.1.55648.6348128039244116966611798252346027.5,1.3.6.1.4.1.55648.6348128039244116966611798252346027/1.3.6.1.4.1.55648.6348128039244116966611798252346027.5.pkl
+,1.3.6.1.4.1.55648.17184093896622248848243855795309/1.3.6.1.4.1.55648.17184093896622248848243855795309.8,45,True,,40.6240871,0.000332594,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.17184093896622248848243855795309.8.45,20190723,,170558.4475,162506656,MR,Siemens,AX PD FS,Skyra,Patient_5937360589691909038,Patient_5937360589691909038,M,023Y,81.64663699,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.259932,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.17184093896622248848243855795309,1.3.6.1.4.1.55648.17184093896622248848243855795309.8,8,1,45,-159.11317670963\-76.668861895647\-77.671686066916,0.9841445843206\-0.1770597142453\-0.0104544126479\0.17707556269618\0.98419707456048\0.00060292820348,,,-79.10016504,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,881.0,527,1093,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: Knee pain for several months following basketball injury COMPARISON: No prior MRI is available for comparison. TECHNIQUE: The right knee was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Fat-saturated proton density images were obtained in the axial, coronal and sagittal planes together with sagittal proton density images. FINDINGS: The skin and subcutis are unremarkable. There is a small-to-moderate joint effusion. No popliteal cyst is visualized. Nondisplaced trabecular fractures are noted involving the posterior aspects of both medial and lateral tibial plateaus. A small focus of subcortical bone contusion is noted along the medial aspect of the medial femoral condyle. No arthritic changes are visualized. The medial meniscus is unremarkable in PHI appearance, without evidence of degeneration or tear. The lateral meniscus is unremarkable in PHI appearance, without evidence of degeneration or tear. There is severe derangement of the ACL. It is torn with thickening and waviness of its fibers. The appearance suggests that a few remnants of the ligament may remain continuous. This is likely due to scarring. ----- Page Break ----- The PCL is unremarkable. The collateral ligaments are unremarkable. A tibial collateral ligament bursa is noted. The iliotibial band, fibular collateral ligament and biceps femoris tendon are unremarkable. The popliteus muscle-tendon unit is unremarkable. The extensor mechanism is unremarkable. There is a large flap tear involving the lateral retropatellar cartilage with subcortical cyst formation and edema in the adjacent patella. ------------------------- IMPRESSION: The anterior cruciate ligament is torn, the presence of bone injury involving the posterior aspects of both medial and lateral tibial plateaus and the medial femoral condyle are compatible with a recent translational event. A few fibers of the ligament may remain continuous, this is likely due to scarring. Large flap tear involving the lateral retropatellar cartilage with subcortical cyst formation and edema in the adjacent patella Tibial collateral ligament bursitis Acute ACL tear, S83.511A Cartilage injury, S83.31XA Bursitis, Other. M70.51 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",23,1.3.6.1.4.1.55648.17184093896622248848243855795309/1.3.6.1.4.1.55648.17184093896622248848243855795309.8,1.3.6.1.4.1.55648.17184093896622248848243855795309/1.3.6.1.4.1.55648.17184093896622248848243855795309.8.pkl
+,1.3.6.1.4.1.55648.1933492131405111278722609065595419/1.3.6.1.4.1.55648.1933492131405111278722609065595419.7,27,True,,24.47745538,0.000135183,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1933492131405111278722609065595419.7.27,20190402,,81258.4875,288669049,MR,Siemens,AXI T2,Skyra,Patient_3962634442980126096,Patient_3962634442980126096,M,052Y,81.64663699,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_10,4.0,3500.0,86.0,1,123.220381,1H,1.0,3.0,4.4,270,10.0,70,100.0,225.0,syngo MR E11,AXI T2,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.1933492131405111278722609065595419,1.3.6.1.4.1.55648.1933492131405111278722609065595419.7,7,1,27,-99.044409240396\-13.532538154034\-66.19105928377,0.99981328454311\0.01012710925867\-0.0164571476626\1.535211e-009\0.85166673440703\0.52408374665169,,,-51.18521911,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2010.0,648,1398,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain, Pt hit by car MONTH XX. ICD- M51.36 Degeneration lumbar spine M51.16 Intervertebral disc disorders w radiculopathy, lumbar region M54.5 Lower Back Pain M54.31 Sciatica right side M54.32 Sciatica left side Technique: MRI of the lumbar spine was performed on a 3.0 Tesla ultra high field magnetic resonance imaging unit utilizing sagittal T2, T1 and STIR sequences as well as angled axial proton density images through the disc spaces. There are no prior studies available for comparison. Findings: Vertebral bodies are normal in height without a fracture or pars defect. Signal arising from bone marrow does not demonstrate an aggressive osseous lesion or infiltrative process. The lower cord and conus are normal in signal and morphology. At L1-2, There is no focal disc protrusion, thecal sac compression or foraminal compromise. Facet joints are preserved. At L2-3, There is no focal disc protrusion, thecal sac compression or foraminal compromise. Facet joints are preserved. At L3-4, a left foraminal disc protrusion and mild osteophytic spurring. There is a minimal disc bulge. There is no facet arthrosis. There is no thecal sac compression. There is moderate left foraminal stenosis with abutment of exiting nerve root. At L4-5, there is a left foraminal disc protrusion and a small disc bulge. There is no facet arthrosis. There is no thecal sac compression. There is mild to moderate left foraminal stenosis. At L5-S1, There is no disc protrusion. There is moderate facet arthrosis, right greater than left. There is no thecal sac compression. There is no foraminal stenosis. Paraspinal musculature is symmetric. There is no bulky lymphadenopathy. ----- Page Break ----- ------------------------- IMPRESSION: Left foraminal disc protrusions at L3-L4 and L4-L5. There is left foraminal stenosis at both levels, more pronounced at L4-L5. ICD 10 - Herniated disc lumbar spine, M51.26 Spinal stenosis, M48.061 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",84,1.3.6.1.4.1.55648.1933492131405111278722609065595419/1.3.6.1.4.1.55648.1933492131405111278722609065595419.7,1.3.6.1.4.1.55648.1933492131405111278722609065595419/1.3.6.1.4.1.55648.1933492131405111278722609065595419.7.pkl
+,1.3.6.1.4.1.55648.7163914779751099674967339508462474/1.3.6.1.4.1.55648.7163914779751099674967339508462474.10,80,True,,70.18840075,0.00018096,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7163914779751099674967339508462474.10.1,20170619,,92725.8625,939125198,MR,Siemens,COR T1 FS POST,Aera,Patient_0042064427514266616,Patient_0042064427514266616,M,061Y,99.79033409,,ABDOMEN,GR,SP\OSP,PFP\FS,3D,*fl3d1,3.0,3.8,1.39,1,63.678276,1H,1.0,1.5,,283,1.0,73,100.0,445.0,syngo MR E11,COR T1 FS POST,Body,0\320\234\0,ROW,10,FFS,1.3.6.1.4.1.55648.7163914779751099674967339508462474,1.3.6.1.4.1.55648.7163914779751099674967339508462474.10,10,1,1,-251.98795127869\-172.47590255737\225,1\0\0\0\0\-1,,,-172.4759026,1,MONOCHROME2,320,320,1.40625\1.40625,16,12,11,0,0.0,2105.0,206,483,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T ABD/ADoctor LASTNAME /LIVER PRE AND POST IV CONTRAST History: Hepatoma, status post FIRSTNAME to segment 4 lesion on MM/DD/YYYY, follow-up tumor treatment. An MRI of the abdomen without and with 9 cc Eovist was obtained on a 1.5 Tesla high field wide bore MRI. Comparison is made with contrast enhanced abdominal MRI from PHI/DD/YYYY and MM/DD/YYYY. Liver: There is continue decrease in size in nonenhancing FIRSTNAME lesion at junction segment 4a and 8. It now measures 2.4 x 2.1 cm based on axial image 11 of series 5 versus 2.7 x 2.6 cm previously. There is no significant change in subcentimeter arterial phase nodular enhancing focus more anteriorly showing washout. There are now two additional subcentimeter washout foci. One is in the right hepatic lobe segment 7 measuring about 7.4 mm on image 26 of series 17. The other one is in the left hepatic lobe segment MM/DD/YYYY measuring about 7.1 mm on image 16 of series 17. They are barely visible in the arterial phase. They were not seen previously. They're considered LR 3 intermediate probability for hepatoma. Continue monitoring is advised. Periportal nodes are stable. The rest of the abdominal structures are stable. Spleen: Remains enlarged measuring up to 14.9 cm in length. There is no suspicious mass. Gallbladder/biliary tree: Gallbladder fundal adenomyomatosis is seen. Gallbladder is not pathologically distended. There is no biliary dilatation. Pancreas: There is no pancreatitis. There is no pancreatic ductal dilatation. There is no suspicious mass. ----- Page Break ----- Adrenals: There is no suspicious adrenal mass. Kidneys: Stable cysts are seen in the right kidney. There is no suspicious mass. There is no obstructive uropathy. Retroperitoneum: Stable small para-aortic nodes. Abdominal aorta is not aneurysmal. GI: Visualized GI tract shows nonspecific, nonobstructive bowel gas pattern. Bony structures, abdominal wall, soft tissue: No suspicious finding. ------------------------- IMPRESSION: Continue decrease in size in FIRSTNAME lesion, now measuring 2.4 x 2.1 cm. Interval development of two subcentimeter LR 3 lesions as described. Continue monitoring with Eovist contrast. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.7163914779751099674967339508462474/1.3.6.1.4.1.55648.7163914779751099674967339508462474.10,1.3.6.1.4.1.55648.7163914779751099674967339508462474/1.3.6.1.4.1.55648.7163914779751099674967339508462474.10.pkl
+,1.3.6.1.4.1.55648.1564308015592389518465790047381521/1.3.6.1.4.1.55648.1564308015592389518465790047381521.5,26,True,,17.75601077,0.000159979,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1564308015592389518465790047381521.5.26,20170918,,115257.825,749553307,MR,Siemens,AX PD,Aera,Patient_9463754667558654155,Patient_9463754667558654155,F,048Y,81.64663699,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,43.0,1,63.676347,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,HFS,1.3.6.1.4.1.55648.1564308015592389518465790047381521,1.3.6.1.4.1.55648.1564308015592389518465790047381521.5,5,1,26,-98.257749497546\-29.258372036162\-535.41647047618,0.99970042366468\-0.0117821982571\0.02145326848962\-2.2242768e-008\0.87651031253966\0.48138308239035,,,-452.6722679,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,2700.0,829,1767,4.0,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Doctor FIRSTNAME LASTNAMERISON: None available. TECHNIQUE: MRI of the lumbar spine was performed with multiple sequences performed in sagittal and axial planes on a 1.5 Tesla high-field wide-bore magnet. FINDINGS: Vertebral body heights: Maintained. Alignment: Normal. Marrow signal: No acute fracture or marrow replacing lesion is seen Spinal canal: The conus terminates at L1 and is unremarkable Paravertebral soft tissues: Numerous enlarged retroperitoneal lymph nodes are seen. Discs: There is degenerative disc disease with decreased T2 signal at L3-4 and L4-5 L1-2: There is no significant posterior disc abnormality, spinal canal or foraminal stenosis. L2-3: There is no significant posterior disc abnormality, spinal canal or foraminal stenosis. L3-4: There is diffuse disc bulging with a superimposed left foraminal disc herniation resulting in moderate left foraminal narrowing. Subarticular stenosis impinges the descending left L4 nerve roots ----- Page Break ----- L4-5: There is diffuse disc bulging, ligamentum flavum thickening facet arthropathy resulting in moderate bilateral foraminal narrowing and mild central canal stenosis L5-S1: There is a small central disc herniation without central canal stenosis or foraminal narrowing ------------------------- IMPRESSION: Enlarged retroperitoneal lymph nodes. CT of the abdomen and pelvis with contrast recommended Left foraminal disc herniation at L3-4 results in moderate foraminal narrowing and impinges the descending left L4 nerve roots Mild central canal stenosis at L4-5 with moderate foraminal narrowing Additional milder degenerative changes as above Findings discussed with Doctor LASTNAME at the time of dictation ICD 10 - Other biomechanical lesion, M99.83 Spinal stenosis, M48.06 Herniated disc lumbar spine, M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",40,1.3.6.1.4.1.55648.1564308015592389518465790047381521/1.3.6.1.4.1.55648.1564308015592389518465790047381521.5,1.3.6.1.4.1.55648.1564308015592389518465790047381521/1.3.6.1.4.1.55648.1564308015592389518465790047381521.5.pkl
+,1.3.6.1.4.1.55648.048131864376895760220166414895712/1.3.6.1.4.1.55648.048131864376895760220166414895712.13001,176,True,,161.0092962,0.000177622,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.048131864376895760220166414895712.13001.176,20181215,,140202.74,297897787,MR,Siemens,SAG 3D FLAIR,MAGNETOM Vida,Patient_5286475170637181826,Patient_5286475170637181826,M,084Y,77.1106,,BRAIN,SE,SP\SK,PFP\PFF\PER,3D,*spcir_284ns,1.0,5000.0,394.0,1,123.174271,1H,,3.0,,256,256.0,100,100.0,781.0,syngo MR XA10,SAG 3D FLAIR,Body,0\256\256\0,ROW,120,HFS,1.3.6.1.4.1.55648.048131864376895760220166414895712,1.3.6.1.4.1.55648.048131864376895760220166414895712.13001,13001,1,176,99.0558\-221.304\60.7197,-0.0093773\0.887769\0.460194\0.000888923\0.460221\-0.887804,,,97.6095,1,MONOCHROME2,512,512,0.488281\0.488281,16,12,11,0,0.0,484.0,240,455,,,,,HeadNeck_20_TCS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T BRAIN NON CONTRAST HISTORY: CLINICAL HISTORY: 84-year-old male with dizziness. Hypertension, high cholesterol TECHNIQUE: Sagittal, coronal, and axial images of the brain were obtained with a 3 Tesla MR scanner. COMPARISON: No prior correlative imaging was available for review. FINDINGS: A 5 mm focal area of abnormal signal in the medial left thalamus is consistent with an acute/subacute infarct. Numerous other focal areas of abnormal parenchymal signal generally 1 cm or less in size are also present in the subcortical, deep, and periventricular white matter of the hemispheres. Slightly larger more confluent areas of abnormal signal are present in the white matter around the atria of the lateral ventricles, all findings consistent with cerebrovascular disease. A small area of abnormal signal in the medial cortex of the left cerebellar hemisphere is also present and could represent a small remote cerebellar infarct. A 9 mm ovoid area of porencephaly is present in the inferior right putamen that is consistent with a prominent perivascular space, a normal developmental variant. No intracranial hemorrhages or masses are demonstrated. Midline structures are normal in position and ventricles are normal in size. The major vessels are patent. The paranasal sinuses are clear. The nasal septum is deviated to the right. At the time of my review we contacted the office of the referring physician and anticipate a return call. However, we discussed the findings with the caregiver who was with the patient (Geraldine LASTNAME cell PHI) who appeared to understand well and will be transporting the patient expeditiously to the emergency room for further evaluation. ------------------------- IMPRESSION: Acute/subacute lacunar type infarct in the left thalamus. Moderate chronic ----- Page Break ----- leukoencephalopathy consistent with a baseline of cerebrovascular disease. - Stroke/Cerebral Infarction I63.9 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",28,1.3.6.1.4.1.55648.048131864376895760220166414895712/1.3.6.1.4.1.55648.048131864376895760220166414895712.13001,1.3.6.1.4.1.55648.048131864376895760220166414895712/1.3.6.1.4.1.55648.048131864376895760220166414895712.13001.pkl
+,1.3.6.1.4.1.55648.949949341651038306828830972991593/1.3.6.1.4.1.55648.949949341651038306828830972991593.9001,112,True,,87.1472435,0.000172853,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS3D\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.949949341651038306828830972991593.9001.1,20200322,,,940949047,MR,Siemens,III_AAspine_scout,MAGNETOM Vida,Patient_6635451607642861708,Patient_6635451607642861708,F,030Y,77.1106,,,GR,SK,PFP\PFF\CG\RG\PER,3D,*fl3d1,1.7,3.3,1.27,1,123.202683,1H,,3.0,,240,1.0,100,100.0,548.0,syngo MR XA11,III_AAspine_scout,Body,240\0\0\240,COL,8,HFS,1.3.6.1.4.1.55648.949949341651038306828830972991593,1.3.6.1.4.1.55648.949949341651038306828830972991593.9001,9001,1,1,-200\-59.35\-220,1\0\0\0\0\-1,,,-59.35,1,MONOCHROME2,240,240,1.66667\1.66667,16,12,11,0,0.0,445.0,39,106,,,,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post motor vehicle collision in MONTH XX. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: MRI examination of the lumbar spine dated MM/DD/YYYY. FINDINGS: The lumbosacral spine is normally aligned. Vertebral height and marrow signal are normal. The lumbar disc spaces continue to maintain normal height, signal intensity characteristics and morphology. There is no evidence of lumbar disc bulge or herniation. The facet joints demonstrate normal alignment. There is no evidence of central spinal stenosis. The neural foramina are bilaterally patent. The conus medullaris is normal in position and appearance. There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Normal MRI examination of the lumbar spine. 2. No significant interval change since the previous study of MONTH XX. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.949949341651038306828830972991593/1.3.6.1.4.1.55648.949949341651038306828830972991593.9001,1.3.6.1.4.1.55648.949949341651038306828830972991593/1.3.6.1.4.1.55648.949949341651038306828830972991593.9001.pkl
+,1.3.6.1.4.1.55648.9279332027952440119455441979887195/1.3.6.1.4.1.55648.9279332027952440119455441979887195.8001,25,True,,18.57546902,0.000200033,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9279332027952440119455441979887195.8001.25,20190701,,110806.8875,903784930,MR,Siemens,AX PD,MAGNETOM Vida,Patient_4981913618015915746,Patient_4981913618015915746,F,053Y,77.1106,,LSPINE,SE,SP\SK,SP\PER,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.173969,1H,,3.0,4.4,224,9.0,70,100.0,223.0,syngo MR XA10,AX PD,Body,320\0\0\224,COL,180,HFS,1.3.6.1.4.1.55648.9279332027952440119455441979887195,1.3.6.1.4.1.55648.9279332027952440119455441979887195.8001,8001,1,25,-96.6574\-23.9266\-526.148,0.987536\-0.083493\0.133425\0.00520874\0.864577\0.502473,,,-422.393,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1653.0,924,1837,,,,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post motor vehicle collision on MM/DD/YYYY. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: No prior studies available for comparison. FINDINGS: Sagittal images demonstrate exaggeration of the normal lumbar lordosis. Vertebral height and marrow signal are normal. The lumbar disc spaces maintain normal height. There is loss of disc signal at the L4-L5 level, on the T2-weighted sequence, which reflects disc desiccation. The remainder of the lumbar intervertebral discs maintain relatively normal signal intensity characteristics for the patient's age. There is no evidence of disc bulge or herniation from T12-L1 through L3-L4. At L4-L5, there is broad right-sided herniation of the disc, which deforms the ventral thecal sac, including the region of the right L5 nerve root origin, and encroaches upon the right neural foramen. There is no evidence of disc bulge or herniation at L5-S1. The facet joints demonstrate normal alignment. There is bilateral facet joint arthropathy at L4-L5, more marked on the right. There is right facet joint arthropathy at L5-S1. There is also a small neocyst posterior to left facet joint at L5-S1. There is no evidence of central spinal stenosis. In fact the lumbar spinal canal and thecal sac are capacious. The neural foramina are bilaterally patent, with the exception of the right foramen at L4-L5, as described above. Incidental note is also made of a ----- Page Break ----- meningeal cyst within the right neural foramen at L2-L3. The conus medullaris is normal in position and appearance. There are no prevertebral or paraspinal abnormalities. There is nonspecific edema of the posterior subcutaneous fat, which is likely related to patient body habitus. ------------------------- IMPRESSION: 1. Broad right-sided disc herniation at L4-L5, which results in: A) mass effect on the ventral thecal sac, including the region of the right L5 nerve root origin. B) right foraminal encroachment. 2. Bilateral facet joint arthropathy at L4-L5, more marked on the right, and right facet joint arthropathy at L5-S1. 3. Lumbar hyperlordosis. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.9279332027952440119455441979887195/1.3.6.1.4.1.55648.9279332027952440119455441979887195.8001,1.3.6.1.4.1.55648.9279332027952440119455441979887195/1.3.6.1.4.1.55648.9279332027952440119455441979887195.8001.pkl
+,1.3.6.1.4.1.55648.6099174844351729395894751957651208/1.3.6.1.4.1.55648.6099174844351729395894751957651208.5,18,True,,18.52055788,0.000211477,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6099174844351729395894751957651208.5.18,20171029,,142516.4925,630821525,MR,Siemens,AX T2 STAR,Skyra,Patient_1705573555278571870,Patient_1705573555278571870,F,054Y,58.9670156,,BRAIN,GR,SP\OSP,SAT2,2D,*me2d1r3,3.0,420.0,12.0,1,123.231159,1H,1.0,3.0,3.54,397,3.0,100,100.0,220.0,syngo MR E11,AX T2 STAR,Body,256\0\0\256,COL,30,HFS,1.3.6.1.4.1.55648.6099174844351729395894751957651208,1.3.6.1.4.1.55648.6099174844351729395894751957651208.5,5,1,18,-102.02442425111\-37.856741807716\-191.18090002089,0.99841316072855\0.03392594070282\-0.0449465352553\-3.969783e-009\0.79815480391091\0.60245241222352,,,-135.3244276,1,MONOCHROME2,512,512,0.3515625\0.3515625,16,12,11,0,0.0,886.0,404,871,4.0,,,,,,,,,,,,,,,,,,,"History: Neck pain and headaches with dizziness MRI-3T CERVICAL SPINE NON CONTRAST History: M54.2 Cervical/ Neck Pain R51 Headache/Facial Pain MRI examination of the cervical spine was performed 3.0 Tesla ultra high field wide bore magnet. Multiplanar multi-sequential techniques were used. Examination was performed under moderate conscious sedation, with intravenous medications administered by a Board Certified Anesthesiologist. Pulse oximetry, heart rate and BP were continuously monitored. Sagittal imaging demonstrates normal alignment with straightening and a degenerative appearance of the vertebral bodies. The spinal cord has normal signal. Review of individual levels demonstrates mild noncompressive degenerative spondylitic change consisting of osteophytic disc ridge complexes extending from C3-4 through C6-7. There is no disc herniation or canal or foraminal compromise. ------------------------- IMPRESSION: Mild noncompressive degenerative spondylitic change. ICD 10 - Cervical disc degeneration C2-3 and C3-4, M50.31 Cervical disc degeneration C4-5, C5-6, C6-7, M50.32 Abnormal straightening cervical curve, M40.40 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.6099174844351729395894751957651208/1.3.6.1.4.1.55648.6099174844351729395894751957651208.5,1.3.6.1.4.1.55648.6099174844351729395894751957651208/1.3.6.1.4.1.55648.6099174844351729395894751957651208.5.pkl
+,1.3.6.1.4.1.55648.830371192881068392703463855418537/1.3.6.1.4.1.55648.830371192881068392703463855418537.9,40,True,,35.90248227,0.000162601,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.830371192881068392703463855418537.9.40,20191224,,85009.26,176833333,MR,Siemens,AX T1 FS POST,Aera,Patient_1940993094107057844,Patient_1940993094107057844,M,058Y,113.3981069,,SPINE,SE,SK\SP,SAT1\FS,2D,*tse2d1_3,3.0,638.0,10.0,1,63.676195,1H,1.0,1.5,3.0,255,3.0,100,100.0,150.0,syngo MR E11,AX T1 FS POST,Body,256\0\0\256,COL,150,FFS,1.3.6.1.4.1.55648.830371192881068392703463855418537,1.3.6.1.4.1.55648.830371192881068392703463855418537.9,9,1,40,-25.542167663574\-87.228916168213\-76.572288513184,1\0\0\0\1\0,,,-76.57228851,1,MONOCHROME2,256,256,0.859375\0.859375,16,12,11,0,0.0,1123.0,221,578,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"EXAM: MRV-PELVIS PRE AND POST IV CONTRAST, MRI-SACRUM/COCCYX PRE AND POST IV CONTRAST, MRI-LEFT HIP PRE AND POST IV CONTRAST HISTORY: History of prostate cancer with abnormal PET/CT. TECHNIQUE: MRI of the sacrum and coccyx and left hip as well as MRV of the pelvis with and without 9 mL Gadavist intravenously. COMPARISON: Right thigh MRI MM/DD/YYYY. Lumbar spine MRI performed concurrently. CT chest, abdomen, and pelvis MM/DD/YYYY. FINDINGS: MRV of the pelvis: The distal IVC is patent. The common iliac veins are patent. Do not see any thrombosis or stenosis of the left iliac vein. No evidence to suggest MONTH LASTNAME syndrome. Left internal iliac vein is patent. There is significant asymmetry of the left external iliac vein which is markedly attenuated compared to the right distal remains somewhat patent without complete thrombosis or stenosis. The left common femoral vein is patent. The right common iliac vein, external iliac vein and common femoral vein are patent. Proximal superficial femoral veins are patent. There are several collateral vessels within the anterior pelvic wall. Findings may reflect chronic partial thrombosis of the left external iliac vein. Iliac arteries are patent. Common femoral arteries and proximal to mid superficial femoral arteries are patent. Sacrum/coccyx and left hip MRI with and without contrast: Post surgical changes from bone graft donor site in the bilateral iliac bones. Mild osteoarthrosis of the sacroiliac joints. Partial imaging of degenerative changes of the lower lumbar spine better seen on the lumbar spine MRI. Please refer to that report. Degenerative bone marrow edema with anterolisthesis of L4 on L5. No lesions in the sacrum or coccyx to suggest metastatic disease. Significant left hip osteoarthrosis is present with superolateral joint space narrowing and peripheral osteophyte formation. Associated moderate left hip joint effusion with synovial proliferation and loose intra-articular bodies. Degenerative left labral ----- Page Break ----- tearing. There is significant edema in the left femoral neck may reflect stress changes or developing stress fracture but I do not see any definite evidence to suggest osseous metastatic disease. Findings suggesting underlying cam type femoral acetabular impingement. Significant left iliopsoas bursitis is present with a large loose body in the iliopsoas bursa measuring 4 x 3.7 cm. Evidence of remote avulsion injury of the left hamstrings tendon with significant heterotopic ossification. The remainder the tendons are intact without acute injury. Muscles are normal. Sciatic, femoral, obturator nerves are unremarkable. Pubic symphysis which is mild osteophytic changes but no secondary cleft sign or evidence of adductor aponeurosis tear. Prominent lymph nodes in the groin, left greater than right are again noted. ------------------------- IMPRESSION: No definite evidence of metastatic disease. Severe left hip osteoarthrosis with joint effusion and loose intra-articular bodies and large loose body within significant iliopsoas bursitis. Significant edema in the left femoral neck which may reflect stress changes or developing stress fracture but I do not see any definite evidence of metastatic lesion. Old avulsion injury of the left hamstrings tendon origin. No acute tendon tear. Significant attenuation of the left external iliac vein but no definite evidence of MONTH LASTNAME syndrome. This may reflect chronic partial thrombosis with collateral flow in the anterior pelvic wall. Remainder the venous structures are patent. Mild osteoarthrosis of the sacroiliac joints with degenerative changes of lower lumbar spine. ----- Page Break ----- Prominent bilateral inguinal lymph nodes are again noted. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",62,1.3.6.1.4.1.55648.830371192881068392703463855418537/1.3.6.1.4.1.55648.830371192881068392703463855418537.9,1.3.6.1.4.1.55648.830371192881068392703463855418537/1.3.6.1.4.1.55648.830371192881068392703463855418537.9.pkl
+,1.3.6.1.4.1.55648.099674130535034586772325879935540/1.3.6.1.4.1.55648.099674130535034586772325879935540.10,754,True,,735.2281682,0.000717163,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.099674130535034586772325879935540.10.1,20170509,,,980233517,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_2987048899781667833,Patient_2987048899781667833,M,073Y,79.83226728,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.220618,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.099674130535034586772325879935540,1.3.6.1.4.1.55648.099674130535034586772325879935540.10,10,1,1,-89.580782490357\-92.814497074387\-14.774168020906,0.99999992332787\0.00014864251858\0.00036228394155\-5.6822044e-008\0.9252118428287\-0.3794509795606,,,-48.85270419,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,686.0,349,718,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA, status post negative biopsy. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 8 cc Gadavist was administered. FINDINGS: Prostate size: 5 [CC] x 2.7 [AP] x 4.2 [transverse] cm, about 40 cc in volume. Status post biopsy hemorrhage: None Lesion 1: PI-RADS Assessment Category: 4 T2-weighted images: Non-circumscribed, homogeneously hypointense mass, inferiorly to and inseparable from hypertrophic nodule. Diffusion-weighted images: Focal marked decreased ADC and increased signal on ultra high b-value DWI images. Dynamic post-contrast images: No definite focal early hyperenhancement relative to the background of transition zone heterogeneous hyperenhancement, therefore the possibility of the lesion representing more fibrotic component of hypertrophic nodule cannot be excluded. Size: 13 x 14 mm as measured on image 12 of DWI series 4 and 5. Location: Left anterior transition zone, midgland to apex. Extra-prostatic extension: None. Lesion 2 PI-RADS Assessment Category: 4 T2-weighted images: Non-circumscribed, homogeneously hypointensity, inseparable from hypertrophic nodule. Diffusion-weighted images: Focal marked decreased ADC and increased signal on ultra high b-value DWI images. ----- Page Break ----- Dynamic post-contrast images: No definite focal early hyperenhancement although obscured by the background of transition zone heterogeneous hyperenhancement, therefore the possibility of the lesion representing more fibrotic component of hypertrophic nodule cannot be excluded. Size: 10 x 5 mm as measured on image 13 of ADC series 4. Location: Left posterolateral transition zone, midgland. Extra-prostatic extension: None. Additional peripheral zone findings: Slight linear fibrosis scattered bilaterally. Additional transition zone findings: Heterogeneous and mildly enlarged due to hypertrophy with slightly bulge through the neck. Bladder: Significant post void residual at the beginning of scan and multiple tiny diverticula. Seminal vesicles: Unremarkable. Inguinal region: Transit high-riding versus undescended left testicle within the left inguinal canal throughout the scan, please correlate clinically. No inguinal hernia. Lymph nodes: No adenopathy. Bones: No suspicious lesion. ------------------------- IMPRESSION: 13 x 14 mm PI-RADS 4 lesion at the left anterior transition zone, midgland to apex. D40.0 10 x 5 mm PI-RADS 4 lesion at the left posterolateral transition zone, midgland. D40.0 No adenopathy or pelvic bone lesion. Questioning undescended left testicle, correlate with clinical assessment. Q53.9 PI-RADS? v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) ----- Page Break ----- PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.099674130535034586772325879935540/1.3.6.1.4.1.55648.099674130535034586772325879935540.10,1.3.6.1.4.1.55648.099674130535034586772325879935540/1.3.6.1.4.1.55648.099674130535034586772325879935540.10.pkl
+,1.3.6.1.4.1.55648.1066989289483310533505532127506544/1.3.6.1.4.1.55648.1066989289483310533505532127506544.4,28,True,,27.65689468,0.000163078,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1066989289483310533505532127506544.4.28,20200523,,141646.1975,176703099,MR,Siemens,AX PD,Skyra,Patient_4973633919060823562,Patient_4973633919060823562,F,055Y,71.21401115,,SHOULDER,SE,SK\SP\OSP,,2D,*tseR2d1_8,3.0,3500.0,34.0,1,123.232739,1H,1.0,3.0,3.0,575,8.0,100,100.0,200.0,syngo MR E11,AX PD,Body,0\384\384\0,ROW,160,HFS,1.3.6.1.4.1.55648.1066989289483310533505532127506544,1.3.6.1.4.1.55648.1066989289483310533505532127506544.4,4,1,28,73.8072681427\-70.045160293579\6.8013916015625,1\0\0\0\1\0,,,6.801391602,1,MONOCHROME2,384,384,0.33854165673256\0.33854165673256,16,12,11,0,0.0,1068.0,522,1116,,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT SHOULDER NON CONTRAST History: Bilateral shoulder pain. ICD- M25.512 Left shoulder pain M25.312 Left shoulder instability M25.612 Left shoulder stiffness M75.122 Left shoulder rotator cuff chronic tendon Tear/Sprain Technique: MRI of the left shoulder was performed with multiple sequences including proton density with and without fat suppression in oblique sagittal and oblique coronal planes and proton density and gradient echo in axial plane. Comparison is made to the prior study of MM/DD/YYYY Findings: BONES: There is no fracture or dislocation. Signal arising from bone marrow is unremarkable. There is no focal osseous lesion. AC JOINT: There is mild AC joint arthrosis. The acromion is laterally downsloping and there is a small subacromial spur. There is mild subacromial/subdeltoid bursitis. ROTATOR CUFF: There is moderate supraspinatus tendinosis. There is fraying of the articular margin. Moderate to high-grade partial-thickness articular sided tear at the central posterior aspect of supraspinatus insertion measures 9 mm in PHI dimension. In comparison to the prior study there is mild remodeling of the fibers adjacent to the tear. Tear is unchanged in size since the prior exam. There is moderate infraspinatus and subscapularis tendinosis with mild fraying of the articular margins. Teres minor tendon is intact. MUSCLES: There is no muscle atrophy or denervation effect. BICEPS: There is moderate long head of the biceps tendinosis, most pronounced within the rotator interval. There is mild biceps tenosynovitis with a small amount of fluid in the distal biceps tendon sheath. The short head of the biceps tendon is unremarkable. GLENOHUMERAL JOINT: There is intrasubstance degeneration and fraying of the superior ----- Page Break ----- labrum. There is preservation of cartilage at the glenohumeral joint space. Joint capsule is not thickened or detached. There is no joint effusion. ------------------------- IMPRESSION: Stable rotator cuff tendinosis again with a small moderate to high-grade partial-thickness articular sided tear at the insertion. In comparison to the prior study there is remodeling of the previous tendon fibers adjacent to the tear and the tear is unchanged in size. Moderate long head of biceps tendinosis. AC joint arthrosis and a small subacromial spur. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",26,1.3.6.1.4.1.55648.1066989289483310533505532127506544/1.3.6.1.4.1.55648.1066989289483310533505532127506544.4,1.3.6.1.4.1.55648.1066989289483310533505532127506544/1.3.6.1.4.1.55648.1066989289483310533505532127506544.4.pkl
+,1.3.6.1.4.1.55648.6796145073485561887507908031385311/1.3.6.1.4.1.55648.6796145073485561887507908031385311.9,88,True,,79.85285401,0.000211716,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6796145073485561887507908031385311.9.88,20170902,,91539.43,397989128,MR,Siemens,AX T1 FS PRE,Skyra,Patient_8380432985307899381,Patient_8380432985307899381,M,051Y,111.1301448,,ABDOMEN,GR,SP\OSP,PFP\SFS,3D,*fl3d1,3.0,3.32,1.26,1,123.23138,1H,1.0,3.0,,229,1.0,75,87.5,445.0,syngo MR E11,AX T1 FS PRE,Body,320\0\0\210,COL,9,FFS,1.3.6.1.4.1.55648.6796145073485561887507908031385311,1.3.6.1.4.1.55648.6796145073485561887507908031385311.9,9,1,88,-245.89691162109\-203.10523414612\-135.56024096534,1\0\0\0\1\0,,,-135.560241,1,MONOCHROME2,280,320,1.328125\1.328125,16,12,11,0,0.0,256.0,112,289,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: Follow-up N28.1 Cyst of kidney, acquired E66.01 Obesity Technique: Magnetic resonance imaging of the abdomen was performed on a 3.0 Tesla ultra high field wide bore system. A multiplanar multisequence examination was performed with images obtained before and after the intravenous administration of 11.1 cc Gadavist. Comparison: MRI abdomen MM/DD/YYYY Findings: Gastric banding is noted. LIVER: Early morphologic changes of cirrhosis. Enlargement of caudate lobe with mild lobulated hepatic contour. No suspicious focal lesions. No biliary ductal dilatation. No perihepatic ascites. Patent portal, hepatic veins. Moderate hepatic steatosis. GALLBLADDER/BILIARY TREE: Cholelithiasis is present. There is no intrahepatic or extrahepatic biliary ductal dilatation. . Extra hepatic biliary duct measures 0.5 cm. SPLEEN: The spleen is enlarged. Spleen measures up to 14.0 cm. PANCREAS: Normal size and signal characteristics. No abnormal enhancement or pancreatic mass. No pancreatic ductal dilatation. ADoctor LASTNAME : No discrete adrenal nodule. KIDNEYS: Normal size. Symmetric enhancement. No hydronephrosis. ----- Page Break ----- Right kidney: * Increased size of solid mid right posterior enhancing 2.1 x 2.3 cm mass (series 3 image 16) from prior of approximately 1 cm. * Additional solid faint 1.1 x 0.8 cm (series 2 image 14) mid right posterior hypoenhancing lesion (series 3 image 14) slight increase in size from prior of 0.8 x 0.7 cm. * Several punctate nonenhancing cystic foci largest of which demonstrates lobulated appearance mid right lateral kidney and measures up to 2.4 cm, stable from prior. Left kidney: * Mid left lateral nonenhancing hemorrhagic region (series 9 image 50) measures 2.3 x 2.1 cm with surrounding T2 hyperintense/proteinaceous cystic foci, overall stable from prior. Adjacent T2 hypointense mildly enhancing 1.5 x 1.6 cm lesion (series 3 image 22) has increased in size from prior of 1.2 x 1.1 cm. Additional T2 hyperintense nonenhancing cystic foci are overall unchanged. BOWEL/PERITONEUM: No bowel obstruction or abdominal ascites. ADENOPATHY: No retroperitoneal lymphadenopathy. Mildly enlarged periportal and portacaval lymph nodes are likely reactive. ABDOMINAL AORTA: Normal caliber. IVC: Patent. MUSCULOSKELETAL: No aggressive osseous lesion is seen. ------------------------- IMPRESSION: 1. Significant interval growth of solid mid right posterior 2.3 cm mass, representing solid renal neoplasm. Surgical consideration recommended. 2. Enlargement of mid left solid hypoenhancing lesion with stable surrounding hemorrhagic change. 3. Bilateral additional renal cysts without septation or mural nodularity, continued follow-up recommended. ----- Page Break ----- 4. Moderate diffuse hepatic steatosis, early morphologic changes of cirrhosis. Mild splenomegaly. K76.0 Additional codes: Renal cyst(s). N28.1 Lesion Renal Right (Abdomen/Pelvis Kidneys) - C64.1 Lesion Renal Left (Abdomen/Pelvis Kidneys) - C64.2 Request to make office of referring aware of this report sent at the time of this dictation. Report also immediately faxed after this interpretation. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.6796145073485561887507908031385311/1.3.6.1.4.1.55648.6796145073485561887507908031385311.9,1.3.6.1.4.1.55648.6796145073485561887507908031385311/1.3.6.1.4.1.55648.6796145073485561887507908031385311.9.pkl
+,1.3.6.1.4.1.55648.086871946673171919428672079091572/1.3.6.1.4.1.55648.086871946673171919428672079091572.5,25,True,,19.51456904,0.000186205,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.086871946673171919428672079091572.5.25,20191204,,145513.81,750149095,MR,Siemens,AX PD,Aera,Patient_9504384084743384999,Patient_9504384084743384999,M,045Y,83.91459912,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_17,4.0,3000.0,43.0,1,63.673004,1H,1.0,1.5,4.4,425,17.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.086871946673171919428672079091572,1.3.6.1.4.1.55648.086871946673171919428672079091572.5,5,1,25,-132.50582574768\-16.7779484173\-111.13745537248,0.99853638303036\0.02222397237932\-0.0493070665962\9.72278e-010\0.91167367585618\0.41091496535279,,,-101.4550384,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,2187.0,625,1380,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST History: M54.5 Lower Back Pain Technique: Sagittal T1, STIR and T2 weighted images were supplemented by axial proton density images through the disc spaces. This study was performed on a 1.5 Tesla system. Findings: Prior examinations: This study is interpreted in comparison to prior examinations dated MONTH MM, YYYY. Vertebral body heights: Maintained. Alignment: Normal. Marrow signal: There is no acute compression fracture. Modic type I degenerative endplate signal changes at left side of L5-S1 level. There is bone marrow edema involving the L3-L4 right facet joint consistent with acute inflammatory changes. Spinal canal: The conus medullaris and nerve roots of the cauda equina are normal. Paravertebral soft tissues: Unremarkable. Discs: There is disc desiccation mild disc is at L4-L5 and L5-S1 levels. T12-L1: Evaluated on the sagittal images. There is small central disc herniation and mild superior migration. No significant spinal canal stenosis. Findings are similar to prior study. L1-2: There is shallow disc bulge and bilateral facet arthropathy. No significant spinal canal or foraminal stenosis. L2-3: There is shallow disc bulge and bilateral facet arthropathy. No significant spinal canal or foraminal stenosis. ----- Page Break ----- L3-4: There is mild disc bulge. There is right facet arthropathy. No significant spinal canal or foraminal stenosis. L4-5: There is diffuse disc bulge and bilateral facet arthropathy. There is mild spinal canal stenosis and bilateral lateral recess narrowing. There is mild bilateral foraminal narrowing. Findings are similar to prior study. L5-S1: There is disc bulge and superimposed right paracentral/lateral recess small disc protrusion indenting the descending right L5 nerve root. There is bilateral facet arthropathy. There is left foraminal disc osteophyte complex and facet arthropathy compressing the exiting left L5 nerve root. Finding are mildly progressed since prior study. ------------------------- IMPRESSION: Straightening of the lumbar lordosis. L5-S1: Left foraminal disc osteophyte complex and facet arthropathy compressing the exiting left L5 nerve root. Findings are slightly progressed since the prior study dated MONTH MM, YYYY. Modic type I degenerative endplate signal changes at the left aspect of L5-S1 level. L3-L4 right facet arthropathy. ICD 10 Codes: Herniated disc L5-S1 level. M51.27 Degeneration L1-L5. M51.36 Lumbar facet degeneration. M47.816 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.086871946673171919428672079091572/1.3.6.1.4.1.55648.086871946673171919428672079091572.5,1.3.6.1.4.1.55648.086871946673171919428672079091572/1.3.6.1.4.1.55648.086871946673171919428672079091572.5.pkl
+,1.3.6.1.4.1.55648.02011431970139500900825933582192/1.3.6.1.4.1.55648.02011431970139500900825933582192.5,27,True,,21.52138376,0.00014472,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.02011431970139500900825933582192.5.27,20200228,,143201.155,169182325,MR,Siemens,AX PD,Skyra,Patient_489804878811789430,Patient_489804878811789430,M,022Y,99.79033409,,CSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.228036,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,171,HFS,1.3.6.1.4.1.55648.02011431970139500900825933582192,1.3.6.1.4.1.55648.02011431970139500900825933582192.5,5,1,27,-122.73889844228\-28.112162781675\-525.78559388849,0.99998705012466\0.00119672015386\-0.0049464577081\-2.8858492e-008\0.97196026397359\0.23514515784167,,,-505.0503717,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2504.0,631,1430,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is straightened. There is no significant spondylolisthesis. Bones: There is a Schmorl's node in the inferior endplate of L3 and L2. Bone marrow signal is normal, without evidence of fracture infiltrative process. The vertebral body heights are intact. Intervertebral Discs: Disc desiccation at L3-4. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. There is overall decreased AP diameter of the spinal canal in the lumbar spine compatible with congenital spinal stenosis. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: Disc bulge with mild thecal sac compression. No neural foraminal narrowing. L3-L4: Disc desiccation. Left subarticular protruded disc herniation measuring 1 to 2 mm in PHI dimension with left subarticular stenosis. L4-5: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L5-S1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L2-L3: Disc bulge with mild thecal sac compression. No neural foraminal narrowing. L3-L4: Disc desiccation. Left subarticular protruded disc herniation measuring 1 to 2 mm in PHI dimension with left subarticular stenosis. Congenital spinal canal narrowing. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.02011431970139500900825933582192/1.3.6.1.4.1.55648.02011431970139500900825933582192.5,1.3.6.1.4.1.55648.02011431970139500900825933582192/1.3.6.1.4.1.55648.02011431970139500900825933582192.5.pkl
+,1.3.6.1.4.1.55648.123566066886791520686607642811400/1.3.6.1.4.1.55648.123566066886791520686607642811400.811,199,True,,188.3251464,0.000212193,ISO_IR 100,DERIVED\SECONDARY\AQNET12BITS,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.123566066886791520686607642811400.811.199,20170714,90947.0,84612.4525,917056585,MR,Siemens,AXI THIN MIP,Skyra,Patient_0271268598569807689,Patient_0271268598569807689,M,078Y,81.64663699,,BRAIN,GR,SP,,3D,*fl3d1,1.0,3.28,1.23,1,123.239712,1H,1.0,3.0,,294,0.0,75,87.5,655.0,syngo MR E11,COR 3D ANGIO POST 1,Body,0\448\294\0,ROW,25,HFS,1.3.6.1.4.1.55648.123566066886791520686607642811400,1.3.6.1.4.1.55648.123566066886791520686607642811400.811,811,1,199,-117.11\-86.755\-270.155,0.99537771940231\5.073884868e-009\-0.0960375890136\5.113378165e-009\1\9.519303745e-008,,,-293.013,1,MONOCHROME2,512,512,0.38214\0.38214,16,12,11,0,0.0,358.0,213,513,4.0,with contrast,0.0,0.0,,0.0,1.0,,,,,,,,,195.274,,1.0,,"MRA-3T NECK PRE AND POST IV CONTRAST, MRA-3T HEAD NON CONTRAST HISTORY: R55 Syncope R51 Headache/Facial Pain CLINICAL HISTORY: 78-year-old male with headaches. Possible cavernous aneurysm of the right internal carotid is seen on a previous MR angiogram. TECHNIQUE: An initial single diffusion weighted imaging sequence over the head was acquired. Then MR angiography of the craniocervical vessels was undertaken. The vessels from the aortic arch to the skull base were imaged with two-dimensional and three-dimensional data acquisitions before and after the administration of intravenous contrast (10 cc Gadavist). The intracranial circulation was imaged with a three-dimensional data acquisition. The data sets were reconstructed into two-dimensional and three-dimensional renderings which were reviewed in multiple projections. COMPARISON: Previous MR angiography dated MM/DD/YYYY was available for review. FINDINGS: The initial imaging sequence does not demonstrate any acute strokes. Angiography demonstrates that the origins of the great vessels are normal. The left vertebral artery origin is directly from the aortic arch, a normal variant. Both vertebral arteries are normal in caliber and flow to the vertebrobasilar junction which is also normal. The basilar artery is normal and flows to both posterior cerebral arteries. The right common carotid artery bifurcation in the neck is normal. The right internal carotid artery flows to the right anterior and middle cerebral arteries and also to the right posterior cerebral artery via a well-developed right posterior communicating artery. The left common carotid artery bifurcation in the neck is normal. The left internal carotid artery is normal as well and flows to the left middle and anterior cerebral arteries and also to the left posterior cerebral artery via a left posterior communicating artery. ----- Page Break ----- The 3 mm broad-based aneurysm of the cavernous right internal carotid artery is again noted with the aneurysm arising at the junction of the posterior genu with the horizontal segment and projects laterally, unchanged since the previous examination. The intracranial vessels otherwise taper normally. No subarachnoid aneurysms are demonstrated. No vascular occlusions are seen. ------------------------- IMPRESSION: The small right cavernous carotid aneurysm is unchanged. No other aneurysms are seen. In particular, no subarachnoid aneurysms are demonstrated. The carotid bifurcations in the neck are normal. ICD 10 codes I 67.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",73,1.3.6.1.4.1.55648.123566066886791520686607642811400/1.3.6.1.4.1.55648.123566066886791520686607642811400.811,1.3.6.1.4.1.55648.123566066886791520686607642811400/1.3.6.1.4.1.55648.123566066886791520686607642811400.811.pkl
+,1.3.6.1.4.1.55648.619190486943712752494628596906400/1.3.6.1.4.1.55648.619190486943712752494628596906400.4,195,True,,186.503777,0.000155926,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.619190486943712752494628596906400.4.1,20160906,144622.734,144519.48,525738497,MR,Siemens,AX 3DTOF HEAD,Verio,Patient_7414014885956556660,Patient_7414014885956556660,F,048Y,117.9340312,,,GR,TOF\SP,PFP\SAT1,3D,*fl3d1r_t70,0.5,21.0,3.69,1,123.204743,1H,1.0,3.0,15.5,254,1.0,100,90.625,211.0,syngo MR B19,AX 3DTOF HEAD,Body,0\320\290\0,ROW,18,HFS,1.3.6.1.4.1.55648.619190486943712752494628596906400,1.3.6.1.4.1.55648.619190486943712752494628596906400.4,4,1,1,-66.42893899505\-111.6464436327\-24.466981010735,0.9809551550305\0.19110427361939\-0.0347295324398\-0.1942343528295\0.96514710026102\-0.1753969527633,,,-44.03532779,1,MONOCHROME2,320,290,0.625\0.625,16,12,11,0,0.0,398.0,150,353,,,,,,,,,,,,,,,,,,,,MRA-HEAD W/O CON History: R55 Syncope R42 Dizziness/Vertigo/Loss Balance/Whirling Spinning Sensation I10 Hypertension H53.40 Visual field loss MRA of the intracranial arteries was performed on a 3 Tesla magnet utilizing 3D time-of-flight technique in the region of the circle of FIRSTNAME 3D reconstructions were performed on a workstation. Study is very limited due to extensive motion artifact which could obscure the presence of small aneurysms or vascular disease. The distal cervical as well as intracranial internal carotid arteries appear grossly. The internal carotid arteries bifurcate into the anterior and middle cerebral arterial circulation. The anterior and middle cerebral arterial circulation appears grossly unremarkable. The anterior communicating artery is patent. The distal vertebral arteries appear unremarkable converging to form the basilar artery. The basilar artery appears grossly unremarkable. The posterior cerebral arterial circulation appears grossly unremarkable. The posterior communicating arteries are patent. ------------------------- IMPRESSION: Unremarkable MR cerebral angiogram but limited for assessment by extensive motion artifact. With continued concern CT angiographic helpful. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,15,1.3.6.1.4.1.55648.619190486943712752494628596906400/1.3.6.1.4.1.55648.619190486943712752494628596906400.4,1.3.6.1.4.1.55648.619190486943712752494628596906400/1.3.6.1.4.1.55648.619190486943712752494628596906400.4.pkl
+,1.3.6.1.4.1.55648.429284902564311766211241519699051/1.3.6.1.4.1.55648.429284902564311766211241519699051.5,156,True,,142.7512803,0.000176668,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.429284902564311766211241519699051.5.1,20181212,,171911.455,886693037,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_3498049344729062292,Patient_3498049344729062292,M,080Y,79.37867485,,HEAD,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,27.0,7.15,1,63.676404,1H,1.0,1.5,17.4,319,1.0,100,100.0,170.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.429284902564311766211241519699051,1.3.6.1.4.1.55648.429284902564311766211241519699051.5,5,1,1,-97.921339890074\-91.943299448457\-87.80034942627,0.99002365699895\-0.1409012369797\0\0.14090123697974\0.99002365699895\0,,,-87.80034943,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,338.0,111,284,,,,,,,,,,,,,,,,,,,,"MRA-HEAD POST IV CONTRAST History: R51 Headache/Facial Pain Technique: MRA of the head was performed before and after administration of 9 cc Gadavist. The intracranial arterial circulation was evaluated using a 3-D time of flight technique. MIP, subvolume MIP and source images were all reviewed. The study was performed on a 1.5 Tesla system. Per ACR guidelines and XXXXXXX policy, a creatinine level test was performed prior to this exam. Results were as follows: Creatinine 1.0 mg/dL, GFR 71. Findings: There is normal flow related enhancement in the major intracranial arteries. No flow gap is seen to suggest high-grade stenosis. A1 segment of the right anterior cerebral artery is hypoplastic and there is well-developed anterior communicating artery, normal anatomic variation. There is no aneurysm. ------------------------- IMPRESSION: Unremarkable intracranial MRA. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",10,1.3.6.1.4.1.55648.429284902564311766211241519699051/1.3.6.1.4.1.55648.429284902564311766211241519699051.5,1.3.6.1.4.1.55648.429284902564311766211241519699051/1.3.6.1.4.1.55648.429284902564311766211241519699051.5.pkl
+,1.3.6.1.4.1.55648.724168608376968884581505245410787/1.3.6.1.4.1.55648.724168608376968884581505245410787.4,192,True,,192.4549375,0.00019598,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.724168608376968884581505245410787.4.1,20181025,,132148.83,461392620,MR,Siemens,AX 3DTOF MRA,Skyra,Patient_4516118063544201041,Patient_4516118063544201041,F,057Y,106.5942205,,BRAIN,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,20.0,3.69,1,123.257167,1H,1.0,3.0,15.6,280,1.0,100,88.125,185.0,syngo MR E11,AX 3DTOF MRA,Body,0\320\282\0,ROW,18,HFS,1.3.6.1.4.1.55648.724168608376968884581505245410787,1.3.6.1.4.1.55648.724168608376968884581505245410787.4,4,1,1,-91.719338836218\-95.318587221685\-60.674019660339,0.99977345206492\-0.0045793125467\-0.020786400429\0.00523484934701\0.99948711578408\0.0315927481227,,,-59.50181877,1,MONOCHROME2,320,282,0.625\0.625,16,12,11,0,0.0,668.0,205,485,4.0,,,,,,,,,,,,,,,,,,,MRA-MRV 3T HEAD NON CONTRAST HISTORY: M54.2 Cervical/ Neck Pain H93.13 Bilateral tinnitus H53.2 Diplopia (double vision) Technique: Diffusion weighted imaging of the brain and 3D time-of-flight MRA of the head was performed without the administration of intravenous contrast. Findings: Anterior circulation: Normal flow related signal is identified in intracranial segment of both internal carotid arteries and their major branches. There is no grossly stenotic or occlusive lesion. Is a 3 to 4 mm aneurysm at the right MCA bifurcation. There is fenestrated anterior to indicating artery complex. Posterior circulation: There is normal flow related signal identified in the vertebrobasilar system. There is no grossly stenotic or occlusive lesion. There is no evidence of aneurysm. Other findings: Diffusion-weighted imaging of the brain demonstrates no evidence of acute infarct. MRV: There is incomplete visualization of the left transverse sinus. Correlation with MRI of the brain performed concurrently indicates that this is due to developmentally hypoplastic sinus.. The remaining dural venous sinuses are unremarkable. There is no evidence of venous sinus thrombosis. ------------------------- IMPRESSION: 3 to 4 mm right MCA bifurcation aneurysm Hypoplastic left transverse sinus. Venous sinuses are otherwise unremarkable. ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,34,1.3.6.1.4.1.55648.724168608376968884581505245410787/1.3.6.1.4.1.55648.724168608376968884581505245410787.4,1.3.6.1.4.1.55648.724168608376968884581505245410787/1.3.6.1.4.1.55648.724168608376968884581505245410787.4.pkl
+,1.3.6.1.4.1.55648.754002561885206855088771318318996/1.3.6.1.4.1.55648.754002561885206855088771318318996.3,40,True,,38.62990117,0.000179529,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.754002561885206855088771318318996.3.40,20161005,,83058.8975,502288649,MR,Siemens,AX PD FS,Skyra,Patient_2593227960209802949,Patient_2593227960209802949,M,026Y,65.77090202,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.243488,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR D13,AX PD FS,TxRx_15Ch_Knee,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.754002561885206855088771318318996,1.3.6.1.4.1.55648.754002561885206855088771318318996.3,3,1,40,12.105591037717\-80.144646617512\-62.630081176758,0.99505556987789\0.09931975057854\0\-0.0993197505785\0.99505556987789\0,,,-62.63008118,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1326.0,604,1265,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST HISTORY: M25.562 Left knee pain M25.362 Left knee instability TECHNIQUE: Left knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Ligaments: The anterior cruciate, posterior cruciate, medial collateral, and lateral collateral ligaments are intact. Menisci: There is no evidence for medial or lateral meniscal tears. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. Effusion: No significant amount of knee joint fluid is present. Cartilage: Mild signal abnormalities present in the cartilage overlying the patella, without cartilage defects. Bone Marrow: Overall, the bone marrow signal is age-appropriate. Popliteal fossa: There is no significant popliteal cyst. Popliteus muscle and tendon are intact. Iliotibial band: The iliotibial band is within normal limits. Posterolateral corner: The posterior lateral corner is unremarkable. ------------------------- IMPRESSION: ----- Page Break ----- Mild chondromalacia patella, without cartilage defects. M22.42 No evidence for meniscal or ligament tears. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.754002561885206855088771318318996/1.3.6.1.4.1.55648.754002561885206855088771318318996.3,1.3.6.1.4.1.55648.754002561885206855088771318318996/1.3.6.1.4.1.55648.754002561885206855088771318318996.3.pkl
+,1.3.6.1.4.1.55648.3475973460517669699159164073397020/1.3.6.1.4.1.55648.3475973460517669699159164073397020.8,176,True,,172.3136735,0.00029254,ISO_IR 100,ORIGINAL\PRIMARY\M\ND\NORM\FM3_2\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3475973460517669699159164073397020.8.1,20170831,,134645.945,374401451,MR,Siemens,AX 3D MPRAGE,Aera,Patient_3797707167023195294,Patient_3797707167023195294,M,076Y,68.03886416,,HEAD,GR\IR,SK\SP\MP,IR,3D,*tfl3d1_16,1.0,2200.0,3.24,1,63.676414,1H,1.0,1.5,,231,1.0,100,90.625,160.0,syngo MR E11,AX 3D MPRAGE,Body,0\256\232\0,ROW,8,HFS,1.3.6.1.4.1.55648.3475973460517669699159164073397020,1.3.6.1.4.1.55648.3475973460517669699159164073397020.8,8,1,1,-87.093877819416\-129.18799604796\-93.784459170464,0.9851566739988\0.10603069646256\0.13499562616353\-0.1070222646601\0.99425662029294\8.871683128e-005,,,-79.35928792,1,MONOCHROME2,256,232,0.9765625\0.9765625,16,12,11,0,0.0,85.0,48,130,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN NON CONTRAST History: M54.81 Head/Neck Pain R42 Dizziness/Vertigo G20 Parkinson's disease R41.3 Memory Loss Z86.011 History benign tumor Technique: MR imaging of the brain was obtained without the use of intravenous contrast on a 1.5 Tesla system. Comparison examinations: There are no prior studies available for comparison with this examination. Findings: Within the brain parenchyma there is no mass, mass effect or edema. No acute or evolving infarct is seen but there is mild white matter microvascular disease in both cerebral hemispheres. A chronic deep white matter infarct is seen in the left frontal lobe. No other infarct is seen. The ventricles and sulci are prominent secondary to diffuse cortical atrophy with preferential involvement of the parietal lobes. The medial temporal lobes, frontal lobes and occipital lobes are relatively normal. The cerebellar hemispheres and brainstem are normal. There is no hydrocephalus. No abnormal extraaxial collection or mass is seen. Normal signal is seen within both the intracranial and extracranial vascular structures. The orbits, paranasal sinuses and temporal bones are normal. ------------------------- IMPRESSION: Mild white matter microvascular disease. Chronic deep white matter infarct in the left frontal lobe. Diffuse cortical atrophy with preferential involvement of the parietal lobes. If there is clinical concern of dementia a PET-CT may be of benefit in further evaluation. ----- Page Break ----- Chronic cerebral ischemia (Brain Parenchyma) - I67.82 White Matter disease, unspecified (Brain Parenchyma) - R90.82 Atrophy (Brain Parenchyma) - G31.9 Stroke/Infarcts (Brain Parenchyma) - I63.9 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.3475973460517669699159164073397020/1.3.6.1.4.1.55648.3475973460517669699159164073397020.8,1.3.6.1.4.1.55648.3475973460517669699159164073397020/1.3.6.1.4.1.55648.3475973460517669699159164073397020.8.pkl
+,1.3.6.1.4.1.55648.403989463105203122360661509124904/1.3.6.1.4.1.55648.403989463105203122360661509124904.8,26,True,,21.62065554,0.000157356,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.403989463105203122360661509124904.8.26,20190827,,162806.82,905877597,MR,Siemens,AX PD,Skyra,Patient_5021323524366892445,Patient_5021323524366892445,F,038Y,72.57478843,,CSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.260206,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,HFS,1.3.6.1.4.1.55648.403989463105203122360661509124904,1.3.6.1.4.1.55648.403989463105203122360661509124904.8,8,1,26,-103.25990272867\-16.044901446702\-530.94895270837,0.99960205420965\-0.0148287387502\0.0239967024177\-6.7392198e-008\0.85068187650167\0.52568083947543,,,-440.1449383,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1783.0,851,1698,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post motor vehicle collision in PHI XX. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: X-ray examination of the lumbar spine dated MM/DD/YYYY. FINDINGS: The lumbosacral spine is normally aligned. Vertebral height and configuration are normal. Vertebral marrow signal is generally normal, with the exception of minor endplate change at the anterosuperior corner of L2. There is loss of disc signal at the L4-L5 level, on the T2-weighted sequence, accompanied by mild disc space narrowing. This reflects disc desiccation. The remainder of the visualized disc spaces maintain normal height and relatively normal signal intensity characteristics for the patient's age. There is no evidence of disc bulge or herniation from T12-L1 through L3-L4. At L4-L5, there is annular bulging. There is no evidence of disc bulge or herniation at L5-S1. The facet joints demonstrate normal alignment. There is edema of the interspinous spaces from L2-L3 through L5-S1, which is secondary to injury of the interspinous ligaments at these levels. There is no evidence of central spinal stenosis. The neural foramina are bilaterally patent. ----- Page Break ----- The conus medullaris is normal in position and appearance. There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Annular bulge at L4-L5. 2. Injury of most of the lumbar interspinous ligaments. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.403989463105203122360661509124904/1.3.6.1.4.1.55648.403989463105203122360661509124904.8,1.3.6.1.4.1.55648.403989463105203122360661509124904/1.3.6.1.4.1.55648.403989463105203122360661509124904.8.pkl
+,1.3.6.1.4.1.55648.4503357841688693716134829673570303/1.3.6.1.4.1.55648.4503357841688693716134829673570303.5,37,True,,29.20872021,0.000166893,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4503357841688693716134829673570303.5.37,20180903,,91705.2475,168806447,MR,Siemens,AX PD,Skyra,Patient_4892318383883587595,Patient_4892318383883587595,F,070Y,84.36819155,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.239687,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,153,FFS,1.3.6.1.4.1.55648.4503357841688693716134829673570303,1.3.6.1.4.1.55648.4503357841688693716134829673570303.5,5,1,37,-105.76166567242\-25.720475968417\-39.076554385138,0.99972827887301\0.01283528485248\-0.0194582600551\6.5346264e-008\0.83474918323735\0.55063036702,,,-20.91696399,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1979.0,960,1857,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain. T12 hemangioma. Lower back pain, M54.5 Left leg pain, M79.605 Difficulty walking, R26.2 Comparison PHI: Lumbar spine radiographs from PHI/DD/YYYY and MM/DD/YYYY. Lumbar spine MR examination from PHI/DD/YYYY. Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial proton density images. In addition, axial T1 weighted images were obtained from the T11 level to the L1 level. Findings: There is grade I anterolisthesis at L4-L5 and there is minimal anterolisthesis at L5-S1. This is unchanged. There is no evidence of fracture, spondylolysis or aggressive osseous neoplasm. There is a large hemangioma in the left T12 vertebral body, extending from superior endplate to inferior endplate. The hemangioma also extends slightly into the left T12 pedicle. See axial images PHI of series 6, sagittal images PHI of series 2. The abnormality is unchanged in size and morphology when compared to sagittal image 16 of series 2 and axial images PHI of series 5 from PHI/DD/YYYY MR examination. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the L1 level. T11-T12: Very minimal spondylosis. Facet joints are unremarkable. Extremely small left paracentral disc protrusion, without significant mass effect. See axial image 3 of series 5. T12-L1: Very minimal spondylosis. Facet joints are unremarkable. ----- Page Break ----- L1-L2: No spondylotic changes. Facet joints are unremarkable. L2-L3: No spondylotic changes. Minimal bilateral facet arthrosis. L3-L4: Minimal spondylosis. Mild bilateral facet arthrosis. Minimal disc bulge. L4-L5: Mild spondylosis. Severe bilateral facet arthrosis. Small disc bulge, exaggerated by the anterolisthesis. Moderate-to-severe central canal stenosis, axial image 31 of series 5, unchanged compared to axial image 26 of series 5 from the MM/DD/YYYY MR study. L5-S1: Mild spondylosis. Moderate bilateral facet arthrosis. Small disc bulge, exaggerated by the minimal anterolisthesis. The visualized paraspinal and abdominopelvic soft tissues are unremarkable in PHI appearance. ------------------------- IMPRESSION: Stable appearance of a large hemangioma in the T12 vertebra. Lower lumbar anterolistheses. Spondylosis and facet arthrosis. Moderate-to-severe central canal stenosis at L4-L5. No change compared to MR images from PHI/DD/YYYY. Extremely small left paracentral disc protrusion at T11-T12, without significant mass effect. Spondylolisthesis, M43.16 Degeneration lumbar spine, M51.36 Spinal stenosis, M48.06 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.4503357841688693716134829673570303/1.3.6.1.4.1.55648.4503357841688693716134829673570303.5,1.3.6.1.4.1.55648.4503357841688693716134829673570303/1.3.6.1.4.1.55648.4503357841688693716134829673570303.5.pkl
+,1.3.6.1.4.1.55648.986299039891346362481441505012880/1.3.6.1.4.1.55648.986299039891346362481441505012880.2,192,True,,69.34911418,0.0001266,ISO_IR 100,ORIGINAL\PRIMARY\M\ND\NORM,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.986299039891346362481441505012880.2.192,20200414,,154458.055,49796621,MR,Siemens,SAG 3D T1 MPRAGE,Skyra,Patient_6035385322997516827,Patient_6035385322997516827,F,039Y,81.64663699,,,GR\IR,SK\SP\MP,IR,3D,*tfl3d1_16ns,0.900000036,2300.0,2.32,1,123.224393,1H,1.0,3.0,,255,1.0,100,100.0,200.0,syngo MR E11,SAG 3D T1 MPRAGE,Body,0\256\256\0,ROW,8,HFS,1.3.6.1.4.1.55648.986299039891346362481441505012880,1.3.6.1.4.1.55648.986299039891346362481441505012880.2,2,1,192,82.949622193972\-117.57869243622\125.41060686111,0\1\0\0\0\-1,,,82.94962219,1,MONOCHROME2,256,256,0.9375\0.9375,16,12,11,0,0.0,81.0,25,66,,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN NON CONTAST AND DTI HISTORY: M54.81 Head/Neck Pain R20.2 Upper and Lower Extremity LASTNAME and Needles R51 Headache/Facial Pain G35 Multiple sclerosis Technique: Multiplanar, multisequence MRI of the brain was performed without the administration of intravenous contrast. Findings: Comparison: MRI brain MM/DD/YYYY Brain: There is redemonstration of a punctate T2/FLAIR hyperintensity within the right frontal lobe subcortical white matter. There is no associated mass effect or restricted diffusion. No acute intracranial hemorrhage or infarct. No midline shift or mass lesion. No diffusion weighted abnormality. Ventricles: The ventricles, sulci, and cisterns are normal in caliber for patient's age without evidence for hydrocephalus. Flow voids: The flow voids at the skull base are unremarkable. Extra-axial spaces:There is no extra-axial collection or extra-axial mass. Extracranial findings: There are scattered inflammatory mucosal changes in the paranasal sinuses. The craniocervical junction is within normal limits. The orbits are intact. ------------------------- IMPRESSION: Stable punctate T2/FLAIR hyperintensity within the right frontal lobe subcortical white matter which can be seen in the setting of vasospastic phenomena such as a migraine. Overall stable examination. ICD 10 - ----- Page Break ----- White matter disease, unspecified R90.82 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",30,1.3.6.1.4.1.55648.986299039891346362481441505012880/1.3.6.1.4.1.55648.986299039891346362481441505012880.2,1.3.6.1.4.1.55648.986299039891346362481441505012880/1.3.6.1.4.1.55648.986299039891346362481441505012880.2.pkl
+,1.3.6.1.4.1.55648.2697210102718563058687046410764132/1.3.6.1.4.1.55648.2697210102718563058687046410764132.5,181,True,,178.8871698,0.000209808,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2697210102718563058687046410764132.5.1,20191031,92753.881,92708.635,161169739,MR,Siemens,3D MRA HEAD,Skyra,Patient_5776949245884127241,Patient_5776949245884127241,F,024Y,74.84275057,,BRAIN,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,20.0,3.69,1,123.227851,1H,1.0,3.0,17.4,280,1.0,100,88.125,185.0,syngo MR E11,3D MRA HEAD,Body,0\320\282\0,ROW,18,HFS,1.3.6.1.4.1.55648.2697210102718563058687046410764132,1.3.6.1.4.1.55648.2697210102718563058687046410764132.5,5,1,1,-95.055127886846\-56.068129347389\-74.867753644891,0.9947315722209\-0.0929409996424\0.0432558644859\0.07479424008576\0.94654595283591\0.3137779163994,,,-47.03001854,1,MONOCHROME2,320,282,0.625\0.625,16,12,11,0,0.0,600.0,172,409,,,,,,,,,,,,,,,,,,,,"MRA-MRV 3T HEAD NON CONTRAST HISTORY: R55 Syncope CLINICAL HISTORY: 24-year-old female with syncope, dizziness, and headaches. TECHNIQUE: MRA of the head was performed on a 3 Tesla MR scanner. A three-dimensional time-of-flight data set was acquired and was reconstructed into axial images and also into three-dimensional renderings which were viewed in multiple projections. COMPARISON: No prior correlative angiographic imaging was available for review. FINDINGS: Both internal carotid arteries are well-developed and are normal in course and caliber and flow to their respective anterior and middle cerebral arteries and also to posterior communicating arteries. Infundibula at the origins of the posterior communicating arteries bilaterally are present. Both vertebral arteries are well-developed with the left being slightly larger than the right. The vertebrobasilar junction is normal. The basilar artery is normal in course and caliber and flows to both superior cerebellar arteries and both posterior cerebral arteries. The intracranial vessels taper normally. No dissections, stenoses, occlusions, or aneurysms are demonstrated. ------------------------- IMPRESSION: Normal examination. - Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",73,1.3.6.1.4.1.55648.2697210102718563058687046410764132/1.3.6.1.4.1.55648.2697210102718563058687046410764132.5,1.3.6.1.4.1.55648.2697210102718563058687046410764132/1.3.6.1.4.1.55648.2697210102718563058687046410764132.5.pkl
+,1.3.6.1.4.1.55648.356222917419640888956096486122757/1.3.6.1.4.1.55648.356222917419640888956096486122757.5,26,True,,23.96861601,0.000152826,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.356222917419640888956096486122757.5.26,20191016,,152108.975,262262500,MR,Siemens,AX PD,Skyra,Patient_7517065883694758441,Patient_7517065883694758441,M,053Y,90.71848554,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.25707,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.356222917419640888956096486122757,1.3.6.1.4.1.55648.356222917419640888956096486122757.5,5,1,26,-109.98579534511\-31.118734860748\-52.268396913789,0.99992471759678\0.00585530126069\-0.0107830694218\-1.285332e-009\0.87879760500185\0.47719468714877,,,-32.4308607,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2601.0,631,1361,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 low back pain radiating down bilateral legs with difficulty walking. TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is maintained. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of fracture infiltrative process. The vertebral body heights are intact. Intervertebral Discs: Disc desiccation at L3-4. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L3-L4: Left foraminal and left subarticular protruded disc herniation with moderate left neural foraminal narrowing encroaching on the left exiting L3 nerve root and left subarticular stenosis encroaching on the left descending L4 nerve root. L4-5: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L5-S1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L3-L4: Left foraminal and left subarticular protruded disc herniation with moderate left neural foraminal narrowing encroaching on the left exiting L3 nerve root and left subarticular stenosis encroaching on the left descending L4 nerve root. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.356222917419640888956096486122757/1.3.6.1.4.1.55648.356222917419640888956096486122757.5,1.3.6.1.4.1.55648.356222917419640888956096486122757/1.3.6.1.4.1.55648.356222917419640888956096486122757.5.pkl
+,1.3.6.1.4.1.55648.280349369296793111437744542333718/1.3.6.1.4.1.55648.280349369296793111437744542333718.16001,144,True,,133.9426775,0.0001688,ISO_IR 100,DERIVED\PRIMARY\M\NORM\WATER\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.280349369296793111437744542333718.16001.1,20200205,,170808.1675,150394245,MR,Siemens,t1_vibe_dixon_cor_p6_bh_320_iso_W,MAGNETOM Vida,Patient_7394507754570594222,Patient_7394507754570594222,M,037Y,104.326,,PELVIS,GR,SK,PFP\PFF\CG\RG\PER,3D,*fl3d2,1.5,4.21,1.34,1,123.202769,1H,,3.0,,234,2.0,90,81.25,744.0,syngo MR XA11,t1_vibe_dixon_cor_p6_bh_320_iso,Body,0\320\234\0,ROW,9,FFS,1.3.6.1.4.1.55648.280349369296793111437744542333718,1.3.6.1.4.1.55648.280349369296793111437744542333718.16001,16001,1,1,-199.174\-101.362\322.501,1\0\0\0\0\-1,,,-101.362,1,MONOCHROME2,320,260,1.4063\1.4063,16,12,11,0,0.0,722.0,195,457,,Contrast agent,0.0,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRA 3T pelvis without and with CONTRAST HISTORY: Malignant hypertension TECHNIQUE: MRA of the pelvis was performed without and with intravenous contrast on a 3 Tesla magnet. 9.5cc Gadavist was administered. COMPARISON: None FINDINGS: The common iliac, internal iliac, external iliac and common femoral arteries normal bilaterally. No evidence of arterial stenosis. ------------------------- IMPRESSION: Normal MRA of the pelvis. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",62,1.3.6.1.4.1.55648.280349369296793111437744542333718/1.3.6.1.4.1.55648.280349369296793111437744542333718.16001,1.3.6.1.4.1.55648.280349369296793111437744542333718/1.3.6.1.4.1.55648.280349369296793111437744542333718.16001.pkl
+,1.3.6.1.4.1.55648.682300462107338896156060465307458/1.3.6.1.4.1.55648.682300462107338896156060465307458.4,28,True,,23.85409117,0.000165462,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.682300462107338896156060465307458.4.28,20191025,,124243.325,646636547,MR,Siemens,AX PD,Skyra,Patient_8523739330039544804,Patient_8523739330039544804,M,018Y,90.71848554,,SHOULDER,SE,SK\SP\OSP,,2D,*tseR2d1_8,3.0,3500.0,34.0,1,123.220682,1H,1.0,3.0,3.0,575,8.0,100,100.0,200.0,syngo MR E11,AX PD,Body,0\384\384\0,ROW,160,HFS,1.3.6.1.4.1.55648.682300462107338896156060465307458,1.3.6.1.4.1.55648.682300462107338896156060465307458.4,4,1,28,47.131166458448\-81.9622192386\-8.8066673278809,1\4.897e-012\0\-4.897e-012\1\0,,,-8.806667328,1,MONOCHROME2,384,384,0.33854165673256\0.33854165673256,16,12,11,0,0.0,1720.0,450,993,,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT SHOULDER NON CONTRAST HISTORY: Injury MM/DD/YYYY S43.422A Sprain of left rotator cuff capsule, initial encounter TECHNIQUE: Left shoulder imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Acromion and bursa: The acromion has a curved configuration (type II). Mild sprain of the acromioclavicular joint is present, without evidence for ligament tears. A small amount of fluid is present in the subacromial/subdeltoid bursa. Rotator cuff tendons: Minimal interstitial delamination of the distal supraspinatus tendon is present, without evidence for high-grade tears. Biceps tendons: The tendons of the long and short heads of the biceps brachii are intact. Cartilage and labrum: No full-thickness cartilage defects are present. No overt labral tears are identified. Bone marrow: The bone marrow signal is overall age appropriate. There is no evidence for significant lymphadenopathy in the visualized portions of the axilla. No asymmetric muscle atrophy is present. ------------------------- IMPRESSION: Minimal interstitial delamination of the distal supraspinatus tendon, without evidence for high-grade tears. S46.012A Mild sprain of the acromioclavicular joint, without evidence for ligament tears. S43.52XA ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",92,1.3.6.1.4.1.55648.682300462107338896156060465307458/1.3.6.1.4.1.55648.682300462107338896156060465307458.4,1.3.6.1.4.1.55648.682300462107338896156060465307458/1.3.6.1.4.1.55648.682300462107338896156060465307458.4.pkl
+,1.3.6.1.4.1.55648.610288471486353588172489838905875/1.3.6.1.4.1.55648.610288471486353588172489838905875.5,27,True,,23.37399721,0.000148773,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.610288471486353588172489838905875.5.27,20200120,,,821701089,MR,Siemens,AX PD,Skyra,Patient_7806583232238522008,Patient_7806583232238522008,M,048Y,90.71848554,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_14,4.0,3000.0,38.0,1,123.255593,1H,1.0,3.0,4.4,269,14.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,132,FFS,1.3.6.1.4.1.55648.610288471486353588172489838905875,1.3.6.1.4.1.55648.610288471486353588172489838905875.5,5,1,27,-86.627753885954\-23.840923651346\-134.65476115769,0.99937548171661\-0.0138155600145\0.03252348144299\-2.0151819e-008\0.92040117240307\0.39097529568894,,,-111.4825135,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2271.0,943,1910,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post injury in MONTH XX. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: MRI examination of the lumbar spine dated MM/DD/YYYY and X-ray examination of the lumbar spine dated MM/DD/YYYY. FINDINGS: Sagittal images demonstrate retrolisthesis at L2-L3. Vertebral height is normal. Vertebral marrow signal is generally normal, with mixed endplate changes at multiple levels, most diffusely at L5-S1. There is loss of disc signal from L2-L3 through L5-S1, on the T2-weighted sequence, which reflects disc desiccation. There is associated disc space narrowing at L4-L5 and especially at L5-S1. The remainder of the visualized disc spaces maintain normal height and relatively normal signal intensity characteristics. There is anterior vertebral spurring in the lumbar region. There is no evidence of disc bulge or herniation at T12-L1 or L1-L2. At L2-L3, there is annular bulging and posterior vertebral spurring, as well as posterior vertebral subluxation, which flattens the ventral thecal sac. This was present on the previous study. At L3-L4, there is annular bulging and posterior/posterolateral vertebral spurring, which flattens the ventral thecal sac and encroaches upon the inferior foramina bilaterally. This has developed in the interim since the previous examination. ----- Page Break ----- At L4-L5, there is stable annular bulging and posterior/posterolateral vertebral spurring, which flattens the ventral thecal sac and encroaches upon the inferior foramina bilaterally. At L5-S1, there is stable annular bulging and posterior/lateral vertebral spurring, which effaces the ventral epidural fat, abuts the ventral thecal sac and S1 nerve roots, encroaches upon the lateral recesses, and narrows the neural foramina, with impingement of the exiting L5 nerve roots on both sides. The facet joints demonstrate normal alignment. There is bilateral facet joint arthropathy at L2-L3 and L3-L4 and on the left at L4-L5. There is inflammation of the posterior soft tissues surrounding the right facet joint at L3-L4. There are small scattered facet joint effusions. There is no evidence of central spinal stenosis. The conus medullaris is normal in position and appearance. There are mild atrophic changes of the posterior paraspinal muscles. ------------------------- IMPRESSION: 1. Facet joint arthropathy at L2-L3 and L3-L4 bilaterally, and on the left at L4-L5, associated with inflammation of the posterior soft tissues surrounding the right facet joint at L3-L4. 2. Annular bulge/vertebral spurring and retrolisthesis at L2-L3, which flattens the ventral thecal sac. 3. Annular bulges/vertebral spurring at L3-L4 and L4-L5, which result in: A) flattening of the ventral thecal sac. B) bilateral foraminal encroachment. 4. Annular bulge/vertebral spurring at L5-S1, which results in: A) ventral canal and lateral recess encroachment with impingement of the ventral thecal sac and S1 nerve roots. B) bilateral foraminal narrowing with bilateral L5 nerve root impingement. When compared to the previous MRI examination of MONTH XX, there has been progressive disc desiccation at L3-L4 with the development of annular bulging. The remainder of the aforementioned findings have remained essentially stable and unchanged in appearance. ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.610288471486353588172489838905875/1.3.6.1.4.1.55648.610288471486353588172489838905875.5,1.3.6.1.4.1.55648.610288471486353588172489838905875/1.3.6.1.4.1.55648.610288471486353588172489838905875.5.pkl
+,1.3.6.1.4.1.55648.3984763000536151501122338896396632/1.3.6.1.4.1.55648.3984763000536151501122338896396632.1,128,True,,101.85074,0.000299692,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3984763000536151501122338896396632.1.128,20171208,94125.976,94100.26,335773512,MR,Siemens,AAHead_Scout,Aera,Patient_5347297950910080294,Patient_5347297950910080294,M,056Y,81.64663699,,HEAD,GR,SP,PFP,3D,*fl3d1_ns,1.600000024,4.52,2.38,1,63.673482,1H,1.0,1.5,,118,1.0,100,100.0,540.0,syngo MR D13E,AAHead_Scout,Body,0\160\160\0,ROW,8,HFS,1.3.6.1.4.1.55648.3984763000536151501122338896396632,1.3.6.1.4.1.55648.3984763000536151501122338896396632.1,1,1,128,101.60000151396\-110\130,0\1\0\0\0\-1,,,101.6000015,1,MONOCHROME2,160,160,1.625\1.625,16,12,11,0,0.0,30.0,15,30,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN AND PITUITARY PRE AND POST IV CONTRAST HISTORY: E03.9 Hypothyroidism, unspecified R56.9 Seizures R42 Dizziness/Vertigo R55 Syncope . COMPARISON: Comparison is made with the prior from PHI MM, YYYY dating back to XX TECHNIQUE: Multisequence multiplanar MRI of the brain was obtained. The study was performed on a 1.5 Tesla high field wide bore magnet. Study was performed before and after the administration of 9 cc of gadavist FINDINGS: Pituitary: No sellar enlargement is appreciated. The pituitary gland is normal in size and demonstrates homogenous enhancement. No discrete mass is identified. The infundibulum is midline. There is no mass effect on the optic nerves or optic chiasm. The cavernous sinuses appear normal. Brain parenchyma: There has been interval increased signal abnormality and expansion of the hypothalamus bilaterally, slowly progressing from PHI, with right-sided 5 mm focus of enhancement. T2 signal abnormality extending along the medial temporal lobes, pons and medulla is not significantly changed. There is increased signal abnormality in the an expansion of the right middle cerebellar peduncle . After the administration of contrast, there is interval increased nodular enhancement within the pons, right middle cerebellar peduncle, left cerebellum. Patient is noted to be status post left frontal parietal craniotomy. Encephalomalacic changes are seen in the left parietal lobe. There is no acute intracranial hemorrhage. No restricted diffusion is seen to suggest acute infarction. Extraaxial spaces: Unremarkable. ----- Page Break ----- Ventricles and sulci: Normal for age. ------------------------- IMPRESSION: Increased T2 signal, expansion and enhancement of the hypothalamus Increased signal abnormality and expansion of the right middle cerebellar peduncle. Increased nodular enhancement within the pons and cerebellum compatible with tumor progression Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",29,1.3.6.1.4.1.55648.3984763000536151501122338896396632/1.3.6.1.4.1.55648.3984763000536151501122338896396632.1,1.3.6.1.4.1.55648.3984763000536151501122338896396632/1.3.6.1.4.1.55648.3984763000536151501122338896396632.1.pkl
+,1.3.6.1.4.1.55648.014662911722519836274145693108513/1.3.6.1.4.1.55648.014662911722519836274145693108513.3,44,True,,36.0590086,0.000384092,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.014662911722519836274145693108513.3.44,20161226,,180728.9225,572799897,MR,Siemens,AX PD FS,Skyra,Patient_5500897318091605013,Patient_5500897318091605013,M,053Y,86.18256126,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.257303,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.014662911722519836274145693108513,1.3.6.1.4.1.55648.014662911722519836274145693108513.3,3,1,44,28.387188172975\-101.76170191606\-72.150604248047,0.99470281684516\0.10279253941947\0\-0.1027925394195\0.99470281684516\0,,,-72.15060425,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,2076.0,794,1573,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST HISTORY: M25.562 Left knee pain S83.204A Oth tear of unsp meniscus, current injury, left knee, init M25.362 Left knee instability TECHNIQUE: Left knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Ligaments: Sprain/mucoid degeneration of the anterior cruciate ligament is present, without tears. Is also mild sprain of the medial collateral ligament. The posterior cruciate and lateral collateral ligaments are intact. Menisci: Degeneration of the medial meniscus is present with horizontal tear involving its body. Is also a horizontal tear involving the posterior horn medial meniscus. Fraying of the free edge of the lateral meniscus is also identified. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. The patella has a bipartite configuration with secondary ossification center in the superior lateral aspect. Effusion: A moderate knee joint effusion is present. Soft tissue edema is present on the anterior aspect of the knee. Cartilage: Almost full-thickness cartilage loss is present in the medial femorotibial compartment. Less severe cartilage loss is present in the patellofemoral and lateral femorotibial compartments. Bone Marrow: Overall, the bone marrow signal is age-appropriate. Popliteal fossa: There is no significant popliteal cyst. Popliteus muscle and tendon are ----- Page Break ----- intact. Iliotibial band: The iliotibial band is within normal limits. Posterolateral corner: The posterior lateral corner is unremarkable. ------------------------- IMPRESSION: Complex tear involving the body and posterior horn medial meniscus. S83.232A Mild fraying of the free edge of the lateral meniscus. S83.282A Tricompartment degenerative changes, with cartilage loss most pronounced in the medial femorotibial compartment. M17.12 Moderate knee joint effusion. M25.462 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.014662911722519836274145693108513/1.3.6.1.4.1.55648.014662911722519836274145693108513.3,1.3.6.1.4.1.55648.014662911722519836274145693108513/1.3.6.1.4.1.55648.014662911722519836274145693108513.3.pkl
+,1.3.6.1.4.1.55648.0304162008017695579388589431029452/1.3.6.1.4.1.55648.0304162008017695579388589431029452.3,43,True,,37.72330475,0.00018096,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0304162008017695579388589431029452.3.43,20180622,,132716.815,320207037,MR,Siemens,AX PD FS,Skyra,Patient_4512931040054682832,Patient_4512931040054682832,F,056Y,81.64663699,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.157993,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.0304162008017695579388589431029452,1.3.6.1.4.1.55648.0304162008017695579388589431029452.3,3,1,43,-144.78576908183\-80.727767984715\-58.506023406982,0.99834181678694\-0.0575640239607\0\0.05756402396069\0.99834181678694\0,,,-58.50602341,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,2233.0,942,1862,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M25.561 Technique: MRI of the right knee was performed on a 3.0 T magnet utilizing standard multiplanar, multisequence image acquisition. Comparison study: Right knee MRI MM/DD/YYYY Findings: The lateral meniscus is intact. There is a horizontal tear of the posterior horn of the medial meniscus extending to the superior articular surface. There is additional longitudinal tearing of the posterior horn of the medial meniscus near its posterior root. There is mucoid degeneration of the anterior cruciate ligament. The posterior cruciate ligament is normal. The quadriceps and patellar tendons are intact. The collateral structures are maintained. The patella retinacula are normal and the semimembranosus and pes anserine tendons are preserved. There is a small, ruptured popliteal cyst. The articular cartilage of the patella is maintained. There is mild cartilage wear along the medial and lateral aspects of the femoral trochlea. There is generalized moderate cartilage wear along the posterior weightbearing aspect of the medial femoral condyle. The articular cartilage of the lateral compartment remains intact. There is a new 0.5 cm loose body posterior to the lateral femoral condyle. A small knee joint effusion is present. ----- Page Break ----- There has been no interval change in size of a 1.8 cm low-grade chondroid lesion in the proximal fibula. ------------------------- IMPRESSION: 1. No interval change in appearance of a medial meniscal tear. 2. Interval development of mucoid degeneration of the ACL. 3. Mild progression of patellofemoral and medial compartment arthritis with new 0.5 cm loose body. 4. Small knee joint effusion and small, ruptured popliteal cyst. 5. No interval change in proximal fibular low-grade chondral lesion. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",54,1.3.6.1.4.1.55648.0304162008017695579388589431029452/1.3.6.1.4.1.55648.0304162008017695579388589431029452.3,1.3.6.1.4.1.55648.0304162008017695579388589431029452/1.3.6.1.4.1.55648.0304162008017695579388589431029452.3.pkl
+,1.3.6.1.4.1.55648.124845183574342996306947680210131/1.3.6.1.4.1.55648.124845183574342996306947680210131.5,25,True,,19.01987648,0.000171661,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.124845183574342996306947680210131.5.25,20191106,,142231.29,628050650,MR,Siemens,AXI T2,Espree,Patient_7769912818510579927,Patient_7769912818510579927,M,047Y,86.18256126,,,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_10,4.0,3000.0,92.0,1,63.648186,1H,1.0,1.5,4.4,340,10.0,75,100.0,180.0,syngo MR B19,AXI T2,Body,320\0\0\240,COL,180,FFS,1.3.6.1.4.1.55648.124845183574342996306947680210131,1.3.6.1.4.1.55648.124845183574342996306947680210131.5,5,1,25,-114.73449292997\-33.098764449873\-80.186748406879,0.99968942901986\0.0112426932079\-0.022240668951\-6.1044674e-008\0.89245570808533\0.45113502314264,,,-59.47279517,1,MONOCHROME2,320,320,0.6875\0.6875,16,12,11,0,0.0,1563.0,639,1345,,,,,,,,,,,,,,,,,,,,MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain M62.830 Spasm of back muscles TECHNIQUE: Lumbar spine imaged on a 1.5 Tesla high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Alignment of the lumbar spine is near anatomic. There are no compression deformities. The bone marrow signal is overall age appropriate. The conus medullaris terminates at the T12-L1 level and is within normal limits. The visualized paraspinal soft tissues are grossly unremarkable. L1-L2: Disc desiccation with diffuse disc bulge and right foraminal disc herniation coming in contact with exiting right L1 nerve roots in the neural foramen. No significant spinal canal stenosis. L2-L3: Disc desiccation with diffuse disc bulge encroaching on the inferior aspects of neural foramina bilaterally. Mild degeneration of the apophyseal joints is present. L3-L4: Disc desiccation with diffuse disc bulge encroaching on the inferior aspects of neural foramina bilaterally. Mild degeneration of the apophyseal joints is present. L4-L5: Disc desiccation with diffuse disc bulge encroaching on the inferior aspects of neural foramina bilaterally. Superimposed right foraminal disc herniation coming in contact with exiting right L4 nerve roots. Mild degeneration of the apophyseal joints is present. L5-S1: No evidence for significant spinal canal stenosis or neural foraminal compromise. ------------------------- IMPRESSION: ----- Page Break ----- Multilevel degenerative changes. M51.36 Right foraminal disc herniations at the L1-L2 and L4-L5 levels coming in contact with exiting nerve roots. M51.26 Degeneration of apophyseal joints. M53.86 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,61,1.3.6.1.4.1.55648.124845183574342996306947680210131/1.3.6.1.4.1.55648.124845183574342996306947680210131.5,1.3.6.1.4.1.55648.124845183574342996306947680210131/1.3.6.1.4.1.55648.124845183574342996306947680210131.5.pkl
+,1.3.6.1.4.1.55648.2842704462404961309418463700606386/1.3.6.1.4.1.55648.2842704462404961309418463700606386.5,27,True,,19.06816006,0.000259638,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2842704462404961309418463700606386.5.27,20180405,,105149.08,251432278,MR,Siemens,AX PD,Skyra,Patient_1745252342355254172,Patient_1745252342355254172,F,079Y,77.11071271,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.246571,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,154,FFS,1.3.6.1.4.1.55648.2842704462404961309418463700606386,1.3.6.1.4.1.55648.2842704462404961309418463700606386.5,5,1,27,-101.55902638375\-22.543270018073\-66.47104325393,0.99917561049735\0.01812934579894\-0.0363239068403\-2.08108e-009\0.89474826581138\0.44657086876276,,,-53.48992233,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1579.0,862,1618,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain. The patient provides a history of rheumatoid arthritis. Lower back pain, M54.5 Numbness lower extremity, R20.0 Right leg pain, M79.604 Left leg pain, M79.605 Comparison PHI: Lumbar spine radiographs from PHI/DD/YYYY and MM/DD/YYYY. Lumbar spine MR examination from PHI/DD/YYYY. Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial proton density images. Findings: Coronal localizer image 7 of series 1 demonstrates mild levoscoliosis in the lumbar spine, centered at L2-L3. Anterolisthesis is mild at L4-L5, minimal at L3-L4. There is minimal retrolisthesis at L2-L3. There is no evidence of fracture, spondylolysis or osseous neoplasm. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the L1 level. Lower thoracic intervertebral levels from T10 to L1 are visualized only on sagittal images. There is minimal spondylosis at T10-T11 and there is a small spondylotic disc bulge at T12-L1. L1-L2: Minimal spondylosis. Facet joints are unremarkable. Small disc bulge. L2-L3: Mild spondylosis. Minimal bilateral facet arthrosis. Mild disc bulge. L3-L4: Mild spondylosis. Severe bilateral facet arthrosis. Moderate disc bulge. Small ----- Page Break ----- right paracentral disc protrusion, impinging on the right L4 nerve root. See axial image 14 of series 5. There is additional protruding disc in the right neural foramen, contacting the exiting right L3 nerve, sagittal image 2 of series 2. There is mild central canal stenosis, axial image 15 of series 5. Findings are unchanged compared to axial images 13-14 of series 5 from the MM/DD/YYYY study. L4-L5: Mild-to-moderate spondylosis. Severe bilateral facet arthrosis. Severe disc bulge, exaggerated by the anterolisthesis. Moderate left foraminal stenosis. Severe central canal stenosis, slightly worse compared to axial image 19 of series 5 from the MM/DD/YYYY study. L5-S1: Minimal spondylosis. Bilateral facet arthrosis, moderate on the right and severe on the left. Dependent edema is seen in the subcutaneous fat of the lower back. The visualized abdominopelvic soft tissues are unremarkable. ------------------------- IMPRESSION: Listheses as noted. Mild lumbar levoscoliosis. Lumbar spondylosis and facet arthrosis as detailed above. Disc bulging and severe central canal stenosis at L4-L5 are slightly worse compared to the MM/DD/YYYY study. The remainder of the examination is unchanged. Right-sided disc protrusion at L3-L4, imaging on the right L4 nerve root and exiting right L3 nerve. Spondylolisthesis, M43.16 Other idiopathic scoliosis, lumbar region, M41.26 Degeneration lumbar spine, M51.36 Herniated disc lumbar spine, M51.26 Spinal stenosis, M48.06 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.2842704462404961309418463700606386/1.3.6.1.4.1.55648.2842704462404961309418463700606386.5,1.3.6.1.4.1.55648.2842704462404961309418463700606386/1.3.6.1.4.1.55648.2842704462404961309418463700606386.5.pkl
+,1.3.6.1.4.1.55648.822508206149628396944024316973385/1.3.6.1.4.1.55648.822508206149628396944024316973385.7,31,True,,28.64590144,0.000158072,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.822508206149628396944024316973385.7.31,20200303,,141658.355,239043526,MR,Siemens,AX PD,Skyra,Patient_795404576758485541,Patient_795404576758485541,M,048Y,99.79033409,,SHOULDER,SE,SK\SP\OSP,,2D,*tseR2d1_8,3.0,3500.0,34.0,1,123.2604,1H,1.0,3.0,3.0,575,8.0,100,100.0,200.0,syngo MR E11,AX PD,Body,0\384\384\0,ROW,160,HFS,1.3.6.1.4.1.55648.822508206149628396944024316973385,1.3.6.1.4.1.55648.822508206149628396944024316973385.7,7,1,31,-182.25542449914\-86.733305931459\-24.872932434082,1\4.897e-012\0\-4.897e-012\1\0,,,-24.87293243,1,MONOCHROME2,384,384,0.390625\0.390625,16,12,11,0,0.0,2194.0,859,1811,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT SHOULDER NON CONTRAST History: Right shoulder pain. Concern for rotator cuff abnormality. M25.511 Comparison PHI: None Technique: The right shoulder was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Axial proton density and gradient echo images; oblique sagittal fat-saturated proton density images; and oblique coronal proton density and fat-saturated proton density images were obtained. Findings: The skin and subcutis are unremarkable. There is mild AC joint osteoarthritis. There is intensity accompanying marrow edema and there is accompanying capsular edema. These findings suggest chronic repetitive overuse. This may be a source of pain. Correlate clinically. No subacromial enthesophyte is visualized. No bursal effusion is visualized. There is physiologic glenohumeral joint fluid. The supraspinatus tendon is unremarkable. The infraspinatus tendon exhibits minimal tendinosis. The subscapularis tendon is unremarkable. The long head biceps tendon exhibits minimal tenosynovitis. There is moderate diffuse degeneration in the anterior and anterosuperior labrum, without ----- Page Break ----- a discrete tear, axial images 14-16 of series 3. There is moderate glenohumeral joint osteoarthritis. There is no evidence of fracture, osteonecrosis, or osseous neoplasm. The suprascapular nerve is unremarkable in PHI appearance. The visualized muscle bellies exhibit normal size, shape and signal, without evidence of edema or atrophy. No soft tissue mass is visualized. No soft tissue cyst or extrasynovial fluid collection is visualized. ------------------------- IMPRESSION: Osteoarthritis is mild at the AC joint, however there is disproportionate marrow edema and capsular edema at that articulation, perhaps reflecting chronic repetitive overuse. This may be a source of pain. Correlate clinically. Moderate osteoarthritis in the glenohumeral joint. Degeneration in the anterior and anteroinferior labrum, without discrete tear. Minimal long head biceps tenosynovitis. Minimal infraspinatus tendinosis. M19.011 S43.431A M75.21 S46.011A Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",26,1.3.6.1.4.1.55648.822508206149628396944024316973385/1.3.6.1.4.1.55648.822508206149628396944024316973385.7,1.3.6.1.4.1.55648.822508206149628396944024316973385/1.3.6.1.4.1.55648.822508206149628396944024316973385.7.pkl
+,1.3.6.1.4.1.55648.4749597219409285107504572715689116/1.3.6.1.4.1.55648.4749597219409285107504572715689116.8,176,True,,170.1303949,0.00016284,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM3_2\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4749597219409285107504572715689116.8.1,20181220,,151502.3275,247512057,MR,Siemens,AX 3D MPRAGE,Amira,Patient_9909077304283230054,Patient_9909077304283230054,F,069Y,63.50293988,,HEAD,GR\IR,SK\SP\MP,IR,3D,*tfl3d1_16,1.0,2200.0,3.15,1,63.679621,1H,1.0,1.5,,231,1.0,100,90.625,160.0,syngo MR E11,AX 3D MPRAGE,Body,0\256\232\0,ROW,8,HFS,1.3.6.1.4.1.55648.4749597219409285107504572715689116,1.3.6.1.4.1.55648.4749597219409285107504572715689116.8,8,1,1,-114.39672970711\-128.15987825449\-101.54483110458,1\4.897e-012\0\-4.897e-012\1\0,,,-101.5448311,1,MONOCHROME2,256,232,0.9765625\0.9765625,16,12,11,0,0.0,59.0,32,84,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN NON CONTRAST History: C34.32 Malignant neoplasm of lower lobe, left bronchus or lung R55 Syncope Comparison is with a CT from MONTH MM, YYYY MRI of the brain was performed with multiple sequences in sagittal and axial plans on 3 Tesla ultra high fieldscanner. Brain parenchyma: As seen on the prior CT scan there is a metastatic lesion in the right cerebellum measuring approximately 1.2 x 1.4 cm, with surrounding vasogenic edema. There are minimal periventricular FLAIR hyperintensities without mass effect. No acute intracranial hemorrhage is seen. There is no evidence of acute ischemia on diffusion-weighted images. Ventricles: Ventricles, sulci, and cisterns are age-appropriate. Flow voids: The major intracranial flow voids appear intact. Sinuses. There is minimal inflammatory signal in the left mastoid tip. Minimal inflammatory signal seen in the left ethmoid sinus. Bilateral parietal skull sclerotic lesions are again noted. ------------------------- IMPRESSION: Right cerebellar metastatic lesion with surrounding vasogenic edema. Metastatic calvarial sclerotic lesions. Future follow-ups with contrast imaging is suggested. Minimal small vessel ischemic disease. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.4749597219409285107504572715689116/1.3.6.1.4.1.55648.4749597219409285107504572715689116.8,1.3.6.1.4.1.55648.4749597219409285107504572715689116/1.3.6.1.4.1.55648.4749597219409285107504572715689116.8.pkl
+,1.3.6.1.4.1.55648.2855048955054691183481439101063491/1.3.6.1.4.1.55648.2855048955054691183481439101063491.5,27,True,,24.41956401,0.000176668,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2855048955054691183481439101063491.5.27,20190926,,100926.85,558818756,MR,Siemens,AX PD,Aera,Patient_6368394584332767480,Patient_6368394584332767480,M,079Y,111.1301448,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,43.0,1,63.676374,1H,1.0,1.5,4.4,308,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.2855048955054691183481439101063491,1.3.6.1.4.1.55648.2855048955054691183481439101063491.5,5,1,27,-117.48709730243\-25.599360131827\-75.39929268641,0.99992412798496\0.00579952799698\-0.010867554855\4.0992743e-008\0.88223341047949\0.47081228683386,,,-55.9103799,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,2713.0,965,2034,,,,,,,,,,,,,,,,,,,,MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain TECHNIQUE: Lumbar spine imaged on a 1.5 Tesla high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: Lumbar spine MRI obtained MM/DD/YYYY FINDINGS: Alignment of the lumbar spine is near anatomic. There are no compression deformities. The bone marrow signal is overall age appropriate. The conus medullaris terminates at the L1 level and is within normal limits. The visualized paraspinal soft tissues are grossly unremarkable. L1-L2: Disc desiccation with diffuse disc bulge encroaching on the inferior aspects of neural foramina bilaterally. L2-L3: Disc desiccation with diffuse disc bulge encroaching on the inferior aspects of neural foramina bilaterally. Mild narrowing of the left lateral recess is present with impingement on descending left L3 nerve roots. L3-L4: Disc desiccation with diffuse disc bulge encroaching on the inferior aspects of neural foramina bilaterally. Severe spinal canal stenosis is present with compression of descending L4 nerve roots in lateral recesses secondary to ligamentum flavum thickening. There is severe degeneration of the apophyseal joints. L4-L5: Disc desiccation with diffuse disc bulge encroaching on the inferior aspects of neural foramina bilaterally. Severe spinal canal stenosis with compression of descending L5 nerve roots in lateral recesses bilaterally secondary to ligamentum flavum thickening. There is severe degeneration of the apophyseal joints. L5-S1: Disc desiccation with diffuse disc bulge encroaching on the inferior aspects of neural foramina bilaterally. Narrowing of the lateral recesses bilaterally secondary to ligamentum flavum thickening. There is severe degeneration of the apophyseal joints. ----- Page Break ----- ------------------------- IMPRESSION: Severe spinal canal stenosis at the L3-L4 and L4-L5 levels. Associated compression of descending nerve roots. These findings are significantly progressed since MONTH XX. M48.061 Disc degeneration at multiple levels. Degeneration of apophyseal joints as above. M51.36 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,61,1.3.6.1.4.1.55648.2855048955054691183481439101063491/1.3.6.1.4.1.55648.2855048955054691183481439101063491.5,1.3.6.1.4.1.55648.2855048955054691183481439101063491/1.3.6.1.4.1.55648.2855048955054691183481439101063491.5.pkl
+,1.3.6.1.4.1.55648.3213697093688112765958128483405903/1.3.6.1.4.1.55648.3213697093688112765958128483405903.5,30,True,,35.26060915,0.000326872,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3213697093688112765958128483405903.5.30,20171125,,164913.14,820428568,MR,Siemens,AX PD,Skyra_fit,Patient_6746441275952900227,Patient_6746441275952900227,F,068Y,62.14216259,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_12,4.0,3000.0,41.0,1,123.230264,1H,1.0,3.0,4.4,276,12.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,144,FFS,1.3.6.1.4.1.55648.3213697093688112765958128483405903,1.3.6.1.4.1.55648.3213697093688112765958128483405903.5,5,1,30,-87.339313371543\-3.1652045933662\-106.11316366952,0.99999943523926\-0.0003651923842\0.0009980759892\1.059607e-008\0.93911333408469\0.34360754611087,,,-98.47181979,1,MONOCHROME2,320,320,0.53125\0.53125,16,12,11,0,0.0,1955.0,869,1793,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain. No surgery. ICD 10 - Lower back pain, M54.5 Technique: MRI of the lumbar spine was performed on a 3.0 Tesla ultra high field magnetic resonance imaging unit utilizing sagittal T2, T1 and STIR sequences as well as angled axial proton density images through the disc spaces. There are no prior studies available for comparison. Findings: There is straightening of the lumbar lordosis. Vertebral bodies are normal in height without a fracture or pars defect. Signal arising from bone marrow does not demonstrate an aggressive osseous lesion or infiltrative process. The lower cord and conus are normal in signal and morphology. At T11-T12 sagittal images demonstrate a small circumferential disc bulge and right foraminal disc protrusion. There is mild thecal sac compression and right foraminal stenosis. At T12-L1, there is a moderate posterior disc protrusion which is slightly eccentric to the right. Facet joints are preserved. There is mild to moderate thecal sac compression without cord compression. There is no foraminal stenosis. At L1-2, is a very shallow left paracentral disc protrusion. There is no facet arthrosis. There is no thecal sac compression. There is no foraminal stenosis. At L2-3, a disc bulge is slightly eccentric to the left. There is mild facet arthrosis. There is mild thecal sac compression. There is mild left foraminal stenosis. At L3-4, There is a small posterior disc protrusion. There is a small disc bulge and mild endplate remodeling. There is mild to moderate facet arthrosis. There is mild to moderate thecal sac compression. There is abutment of the left-sided intrathecal nerve roots abutting the left lateral recess. There is mild to moderate bilateral foraminal ----- Page Break ----- stenosis. At L4-5, There is moderate circumferential disc osteophytic ridge which extends into the neural foramen bilaterally. There is near complete loss of disc height and moderate Modic changes along the endplates. There is mild facet arthrosis. There is mild thecal sac compression. There is mild mass effect on the left L5 nerve root origin. There is moderate right foraminal stenosis with abutment of the exiting nerve root. There is mild left foraminal stenosis. At L5-S1, there is a moderate posterior disc extrusion and a small disc osteophytic ridge. There is no facet arthrosis. There is mild thecal sac compression. Disc extrusion abuts but does not compress the S1 nerve root origins. There is moderate left foraminal stenosis with abutment of exiting nerve root. There is mild right foraminal stenosis. Paraspinal musculature is symmetric. There is no bulky lymphadenopathy. ------------------------- IMPRESSION: Degenerative disc disease throughout the lumbar spine. There is a moderate posterior disc protrusion at T12-L1 and disc extrusion at L5-S1. Smaller disc protrusions are seen at other levels, including T11-T12. At L3-L4 there is mild to moderate thecal sac compression and foraminal stenosis. There is abutment of the left side intrathecal nerve roots. At L4-L5 there is mild mass effect on the left L5 nerve root origin. There is moderate right foraminal stenosis. L5-S1 the posterior disc extrusion abuts but does not compress the S1 nerve root origins. There is moderate left foraminal stenosis. ICD 10 - Herniated disc lumbar spine, M51.26 Herniated disc L5-S1, M51.27 Spinal stenosis, M48.06 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",84,1.3.6.1.4.1.55648.3213697093688112765958128483405903/1.3.6.1.4.1.55648.3213697093688112765958128483405903.5,1.3.6.1.4.1.55648.3213697093688112765958128483405903/1.3.6.1.4.1.55648.3213697093688112765958128483405903.5.pkl
+,1.3.6.1.4.1.55648.1412964174376975876663622752735622/1.3.6.1.4.1.55648.1412964174376975876663622752735622.18,176,True,,187.7704782,0.000307322,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1412964174376975876663622752735622.18.1,20190306,,162941.1,828552801,MR,Siemens,AX T1 3D MPR,Skyra,Patient_2997883498194525315,Patient_2997883498194525315,F,064Y,62.14216259,,ORBIT,GR\IR,SK\SP\MP\OSP,IR,3D,*tfl3d1_16,1.0,1900.0,2.57,1,123.243326,1H,1.0,3.0,,307,1.0,100,100.0,220.0,syngo MR E11,AX T1 3D MPR,Body,0\256\256\0,ROW,9,HFS,1.3.6.1.4.1.55648.1412964174376975876663622752735622,1.3.6.1.4.1.55648.1412964174376975876663622752735622.18,18,1,1,-107.55718651495\-103.12132237786\-85.837316538834,0.99418054762991\5.48215958e-005\0.10772667129776\-5.324e-012\0.99999987051284\-0.0005088951765,,,-73.80317269,1,MONOCHROME2,512,512,0.44921875\0.44921875,16,12,11,0,0.0,423.0,163,406,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T BRAIN AND ORBITS PRE AND POST IV CONTRAST HISTORY: H53.2 Diplopia (double vision) COMPARISON: None available. TECHNIQUE: Multisequence multiplanar MRI of the brain was obtained on a 3.0 Tesla ultra high field wide bore magnet. The examination was performed without and with intravenous contrast. 6.5 cc Gadavist were administered. High-resolution sequences through the orbits were also obtained. Per ACR guidelines and XXXXXXX policy, creatinine level test was performed prior to this examination. Results were as follows: Creatinine 0.8 mg/dL Calculated GFR is 78 . FINDINGS: Brain: There are multiple confluent and discrete lesions in periventricular and subcortical white matter. The largest lesion measuring up to 2.1 cm is ovoid and involves the left centrum semiovale and left side of the corpus callosum. There are subtle lesions additional involving the posterior aspect of the corpus callosum and the juxtacortical white matter of the left parietal lobe. . No enhancing lesions are identified. There is no evidence of a recent infarct, hemorrhage, mass or mass effect. The ventricles and sulci are within normal limits for the patient's age. Flow within the major cerebral vessels is preserved. Orbits: The optic nerves are symmetric in size and signal without abnormal enhancement. The globes, lacrimal glands and extraocular muscles are within normal limits. There is no retrobulbar mass lesion. The orbital apices and cavernous sinuses are unremarkable. Other: There is a lesion in the right cerebellar pontine angle extending into the right internal auditory canal measuring up to 1.4 cm, compatible with an acoustic neuroma. There is a mild LASTNAME I malformation with cerebellar tonsils extend descending approximately 5 mm below the foramen magnum. ----- Page Break ----- ------------------------- IMPRESSION: Lesions involving subcortical, juxtacortical and periventricular white matter of both cerebral hemispheres as well as the corpus callosum are suspicious for demyelinating disease/multiple sclerosis with or without concomitant chronic microvascular ischemic changes. No evidence of active demyelination. Clinical correlation is recommended. G35 1.4 cm right acoustic neuroma. D33.3 Mild LASTNAME I malformation. Normal MRI of the orbits. I requested that my report be faxed to the referring physician's office with confirmation of receipt. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.1412964174376975876663622752735622/1.3.6.1.4.1.55648.1412964174376975876663622752735622.18,1.3.6.1.4.1.55648.1412964174376975876663622752735622/1.3.6.1.4.1.55648.1412964174376975876663622752735622.18.pkl
+,1.3.6.1.4.1.55648.607131073606921690061786939404422/1.3.6.1.4.1.55648.607131073606921690061786939404422.12,696,True,,512.4741902,0.000812054,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.607131073606921690061786939404422.12.1,20181129,,,227286218,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_3506928026370942901,Patient_3506928026370942901,M,059Y,83.91459912,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.2433,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.607131073606921690061786939404422,1.3.6.1.4.1.55648.607131073606921690061786939404422.12,12,1,1,-119.26905222783\-87.494169809223\-12.084064634048,0.99999999989935\3.710507973e-006\1.369444718e-005\3.4595589e-008\0.96455745499769\-0.263872916398,,,-34.74142417,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,657.0,289,627,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (2.5 ng/ml up to 6 ng mL, then down to 5 ng mL as per patient), father had prostate cancer. Negative biopsy 6 years ago. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 8.4 cc Gadavist was administered. FINDINGS: Prostate size: 5 [transverse] x 3 [AP] x 4 [CC] cm, about 31 cc in volume. Postbiopsy hemorrhage: None Lesion : No focal suspicious or clinically significant lesion. Peripheral zone zone: Bilateral diffuse indistinct T2 hypointensity with some linear and wedge-shaped fibrosis, corresponding indistinct/geographic decreased ADC and minimally increased signal on ultra high b-value images, and diffuse bilateral mild, gradually increased enhancement, favoring subacute or chronic inflammation, PI-RADS 2, worse along the posterolateral right peripheral zone base towards posteromedial midgland and left base. Transition zone: Heterogeneous and mildly enlarged, consistent with BPH, distending the bladder neck without intravesical extension. Bladder: Unremarkable.. Seminal vesicle: Unremarkable. GI: Nondilated bowel. Hemorrhoids along the posterior distal anus, correlate with clinical assessment. ----- Page Break ----- Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. A partially seen small fatty marrow focus at the right ilia crest, not included on the postcontrast imaging. Degenerative disc disease with herniation suggested at L4-5 and L5-S1. ------------------------- IMPRESSION: Bilateral peripheral zone diffuse inflammatory change, correlate clinically for evidence of subacute or chronic prostatitis, if indicated, antibiotic treatment then follow-up MRI to assess for resolution and to further exclude obscured subtle lesion. D41.9. Mild BPH. N40.0 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.607131073606921690061786939404422/1.3.6.1.4.1.55648.607131073606921690061786939404422.12,1.3.6.1.4.1.55648.607131073606921690061786939404422/1.3.6.1.4.1.55648.607131073606921690061786939404422.12.pkl
+,1.3.6.1.4.1.55648.3264611311530755511743278542216400/1.3.6.1.4.1.55648.3264611311530755511743278542216400.6,81,True,,71.58490038,0.000237465,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\NONE\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3264611311530755511743278542216400.6.1,20161125,,171345.1775,585254221,MR,Siemens,AX DWI,Espree,Patient_7459643448781151856,Patient_7459643448781151856,M,089Y,79.37867485,,HEAD,EP,SK\SP,PFP\FS,2D,*ep_b0,5.0,5100.0,114.0,1,63.634227,1H,1.0,1.5,6.0,120,1.0,100,100.0,845.0,syngo MR B19,AX DWI,Body,160\0\0\160,COL,90,HFS,1.3.6.1.4.1.55648.3264611311530755511743278542216400,1.3.6.1.4.1.55648.3264611311530755511743278542216400.6,6,1,1,-112.71255785723\-150.15665914792\-34.597843983579,0.99950711104688\0.03033658050991\0.00807631411509\-0.0279187392535\0.97660741227797\-0.2132100051176,,,-64.14838516,1,MONOCHROME2,160,160,1.5625\1.5625,16,12,11,0,0.0,1079.0,188,478,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN AND IAC'S W/O HISTORY: Vertigo (R42). TECHNIQUE: Multiplanar, multisequence MRI of the brain and internal auditory canals was performed without intravenous contrast. The study was performed on a 1.5 Tesla high field wide bore magnet. COMPARISON: None available. FINDINGS: There are multiple subacute infarcts within the right posterior cerebral artery distribution, characterized by DWI hyperintensity and mild corresponding ADC deficit within the right thalamus, posterior right hippocampus, right occipital lobe, and posterior limb of the right internal capsule. There is mild associated mass effect with effacement of the adjacent sulci. There is no midline shift or hemorrhagic conversion. There is a small chronic infarct within the right centrum semiovale. There is mild to moderate generalized cerebral volume loss without evidence for superimposed hydrocephalus. The cerebellopontine angle cisterns and internal auditory canals are clear. The visualized paranasal sinuses and mastoid air cells are well aerated. The orbital contents are unremarkable. ------------------------- IMPRESSION: Multiple recent infarcts in the right posterior cerebral artery distribution without hemorrhagic conversion. Evaluation for a cardioembolic source is recommended. Doctor LASTNAME discussed these findings with Doctor FIRSTNAME LASTNAME on MM/DD/YYYY 5:29 PM. ICD 10 - Stroke/Cerebral Infarction I63.9 Atrophy G31.9 ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",38,1.3.6.1.4.1.55648.3264611311530755511743278542216400/1.3.6.1.4.1.55648.3264611311530755511743278542216400.6,1.3.6.1.4.1.55648.3264611311530755511743278542216400/1.3.6.1.4.1.55648.3264611311530755511743278542216400.6.pkl
+,1.3.6.1.4.1.55648.9320847626114331538884255608864874/1.3.6.1.4.1.55648.9320847626114331538884255608864874.1,128,True,,113.6486669,0.000161648,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9320847626114331538884255608864874.1.128,20180701,,,350734876,MR,Siemens,AAHScout,Skyra,Patient_6600082317360358104,Patient_6600082317360358104,F,052Y,68.03886416,,BRAIN,GR,SP,PFP,3D,*fl3d1_ns,1.600000024,3.15,1.37,1,123.231147,1H,1.0,3.0,,118,1.0,100,100.0,540.0,syngo MR E11,AAHScout,Body,0\160\160\0,ROW,8,HFS,1.3.6.1.4.1.55648.9320847626114331538884255608864874,1.3.6.1.4.1.55648.9320847626114331538884255608864874.1,1,1,128,101.60000151396\-110\130,0\1\0\0\0\-1,,,101.6000015,1,MONOCHROME2,160,160,1.625\1.625,16,12,11,0,0.0,15.0,7,15,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN NON CONTRAST HISTORY: H93.12 Left ear tinnitus R55 Syncope H93.11 Right ear tinnitus R51 Headache/Facial Pain R42 Dizziness/Vertigo Technique: Multiplanar, multisequence MRI of the brain was performed without the administration of intravenous contrast. Findings: Brain: There is a large area of vasogenic edema in the left frontal lobe. Centrally within this lesion there is irregular area of isointensity on T2 weighted imaging and mild hyperintensity on diffusion weighted imaging likely due to underlying mass.. On gradient echo imaging demonstrates also susceptibility artifact indicative blood products. Findings are nonspecific but could be due to glioma or metastatic lesion. Further evaluation with contrast-enhanced MRI is recommended. Significant mass effect with subfalcine herniation. There is approximately 9 mm of midline shift of the left frontal lobe towards the right. There is effacement of frontal horn of left lateral ventricle. Just inferior to the tectal plate on the left there is a focus of T1 hyperintensity. This region is low signal on fat-suppressed FLAIR sequence and most likely reflects incidental lipoma. T1 sequence with and without fat suppression can be obtained to confirm that this is due to lipoma as opposed to hemorrhage. Flow voids: The flow voids at the skull base are unremarkable. Extra-axial spaces:There is no extra-axial collection or extra-axial mass. Extracranial findings: The visualized portions of the orbits, paranasal sinuses, mastoid air cells are unremarkable. ------------------------- IMPRESSION: Vasogenic edema in left frontal lobe presumably due to underlying mass. Further evaluation with contrast-enhanced MRI is recommended. There is significant mass effect with ----- Page Break ----- subfalcine herniation. The right frontal lobe extends approximately 9 mm across the midline towards the right. Small focus of T1 hyperintensity just inferior to the right tectal plate. This most likely reflect incidental lipoma. Further evaluation with T1 weighted imaging with and without fat suppression is recommended to confirm that this is due to fat as opposed to hemorrhage. Findings discussed with Doctors. NAME at time of interpretation Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.9320847626114331538884255608864874/1.3.6.1.4.1.55648.9320847626114331538884255608864874.1,1.3.6.1.4.1.55648.9320847626114331538884255608864874/1.3.6.1.4.1.55648.9320847626114331538884255608864874.1.pkl
+,1.3.6.1.4.1.55648.2386888271451696781125007816391907/1.3.6.1.4.1.55648.2386888271451696781125007816391907.9,166,True,,159.8271391,0.000181198,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2386888271451696781125007816391907.9.1,20161230,,140313.3275,327609373,MR,Siemens,AX 3DTOF MRA,Skyra,Patient_8494212913822931712,Patient_8494212913822931712,F,036Y,68.03886416,,BRAIN,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,20.0,3.69,1,123.208122,1H,1.0,3.0,15.6,280,1.0,100,88.125,185.0,syngo MR E11,AX 3DTOF MRA,Body,0\320\282\0,ROW,18,HFS,1.3.6.1.4.1.55648.2386888271451696781125007816391907,1.3.6.1.4.1.55648.2386888271451696781125007816391907.9,9,1,1,-82.385899255201\-102.79853389844\-86.932138528109,0.99392493410797\0.05840481417417\-0.0932850633261\-0.0661906631552\0.99437613526082\-0.082673440323,,,-102.5803303,1,MONOCHROME2,320,282,0.625\0.625,16,12,11,0,0.0,565.0,160,390,4.0,,,,,,,,,,,,,,,,,,,"MRA-MRV 3T HEAD W/O CON HISTORY: R51 Headache/Facial Pain G44.229 Chronic tension headache G43.001 Migraines without aura R42 Dizziness/Vertigo/Loss Balance/Whirling Spinning Sensation R55 Doctor FIRSTNAME LASTNAMERISON: None. TECHNIQUE: MRA and MRV of the brain was performed on a 3.0 Tesla superconducting magnet utilizing 3-D time-of-flight technique in the region of the circle of FIRSTNAME and Major venous structures. 3-D reconstructions were performed on a workstation. Diffusion-weighted imaging was performed. FINDINGS: MRA: Incidental note of fetal origin of the right posterior cerebral artery which is a normal anatomic variant. Incidental note of an azygos artery which is a normal anatomic variant. No major stenosis, aneurysm, or dissection. No vascular malformation. No evidence of vasculitis. MRV: Very attenuated left transverse sinus. The left sigmoid sinus is asymmetrically smaller than the left as is the left internal jugular vein. This could reflect a normal anatomic variant dominant right transverse sinus. Less likely is chronic thrombosis of the left transverse sinus. I do not see any abnormal signal on the brain MRI. The remainder of the venous anatomy is within normal limits. Should be noted that the contrast-enhanced MRA of the neck was performed after acquisition of the MRV without contrast. This could be further assessed with contrast-enhanced MRV. ------------------------- IMPRESSION: Normal MRA of the circle of FIRSTNAME The left transverse sinus is markedly attenuated likely reflecting anatomic variant dominant right transverse sinus. Less likely is a chronically thrombosed left transverse ----- Page Break ----- sinus. This could be assessed with contrast-enhanced MRV. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",35,1.3.6.1.4.1.55648.2386888271451696781125007816391907/1.3.6.1.4.1.55648.2386888271451696781125007816391907.9,1.3.6.1.4.1.55648.2386888271451696781125007816391907/1.3.6.1.4.1.55648.2386888271451696781125007816391907.9.pkl
+,1.3.6.1.4.1.55648.66597425561034400033468145956853/1.3.6.1.4.1.55648.66597425561034400033468145956853.6,60,True,,50.29590726,0.00025034,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.66597425561034400033468145956853.6.1,20191227,,,221989133,MR,Siemens,AX DWI_TRACEW,Skyra,Patient_5373256838661716426,Patient_5373256838661716426,F,038Y,52.16312919,,BRAIN,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,6400.0,98.0,1,123.249143,1H,1.0,3.0,4.8,143,71.0,100,100.0,1040.0,syngo MR E11,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.66597425561034400033468145956853,1.3.6.1.4.1.55648.66597425561034400033468145956853.6,6,1,1,-123.0897507586\-138.39202956249\-54.981833163028,0.99953321019\0.03011843552925\0.00512265249134\-0.0298400767608\0.99841423753365\-0.0477344750575,,,-60.69375679,1,MONOCHROME2,192,192,1.3541666269302\1.3541666269302,16,12,11,0,0.0,4095.0,567,1263,,,,,,,,,,,,,,,,,,,,MRI-3T BRAIN AND PITUITARY PRE AND POST IV CONTRAST HISTORY: Pituitary tumor . COMPARISON: Comparison is with the prior from PHI . TECHNIQUE: Multisequence multiplanar MRI of the brain and pituitary were obtained. The study was performed on a 3.0 Tesla ultra high field wide bore magnet prior to and following the intravenous contrast administration of 6cc Gadavist FINDINGS: Pituitary: No sellar enlargement is appreciated. The pituitary gland is normal in size and demonstrates homogenous enhancement. The infundibulum appears to terminate on a cyst along the superior pituitary gland that measures 9 x 5.5 mm.. There is no mass effect on the optic nerves or optic chiasm. The cavernous sinuses appear normal. Brain parenchyma: There are stable nonspecific subcortical FLAIR hyperintensities without mass effect. There is no acute intracranial hemorrhage or mass lesion. No restricted diffusion is seen to suggest acute infarction. Extraaxial spaces: Unremarkable. Ventricles and sulci: Normal for age. There is mild bilateral ethmoid sinus disease. ------------------------- IMPRESSION: Stable cyst along the superior pituitary gland representing arachnoid or Rathke's cleft cyst. No definite abnormality seen within the pituitary gland ICD 10 - ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,29,1.3.6.1.4.1.55648.66597425561034400033468145956853/1.3.6.1.4.1.55648.66597425561034400033468145956853.6,1.3.6.1.4.1.55648.66597425561034400033468145956853/1.3.6.1.4.1.55648.66597425561034400033468145956853.6.pkl
+,1.3.6.1.4.1.55648.2139430467378758979356429053173777/1.3.6.1.4.1.55648.2139430467378758979356429053173777.12,638,True,,631.0568471,0.000263691,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2139430467378758979356429053173777.12.1,20190925,,,245090561,MR,Siemens,DYNAMIC PRE/POST,Verio,Patient_8428805272473630569,Patient_8428805272473630569,M,070Y,102.0582962,,,GR,SP\OSP,PFP,3D,*fl3d1,3.299999952,3.87,1.59,1,123.196335,1H,1.0,3.0,,179,1.0,100,100.0,613.0,syngo MR B19,DYNAMIC PRE/POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.2139430467378758979356429053173777,1.3.6.1.4.1.55648.2139430467378758979356429053173777.12,12,1,1,-103.55535741237\-89.277109146118\-4.9148479174382,0.99756404995022\0\0.06975647817166\0\1\0,,,2.320781435,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,783.0,339,758,,Gadavist,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Recently diagnosed prostate cancer status post biopsy. C61. TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 10 cc Gadavist was administered. I-STAT: Creatinine 0.8, GFR 101. FINDINGS: Prostate size: 4.4 [transverse] x 2.7 [AP] x 4.3 [CC] cm, about 27 cc in volume. Postbiopsy hemorrhage: None Lesion : PI-RADS Assessment Category: 4 T2-weighted images: 3, noncircumscribed moderate hypointensity. Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images.. Dynamic post-contrast images: Positive, early hyperperfusion. Size: 8 x 5 mm as measured on image 17 of series 8 Location: Left peripheral zone, posterolateral, base to midgland. Extra-prostatic extension: Additional peripheral zone findings: Mild fibrosis bilaterally Additional transition zone findings: Heterogeneous and mildly enlarged, consistent with BPH, distending the bladder neck with slight intravesical extension. Bladder: Unremarkable. ----- Page Break ----- Seminal vesicle: Unremarkable. GI: Proximal sigmoid diverticulosis. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: None.. ------------------------- IMPRESSION: 8 x 5 mm PIRADS 4 lesion at the left peripheral zone, posterolateral, base-midgland. C61. No extraprostatic extension or metastatic adenopathy or bone lesion. Mild BPH. N40.0 PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.2139430467378758979356429053173777/1.3.6.1.4.1.55648.2139430467378758979356429053173777.12,1.3.6.1.4.1.55648.2139430467378758979356429053173777/1.3.6.1.4.1.55648.2139430467378758979356429053173777.12.pkl
+,1.3.6.1.4.1.55648.0622530854161206070953996642038600/1.3.6.1.4.1.55648.0622530854161206070953996642038600.6,27,True,,18.32883358,0.000156879,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0622530854161206070953996642038600.6.27,20200410,202318.046,202157.41,210961852,MR,Siemens,AXI PD,Espree,Patient_7091410396835960252,Patient_7091410396835960252,M,050Y,136.0777283,,,SE,SK\SP\OSP,PFP\SAT1,2D,*tseR2d1_14,4.0,2400.0,39.0,2,63.647715,1H,1.0,1.5,4.4,170,14.0,75,98.75,180.0,syngo MR B19,AXI PD,Body,320\0\0\237,COL,180,FFS,1.3.6.1.4.1.55648.0622530854161206070953996642038600,1.3.6.1.4.1.55648.0622530854161206070953996642038600.6,6,1,27,-110.83605308713\-35.481495080451\-58.43414848755,0.99865308205326\0.02737777116547\-0.0440735674927\5.4356159e-008\0.84945161155869\0.52766652311886,,,-36.62363983,1,MONOCHROME2,316,320,0.71875\0.71875,16,12,11,0,0.0,2050.0,797,1694,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain M54.41 Lower back pain with right sciatica M54.42 Lower back pain with left sciatica COMPARISON: None available. TECHNIQUE: MRI of the lumbar spine was performed with multiple sequences performed in sagittal and axial planes on a 1.5 Tesla high-field wide-bore magnet. FINDINGS: Vertebral body heights: Maintained. Alignment: there is a grade 1 anterolisthesis of L5 on S1 and a levoconvex scoliosis Marrow signal: There is edema of the bilateral L3-4 facets compatible facet disease Spinal canal: The conus terminates at L1 and is unremarkable Paravertebral soft tissues: Unremarkable. Discs: There is degenerative decreased T2 disc signal at L4-5 and L5-S1 with discogenic endplate changes L1-2: There is no significant posterior disc abnormality, spinal canal or foraminal stenosis. L2-3: There is prominence of the posterior epidural fat, diffuse disc bulging with mild central canal stenosis with impingement of the descending right L3 nerve roots and mild foraminal narrowing L3-4: There is diffuse disc bulging, ligamentum flavum thickening resulting in moderate ----- Page Break ----- central canal stenosis with impingement of the right L4 nerve roots and moderate foraminal narrowing L4-5: There is diffuse disc bulging, superimposed left subarticular disc herniation compressing the descending left L5 nerve roots with moderate bilateral foraminal narrowing and mild central canal stenosis L5-S1: There is diffuse disc bulging and facet arthropathy resulting in moderate foraminal narrowing with subarticular stenosis impinging the descending left S1 nerve roots ------------------------- IMPRESSION: Mild central canal stenosis at L2-3 with impingement of the right L3 nerve roots Moderate central canal stenosis at L3-4 with impingement of the right L4 nerve roots and moderate foraminal narrowing. Edema of the L3-4 facets compatible with facet disease Disc herniation at L4-5 compresses the left L5 nerve roots and there is moderate foraminal narrowing Impingement of the descending S1 nerve roots at L5-S1 with moderate foraminal narrowing ICD 10 - Other biomechanical lesion, M99.83 Spinal stenosis, M48.06 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",40,1.3.6.1.4.1.55648.0622530854161206070953996642038600/1.3.6.1.4.1.55648.0622530854161206070953996642038600.6,1.3.6.1.4.1.55648.0622530854161206070953996642038600/1.3.6.1.4.1.55648.0622530854161206070953996642038600.6.pkl
+,1.3.6.1.4.1.55648.4976120029884543297042410781339754/1.3.6.1.4.1.55648.4976120029884543297042410781339754.6,60,True,,47.09938312,0.000256777,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4976120029884543297042410781339754.6.1,20180811,,123755.7375,559534949,MR,Siemens,AX DWI_TRACEW,Skyra,Patient_7233796701063362487,Patient_7233796701063362487,F,042Y,72.57478843,,ORBIT,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,6400.0,98.0,1,123.257319,1H,1.0,3.0,4.8,143,71.0,100,100.0,1040.0,syngo MR E11,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.4976120029884543297042410781339754,1.3.6.1.4.1.55648.4976120029884543297042410781339754.6,6,1,1,-127.69880807763\-111.24036585399\-68.507999335679,0.99940619662456\0.03076579848248\-0.0155151471846\-0.0277413524017\0.98551883552705\0.1672813264783,,,-51.59457822,1,MONOCHROME2,192,192,1.3541666269302\1.3541666269302,16,12,11,0,0.0,4095.0,514,1133,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN AND ORBITS PRE AND POST IV CONTRAST HISTORY: Optic nerve pallor and vision loss . COMPARISON: None available. TECHNIQUE: MRI of the brain was obtained on a 3.0 Tesla ultra-high field wide-bore with multiple multiplanar pulse sequences obtained prior to and following the intravenous contrast administration of 7cc Gadavist.. FINDINGS: Brain parenchyma: There are nonspecific periventricular and subcortical FLAIR hyperintensities without mass effect. There is no acute intracranial hemorrhage or mass lesion. No restricted diffusion is seen to suggest acute infarction. Extraaxial spaces: Unremarkable. Ventricles and sulci: Normal for age. Major cerebral vessels: The major intracranial flow voids are intact Paranasal sinuses and mastoid air cells: Right ethmoid sinus retention cyst and mild right maxillary sinus disease is noted Orbits: Extraocular muscles are symmetric and the retrobulbar fat is clear. The optic nerves demonstrate normal signal. No enhancing lesions are identified ------------------------- IMPRESSION: Mild nonspecific periventricular and subcortical FLAIR hyperintensities which can be seen ----- Page Break ----- with small vessel ischemic disease, migraines, demyelinating disease Unremarkable appearance of the globes and orbits Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.4976120029884543297042410781339754/1.3.6.1.4.1.55648.4976120029884543297042410781339754.6,1.3.6.1.4.1.55648.4976120029884543297042410781339754/1.3.6.1.4.1.55648.4976120029884543297042410781339754.6.pkl
+,1.3.6.1.4.1.55648.0854574232887379244149364296090533/1.3.6.1.4.1.55648.0854574232887379244149364296090533.5,30,True,,21.75373912,0.000273228,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0854574232887379244149364296090533.5.30,20170606,104344.078,104348.2775,185621316,MR,Siemens,AXI PD,Espree,Patient_6524084168858169104,Patient_6524084168858169104,M,068Y,90.71848554,,,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_9,4.0,2400.0,39.0,2,63.68232,1H,1.0,1.5,4.4,243,9.0,75,98.75,180.0,syngo MR B19,AXI PD,Body,320\0\0\237,COL,180,FFS,1.3.6.1.4.1.55648.0854574232887379244149364296090533,1.3.6.1.4.1.55648.0854574232887379244149364296090533.5,5,1,30,-101.87813425594\-24.697093323295\-101.03281506099,0.99975039993468\0.0116457420494\-0.0190660568177\-1.5664838e-008\0.85339643709643\0.52126243021257,,,-75.60516944,1,MONOCHROME2,316,320,0.6875\0.6875,16,12,11,0,0.0,1333.0,469,1030,4.0,,,,,,,,,,,,,,,,,,,"History: Lobe radiculopathy MRI-LUMBAR SPINE NON CONTRAST History: M54.5 Lower Back Pain M54.42 Lower back pain with left sciatica M51.26 Herniated disc lumbar spine M48.06 Spinal stenosis lumbar MRI examination of the lumbosacral spine was performed on a 1.5 Tesla high field wide bore magnet and multiplanar multi-sequential techniques were used. Examination is interpreted in conjunction with prior dated MM/DD/YYYY. Examination of the sagittal imaging demonstrates normal alignment and a degenerative appearance of the vertebral bodies. The conus medullaris is seen to be normal. The intervertebral disks demonstrate decreased T2 signal. At L5-S1 there is a small left lateral recess disc herniation with mass effect upon the left S1 nerve root this is new. At L4-5 there is a diffuse degenerative bulging disc with degenerative productive posterior change including left-sided synovial cyst there is a progressive severe degree of central stenosis. At L3-4 there is a diffuse degenerative bulging disc degenerative productive posterior change in a progressive severe degree of central stenosis. At L2-3 there is a diffuse degenerative bulging disc with mild progressive central stenosis. Review of the remaining levels does not demonstrate evidence of focal abnormality, disc herniation or stenosis. Incompletely evaluated is an apparent cystic lesion related to the left kidney. ----- Page Break ----- ------------------------- IMPRESSION: Progressive multilevel degenerative disc disease with herniation, severe stenosis and synovial cyst as above. ICD 10 Codes: Herniated disc L5-S1 level. M51.27 Degeneration L1-L5. M51.36 Lumbar facet degeneration. M47.816 Spinal stenosis. M48.06 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",6,1.3.6.1.4.1.55648.0854574232887379244149364296090533/1.3.6.1.4.1.55648.0854574232887379244149364296090533.5,1.3.6.1.4.1.55648.0854574232887379244149364296090533/1.3.6.1.4.1.55648.0854574232887379244149364296090533.5.pkl
+,1.3.6.1.4.1.55648.2145745427741414820944394671856351/1.3.6.1.4.1.55648.2145745427741414820944394671856351.7,72,True,,65.81942368,0.000144958,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2145745427741414820944394671856351.7.72,20180430,,94310.2575,549687083,MR,Siemens,AX T1 FS PRE,Verio,Patient_9870514556035142343,Patient_9870514556035142343,F,066Y,81.64663699,,,GR,SP\OSP,FS,3D,*fl3d1,3.0,3.92,1.39,1,123.184668,1H,1.0,3.0,,182,1.0,70,81.25,401.0,syngo MR B19,AX T1 FS PRE,Body,320\0\0\182,COL,9,FFS,1.3.6.1.4.1.55648.2145745427741414820944394671856351,1.3.6.1.4.1.55648.2145745427741414820944394671856351.7,7,1,72,-194.04958534241\-157.01861786842\-123.60365790129,1\0\0\0\1\0,,,-123.6036579,1,MONOCHROME2,260,320,1.1875\1.1875,16,12,11,0,0.0,573.0,167,421,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: R93.8 Abnormal Radiologic Study K59.1 Diarrhea K58.0 Irritable bowel syndrome with diarrhea M79.89 Extremity swelling MRI of the abdomen was performed pre and post 9 cc of Gadavist IV contrast with multiple sequences in coronal and axial planes. The examination was performed on a 3 Tesla magnet. Comparison: Note is made of recent CT angiogram of the abdomen dated MM/DD/YYYY. Findings: LIVER: Evaluation of the liver demonstrates a 3.1 x 2.8 cm rounded somewhat heterogeneous structure along the left hepatic dome laterally. This demonstrates areas of bright T1 and T2 signal intensity with no evidence of fat suppression likely representing a cyst containing hemorrhagic content. A probable internal septation is present. No definite internal enhancement is appreciated on subtraction imaging although this evaluation slightly limited due to motion artifact. This previously measured 3.4 x 2.6 cm on the prior CT of MM/DD/YYYY and demonstrated minimally increased attenuation compared with simple fluid at the time of the prior examination. There are scattered few additional cysts in the liver measuring up to 1.8 cm along the margin right hepatic lobe posteriorly. A small flash filling hemangioma is also noted in the left hepatic dome medially measuring 5 mm in diameter. There is no definite evidence of hepatic steatosis. Apparent elongation right hepatic lobe posteriorly is noted, likely to Riedel's morphology measuring 19.7 cm in craniocaudad dimension. GALLBLADDER/BILIARY TREE:The gallbladder is present. There is no definite cholelithiasis. There is no biliary dilatation. SPLEEN: The spleen is unremarkable. PANCREAS: The pancreas is unremarkable. ADoctor LASTNAME : There are no adrenal masses. ----- Page Break ----- KIDNEYS: The kidneys enhance symmetrically with no evidence of hydronephrosis. A cyst is present in the midpole cortex of the right kidney measuring 2.2 x 1.8 cm. A subcentimeter cortical cyst also noted in the lower pole of the right kidney. BOWEL/PERITONEUM: There is no bowel obstruction. ADENOPATHY: There are no enlarged lymph nodes. VASCULATURE: The abdominal aorta is of normal caliber. The IVC is patent. The hepatic veins, and the renal veins, the splenic and portal vein are patent. MUSCULOSKELETAL: There are no aggressive osseous lesions. Benign hemangiomas are noted in the lower thoracic spine. ADDITIONAL: There is no free fluid. ------------------------- IMPRESSION: Scattered hepatic cysts as well as a complex cyst in the left lateral hepatic dome, likely a cyst containing hemorrhagic or proteinaceous content. This is slightly smaller in size since the prior CT examination and demonstrates more heterogeneity, likely related to internal hemorrhage. Follow-up examination may be obtained in 6 months to assess for interval stability. K76.89 Subcentimeter hepatic hemangioma. D18.09 Right renal cysts. N28.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.2145745427741414820944394671856351/1.3.6.1.4.1.55648.2145745427741414820944394671856351.7,1.3.6.1.4.1.55648.2145745427741414820944394671856351/1.3.6.1.4.1.55648.2145745427741414820944394671856351.7.pkl
+,1.3.6.1.4.1.55648.0997159876471133416155373842222869/1.3.6.1.4.1.55648.0997159876471133416155373842222869.6,25,True,,23.41181588,0.000209093,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0997159876471133416155373842222869.6.25,20170601,171909.875,171725.41,550480140,MR,Siemens,AX PD,Espree,Patient_7269459044632514845,Patient_7269459044632514845,M,028Y,181.4369711,,,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_9,4.0,2400.0,39.0,1,63.661027,1H,1.0,1.5,4.4,396,9.0,75,98.75,180.0,syngo MR B19,AX PD,Body,320\0\0\237,COL,180,FFS,1.3.6.1.4.1.55648.0997159876471133416155373842222869,1.3.6.1.4.1.55648.0997159876471133416155373842222869.6,6,1,25,-112.34337353706\-88.665329804947\-66.313619231165,1\0\0\0\0.87798297355794\0.4786918613705,,,-15.77885684,1,MONOCHROME2,316,320,0.6875\0.6875,16,12,11,0,0.0,1374.0,547,1164,4.0,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain Technique: Multiplanar, multisequence MRI of the lumbar spine was performed without the administration of intravenous contrast . Findings: Priors: None Alignment: Alignment is preserved. Conus: The conus is normal in size and signal. Bone marrow: No evidence of metastatic disease or acute vertebral body compression fracture. Other findings: The lumbar spinal canal is developmentally narrow.. At L5-S1: No significant spinal canal or neural foraminal stenosis. At L4-5: There is mild disc bulge and mild bilateral neural foraminal stenosis. At L3-4: There is mild disc bulge with mild bilateral neural foraminal stenosis. At L2-3: There is suspected small right foraminal disc protrusion mildly narrowing the right neural foramen At L1-2: No significant spinal canal or neural foraminal stenosis. ------------------------- IMPRESSION: Developmentally narrow spinal canal superimposed mild disc bulges relating to mild ----- Page Break ----- bilateral neural foraminal stenosis L3-L4 and L4-5. M51.36 Suspected small right foraminal disc protrusion L2-L3. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",32,1.3.6.1.4.1.55648.0997159876471133416155373842222869/1.3.6.1.4.1.55648.0997159876471133416155373842222869.6,1.3.6.1.4.1.55648.0997159876471133416155373842222869/1.3.6.1.4.1.55648.0997159876471133416155373842222869.6.pkl
+,1.3.6.1.4.1.55648.2083117528051367924945835691151434/1.3.6.1.4.1.55648.2083117528051367924945835691151434.7,52,True,,37.67197847,0.000175714,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2083117528051367924945835691151434.7.1,20190821,,105519.1625,733200799,MR,Siemens,AX DWI_TRACEW,Aera,Patient_1351750636043313382,Patient_1351750636043313382,F,076Y,77.11071271,,HEAD,EP,SK\SP,PFP\FS,2D,*ep_b0,5.0,5900.0,115.0,2,63.679923,1H,1.0,1.5,6.0,143,71.0,100,100.0,815.0,syngo MR E11,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.2083117528051367924945835691151434,1.3.6.1.4.1.55648.2083117528051367924945835691151434.7,7,1,1,-114.9999961853\-116.69726752803\-57.178111127971,1\0\0\0\0.98901586285082\-0.1478094145494,,,-73.79901371,1,MONOCHROME2,192,192,1.1979166269302\1.1979166269302,16,12,11,0,0.0,917.0,365,810,,,,,,,,,,,,,,,,,,,,"MRI-BRAIN NON CONTRAST HISTORY: C34.91 Malignant neoplasm of unsp part of right bronchus or lung R56.9 Seizures R42 Dizziness/Vertigo R55 Syncope H53.2 Diplopia (double vision) R47.02 Dysphasia (Difficulty Speaking) I62.9 Intracranial bleed C71.9 Malignant neoplasm of brain, unspecified Technique: Multiplanar, multisequence MRI of the brain was performed without the administration of intravenous contrast. Findings: There is masslike signal abnormality and surrounding moderate sized vasogenic edema in the left anterior and superior temporal lobes. Smaller masslike signal abnormality with surrounding mild vasogenic edema in the right frontal operculum. Lack of IV contrast administration limits evaluation of underlying mass. There is locoregional mass effect. Given history of metastatic lung cancer findings are concerning for intracranial metastasis. There is 6 mm T2 hyperintense lesion in the left parietal diploic space may represent osseous metastasis. The ventricles and sulci are prominent consistent with mild cerebral volume loss. There is no hydrocephalus. No abnormal extra-axial collection. No diffusion evidence of acute infarction. The major vascular flow was are preserved the skull base. Cerebellar tonsils are in normal location. Visualized paranasal sinuses and mastoids are well-aerated. ------------------------- IMPRESSION: Masslike signal abnormalities and surrounding vasogenic edema in the left temporal and right frontal lobes correlates with provided history of intracranial metastasis. A 6 mm lesion in the left parietal diploic space may represent an osseous metastasis. Further evaluation with contrast-enhanced brain MRI including postcontrast T1 3-D MPR is recommended. ----- Page Break ----- I requested that my report be faxed to the referring physician's office with confirmation of receipt. . Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.2083117528051367924945835691151434/1.3.6.1.4.1.55648.2083117528051367924945835691151434.7,1.3.6.1.4.1.55648.2083117528051367924945835691151434/1.3.6.1.4.1.55648.2083117528051367924945835691151434.7.pkl
+,1.3.6.1.4.1.55648.7874423891756722663448100619009878/1.3.6.1.4.1.55648.7874423891756722663448100619009878.5,23,True,,20.09805608,0.000139952,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM3_2\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7874423891756722663448100619009878.5.23,20170404,,143858.8525,289342252,MR,Siemens,AX T2 STAR,Aera,Patient_1034173210160732961,Patient_1034173210160732961,F,037Y,72.57478843,,SPINE,GR,SP\OSP,,2D,*me2d1r5,3.0,455.0,21.0,1,63.676391,1H,1.0,1.5,3.3,371,5.0,100,100.0,230.0,syngo MR E11,AX T2 STAR,Body,256\0\0\256,COL,28,HFS,1.3.6.1.4.1.55648.7874423891756722663448100619009878,1.3.6.1.4.1.55648.7874423891756722663448100619009878.5,5,1,23,-89.744658293462\-34.495226884654\-42.333683261945,0.99996423037594\-0.0049869771888\0.00683140008879\-1.417652e-009\0.80768378829053\0.58961589033256,,,-13.09373882,1,MONOCHROME2,512,512,0.3515625\0.3515625,16,12,11,0,0.0,428.0,238,543,4.0,,,,,,,,,,,,,,,,,,,"History: Neck pain and headaches MRI-3T CERVICAL SPINE W/O CON History: M79.601 Right arm pain M79.602 Left arm pain M54.2 Cervical/ Neck Pain R20.2 Upper and Lower Extremity LASTNAME and Needles R20.0 Numbness Lower/Upper Extremity M43.6 Torticollis M62.81 Muscle weakness M50.21 Disc herniation CMM/DD/YYYY and CMM/DD/YYYY MRI examination of the cervical spine was performed 1.5 Tesla high field wide bore magnet. Multiplanar multi-sequential techniques were used. Examination is interpreted in conjunction with prior dated MM/DD/YYYY. Sagittal imaging demonstrates normal alignment with straightening and a degenerative appearance of the vertebral bodies. The spinal cord has normal signal. At C4-5 there is a right lateral recess osteophytic disc ridge with mass effect upon the right C5 nerve root this is progressive. At C5-6 there is a left paracentral osteophytic disc ridge with mild cord compression. Disc herniation is not seen, however the overall mass effect has progressed. Review of the remaining levels does not demonstrate evidence of focal abnormality, disc herniation or stenosis. ------------------------- IMPRESSION: Progressive multilevel degenerative spondylitic change with asymmetries and cord compression as above. ICD 10 - Cervical disc degeneration C4-5, C5-6, C6-7, M50.32 Spinal stenosis, M48.02 Cervical foraminal stenosis M99.61 ----- Page Break ----- Abnormal straightening cervical curve, M40.40 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.7874423891756722663448100619009878/1.3.6.1.4.1.55648.7874423891756722663448100619009878.5,1.3.6.1.4.1.55648.7874423891756722663448100619009878/1.3.6.1.4.1.55648.7874423891756722663448100619009878.5.pkl
+,1.3.6.1.4.1.55648.1876439248872692373078735104170511/1.3.6.1.4.1.55648.1876439248872692373078735104170511.3,42,True,,34.7864933,0.000177145,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1876439248872692373078735104170511.3.42,20171027,,125023.3225,395923554,MR,Siemens,AX PD FS,Skyra,Patient_454293732907707275,Patient_454293732907707275,F,056Y,90.71848554,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3000.0,44.0,1,123.2568,1H,1.0,3.0,3.0,350,10.0,90,100.0,235.0,syngo MR E11,AX PD FS,Body,320\0\0\288,COL,150,FFS,1.3.6.1.4.1.55648.1876439248872692373078735104170511,1.3.6.1.4.1.55648.1876439248872692373078735104170511.3,3,1,42,-134.40713539646\-84.347813223924\-36.780762775701,0.98901575215122\-0.1475153429337\-0.0093308947005\0.14780938505244\0.98724177429262\0.05921203240886,,,-31.72288111,1,MONOCHROME2,320,320,0.5\0.5,16,12,11,0,0.0,919.0,400,864,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M25.361 Right knee instability M25.561 Right knee pain Technique: MRI of the right knee was performed on a 3.0 Tesla ultra high field wide bore magnet including multiplanar and multiecho images without intravenous or intra-articular contrast administration. Findings: Menisci: Radial tear of the posterior horn/posterior root of the medial meniscus with mild meniscal extrusion. There is degeneration/fraying along the free edge of the body and along the undersurface of the posterior horn/posterior root junction of the lateral meniscus. ACL: Complete ACL tear/rupture. PCL: Intact. MCL: Partial tear of the MCL. Lateral Collateral Ligament / Posterolateral Corner Complex: The iliotibial band and fibular collateral ligament are intact. Mild strain of the popliteus muscle. The popliteus tendon is intact. Mild insertional tendinosis of the biceps femoris tendon. Partial tearing of the popliteal fibular ligament. Quadriceps Tendon: Intact Patellar Tendon: Intact Patellar Retinacula: The medial and lateral patellar retinacula are intact. ----- Page Break ----- Bones and cartilage: Acute fracture involving the posterolateral aspect of the lateral tibial plateau with PHI mm of tibial plateau depression. There is overlying chondromalacia in this region. Acute nondisplaced fracture along the proximal fibula. No focal aggressive osseous lesion. Moderate to large joint effusion with prominent hemorrhagic/synovial debris within the suprapatellar recess. Ruptured Baker's cyst. Mild to moderate tricompartmental chondromalacia. Soft Tissues: No discrete soft tissue masses. Diffuse atrophy of the muscles about the right knee joint may be related to an element of chronic denervation injury. Reactive edema/inflammatory changes along the anterolateral subcutaneous tissues. ------------------------- IMPRESSION: Complete ACL tear/rupture. Associated acute nondisplaced fracture along the proximal fibula and an acute fracture along the posterolateral aspect of the lateral tibial plateau with PHI mm of tibial plateau depression and overlying chondromalacia. Moderate to large joint effusion with prominent hemorrhagic/synovial debris within the suprapatellar recess. Although less likely given trauma, PVNS may have a similar imaging appearance. Attention on follow-up imaging or at arthroscopy, as clinically indicated. Associated soft tissue posterolateral corner complex injury includes mild popliteus muscle strain, mild insertional tendinosis of the biceps femoris tendon, and partial tearing of the popliteofibular ligament. Partial tear of MCL. Radial tear of the posterior horn/posterior root of the medial meniscus with mild meniscal extrusion. There is degeneration/fraying along the free edge of the body and along the undersurface ----- Page Break ----- of the posterior horn/posterior root junction of the lateral meniscus. Mild-to-moderate tricuspid patellar chondromalacia. Ruptured Baker's cyst. Diffuse atrophy of the muscles about the right knee joint may be related to an element of chronic denervation injury. ICD 10 - ACL (Anterior Cruciate Ligament) Sprain/Tear, S83.511A Fracture Tibia, S82.301A MCL (Medial Collateral Ligament) Sprain/Tear, S83.411A Medial meniscal tear, S83.241A Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",90,1.3.6.1.4.1.55648.1876439248872692373078735104170511/1.3.6.1.4.1.55648.1876439248872692373078735104170511.3,1.3.6.1.4.1.55648.1876439248872692373078735104170511/1.3.6.1.4.1.55648.1876439248872692373078735104170511.3.pkl
+,1.3.6.1.4.1.55648.9553545990403866008839225747565324/1.3.6.1.4.1.55648.9553545990403866008839225747565324.5,30,True,,20.87422562,0.000180721,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9553545990403866008839225747565324.5.30,20190530,,151305.78,603631503,MR,Siemens,AX PD,Amira,Patient_6883240951407090268,Patient_6883240951407090268,M,047Y,90.71848554,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_16,4.0,3000.0,42.0,1,63.679521,1H,1.0,1.5,4.4,432,16.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.9553545990403866008839225747565324,1.3.6.1.4.1.55648.9553545990403866008839225747565324.5,5,1,30,-99.346486780708\-36.179247601749\-161.54092514284,0.99999514411987\0.00140387476437\-0.0027822423212\-1.884933e-008\0.89278693957099\0.45047916769976,,,-128.2326097,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,2668.0,919,1973,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post injury in PHI. TECHNIQUE: MRI of the lumbar spine was performed in a 1.5 Tesla high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: MRI examination of the lumbar spine dated MM/DD/YYYY FINDINGS: The lumbosacral spine is normally aligned. Vertebral height and marrow signal are normal. The lumbar disc spaces maintain generally normal height, although there may be mild disc space narrowing at L4-L5. There is loss of disc signal from L2-L3 through L4-L5, on the T2-weighted sequence, which reflects disc desiccation. The remainder of the lumbar intervertebral discs maintain relatively normal signal intensity characteristics for the patient's age. There is no evidence of disc bulge or herniation at T12-L1, L1-L2 or L2-L3. At L3-L4, there is annular bulging, slightly asymmetric toward the right, which encroaches upon the inferior foramina bilaterally, slightly more significantly on the right side. At L4-L5, there is annular bulging, slightly asymmetric toward the left, which effaces the ventral epidural fat and encroaches upon the neural foramina bilaterally, slightly more significantly on the left, with impingement of the exiting L4 nerve roots on both sides. There is no evidence of disc bulge or herniation at L5-S1. The facet joints demonstrate normal alignment. Incidental note is made of a more coronal orientation of the facet joints at L4-L5 and L5-S1. ----- Page Break ----- There is no evidence of significant central spinal stenosis in the lumbar region. The conus medullaris is normal in position and appearance. There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Annular bulge at L3-L4, slightly asymmetric toward the right, with bilateral foraminal encroachment, slightly more marked on the right. 2. Annular bulge at L4-L5, slightly asymmetric toward the left, which results in: A) ventral canal encroachment. B) bilateral foraminal encroachment, slightly more marked on the left, with bilateral L4 nerve root impingement. The appearance of the lumbar spine has not changed significantly since the previous study of XX. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.9553545990403866008839225747565324/1.3.6.1.4.1.55648.9553545990403866008839225747565324.5,1.3.6.1.4.1.55648.9553545990403866008839225747565324/1.3.6.1.4.1.55648.9553545990403866008839225747565324.5.pkl
+,1.3.6.1.4.1.55648.1488545711202186295325553192721388/1.3.6.1.4.1.55648.1488545711202186295325553192721388.3,156,True,,158.0108576,0.00016737,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1488545711202186295325553192721388.3.1,20190826,111020.849,110836.005,149373661,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_7573990367660608000,Patient_7573990367660608000,F,086Y,68.03886416,,HEAD,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,28.0,7.15,1,63.679699,1H,1.0,1.5,17.4,319,1.0,100,100.0,120.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.1488545711202186295325553192721388,1.3.6.1.4.1.55648.1488545711202186295325553192721388.3,3,1,1,-90.326173539207\-64.957708836939\-14.437838855163,0.99995758905491\-0.0022883681969\0.00892095636586\3.3567e-011\0.9686392149293\0.24847146979313,,,2.986873498,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,331.0,106,272,,,,,,,,,,,,,,,,,,,,"MRA-HEAD NON CONTRAST HISTORY: I10 Hypertension I65.21 Right carotid occlusion/stenosis Technique: Diffusion weighted imaging of the brain and 3D time-of-flight MRA of the head was performed without the administration of intravenous contrast. Findings: Comparison: MRA of the head without IV contrast dated MONTH MM, YYYY. Anterior circulation: There is mild stenosis in the supraclinoid right ICA. There is no grossly stenotic or occlusive lesion. The right A1 segment is hypoplastic. There is mild to moderate stenosis in the distal left M1 segment of the MCA. There is no evidence of aneurysm. Posterior circulation: There is normal flow related signal identified in the vertebrobasilar system. There are 2 segments of moderate to severe stenosis in the P2 segment of the right PCA which appears progressed since the prior study. There is no evidence of aneurysm. Other findings: Diffusion-weighted imaging of the brain demonstrates no evidence of acute infarct. ------------------------- IMPRESSION: Mild stenosis in the supraclinoid right ICA. Hypoplastic right A1 segment. Mild to moderate stenosis in the distal left M1 segment of the MCA. 2 segments of moderate to severe stenosis in the P2 segment of the right PCA which appears progressed since the prior study. ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",34,1.3.6.1.4.1.55648.1488545711202186295325553192721388/1.3.6.1.4.1.55648.1488545711202186295325553192721388.3,1.3.6.1.4.1.55648.1488545711202186295325553192721388/1.3.6.1.4.1.55648.1488545711202186295325553192721388.3.pkl
+,1.3.6.1.4.1.55648.4124810307944767852108951247154658/1.3.6.1.4.1.55648.4124810307944767852108951247154658.4,153,True,,141.8790026,0.000249147,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4124810307944767852108951247154658.4.1,20191128,,143940.19,302176653,MR,Siemens,ToF ROUTINE .7X.7X.7,Espree,Patient_5976915058560294180,Patient_5976915058560294180,F,059Y,68.03886416,,HEAD,GR,TOF\MTC\SP,PFP\SAT1\MT,3D,*fl3d1r_t70,0.699999988,37.0,7.0,1,63.648131,1H,1.0,1.5,24.5,223,1.0,100,80.0,100.0,syngo MR B19,ToF ROUTINE .7X.7X.7,Body,0\320\256\0,ROW,20,HFS,1.3.6.1.4.1.55648.4124810307944767852108951247154658,1.3.6.1.4.1.55648.4124810307944767852108951247154658.4,4,1,1,-81.367628120096\-79.168136386286\-57.674188463792,1\-2.05102e-010\7.16e-013\2.05103e-010\0.99999390765706\-0.0034906516235,,,-57.95018548,1,MONOCHROME2,320,256,0.6875\0.6875,16,12,11,0,0.0,474.0,183,430,,,,,,,,,,,,,,,,,,,,"MRA-HEAD NON CONTRAST HISTORY: I67.1 Doctor FIRSTNAME LASTNAMERISON: MM/DD/YYYY. TECHNIQUE: 3-D time-of-flight intracranial MR angiography was performed. Multiple MIP images were generated. The study was performed on a 1.5 Tesla high field wide bore magnet. FINDINGS: Aneurysms: There is a 4.5 mm inferior medially directed aneurysm of the distal left cavernous internal carotid artery, stable since the prior examination. Diffusion-weighted sequences: No evidence of a recent infarct. Intracranial internal carotid arteries: Patent bilaterally without significant stenosis. Anterior cerebral arteries: Patent bilaterally without significant stenosis. Middle cerebral arteries: Patent bilaterally without significant stenosis. Intracranial vertebral arteries: Patent bilaterally without significant stenosis. Basilar artery: Patent without significant stenosis. Posterior cerebral arteries: Patent bilaterally without significant stenosis. ------------------------- IMPRESSION: Stable 4.5 mm left cavernous ICA aneurysm. I67.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",50,1.3.6.1.4.1.55648.4124810307944767852108951247154658/1.3.6.1.4.1.55648.4124810307944767852108951247154658.4,1.3.6.1.4.1.55648.4124810307944767852108951247154658/1.3.6.1.4.1.55648.4124810307944767852108951247154658.4.pkl
+,1.3.6.1.4.1.55648.1201749719514157248576557697726608/1.3.6.1.4.1.55648.1201749719514157248576557697726608.3,40,True,,32.1694324,0.000153303,ISO_IR 100,ORIGINAL\PRIMARY\M\ND\NORM,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1201749719514157248576557697726608.3.40,20170203,,104458.095,852700828,MR,Siemens,AX PD FS,Verio,Patient_4692503634175722730,Patient_4692503634175722730,F,032Y,80.2858597,,,SE,SK\SP,SAT1\FS,2D,*tse2d1_12,3.0,3400.0,37.0,1,123.262333,1H,1.0,3.0,3.0,319,12.0,100,100.0,237.0,syngo MR B19,AX PD FS,8Ch_Knee,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.1201749719514157248576557697726608,1.3.6.1.4.1.55648.1201749719514157248576557697726608.3,3,1,40,23.135002121873\-108.74926756377\-96.385162353516,1\-2.05103e-010\0\2.05103e-010\1\0,,,-96.38516235,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,455.0,252,548,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST HISTORY: Medial and lateral knee pain status post injury MM/DD/YYYY. M25.562 TECHNIQUE: MR imaging of the left knee was performed without IV contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences: Sagittal proton density with and without fat suppression, axial proton density fat-suppressed, and coronal proton density fat-suppressed. COMPARISON: No prior studies are available for comparison. FINDINGS: Bones: There are small bone contusions of the lateral femoral condyle and posterior aspect of the lateral tibial plateau as a result of impaction injury. A subtle posterior medial tibial plateau bone contusion is also noted. No discrete fracture or osteonecrosis is appreciated. Ligaments: The anterior cruciate ligament demonstrates full-thickness midsubstance tearing with laxity of the fibers. No significant anterior tibial translation results. The posterior cruciate ligament is intact, as are the collateral ligaments. Lateral compartment: The lateral meniscus is intact. The remainder of the articular cartilage is maintained. Medial compartment: The medial meniscus is intact. The articular cartilage is maintained. Patellofemoral compartment: Slightly increased signal intensity within the cartilage overlying the medial and lateral patellar facets may reflect softening. There is mild superficial fibrillation of the central and medial trochlear cartilage. No full-thickness defects are present. Muscle/tendon: The periarticular muscles are maintained. The imaged tendons , inclusive of the extensor mechanism, are intact. ----- Page Break ----- Joint fluid: PHI moderate joint effusion is present. There are no intra-articular loose bodies. No popliteal cyst is present. Miscellaneous: Mild anterior subcutaneous edema is likely reactive. The neurovascular structures demonstrate normal course. ------------------------- IMPRESSION: Full-thickness anterior cruciate ligament tear with impaction bone contusions of the lateral femoral condyle and lateral tibial plateau. Subtle medial tibial plateau bone contusion. Moderate joint effusion. ICD 10 - ACL Sprain/Tear, S83.512A Bone Contusion, S89.82XA Effusion, M25.462 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",12,1.3.6.1.4.1.55648.1201749719514157248576557697726608/1.3.6.1.4.1.55648.1201749719514157248576557697726608.3,1.3.6.1.4.1.55648.1201749719514157248576557697726608/1.3.6.1.4.1.55648.1201749719514157248576557697726608.3.pkl
+,1.3.6.1.4.1.55648.6801064884292401316319156569022824/1.3.6.1.4.1.55648.6801064884292401316319156569022824.3,40,True,,36.97493434,0.000160456,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6801064884292401316319156569022824.3.40,20161202,,163045.9575,817213473,MR,Siemens,AX PD FS,Skyra,Patient_7267550831347716857,Patient_7267550831347716857,M,058Y,72.57478843,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.148099,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.6801064884292401316319156569022824,1.3.6.1.4.1.55648.6801064884292401316319156569022824.3,3,1,40,-1.7976627527011\-100.06421838368\-58.106174468994,0.99999390765706\-0.0034906516235\0\0.00349065162353\0.99999390765706\0,,,-58.10617447,1,MONOCHROME2,320,320,0.5\0.5,16,12,11,0,0.0,3122.0,1118,2211,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST HISTORY: M25.562 Left knee pain M25.662 Left knee/lower leg stiffness M25.462 Left knee effusion M85.862 Oth disrd of bone density and structure, left lower leg M05.762 Left knee rheumatoid arthritis with rheumatoid factor TECHNIQUE: MR imaging of the left knee was performed without IV contrast on a 3.0 Tesla high-field wide-bore magnet. COMPARISON: Left knee MRI dated MM/DD/YYYY FINDINGS: LIGAMENTS: The MCL and fibular collateral ligament are thickened and frayed at the proximal aspects. There is no high-grade ligament tear. The ACL and PCL are intact. EXTENSOR MECHANISM: Intact. Doctor FIRSTNAME LASTNAMERTMENT: The lateral meniscus is diffusely hyperintense and poorly evaluated on this study. It may be eroded. There is erosion along the posterior nonweightbearing surface of the medial femoral condyle as well as cortical erosive changes along the posterior aspect of the lateral tibial plateau. Doctor FIRSTNAME LASTNAMERTMENT: The medial meniscus is diffusely hyperintense and poorly evaluated. It may be eroded. There are erosions along the posterior aspect of the medial femoral condyle and along the medial tibial plateau. Doctor FIRSTNAME LASTNAMERTMENT: There are mild erosive changes along the lateral patellar facet and trochlea. BONES: There is diffuse marrow edema noted in the tibia, femur and patella. Concurrent erosive changes with a large joint effusion is compatible with infection/osteomyelitis/septic joint. ----- Page Break ----- MUSCLES/TENDONS: There is diffuse intramuscular edema of the musculature about the knee compatible with myositis, likely infective in etiology. NEUROVASCULAR STRUCTURES: Unremarkable. SUBCUTANEOUS TISSUES: Unremarkable. ------------------------- IMPRESSION: Findings compatible with a septic left knee joint and osteomyelitis. There is concurrent myositis surrounding the knee, also likely of an infectious etiology. Findings are new since MONTH XX. M86.10 The patient had a knee aspiration at our facility earlier today and the sample is being sent for culture, gram stain, and sensitivity. I discussed the results with the patient at the time of the exam and advised him to go to the ER. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",42,1.3.6.1.4.1.55648.6801064884292401316319156569022824/1.3.6.1.4.1.55648.6801064884292401316319156569022824.3,1.3.6.1.4.1.55648.6801064884292401316319156569022824/1.3.6.1.4.1.55648.6801064884292401316319156569022824.3.pkl
+,1.3.6.1.4.1.55648.1187208840161917587633633772838312/1.3.6.1.4.1.55648.1187208840161917587633633772838312.1001,112,True,,96.24010539,0.000242472,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS3D\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1187208840161917587633633772838312.1001.1,20181201,,121355.905,821603735,MR,Siemens,I_AAspine_scout,MAGNETOM Vida,Patient_8726485408785767046,Patient_8726485408785767046,M,080Y,70.3068,,LSPINE,GR,SK,PFP\PFF\PER,3D,*fl3d1,1.7,3.3,1.27,1,123.257688,1H,,3.0,,240,1.0,100,100.0,548.0,syngo MR XA10,I_AAspine_scout,Body,240\0\0\240,COL,8,FFS,1.3.6.1.4.1.55648.1187208840161917587633633772838312,1.3.6.1.4.1.55648.1187208840161917587633633772838312.1001,1001,1,1,-200\-64.35\200,1\0\0\0\0\-1,,,-64.35,1,MONOCHROME2,240,240,1.66667\1.66667,16,12,11,0,0.0,379.0,46,125,,,,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: lower back pain radiating into right buttock area. ICD- M54.5 Lower Back Pain M54.41 Lower back pain with right sciatica R26.2 Difficulty Walking Technique: MRI of the lumbar spine was performed on a 3.0 Tesla ultra high field magnetic resonance imaging unit utilizing sagittal T2, T1 and STIR sequences as well as angled axial proton density images through the disc spaces. There are no prior studies available for comparison. Findings: There is mild levoscoliosis and reversal of the lumbar lordosis. There is trace retrolisthesis at L2-L3 and L3-L4. Vertebral bodies are normal in height without a fracture or pars defect. Signal arising from bone marrow does not demonstrate an aggressive osseous lesion or infiltrative process. The lower cord and conus are normal in signal and morphology. At L1-2, There is moderate circumferential disc osteophytic ridge which extends into the neural foramen bilaterally. There is severe loss of disc height. There is mild facet arthrosis. There is mild thecal sac compression. There is mild bilateral foraminal stenosis. At L2-3, There is moderate circumferential disc osteophytic ridge which extends into the neural foramen bilaterally. There is mild facet arthrosis. There is mild thecal sac compression. There is mild to moderate bilateral foraminal stenosis. At L3-4, There is a moderate circumferential disc bulge. There is moderate facet arthrosis. There is mild to moderate thecal sac compression. There is mild to moderate bilateral foraminal stenosis. At L4-5, there is left paracentral disc protrusion superimposed on a disc bulge. There is mild to moderate facet arthrosis. There is mild thecal sac compression. The disc protrusion compressing the left L5 nerve root origin. There is mild to moderate bilateral foraminal stenosis. ----- Page Break ----- At L5-S1, there is a small posterior disc protrusion and mild left foraminal disc osteophytic ridging.There is mild facet arthrosis. There is mild thecal sac compression. There is mild left foraminal stenosis. Paraspinal musculature is symmetric. There is no bulky lymphadenopathy. ------------------------- IMPRESSION: Degenerative disc disease and facet arthrosis within the lumbar spine most pronounced at the mid lumbar levels. There is a left paracentral disc protrusion at L4-L5 and central disc protrusion at L5-S1. At L2-L3 there is mild to moderate foraminal stenosis. At L3-L4 there is mild to moderate thecal sac compression and foraminal stenosis. At L4-L5 there is compression of the left L5 nerve root origin and mild to moderate foraminal stenosis. ICD 10 - Herniated disc lumbar spine, M51.26 Degeneration lumbar spine, M51.36 Spinal stenosis, M48.061 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",84,1.3.6.1.4.1.55648.1187208840161917587633633772838312/1.3.6.1.4.1.55648.1187208840161917587633633772838312.1001,1.3.6.1.4.1.55648.1187208840161917587633633772838312/1.3.6.1.4.1.55648.1187208840161917587633633772838312.1001.pkl
+,1.3.6.1.4.1.55648.9200045600658205295431130847582301/1.3.6.1.4.1.55648.9200045600658205295431130847582301.5,25,True,,23.51765108,0.000156879,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9200045600658205295431130847582301.5.25,20170628,,142944.9125,88933100,MR,Siemens,AX PD,Skyra,Patient_4387346834791209536,Patient_4387346834791209536,F,036Y,70.30682629,,CSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.157907,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,HFS,1.3.6.1.4.1.55648.9200045600658205295431130847582301,1.3.6.1.4.1.55648.9200045600658205295431130847582301.5,5,1,25,-91.221292767359\-2.0651422935288\-485.26445369247,0.99986461003378\-0.011329785357\0.0119330451168\-6.0557727e-008\0.72519738236034\0.68854103481035,,,-348.9420918,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2151.0,908,1878,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain. Motor vehicle trauma. Lower back pain, M54.5 Comparison PHI: None Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial proton density images. Findings: The alignment is normal. There is no evidence of fracture, spondylolysis or osseous neoplasm. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the L1 level. Lower thoracic intervertebral levels from T10 to L1 are visualized only on sagittal images. At these levels there is no significant spondylosis, facet arthrosis, disc bulge, disc herniation, or stenosis. L1-L2: No spondylotic changes. Facet joints are unremarkable. L2-L3: No spondylotic changes. Facet joints are unremarkable. L3-L4: No spondylotic changes. Facet joints are unremarkable. L4-L5: No spondylotic changes. Facet joints are unremarkable. L5-S1: Minimal spondylosis. Facet joints are unremarkable. Small central disc protrusion, becoming posterior annular tear. See axial image 23 of series 5. There is no encroachment on the adjacent nerve roots. ----- Page Break ----- The visualized paraspinal and abdominopelvic soft tissues are unremarkable in PHI appearance. ------------------------- IMPRESSION: Small central disc protrusion at L5-S1. Degeneration L5-S1, M51.37 Herniated disc lumbar spine, M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.9200045600658205295431130847582301/1.3.6.1.4.1.55648.9200045600658205295431130847582301.5,1.3.6.1.4.1.55648.9200045600658205295431130847582301/1.3.6.1.4.1.55648.9200045600658205295431130847582301.5.pkl
+,1.3.6.1.4.1.55648.2897782959799142194809235536865010/1.3.6.1.4.1.55648.2897782959799142194809235536865010.9,74,True,,69.50967622,0.000229597,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2897782959799142194809235536865010.9.74,20190826,,101603.235,303601186,MR,Siemens,AX TRUFI_COMPOSED_-9,Aera,Patient_3214225434847134892,Patient_3214225434847134892,F,024Y,63.50293988,,ABDOMEN,GR,SS,,2D,*tfi2d1,5.0,3.76,1.54,1,63.679563,1H,1.0,1.5,5.0,192,1.0,100,75.0,515.0,syngo MR E11,AX TRUFI_2,Body,256\0\0\192,COL,59,FFS,1.3.6.1.4.1.55648.2897782959799142194809235536865010,1.3.6.1.4.1.55648.2897782959799142194809235536865010.9,9,1,74,-205.54518651962\-104.47863006592\-165.93588256836,1\0\0\0\1\0,,,-165.9358826,1,MONOCHROME2,384,512,0.78125\0.78125,16,12,11,0,0.0,707.0,386,831,,,,,,,,,,,,,,,,,,,,EXAM: Doctor FIRSTNAME LASTNAMEMEN AND PELVIS PRE AND POST IV CONTRAST HISTORY: R14.0 Bloating K59.01 Constipation K21.9 Gastroesophageal reflux K52.9 Crohns disease Follow-up abnormal colonoscopy. Colitis. TECHNIQUE: MR enterography with and without 6 mL Gadavist. 1 mg of glucagon was administered prior to scanning. COMPARISON: None. FINDINGS: Fecal stasis in the colon is seen. The bowel is otherwise unremarkable. I do not see any bowel thickening or inflammatory changes. No definite evidence of colitis. Small bowel is unremarkable. No evidence of terminal ileitis. No lesions are seen. Visualized intra-abdominal solid organs and gallbladder are normal. Small amount of ascites in the pelvis. Uterus and adnexa are unremarkable. No lymphadenopathy. Normal caliber aorta. No visualized hernia. ------------------------- IMPRESSION: Normal MR enterography. No evidence of inflammatory bowel disease. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,1,1.3.6.1.4.1.55648.2897782959799142194809235536865010/1.3.6.1.4.1.55648.2897782959799142194809235536865010.9,1.3.6.1.4.1.55648.2897782959799142194809235536865010/1.3.6.1.4.1.55648.2897782959799142194809235536865010.9.pkl
+,1.3.6.1.4.1.55648.2325246986592238942666459175099072/1.3.6.1.4.1.55648.2325246986592238942666459175099072.5,25,True,,20.62895322,0.000149965,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2325246986592238942666459175099072.5.25,20190910,,80112.915,267014282,MR,Siemens,AX PD,Aera,Patient_5545027622698258854,Patient_5545027622698258854,F,058Y,68.03886416,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,43.0,1,63.673019,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.2325246986592238942666459175099072,1.3.6.1.4.1.55648.2325246986592238942666459175099072.5,5,1,25,-111.89527241599\-32.624766390607\-85.311581481408,0.99999863146839\0.00052692533727\-0.0015682509473\6.387769e-009\0.94792227665474\0.31850173849084,,,-70.66272756,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,2201.0,828,1754,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain TECHNIQUE: MRI of the lumbar spine was performed 1.5 Tesla high field magnetic resonance imaging unit with multiple sequences in sagittal and axial planes. COMPARISON: MONTH MM, YYYY FINDINGS: Vertebral body heights are maintained. The alignment is anatomic. The bone marrow signal is unremarkable. Multilevel disc desiccation is seen. Conus medullaris terminates at the L1 level, and demonstrates normal signal. There is no abnormal thickening of the cauda equina nerve roots. At T12-L1, there is no significant disc herniation, central spinal canal stenosis or neural foraminal narrowing. At L1-L2, there is no significant disc herniation, central spinal canal stenosis or neural foraminal narrowing. At L2-L3, there is no significant disc herniation, central spinal canal stenosis or neural foraminal narrowing. At L3-L4, there is a disc bulge with facet arthropathy with mild bilateral neural foraminal narrowing and mild central canal stenosis. At L4-L5, there is a disc bulge with facet arthropathy with mild bilateral neural foraminal narrowing and mild central canal stenosis. At L5-S1, there is a disc bulge with facet arthropathy and an annular tear without ----- Page Break ----- sequelae. T2 bright lesions are seen in both kidneys, consistent with prior cyst identified on CT from MONTH MM, YYYY. ------------------------- IMPRESSION: Lower lumbar disc disease and osteoarthritic changes, as described. Degeneration lumbar spine, M51.36 Facet arthritis of lumbar region, M47.816 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",96,1.3.6.1.4.1.55648.2325246986592238942666459175099072/1.3.6.1.4.1.55648.2325246986592238942666459175099072.5,1.3.6.1.4.1.55648.2325246986592238942666459175099072/1.3.6.1.4.1.55648.2325246986592238942666459175099072.5.pkl
+,1.3.6.1.4.1.55648.768419515393661983001728150727608/1.3.6.1.4.1.55648.768419515393661983001728150727608.5,26,True,,22.55629015,0.000151396,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.768419515393661983001728150727608.5.26,20190601,,83102.12,450755876,MR,Siemens,AX PD,Aera,Patient_9888941595613111280,Patient_9888941595613111280,F,052Y,98.42955681,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_16,4.0,3000.0,43.0,1,63.673098,1H,1.0,1.5,4.4,432,16.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,147,FFS,1.3.6.1.4.1.55648.768419515393661983001728150727608,1.3.6.1.4.1.55648.768419515393661983001728150727608.5,5,1,26,-77.111508189668\-57.697898904671\12.264148438168,0.99989980210558\0.00613513653145\-0.0127571881295\-6.463782e-009\0.9012009463263\0.43340149323759,,,34.96363213,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,1985.0,831,1736,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain, status post injury on MM/DD/YYYY. TECHNIQUE: MRI of the lumbar spine was performed in a 1.5 Tesla high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: No prior studies available for comparison. FINDINGS: The lumbosacral spine is normally aligned. Vertebral height and configuration are normal. Vertebral marrow signal is generally normal, with the exception of endplate changes at L5-S1. There are also minor nonspecific subchondral cysts of the facet joints at L3-L4. The T12-L1 through L3-L4 intervertebral discs maintain normal height and signal intensity characteristics. There is loss of disc signal at the L4-L5 and L5-S1 levels, on the T2-weighted sequence, accompanied by disc space narrowing at L5-S1. This reflects disc desiccation. There is also anterior vertebral spurring in the lower lumbar region. There is no evidence of disc bulge or herniation from T12-L1 through L3-L4. At L4-L5 and L5-S1, there are annular bulges, slightly asymmetric toward the left, which flatten the ventral thecal sac and encroach upon the neural foramina, slightly more significantly on the left side at both levels. There is consequent impingement of the exiting left L5 nerve at L5-S1. The facet joints demonstrate normal alignment. There is an anteroposterior orientation of the facet joints in the upper-mid lumbar region. There is hypertrophy of the ligamenta flava at L4-L5 and L5-S1, with dorsal canal encroachment. There is mild central spinal stenosis at L4-L5 and L5-S1 secondary to the aforementioned ----- Page Break ----- annular bulges and ligamentous hypertrophy. There is no evidence of significant central spinal stenosis in the remainder of the lumbar region. The conus medullaris is normal in position and appearance. There are atrophic changes of the posterior paraspinal muscles. There are otherwise no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Annular bulges at L4-L5 and L5-S1, slightly asymmetric toward the left, accompanied by ligamentous hypertrophy. Findings result in:: A) flattening of the ventral thecal sac. B) mild central spinal stenosis. C) bilateral foraminal encroachment, slightly more marked on the left, with impingement of the exiting left L5 nerve root at L5-S1. 2. Atrophic changes of the posterior paraspinal muscles. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.768419515393661983001728150727608/1.3.6.1.4.1.55648.768419515393661983001728150727608.5,1.3.6.1.4.1.55648.768419515393661983001728150727608/1.3.6.1.4.1.55648.768419515393661983001728150727608.5.pkl
+,1.3.6.1.4.1.55648.5139926717089521746822623341458325/1.3.6.1.4.1.55648.5139926717089521746822623341458325.3,40,True,,36.98743033,0.000164032,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.5139926717089521746822623341458325.3.40,20181130,,174612.6225,633772853,MR,Siemens,AX PD FS,Aera,Patient_5898805579736959699,Patient_5898805579736959699,M,055Y,90.71848554,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_15,3.0,3910.0,44.0,2,63.6762,1H,1.0,1.5,3.0,331,15.0,85,100.0,180.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\272\0,ROW,180,FFS,1.3.6.1.4.1.55648.5139926717089521746822623341458325,1.3.6.1.4.1.55648.5139926717089521746822623341458325.3,3,1,40,12.498699316997\-78.754535108901\-59.704818725586,0.99932839374087\0.03664370973704\0\-0.036643709737\0.99932839374087\0,,,-59.70481873,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1663.0,402,857,4.0,,,,,,,,,,,,,,,,,,,"EXAM: MRI-LEFT KNEE NON CONTRAST HISTORY: M25.562 Left knee pain Left knee pain. History of psoriatic arthritis. Evaluate for meniscal tear. TECHNIQUE: Axial, coronal, and sagittal images of the left knee were obtained on a 3.0 Tesla magnet. COMPARISON: None. FINDINGS: SOFT TISSUES: Synovial cyst along the posterior medial aspect of the knee (axial 28, coronal 26). Mild prepatellar/pretibial edema. BONE MARROW: No fracture or avascular necrosis. Menisci : Slight blunting of the inner tip of the body of the medial meniscus (coronal 18) consistent with small free edge tear. Lateral meniscus is intact without tears. ANTERIOR CRUCIATE LIGAMENT: Normal. POSTERIOR CRUCIATE LIGAMENT: Cruciate ganglion cyst is seen however, the PCL is otherwise intact. EXTENSOR MECHANISM: PATELLA: Normally situated without tilt or subluxation. Hoffa's fat-pad: Edema in the superolateral aspect of Hoffa's fat pad which can be seen with fat pad impingement or patellar tracking abnormality. Distal quadriceps and patellar tendon: Distal quadriceps tendinosis. No visualized tear. PATELLOFEMORAL LIGAMENTS AND RETINACULA: Normal. LASTNAME STRUCTURES: MCL: Superficial tibial collateral ligament, deep meniscal femoral, and meniscal tibial ligaments are intact. PES Doctor FIRSTNAME LASTNAMENS AND DISTAL SEMIMEMBRANOSUS: Mild pes anserine bursitis. Tendons are intact. ----- Page Break ----- lateral structures: ILIOTIBIAL BAND: Unremarkable. BICEPS Doctor FIRSTNAME LASTNAMEN: Unremarkable. FIBULAR COLLATERAL LIGAMENT: Unremarkable. POPLITEUS MUSCLE Doctor FIRSTNAME LASTNAMEN: Unremarkable. Posterior lateral corner structures: Unremarkable. popliteal cyst: Trace popliteal cyst. periarticular bursitis: Mild pes anserine bursitis. JOINT EFFUSION: Small joint effusion. CARTILAGE: Mild osteoarthrosis with areas of moderate to high-grade cartilage loss in the medial trochlear cartilage and low-grade fissuring inferior apical patellar cartilage with mild chondral fissuring and surface irregularity in the medial and lateral compartments. MUSCLES: Within normal limits. No edema or atrophy. Nerves and vasculature: Unremarkable. ------------------------- IMPRESSION: Osteoarthrosis with areas of moderate to high-grade cartilage loss in the medial trochlear cartilage and to lesser extent patellar, medial, lateral compartment cartilage is. Small joint effusion and small popliteal cyst. Small free edge tear with blunting of the inner tip of the body of the medial meniscus. Distal quadriceps tendinosis without tear. ICD 10:S83.232x Medial (Inner Knee) Meniscus Tear M17.12 Osteoarthritis M71.22 Baker?s Cyst Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",17,1.3.6.1.4.1.55648.5139926717089521746822623341458325/1.3.6.1.4.1.55648.5139926717089521746822623341458325.3,1.3.6.1.4.1.55648.5139926717089521746822623341458325/1.3.6.1.4.1.55648.5139926717089521746822623341458325.3.pkl
+,1.3.6.1.4.1.55648.484039734000504434949677797253981/1.3.6.1.4.1.55648.484039734000504434949677797253981.9,72,True,,66.37904763,0.0002563,ISO_IR 100,DERIVED\SECONDARY\M\DIS2D\CSA RESAMPLED,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.484039734000504434949677797253981.9.1,20190222,,184153.43,734981749,MR,Siemens,COR MEDIC 3D..,Skyra,Patient_3987746135936470241,Patient_3987746135936470241,F,060Y,99.79033409,,WRIST,GR,SP\OSP,,3D,*me3d1r2,0.5,31.0,17.0,1,123.220556,1H,1.0,3.0,,459,2.0,100,100.0,250.0,syngo MR E11,COR 3D MEDIC,TxRx_Knee_15,0\256\256\0,ROW,7,FFS,1.3.6.1.4.1.55648.484039734000504434949677797253981,1.3.6.1.4.1.55648.484039734000504434949677797253981.9,9,1,1,33.229359555023\40.048328288385\-65.789324924718,0.99207455780384\-0.1246651312441\-0.0157059482425\0.01722858813917\0.01114507676695\0.99978945934361,,,44.73797154,1,MONOCHROME2,256,256,0.390625\0.390625,16,12,11,0,,,100,254,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT WRIST NON CONTRAST HISTORY: R22.32 Swelling/Mass/Lump left upper limb S52.515A Nondisp fx of left radial styloid process, init for clos fx Technique: MRI of the left wrist was performed utilizing standard multiplanar, multisequence image acquisition. Comparison study: None available. Findings: The study is degraded by patient motion. There is a subacute-appearing, nondisplaced intra-articular fracture of the radial styloid. Mild bone bruising of the fifth metacarpal is also seen. No additional osseous injury is seen. There is negative ulnar variance. Alignment is otherwise anatomic. There are degenerative changes involving the fetal joint of the thumb and triscaphe articulation. The TFCC is normal. There is degeneration of the scapholunate ligament. The lunotriquetral ligament is maintained. The wrist tendons are normal. The carpal tunnel contents are normal. The median and ulnar nerves are normal. ------------------------- IMPRESSION: 1. Subacute appearing nondisplaced intra-articular fracture of the radial styloid. 2. Mild bone bruising of the fifth metacarpal base. ----- Page Break ----- 3. Degenerative changes involving the base of the thumb. 4. Degeneration of the scapholunate ligament. A fax of this report will be sent to the referring physician. Receipt of this report will be confirmed. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",44,1.3.6.1.4.1.55648.484039734000504434949677797253981/1.3.6.1.4.1.55648.484039734000504434949677797253981.9,1.3.6.1.4.1.55648.484039734000504434949677797253981/1.3.6.1.4.1.55648.484039734000504434949677797253981.9.pkl
+,1.3.6.1.4.1.55648.600220187495381241643356892681966/1.3.6.1.4.1.55648.600220187495381241643356892681966.5,30,True,,26.70653653,0.000139713,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.600220187495381241643356892681966.5.30,20171116,,182239.2,681414069,MR,Siemens,AX PD,Skyra,Patient_5821708205369809598,Patient_5821708205369809598,F,048Y,81.64663699,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.257355,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,161,FFS,1.3.6.1.4.1.55648.600220187495381241643356892681966,1.3.6.1.4.1.55648.600220187495381241643356892681966.5,5,1,30,-76.265060424805\15.515000176555\-90.577213129621,1\0\0\0\0.7360971151444\0.67687593920607,,,-77.1753556,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2885.0,584,1224,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain radiating down right leg. MVA 3 years ago. M54.16 Lumbar radiculopathy M51.16 Intervertebral disc disorders w radiculopathy, lumbar region M54.5 Lower Back Pain M47.816 Lumbar spondylosis without myelopathy M54.41 Lower back pain with right sciatica M54.42 Lower back pain with left sciatica R20.2 Upper and Lower Extremity LASTNAME and Needles M79.604 Right Leg Pain Technique: MRI of the lumbar spine was performed on a 3.0 T magnet utilizing standard multiplanar, multisequence image acquisition. Comparison study: None available. Findings: There is a transitional lumbosacral vertebral body with partial lumbarization of S1. There is a rudimentary S1-2 disc. There are five lumbar type vertebral bodies. The vertebral bodies are normal in height without evidence for fracture or destructive osseous lesion. Multilevel degenerative disc disease is appreciated with multilevel disc height loss and desiccation. The conus is seen at L1. The paraspinal soft tissues are unremarkable. L1-2: There is no disc herniation, central canal stenosis, or neural foraminal narrowing. L2-3: There is no disc herniation, central canal stenosis, or neural foraminal narrowing. L3-4: There is no disc herniation, central canal stenosis, or neural foraminal narrowing. L4-5: There is no disc herniation, central canal stenosis, or neural foraminal narrowing. There is bilateral facet arthrosis. L5-S1: There is a diffuse disc bulge with a right foraminal protrusion which may encroach upon the exiting right L5 nerve root (series 3 images PHI). The left neural foramen is ----- Page Break ----- patent and there is no central canal stenosis. There is bilateral facet arthrosis. ------------------------- IMPRESSION: Degenerative disc disease, facet arthrosis, and a transitional lumbosacral vertebral body. Possible compromise of the exiting right L5 nerve root within its neural foramen as above Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",88,1.3.6.1.4.1.55648.600220187495381241643356892681966/1.3.6.1.4.1.55648.600220187495381241643356892681966.5,1.3.6.1.4.1.55648.600220187495381241643356892681966/1.3.6.1.4.1.55648.600220187495381241643356892681966.5.pkl
+,1.3.6.1.4.1.55648.512562434934300403070923236717817/1.3.6.1.4.1.55648.512562434934300403070923236717817.3,43,True,,38.88311076,0.000155449,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.512562434934300403070923236717817.3.43,20190330,,115320.6175,426566,MR,Siemens,AX PD FS,Aera,Patient_6868954589345123401,Patient_6868954589345123401,M,057Y,145.1495769,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_15,3.0,3880.0,49.0,1,63.673061,1H,1.0,1.5,3.0,345,15.0,85,100.0,180.0,syngo MR E11,AX PD FS,Body,320\0\0\272,COL,124,FFS,1.3.6.1.4.1.55648.512562434934300403070923236717817,1.3.6.1.4.1.55648.512562434934300403070923236717817.3,3,1,43,16.451326365001\-133.56468162533\-66.614456176758,0.97357889963852\0.22835088390163\0\-0.2283508839016\0.97357889963852\0,,,-66.61445618,1,MONOCHROME2,320,320,0.53125\0.53125,16,12,11,0,0.0,1755.0,379,849,,,,,,,,,,,,,,,,,,,,"EXAM: MRI-LEFT KNEE NON CONTRAST HISTORY: M25.562 Left knee pain M25.662 Left knee/lower leg stiffness M25.362 Left knee instability TECHNIQUE: Axial, coronal, and sagittal images of the left knee were obtained on a 1.5 Tesla magnet. COMPARISON: None. FINDINGS: SOFT TISSUES: Varicose veins are seen. Mild subcutaneous edema. BONE MARROW: No fracture or avascular necrosis. Osteoarthrosis is seen. Subchondral edema lateral tibia. Peripheral osteophyte formation. Menisci : Complex tear posterior horn and body the medial meniscus with longitudinal horizontal component extending to the free edge of the body (coronal 21). Complex multi directional tear anterior horn lateral meniscus with free edge tear of the body of the lateral meniscus. ANTERIOR CRUCIATE LIGAMENT: Normal. POSTERIOR CRUCIATE LIGAMENT: Normal. EXTENSOR MECHANISM: PATELLA: Patella alta. No significant tilt or subluxation. Hoffa's fat-pad: Edema in the deep portion of Hoffa's fat pad as well as the prefemoral fat pad suggesting fat pad impingement. Distal quadriceps and patellar tendon: Doctors. NAME TELLOFEMORAL LIGAMENTS AND RETINACULA: Normal. MEDIAL STRUCTURES: MCL: Superficial tibial collateral ligament, deep meniscal femoral, and meniscal tibial ligaments are intact. PES Doctor FIRSTNAME LASTNAMENS AND DISTAL SEMIMEMBRANOSUS: Unremarkable. ----- Page Break ----- lateral structures: ILIOTIBIAL BAND: Unremarkable. BICEPS Doctor FIRSTNAME LASTNAMEN: Unremarkable. FIBULAR COLLATERAL LIGAMENT: Unremarkable. POPLITEUS MUSCLE Doctor FIRSTNAME LASTNAMEN: Unremarkable. Posterior lateral corner structures: Unremarkable. popliteal cyst: None. periarticular bursitis: None. JOINT EFFUSION: Moderate size joint effusion with significant synovial proliferation. CARTILAGE: Areas of high-grade cartilage loss in the patellofemoral compartment as well as some areas of moderate to high-grade cartilage loss lateral compartment more pronounced along the lateral femoral condyle with a 16 mm high-grade cartilage defect on (sagittal 26). Mild to moderate cartilage loss medial compartment. MUSCLES: Within normal limits. No edema or atrophy. Nerves and vasculature: Unremarkable. ------------------------- IMPRESSION: Medial and lateral meniscal tears with osteoarthrosis as above. High-grade cartilage loss in the patellofemoral compartment to lesser extent lateral and much lesser extent medial compartments. Moderate joint effusion with synovial proliferation. Ligaments and tendons are intact. ICD 10: Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",17,1.3.6.1.4.1.55648.512562434934300403070923236717817/1.3.6.1.4.1.55648.512562434934300403070923236717817.3,1.3.6.1.4.1.55648.512562434934300403070923236717817/1.3.6.1.4.1.55648.512562434934300403070923236717817.3.pkl
+,1.3.6.1.4.1.55648.6966242336926629646748867027178587/1.3.6.1.4.1.55648.6966242336926629646748867027178587.7,52,True,,35.72845817,0.000170231,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6966242336926629646748867027178587.7.1,20190510,,,779744874,MR,Siemens,AX DWI_TRACEW,Aera,Patient_7356807352014329976,Patient_7356807352014329976,F,067Y,72.57478843,,HEAD,EP,SK\SP,PFP\FS,2D,*ep_b0,5.0,5900.0,115.0,2,63.67626,1H,1.0,1.5,6.0,143,71.0,100,100.0,815.0,syngo MR E11,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.6966242336926629646748867027178587,1.3.6.1.4.1.55648.6966242336926629646748867027178587.7,7,1,1,-110.32210037769\-88.803469192832\-101.01263008134,0.99282749228076\-0.0258941270461\0.11671788533045\-2.3351106e-008\0.97626344210081\0.21658645298697,,,-65.62230785,1,MONOCHROME2,192,192,1.1979166269302\1.1979166269302,16,12,11,0,0.0,462.0,97,271,,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN NON CONTRAST History: Balance and memory problems. Technique: MR imaging of the brain was obtained without the use of intravenous contrast on a 1.5 Tesla system. Comparison examinations: MR OF the brain dated MONTH MM, YYYY. Brain parenchyma: Within the brain parenchyma there is no mass, mass effect or edema. No infarct is seen but there is mild white matter microvascular disease in both cerebral hemispheres. Extra-axial spaces: No abnormal extra-axial collection or mass is noted. Blood products: No intracranial hemorrhage is seen. Ventricles and sulci: The ventricles and sulci are normal for a patient of this age. In this patient with memory loss there is no pathologic atrophy or hydrocephalus. Intracranial vessels: Normal. Craniocervical junction: Normal. Orbits: No orbital masses are seen. The globes, extraocular muscles, lacrimal glands and optic nerves are normal. Paranasal sinuses: Normally aerated. Temporal bones: Normal. ------------------------- IMPRESSION: Mild white matter microvascular disease. ----- Page Break ----- No pathologic atrophy or hydrocephalus. Chronic cerebral ischemia (Brain Parenchyma) - I67.82 White Matter disease, unspecified (Brain Parenchyma) - R90.82 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",28,1.3.6.1.4.1.55648.6966242336926629646748867027178587/1.3.6.1.4.1.55648.6966242336926629646748867027178587.7,1.3.6.1.4.1.55648.6966242336926629646748867027178587/1.3.6.1.4.1.55648.6966242336926629646748867027178587.7.pkl
+,1.3.6.1.4.1.55648.3239988040239242499991214523099330/1.3.6.1.4.1.55648.3239988040239242499991214523099330.5,25,True,,17.2563765,0.000161171,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3239988040239242499991214523099330.5.25,20190601,,160258.825,189995238,MR,Siemens,AX PD,Aera,Patient_4991082113306250098,Patient_4991082113306250098,M,061Y,81.64663699,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,43.0,1,63.679588,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.3239988040239242499991214523099330,1.3.6.1.4.1.55648.3239988040239242499991214523099330.5,5,1,25,-129.47195006275\-6.1155434859643\-146.19107279394,0.99943729957375\0.01632194452995\-0.0293032139449\-1.0249929e-008\0.87362049289317\0.48660788567089,,,-129.0122381,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,2867.0,770,1656,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST History: M54.5 Lower Back Pain Technique: Sagittal T1, STIR and T2 weighted images were supplemented by axial proton density images through the disc spaces. This study was performed on a 1.5 Tesla system. Findings: Prior examinations: This study is interpreted in comparison to prior examinations dated MONTH MM, YYYY. Vertebral body heights: Maintained. Alignment: Normal. Marrow signal: No acute fracture or marrow replacing lesion is seen Spinal canal: The conus medullaris and nerve roots of the cauda equina are normal. Paravertebral soft tissues: Unremarkable. Discs: Please see below. L1-2: There is no significant posterior disc abnormality, spinal canal or foraminal stenosis. L2-3: There is a disc herniation. There is bilateral facet arthropathy and ligamentum flavum thickening. No significant spinal canal or foraminal stenosis. L3-4: There is disc bulge with superimposed central disc protrusion. There is bilateral facet arthropathy and ligamentum flavum thickening. Findings combine contributing to moderate spinal canal stenosis. There is bilateral lateral recess narrowing with indentation upon descending both L4 nerve roots. There is mild bilateral foraminal narrowing. ----- Page Break ----- L4-5: There is disc bulge with superimposed broad-based right paracentral disc herniation severely narrowing the thecal sac and compressing the descending right L5 nerve roots. There is bilateral facet arthropathy and ligamentum flavum thickening. There is mild bilateral foraminal narrowing. Findings are progressed compared to prior mammogram dated MONTH MM, YYYY. L5-S1: There is disc bulge with superimposed small central disc protrusion mildly indenting the descending right S1 nerve roots within lateral recess. There is bilateral facet arthropathy. There is mild spinal canal stenosis. There is mild right and mild-to-moderate left foraminal narrowing. Central disc herniation is decreased in size compared to prior MRI dated MONTH MM, YYYY. ------------------------- IMPRESSION: L4-L5: Disc bulge with superimposed broad-based right paracentral disc herniation combined with bilateral facet arthropathy and ligamentum flavum thickening resulting severe spinal canal stenosis and compression of the descending right L5 nerve root. L3-L4: Disc bulge with superimposed central disc protrusion combined with facet arthropathy and ligamentum flavum thickening resulting moderate spinal canal stenosis and indentation upon descending both L4 nerve roots. Mild bilateral foraminal narrowing. L5-S1: Disc bulge with superimposed small central disc protrusion indenting the descending right S1 nerve root lateral recess. Bilateral facet arthropathy. Mild right and mild-to-moderate left foraminal narrowing. ICD 10 Codes: Herniated disc at L1-L5. M51.26 Herniated disc L5-S1 level. M51.27 Lumbar facet degeneration. M47.816 I requested that my report be faxed to the referring physician's office with confirmation of receipt. . Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.3239988040239242499991214523099330/1.3.6.1.4.1.55648.3239988040239242499991214523099330.5,1.3.6.1.4.1.55648.3239988040239242499991214523099330/1.3.6.1.4.1.55648.3239988040239242499991214523099330.5.pkl
+,1.3.6.1.4.1.55648.2768412958280758716572306756054126/1.3.6.1.4.1.55648.2768412958280758716572306756054126.6,25,True,,23.52367234,0.000205755,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2768412958280758716572306756054126.6.25,20180509,,91437.59,224897233,MR,Siemens,AXI T1 FLAIR,Skyra,Patient_400434281170900107,Patient_400434281170900107,F,066Y,81.64663699,,LSPINE,SE\IR,SK\SP\MP\OSP,IR\PFP\SAT1,2D,*tir2d1_13,4.0,3380.0,9.5,1,123.153339,1H,1.0,3.0,4.4,175,7.0,100,100.0,220.0,syngo MR E11,AXI T1 FLAIR,Body,256\0\0\256,COL,140,FFS,1.3.6.1.4.1.55648.2768412958280758716572306756054126,1.3.6.1.4.1.55648.2768412958280758716572306756054126.6,6,1,25,-67.840126459612\-34.970723441344\-90.612442114123,0.99975178098332\-0.0116993063096\0.01896055517548\8.85752e-010\0.85103121265905\0.5251151065053,,,-57.22433382,1,MONOCHROME2,256,256,0.78125\0.78125,16,12,11,0,0.0,3017.0,1112,2286,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain with bilateral lumbar radicular symptoms. Lower back pain with right sciatica, M54.41 Lower back pain with left sciatica, M54.42 Comparison PHI: Lumbar spine MR examination from PHI/DD/YYYY. Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial T1-weighted and proton density images. Findings: There is mild anterolisthesis at L3-L4 and there is minimal retrolisthesis at L5-S1. There is no evidence of fracture, spondylolysis or osseous neoplasm. The conus medullaris terminates low at the L3-L4 level. Axial images 16-20 of series 6 demonstrate mild fatty thickening of the filum terminale at the L4 level, without a discrete lipoma. Lower thoracic intervertebral levels from T9 to L1 are visualized only on sagittal images. Spondylosis is moderate at T9-T10, severe at T10-T11 and T11-T12. Disc bulging is moderate at T9-T10 and T10-T11. It is severe at T11-T12, with minimal flattening of the spinal cord, without cord signal alteration. See sagittal image 8 of series 2. L1-L2: No spondylotic changes. Facet joints are unremarkable. L2-L3: Minimal spondylosis. Mild bilateral facet arthrosis. Small disc bulge. Small left foraminal disc protrusion, with minimal contact on the exiting left L2 nerve. See sagittal image 15 of series 2 and axial image 9 of series 5. L3-L4: Severe spondylosis. Severe bilateral facet arthrosis. Moderate disc bulge, exaggerated by the anterolisthesis. Bilateral foraminal stenosis, mild on the right and ----- Page Break ----- severe on the left, with compression of the exiting left L3 nerve. Mild central canal stenosis, axial image 14 of series 5. L4-L5: Moderate spondylosis. Bilateral facet arthrosis, mild on the right and moderate on the left. Small disc bulge. Right paracentral disc protrusion, with flattening of the ventral thecal sac and impinging on the right L5 nerve root. See axial image 19 of series 5 and sagittal image 9 of series 2. L5-S1: Severe spondylosis. Minimal left facet arthrosis. Small disc bulge. Mild bilateral foraminal stenosis. The visualized paraspinal and abdominopelvic soft tissues are unremarkable in PHI appearance. ------------------------- IMPRESSION: Low-lying conus medullaris as noted above, with mild fatty thickening of the filum terminale. Small listheses as noted. Spondylosis and facet arthrosis as detailed above. Disc protrusions - small left foraminal at L2-L3, minimal contact on the exiting left L2 nerve; right paracentral at L4-L5, imaging of the right L5 nerve root. Foraminal narrowing as noted. Mild central canal stenosis at L3-L4. Spondylolisthesis, M43.16 Herniated disc lumbar spine, M51.26 Spinal stenosis, M48.06 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.2768412958280758716572306756054126/1.3.6.1.4.1.55648.2768412958280758716572306756054126.6,1.3.6.1.4.1.55648.2768412958280758716572306756054126/1.3.6.1.4.1.55648.2768412958280758716572306756054126.6.pkl
+,1.3.6.1.4.1.55648.5057940711961399970918141895289154/1.3.6.1.4.1.55648.5057940711961399970918141895289154.4,166,True,,155.9429929,0.000176668,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.5057940711961399970918141895289154.4.1,20180222,,122313.3525,5224941,MR,Siemens,AX 3DTOF MRA,Skyra,Patient_4381802935945677009,Patient_4381802935945677009,F,021Y,63.50293988,,BRAIN,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,20.0,3.69,1,123.239785,1H,1.0,3.0,15.6,280,1.0,100,88.125,185.0,syngo MR E11,AX 3DTOF MRA,Body,0\320\282\0,ROW,18,HFS,1.3.6.1.4.1.55648.5057940711961399970918141895289154,1.3.6.1.4.1.55648.5057940711961399970918141895289154.4,4,1,1,-90.185716143768\-93.80265539271\-60.894255144599,0.999963138959\-0.0034025201117\0.00788311995023\0.00349054398414\0.99993141618746\-0.0111794017742,,,-61.232292,1,MONOCHROME2,320,282,0.625\0.625,16,12,11,0,0.0,644.0,181,443,4.0,,,,,,,,,,,,,,,,,,,MRA-MRV 3T HEAD NON CONTRAST History: R51 Headache/Facial Pain H54.7 Unspecified visual loss M54.2 Cervical/ Neck Pain R42 Dizziness/Vertigo R55 Syncope R47.02 Dysphasia (Difficulty Speaking) R20.2 Upper and Lower Extremity LASTNAME and Needles H53.2 Diplopia (double vision) MRA of the intracranial arteries was performed utilizing 3D time-of-flight technique in the region of the circle of FIRSTNAME without the introduction of intravenous contrast. 3D reconstructions were performed on a workstation. INTERNAL CAROTID ARTERIES: There is a punctate approximately 1.4 mm outpouching along the lateral margin of the proximal most carotid siphon on the right consistent with tiny aneurysm. The distal cervical as well as intracranial internal carotid arteries otherwise. The internal carotid arteries bifurcate into the anterior and middle cerebral arterial circulation. THE ANTERIOR AND MIDDLE CEREBRAL ARTERIAL CIRCULATION: appears unremarkable. The anterior communicating artery is patent. VERTEBRAL BASILAR ARTERIAL CIRCULATION: The distal vertebral arteries appear unremarkable converging to form the basilar artery. The basilar artery appears unremarkable. THE POSTERIOR CEREBRAL ARTERIAL CIRCULATION: The posterior cerebral arterial circulation appears unremarkable. The left posterior communicating artery Is patent. The right posterior communicating artery Is patent. Diffusion-weighted sequences illustrate no evidence of acute or subacute ischemia. ------------------------- IMPRESSION: Tiny right cavernous internal carotid artery aneurysm. I67.1 ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,15,1.3.6.1.4.1.55648.5057940711961399970918141895289154/1.3.6.1.4.1.55648.5057940711961399970918141895289154.4,1.3.6.1.4.1.55648.5057940711961399970918141895289154/1.3.6.1.4.1.55648.5057940711961399970918141895289154.4.pkl
+,1.3.6.1.4.1.55648.3224304407621327367482299864606133/1.3.6.1.4.1.55648.3224304407621327367482299864606133.3,40,True,,50.67683554,0.000193834,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3224304407621327367482299864606133.3.40,20190731,,105720.9525,420905238,MR,Siemens,AX PD FS,Skyra_fit,Patient_6750807098482631781,Patient_6750807098482631781,F,057Y,68.03886416,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.229873,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.3224304407621327367482299864606133,1.3.6.1.4.1.55648.3224304407621327367482299864606133.3,3,1,40,-162.20381082845\-92.9613363723\-5.1100342573821,0.99169984020455\-0.1196970625285\-0.0469472060971\0.12000887091893\0.99276527596297\0.00387010890551,,,-11.70860922,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1921.0,674,1386,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M22.41 Right patella chondromalacia TECHNIQUE: Right knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Ligaments: The anterior cruciate, posterior cruciate, medial collateral, and lateral collateral ligaments are intact. Menisci: Degeneration of the medial meniscus is present with a large tear involving the posterior root ligament medial meniscus. Has been medial extrusion of the body medial meniscus. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. Effusion: A moderate knee joint effusion is present. Cartilage: A fissure is present in the cartilage on the median ridge of the patella. Full-thickness cartilage loss is present in the medial femorotibial compartment. Superficial cartilage regularity is present in the lateral femorotibial compartment. Bone Marrow: Overall, the bone marrow signal is age-appropriate. Popliteal fossa: There is no significant popliteal cyst. Popliteus muscle and tendon are intact. Iliotibial band: The iliotibial band is within normal limits. ----- Page Break ----- Posterolateral corner: The posterior lateral corner is unremarkable. ------------------------- IMPRESSION: Tricompartment degenerative changes, with cartilage loss most pronounced in the medial femorotibial compartment. M17.11 Degeneration of medial meniscus with a radial tear involving the posterior root ligament. M23.203 Moderate knee joint effusion. M25.461 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.3224304407621327367482299864606133/1.3.6.1.4.1.55648.3224304407621327367482299864606133.3,1.3.6.1.4.1.55648.3224304407621327367482299864606133/1.3.6.1.4.1.55648.3224304407621327367482299864606133.3.pkl
+,1.3.6.1.4.1.55648.9493450771209005796281879790088868/1.3.6.1.4.1.55648.9493450771209005796281879790088868.8001,25,True,,24.49827027,0.000157595,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9493450771209005796281879790088868.8001.25,20190114,,133711.9075,557750761,MR,Siemens,AX PD,MAGNETOM Vida,Patient_4592127870363765111,Patient_4592127870363765111,F,045Y,70.3068,,LSPINE,SE,SP\SK,SP\PER,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.252881,1H,,3.0,4.4,224,9.0,70,100.0,223.0,syngo MR XA10,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.9493450771209005796281879790088868,1.3.6.1.4.1.55648.9493450771209005796281879790088868.8001,8001,1,25,-100.099\-26.2163\-42.0515,0.997866\0.021963\-0.0614919\0.00526325\0.911615\0.411011,,,-34.0023,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1971.0,866,1722,,,,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain with left sciatica M54.42 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: Five lumbar vertebral bodies are assumed. Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is straightened. There is no significant spondylolisthesis. There are no focal aggressive osseous lesions. The vertebral body heights are intact. The conus terminates at L1 and the imaged lower spinal cord demonstrates normal signal intensity and morphology. There is lower lumbar discogenic degenerative disease with disc dessication and intervertebral disc height narrowing. The findings at the individual levels are as follows: T12-L1: Only evaluated in the sagittal plane. There is no significant central canal or neural foraminal stenosis. L1-L2: There is no significant central canal or neural foraminal stenosis. L2-L3 : There is no significant central canal or neural foraminal stenosis. L3-L4 : There is no significant central canal or neural foraminal stenosis. L4-L5: There is a circumferential disc bulge with a moderate-large superimposed left paracentral disc protrusion severely narrow the left lateral recess and impinging upon the descending L5 left nerve root. Mild left greater than right neural foraminal narrowing is present. There is overall moderate central canal stenosis. L5-S1: A mild disc bulge with a superimposed shallow broad-based central disc protrusion ----- Page Break ----- with annular tear is asymmetric to the left. There is mild left neural foraminal narrowing with disc material abutting the exiting left L5 nerve root. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: Lower lumbar discogenic degenerative disease with impingement of the descending left L5 nerve root at L4-L5 exiting left L5 and L5-S1. M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",49,1.3.6.1.4.1.55648.9493450771209005796281879790088868/1.3.6.1.4.1.55648.9493450771209005796281879790088868.8001,1.3.6.1.4.1.55648.9493450771209005796281879790088868/1.3.6.1.4.1.55648.9493450771209005796281879790088868.8001.pkl
+,1.3.6.1.4.1.55648.4817569022059252745511765166797862/1.3.6.1.4.1.55648.4817569022059252745511765166797862.7,35,True,,27.2240212,0.000156164,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4817569022059252745511765166797862.7.35,20161012,,185346.0275,940277393,MR,Siemens,AX PD,Verio,Patient_1858317453494577365,Patient_1858317453494577365,M,018Y,81.64663699,,,SE,SK\SP\OSP,,2D,*tse2d1_9,3.0,3760.0,33.0,1,123.20526,1H,1.0,3.0,3.0,432,9.0,90,100.0,200.0,syngo MR B19,AX PD,Body,0\320\288\0,ROW,150,HFS,1.3.6.1.4.1.55648.4817569022059252745511765166797862,1.3.6.1.4.1.55648.4817569022059252745511765166797862.7,7,1,35,-192.30407716279\-96.0266361093\-24.385189056396,1\-2.05103e-010\0\2.05103e-010\1\0,,,-24.38518906,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,2560.0,873,1788,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT SHOULDER WITHOUT CONTRAST HISTORY: M12.519 Traumatic arthropathy, unspecified shoulder M54.13 Radiculopathy, cervicothoracic region M99.01 Segmental and somatic dysfunction of cervical region M25.511 Right shoulder pain TECHNIQUE: Right shoulder imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Acromion and bursa: The acromion has a curved configuration (type II). The acromioclavicular joint is unremarkable. The subacromial/subdeltoid bursa is unremarkable. Rotator cuff tendons: There is no evidence for rotator cuff tendon tears. Biceps tendons: The tendons of the long and short heads of the biceps brachii are intact. Cartilage and labrum: No full-thickness cartilage defects are present. A nondisplaced tear is present involving the superior and posterior superior aspect of the glenoid labrum, extending to involve the anchor of the long head of the biceps tendon. There is a tear through the anterior inferior aspect of the glenoid labrum. Mild asymmetry of the anterior inferior, inferior, and posterior inferior aspects glenoid is present, possibly secondary to a remote injury. A small glenohumeral joint effusion is present. Bone marrow: A 0.6 cm bone island is present in the glenoid. There is also a small bone island in the proximal right humerus. The bone marrow signal is overall age appropriate. There is no evidence for lymphadenopathy in the visualized portions of the axilla. No asymmetric muscle atrophy is present. ----- Page Break ----- ------------------------- IMPRESSION: Nondisplaced SLAP tear extending to involve the ankle of the long head of the biceps tendon. Tear through the anterior and inferior inferior glenoid labrum with an associated mild asymmetry of the anterior inferior glenoid. Clinical correlation for prior injury and shoulder instability is suggested. S43.431A Small right shoulder joint effusion. M25.411 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",92,1.3.6.1.4.1.55648.4817569022059252745511765166797862/1.3.6.1.4.1.55648.4817569022059252745511765166797862.7,1.3.6.1.4.1.55648.4817569022059252745511765166797862/1.3.6.1.4.1.55648.4817569022059252745511765166797862.7.pkl
+,1.3.6.1.4.1.55648.110205245270113031975681641488441/1.3.6.1.4.1.55648.110205245270113031975681641488441.7,31,True,,26.15676045,0.000145197,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.110205245270113031975681641488441.7.31,20160822,,112153.47,403792168,MR,Siemens,AX PD,Skyra,Patient_7811400571913969951,Patient_7811400571913969951,M,027Y,81.64663699,,SHOULDER,SE,SK\SP\OSP,,2D,*tseR2d1_8,3.0,3500.0,34.0,1,123.153765,1H,1.0,3.0,3.0,575,8.0,100,100.0,200.0,syngo MR E11,AX PD,Body,0\384\384\0,ROW,160,HFS,1.3.6.1.4.1.55648.110205245270113031975681641488441,1.3.6.1.4.1.55648.110205245270113031975681641488441.7,7,1,31,-172.80317497253\-81.649698257446\-25.738048553467,1\0\0\0\1\0,,,-25.73804855,1,MONOCHROME2,384,384,0.33854165673256\0.33854165673256,16,12,11,0,0.0,1477.0,485,1033,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT SHOULDER WITHOUT CONTRAST HISTORY: M25.511 Right shoulder pain M25.611 Right shoulder stiffness Technique: MRI of the right shoulder was performed on a 3.0 Tesla ultra high field wide bore magnet with multiplanar and multiecho images without intravenous or intra-articular contrast administration. Comparison: MRI right shoulder MM/DD/YYYY Findings: Rotator cuff: Minimal tendinosis of the infraspinatus tendon. No discrete rotator cuff tear. The supraspinatus, subscapularis, and teres minor tendons are intact. No associated muscle atrophy. LASTNAME Biceps, and Bicipital-Labral FIRSTNAME Complex: No discrete labral tear on this nondistended shoulder. The tendon of the long head of the biceps demonstrates normal signal and morphology with an intact bicipital-labral anchor complex. It is appropriately located within the bicipital groove. The tendon of the short head of the biceps attaches appropriately to the coracoid process. Inferior glenohumeral ligament: The inferior glenohumeral ligament demonstrates normal signal and morphology. Acromioclavicular joint: Mild-to-moderate osteoarthritic changes of the acromioclavicular joint. No undersurface proliferation. No os acromiale. No subacromial/subdeltoid bursitis. Cartilage: ----- Page Break ----- No gross cartilage abnormality on this nondistended shoulder. Osseous structures: The osseous structures demonstrate normal marrow signal. No acute fracture. Specifically, no Hill-Sachs or osseous Bankart lesion. No avascular necrosis. Physiologic joint fluid. ------------------------- IMPRESSION: Mild-to-moderate osteoarthritic changes of the acromioclavicular joint. Given age-advanced nature of these findings, this is likely secondary to hyperactivity/overuse. Minimal tendinosis of the infraspinatus tendon. No discrete rotator cuff tear. The labrum and bones are intact. ICD 10 - Osteoarthritis, M19.011 Rotator cuff Sprain/ tear, S46.011A Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",26,1.3.6.1.4.1.55648.110205245270113031975681641488441/1.3.6.1.4.1.55648.110205245270113031975681641488441.7,1.3.6.1.4.1.55648.110205245270113031975681641488441/1.3.6.1.4.1.55648.110205245270113031975681641488441.7.pkl
+,1.3.6.1.4.1.55648.520138906331129790888691499600282/1.3.6.1.4.1.55648.520138906331129790888691499600282.3,40,True,,35.76551199,0.000252008,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.520138906331129790888691499600282.3.40,20170222,,101432.0,968285753,MR,Siemens,AX PD FS,Skyra,Patient_5315720793864696628,Patient_5315720793864696628,M,041Y,86.18256126,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.147943,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.520138906331129790888691499600282,1.3.6.1.4.1.55648.520138906331129790888691499600282.3,3,1,40,4.2467016456903\-94.630606618409\-41.238704681396,0.9964928595725\0.08367783948582\0\-0.0836778394858\0.9964928595725\0,,,-41.23870468,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,2970.0,568,1203,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST HISTORY: Pain behind the patella. No injury. Evaluate chondromalacia. M25.562 TECHNIQUE: MR imaging of the left knee was performed without IV contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences: Sagittal proton density with and without fat suppression, axial proton density fat-suppressed, and coronal proton density fat-suppressed. COMPARISON: No prior studies are available for comparison. FINDINGS: There is no evidence for acute fracture or osteonecrosis. Ligaments: The cruciate and collateral ligaments are intact. Lateral compartment: The lateral meniscus is intact. The articular cartilage is maintained. Medial compartment: There is a partial undersurface tear within the periphery of the medial meniscus posterior horn (sagittal image 7). No displaced meniscal fragment is seen. The articular cartilage is maintained. Patellofemoral compartment: There is patella alta. There is full-thickness cartilage fissuring overlying the median ridge of the patella within the middle third in association with moderate thinning and mild-moderate reactive subchondral edema/cyst formation (series 7, image 9). Shallow partial thickness cartilage fissuring is also noted overlying the lateral patellar facet. The trochlear cartilage is maintained. Muscle/tendon: No disproportionate muscle atrophy or intramuscular edema is present. There is no perimuscular fluid . The imaged tendons , inclusive of the extensor mechanism, are intact. Joint fluid: PHI is a physiologic amount of fluid within the joint. No loose bodies are seen. A multiseptated popliteal cyst measures 7.9 x 3.7 x 2.1 cm (craniocaudad x anteroposterior x transverse dimension). ----- Page Break ----- Miscellaneous: The subcutaneous tissues are within normal limits. The neurovascular structures demonstrate normal course. ------------------------- IMPRESSION: 1. Full-thickness patellar cartilage fissuring. Patella alta. 2. Partial undersurface medial meniscus tear. Multiseptated popliteal cyst. ICD 10 - Patella Chondromalacia, M22.42 Medial meniscal tear, S83.242A Baker?s Cyst, M71.22 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",12,1.3.6.1.4.1.55648.520138906331129790888691499600282/1.3.6.1.4.1.55648.520138906331129790888691499600282.3,1.3.6.1.4.1.55648.520138906331129790888691499600282/1.3.6.1.4.1.55648.520138906331129790888691499600282.3.pkl
+,1.3.6.1.4.1.55648.046711091817188861114027459932871/1.3.6.1.4.1.55648.046711091817188861114027459932871.6,32,True,,27.68846726,0.000170708,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.046711091817188861114027459932871.6.32,20200521,85001.703,85006.73,915743456,MR,Siemens,AX PD,Verio,Patient_8529779180314008772,Patient_8529779180314008772,M,051Y,80.73945213,,,SE,SK\SP\OSP,SAT1,2D,*tseR2d1rs8,4.0,3000.0,45.0,1,123.186922,1H,1.0,3.0,4.4,272,8.0,70,100.0,260.0,syngo MR B19,AX PD,Body,320\0\0\224,COL,160,FFS,1.3.6.1.4.1.55648.046711091817188861114027459932871,1.3.6.1.4.1.55648.046711091817188861114027459932871.6,6,1,32,-117.90124358191\-1.8420308776237\-81.094101431656,0.99942479619936\-0.0072241928985\0.03313438967036\-0.0136557745278\0.80860483112213\0.58819363045514,,,-60.7838102,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2195.0,598,1380,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain G89.29 Other chronic pain Technique: Multiplanar, multisequence MRI of the lumbar spine was performed without the administration of intravenous contrast . Findings: Priors: MR lumbar spine MM/DD/YYYY There are postsurgical changes related to right-sided L5 hemilaminectomy. The vertebral bodies are normally aligned. Vertebral heights are maintained. Bone marrow signal is normal. There is preservation of intervertebral disc height. The visualized spinal cord demonstrates normal signal intensity. The conus medullaris terminates at expected level. At L1-2: No significant spinal canal or neural foraminal stenosis. At L2-3: No significant spinal canal or neural foraminal stenosis. At L3-4: Disc bulge effacing the ventral thecal sac without significant spinal canal stenosis or neural foraminal narrowing. At L4-5: Disc bulge effacing the ventral thecal sac without significant spinal canal stenosis. There is thickening of ligamentum flavum and facet arthrosis. There is moderate right and mild left-sided neural foraminal narrowing. At L5-S1: Disc bulge effacing the ventral thecal sac without significant spinal canal stenosis. There is a posterior annular fissure. There is moderate bilateral facet arthrosis. There is severe bilateral neural foraminal narrowing with impingement of the exiting L5 nerve roots. ------------------------- IMPRESSION: At L3-4: Disc bulge effacing the ventral thecal sac without significant spinal canal ----- Page Break ----- stenosis or neural foraminal narrowing. At L4-5: Disc bulge effacing the ventral thecal sac without significant spinal canal stenosis. There is thickening of ligamentum flavum and facet arthrosis. There is moderate right and mild left-sided neural foraminal narrowing. At L5-S1: Disc bulge effacing the ventral thecal sac without significant spinal canal stenosis. There is a posterior annular fissure. There is moderate bilateral facet arthrosis. There is severe bilateral neural foraminal narrowing with impingement of the exiting L5 nerve roots. Findings have progressed at L4-L5 compared to prior examination MM/DD/YYYY. ICD 10 - Herniated disc lumbar spine, M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",67,1.3.6.1.4.1.55648.046711091817188861114027459932871/1.3.6.1.4.1.55648.046711091817188861114027459932871.6,1.3.6.1.4.1.55648.046711091817188861114027459932871/1.3.6.1.4.1.55648.046711091817188861114027459932871.6.pkl
+,1.3.6.1.4.1.55648.9031193843718243652538899848438370/1.3.6.1.4.1.55648.9031193843718243652538899848438370.7,90,True,,84.02494454,0.000170231,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\NONE\TRACEW\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9031193843718243652538899848438370.7.1,20170512,,173245.9575,922666415,MR,Siemens,AX DWI,Verio,Patient_6707384005667307670,Patient_6707384005667307670,F,072Y,72.57478843,,,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,5000.0,106.0,1,123.226847,1H,1.0,3.0,4.8,120,1.0,100,100.0,1250.0,syngo MR B19,AX DWI,Body,160\0\0\160,COL,90,HFS,1.3.6.1.4.1.55648.9031193843718243652538899848438370,1.3.6.1.4.1.55648.9031193843718243652538899848438370.7,7,1,1,-143.81790823469\-110.06932749266\-53.796970170932,0.99649336031628\-0.0635082917288\0.05447641441266\0.06793407864479\0.99417612513145\-0.0836587901975,,,-56.08659032,1,MONOCHROME2,320,320,0.796875\0.796875,16,12,11,0,0.0,1259.0,183,475,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN NON CONTRAST HISTORY: 72-year-old woman, evaluation for stroke. R41.3 Memory Loss G45.1 Carotid artery syndrome (hemispheric) TECHNIQUE: Multiplanar, multisequence MRI of the brain was performed without intravenous contrast. The study was performed on a 3 Tesla magnet. COMPARISON: None available. FINDINGS: INTRACRANIAL FINDINGS: There is mild age-appropriate cerebral volume loss. Foci of FLAIR hyper signal intensity is present involving the periventricular white matter and deep white matter of cerebral hemispheres, nonspecific finding likely microvascular angiopathy and small vessel disease. The brain parenchyma appears normal without evidence for acute ischemia, hemorrhage, or mass lesion. The ventricles are normal in size. There is no abnormal extra-axial collection. The flow voids at the skull base are normal. The cerebellar tonsils are normal in position. EXTRACRANIAL FINDINGS: The orbital contents are unremarkable. The visualized paranasal sinuses and mastoid air cells are well aerated. ------------------------- IMPRESSION: Mild age-appropriate cerebral volume loss and nonspecific white matter changes, otherwise unremarkable brain MRI. ICD 10 - R 90.82 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",55,1.3.6.1.4.1.55648.9031193843718243652538899848438370/1.3.6.1.4.1.55648.9031193843718243652538899848438370.7,1.3.6.1.4.1.55648.9031193843718243652538899848438370/1.3.6.1.4.1.55648.9031193843718243652538899848438370.7.pkl
+,1.3.6.1.4.1.55648.111595404145476254734351330331744/1.3.6.1.4.1.55648.111595404145476254734351330331744.6,31,True,,24.06586123,0.000194788,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.111595404145476254734351330331744.6.31,20200812,,173755.105,887743519,MR,Siemens,AX PD,Skyra,Patient_1748621602989412851,Patient_1748621602989412851,M,018Y,58.9670156,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.165763,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,157,FFS,1.3.6.1.4.1.55648.111595404145476254734351330331744,1.3.6.1.4.1.55648.111595404145476254734351330331744.6,6,1,31,-88.061905730108\-9.9781991086273\-99.433034060465,0.99988762975956\0.007676859576\-0.0128760895016\-5.38243e-010\0.85892559417003\0.512100403905,,,-81.6068447,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,458.0,168,424,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is straightened. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of acute fracture or infiltrative process. The vertebral body heights are intact. Intervertebral Discs: Normal Disc Height and Signal. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L3-L4: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L4-5: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L5-S1: Broad-based protruded Central disc herniation extending just beyond the vertebral body margin into the epidural fat. No significant central canal narrowing. Mild left neural foraminal narrowing. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L5-S1: Broad-based protruded Central disc herniation extending just beyond the vertebral body margin into the epidural fat. No significant central canal narrowing. Mild left neural foraminal narrowing. Straightening of the normal lumbar lordosis likely due to muscle spasm. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.111595404145476254734351330331744/1.3.6.1.4.1.55648.111595404145476254734351330331744.6,1.3.6.1.4.1.55648.111595404145476254734351330331744/1.3.6.1.4.1.55648.111595404145476254734351330331744.6.pkl
+,1.3.6.1.4.1.55648.1809274136091378563384811608460840/1.3.6.1.4.1.55648.1809274136091378563384811608460840.8,62,True,,52.12811327,0.000179291,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1809274136091378563384811608460840.8.62,20190823,,121944.2775,322730466,MR,Siemens,AX PD FS_COMPOSED,Skyra,Patient_1613523723993176925,Patient_1613523723993176925,F,068Y,54.43109132,,ARM,SE,SK\SP,FS,2D,*tse2d1_7,5.0,4210.0,40.0,1,123.256139,1H,1.0,3.0,5.0,255,7.0,80,100.0,200.0,syngo MR E11,AX PD FS_2,Body,320\0\0\256,COL,160,HFS,1.3.6.1.4.1.55648.1809274136091378563384811608460840,1.3.6.1.4.1.55648.1809274136091378563384811608460840.8,8,1,62,-193.11093835484\-11.634605225564\-138.78858804716,0.98420237652383\0.03007689974591\-0.1744736717861\-6.2609383e-008\0.98546468351665\0.16988042130103,,,-166.855059,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,736.0,253,574,,,,,,,,,,,,,,,,,,,,"HISTORY: M79.621 Right arm pain TECHNIQUE: Right arm imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. CONTRAST: Images were obtained prior to and following the intravenous administration of 6 mL Gadavist. Measured serum creatinine level was 0.7 mg/dL. Estimated GFR was 89 ml/min. COMPARISON: MRI of the right humerus obtained MM/DD/YYYY FINDINGS: There is evidence of a 2.8 x 1.4 x 1.0 cm (craniocaudal x anterior posterior x transverse) solid lesion is present on the medial aspect of the right arm, and intimately associated with the median nerve. The lesion has contrast enhancement with a central nonenhancing area. Associated scarring is present. There is no evidence for muscle or tendon tears. The bone marrow signal is overall age-appropriate. There is no evidence for adenopathy in the visualized portions of the right axilla. ------------------------- IMPRESSION: Solid lesion intimately associated with the median nerve, most consistent with a peripheral nerve sheath tumor, not significant significantly changed since MONTH XX. Associated focal area of nonenhancement centrally which may represent scarring versus postoperative changes. Clinical correlation is recommended. D48.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",64,1.3.6.1.4.1.55648.1809274136091378563384811608460840/1.3.6.1.4.1.55648.1809274136091378563384811608460840.8,1.3.6.1.4.1.55648.1809274136091378563384811608460840/1.3.6.1.4.1.55648.1809274136091378563384811608460840.8.pkl
+,1.3.6.1.4.1.55648.9172319534274705547991190907303289/1.3.6.1.4.1.55648.9172319534274705547991190907303289.3,90,True,,86.71090555,0.000165462,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9172319534274705547991190907303289.3.1,20190501,,,59851628,MR,Siemens,AX DWI_TRACEW,Biograph_mMR,Patient_9500508222107441218,Patient_9500508222107441218,M,014Y,35.83380179,,BRAIN,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,5000.0,106.0,1,123.25058,1H,1.0,3.0,5.2,120,60.0,100,100.0,1250.0,syngo MR E11,AX DWI,Body,160\0\0\160,COL,90,HFS,1.3.6.1.4.1.55648.9172319534274705547991190907303289,1.3.6.1.4.1.55648.9172319534274705547991190907303289.3,3,1,1,-125.07276247608\-118.00292370492\-75.832383687476,0.99986913458704\0.01175815048317\0.01111123743653\-0.0139617277905\0.9741377336141\0.22552327176212,,,-46.22462731,1,MONOCHROME2,320,320,0.796875\0.796875,16,12,11,0,0.0,84.0,33,90,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN AND PITUITARY PRE AND POST IV CONTRAST HISTORY: E22.1 Hyperprolactinemia Technique: Multiplanar, multisequence MR imaging of the brain and pituitary gland was performed with and without 3.6cc Gadavist. Findings: Imaging is degraded by artifact from dental braces. Pituitary: The pituitary gland is normal in signal and homogenous in enhancement without focal lesion. The sella is normal in caliber. The cavernous sinuses and suprasellar cistern are within normal limits. Brain: The ventricles, sulci, and cisterns are normal in caliber for patient's age without evidence for hydrocephalus. There is no focal parenchymal signal abnormality. There is no evidence of intra-axial mass or abnormal enhancement.. The craniocervical junction is within normal limits. Diffusion weighted imaging demonstrates no evidence for acute infarction. Flow voids: The flow voids at the skull base are unremarkable. Extra-axial spaces:There is no extra-axial collection or extra-axial mass. Extracranial findings: Paranasal sinuses and orbits are obscured by artifact from dental braces. ------------------------- IMPRESSION: Normal evaluation of the pituitary. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",29,1.3.6.1.4.1.55648.9172319534274705547991190907303289/1.3.6.1.4.1.55648.9172319534274705547991190907303289.3,1.3.6.1.4.1.55648.9172319534274705547991190907303289/1.3.6.1.4.1.55648.9172319534274705547991190907303289.3.pkl
+,1.3.6.1.4.1.55648.2840025707026930334291380244781155/1.3.6.1.4.1.55648.2840025707026930334291380244781155.5,25,True,,15.25371861,0.000330925,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2840025707026930334291380244781155.5.25,20200811,,185854.955,324292381,MR,Siemens,AX PD,Skyra,Patient_5941510169201611898,Patient_5941510169201611898,M,030Y,102.0582962,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.246862,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.2840025707026930334291380244781155,1.3.6.1.4.1.55648.2840025707026930334291380244781155.5,5,1,25,-90\-26.132806773712\-40.027198808825,1\0\0\0\0.97061252589281\0.24064771883395,,,-32.5621002,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,3255.0,1085,2263,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 fell and hit back at work swollen painful limited range of motion. TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is straightened. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of acute fracture or infiltrative process. The vertebral body heights are intact. Intervertebral Discs: Disc desiccation and mild loss of disc height at L5-S1. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L3-L4: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L4-5: Broad-based protruded Central disc herniation impressing upon the ventral thecal sac. L5-S1: Protruded Central disc herniation measuring 5 mm in PHI dimension extending into the epidural fat with right greater than left subarticular stenosis encroaching on the descending S1 nerve roots. Mild left neural foraminal narrowing. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L4-5: Broad-based protruded Central disc herniation impressing upon the ventral thecal sac. L5-S1: Protruded Central disc herniation measuring 5 mm in PHI dimension extending into the epidural fat with right greater than left subarticular stenosis encroaching on the descending S1 nerve roots. Mild left neural foraminal narrowing. Straightening of the normal lumbar lordosis likely due to muscle spasm. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.2840025707026930334291380244781155/1.3.6.1.4.1.55648.2840025707026930334291380244781155.5,1.3.6.1.4.1.55648.2840025707026930334291380244781155/1.3.6.1.4.1.55648.2840025707026930334291380244781155.5.pkl
+,1.3.6.1.4.1.55648.1687024741472063053769041465067061/1.3.6.1.4.1.55648.1687024741472063053769041465067061.1001,112,True,,101.7714856,0.0004282,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS3D\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1687024741472063053769041465067061.1001.1,20191011,,131001.8675,681638407,MR,Siemens,I_AAspine_scout,MAGNETOM Vida,Patient_6421554463919476564,Patient_6421554463919476564,F,052Y,58.967,,LSPINE,GR,SK,PFP\PFF\CG\RG\PER,3D,*fl3d1,1.7,3.3,1.27,1,123.202805,1H,,3.0,,240,1.0,100,100.0,548.0,syngo MR XA11,I_AAspine_scout,Body,240\0\0\240,COL,8,FFS,1.3.6.1.4.1.55648.1687024741472063053769041465067061,1.3.6.1.4.1.55648.1687024741472063053769041465067061.1001,1001,1,1,-200\-64.35\200,1\0\0\0\0\-1,,,-64.35,1,MONOCHROME2,240,240,1.66667\1.66667,16,12,11,0,0.0,365.0,49,136,,,,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain with left lumbar radicular symptoms. The patient provides a history of back surgery. M54.42 Comparison PHI: Lumbar spine radiographs from PHI/DD/YYYY. Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial proton density images. Findings: There is minimal retrolisthesis at L3-L4. There is no evidence of fracture, spondylolysis or osseous neoplasm. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the L1-L2 level. Lower thoracic intervertebral levels from T10 to L1 are visualized only on sagittal images. There is minimal spondylotic disc bulging at T10-T11 and T11-T12. L1-L2: No spondylotic changes. Facet joints are unremarkable. L2-L3: No spondylotic changes. Facet joints are unremarkable. L3-L4: Mild spondylosis. Facet joints are unremarkable. Large disc bulge, with mild osteophyte ridging. Borderline central canal stenosis. See axial image 14 of series 8001. L4-L5: Moderate-to-severe spondylosis. Facet joints are unremarkable. Large disc bulge, with osteophyte ridging. Moderate bilateral foraminal stenosis. Axial images 19-20 suggest a prior right L4 laminotomy - correlate with surgical history. Mild central canal stenosis, axial image 18 of series 8001. ----- Page Break ----- L5-S1: Mild-to-moderate spondylosis. Mild-to-moderate right facet arthrosis. Small central disc protrusion, with osteophyte ridging. Moderate-to-severe bilateral foraminal stenosis. Mild central canal stenosis. See axial image 23 of series 8001. The visualized paraspinal and abdominopelvic soft tissues are unremarkable in PHI appearance. ------------------------- IMPRESSION: Images suggest right L4 laminotomy. Correlate with surgical history. Minimal L3-L4 retrolisthesis. Spondylosis and facet arthrosis. Central canal stenosis is borderline at L3-L4, mild at L4-L5 and L5-S1. Small central disc protrusion at L5-S1, without significant mass effect. M43.16 M51.36 M48.06 M51.27 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.1687024741472063053769041465067061/1.3.6.1.4.1.55648.1687024741472063053769041465067061.1001,1.3.6.1.4.1.55648.1687024741472063053769041465067061/1.3.6.1.4.1.55648.1687024741472063053769041465067061.1001.pkl
+,1.3.6.1.4.1.55648.0174777894925343626113178887664911/1.3.6.1.4.1.55648.0174777894925343626113178887664911.7,33,True,,29.30438566,0.000168324,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0174777894925343626113178887664911.7.33,20170925,,194745.62,444413065,MR,Siemens,AX T1 PRE,Skyra,Patient_167352685921974072,Patient_167352685921974072,M,081Y,86.18256126,,LSPINE,SE\IR,SK\SP\MP\OSP,IR\SAT1,2D,*tir2d1_9,4.5,3470.0,9.5,1,123.248187,1H,1.0,3.0,5.04,324,9.0,100,100.0,220.0,syngo MR E11,AX T1 PRE,Body,256\0\0\256,COL,152,FFS,1.3.6.1.4.1.55648.0174777894925343626113178887664911,1.3.6.1.4.1.55648.0174777894925343626113178887664911.7,7,1,33,-24.495756901119\-25.539849476341\-52.607629692752,0.99965925172262\0.00195781628599\-0.026029740697\4.058691e-008\0.99718321142422\0.07500428556875,,,-51.16604343,1,MONOCHROME2,256,256,0.703125\0.703125,16,12,11,0,0.0,860.0,538,1081,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain with left lumbar radicular symptoms. Patient provides a history of rheumatoid arthritis. Lower back pain with left sciatica, M54.42 Difficulty walking, R26.2 Comparison PHI: Abdomen and pelvis CT examination from PHI/DD/YYYY. Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial T1-weighted and proton density images. Findings: Coronal localizer image 6 of series 2 provides limited visualization of a mild lumbar levoscoliosis, centered at approximately L3-L4. No spondylolisthesis is visualized. There is no evidence of fracture, spondylolysis or osseous neoplasm. Anterior fusion is present from L2 to L4, and at L5-S1. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the L1 level. Lower thoracic intervertebral levels from T11 to L1 are visualized only on sagittal images. Moderate spondylotic disc bulges are present at these levels, and sagittal images PHI of series 3 demonstrate a large right lateral recess disc protrusion at T12-L1, encroaching on the right L1 nerve root. This may be further assessed with dedicated thoracic spine MR imaging as clinically warranted. L1-L2: Moderate spondylosis. Minimal bilateral facet arthrosis. Moderate disc bulge, with osteophyte ridging, and a superimposed right lateral recess disc protrusion. This encroaches slightly on the right L2 nerve root. See sagittal images PHI of series 3. ----- Page Break ----- L2-L3: Anterior fusion. Facet joints are unremarkable. Posterior osteophyte ridging. Mild bilateral foraminal stenosis. Borderline central canal stenosis. See axial image 8 of series 6. L3-L4: Anterior fusion. There has been right laminotomy. Mild osteophyte ridging. Mild bilateral foraminal stenosis. L4-L5: Minimal spondylosis. Severe bilateral facet arthrosis. Disc bulge, with osteophyte ridging. Left lateral recess disc protrusion, flattening of the ventral thecal sac and impinging on and displacing the left L5 nerve root. Moderate bilateral foraminal stenosis. Moderate central canal stenosis. See axial images 19-20 of series 6. L5-S1: Anterior fusion. Mild left facet arthrosis. Posterior osteophyte ridging, indenting the ventral thecal sac. Mild bilateral foraminal stenosis. The visualized paraspinal and abdominopelvic soft tissues are unremarkable in PHI appearance. ------------------------- IMPRESSION: Mild lumbar levoscoliosis. Anterior fusion at multiple levels, as per above. Lumbar spondylosis and facet arthrosis as detailed above. Right L3-L4 laminotomy. Disc protrusions -- right lateral recess at T12-L1, encroaching on the right L1 nerve root; right lateral recess at L1-L2, encroaching on the right L2 nerve root; left lateral recess at L4-L5. Foraminal narrowing as noted above. Central canal stenosis -- borderline at L2-L3, moderate at L4-L5. Other idiopathic scoliosis, lumbar region, M41.26 Fusion of spine, lumbar region, M43.26 Degeneration lumbar spine, M51.36 Degeneration L5-S1, M51.37 Spinal stenosis, M48.06 Herniated disc lumbar spine, M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.0174777894925343626113178887664911/1.3.6.1.4.1.55648.0174777894925343626113178887664911.7,1.3.6.1.4.1.55648.0174777894925343626113178887664911/1.3.6.1.4.1.55648.0174777894925343626113178887664911.7.pkl
+,1.3.6.1.4.1.55648.989302987148522994680596226468864/1.3.6.1.4.1.55648.989302987148522994680596226468864.8,156,True,,60.62976956,0.000161409,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.989302987148522994680596226468864.8.1,20171208,,103513.3,536756641,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_6095744922027386672,Patient_6095744922027386672,M,033Y,72.57478843,,SPINE,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,28.0,7.15,1,63.679279,1H,1.0,1.5,17.4,319,1.0,100,100.0,120.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.989302987148522994680596226468864,1.3.6.1.4.1.55648.989302987148522994680596226468864.8,8,1,1,-96.559971383312\-63.312875536036\-61.002912657771,0.99879263993256\-0.0488985236805\0.00471134783352\0.04535490668169\0.95473585951171\0.29397682051878,,,-37.90773571,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,506.0,134,342,4.0,,,,,,,,,,,,,,,,,,,MRA-HEAD NON CONTRAST HISTORY: Possible vascular malformation. Dilated pupils. COMPARISON: Brain MRI and MR angiography of the neck performed concurrently. TECHNIQUE: MRA of the intracranial arteries was performed on a 3.0 Tesla superconducting magnet utilizing 3-D time-of-flight technique in the region of the circle of FIRSTNAME 3-D reconstructions were performed on a workstation. Diffusion-weighted imaging was performed. All measurements were obtained in accordance with the NASCET criteria. FINDINGS: Incidental note of fetal origin of the left posterior cerebral artery which is a normal anatomic variant. No hemodynamically significant stenosis. No vascular malformation. No dissection or aneurysm. No restricted diffusion or acute infarct. ------------------------- IMPRESSION: Normal MRA of the circle of FIRSTNAME Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,35,1.3.6.1.4.1.55648.989302987148522994680596226468864/1.3.6.1.4.1.55648.989302987148522994680596226468864.8,1.3.6.1.4.1.55648.989302987148522994680596226468864/1.3.6.1.4.1.55648.989302987148522994680596226468864.8.pkl
+,1.3.6.1.4.1.55648.9231736881782738567283324474229416/1.3.6.1.4.1.55648.9231736881782738567283324474229416.27,96,True,,93.02300954,0.00026989,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\NONE\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9231736881782738567283324474229416.27.1,20170830,131117.859,131040.8625,472704731,MR,Siemens,Head_AX DWI,Biograph_mMR,Patient_1957906387976675627,Patient_1957906387976675627,F,069Y,76.20352785,,,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,5300.0,106.0,1,123.252872,1H,1.0,3.0,4.8,120,1.0,100,100.0,1250.0,syngo MR B20P,Head_AX DWI,Body,160\0\0\160,COL,90,HFS,1.3.6.1.4.1.55648.9231736881782738567283324474229416,1.3.6.1.4.1.55648.9231736881782738567283324474229416.27,27,1,1,-100.75296191263\-171.29068574115\-28.849116311243,0.99469363911413\0.100691245734\0.02111486060659\-0.0800311935185\0.88626672386957\-0.4562086170005,,,-96.59134759,1,MONOCHROME2,320,320,0.796875\0.796875,16,12,11,0,0.0,1215.0,399,870,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PET BRAIN HISTORY: 69 year old woman with history of: Right frontal glioblastoma multiforme status post resection and chemoradiation. R51 Headache/Facial Pain R56.9 Seizures R42 Dizziness/Vertigo R55 Syncope H90.41 Right ear sensorineural hearing loss R41.3 Memory Loss C71.9 Malignant neoplasm of brain, unspecified INDICATION: Restaging after completion of chemoradiation and before trial treatment. TECHNIQUE: 64 minutes following the following intravenous administration of 9.225 mCi of F-18 labeled Fluorodeoxyglucose (FDG) in the right antecubital, whole brain scan was performed with acquisition from the vertex of the skull to the foramen magnum utilizing a dedicated PET scanner. Prior to intravenous FDG administration, fingerstick glucose level was measured, with a value of 96 mg/dl. Attenuation corrected and post-processed emission data were evaluated in the axial, coronal and sagittal planes, as well as in the 3-dimensional rotational MIP views. COMPARISON: Report of prior PET/MRI dated MM/DD/YYYY. Images are not available for comparison. SCINTIGRAPHIC FINDINGS: Diffusely decreased FDG uptake is present in white matter of right frontal, right parietal and the right temporal lobes and white matter of left frontal and left parietal lobes, most consistent with postradiation changes. For reference, the maximum SUV of right frontal white matter measures 3.4 and a maximum SUV of normal white matter measures 5.7. Markedly decreased FDG uptake is present in the right-sided basal ganglia and thalamus, most consistent with postsurgical and postradiation changes. For reference, the maximum SUV of left basal ganglia measures 14.4 and a maximum SUV of right nasal basal ganglia measures 9.1, the maximum SUV of left thalamus measures 14.8 and maximum SUV of right thalamus measures 6.8. Mildly decreased FDG uptake is present in medial temporal lobes as well. Decreased FDG uptake is noted in the left cerebellar hemisphere, most consistent with crossed cerebellar ----- Page Break ----- diaschisis. No evidence of FDG uptake is present within the resection cavity but increased FDG uptake is present around the resection cavity especially in the anterior, posterolateral and medial portion of the resection cavity suspicious for residual/recurrent neoplasm. For reference, the maximum SUV in anterior aspect of resection cavity measures 12.9, the maximum SUV of medial portion of the resection cavity measures 12.8 and maximum SUV in the posterolateral aspect of resection cavity measures 13.1. Increased FDG uptake is present in the masslike enhancement of the left frontal lobe which is not compatible with radiation dose and is suspicious for a neoplastic process such as metastasis. For reference, the maximum SUV of the mentioned mass like enhancement of left frontal lobe measures 17.5. ------------------------- IMPRESSION: Increased FDG uptake around the resection cavity of the right frontal lobe (which corresponds to the increased perfusion on MR perfusion images) suggestive for residual/recurrent disease. Increased FDG uptake within the mass like enhancement of the left frontal white matter( which corresponds to the increased perfusion on MR perfusion images) which is not compatible with radiation necrosis and is suggestive for a neoplastic process such as metastasis. Decreased FDG uptake of white matter of right cerebral hemisphere and left frontal lobe suggestive for post radiation changes. Evidence of crossed cerebellar diaschisis. If the patient brings the old ""images"" an addendum will be issued regarding interval changes. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.9231736881782738567283324474229416/1.3.6.1.4.1.55648.9231736881782738567283324474229416.27,1.3.6.1.4.1.55648.9231736881782738567283324474229416/1.3.6.1.4.1.55648.9231736881782738567283324474229416.27.pkl
+,1.3.6.1.4.1.55648.6901163297019257702889945315293971/1.3.6.1.4.1.55648.6901163297019257702889945315293971.5,37,True,,30.52453375,0.000159502,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM3_2\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6901163297019257702889945315293971.5.37,20200401,,203816.735,768561001,MR,Siemens,SAG PD FS,Aera,Patient_3699904185269570221,Patient_3699904185269570221,M,047Y,117.9340312,,EXTREMITY,SE,SK\SP\OSP,FS,2D,*tse2d1_12,3.200000048,3690.0,41.0,1,63.679505,1H,1.0,1.5,3.2,490,12.0,85,100.0,120.0,syngo MR E11,SAG PD FS,TxRx_Knee_15,320\0\0\272,COL,180,FFS,1.3.6.1.4.1.55648.6901163297019257702889945315293971,1.3.6.1.4.1.55648.6901163297019257702889945315293971.5,5,1,37,139.89034286514\-80.667207070716\61.566265046597,-0.0680152914885\0.99768427877948\0\0\0\-1,,,134.0797922,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1226.0,408,882,,,,,,,,,,,,,,,,,,,,"EXAM: MRI-LEFT KNEE NON CONTRAST HISTORY: M25.562 Left knee pain TECHNIQUE: Axial, coronal, and sagittal images of the left knee were obtained on a 1.5 Tesla magnet. COMPARISON: None. FINDINGS: SOFT TISSUES: Anterior soft tissue swelling and edema most pronounced in the prepatellar soft tissues. BONE MARROW: No fracture or avascular necrosis. Menisci : Longitudinal horizontal tear body of the lateral meniscus extending to the free edge (coronal 19-20). Medial meniscus posterior slight blunting of the inner tip of the body consistent with a small free edge tear (coronal 16). ANTERIOR CRUCIATE LIGAMENT: Normal. POSTERIOR CRUCIATE LIGAMENT: Normal. EXTENSOR MECHANISM: PATELLA: Lateral patellar tilt and subluxation. Hoffa's fat-pad: Within normal limits. Distal quadriceps and patellar tendon: Doctors. NAME TELLOFEMORAL LIGAMENTS AND RETINACULA: Normal. MEDIAL STRUCTURES: MCL: Superficial tibial collateral ligament, deep meniscal femoral, and meniscal tibial ligaments are intact. PES Doctor FIRSTNAME LASTNAMENS AND DISTAL SEMIMEMBRANOSUS: Unremarkable. lateral structures: ILIOTIBIAL BAND: Unremarkable. ----- Page Break ----- BICEPS Doctor FIRSTNAME LASTNAMEN: Unremarkable. FIBULAR COLLATERAL LIGAMENT: Unremarkable. POPLITEUS MUSCLE Doctor FIRSTNAME LASTNAMEN: Unremarkable. Posterior lateral corner structures: Unremarkable. popliteal cyst: Moderate to large popliteal cyst with a large intracystic body superiorly which measures 18 x 13 mm (axial 12, coronal 30). periarticular bursitis: None. JOINT EFFUSION: Small to moderate joint effusion with synovitis. CARTILAGE: High-grade cartilage loss lateral trochlear cartilage and lateral patellar cartilage. Areas of moderate to high-grade cartilage loss in the lateral compartment more pronounced in the posterior lateral femoral condylar cartilage. Mild cartilage loss of peripheral osteophytes medial compartment. MUSCLES: Within normal limits. No edema or atrophy. Nerves and vasculature: Unremarkable. ------------------------- IMPRESSION: Lateral and medial meniscal tears as above. Osteoarthrosis with loose bodies in the popliteal cyst. Areas of high-grade cartilage loss in the lateral patellofemoral compartment with lateral patellar tilt and subluxation. Moderate to high-grade cartilage loss lateral compartment and mild chondral loss medial compartment with synovial proliferation and joint effusion. ICD 10: Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",17,1.3.6.1.4.1.55648.6901163297019257702889945315293971/1.3.6.1.4.1.55648.6901163297019257702889945315293971.5,1.3.6.1.4.1.55648.6901163297019257702889945315293971/1.3.6.1.4.1.55648.6901163297019257702889945315293971.5.pkl
+,1.3.6.1.4.1.55648.7193004760755041857917589946935810/1.3.6.1.4.1.55648.7193004760755041857917589946935810.3,54,True,,46.62480736,0.000253916,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7193004760755041857917589946935810.3.54,20180705,,181341.955,583305934,MR,Siemens,AX PD FS,Skyra,Patient_6663889187342127419,Patient_6663889187342127419,F,064Y,53.52390647,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.227787,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.7193004760755041857917589946935810,1.3.6.1.4.1.55648.7193004760755041857917589946935810.3,3,1,54,-143.17895382336\-91.975419487326\-47.055227592004,0.99514021344735\0.0834113142401\-0.0523307580368\-0.0835642600416\0.99650211753162\-0.0007376982381,,,-54.91811176,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1683.0,733,1462,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M23.206 Right derangement dur to old tear, injury M25.561 Right knee pain Technique: MRI of the right knee was performed on a 3.0 T magnet utilizing standard multiplanar, multisequence image acquisition. Comparison study: None available. Findings: There is mild postoperative scarring of the infrapatellar fat. There is horizontal tearing of the anterior horn of the lateral meniscus with an associated 0.9 cm parameniscal cyst. There is also a horizontal oblique tear of the posterior horn-body junction of the medial meniscus extending to the inferior articular surface with extrusion of the body segment. There is chronic appearing partial thickness tearing of the anterior cruciate ligament. The posterior cruciate ligament is normal. The extensor tendons and collateral structures are maintained with evidence for an old MCL injury. The patellar retinacula are normal and the semimembranosus and pes anserine tendons are maintained. There is a small popliteal cyst. There is moderate to severe cartilage wear along the mid pole of the patella. The articular cartilage of the lateral compartment appears maintained. There is mild cartilage wear along the lateralmost aspect of the medial femoral condyle. A small knee joint effusion is present. ------------------------- IMPRESSION: ----- Page Break ----- 1. Medial and lateral meniscal tears. 2. Chronic partial ACL tear. 3. Old MCL injury. 4. Arthritis as described. 5. Small knee joint effusion and small popliteal cyst. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",54,1.3.6.1.4.1.55648.7193004760755041857917589946935810/1.3.6.1.4.1.55648.7193004760755041857917589946935810.3,1.3.6.1.4.1.55648.7193004760755041857917589946935810/1.3.6.1.4.1.55648.7193004760755041857917589946935810.3.pkl
+,1.3.6.1.4.1.55648.4388144824434692203367968801650497/1.3.6.1.4.1.55648.4388144824434692203367968801650497.5,27,True,,23.7800374,0.000245094,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4388144824434692203367968801650497.5.27,20200630,,70448.84,731285674,MR,Siemens,AX PD,Aera,Patient_9875951771440941030,Patient_9875951771440941030,M,057Y,99.79033409,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,43.0,1,63.676107,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.4388144824434692203367968801650497,1.3.6.1.4.1.55648.4388144824434692203367968801650497.5,5,1,27,-119.13795686439\-26.273027369208\-88.883736945975,0.9996719504029\-0.0102024663709\0.02349257877763\2.6230483e-008\0.91723739704541\0.39834100650243,,,-67.98715061,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,2274.0,756,1648,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain radiating down right leg with numbness. No gad. MRI of the lumbar spine was performed on a 3.0 Tesla ultra high field wide bore magnet. Comparison: There are no prior studies available for comparison. There is a focus of T2/STIR hyperintensity of the L3 vertebrae, not well-seen on the T1 sequence. This likely reflects an atypical hemangioma. There is no fracture or suspicious marrow signal abnormality. T12-L1: There is no disc herniation, significant central canal or neural foraminal stenosis. L1-2: There is no disc herniation, significant central canal or neural foraminal stenosis. L2-3: There is a broad based disc bulge and facet arthropathy. No significant central canal or neural foraminal stenosis. L3-4: There is a broad based disc bulge and facet arthropathy. No significant central canal or neural foraminal stenosis L4-5: There is a broad based disc bulge, annular fissure and facet arthropathy. No significant central canal stenosis. There is mild right foraminal stenosis and abutment of the exiting right L4 nerve root. L5-S1: There is a broad based disc bulge, annular fissure and facet arthropathy. No significant central canal stenosis. There is mild right foraminal stenosis and abutment of the exiting right L5 nerve root. The conus is normal in position, configuration and signal characteristics. ------------------------- IMPRESSION: ----- Page Break ----- Broad-based disc bulges and degenerative changes at L4-L5 and L5-S1, results in mild right foraminal stenosis and abutment of the exiting right L4 and L5 nerve roots. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",85,1.3.6.1.4.1.55648.4388144824434692203367968801650497/1.3.6.1.4.1.55648.4388144824434692203367968801650497.5,1.3.6.1.4.1.55648.4388144824434692203367968801650497/1.3.6.1.4.1.55648.4388144824434692203367968801650497.5.pkl
+,1.3.6.1.4.1.55648.2958842178287557675387041919473669/1.3.6.1.4.1.55648.2958842178287557675387041919473669.4,51,True,,51.50624061,0.000160217,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2958842178287557675387041919473669.4.51,20190625,,163456.5075,755381157,MR,Siemens,AXI PD FS,Skyra,Patient_3501252307258902457,Patient_3501252307258902457,F,043Y,58.9670156,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.220175,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AXI PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.2958842178287557675387041919473669,1.3.6.1.4.1.55648.2958842178287557675387041919473669.4,4,1,51,-144.45985641305\-71.150930088875\-81.198001916914,0.99269713845535\-0.1079477168433\-0.0538486929357\0.10784142047973\0.99415611033353\-0.0048842927239,,,-88.82070561,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,775.0,327,708,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M25.461 Right knee effusion M23.206 Right derangement dur to old tear, injury M23.601 Right knee ligament injury M25.361 Right knee instability M25.661 Right knee/ lower leg stiffness M25.561 Right knee pain TECHNIQUE: Right knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: Right knee MRI obtained MM/DD/YYYY FINDINGS: Ligaments: The patient is status post reconstruction of the anterior cruciate ligament with an intact graft. The posterior cruciate and lateral collateral ligaments are intact. Scarring of the distal aspect of the medial collateral ligament is present, which is suboptimally evaluate secondary to field inhomogeneity artifact from prior surgery. Menisci: Truncation of the free edge of the medial meniscus is present. There is also mild fraying of the free edge of the lateral meniscus. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. Effusion: A small amount of knee joint fluid is present. Cartilage: Superficial cartilage irregularity is present in all 3 compartments. Bone Marrow: Postoperative changes are present in the proximal tibia with an associated bone graft. Popliteal fossa: There is no significant popliteal cyst. Popliteus muscle and tendon are intact. Iliotibial band: The iliotibial band is within normal limits. ----- Page Break ----- Posterolateral corner: The posterior lateral corner is unremarkable. ------------------------- IMPRESSION: Postsurgical changes in the proximal tibia. Reconstruction of the anterior cruciate ligament, with intact graft. Z98.890 Truncation of the medial meniscus consistent with subtotal meniscectomy. Mild fraying of the free edge lateral meniscus. Small knee joint effusion. M25.461 Mild tricompartmental degenerative changes. M17.11 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.2958842178287557675387041919473669/1.3.6.1.4.1.55648.2958842178287557675387041919473669.4,1.3.6.1.4.1.55648.2958842178287557675387041919473669/1.3.6.1.4.1.55648.2958842178287557675387041919473669.4.pkl
+,1.3.6.1.4.1.55648.1155021984605574089480689959689895/1.3.6.1.4.1.55648.1155021984605574089480689959689895.8,34,True,,28.03678918,0.000168085,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1155021984605574089480689959689895.8.34,20180909,,115153.545,194591312,MR,Siemens,AX T1 FS POST,Skyra,Patient_3562214703063998113,Patient_3562214703063998113,F,066Y,113.3981069,,CLAVICLE,SE,SK\SP\OSP,FS,2D,*tse2d1_3,3.0,595.0,9.3,1,123.15808,1H,1.0,3.0,3.0,447,3.0,70,100.0,260.0,syngo MR E11,AX T1 FS POST,Body,0\320\224\0,ROW,160,HFS,1.3.6.1.4.1.55648.1155021984605574089480689959689895,1.3.6.1.4.1.55648.1155021984605574089480689959689895.8,8,1,34,-221.52379091597\-126.91584396979\-27.920151090231,0.99376269549297\0.00039038120431\-0.1115148091021\-8.008e-012\0.99999387256513\0.00350069024426,,,-52.00764735,1,MONOCHROME2,320,320,0.8125\0.8125,16,12,11,0,0.0,863.0,328,722,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"HISTORY: Mass over the right clavicle. TECHNIQUE: Right clavicle imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. The area of clinical concern as indicated by the patient was identified with skin markers placed above and below the area of clinical concern. CONTRAST: 10 mL Doctor FIRSTNAME LASTNAMERISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: There is evidence of a 4.2 x 3.7 cm focal area of fat determination with the blood vessels corresponding to skin markers indicating the area of clinical concern. No significant contrast enhancement is present. Degeneration of the right acromioclavicular joint supraclavicular joints is present. There is also a right shoulder joint effusion. ------------------------- IMPRESSION: Fatty mass corresponding to be of clinical concern, probably representing a lipoma. No evidence for abnormal contrast enhancement D21.11 Degeneration of the acromioclavicular and glenohumeral joints. M19.011 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",26,1.3.6.1.4.1.55648.1155021984605574089480689959689895/1.3.6.1.4.1.55648.1155021984605574089480689959689895.8,1.3.6.1.4.1.55648.1155021984605574089480689959689895/1.3.6.1.4.1.55648.1155021984605574089480689959689895.8.pkl
+,1.3.6.1.4.1.55648.6839910738240145076357570487744848/1.3.6.1.4.1.55648.6839910738240145076357570487744848.9,50,True,,42.65574336,0.00025034,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6839910738240145076357570487744848.9.1,20180315,101632.14,101608.655,793304854,MR,Siemens,AX DWI_TRACEW,Aera,Patient_7916130088718428296,Patient_7916130088718428296,F,041Y,81.64663699,,HEAD,EP,SK\SP,PFP\FS,2D,*ep_b0,5.0,5700.0,115.0,2,63.679378,1H,1.0,1.5,6.0,143,71.0,100,100.0,815.0,syngo MR E11,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.6839910738240145076357570487744848,1.3.6.1.4.1.55648.6839910738240145076357570487744848.9,9,1,1,-111.36262005337\-112.34440074978\-82.950455262674,0.99880876399585\0.04817543301489\0.00775761683217\-0.0486751688559\0.99484585227174\0.0889519991601,,,-72.21311675,1,MONOCHROME2,192,192,1.1979166269302\1.1979166269302,16,12,11,0,0.0,603.0,100,259,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN NON CONTRAST History: G40.409 Oth generalized epilepsy, not intractable, w/o stat epi R51 Headache/Facial Pain M54.81 Head/Neck Pain R56.9 Seizures R42 Dizziness/Vertigo R55 Syncope No prior. MRI of the brain was performed with multiple sequences in sagittal and axial plans on 3 Tesla ultra high fieldscanner. Brain parenchyma: The brain parenchyma is unremarkable. No acute intracranial hemorrhage or mass lesion is seen. There is no evidence of acute ischemia on diffusion-weighted images. Ventricles: Ventricles, sulci, and cisterns are age-appropriate. Flow voids: The major intracranial flow voids appear intact. Sinuses. Mild inflammatory signal is noted within the right mastoid air cells. There is minimal left frontal, bilateral maxillary and bilateral ethmoid sinus disease Orbits: There is increased FLAIR signal abnormality and posterior hypointensity within the left globe The adenoids are hypertrophied ------------------------- IMPRESSION: Signal abnormality within the left globe suggests chronic hemorrhage. Unremarkable appearance the brain parenchyma Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.6839910738240145076357570487744848/1.3.6.1.4.1.55648.6839910738240145076357570487744848.9,1.3.6.1.4.1.55648.6839910738240145076357570487744848/1.3.6.1.4.1.55648.6839910738240145076357570487744848.9.pkl
+,1.3.6.1.4.1.55648.0763796296600122913823452910973907/1.3.6.1.4.1.55648.0763796296600122913823452910973907.5,25,True,,19.61808276,0.002387762,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0763796296600122913823452910973907.5.25,20190725,201919.718,201815.825,404312231,MR,Siemens,AXI PD,Espree,Patient_2209241819746290452,Patient_2209241819746290452,M,049Y,90.71848554,,,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_9,4.0,2400.0,39.0,1,63.670029,1H,1.0,1.5,4.4,243,9.0,75,98.75,180.0,syngo MR B19,AXI PD,Body,320\0\0\237,COL,180,FFS,1.3.6.1.4.1.55648.0763796296600122913823452910973907,1.3.6.1.4.1.55648.0763796296600122913823452910973907.5,5,1,25,-132.20513730032\-32.454011135045\-167.91553303739,0.99834156124378\-0.0230235100372\0.05276405100926\3.466428e-008\0.91654473261183\0.3999321856534,,,-133.0781367,1,MONOCHROME2,316,320,0.6875\0.6875,16,12,11,0,0.0,1338.0,551,1215,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain R20.2 Upper and Lower Extremity LASTNAME and Needles Technique: Multiplanar, multisequence MRI of the lumbar spine was performed without the administration of intravenous contrast . Findings: Alignment: Alignment is preserved. Conus: The conus is normal in size and signal. Bone marrow: No evidence of metastatic disease or acute vertebral body compression fracture. There is hemangioma in L1 Discs:Multilevel disc desiccation and disc space narrowing. At L5-S1: No significant spinal canal or neural foraminal stenosis. At L4-5: minimal disc bulge without significant spinal canal stenosis or nerve root compression. At L3-4: Minimal disc bulge without significant spinal canal stenosis or nerve root compression. At L2-3: Minimal disc bulge without significant spinal canal stenosis or nerve root compression. At L1-2: No significant spinal canal or neural foraminal stenosis. ------------------------- IMPRESSION: ----- Page Break ----- Minimal multilevel disc bulging without significant spinal canal stenosis or nerve root compression. ICD 10 - Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",32,1.3.6.1.4.1.55648.0763796296600122913823452910973907/1.3.6.1.4.1.55648.0763796296600122913823452910973907.5,1.3.6.1.4.1.55648.0763796296600122913823452910973907/1.3.6.1.4.1.55648.0763796296600122913823452910973907.5.pkl
+,1.3.6.1.4.1.55648.9531304404376730790937430802445023/1.3.6.1.4.1.55648.9531304404376730790937430802445023.12,60,True,,53.75567317,0.00029254,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9531304404376730790937430802445023.12.60,20161213,,140414.7725,242170535,MR,Siemens,AX T1 FS post,Aera,Patient_9033794671967907635,Patient_9033794671967907635,M,066Y,95.70800224,,EXTREMITY,GR,SP\OSP,FS,3D,*fl3d1,1.5,5.53,2.57,1,63.673718,1H,1.0,1.5,,273,1.0,90,81.25,345.0,syngo MR D13E,AX T1 FS post,Body,288\0\0\211,COL,10,HFS,1.3.6.1.4.1.55648.9531304404376730790937430802445023,1.3.6.1.4.1.55648.9531304404376730790937430802445023.12,12,1,60,-219.96870935917\-93.715720529308\-2.1589061703225,0.97418000679521\0.01327713160668\-0.2253819694137\-2.5651566e-008\0.99826934704259\0.05880740391449,,,-46.39357482,1,MONOCHROME2,234,288,0.97222220897675\0.97222220897675,16,12,11,0,0.0,786.0,297,512,4.0,POST CONTRAST,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T RIGHT SHOULDER WITH AND WITHOUT CON History: Right shoulder pain. Lytic lesion seen in the right clavicle and prior radiographs. ICD 10 - Shoulder pain, M25.511 Comparison PHI: Right shoulder radiographs from PHI/DD/YYYY. Technique: The right shoulder and clavicle were imaged in a 1.5 Tesla high field magnetic resonance imaging unit. Oblique coronal T1-weighted and STIR images were obtained together with axial T1-weighted, fat-saturated T2-weighted and fat-saturated T1-weighted images. Next, following the intravenous administration of 9.5cc of Gadavist contrast, axial and coronal fat-saturated T1-weighted images were obtained. Findings: The skin and subcutis are unremarkable. There is mild-to-moderate AC joint arthrosis. No subacromial enthesophyte is visualized. There is no evidence of fracture or osteonecrosis. Lucent lesion seen in the middle third of the right clavicle on the plain radiographs correlates with a well-circumscribed intraosseous abnormality based against the posterior cortex of the mid right clavicular shaft on axial images PHI of series 3, series 4, series 7 and postcontrast series 10; and on oblique coronal images 7 of series 5, series 6 and postcontrast series 9. This abnormality is nonexpansile, but produces mild thinning of the posterior cortex. It exhibits mild internal enhancement. It is not surrounded by marrow edema. It measures 13 by 4 by 8 mm in transverse, AP and craniocaudad dimensions, respectively. No other intraosseous lesion is visualized. ------------------------- IMPRESSION: Nonspecific intraosseous lesion in the right clavicle, as detailed above. Differential ----- Page Break ----- diagnosis includes both benign and malignant lesions, including fibrous dysplasia, metastasis and myeloma. Further evaluation with nuclear bone scan is recommended, to assess for activity at this site, and for possible additional foci in the remainder of the skeleton. Correlation with urine and serum protein is also recommended. ICD 10 - Malignant neoplasm of bone or cartilage, C40.01 Benign lesion of bone - cartilage, D16..01 Osteoarthritis, M19.011 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",26,1.3.6.1.4.1.55648.9531304404376730790937430802445023/1.3.6.1.4.1.55648.9531304404376730790937430802445023.12,1.3.6.1.4.1.55648.9531304404376730790937430802445023/1.3.6.1.4.1.55648.9531304404376730790937430802445023.12.pkl
+,1.3.6.1.4.1.55648.1080273691092430820075991450509149/1.3.6.1.4.1.55648.1080273691092430820075991450509149.7,112,True,,123.3059921,0.000284433,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1080273691092430820075991450509149.7.112,20180905,,82259.2025,587902370,MR,Siemens,SAG T1 3D VIBE KNEE,Verio,Patient_1726967912900472675,Patient_1726967912900472675,F,051Y,77.11071271,,,GR,SP,WE,3D,*fl3d1,1.0,18.0,2.97,2,123.262422,1H,1.0,3.0,,223,1.0,100,87.5,698.0,syngo MR B19,SAG T1 3D  VIBE KNEE,Body,0\256\224\0,ROW,25,FFS,1.3.6.1.4.1.55648.1080273691092430820075991450509149,1.3.6.1.4.1.55648.1080273691092430820075991450509149.7,7,1,112,93.491703033447\-56.463230133057\499.86634035408,0\1\0\0\0\-1,,,93.49170303,1,MONOCHROME2,512,448,0.390625\0.390625,16,12,11,0,0.0,932.0,433,908,4.0,,,,,,,,,,,,,,,,,,,"HISTORY: M25.562 Left knee pain M25.362 Left knee instability M25.662 Left knee/lower leg stiffness TECHNIQUE: Left hip, knee, and ankle imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using the LASTNAME preoperative knee protocol. COMPARISON: Left knee MRI obtained MM/DD/YYYY FINDINGS: Degenerative changes of the knee are present with an associated large knee joint effusion. Cartilage loss and osteophyte formation are identified in all three compartments. There is no evidence for left inguinal adenopathy. The bone marrow signal is overall age-appropriate. ------------------------- IMPRESSION: Degenerative changes of the left knee. M17.12 Large left knee joint effusion. M25.462 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",60,1.3.6.1.4.1.55648.1080273691092430820075991450509149/1.3.6.1.4.1.55648.1080273691092430820075991450509149.7,1.3.6.1.4.1.55648.1080273691092430820075991450509149/1.3.6.1.4.1.55648.1080273691092430820075991450509149.7.pkl
+,1.3.6.1.4.1.55648.686351202248418968995345227855070/1.3.6.1.4.1.55648.686351202248418968995345227855070.9,64,True,,66.0948596,0.00016284,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.686351202248418968995345227855070.9.1,20180702,,155111.345,334205945,MR,Siemens,AX 3D T2,Aera,Patient_5845163363984025622,Patient_5845163363984025622,M,038Y,81.64663699,,HEAD,SE,SK\SP,PFP,3D,*spcR_88,0.600000024,1200.0,264.0,2,63.676301,1H,1.0,1.5,,305,84.0,100,100.0,345.0,syngo MR E11,AX 3D T2,Body,0\320\320\0,ROW,150,HFS,1.3.6.1.4.1.55648.686351202248418968995345227855070,1.3.6.1.4.1.55648.686351202248418968995345227855070.9,9,1,1,-101.41591227762\-86.516005943719\-60.512228392363,0.99724719466921\0.07065560591329\-0.0224903996723\-0.0602954668434\0.94926566326576\0.30864082235304,,,-35.4070681,1,MONOCHROME2,640,640,0.3125\0.3125,16,12,11,0,0.0,428.0,130,337,4.0,,,,,,,,,,,,,,,,,,,"EXAM: MRI-BRAIN POST IV CONTRAST HISTORY: Dizziness. R 42. Near syncope. Headache. R 51. TECHNIQUE: Examination consists of multiple pulse sequences acquired in sagittal, axial and coronal planes including T1, T2, and diffusion weighted images as well as thin section axial and coronal images through the internal auditory canal after contrast with thin section high-resolution axial T2-weighted images through the internal auditory canals and cranial nerves. Study is performed on a 1.5 Tesla magnet. Contrast dose: 8 mL Doctor FIRSTNAME LASTNAMERISON: None. FINDINGS: Internal auditory canal MRI without and with intravenous contrast: Incidental venous angioma in the left frontal lobe. No abnormal enhancement in the posterior fossa or in the internal auditory canals. No abnormal enhancement in the temporal bones. The visualized cranial nerves are unremarkable. Specifically, the 7th and 8th cranial nerves within the internal auditory canal are normal and I do not a vestibular schwannoma. The vestibule, semicircular canals, cochlea demonstrates normal signal characteristics and morphology. The visualized portions of the cavernous sinuses are normal. Middle ears and mastoid air cells are clear. Brain MRI without and with intravenous contrast: No intracranial hemorrhage. No midline shift or mass effect. Ventricles are unremarkable without hydrocephalus or effacement. Normal diffusion-weighted imaging without acute infarct. Normal brain parenchyma signal characteristics, morphology, and myelination pattern. Normal midline structures. Incidental venous angioma in the left frontal lobe. ----- Page Break ----- Normal patent vascular flow voids and major dural sinuses. Orbits are unremarkable. Visualized sinuses are clear. The visualized soft tissues and osseous structures are unremarkable. ------------------------- IMPRESSION: 1. No acute findings in the brain, brainstem, or internal artery canals. 2. No cerebellopontine angle mass. 3. No acute findings in the brain. Incidental venous angioma in the left frontal lobe. No intracranial hemorrhage. No acute infarction. No mass effect. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",38,1.3.6.1.4.1.55648.686351202248418968995345227855070/1.3.6.1.4.1.55648.686351202248418968995345227855070.9,1.3.6.1.4.1.55648.686351202248418968995345227855070/1.3.6.1.4.1.55648.686351202248418968995345227855070.9.pkl
+,1.3.6.1.4.1.55648.4525970269300635681310175572206760/1.3.6.1.4.1.55648.4525970269300635681310175572206760.105,640,True,,611.4571192,0.000281572,ISO_IR 100,DERIVED\PRIMARY\M\NORM\DIS2D\SUB,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4525970269300635681310175572206760.105.1,20161007,,132208.645,248310651,MR,Siemens,SUBS,Skyra,Patient_3245705805499545966,Patient_3245705805499545966,F,034Y,58.9670156,,BREAST,GR,SP\OSP,PFP\SFS,3D,*fl3d1,1.0,4.22,2.0,1,123.158746,1H,1.0,3.0,,367,1.0,100,100.0,460.0,syngo MR E11,Subtraction,Body,0\352\352\0,ROW,10,HFP,1.3.6.1.4.1.55648.4525970269300635681310175572206760,1.3.6.1.4.1.55648.4525970269300635681310175572206760.105,105,1,1,-181.84942722237\-218.97562694633\-76.608433738351,1\4.897e-012\0\-4.897e-012\1\0,,,-76.60843374,1,MONOCHROME2,352,352,0.96590906381607\0.96590906381607,16,12,11,0,0.0,63.0,28,76,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T BREAST W/AND OR W/O CON OPEN FIRSTNAME HISTORY: Patient recently diagnosed with right breast invasive carcinoma. Presurgical planning. C50.911 Malignant neoplasm of unsp site of right female breast N64.52 Nipple discharge C50.911 Malignant neoplasm of unsp site of right female breast N63 Unspecified lump in breast Z85.3 History of breast cancer (personal) TECHNIQUE: MRI of both breasts was performed using a dedicated breast coil, utilizing a 3T magnet. Axial non-fat suppressed T1, followed by dynamic axial T1 fat suppressed images were obtained, during and following intravenous administration of 6.5 cc Gadavist . Axial fat suppressed T2 images were also obtained. Post processing subtraction was performed on a LASTNAME scanner, including subtraction, analysis of enhancement curves, and reconstruction on a Hologic Aegis workstation. PRIOR BREAST MRI: Doctor FIRSTNAME LASTNAMERISON STUDIES:Mammogram and breast ultrasound MM/DD/YYYY FINDINGS: The breasts demonstrate marked background parenchymal enhancement limiting evaluation. RIGHT BREAST: Within the peripheral lower outer quadrant a 0.5 x 0.6 x 0.7 cm homogeneously enhancing mass with somewhat irregular borders is noted with an adjacent biopsy marker. Lesion corresponds to the biopsy-proven carcinoma. Scattered nonspecific enhancing foci are noted. LEFT BREAST: There are scattered enhancing nonspecific foci. There are no suspicious enhancing lesions in the left breast. AXILLA: There is no significant lymphadenopathy. ----- Page Break ----- ------------------------- IMPRESSION: Right breast biopsy-proven carcinoma without evidence of multifocal or contralateral disease. C50.911 Recommendation: Appropriate surgical and oncological management is advised. BI-RADS 6- Known Biopsy-Proven Malignancy Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",93,1.3.6.1.4.1.55648.4525970269300635681310175572206760/1.3.6.1.4.1.55648.4525970269300635681310175572206760.105,1.3.6.1.4.1.55648.4525970269300635681310175572206760/1.3.6.1.4.1.55648.4525970269300635681310175572206760.105.pkl
+,1.3.6.1.4.1.55648.8513529708477759307416587233308617/1.3.6.1.4.1.55648.8513529708477759307416587233308617.11001,696,True,,291.441083,0.000255108,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8513529708477759307416587233308617.11001.1,20190226,,,99307279,MR,Siemens,DYNAMIC PRE POST,MAGNETOM Vida,Patient_8038557891838985033,Patient_8038557891838985033,M,070Y,77.1106,,PELVIS,GR,SK,PFP\PFF\PER,3D,*fl3d1,3.0,3.74,1.63,1,123.25257,1H,,3.0,,160,1.0,100,100.0,590.0,syngo MR XA10,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.8513529708477759307416587233308617,1.3.6.1.4.1.55648.8513529708477759307416587233308617.11001,11001,1,1,-123.365\-70.0439\-0.505585,1\1.0034e-06\3.83346e-06\1.55918e-10\0.967399\-0.253256,,,-18.2277,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,540.0,232,544,,Contrast agent,0.0,,Body_30,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA, R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 8 cc Gadavist was administered. FINDINGS: Prostate size: 5.2 [transverse] x 4.1 [AP] x 5.1 [CC] cm, about 56 cc in volume. Lesion : 100 PI-RADS Assessment Category: 4 T2-weighted images: 3, noncircumscribed moderate hypodense. Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images.. Dynamic post-contrast images: Positive, early hyperperfusion. Size: 11 x 7 mm as measured on image 14 of series 4001, ADC Location: Right posterolateral peripheral zone, base. Extra-prostatic extension: Difficult to exclude subtle infiltration of the right seminal vesicle Lesion : 2 PI-RADS Assessment Category: 4 T2-weighted images: 3, noncircumscribed moderate hypodense. Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images.. Dynamic post-contrast images: Positive, early hyperperfusion. Size: 5 x 4 mm as measured on image 12 of series 4001, ADC Location: Right lateral peripheral zone, base, below the level of lesion 1. Extra-prostatic extension: None ----- Page Break ----- Additional peripheral zone findings: Left worse than right patchy, indistinct T2 hypointensity and linear/wedge-shaped fibrosis with similar pattern of mildly restricted diffusion and mild hyperenhancement, favoring inflammation/prostatitis, PI-RADS 2, please correlate clinically. Additional transition zone findings: Heterogeneous and enlarged, consistent with BPH, distending the bladder neck with mild intravesical extension. Bladder: Unremarkable.. Seminal vesicle: Unremarkable. GI: Mild sigmoid diverticulosis. Period hemorrhoids along the anal orifice. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: Small left inguinal fat hernia and suggestion of postsurgical change. Minimally included arthrosclerotic aortic bifurcation with endoluminal thrombus along the left lateral wall. ------------------------- IMPRESSION: 11 x 7 mm PIRADS 4 lesion at the right posterolateral peripheral zone, base. N40.0. 5 x 4 mm PIRADS 4 lesion at the right lateral peripheral zone, base.N40.0. Bilateral peripheral zone inflammation, worse on the left. N41.9. BPH. N40.0 PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.8513529708477759307416587233308617/1.3.6.1.4.1.55648.8513529708477759307416587233308617.11001,1.3.6.1.4.1.55648.8513529708477759307416587233308617/1.3.6.1.4.1.55648.8513529708477759307416587233308617.11001.pkl
+,1.3.6.1.4.1.55648.7876186765415038379712222406444535/1.3.6.1.4.1.55648.7876186765415038379712222406444535.11,696,True,,341.4708266,0.000196457,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7876186765415038379712222406444535.11.1,20190405,,,284069090,MR,Siemens,DYNAMIC PRE POST,Biograph_mMR,Patient_9916048076459585574,Patient_9916048076459585574,M,072Y,72.57478843,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.78,1.59,1,123.250573,1H,1.0,3.0,,179,1.0,100,100.0,615.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.7876186765415038379712222406444535,1.3.6.1.4.1.55648.7876186765415038379712222406444535.11,11,1,1,-124.4826631546\-110.19346682422\-24.457542178105,1\0\0\0\0.99233193768643\-0.1236014783386,,,-37.89007562,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,906.0,327,742,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: T2c Gleason 7 prostate cancer diagnosed in MONTH, XX, on active surveillance. PSA 2.2 ng/ml, 2.8 ng/mL at the time of diagnosis, C61. TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 7 cc Gadavist was administered. COMPARISON: Prior prostate MRI dated MM/DD/YYYY FINDINGS: Prostate size: 5.5 [transverse] x 3.7 [AP] x 5.1 [CC] cm, about 54 cc in volume, previously 51 cc. Postbiopsy hemorrhage: None Lesion : PI-RADS Assessment Category: 4 T2-weighted images: 3 - Heterogeneous, non-circumscribed moderate hypointensity Diffusion-weighted images: 4- Focal markedly decreased/ADC and markedly increased signal on the ultra high b-value images. Dynamic post-contrast images: Mildly positive-mild early hyperperfusion. Size: 11 x 6 mm as measured on image 15 of series 5, ADC, previously 10 x 5 mm Location: Left, posteromedial peripheral zone, midgland-apical third junction. Extra-prostatic extension: None, although the lesion abuts the posterior capsule, therefore difficult to exclude capsular/perineural infiltration. Additional peripheral zone findings: Again noted bilateral diffuse pattern of some indistinct T2 hypointensity with linear and wedge-shaped fibrosis. Additional transition zone findings: Heterogeneous and enlarged, consistent with BPH, ----- Page Break ----- bulging the bladder neck with slight intravesical extension. Bladder: Unremarkable.. Seminal vesicle: Unremarkable. GI: Nondilated bowel. Posterior anal wall hemorrhoids. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: Right inguinal postsurgical change from prior hernia repair. Tiny left inguinal fat hernia.. Small focal edema/thickening and hyperenhancement of the right hip capsule/iliofemoral ligament. ------------------------- IMPRESSION: Probable slight interval growth, 11 x 6 mm PIRADS 4 lesion at the left posteromedial peripheral zone, midgland/apical third junction. Please correlate with the site of prior positive biopsy to rule out discordance. D40.0. No pathologically enlarged lymph nodes or suspicious bone lesion. BPH. N40.0 PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.7876186765415038379712222406444535/1.3.6.1.4.1.55648.7876186765415038379712222406444535.11,1.3.6.1.4.1.55648.7876186765415038379712222406444535/1.3.6.1.4.1.55648.7876186765415038379712222406444535.11.pkl
+,1.3.6.1.4.1.55648.210709783977568809173585574178215/1.3.6.1.4.1.55648.210709783977568809173585574178215.4,90,True,,93.86096358,0.000169754,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\NONE\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.210709783977568809173585574178215.4.1,20180802,,104219.345,577894235,MR,Siemens,AX DWI,Verio,Patient_9446816838029221951,Patient_9446816838029221951,M,016Y,74.84275057,,,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,5000.0,106.0,1,123.184531,1H,1.0,3.0,4.8,120,1.0,100,100.0,1250.0,syngo MR B19,AX DWI,Body,160\0\0\160,COL,90,HFS,1.3.6.1.4.1.55648.210709783977568809173585574178215,1.3.6.1.4.1.55648.210709783977568809173585574178215.4,4,1,1,-122.27429148522\-111.35900358102\-68.330219247143,0.99965742937606\0.00045696076955\0.02616897170531\-2.3085945e-008\0.99984759074003\-0.0174583874217,,,-67.03960301,1,MONOCHROME2,320,320,0.796875\0.796875,16,12,11,0,0.0,1698.0,313,723,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN PRE AND POST IV CONTRAST HISTORY: R51 Headache/Facial Pain History Lyme disease. COMPARISON: MM/DD/YYYY TECHNIQUE: Multisequence multiplanar MRI of the brain was obtained on a 3.0 Tesla ultra high field wide bore magnet. The examination was performed without and with intravenous contrast. 7 cc Gadavist were administered. FINDINGS: Brain parenchyma: There are a few FLAIR hyperintense lesions within the subcortical white matter of the left parietal and parietal bilateral frontal lobes, stable since the prior examination and nonspecific. There is no evidence of a recent infarct, hemorrhage, mass or mass effect. There is no pathologic enhancement. Extraaxial spaces: Unremarkable. Ventricles and sulci: Normal for age. Major cerebral vessels: Blood flow is preserved. Paranasal sinuses: Mild inflammatory changes in the maxillary sinuses. Tympanomastoid air cells: Clear. Orbits: Unremarkable. ----- Page Break ----- ------------------------- IMPRESSION: Stable nonspecific nonenhancing FLAIR hyperintensities in subcortical white matter may be related to Lyme disease. Mild maxillary sinusitis. J32.0 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",55,1.3.6.1.4.1.55648.210709783977568809173585574178215/1.3.6.1.4.1.55648.210709783977568809173585574178215.4,1.3.6.1.4.1.55648.210709783977568809173585574178215/1.3.6.1.4.1.55648.210709783977568809173585574178215.4.pkl
+,1.3.6.1.4.1.55648.031801589244508945812554745561838/1.3.6.1.4.1.55648.031801589244508945812554745561838.4,32,True,,27.21405387,0.000391006,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.031801589244508945812554745561838.4.32,20190604,,140012.9975,711207706,MR,Siemens,SAG T2,Skyra,Patient_1611557400241683470,Patient_1611557400241683470,F,086Y,72.57478843,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1rr19,3.0,3500.0,99.0,1,123.200037,1H,1.0,3.0,3.0,449,19.0,85,100.0,260.0,syngo MR E11,SAG T2,Body,320\0\0\272,COL,142,FFS,1.3.6.1.4.1.55648.031801589244508945812554745561838,1.3.6.1.4.1.55648.031801589244508945812554745561838.4,4,1,32,95.553121523357\-70.126636505764\178.06851522352,2.82e-013\1\4.888e-012\-0.0575640601709\4.897e-012\-0.9983418146991,,,85.14433002,1,MONOCHROME2,320,320,0.8125\0.8125,16,12,11,0,0.0,1066.0,529,1087,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain radiating down to bilateral hips, FIRSTNAME ICD- M54.5 Lower Back Pain M54.41 Lower back pain with right sciatica Technique: MRI of the lumbar spine was performed on a 3.0 Tesla ultra high field magnetic resonance imaging unit utilizing sagittal T2, T1 and STIR sequences as well as angled axial proton density images through the disc spaces. Coronal T2-weighted images were also obtained. Correlation is made with radiographs dated MM/DD/YYYY and MRI dated MM/DD/YYYY/. Findings: There is a moderate levoscoliosis of the lumbar spine. Vertebral bodies are normal in height without a fracture or pars defect. Slightly spiculated sclerotic focus within the L4 vertebral body measures 1.2 cm in size and is relatively unchanged since the prior studies consistent with a large bone island. Small hemangioma is seen within the T12 vertebral body. No destructive lesions are seen. The lower cord and conus are normal in signal and morphology. Sagittal images include the lower thoracic levels and demonstrate circumferential disc osteophytic ridges at the lower thoracic spine which are stable. There is no cord compression or compression of exiting nerve roots. At L1-2, There is moderate circumferential disc osteophytic ridge which extends into the neural foramen bilaterally. There is mild to moderate facet arthrosis. There is no thecal sac compression. There is mild to moderate right foraminal stenosis. At L2-3, There is moderate circumferential disc osteophytic ridge which extends into the neural foramen bilaterally. Findings are eccentric to the right. There is mild facet arthrosis. There is mild thecal sac compression. There is mild to moderate right foraminal stenosis. At L3-4, There is moderate circumferential disc osteophytic ridge which extends into the neural foramen bilaterally. There is moderate facet arthrosis. There is ligamentum flavum thickening. There is moderate to severe thecal sac compression. There is moderate bilateral foraminal stenosis. There is abutment of exiting nerve roots. ----- Page Break ----- At L4-5, a broad-based posterior disc protrusion is superimposed on a disc osteophytic ridge. There is severe facet arthrosis. There is prominent ligamentum flavum thickening. There are bilateral facet joint effusions. There is severe thecal sac compression. There is near complete effacement of CSF. There is severe left foraminal stenosis with compression of the exiting nerve root. There is moderate to severe right foraminal stenosis with mild impingement of exiting nerve root. Findings are more pronounced than on the prior study. At L5-S1, There is moderate circumferential disc osteophytic ridge which extends into the neural foramen bilaterally. There is bony bridging across the left side of the disc space which is unchanged. There is moderate facet arthrosis. There is mild thecal sac compression. There is abutment of the left S1 nerve root origin. There is moderate left foraminal stenosis with abutment of exiting nerve root. Findings are unchanged since the prior study. Left-sided renal cyst is stable since the prior study. There is moderate symmetric atrophy of posterior paraspinal musculature. There is no bulky lymphadenopathy. ------------------------- IMPRESSION: Prominent degenerative disc disease and facet arthrosis is seen throughout the lumbar spine along with a moderate levoscoliosis. Large bone island in L4 is stable. L4-L5 findings have significantly progressed since the prior study. There is severe thecal sac compression. There is severe left and moderate to severe right foraminal stenosis. At L2-L3 mild to moderate right foraminal stenosis is unchanged. At L3-L4 there is moderate to severe thecal sac compression and moderate foraminal stenosis, stable. At L5-S1 there is osseous bridging across left side of the disc space. There is abutment of the left S1 nerve origin. There is moderate left foraminal stenosis. Findings are unchanged. ICD 10 - Degeneration lumbar spine, M51.36 ----- Page Break ----- Spinal stenosis, M48.061 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.031801589244508945812554745561838/1.3.6.1.4.1.55648.031801589244508945812554745561838.4,1.3.6.1.4.1.55648.031801589244508945812554745561838/1.3.6.1.4.1.55648.031801589244508945812554745561838.4.pkl
+,1.3.6.1.4.1.55648.436150330873410730962648923839487/1.3.6.1.4.1.55648.436150330873410730962648923839487.1,156,True,,150.4874625,0.00020504,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.436150330873410730962648923839487.1.1,20200527,,91654.5525,420773647,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_3466430042083115699,Patient_3466430042083115699,M,081Y,74.38915814,,HEAD,GR,SP,PFP\SAT1,3D,*fl3d1r_t70,0.600000024,26.0,7.15,1,63.679631,1H,1.0,1.5,17.4,216,1.0,90,93.75,250.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\270\0,ROW,30,HFS,1.3.6.1.4.1.55648.436150330873410730962648923839487,1.3.6.1.4.1.55648.436150330873410730962648923839487.1,1,1,1,-82.525412419248\-72.704218690452\-110.9459715778,0.9999865143845\0.00068633486378\-0.0051478144478\-3.126e-012\0.99122891973335\0.13215607698572,,,-100.7917824,1,MONOCHROME2,320,300,0.5625\0.5625,16,12,11,0,0.0,421.0,139,338,,,,,,,,,,,,,,,,,,,,"MRA-HEAD NON CONTRAST History: R51 Headache/Facial Pain I67.1 cerebral aneurysm MRA of the intracranial arteries was performed utilizing 3D time-of-flight technique in the region of the circle of FIRSTNAME without the introduction of intravenous contrast. 3D reconstructions were performed on a workstation. INTERNAL CAROTID ARTERIES: There is susceptibility artifact in the region the anterior communicating artery does diminished flow related signal carotid siphons. There is an approximately 3 mm rounded focus of flow related signal at approximately the ophthalmic portion of the left carotid siphon inferiorly, slightly distal to the anticipated location ophthalmic artery. The left ophthalmic artery is not identified. The distal cervical as well as intracranial internal carotid arteries appear otherwise unremarkable. The right internal carotid artery appears to continue into the right M1 segment of the left internal carotid artery bifurcates into the anterior and middle cerebral arterial circulation. ANTERIOR AND MIDDLE CEREBRAL ARTERIAL CIRCULATION: Scanning artifact limits assessment proximal A2 segments as well as the distal most left A1 segment. There is no evidence of residual lumen associated with the embolized anterior communicating artery. The anterior and middle cerebral arterial circulation appears otherwise unremarkable. The anterior communicating artery patency cannot be assessed due to the scanning artifact however presumed patent cross filling the right. VERTEBRAL BASILAR ARTERIAL CIRCULATION: The distal vertebral arteries appear unremarkable converging to form the basilar artery. The basilar artery appears unremarkable bifurcating into the posterior cerebral arterial circulation. POSTERIOR CEREBRAL ARTERIAL CIRCULATION: The posterior cerebral arterial circulation appears unremarkable. The right posterior communicating artery is not visualized. The left posterior communicating artery are visualized. ------------------------- IMPRESSION: ----- Page Break ----- No residual lumen associated with embolized anterior communicating artery aneurysm. Susceptibility artifact limits assessment of the adjacent vessels. Small aneurysm anterior margin of the left carotid siphon as described above felt likely just distal to the ophthalmic artery as the left the ophthalmic artery is not visualized on this study. I67.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",15,1.3.6.1.4.1.55648.436150330873410730962648923839487/1.3.6.1.4.1.55648.436150330873410730962648923839487.1,1.3.6.1.4.1.55648.436150330873410730962648923839487/1.3.6.1.4.1.55648.436150330873410730962648923839487.1.pkl
+,1.3.6.1.4.1.55648.2868029544911697670001403581291227/1.3.6.1.4.1.55648.2868029544911697670001403581291227.5,26,True,,19.35971904,0.000163794,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2868029544911697670001403581291227.5.26,20190815,,172000.935,885968764,MR,Siemens,AX PD,Skyra,Patient_6463077653430355865,Patient_6463077653430355865,M,024Y,81.64663699,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_12,4.0,3000.0,38.0,1,123.255591,1H,1.0,3.0,4.4,276,12.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.2868029544911697670001403581291227,1.3.6.1.4.1.55648.2868029544911697670001403581291227.5,5,1,26,-108.79518127441\-16.173995269109\-101.57477034195,1\0\0\0\0.92454604321905\0.38107035304259,,,-87.74712192,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,3250.0,996,2085,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5. History motor vehicle collision. TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is maintained. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of fracture infiltrative process. The vertebral body heights are intact. Intervertebral Discs: Normal Disc Height and Signal. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L3-L4: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L4-5: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L5-S1: Central annular tear with Broad-based protruded Central disc herniation indenting the thecal sac. No neural foraminal narrowing. Encroachment on the left descending S1 nerve root. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L5-S1: Central annular tear with Broad-based protruded Central disc herniation indenting the thecal sac. No neural foraminal narrowing. Encroachment on the left descending S1 nerve root. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.2868029544911697670001403581291227/1.3.6.1.4.1.55648.2868029544911697670001403581291227.5,1.3.6.1.4.1.55648.2868029544911697670001403581291227/1.3.6.1.4.1.55648.2868029544911697670001403581291227.5.pkl
+,1.3.6.1.4.1.55648.068565722422806495615189338984910/1.3.6.1.4.1.55648.068565722422806495615189338984910.15,176,True,,168.6651027,0.000380516,ISO_IR 100,ORIGINAL\PRIMARY\M\ND\NORM\FM3_2\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.068565722422806495615189338984910.15.1,20170919,101213.193,100725.73,266934556,MR,Siemens,AX 3D MPRAGE,Aera,Patient_6288384337523609487,Patient_6288384337523609487,M,080Y,136.0777283,,HEAD,GR\IR,SK\SP\MP,IR,3D,*tfl3d1_16,1.0,2200.0,3.24,1,63.679282,1H,1.0,1.5,,231,1.0,100,90.625,160.0,syngo MR E11,AX 3D MPRAGE,Body,0\256\232\0,ROW,8,HFS,1.3.6.1.4.1.55648.068565722422806495615189338984910,1.3.6.1.4.1.55648.068565722422806495615189338984910.15,15,1,1,-119.64037853085\-127.67037097603\-84.944171873679,0.99991493915358\-0.0128089200301\-0.0024588666397\0.01274050926088\0.99957894388233\-0.026069414471,,,-88.57306091,1,MONOCHROME2,256,232,0.9765625\0.9765625,16,12,11,0,0.0,183.0,93,241,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"History: Meningioma follow-up MRI-BRAIN PRE AND POST IV CONTRAST History: R56.9 Seizures D33.0 Benign neoplasm of brain, supratentorial A MRI of the brain was performed prior to and following the intravenous administration of 10cc Gadavist on a 1.5 Tesla high field wide bore magnet. Sagittal and axial MPR T1, axial FLAIR, diffusion images with ADC maps and T2-weighted images of the brain were obtained. Examination is interpreted in conjunction with prior dated MM/DD/YYYY. The MRI examination of the brain demonstrates once again right-sided pterional craniotomy for resection of meningioma. There are postoperative changes seen involving the anterior superior aspect of the temporal lobe along with residual sphenoid wing meningioma. There is surrounding vasogenic edema in the right anterior frontal particular region. In comparison with prior examination the tumor itself and the surrounding vasogenic change are grossly unchanged. Tumor measures approximately 2.7 x 2.2 x 1.4 cm in greatest dimension and is once again exerting slight mass effect upon the anterior mesial aspect of the right temporal lobe. No new areas of contrast enhancement are seen. The ventricles, cisternal spaces and cortical sulci to be appropriate for the patient's stated age. There is no midline shift or extra axial collection. There are in addition stable scattered foci of increased signal within the periventricular and subcortical white matter which are nonspecific and may represent the sequela of small vessel ischemic disease in this patient. The diffusion weighted images demonstrate no acute ischemia. There is normal vascular flow voids. The visualized paranasal sinuses are clear. The mastoids are well aerated. ------------------------- IMPRESSION: Stable examination demonstrating right-sided postoperative change with residual right-sided sphenoid wing meningioma and microvascular change. ----- Page Break ----- ICD 10 - White matter disease, unspecified R90.82 Meningioma D32.0 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.068565722422806495615189338984910/1.3.6.1.4.1.55648.068565722422806495615189338984910.15,1.3.6.1.4.1.55648.068565722422806495615189338984910/1.3.6.1.4.1.55648.068565722422806495615189338984910.15.pkl
+,1.3.6.1.4.1.55648.2945277155963876278351709260647281/1.3.6.1.4.1.55648.2945277155963876278351709260647281.5,30,True,,27.01746464,0.000169277,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2945277155963876278351709260647281.5.30,20191107,,133110.3375,764020298,MR,Siemens,AX PD,Skyra,Patient_6911277125487070578,Patient_6911277125487070578,M,054Y,117.9340312,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,42.0,1,123.165985,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,120,FFS,1.3.6.1.4.1.55648.2945277155963876278351709260647281,1.3.6.1.4.1.55648.2945277155963876278351709260647281.5,5,1,30,-75.271821169749\-30.177752638042\-49.170744183822,0.99881763742466\0.02392142352909\-0.0423213027417\1.9991902e-008\0.87055658124635\0.49206832741873,,,-31.58261313,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,607.0,348,758,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5. Low back pain going into the right leg TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is maintained. There is no significant spondylolisthesis. Bones: There is fatty endplate changes at L2-3 and to a lesser degree at L3-4 compatible with Modic 2 changes. There is vertebral endplate edema at L1-L2 at L2-3 compatible with Modic type I changes. Intervertebral Discs: Normal Disc Height and Signal. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: Disc bulge with osseous ridging. No significant central canal narrowing or neural foraminal narrowing. L3-L4: Moderate loss of disc height with Modic type II endplate fatty changes. Disc bulge with mild central canal narrowing. No significant change. L4-5: Left foraminal disc herniation with osseous ridge and bilateral facet arthrosis with moderate left neural foraminal narrowing encroaching on the exiting nerve root. No significant thecal sac compression. No significant change L5-S1: Bilateral facet arthrosis left greater than right. Left foraminal disc herniation encroaching on the extraforaminal left L5 nerve. No neural foraminal narrowing. No significant change The paraspinal muscles are symmetric. ------------------------- IMPRESSION: Multilevel spondylosis in the lumbar spine without significant change since previous examination. L4-5: Left foraminal disc herniation with osseous ridge and bilateral facet arthrosis with moderate left neural foraminal narrowing encroaching on the exiting nerve root. No significant thecal sac compression. No significant change L5-S1: Bilateral facet arthrosis left greater than right. Left foraminal disc herniation encroaching on the extraforaminal left L5 nerve. No neural foraminal narrowing. No significant change Moderate type II endplate changes at L2-3 and L3-4. Modic type I changes at L1-L2 and L2-3. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.2945277155963876278351709260647281/1.3.6.1.4.1.55648.2945277155963876278351709260647281.5,1.3.6.1.4.1.55648.2945277155963876278351709260647281/1.3.6.1.4.1.55648.2945277155963876278351709260647281.5.pkl
+,1.3.6.1.4.1.55648.6300388476527142340133571803717648/1.3.6.1.4.1.55648.6300388476527142340133571803717648.11,80,True,,73.72400546,0.000154257,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6300388476527142340133571803717648.11.80,20180117,,113844.9475,352182737,MR,Siemens,AX T1 FS POST,Verio,Patient_8047912878830425458,Patient_8047912878830425458,M,066Y,120.2019933,,,GR,SP,PFP\SAT2\FS,3D,*fl3d1,3.5,3.47,1.24,1,123.262368,1H,1.0,3.0,,141,1.0,70,84.375,504.0,syngo MR B19,AX T1 FS POST,Body,320\0\0\189,COL,9,FFS,1.3.6.1.4.1.55648.6300388476527142340133571803717648,1.3.6.1.4.1.55648.6300388476527142340133571803717648.11,11,1,80,-243.085729599\-208.63382911682\-139.93197116256,1\0\0\0\1\0,,,-139.9319712,1,MONOCHROME2,270,320,1.4375\1.4375,16,12,11,0,0.0,279.0,134,337,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: Renal cancer, follow-up. C64.2 Malignant neoplasm of left kidney, except renal pelvis An MRI of the abdomen and pelvis without and with 10 cc Gadavist was obtained on a 3 Tesla ultra high field wide bore MRI. Comparison is made with abdominal and pelvic MRI from PHI/DD/YYYY and MM/DD/YYYY. Kidneys: The left kidney was removed. There is no suspicious recurrent mass in the left renal fossa. The remaining right kidney shows a nonenhancing hemorrhagic cyst in the lower pole now measuring about 12 mm. Stable tiny cyst in the midpole is unchanged. There is no suspicious enhancing mass in the right kidney. There is no hydronephrosis. Retroperitoneum: Atherosclerotic plaques are noted of the distal aorta and the left common iliac vessel. Abdominal aorta is not aneurysmal. There is no suspicious adenopathy. Liver: There is mild fatty infiltration. There is no hepatomegaly. There is no suspicious mass. Spleen: There is no splenomegaly. There is no suspicious mass. Gallbladder/biliary tree: Gallbladder is not pathologically distended. There is no biliary dilatation. Pancreas: Scattered small subcentimeter pancreatic cysts along the pancreatic body and tail are stable measuring no more than 7 mm There is no pancreatitis. There is no pancreatic ductal dilatation. There is no suspicious mass. Adrenals: There is no suspicious adrenal mass. ----- Page Break ----- Pelvis: Bladder shows normal distention. Prostate PHI unchanged. There is no suspicious pelvic adenopathy. GI: Diverticulosis is seen. There is nonspecific, nonobstructive bowel gas pattern. Bony structures, abdominal wall, soft tissue: No suspicious finding. ------------------------- IMPRESSION: No suspicious recurrent renal mass. Rest of the abdominal and pelvic structures are stable. Additional ICD 10 codes: Pancreatic cysts. K86.2 Fatty liver. K76.0 Diverticulosis. K57.30 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.6300388476527142340133571803717648/1.3.6.1.4.1.55648.6300388476527142340133571803717648.11,1.3.6.1.4.1.55648.6300388476527142340133571803717648/1.3.6.1.4.1.55648.6300388476527142340133571803717648.11.pkl
+,1.3.6.1.4.1.55648.8419223969369345507088289641809026/1.3.6.1.4.1.55648.8419223969369345507088289641809026.6,180,True,,197.9184895,0.000182152,,ORIGINAL\PRIMARY\OTHER,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8419223969369345507088289641809026.6.180,20161121,,92316.963,745627239,MR,Hitachi Medical Corporation,MRA Brain 3D TOF,OASIS,Patient_7362352314094875241,Patient_7362352314094875241,F,073Y,68.04,,BRAIN,GR,NONE,SP\FC,3D,TOF,1.0,22.0,8.7,1,49.400711,1H,1.0,1.16,0.5,256,,70,100.0,,V4.0C,MRA Brain 3D TOF,,0\288\256\0,ROW,25,HFS,1.3.6.1.4.1.55648.8419223969369345507088289641809026,1.3.6.1.4.1.55648.8419223969369345507088289641809026.6,6,0,180,-110\-104.9744\-92.85257,1\0\0\0\1\0,,-1676.0,-92.85,1,MONOCHROME2,512,512,0.4296875\0.4296875,16,12,11,1,0.0,216.0,195,390,4.0,,0.0,,RAPID Head,,,0.0,,,100.0,100.0,0.0,0.0,0.0,220.0,180.0,1.0,1\1,MRA-HEAD W/O CON History: R51 Headache/Facial Pain R42 Dizziness/Vertigo/Loss Balance/Whirling Spinning Sensation R55 Syncope M54.81 Head/Neck Pain MRA of the intracranial arteries was performed on a 1.2 Tesla magnet utilizing 3D time-of-flight technique in the region of the circle of FIRSTNAME 3D reconstructions were performed on a workstation. The distal cervical as well as intracranial internal carotid arteries appear unremarkable. The internal carotid arteries bifurcate into the anterior and middle cerebral arterial circulation. The anterior and middle cerebral arterial circulation appears unremarkable. The anterior communicating artery is patent. The distal vertebral arteries appear unremarkable converging to form the basilar artery. The basilar artery appears unremarkable. The basilar artery continues into the right posterior cerebral artery. There is fetal origin left posterior cerebral artery via the left posterior communicating artery. The posterior cerebral arterial circulation appears unremarkable. The posterior communicating artery on the right is not visualized. ------------------------- IMPRESSION: Unremarkable MR cerebral angiogram. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,15,1.3.6.1.4.1.55648.8419223969369345507088289641809026/1.3.6.1.4.1.55648.8419223969369345507088289641809026.6,1.3.6.1.4.1.55648.8419223969369345507088289641809026/1.3.6.1.4.1.55648.8419223969369345507088289641809026.6.pkl
+,1.3.6.1.4.1.55648.6349271102739677110518251297622202/1.3.6.1.4.1.55648.6349271102739677110518251297622202.5,25,True,,19.37385893,0.000146151,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6349271102739677110518251297622202.5.25,20200603,,173454.9,745183042,MR,Siemens,AX PD,Aera,Patient_2785346391877443592,Patient_2785346391877443592,M,043Y,92.98644768,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,43.0,1,63.673053,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.6349271102739677110518251297622202,1.3.6.1.4.1.55648.6349271102739677110518251297622202.5,5,1,25,-106.35782363395\-19.818352739879\-61.851796104952,0.99999883431404\-0.0007395855598\0.00133580828183\5.5568e-011\0.87485985001911\0.48437613775304,,,-44.34966811,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,3201.0,990,2159,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 with pain radiating to the right buttocks and right groin, both legs when he status post work-related PHI TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 1.5 Tesla MRI utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is maintained. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of acute fracture or infiltrative process. The vertebral body heights are intact. Intervertebral Discs: Disc desiccation and loss of disc height at L5-S1. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L3-L4: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L4-5: Central and left subarticular disc herniation with mild to moderate left subarticular stenosis with encroachment on the descending left L5 nerve root.. Mild bilateral facet arthrosis. No neural foraminal narrowing. L5-S1: Broad-based Right subarticular protruded disc herniation measuring 8 mm in PHI dimension with marked right subarticular stenosis impinging on the right descending S1 nerve root and mild to moderate left subarticular stenosis with encroachment on the left descending S1 nerve root. No thecal sac compression. Interval increase in size when compared to previous examination. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L5-S1: Broad-based Right subarticular protruded disc herniation measuring 8 mm in PHI dimension with marked right subarticular stenosis impinging on the right descending S1 nerve root and mild to moderate left subarticular stenosis with encroachment on the left descending S1 nerve root. No thecal sac compression. Interval increase in size when compared to previous examination. L4-5: Central and left subarticular disc herniation with mild to moderate left subarticular stenosis with encroachment on the descending left L5 nerve root.. Mild bilateral facet arthrosis. No neural foraminal narrowing. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.6349271102739677110518251297622202/1.3.6.1.4.1.55648.6349271102739677110518251297622202.5,1.3.6.1.4.1.55648.6349271102739677110518251297622202/1.3.6.1.4.1.55648.6349271102739677110518251297622202.5.pkl
+,1.3.6.1.4.1.55648.3268787099291188898851810984204226/1.3.6.1.4.1.55648.3268787099291188898851810984204226.12,696,True,,682.2193797,0.000470161,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3268787099291188898851810984204226.12.1,20191028,,,792234139,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_0975148466415437200,Patient_0975148466415437200,M,071Y,122.4699555,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.5,3.74,1.63,1,123.220538,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.3268787099291188898851810984204226,1.3.6.1.4.1.55648.3268787099291188898851810984204226.12,12,1,1,-89.753232955933\-104.93975925446\-13.840376645327,1\0\0\0\1\0,,,-13.84037665,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,737.0,374,767,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Positive biopsy in MONTH, elevated PSA (5.9 ng/ml), C61. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 10cc Gadavist was administered. I-STAT: Creatinine 0.8, GFR 90 FINDINGS: Prostate size: 5 [transverse] x 3.4 [AP] x 3.8 [CC] cm, about 34 cc in volume. Postbiopsy hemorrhage: Diffuse along the bilateral peripheral zone with hemorrhage exclusion sign (sparing the lesion-occupied right posterolateral to left posteromedial peripheral zone) Lesion : PI-RADS Assessment Category: 5 T2-weighted images: 3, noncircumscribed moderate hypointensity Diffusion-weighted images: 5, focal markedly decreased ADC and markedly increased signal on ultra high b-value images, 1.5 cm. Dynamic post-contrast images: Positive, early hyperperfusion. Size: 2.4 x 1 cm as measured on image 7 of series 5, ADC Location: Right posterolateral-posteromedial peripheral zone to left posteromedial peripheral zone, apex, to midgland-base right posteromedial and right central zone. Extra-prostatic extension: Indistinct right posterior capsule, suspicious for capsular/perineural infiltration. Additional peripheral zone findings: Diffuse indistinct T2 hypointensity corresponding to T1 hyperintense postbiopsy hemorrhage. ----- Page Break ----- Additional transition zone findings: Heterogeneous and enlarged, consistent with BPH, distending the bladder neck with slight intravesical extension. Bladder: Nondistended with apparent wall thickening with posterior sparing around and above the trigone. Seminal vesicle: Difficult to exclude subtle, early infiltration of the right seminal vesicle, next to the involved right central zone. Otherwise unremarkable. GI: Nondilated bowel. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: Right inguinal fat hernia. Partially seen large right kidney cyst, 10 cm. ------------------------- IMPRESSION: 2.4 x 1 cm PIRADS 5 lesion at the right posterior peripheral zone apex to posteromedial midgland-base and right central zone, and left posteromedial peripheral zone apex. C61. Right posterior capsular/perineural infiltration. No metastatic adenopathy or suspicious bone lesion. BPH. N40.0 PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ----- Page Break -----",3,1.3.6.1.4.1.55648.3268787099291188898851810984204226/1.3.6.1.4.1.55648.3268787099291188898851810984204226.12,1.3.6.1.4.1.55648.3268787099291188898851810984204226/1.3.6.1.4.1.55648.3268787099291188898851810984204226.12.pkl
+,1.3.6.1.4.1.55648.0377767164697111594536342693720642/1.3.6.1.4.1.55648.0377767164697111594536342693720642.5,25,True,,22.12261224,0.000135183,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0377767164697111594536342693720642.5.25,20200626,192424.316,192255.8325,181994243,MR,Siemens,AX PD,Aera,Patient_5038624994538179750,Patient_5038624994538179750,M,039Y,88.4505234,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,43.0,1,63.679583,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.0377767164697111594536342693720642,1.3.6.1.4.1.55648.0377767164697111594536342693720642.5,5,1,25,-80.680139379203\-43.085561761027\-154.23026415894,0.9996399834486\-0.0074281502235\0.02578228219402\-1.6200762e-008\0.96091316236499\0.27684994923914,,,-134.0598643,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,2467.0,847,1832,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST History: M54.5 Lower Back Pain M51.26 Herniated disc lumbar spine Technique: Sagittal T1, STIR and T2 weighted images were supplemented by axial proton density images through the disc spaces. This study was performed on a 1.5 Tesla system. Findings: Patient status post L5-S1 discectomy and spacer placement as well as posterior decompression and L5-S1 posterior spinal fusion. Please note that integrity of orthopedic hardware cannot evaluate with MRI. There is straightening of the lumbar lordosis. No spinal listhesis. Vertebral body heights are maintained. There is no compression fracture. No concerning marrow signal normality is identified. There is Modic type II endplate degenerative changes in the inferior endplate of L5. The conus is unremarkable. There is no prevertebral soft tissue swelling. L1-2: There is no significant posterior disc abnormality, spinal canal or foraminal stenosis. L2-3: There is no significant posterior disc abnormality, spinal canal or foraminal stenosis. L3-4: There is no significant posterior disc abnormality, spinal canal or foraminal stenosis. L4-5: There is disc bulge and superimposed small central disc protrusion. There is bilateral facet arthropathy. There is mild bilateral lateral recess narrowing and indentation upon descending both L5 nerve roots. There is mild bilateral foraminal narrowing without exiting L4 nerve root compression. L5-S1: Status post anterior spinal fusion and posterior decompression. There is mild left foraminal narrowing. ------------------------- IMPRESSION: ----- Page Break ----- Status post L5-S1 laminectomy and anterior and posterior spinal fusion. L4-5: Disc bulge and superimposed small central disc protrusion. Bilateral facet arthropathy. Mild bilateral lateral recess narrowing and indentation upon the descending both L5 nerve roots. Mild bilateral foraminal narrowing. L5-S1: Evaluation somewhat limited due to susceptibility artifact arising from orthopedic hardware. However there is mild left foraminal narrowing. ICD 10 Codes: Degeneration L1-L5. M51.36 Degeneration L5-S1 level. M51.37 Lumbar discectomy with spacer placement. Z98.89 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.0377767164697111594536342693720642/1.3.6.1.4.1.55648.0377767164697111594536342693720642.5,1.3.6.1.4.1.55648.0377767164697111594536342693720642/1.3.6.1.4.1.55648.0377767164697111594536342693720642.5.pkl
+,1.3.6.1.4.1.55648.6741698988171225992679086816529405/1.3.6.1.4.1.55648.6741698988171225992679086816529405.7,30,True,,26.34462619,0.000156164,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6741698988171225992679086816529405.7.30,20170310,,151814.97,396105434,MR,Siemens,SAG STIR,Verio,Patient_9033794671967907635,Patient_9033794671967907635,M,066Y,106.1406281,,,SE\IR,SK\SP\MP\OSP,IR\SAT2,2D,*tir2d1_10,3.0,4000.0,51.0,1,123.262741,1H,1.0,3.0,3.0,435,10.0,85,100.0,210.0,syngo MR B19,SAG STIR,Body,256\0\0\218,COL,150,HFS,1.3.6.1.4.1.55648.6741698988171225992679086816529405,1.3.6.1.4.1.55648.6741698988171225992679086816529405.7,7,1,30,-109.69781962331\-117.87106106202\173.72741714472,0.61561893152871\0.78804399061439\-2.890031e-009\-0.1574087866837\0.12296753403845\-0.9798476715527,,,-48.30466471,1,MONOCHROME2,256,256,1.015625\1.015625,16,12,11,0,0.0,690.0,176,463,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT SHOULDER WITHOUT CONTRAST History: History of distal clavicular lesion ICD 10-R91.1 Pulmonary Nodule D48.0 Neoplasm of uncertain behavior of bone/artic cartl M19.011 Right shoulder osteoarthritis Comparison PHI: Comparison is made to previous MRI dated MM/DD/YYYY and CT of the chest dated MM/DD/YYYY. Technique: The right clavicle was imaged in a 3.0 Tesla Ultra High Field Wide Bore MRI unit. T1-weighted and STIR images were obtained in the sagittal plane and in an oblique coronal plane roughly parallel to the long axis of the clavicle. In addition, T1-weighted and fat-saturated T2-weighted images were obtained Findings: Images are slightly degraded by motion artifact on all pulse sequences. Diagnostic information is still attainable. Eccentrically located hyperintense lesion along the distal clavicular shaft measures 1.3 x 0.6 cm. On STIR images of the lesion remains slightly hyperintense in the lesion is hypointense on T1-weighted images. There is no surrounding bone marrow edema. There is no pathologic fracture. There is no associated soft tissue mass. There is moderate degenerative changes at the sternoclavicular and AC joints which are stable since the prior study. Rotator cuff tendinosis is unchanged. There is no significant joint effusion. There is mild subacromial/subdeltoid bursitis. The parascapular musculature is unremarkable. Limited evaluation of the brachial plexus is normal. ----- Page Break ----- ------------------------- IMPRESSION: Stable eccentrically located intraosseous lesion within the distal clavicular shaft measures up to 1.3 cm. Differential possibilities are unchanged including fibrous dysplasia, myeloma or metastatic lesion. Given the short-term stability benign lesion is more likely. Continued follow-up to confirm stability in 6 months is recommended. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",26,1.3.6.1.4.1.55648.6741698988171225992679086816529405/1.3.6.1.4.1.55648.6741698988171225992679086816529405.7,1.3.6.1.4.1.55648.6741698988171225992679086816529405/1.3.6.1.4.1.55648.6741698988171225992679086816529405.7.pkl
+,1.3.6.1.4.1.55648.4890213833656611658968929858147975/1.3.6.1.4.1.55648.4890213833656611658968929858147975.14,120,True,,129.6337354,0.00016284,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4890213833656611658968929858147975.14.120,20190228,,124218.66,806975753,MR,Siemens,SAG T1 3D VIBE KNEE,Skyra_fit,Patient_1954412097395890518,Patient_1954412097395890518,M,053Y,95.25440982,,KNEE,GR,SP,WE,3D,*fl3d1,1.0,18.0,2.87,2,123.230038,1H,1.0,3.0,,239,1.0,100,93.75,700.0,syngo MR E11,SAG T1 3D  VIBE KNEE,Body,0\256\240\0,ROW,25,FFS,1.3.6.1.4.1.55648.4890213833656611658968929858147975,1.3.6.1.4.1.55648.4890213833656611658968929858147975.14,14,1,120,66.045920372009\-135.59443664551\511.10653188825,0\1\0\0\0\-1,,,66.04592037,1,MONOCHROME2,512,480,0.478515625\0.478515625,16,12,11,0,0.0,1287.0,336,777,4.0,,,,,,,,,,,,,,,,,,,"HISTORY: M25.562 Left knee pain TECHNIQUE: Left knee, hip, and ankle imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner following the LASTNAME preoperative knee protocol. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Degenerative changes of the left knee are present with cartilage loss. No fractures are identified. There is no evidence for left inguinal adenopathy. The bone marrow signal is overall age-appropriate. ------------------------- IMPRESSION: Degenerative changes of the left knee. M17.12 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",60,1.3.6.1.4.1.55648.4890213833656611658968929858147975/1.3.6.1.4.1.55648.4890213833656611658968929858147975.14,1.3.6.1.4.1.55648.4890213833656611658968929858147975/1.3.6.1.4.1.55648.4890213833656611658968929858147975.14.pkl
+,1.3.6.1.4.1.55648.0629644865288821725663932826824883/1.3.6.1.4.1.55648.0629644865288821725663932826824883.5,35,True,,32.60134768,0.000176668,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0629644865288821725663932826824883.5.35,20200208,,111431.215,954783730,MR,Siemens,AX PD,Skyra,Patient_5873931238893402284,Patient_5873931238893402284,F,028Y,68.03886416,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_14,3.0,4000.0,38.0,1,123.157955,1H,1.0,3.0,3.3,294,14.0,75,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,157,FFS,1.3.6.1.4.1.55648.0629644865288821725663932826824883,1.3.6.1.4.1.55648.0629644865288821725663932826824883.5,5,1,35,-60.903591855595\-29.108737451661\-100.77592429986,0.99959186797605\0.01450493700937\-0.024611060085\5.1960796e-008\0.86150705430195\0.50774560105231,,,-73.7497931,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2068.0,1093,2227,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post motor vehicle collision in MONTH XX. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: MRI examination of the lumbar spine dated MM/DD/YYYY and X-ray examination of the lumbar spine dated MM/DD/YYYY. FINDINGS: Sagittal images demonstrate accentuation of the normal lumbar lordosis. Vertebral height and marrow signal are normal. (Please note that the L5 vertebra is transitional in nature, with a broad left transverse process that appears to articulate with the sacrum, as seen on the previous plain film examination.) The lumbar disc spaces maintain normal height. There is mild generalized loss of disc signal in the lumbar region, on the T2-weighted sequence, which reflects early disc desiccation. There are intraosseous discal herniations at every level from T11-T12 through L5-S1, with the exception of the L4-L5 disc level. This may be compatible with Scheuermann's disease. The facet joints demonstrate normal alignment. There is mild relative hypoplasia of the left facet joint at L5-S1. There is a small neocyst at the posteroinferior aspect of the left facet joint at L4-L5. There is probably an additional small neocyst at the posteroinferior aspect of the right facet joint at L3-L4. These are likely of no clinical significance. There is no evidence of central spinal stenosis. The neural foramina are bilaterally patent. The conus medullaris is normal in position and appearance. ----- Page Break ----- There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Intraosseous discal herniations at nearly every disc level from T11-T12 through L5-S1. This may be compatible with Scheuermann's disease. 2. Transitional L5 vertebra, which is better seen on the previous X-ray examination of MONTH XX. 3. Lumbar hyperlordosis. The appearance of the lumbar spine has not changed significantly since the previous MRI examination of MONTH XX. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.0629644865288821725663932826824883/1.3.6.1.4.1.55648.0629644865288821725663932826824883.5,1.3.6.1.4.1.55648.0629644865288821725663932826824883/1.3.6.1.4.1.55648.0629644865288821725663932826824883.5.pkl
+,1.3.6.1.4.1.55648.6487564038671014824829216549139074/1.3.6.1.4.1.55648.6487564038671014824829216549139074.3,28,True,,24.79136467,0.000146151,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6487564038671014824829216549139074.3.28,20161125,,135649.1925,363569294,MR,Siemens,AX PD,Skyra,Patient_8523739330039544804,Patient_8523739330039544804,M,015Y,70.30682629,,SHOULDER,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_8,3.0,3500.0,33.0,1,123.220905,1H,1.0,3.0,3.0,403,8.0,70,100.0,200.0,syngo MR E11,AX PD,Body,0\384\269\0,ROW,160,HFS,1.3.6.1.4.1.55648.6487564038671014824829216549139074,1.3.6.1.4.1.55648.6487564038671014824829216549139074.3,3,1,28,-163.09311485259\-84.537101745924\-10.472705841064,1\4.897e-012\0\-4.897e-012\1\0,,,-10.47270584,1,MONOCHROME2,384,384,0.33854165673256\0.33854165673256,16,12,11,0,0.0,2264.0,660,1308,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT SHOULDER WITHOUT CONTRAST History: Right shoulder pain. Concern for SLAP tear. ICD 10 - Shoulder pain, M25.511 Arm pain, M79.621 Comparison PHI: None Technique: The right shoulder was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Axial proton density and gradient echo images; oblique sagittal fat saturated proton density images; and oblique coronal proton density and fat-saturated proton density images were obtained. Findings: The skin and subcutis are unremarkable. The AC joint is unremarkable. No subacromial enthesophyte is visualized. No bursal effusion is visualized. There is physiologic glenohumeral joint fluid. The supraspinatus tendon exhibits mild tendinosis. The infraspinatus tendon is unremarkable. The subscapularis tendon is unremarkable. The long head biceps tendon is unremarkable. The capsulolabral complex is unremarkable, without evidence of labrum tear or degeneration. ----- Page Break ----- No significant arthritic changes are visualized at the glenohumeral joint. There is no evidence of fracture, physeal injury, osteonecrosis, or osseous neoplasm. The suprascapular nerve is unremarkable in PHI appearance. The visualized muscle bellies exhibit normal size, shape and signal, without evidence of edema or atrophy. No soft tissue mass is visualized. No soft tissue cyst or extrasynovial fluid collection is visualized. ------------------------- IMPRESSION: Mild supraspinatus tendinosis. ICD 10 - Rotator Cuff Sprain/Tear, S46.011A Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",26,1.3.6.1.4.1.55648.6487564038671014824829216549139074/1.3.6.1.4.1.55648.6487564038671014824829216549139074.3,1.3.6.1.4.1.55648.6487564038671014824829216549139074/1.3.6.1.4.1.55648.6487564038671014824829216549139074.3.pkl
+,1.3.6.1.4.1.55648.4644610589879815892879214938902502/1.3.6.1.4.1.55648.4644610589879815892879214938902502.6,25,True,,22.02781558,0.000150442,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4644610589879815892879214938902502.6.25,20171117,,164344.1625,580462297,MR,Siemens,AX PD,Aera,Patient_4424542474449802677,Patient_4424542474449802677,M,062Y,127.0058798,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,43.0,1,63.679851,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,HFS,1.3.6.1.4.1.55648.4644610589879815892879214938902502,1.3.6.1.4.1.55648.4644610589879815892879214938902502.6,6,1,25,-78.535954193476\-83.076329721183\-545.41751812811,0.99956746664615\-0.0103355534516\0.02753281601003\-4.6598595e-008\0.93620841830568\0.35144529801035,,,-478.9098016,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,1422.0,654,1373,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain. Motor vehicle trauma in PHI XX. Myelopathy. Lower back pain, M54.5 Comparison PHI: Lumbar spine MR examinations dating back to MM/DD/YYYY, the most recent from PHI/DD/YYYY. Abdomen and pelvis CT examination from PHI/DD/YYYY. Lumbar spine radiographs from PHI/DD/YYYY and MM/DD/YYYY Technique: The lumbosacral spine was imaged in a 1.5 Tesla high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with coronal T2-weighted images and axial proton density images. Findings: Coronal images provide partial visualization of a dextroscoliosis in the lower thoracic and upper lumbar spine. There is mild retrolisthesis at L1-L2, L2-L3, L3-L4 and L5-S1. There is mild anterolisthesis at L4-L5. There is exaggerated lumbar lordosis. There is no evidence of fracture, spondylolysis or aggressive osseous neoplasm. There is a 2.1 cm meningioma in the T12 vertebral body. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the T12-L1 level. Lower thoracic intervertebral levels from T11 to L1 are visualized only on sagittal images. There is moderate spondylosis at these levels, with very minimal disc bulges. L1-L2: Moderate-to-severe spondylosis. Facet joints are unremarkable. Moderate disc bulge. Small broad-based left-sided disc protrusion, mildly effacing the ventral thecal sac. See axial image 3 of series 6. This is new compared to the MONTH XX MR examination. L2-L3: Moderate spondylosis. Mild bilateral facet arthrosis. Minimal disc bulge. L3-L4: Mild-to-moderate spondylosis. Moderate bilateral facet arthrosis. Minimal disc ----- Page Break ----- bulge. Mild central canal stenosis. See axial image 13 of series 6. The small left paracentral disc protrusion seen at this level on the prior study from PHI XX has resolved. L4-L5: Mild spondylosis. Bilateral facet arthrosis, severe on the right and moderate on the left. Minimal disc bulge, exaggerated with anterolisthesis. Mild central canal stenosis. See axial image 18 of series 6, slightly worse compared to axial image 19 of series 6 from the MONTH XX study. L5-S1: Mild spondylosis. Mild bilateral facet arthrosis. Small disc bulge. Bulging disc material contributes to mild right foraminal stenosis, sagittal image 4 of series 2. The visualized paraspinal and abdominopelvic soft tissues are unremarkable in PHI appearance. ------------------------- IMPRESSION: Mild thoracolumbar dextroscoliosis. Small listheses as noted. Exaggerated lumbar lordosis. Lumbar spondylosis and facet arthrosis as detailed above. Small broad-based left-sided disc protrusion at L1-L2. Mild central canal stenosis at L3-L4 and L4-L5. Other idiopathic scoliosis, lumbar region, M41.26 Spondylolisthesis, M43.16 Degeneration lumbar spine, M51.36 Herniated disc lumbar spine, M51.26 Spinal stenosis, M48.06 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.4644610589879815892879214938902502/1.3.6.1.4.1.55648.4644610589879815892879214938902502.6,1.3.6.1.4.1.55648.4644610589879815892879214938902502/1.3.6.1.4.1.55648.4644610589879815892879214938902502.6.pkl
+,1.3.6.1.4.1.55648.024444596490628693803957381905705/1.3.6.1.4.1.55648.024444596490628693803957381905705.6,25,True,,17.67390585,0.00065732,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.024444596490628693803957381905705.6.25,20171228,150948.421,150803.725,427645459,MR,Siemens,AX PD,Espree,Patient_8664091941926684763,Patient_8664091941926684763,M,068Y,77.11071271,,,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_9,4.0,2400.0,39.0,1,63.660884,1H,1.0,1.5,4.4,396,9.0,75,98.75,180.0,syngo MR B19,AX PD,Body,320\0\0\237,COL,180,HFS,1.3.6.1.4.1.55648.024444596490628693803957381905705,1.3.6.1.4.1.55648.024444596490628693803957381905705.6,6,1,25,-114.44019587773\-35.801726925897\-97.50761148146,0.99961338467415\0.00969885272843\-0.0260578862545\3.014856e-009\0.93718777735533\0.34882527141218,,,-82.0458266,1,MONOCHROME2,316,320,0.6875\0.6875,16,12,11,0,0.0,1893.0,788,1670,4.0,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain M79.604 Right Leg Doctor FIRSTNAME LASTNAMERISON: None available. TECHNIQUE: MRI of the lumbar spine was performed with multiple sequences in sagittal and axial planes on a 1.5 Tesla high-field wide-bore magnet. FINDINGS: Vertebral body heights: There is mild loss T10, T11, L2, L3 and L4 vertebral bodies with slight edema along the superior endplate of T10 and T11 T11 without retropulsion. Alignment: Preserved. Spinal canal: The conus medullaris is unremarkable. Paravertebral soft tissues: Unremarkable. L1-2: There is a disc bulge with a superimposed central herniation and mild facet arthropathy resulting in moderate spinal canal stenosis. L2-3: There is a disc bulge and mild facet arthropathy resulting in moderate spinal canal and mild right foraminal stenosis. L3-4: There is a minimal disc bulge and mild facet arthropathy resulting in mild spinal canal and mild bilateral foraminal stenosis. L4-5: There is a minimal disc bulge and mild facet arthropathy resulting in mild to moderate left greater than right foraminal stenosis. No significant spinal canal stenosis. ----- Page Break ----- L5-S1: There is a disc bulge with a superimposed central protrusion with an annular fissure and facet arthropathy resulting in moderate left and mild-to-moderate right foraminal stenosis. No significant spinal canal stenosis. ------------------------- IMPRESSION: Several mild compression deformities with slight edema along the superior endplates of T10 and T11 without retropulsion. M48.54, M48.56 Multilevel degenerative disc disease with several herniations as above resulting in up to moderate spinal canal stenosis at L1-2 and L2-3 as well as up to moderate stenosis of several neural foramina. M51.36, M51.37 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",75,1.3.6.1.4.1.55648.024444596490628693803957381905705/1.3.6.1.4.1.55648.024444596490628693803957381905705.6,1.3.6.1.4.1.55648.024444596490628693803957381905705/1.3.6.1.4.1.55648.024444596490628693803957381905705.6.pkl
+,1.3.6.1.4.1.55648.333200491116217899081655258827962/1.3.6.1.4.1.55648.333200491116217899081655258827962.3,50,True,,48.36150026,0.000161648,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.333200491116217899081655258827962.3.50,20200123,,185005.875,276357661,MR,Siemens,AX PD FS,Skyra,Patient_5475683446400572738,Patient_5475683446400572738,M,036Y,88.4505234,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.260153,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.333200491116217899081655258827962,1.3.6.1.4.1.55648.333200491116217899081655258827962.3,3,1,50,-158.0534078598\-64.901206621988\-84.712584439697,0.9945923315296\-0.1009557898977\-0.0243725778006\0.10102700909449\0.99488222148349\0.00170552323518,,,-88.22263983,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1803.0,656,1368,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M25.561 Right knee pain TECHNIQUE: MR imaging of the right knee was performed without IV contrast on a 3.0 Tesla high-field wide-bore magnet. COMPARISON: Right knee MRI dated MM/DD/YYYY FINDINGS: LIGAMENTS: There is a chronic full-thickness ACL tear. There is no significant posterolateral corner injury. There is a grade 1 sprain of the MCL and medial retinaculum. The PCL and lateral collateral ligament complex are intact. EXTENSOR MECHANISM: Intact. Doctor FIRSTNAME LASTNAMERTMENT: There is a peripheral longitudinal tear of the lateral meniscus posterior horn (""Wrisberg rip"") and a horizontal tear of the body segment. There is focal moderate to high-grade partial-thickness cartilage loss along the central aspect of the lateral femoral condyle with mild subcortical marrow edema. There is partial-thickness cartilage loss and minimal subchondral the far posterior nonweightbearing aspect of the lateral. Doctor FIRSTNAME LASTNAMERTMENT: There is a longitudinal tear through the posterior horn of the medial meniscus. There is moderate to high-grade partial-thickness cartilage loss along the posterior weightbearing aspect of the medial femoral condyle. Doctor FIRSTNAME LASTNAMERTMENT: There is moderate partial-thickness cartilage loss along the central trochlear groove. There is mild fibrillation of cartilage along the median ridge of the patella. BONES: There is no fracture or osseous lesion. JOINT FLUID: PHI small joint effusion is present. ----- Page Break ----- MUSCLES/TENDONS: Intact. NEUROVASCULAR STRUCTURES: Unremarkable. SUBCUTANEOUS TISSUES: Unremarkable. ------------------------- IMPRESSION: Acute grade 1 sprain of the MCL and medial retinaculum. Chronic full-thickness ACL tear. No posterolateral corner injury. Medial and lateral meniscal tears, unchanged. Progressive cartilage loss as discussed above. Small joint effusion. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",42,1.3.6.1.4.1.55648.333200491116217899081655258827962/1.3.6.1.4.1.55648.333200491116217899081655258827962.3,1.3.6.1.4.1.55648.333200491116217899081655258827962/1.3.6.1.4.1.55648.333200491116217899081655258827962.3.pkl
+,1.3.6.1.4.1.55648.9789311865877149929337902858283401/1.3.6.1.4.1.55648.9789311865877149929337902858283401.7,31,True,,29.44448042,0.000134468,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9789311865877149929337902858283401.7.31,20180914,,131255.0775,604745507,MR,Siemens,AX PD,Skyra,Patient_7699991037699146886,Patient_7699991037699146886,F,055Y,56.69905346,,SHOULDER,SE,SK\SP\OSP,,2D,*tseR2d1_8,3.0,3500.0,34.0,1,123.257355,1H,1.0,3.0,3.0,575,8.0,100,100.0,200.0,syngo MR E11,AX PD,Body,0\384\384\0,ROW,160,HFS,1.3.6.1.4.1.55648.9789311865877149929337902858283401,1.3.6.1.4.1.55648.9789311865877149929337902858283401.7,7,1,31,-187.92141532898\-60.756346702576\-13.06356048584,1\0\0\0\1\0,,,-13.06356049,1,MONOCHROME2,384,384,0.33854165673256\0.33854165673256,16,12,11,0,0.0,2310.0,1070,2228,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT SHOULDER NON CONTRAST HISTORY: M75.122 Left shoulder rotator cuff chronic tendon Tear/Sprain M25.511 Right shoulder pain M79.621 Right arm pain TECHNIQUE: MR imaging of the right shoulder was performed without IV contrast on a 3.0 Tesla high-field wide-bore magnet. COMPARISON: None FINDINGS: ROTATOR CUFF: There is supraspinatus and infraspinatus tendinosis with a mild partial-thickness insertional tear at the anterior leading edge. There is a tiny interstitial delaminating component. See series 5 image 15 there is a superimposed 6 mm low signal deposit at the supraspinatus tendon insertion indicative of calcific tendinitis. The subscapularis, infraspinatus and teres minor tendons are intact. There is an additional 2 mm focus of calcium deposition at the infraspinatus tendon insertion posteriorly. There is no muscle atrophy. AC JOINT: Intact. Mild to moderate arthrosis is noted. There is no lateral subacromial spur or os acromiale. BICEPS: The long head of the biceps tendon is intact and maintained in the bicipital groove. LASTNAME AND GLENOHUMERAL JOINT: The labrum is intact. The cartilage is preserved. There is no joint effusion. There is no MR evidence of adhesive capsulitis. BONES: There is no fracture, Hill LASTNAME deformity, or glenoid dysplasia. BURSAE: There is mild subacromial subdeltoid bursitis. NEUROVASCULAR STRUCTURES: Unremarkable. ----- Page Break ----- SUBCUTANEOUS TISSUES: Unremarkable. ------------------------- IMPRESSION: Supraspinatus and infraspinatus tendinosis with a partial-thickness tear at the supraspinatus tendon insertion. There is no high-grade partial or full-thickness rotator cuff tear. There is supraspinatus calcific tendinitis. There is infraspinatus calcific tendinitis to a lesser extent. Mild to moderate AC joint arthrosis. Mild subacromial subdeltoid bursitis. ICD 10 - Rotator cuff Sprain/ tear, S46.011A calcific tendonitis, M75.31 Subacromial / subdeltoid bursitis, M75.51 AC joint arthrosis, M19.011 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",26,1.3.6.1.4.1.55648.9789311865877149929337902858283401/1.3.6.1.4.1.55648.9789311865877149929337902858283401.7,1.3.6.1.4.1.55648.9789311865877149929337902858283401/1.3.6.1.4.1.55648.9789311865877149929337902858283401.7.pkl
+,1.3.6.1.4.1.55648.6547186768564910324470868891168958/1.3.6.1.4.1.55648.6547186768564910324470868891168958.6,25,True,,17.95853782,0.000197649,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6547186768564910324470868891168958.6.25,20171210,,100303.2625,580231091,MR,Siemens,AX PD,Skyra,Patient_6426008966812313956,Patient_6426008966812313956,M,056Y,70.30682629,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3440.0,38.0,1,123.231188,1H,1.0,3.0,4.4,288,9.0,75,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,179,FFS,1.3.6.1.4.1.55648.6547186768564910324470868891168958,1.3.6.1.4.1.55648.6547186768564910324470868891168958.6,6,1,25,-55.018831158622\-21.840039117258\-87.991306554113,0.99967917086508\0.01319067493166\-0.021623168902\-9.147105e-009\0.85369428627517\0.5207744863001,,,-65.11705842,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1526.0,687,1394,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, axial proton density. The study was performed with intravenous sedation administered and monitored by an anesthesiologist. COMPARISON: Comparison is made to the prior study of MM/DD/YYYY. FINDINGS: Five lumbar vertebral bodies are assumed. Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is straightened. There is no significant spondylolisthesis. The vertebral body heights are intact. Moderate edema within the T12 and L1 vertebral bodies is redemonstrated and likely related to reactive endplate change. No focal aggressive appearing osseous lesion is present. The conus terminates at L1 and the imaged lower spinal cord demonstrates normal signal intensity and morphology. Mild disc desiccation is seen in association with mild disc height narrowing. The findings at the individual levels are as follows: T12-L1: Only evaluated in the sagittal plane. There is no significant central canal or neural foraminal stenosis. L1-L2: There is no significant central canal or neural foraminal stenosis. L2-L3 : A shallow broad-based right foraminal protrusion mildly narrows the right neural foramen, as on the prior study. No significant central canal or left neural foraminal stenosis is seen. L3-L4 : There is a mild disc bulge with superimposed left foraminal disc protrusion and should be obtained to mild left neural foraminal narrowing. No significant central canal or right neural foraminal stenosis is seen. The findings are not significantly changed ----- Page Break ----- since XX. L4-L5: A disc bulge bulge and mild bilateral facet arthrosis are redemonstrated. No significant central canal stenosis is seen. L5-S1: There is redemonstration of a circumferential disc bulge with moderate left neural foraminal narrowing and abutment of the left L5 nerve root, unchanged. There is no significant central canal stenosis. Mild bilateral facet arthrosis is present. The posterior paraspinal muscles are maintained. ------------------------- IMPRESSION: Mild multilevel discogenic degenerative disease and facet arthrosis without significant interval change in neural foraminal narrowing as above since XX. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",49,1.3.6.1.4.1.55648.6547186768564910324470868891168958/1.3.6.1.4.1.55648.6547186768564910324470868891168958.6,1.3.6.1.4.1.55648.6547186768564910324470868891168958/1.3.6.1.4.1.55648.6547186768564910324470868891168958.6.pkl
+,1.3.6.1.4.1.55648.0245074589664374735447811442882597/1.3.6.1.4.1.55648.0245074589664374735447811442882597.15,812,True,,805.0787184,0.000825405,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0245074589664374735447811442882597.15.1,20191111,,,503986484,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_9010035946266015409,Patient_9010035946266015409,M,063Y,84.82178398,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.260057,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.0245074589664374735447811442882597,1.3.6.1.4.1.55648.0245074589664374735447811442882597.15,15,1,1,-105.46307516098\-102.77120542526\-17.014677971601,1\0\0\0\1\0,,,-17.01467797,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,1010.0,341,753,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (9 ng/ml), status post biopsy in PHI. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 8.5 cc Gadavist was administered. I-STAT: Creatinine 1.3, GFR 67 FINDINGS: Prostate size: 4.7 [transverse] x 3.7 [AP] x 4.5 [CC] cm, about 40 cc in volume. Postbiopsy hemorrhage: Diffuse hemorrhage along the bilateral peripheral zone with more T1 hyperintensity on the right, and spared bilateral anterior horns and left posteromedial base to midgland. Lesion: No focal suspicious or clinically significant lesion. Transition zone: Heterogeneous and nodular, more so along the left side, consistent with mild BPH without intravesical extension. Peripheral zone: Scattering linear/wedge-shaped fibrosis bilaterally, without focal lesion. Bladder: Oblong vertically, a small 8 mm cyst at the urachus-bladder dome junction. Seminal vesicle: Unremarkable. GI: Nondilated bowel. Lymph nodes: No adenopathy. ----- Page Break ----- Osseous structures: No suspicious lesion. Bridging osteophytes along the ventral left SI joint. Degenerative changes at L5-S1 with broad-based disc herniation Additional findings: Small shallow left inguinal fat hernia, tiny on the right. Partially included umbilical fat hernia. Partially seen large left-sided hydrocele, moderate on the right. . ------------------------- IMPRESSION: No focal suspicious or clinically significant lesion. Mild BPH. 8 mm utricle cyst. Partially included umbilical fat hernia, small left inguinal fat hernia and tiny on the right. Partially included large left-sided hydrocele, moderate on the right. Degenerative L5-S1 disc with herniation. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.0245074589664374735447811442882597/1.3.6.1.4.1.55648.0245074589664374735447811442882597.15,1.3.6.1.4.1.55648.0245074589664374735447811442882597/1.3.6.1.4.1.55648.0245074589664374735447811442882597.15.pkl
+,1.3.6.1.4.1.55648.2343452177098078777716759696414021/1.3.6.1.4.1.55648.2343452177098078777716759696414021.5,35,True,,30.9419322,0.000172138,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2343452177098078777716759696414021.5.35,20161028,185834.515,185737.1025,705676473,MR,Siemens,AX PD,Verio,Patient_1346338814119170643,Patient_1346338814119170643,F,053Y,70.30682629,,,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3500.0,52.0,1,123.226495,1H,1.0,3.0,4.4,238,14.0,60,100.0,347.0,syngo MR B19,AX PD,Body,320\0\0\192,COL,160,HFS,1.3.6.1.4.1.55648.2343452177098078777716759696414021,1.3.6.1.4.1.55648.2343452177098078777716759696414021.5,5,1,35,-86.946110478946\-29.012737542738\-631.44538089308,0.99981716045272\-0.0016962324489\0.01904648155796\2.8038801e-008\0.99605794333231\0.08870498026945,,,-624.605514,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,4095.0,1525,2877,4.0,,,,,,,,,,,,,,,,,,,"History: Prior lumbar surgery now with back pain following automobile accident. M54.5 Lower Back Pain M54.41 Lower back pain with right sciatica M79.604 Right Leg Pain M62.81 Muscle weakness Technique: Sagittal T1, STIR and T2 weighted images were supplemented by axial T1-FLAIR and proton density images through the disc spaces. This study was performed on a 3.0Tesla system. Comparison examination: None. Findings: The lumbar vertebral bodies are in approximate anatomic alignment in the sagittal and coronal planes. There has been an L4-5 discectomy with placement of an interbody spacer in the disc space and an anterior fixation screw as well as posterior fusion with pedicle screws in L4 and L5. Artifact from the hardware degrades images but as best can be determined there is no stenosis or nerve root compression at L4-5. The interbody spacer at L4-5 is completely incorporated into the adjacent endplates with circumferential osseous bridging across the disc space and the facet joints are fused. Mild degenerative disc disease is seen at L2-3, L3-4 and L5-S1. L2-3: Right foraminal disc herniation with mild compression of the right L2 nerve root. L3-4: Disc bulge with a superimposed left foraminal annular tear and disc herniation with mild central stenosis and mild compression of both L3 nerve roots. L5-S1: Small bulge without stenosis or nerve root compression. There is also mild bilateral facet osteoarthrosis at this level. The lower thoracic discs are normal. The conus medullaris and nerve roots of cauda equina are normal. No pathologic marrow infiltration or compression fracture is seen. The facet joints are normal. ------------------------- IMPRESSION: ----- Page Break ----- Postoperative study following L4-5 discectomy and fusion without pseudoarthrosis, stenosis or nerve root compression. Mild multilevel lumbar degenerative disc disease with disc herniations at L2-3 and L3-4 disc bulge at L5-S1 as detailed above. Facet osteoarthrosis at L5-S1. ICD 10 - Degeneration lumbar spine, M51.36 Herniated disc lumbar spine, M51.26 Discectomy with spacer placement, Z98.89 Spinal fusion, Z98.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",66,1.3.6.1.4.1.55648.2343452177098078777716759696414021/1.3.6.1.4.1.55648.2343452177098078777716759696414021.5,1.3.6.1.4.1.55648.2343452177098078777716759696414021/1.3.6.1.4.1.55648.2343452177098078777716759696414021.5.pkl
+,1.3.6.1.4.1.55648.007304540682747877132304569134453/1.3.6.1.4.1.55648.007304540682747877132304569134453.5,32,True,,26.845994,0.000825167,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.007304540682747877132304569134453.5.32,20200109,162644.41,162649.19,943045177,MR,Siemens,AX PD,Aera,Patient_1823420509219139448,Patient_1823420509219139448,M,059Y,90.71848554,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_15,4.0,3000.0,43.0,1,63.672985,1H,1.0,1.5,4.4,420,15.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.007304540682747877132304569134453,1.3.6.1.4.1.55648.007304540682747877132304569134453.5,5,1,32,-116.87076057421\-17.647645971429\-164.65425320492,0.99985819694638\-0.0080864220284\0.01477145144926\-2.215065e-009\0.87716389492627\0.48019110928648,,,-133.9671396,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,1902.0,734,1555,,,,,,,,,,,,,,,,,,,,MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain TECHNIQUE: Lumbar spine imaged on a 1.5 Tesla high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Alignment of the lumbar spine is near anatomic. There are no compression deformities. The bone marrow signal is overall age appropriate. The conus medullaris terminates at the L1-L2 level and is within normal limits. A 0.7 cm apparently cystic lesion is present in the left kidney. L1-L2: No evidence for significant spinal canal stenosis or neural foraminal compromise. L2-L3: No evidence for significant spinal canal stenosis or neural foraminal compromise. L3-L4: Disc desiccation with diffuse disc bulge encroaching on the inferior aspects of neural foramina bilaterally. No significant spinal canal stenosis. L4-L5: Disc desiccation with diffuse disc bulge encroaching on the inferior aspects of neural foramina bilaterally. Narrowing of the left lateral recesses secondary to diffuse disc bulge and ligamentum flavum thickening with impingement on descending left L5 nerve roots. No significant spinal canal stenosis. L5-S1: Disc desiccation with a right paramedian posterior disc herniation impinging on descending right S1 nerve roots in lateral recess. Mild spinal canal stenosis. ------------------------- IMPRESSION: Narrowing of the left lateral recesses at the L4-L5 level secondary to diffuse disc bulge and ligamentum flavum thickening with impingement on descending left L5 nerve roots. ----- Page Break ----- M51.36 Right paramedian posterior disc herniation at the L5-S1 level impinging on descending right S1 nerve roots in lateral recesses. M51.27 Disc degeneration with diffuse disc bulge at the L3-L4 level. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,61,1.3.6.1.4.1.55648.007304540682747877132304569134453/1.3.6.1.4.1.55648.007304540682747877132304569134453.5,1.3.6.1.4.1.55648.007304540682747877132304569134453/1.3.6.1.4.1.55648.007304540682747877132304569134453.5.pkl
+,1.3.6.1.4.1.55648.5047814849634436516127079294508173/1.3.6.1.4.1.55648.5047814849634436516127079294508173.4,172,True,,154.4862244,0.000169516,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.5047814849634436516127079294508173.4.1,20171030,,120836.81,162560149,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_3107837538312384114,Patient_3107837538312384114,F,058Y,68.03886416,,HEAD,GR,SP,SAT1,3D,*fl3d1r_t70,0.599999964,28.0,7.15,1,63.679852,1H,1.0,1.5,19.2,319,1.0,100,100.0,120.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.5047814849634436516127079294508173,1.3.6.1.4.1.55648.5047814849634436516127079294508173.4,4,1,1,-93.759036063707\-88.120481968367\-71.974699215455,1\4.897e-012\0\-4.897e-012\1\0,,,-71.97469922,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,378.0,111,286,4.0,,,,,,,,,,,,,,,,,,,MRA-HEAD NON CONTRAST History: R51 Headache/Facial Pain I67.1 Aneurysm Study is compared to prior MRA brain MM/DD/YYYY MRA of the intracranial arteries was performed utilizing 3D time-of-flight technique in the region of the circle of FIRSTNAME without the introduction of intravenous contrast. 3D reconstructions were performed on a workstation. INTERNAL CAROTID ARTERIES: Again present at the posterior margin the proximal most left carotid siphon is a 1.5 mm focal aneurysm maintaining stability. There is again susceptibility artifact on the right adjacent to the anterior margin of the cavernous right internal carotid artery extending from the level of the ophthalmic artery to the carotid terminus unaltered in appearance again without recurrent or residual aneurysm. This again causes susceptibility artifact in the area. The distal cervical as well as intracranial internal carotid arteries appear otherwise unremarkable. The internal carotid arteries bifurcate into the anterior and middle cerebral arterial circulation. THE ANTERIOR AND MIDDLE CEREBRAL ARTERIAL CIRCULATION: Susceptibility artifact again limits the proximal aspect of the distal A1 segments and proximal most A2 segments. The anterior and middle cerebral arterial circulation is otherwise unremarkable. The anterior communicating artery is again obscured by the susceptibility artifact. VERTEBRAL BASILAR ARTERIAL CIRCULATION: The distal vertebral arteries appear unremarkable converging to form the basilar artery. The basilar artery appears unremarkable. THE POSTERIOR CEREBRAL ARTERIAL CIRCULATION: The posterior cerebral arterial circulation appears unremarkable. The posterior communicating arteries are faintly visible. Diffusion-weighted sequences illustrate no evidence of acute or subacute ischemia. ----- Page Break ----- ------------------------- IMPRESSION: Stable aneurysm left cavernous internal carotid artery. Stable exam otherwise. I67.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,15,1.3.6.1.4.1.55648.5047814849634436516127079294508173/1.3.6.1.4.1.55648.5047814849634436516127079294508173.4,1.3.6.1.4.1.55648.5047814849634436516127079294508173/1.3.6.1.4.1.55648.5047814849634436516127079294508173.4.pkl
+,1.3.6.1.4.1.55648.3058215573468555769628172456772004/1.3.6.1.4.1.55648.3058215573468555769628172456772004.10,754,True,,732.1929088,0.000736952,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3058215573468555769628172456772004.10.1,20181212,,,947645124,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_114286272881828246,Patient_114286272881828246,M,056Y,79.37867485,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.249358,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.3058215573468555769628172456772004,1.3.6.1.4.1.55648.3058215573468555769628172456772004.10,10,1,1,-132.97517456272\-60.631908432346\-85.581084215697,0.99999998983951\3.309316597e-005\0.00013865722477\-5.91783e-008\0.97277663554898\-0.2317447244923,,,-97.28344726,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,622.0,336,721,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (5.2 ng/ml), please positive biopsy. C61. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 8.5 cc Gadavist was administered. FINDINGS: Prostate size: 4.5 [transverse] x 3.6 [AP] x 4.7 [CC] cm, about 40 cc in volume. Postbiopsy hemorrhage: A few tiny foci transition zone. Lesion : PI-RADS Assessment Category: 4 T2-weighted images: 3, noncircumscribed moderate hypodense nodule. Diffusion-weighted images: 3, focal moderate decreased ADC and mildly increased signal on ultra high b-value images.. Dynamic post-contrast images: Positive, early hyperperfusion, which bumps PI-RADS 3 to 4. Size: 5 x 4 mm as measured on image 14 of series 4, ADC. Location: Right posterolateral peripheral zone, base. Extra-prostatic extension: None Additional peripheral zone findings: Bilateral indistinct T2 hypointensity with diffuse pattern of mild hyperenhancement, favoring inflammation versus postbiopsy change. Additional transition zone findings: Heterogeneous and enlarged, consistent with BPH, distending the bladder neck with slight intravesical bulge. Bladder: Nondistended, limiting assessment for wall thickness, otherwise unremarkable. Seminal vesicle: Unremarkable. ----- Page Break ----- GI: Diffuse and mild submucosal fatty change along the rectosigmoid, without wall thickening or hyperenhancement or pericolonic inflammation, correlate clinically for significance such as sequela of prior colitis. Lymph nodes: No pathologically enlarged nodes. Osseous structures: No suspicious lesion. Mild heterogeneous subchondral marrow edema and enhancement along the bilateral SI joints, correlate clinically for sacroiliitis. Additional findings: None. ------------------------- IMPRESSION: 5 x 4 mm PIRADS 4 lesion at the right posterolateral peripheral zone, base. D40.0. Bilateral peripheral zone inflammatory versus postbiopsy change. BPH. N40.0 Correlate clinically for sacroiliitis. PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.3058215573468555769628172456772004/1.3.6.1.4.1.55648.3058215573468555769628172456772004.10,1.3.6.1.4.1.55648.3058215573468555769628172456772004/1.3.6.1.4.1.55648.3058215573468555769628172456772004.10.pkl
+,1.3.6.1.4.1.55648.7068742580060705453169177884200608/1.3.6.1.4.1.55648.7068742580060705453169177884200608.3,34,True,,26.47196364,0.000260353,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7068742580060705453169177884200608.3.34,20190520,183753.593,183802.2575,547698534,MR,Siemens,AX PD FS,Aera,Patient_1978489310980615059,Patient_1978489310980615059,F,015Y,72.57478843,,HIP,SE,SK\SP\OSP,FS,2D,*tse2d1_9,3.0,3500.0,38.0,1,63.67634,1H,1.0,1.5,3.0,397,9.0,100,100.0,110.0,syngo MR E11,AX PD FS,Body,256\0\0\256,COL,160,FFS,1.3.6.1.4.1.55648.7068742580060705453169177884200608,1.3.6.1.4.1.55648.7068742580060705453169177884200608.3,3,1,34,-42.409637451172\-84.578313350677\-50.22289276123,1\0\0\0\1\0,,,-50.22289276,1,MONOCHROME2,256,256,0.703125\0.703125,16,12,11,0,0.0,561.0,215,508,,,,,,,,,,,,,,,,,,,,"PHI.5 T LEFT HIP NON CONTRAST History: Right hip pain. The patient provides a history of injury on MM/DD/YYYY. History of seropositive JRA. M25.552 M08.052 Comparison PHI: MR examination of the contralateral hip from the same day. Pelvis and bilateral hip radiographs from PHI/DD/YYYY. Bilateral hip MR examinations from PHI/DD/YYYY. Technique: The left hip was imaged in a 1.5 Tesla high field magnetic resonance imaging unit. Bilateral field-of-view coronal STIR images were obtained together with unilateral field-of-view coronal fat-saturated proton density images; axial fat-saturated proton density images; sagittal proton density images; and oblique axial proton density images created parallel to the long axis of the acetabular fossa. Findings: The skin and subcutis are unremarkable. Active inflammatory synovitis in both hips has improved markedly since the MM/DD/YYYY MR examination. There is only a small amount of residual synovitis in both hips, slightly more so on the left. See coronal images 13-15 of series 3. No bursal effusion is visualized. The visualized muscle-tendon units are unremarkable. There is no evidence of stress injury, fracture, osteonecrosis, osteomyelitis or osseous neoplasm. No morphologic changes of developmental dysplasia are visualized in either hip. Coronal images 18-19 of series 4 demonstrate a small developing tear in the anterosuperior labrum of the left acetabulum. This is new compared to the previous study. ----- Page Break ----- A small chronic partial tear of the posterosuperior labrum of the contralateral (right) acetabulum is visualized to limited extent on coronal image 13 of series 3, but is better seen on the concurrent right hip MR images. This finding is less conspicuous in the absence of significant joint fluid. It is either unchanged, or slightly healed in the interval. There are no morphologic changes to suggest femoroacetabular impingement. Generalized articular cartilage thinning in the left hip joint is unchanged compared to the prior study. Again noted is partial lumbarization of the S1 sacrum. The visualized neurovascular structures are unremarkable. No extrapelvic soft tissue mass or fluid collection is visualized. The visualized pelvic visceral structures demonstrate no non-contrast MR abnormality. ------------------------- IMPRESSION: Small developing tear in the anterosuperior labrum of the left acetabulum, new compared to the prior study from PHI/DD/YYYY. Marked reduction in active synovitis at the hips since the previous study from PHI/DD/YYYY. Articular cortical thinning in the left hip joint is unchanged. A small chronic partial tear of the posterosuperior labrum of the right acetabulum is either unchanged or slightly healed in the interval since the previous study. See description above. Partial lumbarization of the S1 sacrum. S73.192A M25.452 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",18,1.3.6.1.4.1.55648.7068742580060705453169177884200608/1.3.6.1.4.1.55648.7068742580060705453169177884200608.3,1.3.6.1.4.1.55648.7068742580060705453169177884200608/1.3.6.1.4.1.55648.7068742580060705453169177884200608.3.pkl
+,1.3.6.1.4.1.55648.5269066692623881444812628513989006/1.3.6.1.4.1.55648.5269066692623881444812628513989006.12,64,True,,59.0934248,0.000346184,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.5269066692623881444812628513989006.12.64,20200416,,125526.8825,504694441,MR,Siemens,SAG 3D CEMRA PA_TTC=18.6s,Aera,Patient_5133533234623935137,Patient_5133533234623935137,F,059Y,99.79033409,,HEART,GR,SP,PFP,3D,*fldyn3d1,1.200000048,3.15,1.19,1,63.676374,1H,1.0,1.5,,186,0.0,90,81.25,600.0,syngo MR E11,SAG 3D CEMRA PA,Body,0\320\234\0,ROW,30,HFS,1.3.6.1.4.1.55648.5269066692623881444812628513989006,1.3.6.1.4.1.55648.5269066692623881444812628513989006.12,12,5,64,42.704471945763\-169.40947914124\214.89683360606,0\1\0\0\0\-1,,,42.70447195,1,MONOCHROME2,320,260,1.15625\1.15625,16,12,11,0,0.0,259.0,123,315,,,,,,,,,,,,,,,,,,,,"MRA CHEST WITHOUT/WITH CONTRAST History: Status post pulmonary valve-Dacron graft repair for pulmonary aneurysm, new onset SOB, abnormal echocardiogram with pulmonary valve stenosis or regurgitation. I37.0 I28.1 Technique: Contrast enhanced 4-D time resolved dynamic MRA of the pulmonary artery/aorta was performed on a 1.5 Tesla LASTNAME FIRSTNAME magnet, in conjunction cardiac MRI, with postcontrast axial T1 weighted imaging added through the chest. 15 cc Gadavist was administered. Comparison: CTA dated MM/DD/YYYY. Findings: Pulmonary artery: Due to metallic artifact from pulmonary valve replacement, evaluation for pulmonary root/sinotubular junction is limited, contour irregularity and a new right anterior outpouching right above the metallic strut, about 1.2 x 1 in length and diameter representing a tiny aneurysm, confirmed on long axis sagittal cine imaging, not seen on CTA. Short pulmonary trunk measures 2.2 cm in diameter, contiguous to left pulmonary artery with contour irregularity along the left lateral wall of the distal trunk to proximal left PA as on CTA. Unchanged left PA, 2.3 cm proximally, 1.6 cm distally at the hilar anastomosis. Unchanged right PA origin/anastomotic stenosis, 1.3 cm, with slightly further increased poststenotic dilatation 2.8 cm, previously 2.6 cm. Aorta: Normal thoracic aorta, 2.6 cm in maximal short axis diameter at mid ascending segment, 2.3 cm at the distal arch, 2.1 cm at mid descending aorta. No coarctation. Normally located right and left coronary artery origin. Widely patent arch great arteries origins and fully included left CCA to bifurcation and ----- Page Break ----- proximal innominate artery without focal stenosis. Also widely patent left subclavian artery with a focal artifactual signal dropout just beyond the vertebral artery origin due to crossing venous contrast. Patent visualized portion of the left vertebral artery. Descending aorta tapers towards abdominal aorta without aneurysm. Widely patent origins to proximal portion of the celiac artery, SMA and bilateral renal arteries. Mediastinum/lungs: Screening reveals no gross abnormality. No mediastinal or hilar adenopathy. No pleural effusion. Median sternotomy wire artifact. Thyroid: PHI seen without obvious nodule. Liver: Partially seen posterior right lobe cyst. ------------------------- IMPRESSION: Status post PVR and pulmonary trunk to LDoctors. NAME graft repair as detailed above. Tiny 1.2 x 1 cm right anterior anastomotic aneurysm just above the metallic strut. Unchanged RPA origin/anastomotic stenosis with slightly increased poststenotic dilatation than on CTA. Unchanged LPA. Normal thoracic aorta and widely patent arch great arteries. Please refer to MRI HEART report for PV and ventricular function assessment. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",2,1.3.6.1.4.1.55648.5269066692623881444812628513989006/1.3.6.1.4.1.55648.5269066692623881444812628513989006.12,1.3.6.1.4.1.55648.5269066692623881444812628513989006/1.3.6.1.4.1.55648.5269066692623881444812628513989006.12.pkl
+,1.3.6.1.4.1.55648.073204126450249642224040770721883/1.3.6.1.4.1.55648.073204126450249642224040770721883.6,25,True,,23.99120831,0.000154018,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.073204126450249642224040770721883.6.25,20200127,151401.306,151240.9225,414938285,MR,Siemens,AX PD,Aera,Patient_4815454299636923297,Patient_4815454299636923297,F,061Y,56.69905346,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_16,4.0,3000.0,43.0,1,63.672933,1H,1.0,1.5,4.4,432,16.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.073204126450249642224040770721883,1.3.6.1.4.1.55648.073204126450249642224040770721883.6,6,1,25,-119.98893848697\-16.714887609327\-116.98228208034,0.99675987890549\-0.0346334045869\0.0725966327802\-1.4452035e-008\0.90255338358548\0.43057797177561,,,-88.41563408,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,2998.0,989,2143,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain M79.604 Right Leg Pain TECHNIQUE: MRI of the lumbar spine was performed 1.5 Tesla high field magnetic resonance imaging unit with multiple sequences in sagittal and axial planes. COMPARISON: MONTH MM, YYYY FINDINGS: Vertebral body heights are maintained. There is dextrocurvature of the lumbar spine. The bone marrow signal is unremarkable. Multilevel disc desiccation is seen. Conus medullaris terminates at the L1 level, and demonstrates normal signal. There is no abnormal thickening of the cauda equina nerve roots. At T12-L1, there is no significant disc herniation, central spinal canal stenosis or neural foraminal narrowing. At L1-L2, there is a disc bulge without sequelae, unchanged. At L2-L3, there is a disc bulge with mild facet arthropathy without sequelae, unchanged. At L3-L4, there is a disc bulge with mild bilateral facet arthropathy and ligamentum flavum hypertrophy resulting in mild bilateral neural foraminal narrowing and mild central canal stenosis. At L4-L5, there is a diffuse disc bulge, asymmetric to the right with mild bilateral facet arthropathy and ligamentum flavum hypertrophy with moderate right and mild left neural foraminal narrowing and mild central canal stenosis. Disc abuts the exiting right L4 and traversing bilateral L5 nerve roots, unchanged. ----- Page Break ----- At L5-S1, there is a disc bulge with moderate bilateral facet arthropathy without significant central canal stenosis or neural foraminal narrowing. The paravertebral soft tissues are unremarkable. ------------------------- IMPRESSION: Multilevel disc disease and osteoarthritic changes worst at L4-5 are not significantly changed since the prior exam. Dextrocurvature of the lumbar spine. Degeneration lumbar spine, M51.36 Facet arthritis of lumbar region, M47.816 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",96,1.3.6.1.4.1.55648.073204126450249642224040770721883/1.3.6.1.4.1.55648.073204126450249642224040770721883.6,1.3.6.1.4.1.55648.073204126450249642224040770721883/1.3.6.1.4.1.55648.073204126450249642224040770721883.6.pkl
+,1.3.6.1.4.1.55648.6874287838383806137292144441571427/1.3.6.1.4.1.55648.6874287838383806137292144441571427.14,120,True,,116.6026275,0.000176907,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6874287838383806137292144441571427.14.1,20180721,,100906.3325,909937769,MR,Siemens,COR 3D POST 1 THINS,Skyra,Patient_3570218433945994630,Patient_3570218433945994630,M,017Y,81.64663699,,PELVIS,GR,SP,,3D,*fl3d1,1.200000048,3.23,1.23,1,123.205268,1H,1.0,3.0,,263,0.0,75,100.0,1185.0,syngo MR E11,COR 3D POST 1,Body,0\352\264\0,ROW,28,FFS,1.3.6.1.4.1.55648.6874287838383806137292144441571427,1.3.6.1.4.1.55648.6874287838383806137292144441571427.14,14,1,1,-208.17598938942\-58.544285202026\164.06701269746,1\0\0\0\0\-1,,,-58.5442852,1,MONOCHROME2,352,352,1.1931818723679\1.1931818723679,16,12,11,0,0.0,501.0,149,380,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRA-3T PELVIS PRE AND POST IV CONTRAST, MRA-3T ABDOMEN POST IV CONTRAST History: Erectile dysfunction. Technique: Multisequence, multiplanar MR imaging of the abdomen and pelvis obtained of the angiographic technique. Imaging is performed before and after administration of IV 10 cc contrast. Imaging is performed on a three Tesla magnet. Comparison: None available. Findings: There is arterial enhancement along the base of the penis likely representing deep circumflex artery as well as the dorsal aspect of the penis likely the dorsal penile artery (series 23 image 32) with as expected increased prominence of the arterial enhancement at the penile base. There is no enhancement of corpus spongiosum on this arterial phase exam although normal spongy of some enhancement as noted on venous phase examination. Aorta: No aortic aneurysm. Right Extremity: Iliac Artery: Patent at its origin with patent external and internal iliac branches. . No acute fracture. Left Extremity: Iliac Artery: Patent at its origin with patent external and internal iliac branches. . No acute fracture. Visceral organs: Prostate measures up to 2.4 cm transverse dimension, within normal limits. This examination is not tailored to evaluate the prostate. There is normal enhancement of the arterial vasculature ----- Page Break ----- ------------------------- IMPRESSION: 1. Normal arterial, venous phase penile enhancement. 2. Normal arterial and pelvic vasculature. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",62,1.3.6.1.4.1.55648.6874287838383806137292144441571427/1.3.6.1.4.1.55648.6874287838383806137292144441571427.14,1.3.6.1.4.1.55648.6874287838383806137292144441571427/1.3.6.1.4.1.55648.6874287838383806137292144441571427.14.pkl
+,1.3.6.1.4.1.55648.4244803343370615276427511843470100/1.3.6.1.4.1.55648.4244803343370615276427511843470100.3,78,True,,74.69579887,0.000285387,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\DIS2D\DFC,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4244803343370615276427511843470100.3.1,20180711,,,398320213,MR,Siemens,AX DWI_TRACEW_DFC_MIX,Skyra_fit,Patient_7057627459412493482,Patient_7057627459412493482,M,071Y,106.5942205,,PELVIS,EP,SK\SP,PFP\SAT2\SFS,2D,*ep_b50t,3.0,4200.0,61.0,4,123.230214,1H,1.0,3.0,3.0,108,54.0,100,101.4492754,1450.0,syngo MR E11,AX DWI,Body,138\0\0\140,COL,90,FFS,1.3.6.1.4.1.55648.4244803343370615276427511843470100,1.3.6.1.4.1.55648.4244803343370615276427511843470100.3,3,1,1,-119.56755402536\-100.14927594051\-49.307612184418,0.99999995162481\-7.5271554e-005\-0.000301802209\2.7353175e-008\0.97029903050493\-0.2419086426757,,,-72.10729138,1,MONOCHROME2,140,138,1.7391303777695\1.7391303777695,16,12,11,0,0.0,73.0,35,92,4.0,,,,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT CONTRAST HISTORY: Prostate cancer. Elevated PSA (22 ng/ml). Indeterminate radiotracer uptake at the superior left SI joint on bone scan. C61. R97.2 . TECHNIQUE: Multi-parametric noncontrast prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and large field-of-view T1-weighted and T2-weighted fat-suppressed through the pelvis. FINDINGS: Prostate size: 4.9 [transverse] x 4.1 [AP] x 4.7 [CC] cm, about 49 cc in volume. Lesion Localization: PI-RADS Assessment Category: 5 T2-weighted images: 5, circumscribed moderate hypodense mass, .5 cm Diffusion-weighted images: 5, marked decreased ADC and markedly increased signal on the ultra high b-value images Dynamic post-contrast images: n/a Size: 3 x 1.5 cm as measured on image 12 of series 4, ADC, up to 4 cm in craniocaudal length. Location: throughout the posteromedial to posterolateral left peripheral zone, left central zone and posteromedial right peripheral zone. Extra-prostatic extension: Left neurovascular bundles and probably the right at apex as well. The lesion is against and inseparable from the anterior wall of the rectum, serosal layer infiltration cannot be excluded. Probable early infiltration of the left seminal vesicle. Additional peripheral zone findings: Bilateral linear and wedge-shaped fibrosis. Additional transition zone findings: Mildly enlarged and heterogeneous, consistent with BPH, distending the bladder neck with slight intravesical extension. ----- Page Break ----- Bladder: Unremarkable.. Seminal vesicle: Unremarkable right seminal vesicle. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: Extensive heterogeneous marrow low signal on T1-weighted imaging throughout the entire pelvic bones, with appearance in the left posterior ilium, the right ilia crest and bilateral inferior ramus suspicious for diffuse marrow infiltration by metastatic disease, although not confirmed on T2 FS sequence and limited assessment without contrast enhanced imaging, Paget's disease cannot be excluded. Additional findings: Small bilateral inguinal fat hernia.. ------------------------- IMPRESSION: 3 x 1.5 x 4 cm PIRADS 5 aggressive-appearing large lesion extends throughout base to apex of the left posterior peripheral zone to right posteromedial peripheral zone and left central zone, with extra-prostatic extension extension to infiltrate the bilateral neurovascular bundles, left seminal vesicle and cannot exclude serosal infiltration of the anterior rectal wall. C61 Suspicion of extensive bone marrow infiltration by metastatic disease, limited assessment without contrast enhanced imaging. Recommend to confirm by bone PET. PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.4244803343370615276427511843470100/1.3.6.1.4.1.55648.4244803343370615276427511843470100.3,1.3.6.1.4.1.55648.4244803343370615276427511843470100/1.3.6.1.4.1.55648.4244803343370615276427511843470100.3.pkl
+,1.3.6.1.4.1.55648.8486811198936928156093408749391078/1.3.6.1.4.1.55648.8486811198936928156093408749391078.4,140,True,,132.2297149,0.000180244,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8486811198936928156093408749391078.4.1,20181124,140234.519,140100.7675,800802103,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_8776789440309494541,Patient_8776789440309494541,F,058Y,77.11071271,,HEAD,GR,SP,PFP\SAT1,3D,*fl3d1r_t70,0.599999964,28.0,7.15,1,63.676749,1H,1.0,1.5,19.2,255,1.0,100,100.0,120.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.8486811198936928156093408749391078,1.3.6.1.4.1.55648.8486811198936928156093408749391078.4,4,1,1,-75.926675134825\-108.03586666621\-60.772885395454,0.9933727655838\0.1091870802862\0.03589888709934\-0.1149371506363\0.94367635931548\0.31026501619211,,,-23.98916716,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,634.0,127,324,,,,,,,,,,,,,,,,,,,,MRA-HEAD NON CONTRAST HISTORY: G45.0 Vertebro-basilar artery syndrome R26.2 Difficulty Walking Technique: Diffusion weighted imaging of the brain and 3D time-of-flight MRA of the head was performed without the administration of intravenous contrast. Findings: There is significant susceptibility artifact from prior cervical fusion which limits evaluation. Anterior circulation: Normal flow related signal is identified in intracranial segment of both internal carotid arteries and their major branches. There is no grossly stenotic or occlusive lesion. There is no evidence of aneurysm. Posterior circulation: There is normal flow related signal identified in the vertebrobasilar system. There is no grossly stenotic or occlusive lesion. There is no evidence of aneurysm. There is a dominant left vertebral artery. ------------------------- IMPRESSION: Normal MRA of the brain. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,34,1.3.6.1.4.1.55648.8486811198936928156093408749391078/1.3.6.1.4.1.55648.8486811198936928156093408749391078.4,1.3.6.1.4.1.55648.8486811198936928156093408749391078/1.3.6.1.4.1.55648.8486811198936928156093408749391078.4.pkl
+,1.3.6.1.4.1.55648.0693001464454277001741773234661736/1.3.6.1.4.1.55648.0693001464454277001741773234661736.7,40,True,,30.26174474,0.000172615,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0693001464454277001741773234661736.7.40,20190504,,92317.86,656220196,MR,Siemens,AX PD FS,Skyra,Patient_9871586397438249343,Patient_9871586397438249343,M,061Y,86.18256126,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.23073,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.0693001464454277001741773234661736,1.3.6.1.4.1.55648.0693001464454277001741773234661736.7,7,1,40,-153.09793068529\-98.508825181869\-54.057983398438,0.99999390765706\-0.0034906516235\0\0.00349065162353\0.99999390765706\0,,,-54.0579834,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1159.0,646,1291,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: Knee pain laterally at the distal patellar tendon COMPARISON: None TECHNIQUE: The right knee was imaged in a 3 Tesla magnet. Fat-saturated proton density images were obtained in the axial, coronal and sagittal planes together with sagittal proton density images. FINDINGS: Soft tissue swelling identified particularly anterior to the patella and patellar tendon There is physiologic joint fluid. No popliteal cyst is visualized. There is no evidence of stress injury, fracture, osteonecrosis or osseous neoplasm. No arthritic changes are visualized. Mild degenerative changes of the medial meniscus without evidence of meniscal tear Mild degenerative changes of the lateral meniscus without evidence of meniscal tear The ACL is unremarkable. The PCL is unremarkable. The collateral ligaments are unremarkable. The iliotibial band, fibular collateral ligament and biceps femoris tendon are ----- Page Break ----- unremarkable. The popliteus muscle-tendon unit is unremarkable. The distal quadriceps tendon is normal in appearance. There is some signal alteration identified in the proximal patellar tendon just at the attachment of the patella. In addition mild signal alteration extends along the posterior aspect of the patellar tendon. As described above there is mild infiltration of the adjacent fat. Correlation recommended for the presence of patellar tendinitis/tendinosis the distal attachment of the patellar tendon is otherwise normal. ------------------------- IMPRESSION: Patellar tendons signal alteration as described with some surrounding soft tissue swelling. Correlate for patellar tendinitis/tendinosis Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",23,1.3.6.1.4.1.55648.0693001464454277001741773234661736/1.3.6.1.4.1.55648.0693001464454277001741773234661736.7,1.3.6.1.4.1.55648.0693001464454277001741773234661736/1.3.6.1.4.1.55648.0693001464454277001741773234661736.7.pkl
+,1.3.6.1.4.1.55648.1571580493340976168277564974829885/1.3.6.1.4.1.55648.1571580493340976168277564974829885.11,50,True,,38.93489003,0.000853062,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1571580493340976168277564974829885.11.1,20191126,95608.203,95544.9325,279338679,MR,Siemens,AX DWI_TRACEW,Amira,Patient_6971296943656315046,Patient_6971296943656315046,M,012Y,68.03886416,,HEAD,EP,SK\SP,PFP\FS,2D,*ep_b0,5.0,5700.0,115.0,2,63.676755,1H,1.0,1.5,6.0,143,71.0,100,100.0,815.0,syngo MR E11,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.1571580493340976168277564974829885,1.3.6.1.4.1.55648.1571580493340976168277564974829885.11,11,1,1,-96.076866196111\-137.25470135109\-63.202201027698,0.9914095745034\0.13007163794992\-0.0137267834544\-0.1303455634462\0.99123728758885\-0.0214166706889,,,-67.38124351,1,MONOCHROME2,192,192,1.1979166269302\1.1979166269302,16,12,11,0,0.0,820.0,283,642,,,,,,,,,,,,,,,,,,,,"MRI-BRAIN NON CONTRAST HISTORY: G40.909 Epilepsy, unsp, not intractable, without status epilepticus COMPARISON: None available. TECHNIQUE: Multisequence multiplanar MRI of the brain was obtained on a 1.5 Tesla high field wide bore magnet. High-resolution sequences through the temporal lobes were also obtained. FINDINGS: Brain parenchyma: There is no evidence of a recent infarct, hemorrhage, mass or mass effect. There is no signal abnormality or volume loss involving either mesial temporal lobe. There is no evidence of heterotopia or focal cortical dysplasia. Extraaxial spaces: Unremarkable. Ventricles and sulci: Normal for age. Major cerebral vessels: Blood flow is preserved. Paranasal sinuses: Clear. Tympanomastoid air cells: There is trace fluid in the right mastoid air cell complex. Orbits: Unremarkable. ------------------------- IMPRESSION: Normal brain MRI with particular attention to the mesial temporal lobes. ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.1571580493340976168277564974829885/1.3.6.1.4.1.55648.1571580493340976168277564974829885.11,1.3.6.1.4.1.55648.1571580493340976168277564974829885/1.3.6.1.4.1.55648.1571580493340976168277564974829885.11.pkl
+,1.3.6.1.4.1.55648.0855209978727134576729064235305432/1.3.6.1.4.1.55648.0855209978727134576729064235305432.5,25,True,,18.04607201,0.000184298,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0855209978727134576729064235305432.5.25,20190129,110007.866,105838.93,508144412,MR,Siemens,AX PD,Aera,Patient_1980839102425554317,Patient_1980839102425554317,F,071Y,81.64663699,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,43.0,1,63.673133,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.0855209978727134576729064235305432,1.3.6.1.4.1.55648.0855209978727134576729064235305432.5,5,1,25,-106.03001184538\-10.734791331787\-101.40069123515,0.99875087549069\-0.0287437120773\0.04087160044082\-4.8647569e-008\0.81797333926236\0.57525613100252,,,-71.37392631,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,2583.0,1017,2125,4.0,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST History: M54.5 Lower Back Pain Technique: Sagittal T1, STIR and T2 weighted images were supplemented by axial proton density images through the disc spaces. This study was performed on a 1.5 Tesla system. Findings: Vertebral body heights: Maintained. Alignment: Normal lumbar lordosis is maintained. There is trace anterolisthesis of L5 on S1. There is mild dextroscoliosis. Marrow signal: There is no acute compression fracture. Modic type I degenerative endplate signal changes at L2-L3 and L3-L4 level. Modic type II degenerative endplate signal changes at L4-L5 level. Spinal canal: The conus medullaris and nerve roots of the cauda equina are normal. Paravertebral soft tissues: Mild fatty atrophic changes within posterior paraspinal musculature. Discs: There is multilevel disc desiccation. Moderate to severe disc height loss at L4-L5 level. T12-L1: Evaluated and sagittal images. There is small central extradural disc herniation without significant spinal canal stenosis. No significant foraminal narrowing. L1-2: There is disc bulge and a right paracentral small disc protrusion. There is mild bilateral facet arthropathy. No significant spinal canal or foraminal stenosis. L2-3: There is mild disc bulge and bilateral facet arthropathy. No significant spinal canal stenosis. There is bilateral lateral recess and mild bilateral foraminal narrowing. ----- Page Break ----- L3-4: There is disc bulge and mild bilateral facet arthropathy. There is no significant spinal canal stenosis. There is bilateral lateral recess narrowing. There is mild left and moderate right foraminal narrowing. L4-5: There is no disc herniation. However there is prominent posterior osteophytes combined with facet arthropathy contributing to bilateral lateral recess narrowing with indentation upon descending both L5 nerve roots. There is mild bilateral foraminal narrowing. Facet arthropathy mildly contacting the exiting right L4 nerve root. No significant spinal canal stenosis. L5-S1: There is anterolisthesis with uncovering disc material. There is central annular fissure. There is right foraminal disc protrusion narrowing the inferior aspect of the right neural foramen and contacting the exiting right L5 nerve root. There is bilateral facet arthropathy. No significant spinal canal or left foraminal narrowing. ------------------------- IMPRESSION: There is anterolisthesis of L5 on S1 and mild dextroscoliosis. Right foraminal disc protrusion at L5-S1 level narrowing the inferior aspect of the right neural foramen and contacting the exiting right L5 nerve root. Diffuse disc bulge and facet arthropathy at the L3-L4 level contributing to bilateral lateral recess narrowing and indentation upon descending both L4 nerve root. Endplate osteophytes and bilateral facet arthropathy at L4-L5 level contributing to bilateral lateral recess narrowing with indentation upon the descending both L5 nerve roots. ICD 10 Codes: Herniated disc L5-S1 level. M51.27 Degeneration L1-L5. M51.36 Lumbar facet degeneration. M47.816 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ----- Page Break -----",-1,1.3.6.1.4.1.55648.0855209978727134576729064235305432/1.3.6.1.4.1.55648.0855209978727134576729064235305432.5,1.3.6.1.4.1.55648.0855209978727134576729064235305432/1.3.6.1.4.1.55648.0855209978727134576729064235305432.5.pkl
+,1.3.6.1.4.1.55648.1457376002195167663346207206820530/1.3.6.1.4.1.55648.1457376002195167663346207206820530.3,45,True,,38.96364927,0.000388861,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1457376002195167663346207206820530.3.45,20190601,,93950.3775,760785159,MR,Siemens,AX PD FS,Skyra,Patient_2533017620561732107,Patient_2533017620561732107,M,050Y,81.64663699,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.260087,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.1457376002195167663346207206820530,1.3.6.1.4.1.55648.1457376002195167663346207206820530.3,3,1,45,-145.51495707541\-78.191002177412\-87.681761311649,0.99768151858889\-0.0662348365064\-0.0156375797083\0.06626593600403\0.9978009018748\0.00147849360516,,,-89.73083054,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1851.0,641,1314,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: Knee pain for one week after playing basketball COMPARISON: No prior MRI is available for comparison TECHNIQUE: The right knee was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Fat-saturated proton density images were obtained in the axial, coronal and sagittal planes together with sagittal proton density images. FINDINGS: There is moderate anterior subcutaneous edema. There is a small joint effusion. No popliteal cyst is visualized. There is ill-defined bone edema involving the medial aspect of the medial tibial plateau. There is a full-thickness linear fissure involving the posterior weightbearing aspect of the lateral femoral condyle. (Series #6/image #PHI) There is a large osteochondral defect involving the anterior aspect of lateral femoral condyle with full-thickness cartilage thinning, subcortical cystic change and minimal edema. The paucity of edema suggests a chronic process. There is a complex tear involving the posterior horn and body of the medial meniscus with a large flap tear along the inferior surface of the posterior horn and radial tearing of the free edge of the meniscal body. The lateral meniscus is unremarkable in PHI appearance, without evidence of degeneration or tear. ----- Page Break ----- The ACL is unremarkable. The PCL is unremarkable. The collateral ligaments are unremarkable. The iliotibial band, fibular collateral ligament and biceps femoris tendon are unremarkable. The popliteus muscle-tendon unit is unremarkable. There is distal quadriceps tendinosis. The quadriceps and patellar tendons are intact. The retropatellar surface is intact. ------------------------- IMPRESSION: Complex tear involving the posterior horn and body of the medial meniscus with ill-defined bone edema in the subjacent medial tibial plateau Large chronic osteochondral defect involving the anterior aspect of the lateral femoral condyle There is a full-thickness linear fissure involving the posterior weightbearing aspect of the lateral femoral condyle Distal quadriceps tendinosis Medial meniscal tear - complex, S83.231A Articular cartilage abnormality, M23.91 Quadriceps tendinosis, M76.899 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",23,1.3.6.1.4.1.55648.1457376002195167663346207206820530/1.3.6.1.4.1.55648.1457376002195167663346207206820530.3,1.3.6.1.4.1.55648.1457376002195167663346207206820530/1.3.6.1.4.1.55648.1457376002195167663346207206820530.3.pkl
+,1.3.6.1.4.1.55648.8261353259717895327546168289419061/1.3.6.1.4.1.55648.8261353259717895327546168289419061.6,176,True,,175.507376,0.000173569,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8261353259717895327546168289419061.6.176,20190626,,131310.5825,573704139,MR,Siemens,SAG 3D FLAIR,Skyra,Patient_3372298506819891436,Patient_3372298506819891436,F,031Y,65.77090202,,ORBIT,SE\IR,SK\SP\MP,IR\PFP,3D,*spcir_284ns,1.199999928,5000.0,394.0,1,123.200186,1H,1.0,3.0,,213,256.0,100,100.0,780.0,syngo MR E11,SAG 3D FLAIR,Body,0\256\256\0,ROW,120,HFS,1.3.6.1.4.1.55648.8261353259717895327546168289419061,1.3.6.1.4.1.55648.8261353259717895327546168289419061.6,6,1,176,96.226486418127\-160.51098561111\94.278337394952,-0.0389872793419\0.96624141337803\0.25467140224756\0.0701572502444\0.25688314108858\-0.9638926351325,,,100.0871972,1,MONOCHROME2,512,512,0.48828125\0.48828125,16,12,11,0,0.0,9.0,4,9,,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN AND ORBITS PRE AND POST IV CONTRAST HISTORY: G35 Multiple sclerosis Technique: Multiplanar, multisequence MR imaging of the brain was performed with and without 6 cc Gadavist. Findings: Comparison: Serial MR brain most recent MM/DD/YYYY Brain: There is redemonstration of chronic demyelinating plaques involving the periventricular white matter adjacent to the temporal horn and occipital horn of the left lateral ventricle, left internal and external capsules, medial left inferior parietal lobe subcortical white matter and the subcortical white matter of the right temporal lobe. There is no significant change in size or distribution of the lesions.There are no enhancing lesion to suggest active demyelination. No acute intracranial hemorrhage or infarct. No mass lesion or midline shift. No extraaxial fluid collection. No diffusion weighted abnormality. Ventricles: The ventricles, sulci, and cisterns are normal in caliber for patient's age without evidence for hydrocephalus. Flow voids: The flow voids at the skull base are unremarkable. Extra-axial spaces:There is no extra-axial collection or extra-axial mass. Extracranial findings: There is mild mucosal thickening involving the right sphenoid sinus, slightly worse since prior examination. There is an opacified left-sided ethmoid air cell, unchanged. The remaining paranasal sinuses are clear. The mastoid air cells are well pneumatized. The craniocervical junction is within normal limits. ------------------------- IMPRESSION: ----- Page Break ----- Stable white matter lesion burden in a distribution compatible with known history of multiple sclerosis. No enhancing lesion to suggest active demyelination. Orbits within normal limits. Slight interval worsening of mild right sphenoid sinusitis. Findings compared with most recent study MRI brain MM/DD/YYYY. ICD 10 - Multiple Sclerosis G35 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",43,1.3.6.1.4.1.55648.8261353259717895327546168289419061/1.3.6.1.4.1.55648.8261353259717895327546168289419061.6,1.3.6.1.4.1.55648.8261353259717895327546168289419061/1.3.6.1.4.1.55648.8261353259717895327546168289419061.6.pkl
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/environment.json b/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/environment.json
new file mode 100644
index 00000000000..4c7d84caaad
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/environment.json
@@ -0,0 +1,4 @@
+{
+    "AZURE_OPENAI_API_KEY": "",
+    "AZURE_OPENAI_ENDPOINT": ""
+}
\ No newline at end of file
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam-parameter-detection.ipynb b/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam-parameter-detection.ipynb
new file mode 100644
index 00000000000..f60e27e98f5
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam-parameter-detection.ipynb
@@ -0,0 +1,8673 @@
+{
+ "cells": [
+  {
+   "attachments": {
+    "image.png": {
+     "image/png": 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//fWXmf2Hd7XxDBvNgQAItAYBeFczv/ORDQRAAAQEI0AsBBMNuSDQiACxaJTsjAmVlZWZmZnh4eFubm4cCxFNnDgxIyPjzz//NE0E3rU1ptGoEwRAwMYE4F1Nf9XjLAiAAAiISoBYiKoeukGggQCxaPgN/68noNVqDx48OHv2bA8PD4an/seYMWM2btx48+ZNWUbwrjaeYaM5EACB1iAA7yr7DY9EEAABEBCeALEQvhvogNMTYB9kcnoMTQIoLCyMiYnx9vbmoIgoMDBw5cqV58+fNywD79oa02jUCQIgYGMC8K6GX+w4BgEQAAHHIUAsHKc/6ImzEmAfZHhXU5f/7du3lZWVx48fX7BggaGJ7dq169ChQ4cPH15dXd3gXfGOHOzVBAIgIDAB7DNsajDAORAAARAQlwCxEFc/lDsPgaysrAMHDjTVX2LR1FnHSOfms7S09MaNGxcuXDh58uShQ4eys7PT0tLWr1+fkJAQExPzww8/TJky5T//+U9wcLCfn5+Xl1e3bt1cXV0//fRTjsjwZ5s2bQx/nT9/PryrjVeH0BwIgEBrEIB3dYxRD70AARAAAWMCxMI4Fb+DgPIIREdHT5o0qaamRlYasZA9pZzEFjefvNdm/nRxcXF3d+/Zs6evr+9XX33l7e3dsWNHXvbzzz/v2bOnwbor3pEj8IpTazgB1AkCYhHAPcPKGfigBARAAARakgCxaMkaUZdVBKqrqxMTE4uKikyUPnXq1KZNm16/fm0ijyindDpdbm7url27tFqtmZrt6F11Ol1NTU1FRcWjR49u3rxZVFR0+vTp/Pz8vLy8zMzMlJSUpKQkvuw5Z86ciIiICRMmfPvtt19//bWvr2/v3r27dOnSoUMH2ZVPsiQMzWdAQMDo0aPDwsJmzJgxf/78JUuWJCYmbt68OSMjIy8v7+jRo2fOnLly5UpJScnTp09fvXolvev17NmzUVFRnTp14i0HBASkpKQ8f/6cXwWsu4o1QYda0wTSbmdNWhaxpXiH6Ww463gEsO7Kv9LxEwRAAAQcjQCxcLRetXJ/ysrKhg8ffvjw4RZsp6ioqFu3bnPmzGnKy2m12jlz5nTr1s20v21BSa1a1cuXL0NCQgYNGvT48WNzGtLpdFFRUVasu2q12levXpWXl9+/f//69evnz58/efKkRqP59ddft2/fvnHjxjVr1ixdujQqKioyMjI8PPw///nP8OHDhw4d2r9//y+//LJTp07t2rWjFooWMZ/m4Gqcp6amJiMjY9SoUbwr7dq1i4yMPHHihFHOBu+KdVesuzoCgZjspUQ0ZcV0x/Nm6JFpAlh3Nfpux68gAAIg4CAEiIWDdMZW3SgoKCCi1NTUFmzwwIEDRBQdHd1UndzseXp6Xr9+vak8AqU/fvx40KBB/v7+FRUV5siuqamZxML0PcPffPPN4MGDvby8unfv7ubm9vnnn1MLRfv27Tt16tSzZ08fHx9/f/8RI0aEhoZOmTJl9uzZ0dHRy5YtS0xM3LRp044dO3JycjQazW+//XbhwoXr168/ePDg2bNn1dXV0sqnOf1twTxXrlyJi4uTXpMzaNCgX375pbS0VLYJeFfTE2JnPrvjwZ65WxfuerpPIAhTVkwnosjkeQJphtQWIQDvKvsNj0QQAAEQEJ4AsZDtRl1d3aVLlx4+fFhRUbFz586pU6fGxcUtWLAgOTm5urpatogQiTqd7vnz5/v371+2bFlcXFxubq6ld+Fy73rs2LEW7G9SUhIRmVhX5GaPiAoKClqwXXtVxdeZzbfiZnpXahSffPKJSqVSq9Wenp6+vr5ff/31t99+O2HChIiIiDlz5sTExCQkJHyAn5KSkpmZmZeXl5+ff/r06aKiolu3bpWWllZWVlr68bAXUqN2tVptTk7O+PHjOZI2bdpMmTJFo9EYZTP6Fd61RebNyqlkd/m++emL1p3d0nxJyw6tIqKY7KXNr8o2NeS80IycOZqIxs4LtU2LaEU5BOBdjb7b8SsIgAAIOAgBYiHbmYyMDJVKxTMY/czMzJQtosxEnU734MGD8+fPX7t2LSUlJTAw0Kg7sbGxFinPzs52d3cvLCy0qJSJzPx+YNPelZs97l3v3LkTGhp6/PhxE3Uq/BRfZ7bUu4aHh79580a2a8TizJkzly9fvnPnzp9//vnf//737du3spkdO/H27dsrVqzw8vLiTPr27btixYo7d+6Y0+sG74p35Ih0x2za7awhY7+as2VB3ssjhuYh7+WRiYu/J6Lgad/uqThoeMqKY+5dbbmGuePBnsBJQY37Zab4rLK8QaOGwLuaicvBsuF5V3O+8JEHBEAABMQjQCxkdZ88eTIgIGDEiBH+/v5EFBERodFojh8/XlZWptPpZIsoM7GiooJ3gfWVhgwZsmnTpvPnz1dUVJSVlUVFRVnqXVNTU803XeYw4YuKRDRjxoza2lrZInyxl3vm7OxsIvL29r527ZpsZuUnpqamEpGPj09JSYk5ajkiE/dUEwtzqnLgPBqNJjw8XHrzzYQJE3Jzcy26VxneVcQZ/LzUhUTUa1Dv9Hu7DfWn3s7sNai3d2D/tNtZhunWHXPvOnzat7E58ZMTpoVGh034aVJyUap1tZlTasWxpA4dXb/o7LZk33Jz8hvl2fFgT2+/+r/ghMVNNjqFXx2eALyrA4906BoIgIBTEyAWphFw15SdnW06m2LPvnjxYsSIEdwZlpSUNN94JyQk+Pn5lZeXt1SXJXdtwptxs8c9c11d3eHDhwMDAz/c+Cro0mJ0dDQRWfq8qwk+xKKlrohY9Tx69OiXX34ZOHAgh9CjR4+4uLirV69a0YsG74q9moRad72T1ffrfv/u2jHx92RDTxKze2n7L9rH5sQbJlp0nPtCs/L4L1PXzBo+7dsunl35B0z62cWz66JdSyyq0KLMeS+PrPlt/aDRfv2G+ex4+KtFZfe+yl93LqVzzy543tVSbo6RH/cMW/H9jyIgAAIg0PIEqqurz5w5c+nSpdu3b5eWllZUVDRzDxhiYVpoi98ia7q5j57VarWVlZVVVVXmu9CkpKQWXCmNjo4203TpdLqqqqrKysqmdg/mnZW8a3p6elPd5941ICCgsrKyqTwCpXPvKnsPcG1tbUVFxatXrwy7w7eqMrFCTiwMizjJ8cqVK6WdkEeNGpWZmdmcx9HhXQWduPNNiWZvmi/p3/V035CxX/Ub5rPzn64v94Vm58NfMx7nGt1gzAvuLt+348Ee6WxsTnzb9i78Hxf/2eervvPSon85u9mKm5C33szgC7aTE6atO5ciK0DS3/wD7l3btndJOLzGqLa8l0cyHufufPhr7guN0Sn86hgE4F2dZAREN0EABJROYNeuXSQXbdu2/fe//929e/c+ffoMHDgwMDBw1KhREyZMMNwHdc2aNcnJydu2bcvOzj5w4MDRo0fXrl3LKzPd7dTUVC8vr1u3bpnOJp3VarXv3r2TfuUHVVVVBQUF+Sya2uPUqEjjX2tra9PS0qQdU8eNG/fgwYPG2RqnpKamGr6Opba2trCwcOXKlaNHjx46dOjo0aOPHj1qwgnrdDrpMcs3b96Eh4d/1LvqdLqzZ89Kz9b27dtXo9FITfBHcPPz869fv15XV8e9q7e39927dyXxr1+/LiwsLCgoqKqq0uv13LvGx8dLlUg5a2pqrl27xm8NPXXqVHBwcHR0dHMMjFRzUwdv3rwxlMHXgYODg/muSP/5z3/y8/ON7Dr/ABQWFvKtj7h3zcrKMmyipqYmISHB1dWViFQq1ezZs6VdiDkiE3s7EwvD2pzkODQ0tFOnTlFRUefOnWt+l+FdBZ24J/6e/O+uHUfOHJ3TYMaW7l/RoaOr4eOpeyoORib/2LG7O/u3QoNG+xm++HRPxcHJ8VNdOtS/Eapte5eQ+eN3P9u/8VJan6/6DgkZGpUROy8tukNH15nr5sgiyq06vDg3/sMCadv2Ll90dhs85qu4vcsNneEvZzd38+rOm+ZNfBs5NvPPPNnaZBP3VByUPPOGC1sHjRoSMCnI8Dbp3KrD686lxO1dvqV4R97LI9y7Grn3vJdHVp74xcvfmyvp2qdbbM7Pkoted3aL/8TADRe2GgrIrTqceDp51A8h/b4Z0Kr3SBs2iuNmEoB3bf5wgBpAAARAoAUIHD9+PDg4mL98smfPnp07d1apVJ9++ilZG//3//7fD69mMa2sqWXG8vJybi3u3LkTEhKyY8cOnU5XXV0dHh5u9CjmyZMnPT09JY1Dhgy5efNm40br6upOnjwZHBzco0ePxu7r9evXUVFRRNS3b9+oqChuC6dOndrUA6KG9SckJLi7u0+bNi04OHjw4MHcHRGRh4eHn5+fWq0OCgriO8rym4prampiYmJ++OGH6upqnU6Xlpbm5uaWlpam0+kqKysDAgKGDBly7do1yY2XlJQYPlWo0+ny8vLUarWrq+vMmTMnTZrk6uoqWdPXr1/HxMTwfbBUKlV8fPyTJ0/8/f0NNxk+e/bsgAEDOLEBAwbcunWLe1dpk+Gamhrp/ufMzEz+HOyNGze8vevnZCqVavfu3RKBysrKJUuW9OjRw9/f/9SpU1K66QOtVnvnzp26ujqtVrt+/fqJEyeWlZXp9fqjR4+q1eq4uDjuTh88eDBu3DgutU+fPpwnEYWEhPD8Op1u37590l8cRo0a9eF26+joaKOV8IqKirCwMH4jcVRUlK+vLxFJXh3etamLVVJS0tR7g5oqYiId3rWZM2Z7Fd/58Nc+Q717+3ltL8ne+yp/d/k+/wmBX/r2Sr2VySXtfrZ/9Jz6f6dd+3QbPWccN2/Dvg/my6e7nu4bOWsMEX3R2a3XoN7c305LjDTsDreCst51S/GOQaP9+JdAF8+uvQb1/qKzGxENGjUk7U79o7YZj3N5hm8jx8bmxMftXf6fhRNdOrTrN8zH0HwaNseP91QcTC5Kza06vPdV/vL8tS4d2s3fHpN+b3e/YT68ubAl4dx57niwJ+C7b3iiS4d2c7Ys4IINNxnOe3kkOnPxF53dXDq0C4oY6T8h0KVDu25e3Tde3sabm71pfv1z+MG+0i3Km6+mc+VfdHYLXfSdWK8IaszTeVLgXU18z+MUCIAACNifQG1tbVVV1ZMnT0pKSq5fv37+/Pnffvvt8OHDubm5mZmZKSkp8fHxY8eO7dGjB8mFiQ6YeDdJdHR0eHh4dXV1bGwstxxlZWVxcXG8hZiYGL40x61OcHDw+fPnX716xW/+lIyc1HR1dfXcuXMN1RUUFGi1Wr7gqdPp1q1bR0Q//PDDX3/9pdfrq6urx48f/9H1T71ez1dKpZpdXV2nTJly5MgRaWWyrq6OPzVaUFDAV5iPHTvm7l6/OlFQUMD18w4+e/aMmyipNukgMDBQMuQXL17s0aPH0KFDi4uL9SySk5N5bVqtdunSpUQUGBi4Z8+etLS0FStWHDlyRK1WT5w4kZsQbkFdXV0XL1584MCBn3/++fDhw7NmzSIi6cU8qamp0v3D/IHknTt3jhw5Uq1Wf//992q1WnLCRn844Ok1NTWGZpuLNPp5/fp1Ly+vU6dOXb9+nf/pITU19dq1a9weS86Tr6CqVKqYmBi+pvr69eutW7d6eHgEBweXl5efOHFCrVZ7eHgkJSXl5OQsXrz49OnTI0eO7NWrl8RHq9XOmzdPpVKtXLmS/zHiyZMnQ4YMkXpRXl7u5+eHdVeja9TivzZ4V+wzLNLzrntf5ee80IyeM65DR9fl+Wv3vsrni66j54zjy7B5L49ErJpJRCNmjOJLnfV3FIcM7e3ntePBnryXR8KWhBtazY2Xt3Xz6m7o+qTHR40SuRcaOy/UcLW23jw/2z9rw9yO3d25O+W7Ln0V+rWh99vxYM+CHT/teLDHhKFadmhV197dNlys3xGKe9HJCdOGTQ5u295l6PiAzj27cLu+u3xf4KSg+i6M9ovJXjp1zazpSbPnbFnQtr3L6DnjpGXVNac2uHfv1HuIl/TSoGmJkUQyGxcXAAAgAElEQVS07NAqrmHX033cAI+LmpBVlscXojt2d5++dvbucpFebGsCqZOcwl5NLT46oEIQAAEQsAWBhw8fbtiw4euvvyaD+Oyzz/gWr7du3eLJJqSYeM4wOjp6xIgRWVlZarWaW7udO3eq1WofHx8PD4+QkJCXL1/eu3dvwIABQUFBfAlOr9ffvXuXmx9pSU2v13PrwhfrHj16xA3n27dvFy5cqFarz58/z+2TSqUKDg7OyMg4cODA5MmTiWjWrFkfXXfl9lutVn/99ddpaWkmXtdZUFDg7u7+66+/BgXVT4OIaOfOnUFBQR4eHj4+Pt26dSsqKpK865gxY06cOPHq1avKysply5apVCrJFk6aNInvA7x8+fL8/PyEhAS1Wj1gwIB79+7x7nPPz7HX1tZyX8o33dXpdPHx8Wq1+ujRozyDXq8vLCzkkBMSEnhienq6dCN3eno6Ebm7u3+wiBqNhr9xh+8mxV20Wq3evn27Vqutq6urqam5cuWKp6dnZGSkaXSc+datW8PD6+e1RJSYmBgeHu7q6urnV7/GcuDAgQ9iuHeVlmE/pPDQaDTu7u6ZmZlTp041WoffvXs3X3aWNgDjfyxwdXUdP358DouRI0cS0fLly/lfQLgYybo3NPK//xOL//2OI6sINHhX7NUkmHfd+yqfP5s6es64rLI8/wmBX3R2W3EsiRsV7vratnfpN8xn7taFMdlLvw4bVv/unKkj91QcTL2V+aVvL4/+X266ks7z57zQrD65fuOlNEOf03gZUzrLvWtodJjhTcJM0s8dOrrO3x4Tk13/BzvDG5ilsqYPEg6vaf9Fe/7AasLhNW3bu3To6Nq2vcvM9XNyqw5PWTG985fqdWe3LM9f26Gjq6GAHQ9/9Qmuv3ejf9CAjNIcaS2aiLp5dQ9bEh63d3lY3OQvOrsZdnzvq/z0e7v5m3XYNwoFfPfNtru7TIvEWQUSwLqrVSMACoEACICAnQjcuHFj1apV/K5LYvHZZ5+NGzeOb7fLVy+5NH6WH8v+NHGvJjctRNSvX7++ffuqVCo3N7ewsLDnz59HRUXxFdH09PQePXpcvHiRV67T6ZYvX84blRbu9Hr9rVu3vLy8/P39Hz9+LMkoLS0dPHiwp6dncXFxfHy8u7v7smXLpDtp6ydewcHmvGGFd8HEFrVSi3wBk4jUajV/rY67u7u3t3dhYeGxY8f4wimvzVC8Xq+vqqoaPXo0N5OnT592d3efPn36d999x3vKb07et2+fTqfjTUgejN+QrFKp/P393d3dDxw4wJ22tAar1+vLysqCgoI8PT19fX35XwT0en1BQYFKpTpx4oT0KOyHtlJSUrjT27JlC1fIl8Q3btwoPZ4qrWBLC+NS940OpOVWlUo1bFj9TJfb47y8vKtXr/bq1YuvgvKPgXQzs1QJ5xAfH+/v7x8VFSUJ4Cu3/DMzZ84crVZbW1s7depUT0/P+Ph46dZiIgoPD5eed+ViJK8rtSIdEAvpVxxYRwDeVYGzcDMl8TfidO7ZZdKyKR06unJfuvdVPn/La4eOrhN+muTR/0v2D6X+R79hPpuu1ptVbkoNn5WVbXHT1XSPfj2kZczcF5qwJeELMxfvfZXPvau0eikV55ZyyorpkcnzrPOuXBs3vfwlPfV/4pw/npvkpftX8FXTDxm4ieVN577QhEaHtW3vYrj9MhfzTfjwoeMDJAgdu7sv2rVEWpjlxaMzF/MMw1vivbgSDRzYkgC8qx4BAiAAAsoncPHixbi4uN69e1NDuLq6fv/99xkZGWfOnAkJCeHJW7ZskfrCU6RfGx8UFxf36tVry5YtfPdXww1guWlRq9W5ubl8pTEgIICvryYlJfFVxISEhG7duvFdZGprazds2KBSqSZPnrx27Vp+wG8A/vPPP/lzknx5UKvVFhUVjRlT//zVvHnznj9/PmLECG7btFrthQsX8vPzi4uLjXYDaiyep5SUlPj4+MydO/fatWt8s6i0tLQ4g9iwYQPfPkryrnFxcZs2beJuTaPR6PX6oqKibt26ZWdnc2/54TFj/vgrb6KoqMjT09PPz+/PP//kXS4qKpI2ZCosLJTuT9ZoNF27dj1//rxer5ceiw0PDy8tLR0xYsTUqVMrKytDQ0MjIyN57/hToHwZlm/4fPr0ab1ef+rUKZVKxZdhuUENCwuTWuHO9tSpU/xe5ZCQEL6aXVlZmZycrFarDf+g0BQ3ybuGh4fv27ePWHB7/Pjx40GDBvHWeRN5eXmG9ZSUlAQEBHh7e588eXLw4MFr1qzhZ6X0a9euJSQk8FvH+QXiPpbvUJWfn2/0CDEXg3uGDSG3xjG8qy2n1y3bFveoxMJw0TWjNKd/0IBBo4ZkleXlvtCs+W193N7l685ukdZIuSnt5tVdWqeVFcZfl+o/IZDfPZt+b3evQb3HRU3Y+yqf33kbzXysVHbT1fQ+Q727eXVffz7Fau+64WJq197dgqaM2FNxkD+M2meoN3+GVnLdszfNn5YY2cOnZ8qNnXtf5ee+0ExLjGzb3iU0OmzDxVSPfj0mLv6+/r7ouMn8NUJ5L49sKd4Rt3f5hzuZDe9h5j5/0a4l0nZWVr9aVoKAA3sRgHdtjQECdYIACIBAyxA4derUggULunf/3xaOXbp0mTlzZm5u7n//+1+9Xn/w4MGuXetfzde7d+/ff//dsFViYZjCj3U63a1btxITEw0Xb3lm6VZV6WbRqqqqSZMmGd7meuLECTc3txMnTvCbXT08PIYOHdqnT5/618SHhVVUVGi1Wv5k7MiRI0tLS3U6XXp6urSFEm+IW8fTp0/z7ZGCg4Otez2M5MGkao0O+vTps379er6YSUT8Dme+N5J0K+yzZ8/8/f35WiV/AtbV1XXSpElxcXEhISGurq5qtTorK0un08XGxrq7u3OHqW8U3HP6+/vHxsZOnDhRpVJJN1QnJyf36NHj7Nmz/L7cmTNnRkdH8wVt7pO5w1+wYIFWq+Wd4u+MiY2NVavVhYWFUmvcDSYlJZWVlfGbb426bM4eV7wJfrsvd/XSrc7cwPN7pPlt4Wq1evHixRqNJisri+9N5enpefLkSX7tPDw85rLw8PCQPieXL1/u0aNHcnIyX3U3LYn3yMRaMe+gHtE8AvCu9ppqt0i7a89sdO/eiYikTZj2vsrn2zgZbbdr2FzeyyNT18xq297FpUO7kbPGLDu0asfDX42WIqV6evt5pd3JqveHayM7dHRdun/F3lf5m66ke/T/8ovObv9ZODE2J35eWjTfBqlzzy4/a1bvfZXPvWvI/PGNqzVU0viYG+aA777Jfn5g9qb5bdu7zE9fJGXjtnzkzNG8fp9g39DoMH6rcMB33+x6uo8/BtxrUO/U25njoiZIzwNLNRgebLu7a/j0UW3bu/AtplYcS+rm1d2lQ7uBIwcb3T5tWArHyiQA79q8oQClQQAEQKAVCBw5cuSDQeVbChELT0/P+fPnazQa6YUuer1+9erV/Oz48eMbez9+St8opKc6eQZXV9fBgweHh4enpaVJC2KpqamDBw/mK5Z//PHH8ePHpftCq6qqJk6cmJ6ertVqU1JSuClVq9XLly+XHjeVttsdOnTokydPdDrdhQsXoqKiAgICRo8e/eOPP/bo0ePDUuSLFy+0Wi1fWpScZCO9phK45eMdUavVkydPzsrKOn/+fEVFhdEGrXx3ov379+v1+vLy8oyMDEmtTqdLTk6OiIjgr4fRaDSGrj4wMPDUqVO8+/zRTcmRGinj+zBzMUa3xZaXl48aNSo9PV3aHcrwZmNez44dO/iWyJWVlSNHjuTvgy0vL//1118NV6H5jcELFy7UarU1NTVbtmwJDQ0dOnRoZGTk2LFjP+wmauLmW0kwt+vr1q3j20dnZGRId/DyP4hwJXq9/vz582PGjJH+9ODt7b1q1SqeWbopmnd5wIABZ8+e5U1otdr4+PiIiIiKiopJkyYZLWVLMvgBv6942LBhT548MTrFfyUWsqeQaD4BeFdlTsTNVMW9HBFNWva/3bZyXmjGRU0gIsPHQY0qzK06/GNadOcv63cu4PFFZzef4QOnJ83e/Ww/zyzV05Clfucn6S2vq0+uHzhyMH/FDn+mdNKyCGkfpqiM2LbtXfj6p1HTpn/dU3EweOpIvrq76+m+H7ctMlopjdm9dOj4gI2Xt3kH9ufCpBf88Jo3XEzt4dMz4fAavn+Vd2D/tNv1Wx8b/Zd2O6u3nxffZFjKsOlq+gfP79Kh3eLceKP8+FXhBOBd9QgQAAEQUAKB2tpafoMu3+qGWAwYMCA2NvbkyZNGCp88ecJfOsLfNWJ0lv/KKpB5R45Opzt+/HhWVtbly5dPnTpl5PFkqzKRWFtbW1lZaWiueGadTldVVSVbOb8rVVpn4898qlSqyMjI27dvc0t26dKlJUuWDBkyhFtKEwLevXv39u3bqqoqyV2byGzmqbq6usrKSsObqHlBaUk5MDDw2LFjNTU1Wq320aNHaWlp3377ra+v7/Xr1y9cuFBYWFhZWWmkp46FXq9/8uTJ8ePH796923g7JSnl3bt3jZF+VHxSUpLRw7ofLWJmBn41JXlSKX7v9PHjxx89emQkWKfT8VcB84dgXV1dly5dWlpaWldX9+rVq9OnT8+fP79fv358ebmiouLcuXON6+cNEQupURxYRwDeVeEz8o/KW3Zo1bTESCODl3Y7yzuwf9v2LsOnfVv/ypkXmt3l+xJPJ4cu+q7XQM/ASUHZzw/wu21Xnvhl0rIpPsMH8pfcGL3DZtPV9C99e9WvTI72+1mzmr+6xlBS3ssjGY9zJUMrncp9oflpzzLTr8ORMhsd5L7Q5PxXY5TY+Nfdz/avOJa0+uT6XU/2Gp3NfaHJrTrMH4L9sG2Bl7/30v0rdpfvy32hSbmxMzL5R5/hA7t79+jzVd+mnK1RhfhV+QTgXa0bAlAKBEAABFqGwIsXLzIyMkJCQvgWwcTC399/+fLl/FHSxs2cOHGiZ8+e/Lbb3Nzcxhl4CqtJxrs2ld9m6fw5W76TLW/U8D2iXDb/2atXr127dhmZQJvplG3o9evXCQkJ0jqkpNbV1TUqKkp6KlW2bKsm6nS6qKgoacOnVm3L0srPnz/P39lL/wxfX19z3knLC1naKPIbEYB3Vf6k3DqFhq9g5f9Y+M/OX6p/3Lao8a28TbrQqsN7mNG1ToZ9S+1+tj8sbrK0OCxxcOnQbvSccekl2Y1dt30Fo3WrCcC7Gn2341cQAAEQsAWBsrKyLVu2SJsDE4vhw4f/8ssv165dM6Fgw4YNPHNQUNCtW7dM5OTZTGSw16kPL1Y1fP8nl1FXV3f16tXExES+0VJOTs7z588V5VoNcT158iQ9PZ1L3bBhw71794xWHQ0z2+aYP6dquOuvbdo1sxWtVltYWJiQkBAXF7ds2bIjR45UVVWZWZZYmJkZ2ZoiAO9q9VxZ+QVzqw4n/bF5csK00Oiw0OiwqIzY7fezG7tW5XekmQrT7mTN3jSfQ5i6ZtamK+nStlXNrBnFlUMA3rWpL3mkgwAIgEDLE7h3797atWsDAv63jz9/w01KSsq9e/dMt/fXX39FREQQix9//NF0Zr1ez3N+NJvtM6SmpvK37Ni+aQdu0cQbj0TvNbEQvRd21w/vqpzJN5SAAAhYTQDe1e6jCQSAAAg4PoGrV68mJCQMHjyYGkJ6ww1/8cxHEZw7d87b25uIPv30061bt340v6K8a1lZ2dixY5cuXcoXJ/k2vLKPwprTL+ThBHQ63fbt2/38/IqLi6X36Epvl3UkSsTCkXpkl77Au1o9V0ZBEAAB5RCAd7XLCIJGQQAEnILAH3/8ERMT069fP2oIozfcmElh69atvIIBAwYYvQjHRA28iIkMNjvFXx6jUqni4uIePnwYHBzMX/hpMwEO2dCbN2/Cw8OJaMCAARcvXtyxY0e3bt2Kioocr7PEwvH6ZeMewbsqZ/INJSAAAlYTgHe18diB5kAABByfwIkTJ3788cdevXpRQ8i+4cYcEO/evYuMjOTVhIeHN34RjolKeCkTGWx2SqvVJiYmGu5vlJqaarPWHbihmzdvGu6B5O/v/+zZM8frL7FwvH7ZuEfwrlbPlVEQBEBAOQTgXW08dqA5EAABxyTw/v37gwcPzpo1q0uXLtQQTb3hxkwEly9fHjRoEK9s9erVZpaSsvGC0q92PyguLuZGKzg4uLy83O56HENAbW3tmjVrXF1dVSoVfyWsY/TLsBfEwjAFx1YQgHdVzuQbSkAABKwmAO9qxfc/ioAACIDA/ydQU1OTnZ09ZcoUNzc3agjTb7gxk92TJ094fR4eHoavkzGzuKKed5U019bWnjt3rqKiQkrBQYsQKC0tLSoqqqura5HalFYJsVCaKuH0wLtaPVdGQRAAAeUQgHcVbvSBYBAAAfsTeP78+bZt2yZOnOji4kINYc4bbsyXzr3rmDFj7ty5Y34pw5xcl2EKjkFARALEQkTlitIM76qcyTeUgAAIWE0A3lVRIwvEgAAIKJrAo0ePNm3aNHbs2DZt2hAL899wY0XHbty4YUUpqQgTSNKvOAABQQkQC0HFK0c2vKvVc2UUBAEQUA4BeFflDCtQAgIgoFACN2/eTEpKGj58ODWEpW+4sUvHuFi7NI1GQaAFCRCLFqzQOauCd1XO5BtKQAAErCYA7+qcQxh6DQIg8HECRUVFK1asGDp0KDWEdW+4+XhLrZODq26dulErCNiOALGwXXsO2hK8q9VzZRQEARBQDgF4Vwcdo9AtEAABawn8/vvvS5Ys8fX1pYaw+g031kpomXJcfsvUhVpAwH4EiIX92neQluFdlTP5hhIQAAGrCcC7OsiYhG6AAAg0k8CxY8eio6O9vLyoIZr5hptm6ml+cd6P5teDGkDAvgSIhX01OEDr8K5Wz5VREARAQDkE4F0dYDxCF0AABKwk8Pfffx88eHDu3Lk9evSghmiRN9xYKahFi/EOtWiVqAwE7ECAWNihYcdqEt5VOZNvKAEBELCaALyrYw1N6A0IgIAZBKqqqnJycqZPn965c2dqiJZ9w40ZKlo9C+9ZqzeDBkCglQkQi1ZuxPGrh3e1eq6MgiAAAsohAO/q+MMVeggCIMAJlJWVZWZmfv/9966ursSiVd9wY3fsvI92lwEBINBMAsSimZWgOLyrcibfUAICIGA1AXhXDGcgAAIOTuD+/ftpaWmhoaH/+te/iIUQb7hp/lXhnW1+PagBBOxLgFjYV4MDtA7vavVcGQVBAASUQwDetXXHo0uXLqWkpMTGxkZGRoaFhY0YMWLgwIFffvmltOzDRmT8cDQC7du37969+4ABA4KCgsaPHz9jxoxFixYlJSWdOnWqpqamdT9zqL2BwM2bNzdu3Dhq1Cjp4yXWG24a+mH9/3nHrS+PkiCgDALEQhlaBFYB76qcyTeUgAAIWE0A3rWFx6HKysojR47ExcV98803bLTFDxAwJuDr6zt37tzdu3ffu3dPj2hpApcvX167dq3hP0BB33DTfDDEovn1oAYQsC8BYmFfDQ7QOryr1XNlFAQBEFAOAXjXFhuPCgsLx48fz0bY//3o1KlTWFhYYmJiWlpabm5uQUHB5cuXHzx4UFVV1WINoyLlEaiurn78+HFxcfHvv/++f//+HTt2/PLLLzNnzuzVq9f/PhzsyMvLKzMzU3k9EE/RH3/8kZCQ8NVXX0mERX/DTfOvAUfR/HpQAwjYlwCxsK8GB2gd3lU5k28oAQEQsJoAvGtzxyOdTqfRaPz9/dnYWv+jV69eM2fOzMzMLCkpaW7tKO9wBCorK/fv3x8VFeXr6/vJJ5/Uf2KIunfvvnnz5jdv3jhcd1u3Q+/fvy8oKPjpp5/69+/PQNb/cJg33DSfHWfS/HpQAwjYlwCxsK8GB2gd3tXquTIKggAIKIcAvKv145FWq921a5e3tzcbVenzzz+fPn36zZs3ra8RJZ2MwJMnT5YsWfLFF1/wj5Cbm9vy5ctfvHjhZBgs7m5NTc2hQ4fmzZvXs2dPjo6IRowYsW7duuLiYourc9wCHI7j9g89cxYC+CS3yJWGd1XO5BtKQAAErCYA72rliFBeXj5o0CA+oLq7uyckJDx//tzKulDMuQm8efMmNTW1d+/e/OPk6up65swZ50Yi3/vKyspff/3V8KWsn3/+eWhoaGpqKu5xkEXGP1Gyp5AIAgIRIBYCCVamVHhXq+fKKAgCIKAcAvCu1gwxxcXFnTp1YoMpTZ48GTvHWgMRZf5JoK6ubsWKFfwu4k8//XTnzp3/PO+8vz1+/HjHjh3fffddhw4diIWbm1tERERWVtbTp0+dl4sZPee4zMiILCCgaALEQtESRRAH76qcyTeUgAAIWE0A3tXiAefD1jtt27Ylovbt22dlZVlcHgVAoGkC586d69KlC7GIjY19//5903kd/MydO3c2b948duzYTz/9lAPx8PD44Ycf9u3b9/LlSwfvfAt1j3NrocpQDQjYjQCxsFvzjtIwvKvVc2UUBAEQUA4BeFfLBqWMjAw2htKgQYPu379vWWHkBgEzCPz111/ShtU//fSTGSUcKsuVK1fWrl0bHBxMDeHt7b1o0aLjx49rtVqH6mrrd4YjbP120AIItC4BYtG6bThB7fCuypl8QwkIgIDVBOBdLRivrl279tlnn7Vp0yYmJgbTaAvAIavlBLZt28aX93Nzcy0vLV6Jxm+48fPzi4+PLywsFK8zilFMLBQjB0JAwEoCxMLKwijWQADe1eq5MgqCAAgohwC8a8OX+sf+X1VV1bVrVyJKSEj4WF6cB4EWIKDRaIjoX//6l6NuXi37hpvg4OC1a9deuXKlBQg6fRXEwukxAIDwBNgHmYTvhr07AO+qnMk3lIAACFhNAN7VrMHk/fv3QUFBRBQYGOjMjyCaBQuZWo7Ajz/+SEQeHh5VVVUtV6uda5J9w824ceNSUlLu3r1rZ3GO1TyxcKw+oTfOSIB9kOFdm3vp4V2tniujIAiAgHIIwLuaNRgsXryYiL744ouKigqzCiATCLQEgdra2v79+xNRUFCQ6H80kX3DzeTJkzMzM//888+WoIU6jAkQC+NU/A4CohEgFqKpVpxeeFflTL6hBARAwGoC8K4fH11KSkratGlDRCdOnPh4buQAgRYlcP/+/Xbt2hGRoJtay77hJjIyMi8vz5EWk1v0mrdYZcSixapDRSBgJwLEwk6NO06z8K5Wz5VREARAQDkE4F0/PizNnj2biMaPH//xrMgBAq1AYMWKFUTk7e3dCnW3VpWyb7hZuHBhfn7+33//3Vqtot5/EiAW/0zDbyAgHgFiIZ5uhSmGd1XO5BtKQAAErCYA7/qRsaWysvLzzz8novPnz38kK06DQOsQ+Ouvv1xcXIiooKCgdVposVpl33CzbNmy06dPt1gbqMhsAsTC7OzICAIKJUAsFCpOHFnwrlbPlVEQBEBAOQTgXT8y7CxfvpyI/Pz8PpIPp0GgNQksWLCAiEaNGtWajVhft+wbbhITEy9dumR9pSjZbALEotnVoAIQsDMBYmFnEeI3D++qnMk3lIAACFhNAN7V1HD07t07Nze3Dxu9ajQaU/lwDgRamUBpaeknn3zywb4qZyfept5ws2nTptu3b7cyD1RvFgFiYVZWZAIBBRMgFgoWKIY0eFer58ooCAIgoBwC8K6mhpz09PQPN2p6eXnpdDpT+XAOBFqfwJQpU4ho5syZrd+UqRaaesPNjh07Hj9+bKokztmcALGwebNoEARamACxaOFKna86eFflTL6hBARAwGoC8K6mhq/hw4cT0cqVK01lwjkQsAmB/Px8InJxcbHLy3Jk33ATHh6em5tbWVlpEwBoxGICxMLiYigAAgojQCwUJko8OfCuVs+VURAEQEA5BOBdmxx+3r9/zzfIOXPmTJOZcAIEbEWgpqaG3zZ869YtW7Wpl33DzezZsw8fPvzmzRubyUBD1hEgFtaVRSkQUA4BYqEcPYIqgXdVzuQbSkAABKwmAO/a5Bh08+ZNIvrss89qa2ubzIQTIGBDAgMHDiSizMzM1m5T9g030dHRp06dau2mUX8LEiAWLVghqgIBuxAgFnZp2pEahXe1eq6MgiAAAsohAO/a5MC0c+dOIho2bFiTOXACBGxLYNGiRUQ0Z86cVmpW9g038fHxFy9ebKUWUW2rEiAWrdoEKgcBGxAgFjZoyLGbgHdVzuQbSkAABKwmAO/a5FA1e/ZsIkpISGgyB06AgG0JaDQaIvL19W3ZZmXfcLN27dobN260bEOozcYEiIWNG0VzINDiBIhFi1frbBXCu1o9V0ZBEAAB5RCAd21y8Orfvz8R/fbbb03mwAkQsC2BFy9eENEnn3zy9u3bZrbc1BtuUlJSHj582MzKUVwhBIiFQsRABghYTYBYWF0cBTkBeFflTL6hBARAwGoC8K5NDmpt2rTBw65N0sEJOxHw8fEhIqu3a2rqDTeZmZkVFRV26hOabS0CxKK1ake9IGArAsTCVq05bDvwrlbPlVEQBEBAOQTgXeVHqZqaGiL68ssv5U8jFQTsROC77777cNtwYWGhRe039YabvXv31tTUWFQVMgtEgFgIJBhSQUCWALGQPYVE8wnAuypn8g0lIAACVhOAd5X/2i8rK2uNBwvlG0MqCJhNIDIykog0Go05JZp6w82xY8d0Op05NSCP0ASIhdBdgHgQ0Ov17INMQNFMAvCuVs+VURAEQEA5BOBd5ceC4uJiIgoKCpI/jVQQsBOBn376iYgyMjJMtN/UG27wpmIT0BzyFLFwyK6hU05FgH2Q4V2be83hXZUz+YYSEAABqwnAu8oPBr///jsRhYaGyp9GKgjYicCqVauIaP369Y3bb+oNN1euXGmcGSnOQIBYOENP0UfHJsA+yPCuzb3I8K5Wz5VREARAQDkE4F3lB4N9+/YR0bRp0+RPIxUE7ERg06ZNRHwAHmsAACAASURBVLRkyRKj9mfNmkUN4efnt3bt2rt37xrlwa/ORoB/Ipyt1+iv4xHAJ7lFrim8q3Im31ACAiBgNQF4V/kRIT09nYgWLFggfxqpIGAnAllZWUT0ww8/GLW/atWq4ODglJSUsrIyo1P41WkJEAun7T467jAE2AcZ667NvZ7wrlbPlVEQBEBAOQTgXeUHg7Vr1xJRfHy8/GmkgoCdCBw6dIiIvvvuOzu1j2ZFIkAsRFIMrSAgR4BYyJ1BmgUE4F2VM/mGEhAAAasJwLvKf+/zr/g1a9bIn0YqCNiJwIkTJ4hozJgxdmofzYpEgFiIpBhaQUCOALGQO4M0CwjAu1o9V0ZBEAAB5RCAd5X/3l+xYgURrVq1Sv40UkHATgTgXe0EXshmiYWQ0iEaBAwIEAuDBBxaQwDeVTmTbygBARCwmgC8q/wAAO8qzwWp9iYA72rvKyBS+8RCJMXQCgJyBIiF3BmkWUAA3tXquTIKggAIKIcAvKv89z68qzwXpNqbALyrva+ASO0TC5EUQysIyBEgFnJnkGYBAXhX5Uy+oQQEQMBqAvCu8t/78K7yXJBqbwLwrva+AiK1TyxEUgytICBHgFjInUGaBQTgXa2eK6MgCICAcgjAu8p/78O7ynNBqr0JwLva+wqI1D6xEEkxtIKAHAFiIXcGaRYQgHdVzuQbSkAABKwmAO8q/70P7yrPBan2JgDvau8rIFL7xEIkxdAKAnIEiIXcGaRZQADe1eq5MgqCAAgohwC8q/z3PryrPBek2psAvKu9r4BI7RMLkRRDKwjIESAWcmeQZgEBeFflTL6hBARAwGoC8K7y3/vwrvJckGpvAvCu9r4CIrVPLERSDK0gIEeAWMidQZoFBOBdrZ4royAIgIByCMC7yn/vw7vKc0GqvQnAu9r7CojUPrEQSTG0goAcAWIhdwZpFhCAd1XO5BtKQAAErCYA7yr/vQ/vKs8FqfYmAO9q7ysgUvvEQiTF0AoCcgSIhdwZpFlAAN7V6rkyCoIACCiHALyr/Pc+vKs8F6TamwC8q72vgEjtEwuRFEMrCMgRIBZyZ5BmAQF4V+VMvqEEBEDAagLwrvLf+/Cu8lyQam8C8K72vgIitU8sRFIMrSAgR4BYyJ1BmgUE4F2tniujIAiAgHIIwLvKf+/Du8pzQaq9CcC72vsKiNQ+sRBJMbSCgBwBYiF3BmkWEIB3Vc7kG0pAAASsJgDvKv+9D+8qzwWp9iYA72rvKyBS+8RCJMXQCgJyBIiF3BmkWUAA3tXquTIKggAIKIcAvKv89z68qzwXpNqbALyrva+ASO0TC5EUQysIyBEgFnJnkGYBAXhX5Uy+oQQEQMBqAvCu8t/78K7yXJBqbwLwrva+AiK1TyxEUgytICBHgFjInUGaBQTgXa2eK6MgCICAcgjAu8p/78O7ynNBqr0JwLva+wqI1D6xEEkxtIKAHAFiIXcGaRYQgHdVzuQbSkAABKwmAO8q/70P7yrPBan2JgDvau8rIFL7xEIkxdAKAnIEiIXcGaRZQADe1eq5MgqCAAgohwC8q/z3PryrPBek2psAvKu9r4BI7RMLkRRDKwjIESAWcmeQZgEBeFflTL6hBARAwGoC8K7y3/vwrvJckGpvAvCu9r4CIrVPLERSDK0gIEeAWMidQZoFBOBdrZ4royAIgIByCMC7yn/vw7vKc0GqvQnAu9r7CojUPrEQSTG0goAcAWIhdwZpFhCAd1XO5BtKQAAErCYA7yr/vQ/vKs8FqfYmAO9q7ysgUvvEQiTF0AoCcgSIhdwZpFlAAN7V6rkyCoIACCiHALyr/Pc+vKs8F6TamwC8q72vgEjtEwuRFEMrCMgRIBZyZ5BmAQF4V+VMvqEEBEDAagLwrvLf+/Cu8lyQam8C8K72vgIitU8sRFIMrSAgR4BYyJ1BmgUE4F2tniujIAiAgHIIwLvKf+/Du8pzQaq9CcC72vsKiNQ+sRBJMbSCgBwBYiF3BmkWEIB3Vc7kG0pAAASsJgDvKv+9D+8qzwWp9iYA72rvKyBS+8RCJMXQCgJyBIiF3BmkWUAA3tXquTIKggAIKIcAvKv89z68qzwXpNqbALyrva+ASO0TC5EUQysIyBEgFnJnkGYBAXhX5Uy+oQQEQMBqAvCu8t/78K7yXJBqbwLwrva+AiK1TyxEUgytICBHgFjInUGaBQTgXa2eK6MgCICAcgjAu8p/78O7ynNBqr0JwLva+wqI1D6xEEkxtIKAHAFiIXcGaRYQgHdVzuQbSkAABKwmAO8q/73vPN71xYsXd+7c0el08iCQqjAC8K4KuyCKlkMsFC0R4kDADALEwoyMyGKKALyr1XNlFAQBEFAOAXhX+S965/Guq1atIiIPD4/58+dfunSprq5OnghSlUEA3lUZ10EMFYQAAQcioEc0jwC8q3Im31ACAiBgNQF4V/mhwHm8a0VFxezZs1UqFbHw9fXduXPn69ev5bno9XV1dZcuXXr48GFFRcXOnTunTp0aFxe3YMGC5OTk6upqw1I6ne7WrVv5+fkajWbu3Lm3bt0yPCsdP336NCkp6ccffxwyZIi7u3tISMjBgwdra2ulDNKBTqdbv379xo0btVotT9RqtefPn6+oqJDyOPwBvKvDX+IW7GBwcDAhQMAhCAQHB+sRzSMA72r1XBkFQQAElEMA3lV+KHAe78r7/+TJk7Vr13p6ehKLXr16paWlyRrIjIwMyejyzNLPzMxMfUNUVFSEh4dLp4goOTm54eT//n/58uUBAwYYZuPHgYGBxcXF/8vHjl68eDFixAiVSrV7925+qri4uFevXgMHDrx//75RZkf9Fd7VUa8s+gUCIAACrUoA3lU5k28oAQEQsJoAvKv8SOFs3lWv158+fbpr1675+fk5OTm+vr5EJGsgT548GRAQMGLECH9/fyKKiIjQaDTHjx8vKyuTHpotKysbOXKkSqWKjIz87bffli1bplKpBgwYcO/ePUPcN27c8Pb2JhZRUVE1NTV6vb6qqiohIcHV1dXb2/vatWuG+W/duuXl5UVEISEhL1++1Ov1BQUFvHhBQYFhTgc+hnd14IuLroEACIBA6xGAd7V6royCIAACyiEA7yo/TDihd+U+MD09Xa/X19bW5ubm9u3bV61WZ2VlSabUEBbPn52dbZio1+u1Wu28efNUKlVycjK/ube2tnbq1KlElJqaKmWuqamJiIggIn9//19//dXwLmWdTpeXl6dWq4OCgsrKyqQihYWF7u7uRNSjR4/Lly/r9fqkpCRi0ViGVMrBDuBdHeyCojsgAAIgYBsC3Lv2G+aD/0AABEBAaAJEtHLlStt8cyqqlf9jQo3TetcDBw5IWJ4+fRoWFtaUfc3OznZ3dy8sLJTy84PCwkK1Wj1v3jzpqVS9Xp+amkpE0dHRUmaNRqNSqcLDw42ekuUZdDrd8uXLje40zs7OpoZITk6uqqoaN24cTzB0xbwGR/0J7+qoVxb9AgEQAIFWJbBr1y5CgAAIgIBDEJB9FFHv6AHv+o8rzNdRjW6+ra6uDg8P9/T0vHr16j9yMzvq5eVltAOTVqtdsGCBtC4qFSkpKfH399+0aRNP4SuxPXr0uHjxopTH6IDrSUpK4uk6nS4mJoaIJk6c6O7uPmnSpLS0NOnJW3hXI3r4FQRAAARAAAQMCVRXV59BgAAIgIBDEDC8YdPwi86xj+Fd/3F9uVdsbALLysoCAgJGjhxZWVlpWCA6Otrf399oj9/KysqAgIBJkybxh1cN8xseV1RU+Pv7S4+tGp6Sjvkqq3Qz8LNnz/z9/X18fC5cuDBixAhqiLFjx6pUqsaypXoc7ADrrg52QdEdEAABEAABEAABEAABEPgoAXjXfyBqyrvq9fqsrCwikmykXq+vqamZxMLIo5aVlQ0ePNjw3uB/tNHwC88WHh7+5s2bhrR//J8vzHp7e9+9e5ef2L9/v0qlmjFjRm1tbXJyMrEIDg7+/fffvby8PtriP2oX+Rd4V5GvHrSDAAiAAAiAAAiAAAiAgDUE4F3/QY1715iYmMY7Mx07doyIYmNjpQIvX74MCQkxTOGn+Gtsxo4dW1VVJWVufMCz+fv7P3v2rPFZvV6v0Wjc3d2lh2arq6tDQ0NVKpVGo9Hr9eXl5fzFlcnJyXwJ14QNlq1f3ER4V3GvHZSDAAiAAAiAAAiAAAiAgHUE4F3/we369euenp7BwcFG9waXlpYGBQVJvpGX4Y6x8Z26Op1u3bp1RBQXF2e4V9M/WmJ7Ec+ZM0elUqWlpRlZ5bq6utzcXA8PD8N36hw7dszd3d1Q2+3bt9PS0l6/fl1bWztjxgwTNtioadF/hXcV/QpCPwiAAAiAAAg4MIHvv/++f//+Rs+UOXB/0TUQsBkBeNd/oOa3AUvbL9XW1l66dGnhwoWurq6NvWhxcXGvXr22bNlSW1tbweLVq1e8Or69ExGNGzfu9u3bRtZUavLEiRNqtdrV1TUhIYHfeFxXV3fp0iW+dfCAAQP4W3D0ej03z0Z7Dkv16PX6LVu2yO54bJjHYY7hXR3mUqIjIAACIAACIOB4BPhEbsOGDY7XNfQIBOxLAN61nr9Wq3306NHx48dPnTqVmprq7e3t5+fXp08faojAwMDDhw/X1dXp9XqdTnfr1q3ExERfX9+G8////5Lp1ev1r1+/TkhI4Ka3T58+Q4cO7devHxGpVKqcnBw9C51Ol56ezvOo1eohQ4ao1Wpe14QJEwxf65qenk5EgwcPLi0t5WWNfvL3vko7EhuddbBf4V0d7IKiOyAAAiAAAiDgSAT27dtHRD4+Pu/fv3ekfqEvIGB3AvCu9ZeAO0P6Z3h4eIwePTopKenBgweGC6f8VmEpr6ur6+DBg8PDw9PS0kpKSri/ra+UxZMnT1atWjVw4EDuWoODg9PT0432diopKZk/fz63yv369Zs6derJkyeN6ikrKxs1atT27dsNlTQ0Uv//ysrK4ODgjz5ka1hE3GN4V3GvHZSDAAiAAAiAgDMQ8Pf3J6Jdu3Y5Q2fRRxCwGQF413rUJSUly1jk5ORcu3atsrLSxHOqOp3u+PHjWVlZly9fPnXqlJERtdmVM2pIesi28fO3Rjkd4Fd4Vwe4iOgCCIAACIAACDgwgbS0NCIaMWKEA/cRXQMB2xOAd7U989Zqsa6urqioyPBO49Zqyd71wrva+wqgfRAAARAAARAAAVMEampqevXqRUTHjh0zlQ/nQAAELCEA72oJLeRVBgF4V2VcB6gAARAAARAAARBoksCqVauIKDw8vMkcOAECIGAhAXhXC4EhuwIIwLsq4CJAAgiAAAiAAAiAgCkCpaWlHTp0IKJLly6ZyodzIAACZhOAdzUbFTIqhgC8q2IuBYSAAAiAAAiAAAg0SSAqKoqIoqKimsyBEyAAApYQgHe1hBbyKoMAvKsyrgNUgAAIgAAIgAAImCJw+fLlD7sNd+jQoal3HJoqjHMgAAKNCMC7NkKCBMUTgHdV/CWCQBAAARAAARAAgXoC4eHhRLR69WrgAAEQaD4BeNfmM0QNtiYA72pr4mgPBEAABEAABEDAKgLHjx//sNuwp6enQt6qaFUnUAgElEIA3lUpVwI6zCcA72o+K+QEARAAARAAARCwL4GRI0cS0bZt2+wrA62DgAMQgHd1gIvodF2Ad3W6S44OgwAIgAAIgICwBLKzsz/sNuzv7y9sDyAcBJRCAN5VKVcCOswnAO9qPivkBAEQAAEQAAEQsC8BnU7n6+tLRAcOHLCvErQOAqITgHcV/Qo6o354V2e86ugzCIAACIAACAhLYOPGjUQUGhoqbA8gHAQUQQDeVRGXASIsIgDvahEuZAYBEAABEAABELAvgcrKyq5duxJRYWGhfZWgdRAQmgC8q9CXz0nFw7s66YVHt0EABEAABEBAWALLli0josjISGF7AOEgYH8C8K72vwZQYCkBeFdLiSE/CIAACIAACICAfQncuXPnMxZ37tyxrxK0DgLiEoB3FffaOa9yeFfnvfboOQiAAAiAAAgIS2D27NlEtHTpUmF7AOEgYGcC8K52vgBo3goC8K5WQEMREAABEAABEAAB+xL4448/Puw23LVr18rKSvsqQesgICgBeFdBL5xTy4Z3derLj86DAAiAAAiAgLAEJkyYQEQbN24UtgcQDgL2JADvak/6aNs6AvCu1nFDKRAAARAAARAAAfsSOHjw4Ifdhn19fe0rA62DgKAE4F0FvXBOLRve1akvPzoPAiAAAiAAAiITCAgIIKI9e/aI3AloBwH7EIB3tQ93tNocAvCuzaGHsiAAAiAAAiAAAnYksH37diL69ttv7agBTYOAoATgXQW9cE4tG97VqS8/Og8CIAACIAACIhN4+/atl5cXERUUFIjcD2gHATsQgHe1A3Q02UwC8K7NBIjiIAACIAACIAACdiSQmJhIRBEREXbUgKZBQEQC8K4iXjVn1wzv6uyfAPQfBEAABEAABEQmUFZW5ubmRkRXr14VuR/QDgK2JgDvamviaK/5BOBdm88QNYAACIAACIAACNiRwKJFi4goOjrajhrQNAgIRwDeVbhLBsF6eFd8CEAABEAABEAABIQmcO3atQ+7Dbu5uZWVlQndEYgHAVsSgHe1JW201TIE4F1bhiNqAQEQAAEQAAEQsB+BiIgIIkpMTLSfBLQMAoIRgHcV7IJBrl6PdVd8CkAABEAABEAABIQnUFBQ8GG3YS8vr7dv3wrfGXQABGxCAN7VJpjRSIsSwLpri+JEZSAAAiAAAiAAAvYhMHr0aCLavn27fZpHqyAgGgF4V9GuGPRi3RWfARAAARAAARAAAYcgkJOT82G34cDAQIfoDToBAq1OAN611RGjgRYngHXXFkeKCkEABEAABEAABOxCYNCgQUR06NAhu7SORkFALALwrmJdL6itJwDvis8BCIAACIAACICAYxDYvHkzEU2cONExuoNegECrEoB3bVW8qLxVCMC7tgpWVAoCIAACIAACIGBzAlVVVR4eHkR09uxZmzeOBkFAMAKmvOvKlSuJaM2aNYL1CXIdnQC8q6NfYfQPBEAABEAABJyIQEJCAhHNmTPHifqMroKAVQRMedfVq1cT0apVq6yqGYVAoLUIHD9+nIhCQkJaqwHUCwIgAAIgAAIgAAK2IlBSUtK2bdt//etf9+7ds1WbaAcEhCRgyrumpKQQUUxMjJA9g2jHJbB3714iioiIcNwuomcgAAIgAAIgAAJORGDu3LlEFB8f70R9RldBwHICprxrdnY2Ec2YMcPyalECBFqRQFpaGhEtWLCgFdtA1SAAAiAAAiAAAiBgKwLnz5//sNtw9+7dq6qqbNUm2gEB8QiY8q75+flEFBoaKl63oNihCSQmJhJRQkKCQ/cSnQMBEAABEAABEHAiAmFhYUS0efNmJ+ozugoCFhIw5V3PnTtHRMOGDbOwTmQHgdYlEBsbS0QbN25s3WZQOwiAAAiAAAiAAAjYioBGo/mw2/CgQYNs1SDaAQHxCJjyrrdv3yai/v37i9ctKHZoApGRkUSUlZXl0L1E50AABEAABEAABJyLwDfffENEOTk5ztVt9BYEzCZgyruWl5cTUdeuXc2uDRlBwBYEJk6cSEQajcYWjaENEAABEAABEAABELAJgYyMDCIaPXq0TVpDIyAgHgFT3rW2tpaIXFxcxOsWFDs0geDgYCIqLCx06F6icyAAAiAAAiAAAs5F4N27d97e3kR08uRJ5+o5egsC5hEw5V31en23bt2IqLy83LzakAsEbEHg3//+NxG9ePHCFo2hDRAAARAAARAAARCwFYGkpCQimjZtmq0aRDsgIBKBj3jX8PBwIsrNzRWpT9Dq0AQePnz44YZhDw8Ph+4lOgcCIAACIAACIOCMBJ4+feru7k5ExcXFzth/9BkETBL4iHdNSUkhovnz55usBCdBwHYEdu/eTURTpkyxXZNoCQRAAARAAARAAARsRYC/T+Gnn36yVYNoBwSEIfAR73rlyhUi8vHxEaZDEOroBGbPnk1EKSkpjt5R9A8EQAAEQAAEQMAZCdy4cePDbsMdO3Z88uSJM/YffQaBpgl8xLu+f//excWFiGpqapquBGdAwHYEvLy8iOjKlSu2axItgQAIgAAIgAAIgIANCUyfPp2IkpKSbNgmmgIBAQh8xLvq9Xq+p+vRo0cF6A0kOjqBqqoqImrbtu379+8dva/oHwiAAAiAAAiAgJMSOHXq1Ifdhvv27fv33387KQJ0GwTkCHzcu/78888f9nSdOnWqXHGkgYBNCfAHsIOCgmzaKhoDARAAARAAARAAAdsSGDt2LBFlZGTYtlm0BgKKJvBx78rvuf/ss89wz72ir6QTiHv//j1/adO2bducoLvoIgiAAAiAAAiAgPMSyMvL+7Db8DfffOO8CNBzEGhE4OPeVa/X8z/8xMXFNSqOBBCwHYH9+/cTkZub27t372zXKloCARAAARAAARAAAXsQ8PPzI6LDhw/bo3G0CQJKJGCWdz1z5gwRqVSqN2/eKLET0OQcBL766isiWr16tXN0F70EARAAARAAARBwagJbt24lorCwMKemgM6DgAEBs7yrXq/39fUlos2bNxuUxSEI2I7A2bNnicjFxeWvv/6yXatoCQRAAARAAARAAATsRODVq1dffvklEV24cMFOEtAsCCiLgLne9cCBA0T0xRdfPH36VFk9gBonIKDVavlfTxYuXOgE3UUXQQAEQAAEQAAEQKCewIoVK4ho3rx5wAECIKDX6831ru/fv+/ZsycRffXVV1qtFuxAwJYE5s2bR0SffPLJ48ePbdku2gIBEAABEAABEAABOxJ4+PBh+/bt27Vrd//+fTvKQNMgoBAC5npXvV5/8eLFzz77jIhiY2MVoh4ynIEAX/MnosTERGfoL/oIAiAAAiAAAiAAAhKB+fPnE1FCQoKUggMQcFoCFnhXvV6fm5tLLE6cOOG0yNBxWxJ48OBBu3btiGjixIm2bBdtgQAIgAAIgAAIgIASCBQVFX3YbbhHjx4vX75Ugh5oAAE7ErDMu+r1+lWrVuHBVzteMKdq+u+///b29iYiLy+vt2/fOlXf0VkQAAEQAAEQAAEQ4AS+//57IkpJSQEQEHByAhZ7V71eHxERQUQeHh6XLl1ycnzofusRePbs2ZAhQ4jI1dX10aNHrdcQagYBEAABEAABEAABJRM4evToh92G/fz8lCwS2kDABgSs8a51dXWxsbFE9Nlnn23atMkGKtGEsxE4efKkm5sbv0Pm9u3bztZ99BcEQAAEQAAEQAAEDAkEBwcTUV5enmEijkHA2QhY4105o0OHDrVv356Ixo8f/+rVK2cDh/62EoG6urrFixe3adOGiMaMGYNHO1qJM6oFARAAARAAARAQiEBWVhYRjR07ViDNkAoCLU7Aeu+q1+tLSkq8vLyIyN3dffXq1X/99VeL60OFzkPg3bt327dv7927NxG1adPm559/1ul0ztN99BQEQAAEQAAEQAAEmiJQV1fn4+NDRL///ntTeZAOAg5PoFneVa/Xv379OiwsjFi0b99+0aJFT548cXhq6GDLEqiurk5KSurcuTP7HFH79u2PHj3ask2gNhAAARAAARAAARAQmsCGDRuIaMaMGUL3AuJBoDkEmutdeduFhYXffffdp59+yh+CnT59eklJSXNkoayTEHj+/PnixYtVKhWx6NSp0/LlyysrK52k++gmCIAACIAACIAACJhJ4Pnz5/wP/Tdu3DCzCLKBgIMRaBnvyqGUl5fHx8e7u7sTCw8Pj9DQ0OXLlx86dAj7xDrY58bq7jx//vzEiRO//PJLeHi4l5fXJ598wj8t/fr127lz599//211zSgIAiAAAiAAAiAAAo5NIC4ujohiY2Mdu5voHQg0RaAlvavURlFR0YYNG0JCQqT1NGLRqVMnLy8vf3//kJCQadOmLVy4cMWKFSsRDkrgp59+mjlzZmho6LBhw/r169elSxf+MZB+dujQYeLEiVu3bsVOwnoECIAACIAACIAACHyMwK1btz799NNOnTo9e/bsY3lxHgQckECreFdDTsXFxVu2bJk4ceKAAQOkJVlCOCuBtm3bjh49ev369ZcvXzb8nOAYBEAABEAABEAABEDgowQiIyOJaN26dR/NiQwg4HgEWt27NkZWVlZ26dKlw4cPp6enr1mzxkEXHdGtlRs3bszMzDx06NCZM2eKi4tLS0vxwpvG/xyQAgIgAAIgAAIgAALmEzhz5syH3Yb79++v1WrNL4WcIOAYBGznXSsrK+/fv3/p0qXffvt/7J2JX4z7+///kwtZx1gmkaJIVCilKLKEKNHJmi0SRraxZitLp5FDEUVyIkv0ZXQijn3rcFCiTqFyYjL3j3n/3J85095M033PvK7HeeSe+34v1/V833Of+zXv7erp06cTExN3794NhWeuBGJiYpRKZWpq6qVLl27evPns2TMMbjGPRwaiAAEQAAEQAAEQaFsC06ZNI6KkpKS2dQO1g4DpCbSidi0oKDh27Njy5cvZblQEAwEiOzu70NDQ+Ph4jBk2/bcdNYIACIAACIAACJgBgTNnzhDRuHHjzCAWhAACzSJgZO36+fPnAwcOTJs2rWfPnvRfk0gkdnZ2bm5u48aNCw4OXrx48fr168211xFxKRSKiIiI2bNnT5w40d3dfeDAgT169PjvHfHj09ixYxUKBfYE5mAgAAIgAAIgAAIg0GQCXl5eRJSVldXkHEgIAuZAwGja9cOHDwqFQleyduzY0dvbe/369RcvXqyoqDAHWojBMAJfvnzJzc3duXNnQEBA9+7d6adZWVnNnTv36dOnhhWP3CAAAiAAAiAAAiBgEQSUSiURzZo1yyKiRZAg8JOAEbRrUVFRZGRk586dSWt9+/bdsmWLSqX6WQX+BYG6Cdy7d+/AgQO6Q8qnT5+OO6duWDgLAiAAAiAAAiAAAj8JVFZWqcg3dwAAIABJREFUOjo6ElF+fv7Pc/gXBMyfgKHa9ddff+3UqRNpzcPDIzU1FYuemf9dY+wIr127Nm3atHbt2rEbKSws7N9//zV2JSgPBEAABEAABEAABMyHwPbt24loxYoV5hMSIgGBxgi0XLtWVlYGBQURUfv27YOCgnJzcxurC9dBoCECL168WL58edeuXYnI2dn52bNnDaXGNRAAARAAARAAARCwYAKvX7+WSqUSieTly5cWjAGhWxaBFmrXJ0+eDBgwgIh69+6NsQqWdcu0crRv3rwZNmwYEXXp0iUtLa2Va0PxIAACIAACIAACICBWApGRkUS0detWsQYAv0GgmQRaol2TkpJIayNGjMAKsc0EjuSNE6iqqpo5c6b2FqNly5Y1ngEpQAAEQAAEQAAEQMDyCNy5c+f7asMDBw6srKy0vOgRsSUSaLZ2vXjxImktNDT0y5cvlsgMMZuEwK5du9q3b09EQUFBJqkQlYAACIAACIAACICAyAj88ssvRKRUKkXmN9wFgRYRaJ52ffnypUQigZxoEWpkajaBffv2kdYOHTrU7MzIAAIgAAIgAAIgAALmTuDy5cvfVxv29PQ090ARHwj8INAM7fr58+chQ4YQkYuLC5aBxe1jGgJhYWFE1LFjxwcPHpimRtQCAiAAAiAAAiAAAiIi4O/vT0Tp6eki8hmugkDLCDRDuwYHBxNRr169CgsLW1YZcoFAcwl8+fLF1dWViAYMGIC5HM2lh/QgAAIgAAIgAAJmTyAlJYWIpk6davaRIkAQaKp2ZQMSOnTo8Mcff4AaCJiSQGFhYa9evYhIoVCYsl7UBQIgAAIgAAIgAAKiIODm5vZ9aOS1a9dE4S2cBIEWE2iqdh07diwRHThwoMU1ISMItJjAjRs3OnToIJFI0PXaYobICAIgAAIgAAIgYK4E4uLiiGjBggXmGiDiAgFGoEna9ebNm0Tk7OwMaiDQVgQWLlxIRLGxsW3lAOoFARAAARAAARAAAWESKC0t7devHxFhfRBhNhC8MhaBJmnXgIAAIjpy5IixakU5INBcAvfv3ycia2vrr1+/Njcv0oMACIAACIAACICAeRNYv349EcnlcvMOE9FZOIHGteuTJ0+ISCKRYDdXC79X2jx8Hx8fIjp8+HCbewIHQAAEQAAEQAAEQEBQBJ4+fWplZSWTyd6+fSsox+AMCBiRQOPaddasWUQUHR1txFpRFAi0gMDp06fZgsPfvn1rQXZkAQEQAAEQAAEQAAEzJhAeHk5EO3fuNOMYEZqFE2hEu1ZXV1tZWbVv376oqMjCSSH8NiegVqv79OlDRDdv3mxzZ+AACIAACIAACIAACAiKgEqlIiInJye1Wi0ox+AMCBiLQCPa9fr160Tk6elprPpQDggYQmDFihVEtHfvXkMKQV4QAAEQAAEQAAEQMEsCgYGBmGBlli2LoBiBRrTrjh07iGj16tXgBQJCIJCamkpE06dPF4Iz8AEEQAAEQAAEQAAEBEUgIyODiLy9vQXlFZwBAWMRaES7Tpo0iYgyMjKMVR/KAQFDCLx69YqIZDKZIYUgLwiAAAiAAAiAAAiYKwEvLy8iOnv2rLkGiLgsmUBD2vXbt28SiYSIysrKLJkRYhcUAZlMRkTPnj0TlFdwBgRAAARAAARAAASEQODQoUNEFBgYKARn4AMIGJdAQ9qV7ahpb29v3CpRGggYQmDmzJlEdPToUUMKQV4QAAEQAAEQAAEQMEsClZWVjo6ORKRSqcwyQARlyQQa0q4JCQlEFBYWZsmAELvQCOzbt4+IFixYIDTH4A8IgAAIgAAIgAAICIHA9u3biSg8PFwIzsAHEDAigYa068qVK4lo27ZtRqwPRYGAgQQuXrxIRKNHjzawHGQHARAAARAAARAAAbMk8OrVq+7du7dv3/7Ro0dmGSCCslgCDWnXefPmEVFCQoLF0kHgAiSQn59PRM7OzgL0DS6BAAiAAAiAAAiAgBAIREZGEtHatWuF4Ax8AAFjEWhIu7IdotLS0oxVGcoBAcMJFBQUEFHfvn0NLwolgAAIgAAIgAAIgIBZErh9+zYRWVtb//PPP2YZIIKyTAINadexY8cSUXZ2tmWiQdTCJFBWVkZEXbp0EaZ78AoEQAAEQAAEQAAEhEBg9uzZRLR7924hOAMfQMAoBBrSrq6urt93N/7zzz+NUhMKAQGjEPj27Vv79u2J6Nu3b0YpEIWAAAiAAAiAAAiAgPkRYEuEYJqV+bWsJUfUkHa1s7P7vj3Uq1evLBkQYhcggZ49exJRaWmpAH2DSyAAAiAAAiAAAiAgEALjxo37PlrtyJEjAvEHboCAgQQa0q4SiYSIKioqDKwD2UHAuAQGDRpERAUFBcYtFqWBAAiAAAiAAAiAgDkROHbsGBGNGTPGnIJCLJZMoCHtSlqzZDqIXZgEPD09v2+Tc+fOHWG6B69AAARAAARAAARAQAgEvn375uLiQkSZmZlC8Ac+gICBBKBdDQSI7G1AwMvLi4jy8/PboG5UCQIgAAIgAAIgAALiIRAbG0tEM2bMEI/L8BQE6iUA7VovGlwQLAFoV8E2DRwDARAAARAAARAQFIH379/36dOHiP744w9BOQZnQKAFBKBdWwANWdqYALRrGzcAqgcBEAABEAABEBAPgejoaCIKDw8Xj8vwFATqJgDtWjcXnBUyAWhXIbcOfAMBEAABEAABEBAUgUePHrVv397Kyurly5eCcgzOgEBzCUC7NpcY0rc9AWjXtm8DeAACIAACIAACICAeAgsXLiSidevWicdleAoCdRCAdq0DCk4JnAC0q8AbCO6BAAiAAAiAAAgIisC1a9eIqE+fPp8/fxaUY3AGBJpFANq1WbiQWBAEoF0F0QxwAgRAAARAAARAQDwEpk6dSkR79+4Vj8vwFAT0CUC76hPBZ+ETgHYVfhvBQxAAARAAARAAAUEROH36NBENGzZMUF7BGRBoFgFo12bhQmJBEIB2FUQzwAkQAAEQAAEQAAFREfD09CSipKQkUXkNZ0HgfwSgXf/HAkdiIQDtKpaWgp8gAAIgAAIgAALCIZCQkEBEvr6+wnEJnoBAswhAuzYLFxILggC0qyCaAU6AAAiAAAiAAAiIikBFRcXAgQOJ6OLFi6JyHM6CwP8nAO2KW0F8BKBdxddm8BgEQAAEQAAEQEAABLZs2UJEQUFBAvAFLoBAswlAuzYbGTK0OQFo1zZvAjgAAiAAAiAAAiAgRgIvX77s1q0bEd29e1eM/sNnCycA7WrhN4Aow4d2FWWzwWkQAAEQAAEQAAEBEFi+fDkRLV68WAC+wAUQaB4BaNfm8UJqIRCAdhVCK8AHEAABEAABEAABMRLIz88noo4dOxYXF4vRf/hsyQSgXS259cUaO7SrWFsOfoMACIAACIAACAiAQEhICBFt2LBBAL7ABRBoBgFo12bAQlKBEIB2FUhDwA0QAAEQAAEQAAExEsjKyiKivn37ajQaMfoPny2WALSrxTa9iAOHdhVx48F1EAABEAABEAABARDw8/Mjori4OAH4AhdAoKkEoF2bSgrphEMA2lU4bQFPQAAEQAAEQAAExEggKSmJiFxdXcXoPHy2WALQrhbb9CIOHNpVxI0H10EABEAABEAABARAQK1WDx06lIhSU1MF4A5cAIEmEYB2bRImJBIUAWhXQTUHnAEBEAABEAABEBAjgd27dxORn5+fGJ2Hz5ZJANrVMttd3FFDu4q7/eA9CIAACIAACICAAAgUFxdbW1sT0bVr1wTgDlwAgcYJQLs2zggphEYA2lVoLQJ/QAAEQAAEQAAExEhALpcT0cyZM8XoPHy2QALQrhbY6KIPGdpV9E2IAEAABEAABEAABARA4OHDh6S1Z8+eCcAduAACjRCAdm0EEC4LkAC0qwAbBS6BAAiAAAiAAAiIkcC8efOIaOnSpWJ0Hj5bGgFoV0trcXOIF9rVHFoRMYAACIAACIAACAiAQE5ODhF17tz548ePAnAHLoBAQwSgXRuig2vCJADtKsx2gVcgAAIgAAIgAAJiJBAQEEBECoVCjM7DZ4siAO1qUc1tJsFCu5pJQyIMEAABEAABEAABARBIS0sjIltbWwH4AhdAoCEC0K4N0THvaxUVFTExMfn5+aILE9pVdE0Gh0EABEAABEAABIRMwN3dnYiUSqWQnYRvINC62lWtVt+/f7+6uhqgBUggPz/f1tZ2yZIlarVagO414BK0awNwcAkEQAAEQAAEQAAEmksgPj6eiNzc3JqbEelBwJQEWle75uXl2djYSKXSKVOmnDlzpqqqypSxmUddarU6LS3tyZMnRg8nIyODiKKiolpQ8osXL44dO9ZWohfatQVNhiwgAAIgAAIgAAIgUB+BDx8+2NnZEVFmZmZ9aXAeBNqcQOtqV7VarVQq2TeBiGxsbORy+Zs3bxoIu6SkJD8/v6Sk5OnTpwsXLoyKipLL5VFRUTdu3NDLVVJScunSpaysrO3btyclJeldZR+rq6tPnDghl8snTJhgY2Pj7u6+e/fukpKSOhPn5uYuXbq0uLiYv/r06dPHjx9rNBr+TBMPCgoKFi5cqCs4CwsL8/Pza2pqmlgCn6ykpMTLy6s1ekd37dpFRCEhIZWVlXx1TTxISEiwtbVtq/HG0K5NbCYkAwEQAAEQAAEQAIEmElAoFEQ0fvz4JqZHMhAwPYHW1a4snqqqqjNnzvj5+ZHWpFLpsmXL3r59Wzva9+/fjxs3jiXT++vr61taWsqyqNXq/fv3S6VSPk1gYGBFRQW7yv/98OFDWFgYn4Y/sLOzO3r0aG0Zyb6xCxcuZIOcKysrg4KCJBJJamoqX2YTD1JSUojI39+f+azRaCIjI4lo27ZtTSyBT8a0a8sUJl9I7QO1Wr1kyRJDtCsRZWdn1y7ZBGegXU0AGVWAAAiAAAiAAAhYFIGCgoIuXboQUVt1TlgUbQTbMgKm0K4cx5WWlvr6+q5bty4/P3/69OkSiaROAVlZWbl06VJPT89p06bZ2NjY29srlcqsrKy8vDx+0qxarV6/fr1EIvHx8Tl9+vTJkycdHR0lEsnx48d1EVRWVvLC1dvbm3WBqtXqjIyMIUOGSCQSpVKp26H6+fPn0NBQtsYa+8Yy0diyUbVyuZy0lpGRwXFcZWVlSEhIy4Qic8PLy+vUqVNKpTJaaxkZGbrO6wbexGPepfnz5/Nsm5iX47iEhAQi2rhxY0ZGhkKhiI6O3rp1q26XddOLakFKaNcWQEMWEAABEAABEAABEGiYwLJly4ho1qxZDSfDVRBoKwIm0q5MgIWGhn7+/Fmj0dy9e3fq1KlEtHTp0tr9pbzYGz9+fFlZmR6aM2fOSCSS4OBgfuhvcnJybVmYmJjIFLJCoSgsLNQtpKCgwNvb28bG5sKFC/z5srKy8ePHk9bi4uI4jmNLGRFRc9VddXX1/PnzWVErVqxQq9WvX78eMWIEG4ZROyLeB92Dp0+fJicnR0VFeXl5SSQSVhr7a2NjExUV1QLBqVt+C5R5VVXV5cuXY2JiQkND+XHgvGPDhw+/deuWbhWtdwzt2npsUTIIgAAIgAAIgIDFEsjLyyOtNTzFz2L5IPA2J2BS7ao7abO6ujo2NlYikdQpX5mSrC0aS0tL/f39R44c+erVK57dgwcPHB0dvby8eDX75s0bDw8PZ2fne/fu8cl0D1QqlY2Nje5I44KCAhcXF9JaYGDgx48f9+zZwz42d7yurgz28PB48+YN09tEpOukrj8cx3369KmkpIQpUuY/q539tbe33759u0qlKi8v18vYso+8dk1MTGxiCXFxccwZ/m9gYGBqaurz589NvGgTtGsTmwzJQAAEQAAEQAAEQKBZBIKCgoho5cqVzcqFxCBgGgIm1a56S9pqNBqlUvm9UzE+Pl5vBCxTVt9XadKjkJmZKZFIWL8of6m6uvr7BNqZM2fyXbisJ3bPnj16xfJZWPlTpkz5+PEjO3n58mWJRDJmzJiRI0c6OjqePn3a1dWVtNZc7cq09MiRI8eMGSORSE6cOOHv78+KqlO7FhQUsF7o72u72dnZKZXKDx8+LFu2zN3dff/+/RcuXPDz8wsKCmpgRSW1Wn3z5s0srdW3IpRGo3nx4kVWVtaDBw9qamoYAWdn52fPnjEC7G9RURFbAevSpUv8bwHs0vXr111cXObPn5+Zmbl3714iunjxom5e3eOampoHDx4wl1QqlYG9xLolcxwH7aoHBB9BAARAAARAAARAwCgEMjMziahr165fv341SoEoBASMSMCk2rW2CFSr1atXr7axsVGpVLpRMfmXkJCge5LjOLlc7ujo+ODBA73zeh+joqIaXgWX9bLy/boajWb16tVElJKSwlZsIq15eXk5OzvXdluvOr2PbC6oQqFgKzaxolxdXT08PGprV5VK5ezsLJFIvqvT8PBwGxsbmUx27do1vkw2MbUB7VpcXDxlyhRWCxH17NkzOTlZbyWqqqqq1atXs7HHEolk06ZNRUVFXl5euqFpNJrk5GQbGxu+qClTphQVFfGe6B5kZ2c3oF0rKiqWLl3Kl0NEMTExRpSv0K66bYFjEAABEAABEAABEDAigTFjxhDRrl276iyTiL5vBVLnJZwEgdYm0MbaleO4Z8+eOTs78zKSBcykkd4ytjU1NREREbXlnx4jlszJyenx48d6l/iPrGP2+4RSdubVq1cjR450cXEpKCi4c+eOvb09EclksqysrNDQ0EZr5IvlOK68vHzq1KkymUylUukO/U1OTq4tvFm9jo6Oly9fZl3E586dIyJd0c60a30+FBYW+vr62tnZJScnl5SU1NTUsJ1v+NA4jmOrWxGRj4/PiRMnlErlli1bzp8/b2Njw0tivg985syZjx8/rqysZHN0/fz8+OWddcNkDaTrJ3+1oqIiNDRUKpXGxMQUFRWx9bGIaNOmTfV1g/N5m3igq10fPnzYxFxIBgIgAAIgAAIgAAIg0CiBI0eOsMGAdaZkaxE3MB6wzlw4CQJGIWBS7erl5fXu3Ts9v4uLiz08PLy9vXU1UkZGRp3iU6FQ2Nra/vHHH3qF6H1UKBQSieTy5ct659nHwsJCb29v3UmzbCYnW1eJV3psNmxUVFSdntRZMsdxbFQzP5OWLRnFZr0mJCRIJJKcnByWV61Ws+WI7ezsVq9enZmZuW/fPkdHR71e6Aa0a3V19cKFC3UXnaqurp4zZw4R6WpO9utAaGgoP6aaZSQiJtc5jmMTgHXTXLt2TSaTEZGuDOajrk+7ajSazZs36y7jrNFoNm3aRES1xyfzpTX3gNeulZWV/fr18/LyOn36dHMLQXoQAAEQAAEQAAEQAIHaBL58+eLk5EREx44dq33V1taWiLCYU20yOGMCAibSrkyA6Y2G5Tiuurqa6TemG/mAExIS6uxpvHXrlr29va+vr97SwXxGdpCRkUFEukqMT/DkyRM/Pz/dPXWKiorGjBmj61tFRUV8fPyLFy84jktJSWlABvPFsgMWpq7eU6vVSUlJbNMdlUolk8n4vkomKadMmbJ48WJ+JWGpVLp//37dpY/YqsUeHh78DjSXLl1avXp1dXX148ePnZycdKf1MglKWuMr0hvfy3exenl5yWQytouPXC7XFfO8uCWiMWPG1B45zGI5ePAgC7yioiIiIiI3N7e0tNTb23vZsmV8CM+fP+dnDsvlcv48y9iyv7x2ffr06ciRI7XhUnBwcG5ubssKRC4QAAEQAAEQAAEQAAGewM6dO4lo+PDh/Bn+gL3XNTqDj0+PAxAwIgETaVd+R1C2qm1NTc2rV6/i4+OHDBlCRHpaVKPRREZGenh4FBUVlZeXl5SUlJaWMs3D664hQ4ZkZGTUJ4SKi4v9/PyIaOrUqQUFBYxXUVHR+vXrpVpTKpVsRigvnvmeUj249+/fd3BwUCgUeudrf6ypqYmPj5dIJKyXtXYC1sPMj45ms2GZdGQrJGVnZ+t2PvMlREVF8bN8GRzWTc0EZExMjEZr169fd9ba0aNH2cHt27dZV3C/fv3y8vI4jtNoNKdOnbKxsQkNDX316tX3XYjmzJnz8ePH+fPnu7m5/f3332yDosjISLaxbVRUFBHJ5XK92apsQjK/+BajlJiYyCYSh4eHs6Z58uQJ245IqVT6+vra2NhkZmYaPnKY164cx339+nXPnj38NN0VK1awHx14ejgAARAAARAAARAAARBoFoHCwsJevXoRkd4MPo7jfH19v4/d012cpVklIzEIGEKgdbWrRqMpLS1VqVRXrlz5/fffJ0yY4KY1vpvRwcEhJiaGHzFfWVl55syZX375RSqV0n+NX3NYo9FkZmYy0WtjY+Ph4TFy5EiWPjw8nJdY9+/fZz8LSSQSNze3wYMHs/KGDBly5coVXj6xrkuJRHLmzJk6ObINb3RXJK4zGcdxrMuRiHQ7QnUTsx7UESNGvH79muO4xMRE3R5a3ZR6x3K5XCKRXLhwQaPR3Lx509HRkXVgsh2DpFLpyJEj3dzcJBKJs7MzW/XqwoUL34WinZ3d+fPnr169KpFIvLy85HJ5UFCQRCLhfyyIi4uzt7e/c+fO8ePHv3cvDx482NPTk+3dGhkZWVVVxSavElFYWNiHDx94xxi34ODgioqKqqqqlStXMnXNOmwZc9YuNjY2p06d0mg09+7dc3Z2lkql/A8HfGnNPdDVrizv69evV61aRVqTyWQ7d+78/Plzc4tFehAAARAAARAAARAAAUaArWM6ceJEPSBsEx3W+6J3CR9BoLUJtK52ZQqH/mtSqdTLy2vVqlUqlUqv45St0MsnHzx4sJ+fX3R0dHZ2Nj9XkxGpqqo6deqUv78/U63Ozs7r1q3766+/2FX2t7KyMjY21svLSyKR2NnZTZo0KTExkdfJLI1arV63bt2CBQv0yufLYdM1mzLJlvUJBwQENDCema0RderUqe+/WrGuywY2oeV9uHjxIpt6SlobMWIE35l869YtXqJPnz6d73LUaDTp6enf13CSSCTp6emhoaEsLxtKzW9+U1xcPHHixMTExOrq6jVr1rDfFBwcHBITE/mmKSkpYdn5hZ1Y32xISAhfpkQi2bZtG/tF4OXLl6zTm027Zf29nNZyc3OZtwcOHGBnWva3tnZl5dy6dWvWrFmkte9ivs6Zui2rEblAAARAAARAAARAwKII3Lt3j7Smty5meHg4ER05csSiaCBYgRBoXe1aWVkZFxcXHR2tVCpVKlVxcbGedNSjUFJSkpCQkJOTc+PGjcePH/O9o3rJTPyRTbLV3U6mxQ6whYXZDFLd8c+pqanl5eU1NTVv375NTU0NDAy0t7fnV3Wqrq5evHgxEbm5uSmVSj2GNTU1paWleieZh5WVleXl5RqNhm0Aq1KpSktL9ajWaI1PX1paqre/DsdxrAq+T5slVqlUdnZ2Uql07ty5d+/e1S1Wo9GUl5d/+vSpNqjq6uo6q6idsoEz9WlXluXs2bNsbXciCggIqD3WpYGScQkEQAAEQAAEQAAELIpAXFzcgAEDzp49WztqtgLo/PnzdS+tXbuWDTPUPYljEDANgdbVrqaJwQS1vHr16vbt27ryrMWVlpSU5OXlsV5NtVqtVCrZGF3SMYlEEhwczC/OxOr6/PmzURxosee1M6rV6jbZt7ph7cr8TEhIcHBwIK2Fh4fr/WRYOxacAQEQAAEQAAEQAAELJLBmzRoisrKyOn/+vF74bL1PItJdkIVtx7h+/Xq9xPgIAiYgAO1qAsiNVFFeXp6amhqttZiYmNu3b+v1cDaS3/IuN0W7shnIGzduZLuQde3aVaFQ/PPPP5ZHCxGDAAiAAAiAAAiAQL0ENBrNzJkzvw8D7tKlS+0NJidNmkREukr18OHDRLRkyZJ6S8QFEGg1AtCurYYWBbcagSZqV1b/w4cPFyxYQFobNGiQUqlsNb9QMAiAAAiAAAiAAAiIj4BarQ4ODv6+hqhEIuHnrLEwTp48yc7zUZ05c4aIQkJC+DM4AAGTEYB2NRlqVGQ0As3SrqzWy5cvsx8OiWjs2LGZmZlG8wYFgQAIgAAIgAAIgIDICXz9+nX69OlE1KtXL7ZpBR/QiBEjiOjgwYPsTE5ODhGNHz+eT4ADEDAZAWhXk6FGRUYj0ALtyupOTk52cXEhrYWGhubn5xvNJxQEAiAAAiAAAiAAAmImUF1dPW3aNCLq06eP7j4R+/fvJyJ7e3sWHFt/ePjw4WKOFb6LlQC0q1hbzpL9brF2Zbv7xMTE9O7dm7S2evXqBvY0smTIiB0EQAAEQAAEQMDSCFRVVQUEBBBR//79b9++zcIvKyvr378/EaWnp3Mc9/r1a10pa2mIEG/bEoB2bVv+qL0lBAzRrqy+v/76a8WKFaS1fv36xcbG8vvZtsQh5AEBEAABEAABEAABsyBQWVk5efJkIho4cOD9+/dZTBs3biQiT09PjuMqKir0ZsCaRdwIQhwEoF3F0U7wUpeA4dqVlaZSqYKCgkhr7u7uJ0+e1K0FxyAAAiAAAiAAAiBggQQ+ffo0YcIEInJycnr06BHHcc+fP+/UqRMR5ebmchxnZWVFRNgXwwLvjTYPGdq1zZsADjSbgLG0K6v41KlTrEAiCgwMvHbtWrMdQgYQAAEQAAEQAAEQMCMC5eXl48ePJ6Jhw4Y9f/6c47jFixcT0YwZMziOs7a2/r7UcHFxsRlFjFDEQQDaVRztBC91CRhXu3Ic9+3bt3379tnZ2ZHWli5dyh7TupXiGARAAARAAARAAAQsh8A///zj5+dHRMOHD3/58mVubi5p7cWLF0OGDPm+1PDjx48thwYiFQgBaFeBNATcaAYBo2tXVvfbt2/Xrl3boUMHIurRo8e2bds+ffrUDLeQFARAAARAAARAAATMiEBJScnYsWOJyMPD482bNzNmzCCiiIiI0aNHf9e0N27cMKNYEYo4CEC7iqOd4KUugVbSrqyKO3fuhIWFkdacnZ1/++0g1e/AAAAgAElEQVQ33apxDAIgAAIgAAIgAAKWQ+Ddu3c+Pj5ENHr06KNHj5LW2GJOmZmZlsMBkQqEALSrQBoCbjSDQKtqV+bH+fPnx40bR1rz9/e/cOFCM/xDUhAAARAAARAAARAwFwJv375lr16+vr4eHh5sFDERJSUlmUuIiEM0BKBdRdNUcJQnYALtyupKTEx0cnIirc2dO/fu3bu8DzgAARAAARAAARAAAQshUFhY6OnpSURspmvHjh2JaN++fRYSPsIUDgFoV+G0BTxpKgGTaVeO4z58+LBly5bu3bsTUceOHdetW/fu3bumOop0IAACIAACIAACIGAWBF6/fu3u7v69u7Vbt26ktU2bNplFZAhCTASgXcXUWvCVETCldmU1Pn36lC0NT0T29vYHDhxAW4AACIAACIAACICARRH4vtrwiBEj6KdFRERYVPgIVggEoF2F0ArwoXkETK9dmX85OTlTp04lrY0ePTo9Pb15fiM1CIAACIAACIAACIiZwF9//eXs7ExaGzNmjJhDge+iJADtKspms3Cn20q7MuwpKSn8j47BwcG5ubkW3hwIHwRAAARAAARAwHIIFBQUSKVSIurUqZPlRI1IBUIA2lUgDQE3mkGgbbUrx3FfvnzZs2ePjY0NaS0yMvLly5fNCABJQQAEQAAEQAAEQEC0BJKSktq1a2dnZyfaCOC4WAlAu4q15SzZ7zbXrgz+69evo6KiSGvW1tY7d+78/PmzJbcLYgcBEAABEAABEAABEACB1iMA7dp6bFFyaxEQiHZl4d28eXPWrFmkNTc3t2PHjrVW2CgXBEAABEAABEAABEAABCyYALSrBTe+aEMXlHZlFM+ePevj40NaCwgIyM7OFi1dOA4CIAACIAACIAACIAACQiQA7SrEVoFPDRMQoHZlDv/6668ODg6ktUWLFj169KjhQHAVBEAABEAABEAABEAABECgiQSgXZsICskERECw2pXjuNLS0o0bN3bu3Jlt3q1QKP755x8BsYMrIAACIAACIAACIAACICBOAtCu4mw3y/ZayNqVtcyDBw8WLFhAWhs0aNChQ4csu8UQPQiAAAiAAAiAAAiAAAgYSgDa1VCCyG96AsLXrozJ5cuXJ06cSFrz9fXNzMw0PSvUCAIgAAIgAAIgAAIgAALmQQDa1Tza0bKiEIt2Za2SlJTk4uJCWgsNDb19+7ZltRaiBQEQAAEQAAEQEAOBf//998OHD+/evfv777+fPn169+7dvLw8lUp15cqVS5cunTt37uzZs6dPn05NTT1+/PjRo0cTExMTEhIOHDgQFxe3a9euHTt2bN26NSYmZvfu3XFxcQcPHlQqlYcPH05KSjp+/HhaWlp6evrvv/9+/vz5S5cuXb16VaVS3bp16/79+8+ePXv9+vX79+8/ffokBk7wsS0JQLu2JX3U3TIC4tKuHMdVVlbGxMT06tWLiNq1a7dmzZrCwsKWxY5cAiRQUVFxHQYCbUrg6dOnAvxqwCUQAIE2J1BeXv7y5cs///zz6tWr6enphw8f3r1797p165YsWRISEuLv7z9y5MiBAwf26NGDhGQymWzw4MGjRo2aNGlSaGhoRETEpk2bYmNjjx49evbs2WvXrt2/f//169cVFRVtThgOmJgAtKuJgaM6IxAQnXZlMRcUFCxfvpy01q9fv9jY2JqaGiPgQBFtTeDYsWPaVsUfEGhLAnfv3uVgIAAClkrg06dPf/75Z3p6+u7duxcvXjx+/PgBAwZQ862LpIvUuoesv3XfQbYDXAcO8nAaOsbFZdzw4RPcR04eNWqal1eQj0+I79jQcePmTvBfOHnSkqkBywKnRQYFrpoZHD07ZMMvQWtnBa6aOXXFjMlLp01cPMV/waRxcyeMme3nHeLrNcNn1LTRIyZ5DPcf6eLnNnSMyyAPJ3uXgf0G2fbuL5PKpF26dWm+y+Tk5BQQEBAZGblv376srKxHjx79+++/lnojmH/c0K7m38bmF6FItStrCJVKFRQURFrz8PBITU01vwaytIi2bt1KRH4wEGg7AkR0/fp1S/vqIV4QsDQC7969u3nz5unTp/fv379u3bqwsLBx48Y5OTlJJBKqx7p069K7v8zeZcDQsa6jpnmNmzdx2sqg0M3zFu2LiEpauzFze8y1uAP3Dh/5++TpT1nC+e/wXyn77hzacXXv+jNbIo/IF8Yunb1pzpTl033D/N2neDr7DLMbat+rX+9OXTrVEzf17Nlz2LBhkyZNWrBggUKhSEhI+P3332/fvo1hyWL/1kC7ir0FLdF/UWtX1mBpaWmenp6ktcDAQLx0ivo+Ztp127Ztoo4CzouXgJ+fH7SreJsPnoNAnQSKiopycnKUSqVcLp8xY4aLi0vXrl2pfuvYpZPtEDv3gFEBEYELY5duOLt1/5+JwtGirefJ8Xdn9uQelJ/cODcmfOKiALfxI/oM7Fs/px9XevToMWrUqNmzZ2/cuDEpKenGjRsfP37kYCIhAO0qkoaCmzoEzEC7chz37du3ffv22dnZkdaWLVv2/PlznShxKBoCTLtu3bpVNB7DUfMiAO1qXu2JaCyRwKdPn27cuKFUKiMiInx9fbt37051WZduXRyGO3pM9Zq4eMpsxdwIZdSG37ftzYsXWq9p6ynVppd8uCBl140D689sWXxg+cz1oePnTxwx0d12iF3Hzh3rQks2NjaTJk1as2ZNcnLynTt3qqurLfFGFEPM0K5iaCX4+F8C5qFdWUxFRUVyubxDhw7sh8Bt27Zh4YH/trYIPkG7iqCRzNpFaFezbl4EZ54E7t27l5KSsnbt2oCAgH79+lEt69yty2BPZ99fxs/aOCfyqDzmWhwEatOFa8MpDz07tvXS7ghlVNDaWd4zxzoMd6yF/8cJR0fHoKCgzZs3Z2ZmoneBE4xBuwqmKeBIkwmYk3ZlQd+5cycsLIy0NnTo0CNHjjQZBhK2PQFo17ZvA8v2ANrVstsf0YuDQH5+/q+//hoWFubq6kp1mb3LQJ8Q31+2zt9wdmvCk6SG1ReuGp3AgbuJ8tRNM9eHjgoc3dexjl8TiMjd3X358uVJSUmPHz8Wx21njl42pF3ZzO+qqipzDBwxiZgA2y7V/PaEOHfuHHsHJSJ/f/8LFy6IuJEsyXVoV0tqbSHGCu0qxFaBTxZP4NmzZ+np6ZGRkewHd/qvyfpbuweMClo7Kypp7d68eKMrMRRoOIGd1/ctU0ZNXTHDddyI7jLpfxuQunbtOn78+A0bNmRlZb1588bi73fTAWhIu7KZeNiI0nStgZqaRoCNrikuLm5acpGlSkxMdHJyIq3Nmzfv3r17IgvA8tyFdrW8NhdWxNCuwmoPeGORBCoqKlQq1cGDB8PDw/m1GEnHZHbW3jPHzt0Zvv3K3uPvzhiurFCCiQkcfZ2mOB8zWzHXPWBUbSkrkUjGjh27atWqI0eO5OfnY7ps6z0GGtKubm5u3zd+ePjwYetVj5JBoAUEunT5sf2XGW/e9eHDh82bN7OBDx07dly3bt27d+9aAApZTEMA2tU0nFFLfQSgXesjg/Mg0KoEPn78mJmZuWLFiqFDh1It6yrt5jZ+RHD07PVnthx9nWZioYXqWpvAr4+OrjmxYcry6UNGD61zqx4vL68NGzZcvXoVOta4X8OGtCv736FKpTJulSgNBAwh8PXrVyLq2LGjIYWIIu+TJ08WL15MWhswYMDBgwdF4bYFOgntaoGNLqiQoV0F1RxwxrwJ/Pvvv9nZ2WvXrnV3d6f/GpuwGrZtwcbM7YnPj7e2dkL5giIQ/+C36FOKH9Nlp42W2Vn/99b4sQP8jh078vLyzPvbYZroGtKuQUFBRJSZmWkaV1ALCDSFwLt374iob9++TUlsBmmuXr06ZcoU0tro0aPT09PNICgzC4FpV+zvambNKqJwoF1F1FhwVYwEampq8vPzY2Ji/Pz8Onb83w4r3WVSj6leYdsWbL28+0TJWUFJKTjTtgSOFZ3ecHZr8LpQl3HDO3f7MVqQWffu3QMDA+Pj481v0RbOVNaQdg0PDyei5ORkUzmDekCgcQJPnz4loqFDhzae1IxSpKSkjBgxgrQ2c+bMP/74w4yCE30o6HcVfROKPABoV5E3INwXKIHnz5/Hx8fPmDFDd7fVPvY2E8IDVvy25uD939pWHaF2ERHYm/frov3LvYJ8JD3/t3Nv3759586de+LEidLSUoF+BwTpVkPaVS6XE9G+ffsE6TmcslACeXl5ROTj42Np8X/58mX37t19+vQhrUVGRr58+dLSIAgzXmhXYbaL5XgF7Wo5bY1IW5vAp0+fMjIylixZMmDAAPppkp7dvWb4LD6wPP4B9GqWiBSjAF099fH8nj/i58aEu40foTtL1s3Nbe3atZgc25QveEPa9fDhw0S0dOnSphSENCBgGgLJyclEtHDhQtNUJ7RaXr16FRUVRVqTyWS7du0y4zWrhAa/Pn+gXesjg/OmIQDtahrOqMWMCfz11187d+7U28xmqI/LbMXcmGtxApRAcMk8CGzO2jljTchAN0fSsUmTJh06dOj9+/dm/I0zJLSGtOvDhw+JaNiwYYZUgLwgYFwCbCj74cOHjVusuEq7efNmSEgIac3Nze3YsWPi8t/MvIV2NbMGFV040K6iazI4LBACd+/eVSgUzs7O9NP6D7KbvHRa9OnN2MbGPMShWKI4+ip1ZdJa3zD/3n1l7GZs166dt7d3XFzc69evBfJ9EYgbDWnXb9++sc1IKioqBOIu3AABtvcptm7iOC4jI8PHx4e0Nnny5CtXruD2aBMC0K5tgh2V8gSgXXkUOACBphC4fft2dHS0nZ0d/TSZrSw4evaBu4likTrw04wJbMveM3HxlG7Sbj9vTxo+fHhMTAxELPt2N6RdOY4bP348EV2+fJmlxl8QaFsCZWVlRNS5c+dv3761rSfCqf3XX38dOHAgaS08PPzRo0fC8c1CPIF2tZCGFmyY0K6CbRo4JigCDx482LBhg4ODA/20rtJu/gsmbb20+9TH82ashRCaGAmklWWuTds0KnC0VSernzcsubu7x8bGFhUVCeqbZWJnGtGuCoWCiBQKhYndQnUgUCeBc+fOEZG/v3+dVy32ZElJyYYNGzp37kxE3bp1UygUZWVlFkvD9IEz7Yo9ckxPHjUyAtCuuBNAoAECxcXFO3fuHDJkCOmYT4ivPHWTGCUNfLY0AseKTkcoo1zGDde5f38sWapUKj99+tTAnW+ulxrRrhcvXiT6saOuucaPuMRFYO3atfgxpb4me/DgwYIFC0hrgwcPViqV9aXEeeMSgHY1Lk+U1lwC0K7NJYb0lkCgsrIyOTl53Lhx7dq1I61ZdbLymOq1MmltyvsMS9M/iNcMCBx9nbZoX8TQMS7t2rdnt3SnTp1CQkKysrLUarUlfKlZjI1o14qKCiKysrIqKSmxHCiIVJgEvn37ZmtrS0QXL14UpodC8OrSpUsTJ04krfn6+mZmZgrBK/P2AWOGzbt9hR8dtKvw2wgempJATk7OnDlzSMecvJzD45YdL043AwGDEEDg8F8poZvn9R3045WYWY8ePSIjIy1kLZhGtCvHcf7+/kS0ceNGDgYCbUrg999/J6KePXt+/fq1TR0RQeVJSUnDhg0jrf3yyy/5+fkicFq0LkK7irbpzMRxaFczaUiEYRiB8vLyvXv3Dho0iH6atX2fmetDE54kQe2AgFkSiLkWN2nJFElPyc9bnjw9PZOTk81798TGtevly5eJqFevXl++fDHsqYLcIGAQgTFjxmDAcNMJVlRU7Nixo1evXkTUrl27NWvWFBYWNj07UjadALRr01khZWsQgHZtDaooU0QErl27ptvR2rFzx3FzJ2y9tNss5QqCAoHaBKKSoz2metFPk0gkkZGRT58+FdG3uOmuNq5dOY5jO19Z+I6aTWeKlK1BgO02bGVlVVpa2hrlm2uZBQUFy5cvJ63Z2trGxcVZ1KQI0zQrtKtpOKOW+ghAu9ZHBufNm8DXr1+TkpKGDh1KP81u2ICFsUsxNri2tsEZSyBw6NmxkA1hvW3//w6xbMWiCxcuaDQac3oUNEm7Hjt2jIgcHBzMLHhzakizj4X9pLpw4UKzj7Q1Arx+/fqMGTNIax4eHqmpqa1Ri8WWCe1qsU0vkMChXQXSEHDDZAQ+fPiwY8eOPn36kNY6de3sN8d/R06sJegTxAgCDRNIKz+3Ln3zyMmj2v9c0snJyem3334zm/GzTdKuarWaPSCw0avJnsuoSJdAaWmpldWP7a0KCgp0z+O4WQTS0tI8PT1Ja9OnT79+/XqzsiNxfQSgXesjg/OmIQDtahrOqEUIBIqKilasWMH2hCOifoNsF8YuPfYWizBlNaxncNUCCSifJgetnSWV9SCtWVtbb9++/ePHj0L4IhviQ5O0K8dxu3bt+r6+q6Ojo2VuJWQIYuQ1kIBGowkICCCiCRMmGFgUstfU1MTFxfXv35+0tmzZMvwcYPhdAe1qOEOUYAgBaFdD6CGvWAg8ffo0LCysQ4cORNTBqsPo4DFbLu6yQEGCkEGgWQTSyjJXp6wf5utKWuvWrduaNWuKiorE8sWv7WdTteuXL19cXX+EPWHCBIwcrs0RZ1qPgEKhIKKuXbs+f/689WqxqJKLiorkcjl7A+jZs+f27dsrKiosioBxg4V2NS5PlNZcAtCuzSWG9OIioFKp2E/YRNS5W5epK2Yc/iulWa/vSAwCILDvtnLMLL8OVj9+/bGysgoPDxdp70VTtSvHcYWFhVKplIg2bNggrqcevBUvgczMTNLa77//Lt4ohOn5nTt3+IUZhw4deuTIEWH6KXyvoF2F30bm7SG0q3m3ryVHl5OTw7YYIKLuvaQhG8KOFZ2GCAEBEGgxAeXT5ElLpnbs3JGI2rdvHxoaKrrliJuhXTmOy8nJadeuHRFBSFjy/0tMFvvjx4+7dOlCRNHR0Sar1NIqysrKGj9+PGltwoQJFy9etDQChscL7Wo4Q5RgCAFoV0PoIa8wCVy9etXHx4e01kPWY872BSfeZ7T4fR0ZQQAEdAkceXlyWmRQpy6d2DaKs2fPFpGCbZ525TiOvaV17NgxMTFRmM87eGUeBFQqFdub1NfX99u3b+YRlGCj+O2339hWWEQ0b968e/fuCdZVAToG7SrARrEol6BdLaq5zT7YP//8c+zYsaQ1aW/pvJ2LoFp1VQeOQcBYBJiCZX2wRBQaGvr69WvhP2GarV05jgsLC2PPlLlz5/7777/CDxIeio7Anj172D1mZ2dXXl4uOv/F6HBFRcX27dt79uxJRJ06dVq/fv379+/FGIjpfYZ2NT1z1KhLANpVlwaOxUvg5cuXM2fOJK31sO7xQ7WWnDXWazrKAQEQqJPAkZcnp0bO6NS1M5sHu2rVqg8fPgj5MdIS7cpx3IEDB9ieJa6urq9evRJyhPBNXAQqKyv5JRm8vLwKCwvF5b/YvS0oKIiIiCCtDRgw4ODBg2KPyAT+Q7uaADKqaIAAtGsDcHBJFATKysoiIyPZi2WXbl1mbZyDvtY6ZQZOgkArEfjt5ckJ4QHtO7QnIqlUumfPnurqamE+PVqoXTmOy83Ntba2ZgvArlq16t27d8KMEF6JhUBVVdWePXvYTdW+fXuFQlFTUyMW583Mz+vXrwcFBZHWvL29z5w5Y2YBGjccaFfj8kRpzSUA7dpcYkgvHAIajSYhIYEtBdrBqsPERQG/vTzZSm/nKBYEQKBhAvvvJroHjCKt2dnZZWdnC+dZwXvScu3Kcdy7d++8vLxYhB07dly6dCl6yXiyOGg6gY8fP27dupWNViWiPn36/PHHH03PjpStRODUqVP8F3zmzJlolPo4M+26bdu2+hLgPAi0KgFo11bFi8Jbj8C9e/dGjhxJWvOY6rX/bmLDL9a4CgIgYAIC26/sHeA6kH0xg4KCiouLW+8h0IKSDdKuHMd9+/YtPT2df/RYWVnNnz9fpPsFtQAfshhIoLS0dN26dRKJhLTWv3//ffv2VVZWGlgsshuLgEaj2b9/v52dnbZ9aOXKlX///bexCjebcqBdzaYpRRoItKtIG86S3a6srFy6dClprbetbNO57SZ4I0cVIAACTSew9NeVXSQ/Nvvo0qVLbGyscJ5XhmpXPpKcnBx/f3/2GCKiwYMHf986Mj4+Pj8//+vXr3wyHFg4gW/fvj169CgpKWnp0qXDhw9nk1uIyMXFJSUlRa1WWzgfYYZfXFy8bt26jh1/7AZmbW29a9cuLNKm21IYM6xLA8emJwDtanrmqNEQAleuXOnbt++P7SU7tJ+6YgamtjZdTiAlCJiSwOGClBGTPEhrrq6ujx49MuSLb6y8RtOuzKH79+8HBwdrY/zPH3d392nTps2fP3/VqlXbt29PSEhITU3Nzs5WwcyUQE5OzunTpw8dOrRz5065XB4eHh4UFOTj48P2a9W9OcaOHXv58mV2/+CvkAncu3dv3rx5rO3c3NyOHz8uZG9N6Ru0qylpo67aBKBdazPBGWES+PDhw/eODdJav8G2O6/vM+WLOOoCARBoAYFVx9ZJZVL2tVUoFG3+bDGydmXxVFRU5OTk7Nq1Kzg4mB9tyGLGXxDo0aNHQECAQqG4cOFCaWkpu2fwVywELl68OGHCBHYbBwQEXLlyRSyet56f0K6txxYlN4UAtGtTKCFNmxNIS0uTyWRE1KFjh1kb56SVZbbgNRpZQAAETE/gWNHpcfMmktYGDx78559/tuHzpFW0q148ZWVl165dO3PmzJEjR/bu3btp06aIiIjQ0NDJkyf7wcyUwIQJE0JCQhYvXhwdHb1z585Dhw6dOnUqOzv75cuXercHPoqRQFJSkouLC2ktPDz88ePHYozCWD6bUrt++vRp69atWFPAWG1nHuVAu5pHO5pxFB8/fgwMDCStOYwYdODeYdO/fKNGEAABAwlsvbxb1v/HFjPt27fftGlTW030M4V2NePHMUIDAYslUFlZGRMT07t3byKSSCQKhaKsrMwyaZhSu5aUlHh5eSUkJFgmakRdJwFo1zqx4KRACNy4ccPGxuZHd6tVh9DN8059OG/gCzSygwAItBWBlPcZ4+b+/8F37u7ubdIjBe0qkGc73AABURL466+/VqxYQVobPHjwoUOHRBmGYU5DuxrGD7kNJQDtaihB5G81Aps2bSKtWdv3wezWttIbqBcEjEtgdcr6Lt27siWIjx492mrPj7oLhnatmwvOggAINJ1Abm4uv0ibn59fZmZm0/OaQUpTatfi4mIPDw8z6HdVq9X379+vrq42gxugzUOAdm3zJoADtQm8f//e29ubtOb7y/iU9xnGfXtGaSAAAm1IQPkkecjooewLHhYW9uXLl9oPgVY6A+3aSmBRLAhYHIH09PTRo0eT1n755Zfbt29bCAJTatcHDx44OjoaXbuWlJQcPXq0oqLCZE2Wl5dnY2MjlUqnTJly5syZqqoqk1VtfhVBu5pfm4o9IpVK1adPHyLq2LljVNLaNnzDRtUgAAKtR2D2pv+/bLibm9urV69M8+CCdjUNZ9QCApZCID4+fuDAgWwqv1wuLywsNPvIjatda2pq8vPzs7Ky0tPTIyIiiouLdQG2knbNzs4mooyMDN26WvVYrVYrlUp+IXobGxu5XP7mzZtWrdRcC4d2NdeWFWlcBw8e7NChAxH1dey3786h1ntvRskgAAJtTkBxboekp4SIunfvnpOTY4KnFrSrCSCjChCwLAIlJSUbNmzo3LkzEdna2sbFxdXU1JgxAiNq14KCAqZDSGsSiURvADbTromJicblybSr0btzG3WyqqrqzJkzfMhSqXTZsmVv376tnfHEiROzZs2yhJ9Casfe6Blo10YRIYFpCKjV6vDwcNKa1wyf4+/OtPmLNRwAARBobQKHnh0b4ObwYz22Dh0OHDjQ2k8baNfWJozyQcBCCTx48GDBggWktVGjRqWlpZkrCGNp1/v377u6ukql0rVr116/fp29Avr7++tug8y0a3Z2tnFhMu0aHh6emZkZExMTHR29YcOGJ0+eGLeWOksrLS319fVdt25dfn7+9OnTv8t1Ozu7o0eP6v7eUV1dPX/+fCIKDQ015cDmOh0W4EloVwE2igW6VFZWxia4drDqsGDPktZ+XUb5IAACwiGQ+k/mxEUBpLU5c+Z8/fq19Z6B0K6txxYlgwAIcNnZ2ZMnTyatTZ8+/fr16+YHxSjatby8fOrUqTY2NqdOndJoNBzHlZaW+vn5SSSSy5cv89CMqF3VavWNGzdiY2PDw8MHDx7M2oj/O3jw4PT0dL7e1jtgu/6EhoZ+/vxZo9HcvXt36tSpRLR06VJdmcr2ZHJwcEhKSmo9Z/iSP336JKJ1pKBd+YbDQVsRePbsWf/+/X+MG5RJt17eLZxXangCAiBgMgIRyijS2ujRo8vLy1vpcQTt2kpgUSwIgMD/CCQnJ7u5uZHWIiIiCgoK/ndN/EdG0a7Hjx+XSCR79uxhwpXjOI1Gs3r16u8zh3WH8ubn59vb2zd3SklRUdHu3bu9vLwkkh+TUjZv3qzRaDIzM9lH1i5ENHr06OTk5Hv37tUn2zQaTXl5eWlpae0dye/fv69QKKKjo2NjY5u1YAPTrkuWLOHLrK6ujo2NlUgkevJV705Rq9XZ2dlz5sxhk2ZdXV2fP3+ul4bjuE+fPpWUlHz69Kn2pfrOPHz40NnZOTw8XI+DRqPZtWvX0qVLKysr+bzNZVJZWdksZ/iKGjiAdm0ADi6ZgMD9+/d79OhBRA7DHQ8XpJjsRRkVgQAICI3ArhsHetvKiGjw4MF6C3YY61kE7WoskigHBECgIQKfP3/etWuXtbU1EfXs2XP79u26AqChnIK/xrTrtm3bWuxpRUVFYGCgh4eH3mJFubm5Tk5O586d40vOzs52dHR88OABO1NWVnbp0qUGZoHm5eX5+/vzGnXo0KGenp579+7lOKhFpyYAACAASURBVO7p06ejR4+ePn16ampqcnKyTCY7ePAgX5HegUajyc3N9fHxIa0NGTIkMzOTl9kXLlywsbFhl4hIKpXu2LFDT/jpFch/ZNo1KiqKP8N0u1Kp/O52fHw8XwufoKqqasuWLbrrPHl4eAQEBLx48YJPw3Hchw8fli1bxmKXSqX79+/n5THHcW/fvl27di0rZPjw4Rs3buTh5+TkSCSS8ePHl5WV6Rb47NkzZ2dn/nwLmJSWlgYGBrq6uuq6+vjxY1dXVy8vrwbaUdeN2sfQrrWZ4IzJCFy/fr1bt25E5DZ+xMnS34X2Jg1/QAAETEzgyMuTtkPsiMjOzq5Zv2U38akF7dpEUEgGAiBgBAJ///33ypUrSWvDhg0z/ZbWRoihVhGGa9fHjx87OTmtXr26tk7Tq01PuyoUCr2OWTbYeNKkSSdPnvz8+XNoaCgRyWSyAwcONLAPDRuKXJ921Wg0p06dYlvaLFiwICQkRCqVOjs7P3v2jOO4V69ejRw5UiaTrV+/PisrKzMzMzw8XCKRhIWFNeXnCaZdQ0JC9BKr1erVq1fb2NioVCoGobCwsKSkhOM4pi2JaPz48U+ePKkTWnFx8ZQpU9j/Oz08PGxsbPiFr3SXOJZKpSNHjhw69McmdTY2NkeOHKmpqamsrAwJCRkxYsTr1695/hqNZs+ePRKJ5Pjx40xdt4BJUFDQyJEjw8PDdVV0QkICEQUGBuqOkebrbcoBtGtTKCFNaxC4cOGClZUVEXmH+KaWZZr4FRnVgQAICJNAcuGpQR5ORGRtbf3w4UPjPnygXY3LE6WBAAg0TiAvLy8kJIS0NmHChIsXLzaeR8ApDB8zfOfOHXt7e92xwfWFe/HiRb7fVaPRREZGymSya9eu6aZXqVQymUwul2s0muTkZNYjOnXq1AaGajPtqtf5yZd569Yte3t7T0/P+/fvs5NxcXFExJaMSklJIaLVq1fr6rFXr14dP35cT47yBeoe1KddOY5j/Zzz58+vrq5melIul3Mcp6tLlUpl7Q7e6urqhQsXEtHixYs/fPjAcdy1a9dkMhkjzIIlIldX19zcXCZEnzx5MnXqVIlEwtZwzsjIkMlkvGzmOO758+eurq68xm4Zkx07dgwcOFD3N4Lq6uo5c+bwulqXTNOPoV2bzgopjUjg8uXLbC8c/wWTTn08L8x3aHgFAiDQJgROvM9w8fsxWaxnz566Q40MfwRBuxrOECWAAAi0hMDZs2fHjBlDWps/fz6vi1pSVpvmMVy7FhQUuLi46HXH1RlTQkKCh4cHm0NSZ/egWq2Wy+W6Kzzl5eWxsb5SqXTRokUFBQW1Oyob0K6sFiJydnbevHlzVlaWQqGwsbHh55fu2rWL17F1+tzwSaZdvby83r17p5eyuLjYw8PD29u7tLSU9SGzJZ04jquqqlIoFFKp9MdIRTe31NRU3V7l/Px8W1tb3SWaq6urc3Jy2KBcFqyzs/O9e/d0a6yoqAgODmZDglmL7Nq1iyWoqKgIDQ11dHS8e/cux3EtZlJ7LyKmgXlJrOtP04+hXZvOCimNReD+/ftsI7RJS6a2yZsxKgUBEBA4gdR/MoeOcSEie3t7NmzKKM8faFejYEQhIAACLSSQkJDg6OhIRJ06dVq/fv379+9bWFDbZTNcu6rVajYzU6lU1haWupElJCS4uLiwHtQ6tSvTQnzfLMtbU1Nz+/btuXPnSqVSiUQyffp0vT5YJtUiIyNZ7Wq1evPmzWxbI9ZjOW/evJkzZ9JPs7OzS09PZ4mjon6sK9jibXtYFLV7j6urq+VyORGtWLGC9ehGRUXpSdzy8nKlUsmWAXNwcOD7YJlE5JWnLkCO45h2rS0XWRcoGyrMvPLz8ystLdVoNEqlsmfPnnzrtJgJG+3M97sySWxvb3/r1i09J5v1Edq1WbiQ2HACL1++7N27NxGNDR0n8LdnuAcCINCGBFLeZziO/LGRgaurq+5PzIY8haBdDaGHvCAAAkYgUFpaumnTJrbax8CBA+Pj441QqAmLMFy7chxXWFjo6+srkUgWLVrELxpUOwgm9dlaTRqNZtOmTUQUHR2tVqs1Gs2ff/7p6elJRLr9rrqFvHnzZvXq1VKtJSYm8jpZb+Au6/BkA3QVCoWtrW1+fr5Go3nx4kVWVpZKpdKdmWmgduU4jk34ZIN1a2pqXr16FR8fP2TIECLy9fXlVzCSy+V643hZaGq1OjMz08vLi4j8/f0LCwvZqGlvb289ic7Sv3nzhq3tpLuCv1qtjouLk0gk69evZ1KZrfy8ZMmSnTt32tjYLFu2jB8U3WImrGpnZ+crV668ePGCzUaeM2dO7WHPuq3W6DG0a6OIkMCIBP755x/2g6P3zLFt+E6MqkEABERB4FjR6QGuA9kSFUZ5EEG7GgUjCgEBEDCUwKNHj8LDw0lr3t7eZ86cMbREU+U3inblOK6kpGTRokVsXVy2IDDbdtXGxiYvL49Fk5KSoqtLCwsL/f392YpEbm5uEonE1dU1Li7O3t5+4cKF1VpbvHjxokWLdIfrvHnzJjAw0N7e/s6dO6zY0tJSb29vLy+voqIitVq9b98+mUzG5iEzxag3pVYXLdOuTZmsq5tLo9GUlpaqVKorV678/vvvEyZMcNMavySyg4NDTEyM7ozZhIQEiUTC9gfKy8sbPny47lrHarX6+PHjMplsxYoVlZWVbEkwOzu76OholUqluy2NRqPZvHkzEX3fPjc5OTkzM3Pz5s2s81Z3Vx7WKUpa05XQHMe1mIlGo4mPj2dl8n+Tk5M5wwza1TB+yN08AqNHj2arCovivRlOggAItDmBo69S+wzsS0Th4eHNe9zUlRratS4qOAcCINBGBK5cuRIQEEBaCwkJ4TVbG7nTpGqNpV3ZokEFBQWrV69mqlUqlU6ZMuXs2bN8vxxbvkgul/N9gCUlJRERETY2Ns7Oztu2bSspKVGr1Tt37gwICCgrK/u+yhH7RcDBwSEiIiJaaxEREQ4ODroDfdksWYad/V28eDGr9OLFizKZTE+86XLZtm3b957e5gowtrSybo1scx0vL69Vq1apVCo+QL4ulUo1fPjwx48fcxyXl5fHlg6ePHkyCyo6Onry5MkSiYQNBq6uro6JidHduef7Yv2BgYEnT55Uq9Vslx0GmdU7ffr0K1eu1NTU8NWxzvCAgIAZM2bobVJnCBO1Wp2YmDh48GBXV1fWamy5Zt16m3sM7dpcYkjfMgIajSYoKIiI+g22Pf7uTJu/EMMBEAABsRA4cO9wtx4/NtOKiYlp2fOHzwXtyqPAAQiAgFAIpKSkjBgxgrS2cuXKv//+Wyie1eWHEbVrXcX/55xGo3msNX64738u1/WhqqoqJiaG3w2VtCaVSuVyue7kk4KCghEjRkgkkqlTp+qqOLVaHR0dTUQ+Pj4XL16srKxUq9V///23UqlknaV37txJS0vTHUVclxf65yorK+Pi4qKjo79PWFWpVMXFxbpdrPqpf37+/PkzH3h+fv7kyZPpv+bu7s6WDmY5qqqqsrOzo6OjfXx82MJOejv3VFdXl5eX82X+rKeRf43C5OPHj1OmTDF8wDDHcdCujTQYLhuJAHvWSa17HHp2TCxvzPATBEBAIAR25MRadfqxpZaBu0tAuxrpiY5iQAAEjErgy5cve/bsYf1m1tbWu3fv5vsejVqPEQozpXZtsbtMcF66dCkrK+vZs2d1wqypqfn3339rV6G7qC/pmFQqjYyMbK5qrV2+IWc+ffqUl5fHZuGydZXqK62mpqasrKx2d2596Rs+bzgTtjFSSkpKwxU15Sq0a1MoIY2BBHJyctq1a9fBqsPO6/sE8ioMN0AABMRFYEl8JFuS4+XLly1+IkG7thgdMoIACLQ6gdevX69atYq0Nnz48OPHj7d6lc2vQBTatflh6ecoKipKTExkA3RjY2OfP39uLB2oX5N4PhvCRKFQsDWNDQ8X2tVwhiihYQKFhYVs5MK8XYvE9a4Mb0EABARFwDvEl4iGDBny+fPnhh879V2Fdq2PDM6DAAgIhUB+fj5bkZWIAgICrl69KhTPtH5YiHYVFHOxO1NaWurn58dv/2NgONCuBgJE9kYJuLq6EtHIyaME9RIMZ0AABERHIOV9Rr9BtkQUGhra6JOnzgTQrnViwUkQAAHBEcjMzPT1/fFzHREtWrSIrdkjBC+hXYXQCuLyITMz08bGpoHVm5sVDrRrs3AhcXMJsL24etvKkgtPie5FGQ6DAAgIjUBcfkLHzh2JqGU7SkC7NvcZjvQgAAJtSUCpVDo5ObH5EgqFQneLzrZyC9q1rciLtF61Wr1ixYrx48eXlZUZJQRoV6NgRCF1Erh792779u2JaMvFXUJ7A4Y/IAACIiUwN+bHnoi9evVqwVsctGudz2qcBAEQEC6B8vLyzZs3s41AnZycDh061La+Qru2LX/R1c42OgoNDW3xbB+9kKFd9YDgo7EIfP361dHRkYgmLp4i0ldkYbp9rOh0yIZf9t9NFKZ78AoEWpvAqY/nB7n/6IcIDg5u7vMK2rW5xJAeBEBAEASePHmyePFi0pqfn9+5c+ea5dbWrVvXrFnTrCz1JYZ2rY8MztdJID8/39bWNioqqs6rLTgJ7doCaMjSFAJs9+betrITJWdb+13Wosr/7cWJQR5O4XHLLCpqBAsCugQO3v+tU5dORHTp0qWmPI74NNCuPAocgAAIiI/A//3f/02bNo20FhYWdvv27SbGMGDAACKKjIxsYvoGkjHtum3btgbS4BII8ATY3rY3b97kzxh4AO1qIEBkr5PAu3fvOnX68Wa56dx23TdOHBtOANrVcIYowQwIzFbM/a5dBw0aVFNTU+dTqM6T0K51YsFJEAABMRE4efKku7s7EbVv314ulxcVFTXq/bFjx0hre/bsaTRxwwmgXRvmg6utTQDatbUJW2b5c+bMIaIRkzzM4BVZaCEkPj/uMGIQ+l2F1i7wx8QETpb+LutvTUQHDx5s+mMW2rXprJASBEBAuATUanVsbKyt7Y+F1/v3779v375Gf8bbuXMnae3kyZOGBIYxw4bQQ17DCUC7Gs4QJegRePToEWntwL3DJn6dtYTq9vwR32dgX6Nr199enFj668pjb9MtgaGxYkwry1yZtDYuP8FYBaKcZhFYnbKeLdpUWVmp9xSq7yO0a31kcB4EQEB8BAoLC+VyOVsVc9SoUWlpaQ3HsGLFCiLq0KGDSqVqOGUDV6FdG4CDSyYgAO1qAsiWVsWsWbOIaNKSqc16DUVinkBa+bmY/4uLPr151bF1ExcFJD4/zl86/SmrlbTrht+3EdHqlPW6deG4YQJs/Lb/gkmpZZkNp8TVViIwyOPHok27d+9u4mMW2rWJoJAMBEBANARu374dFhZGWpsxY0bDujQoKIiI7OzsCgoKWhYhtGvLuCGXsQhAuxqLJMphBF68eNGuXbsOVh0OF6S00tuqeRe7/27i0DEu9NM6d+siT92kGzLTrov2L9c9afgx065G78413LHWKGHfbaV7wKj1GVubXnidWZh29Zrhc7wY/dVZTYdpxJQbzm4lImtr63///bcpD2Fo16ZQQhoQAAHxETh37ty4ceNIaxEREfVJ03/++cfT05OIvL29KyoqWhAntGsLoCGLEQlAuxoRpgCLun79OhENHTp0y5Ytjx49MoGH7Lc//wWTjPh6ajlF7ck9aDdsQJfuXaetDNpyYee4uROIyMXP7beXJ3kITLtu+H0bf8YoB0y7jps7QZ66abZibmBU8Iw1IeY6Gnb54dVEZOvUf3fugSbSqzML066DPJyiktaGx0UERgUHRgWvTll/6uP5JhaLZIYTGOj2Yy+u/fv3N+X5Bu3aFEpIAwIgIFYChw8fHjJkCJtNsWPHjjonVDx8+LB///5ENGvWrBbECe3aAmjIYkQC0K5GhCnAop4+fcp+XyOtOTk5bdq06f79+63k6vv379u3b9/BqoPyabLhr6SWVsLR12kjJnn06NMzKmktEz9HXp4cOsalc7cuG87+r4fQiNo1rSxz66Xdc3YsHDd3Ql/Hfuwm4f/2dey36tg6s2yFtPJza9M2OXk5+4T4nnif0ZQYdbPsuXFgmTIqYFngIA+nzt268MSIqEefngHLArEvVFOQGiuNPHUjEdnb22s0mkafbNCujSJCAhAAAXET+Pjx49atW6VSKRENGzbs6NGjteO5dOkSmyXbgk1foV1r88QZUxKAdjUl7baq69atWwqFYuTIkfTTBg8evHHjxvz8fOO6tH37diLymuFjrLdSiypneeKqzt26hG1bwPfanfp4fsry6USkO5Q35v/iZP2tFed2NAuO8mnyL1vn81oreF3oqY/n5amb9KTX4FFDlimjduceaEB9HSs6/duLE7UT7Mk9GBw9OzAqeM6Ohb8+Otos9+pLfPzdmaW/rmSdwNGnN9eutL6MrXc+4UmSw4hBP79JP/6V9beetXHOlou7jr5O4+s99fH80ddpQnCYd8lcD059PM8WHL58+XKjDzRo10YRIQEIgIA5EHj+/PmyZctIaxMnTqy9F/aRI0fY1bi4uGYFDO3aLFxIbHQC0K5GRyrkAnNzc9evX+/q6ko/zcHBYd26dQ1P7G9iRN++fbOxsSEiow9nNdd3bt24jr1Ndw8Y5TBiUMKTJN3zWy/v7jfIdm3a/6a8fsfbZ2Df772vLNnRV6nrM7Yqn9Tb0b39yt7vo455jWo7xG6Qu9Oc7QtOf8rad1s5eNQQ9ymekUfly5RR3XtLF+xZolu73vGBu4kjJnmwe6d3f1l43LK0n2sUrUvf3KNPz5+3FXXp3nX2pjlNUW7Hi9ODo2f36NPT1qn/bMVc3Ymjx96me88cy5dJRE5ezntyD57+lHXq4/kdV/e6T/Hs0r1rl+5dXfzcIpRRx9+d4R1OK8sMXhf6y5Z5vIf/H9frtEX7l7uMGx68LpRPXN9BWllm6j/6izAdL06fEB7gMNxx3q5F69I3Dx3jMmqal67brLSd1/fJ+luPmztBt4QlB1d06d518tJpWNupPuYtO8/2ep0xY0ajDyto10YRIQEIgID5ELh+/fr06T9+Aiei+fPn642727btxyKN33+CbXSBYk7HoF11YOCwDQhAu7YBdAFUef36dblc7uzsTD/N3t5eLpdfuXKlxd7duHGDiHrbylr29mnhuWJvJfQbZDtl+XS+07U+IHra9f+1dx5uTSVfH/9LfmOlhCKRKEWqQZo0QUEQBESa0ixBBETEiCJFFLEEFIkIEmkBBAMosGtBZUVsWNC1gihZWJq6bzB5DbPejZQYEELKmcdHb+6dcuZzbsb5Zlpg4uZRA7MV/XX5r0qt3W3jCujFH6uw/NPQ0dx6bIeouhuVP56KLEa7pl3J1DPXV1FXddjgtDZinZautoaOZmrd0Yr+ujOPzxtZm2joaG5MCEqsSKWXJa+NWKeiruoS7DpW1ImWm/+q1Gad8Hx1IhisWEao07D0bQghqsuKuPP0xIrUyOzYpWZ6wjnVrH1rt3hiNa6jTza1M9fRJyOETO3McdqK/rqCV6VmjlQVddXYvD24xJLuahojBsc0d6ImVR3Kvp+Haec9L8p/WYLFvK2nXdTpXeV9tVg5i66JLeqqJJLgPIu6Kp38XcbVrgcupiGE4gv3EfXFkRFCERk04iZcTAuBvOdF+BXq6+sTiA2gXcXigYdAAAgoIgE2m43Xjy1cuDApKam7u5uo5c6dOxFCKioqN27cIG6KvwDtKp4PPJ1pAqBdZ5qwjOf/rbGKj483Nf1vDqS+vv6uXbvq6ur+7//+b1LG0+l0hJB3jN+0dEaVLRM8TCc6N3giAgcuphHjruV9tV5RvoSGJJKkXcnU0NH0jfMv76uNYcbjEVFbL/tT9/OIOKMusHb1jh7ffVid6hotSao+hPXePnYyoZnxPkY+sRtFBznPPD4fm7dHvHbFCRFCZo7CAdVvYltLV5vqsoL5lHX+TdkKVytdoyWZN//bTqmkuzqxInVDvHCHf+EuiUFrsOZk93ASig8sNdPTM9c/0fzviDQeCtYz18+4zjh+67S5k/CXGlsv+8ybp8r7ammMaDNHasHIJlje0X7OQWsuvK/0jfMXamB7c+ZTll98IC6F+EFBNAmmh+Xot5nY2AxRpN9cqbuMQmhpoTBuPatnrj92aF00FVxPmQDVZcW33UlKS0sFYgNoV7F44CEQAAIKSuDr169ZWVkGBgYIISMjo5ycHKKiGzZsQAiZmJhMtDUxERNfgHYdBQQ+SpkAaFcpA5fZ4m7cuBEbG2toaIi+h6VLl0ZFRVVXV0u4ifqyZcsQQmmXhQNx8GeyBLLv5xlYGLpFrBOVf+NmQmNEG9ua4kNfsXZaZm2c++S/mcZlPRzfOH/RHZ4O/3YCKzdVDbW1WzxPfR9vFM1fjHbFGQoH1fXJPrEb6WXJW45G6hot0dLVTruSWdFfF5q2ZWpzxb2j/YQ/+KqrJhQJz5UdkZQxKuqqERm03CeFy6yNxz1+hsYQLuHBalO0Ct9Urq7RksDEzfimqG7Hxu8u3MfurcFPhaO4pnon7+RW9Nd5R/utcLWK/i7yTe3No3LitHS1DSwMdfTJtp52rI7yiv460SQ4EzHa9duvAMRPDLhqeBhZkp8nRCsF1xIS2HI0UpJdM0G7yuz/QWAYEAACM07g/fv3+/btmzdvHkLIxcWlqqpKIBD89ddftra2CCE3NzdJOnygXWfcT1CAWAKgXcXiUa6Hw8PDnz9/vnz5Mo1GwytX0UhYtGiRt7f3vn37xOB48+YNQkiVpEpoAwl7nBANE2D3cNbRvFXUVWmMGPHThmmMaAMLw+yREdRxteuRqyfJ+otFhVNFfx27tybjOmP1ZjdVDTUVdVU7H8dRY7BYPHtF+eLS8XrR3SNTXvGAoa2nnfvWf2fqCn2tobYlMxIrbSxBJ7vOGRuPEBI1FUtW11D3jOtZukZLxGjXsSIQ2+mxzYtYTXr+LRvPSV60VAfLbOJ9S7qUTsh7bL/w1JzlBkvN9FTUVdW11B38Vp37s9grypcYVhVNgvMp6a52DXUnfkqo6K87UHXIJ3ZjSXe1b5y/6LjrsVun9Mz1bb3sRfdzIoyBi18ncObxeYSQhoaGmGZKIBCAdhXPB54CASCg+ATu3bsXERGBRkJwcHBzc3NbW5uuri5CKDQ09Kf1B+36U0QQYUYJgHadUbxTyJzP5//zzz+Dg4M9PT1dXV1v37598eLFkydP7t+/f+fOnaampt9///3y5cuXLl0qLy8vKioqKChgMpnZ2dnHjh07fPhwSkpKYmJifHx8TExMZGRkeHj4pk2b/P39vb293d3dV69e7ejoaGNjQ6VSTUxMDAwMFi9erKWlpaamNn/+fPRj+N9IEL0nZiv1srIyhJDDBqdf74MqbQ7MpyyqywoVddW1WzxH7dgkykQ4GfX7Xk3lfbUB+zYhhPziA9k9nPK+2symbFM7czyYKXqyDpFD7tNCn9iNeIujyOxYQifjo0oJrZj3vMjY1vSbAKvor8MzexOKhUOjzGesA1WHki6l49m2ONupaVdcIn7BwtK3YRmMh3+dg9ZkXGNMpF3x9sibUyII44VLfF+WOPit0tLVJmqd/7JEdKunUeO0KTVHVNRV8SAttl9LV3t34T4nfxc8hxmf8xSatoX4pUA0CcFTdHwVT+HGU5GxkQ5+q04/zE+pOWKwQjgrIYYZTySEi2kngBczP3/+XDBxAO06MRt4AgSAgJwTGBgYcHNz27Zt24kTJ+rq6l69eiWmQpcvX/bw8EAjIT4+nsVi4Ws6nS4mlUAgAO0qng88nWkCoF0nIszj8YaGhv7++++PHz92dHS8fPny2bNnDx8+bGlpuXXr1rVr1+rr6zkcTmVlZWlpaWFh4dmzZ0+fPn3ixImMjIzU1NQDBw4kJCTs2rVrx44dW7duDQkJCQgI8PX1Xbdunaurq5OT08qVK1esWGFmZmZoaLhkyZJFixaRSKQFCxag2Qvz5s1TVVXV1NQkk8n6+voUCkVTU3Pu3LlYxC5YsKC4uHgiXLt27UIIhaULd6+FP1MmkP+yhNiFCG8IjI9d1dLVPvzbCZxt7LkEYsBQKCafsizdrPGcWENLIxV1VYMVyyIyaGT9xW7hHiXd1SXd1e5bPb9lK7omM/dpoZ23A1l/8dEbWThbvLmRcKnnMxa7hxNxlKaho/ltbS2eKyted2HtN3YgVDwHrF2t3W3xpkoOG5w2xAXgU3xi8/ZgEWtqb37uRfGofPJfleKdk9du8UwoPhB3nu6+1VNLV1tLVzuGGf/txBR2bw299CDe2CkqJ66oq9IryhchtMRkafjhbXhUFuePxTm23y8+8PxbtpO/i5au9v7KVFxoUvUhdS11rIdFkxAm4enZ+ytT8dbHukZLfOP8y3o4F95XOvitEv0265nrZ7WeJRLCxbQTwL87sFisiZopGHcVQwYeAQEgIPcEbty4gX4MCxcutLGxCQsLy8jIqK6ufvz48T///CNaz4KCAgsLC+EMKF3dwMB/t3kQf2oOaFdRgHAtfQIyrl15PN6nT5/6+vq6u7s7OjpevXrV3t7+6NGju3fv3r59+/r16w0NDTU1NRcvXiwrKyssLMzLy8vJyWEwGEePHk1LS0tKSqLT6XFxcVFRUdu2bQsLCwsKCtqwYYOXl5ebm5uzs7OdnZ2VlZW5ubmRkZGenh6ZTNbQ0FBRUcEnNqPZCHPmzFm4cCGJRNLR0Vm6dOmyZcvMzc0tLS3t7OxWrVrl5ubm5eW1YcOGwMDA0NDQbdu2RUVF7dq1a+/evUlJSWlpaRkZGSdPnszJycnLyyssLCwrK7t48WJNTU1DQ8P169dv37599+7dR48etbe3v3r1qqOjg8vl9vX1ffr0icfj4devvb09IyPDxsYG115HR2fnzp2NjY346UR/4/iw2PXXu+PlfbWnMP7ulQAAIABJREFU7uf5xG7EqlVVQ83W025vSRJx3gyeGYsFEi4u/2WJZ6Q3PmYmOCks/2UJu4cTkrrFZp3d+TdlJd3VbhHrhP8xLaN4Rnr7xQf6xQd6RnrrLvvhQCNiUSv2O0LIfasnLhRrNtEdd0dVMzgpTLy4HRWfMNvU3tw72o/5jGXv64TLNbQ0opceZPfWnHpwbpmVkcVqS9EBXiKf0w/zHTc6E6fy4IW4px6cwxG2ZEaqqKuqaqgRA8vsHs6WzEhVDTUHv1UX3lfirZgt3awjs2Mr+utojGgjaxN8Ju2h+mMHqv7dj6qiv+78W7bDhlU4GtbM+Jqw5MDFNA0d4QnwOCyzNsbTufFQ8Dqat44+2WDFMhV11dWb3AgnEsnhYhoJRGTQEEKRkZGCiQOMu07MBp4AASAg/wR+//13JpO5e/fu9evX421I0I9hzpw5K1as2LRpU2pqamlp6d27dzs7O48cObJo0SKEELFgTMypOVi7pqenyz8tqIFcEpBEuw4PD2MByeVyOzs7X79+3d7e3tbW1tra2tzcjAVkbW1tVVUVm81msVjnzp07c+ZMVlZWZmZmenr6wYMH6XT67t27o6OjaTRaWFhYcHDwxo0b8SxWFxcXBwcHa2trKpVqYmKir68vZhbrj9+/mf00f/58dXV1bW1tCoViYGBgampqYWFha2vr5OS0Zs0aDw8PHx+fgICAzZs3R0REREZGxsbG7tmzZ//+/SkpKUeOHDl+/PipU6eYTOb58+eLi4srKio4HM6VK1euXr168+bNlpaWBw8ePH369M8//3z37t2HDx96e3sHBwcnu7XvNL5z//zzD5vNDgoKIrB6eHicPXuWy+VKUgpOJeYIlmnsoSp5VuV9tSfv5J68kys6Y1Y8k6IPFzenROAZlYR/VTXUfOP8RV2WfT9vmbWxirqqrZf9Qc5hYukysYXSUjO9uPP082/Z7N6as+0X4s7T8eDt/orU3YX7sCYUb4noUzzuSuxsfOF95ah9qjKuMYjRZtGEotcXOivGbmUcd56urqX+05XDZX9xRpUomvO412OT4GFthJChpRGNETPWmIr+uoxrjEVLdWDC8LhIp/HmofpjCCE7OzsxTRZoVzFw4BEQAAKKRqC7u/vGjRv5+fl0On3Dhg1mZmZovGBubu7h4YFHIf73v/8hhNTU1CY6NQe0q6K9JfJWH6xdraysnJycbG1t8SxWAwMDCoUiI7NY1dTUtLS0Fi9erK+vb2JiQqVSra2tHRwcVq9e7e7u7u3tvXHjxk2bNoWHh9NotOjo6Pj4+H379iUnJ6enpx87diwrKys3Nzc/P7+oqIjNZldXV9fV1f32229NTU1//PHHvXv3Hj9+/OLFizdv3rx///6vv/4aGBj48uXL169f5c2TU7e3paUlMTHR2NgYjQQjIyM6nX7nzh3Jc3z37h1CSJOsOY3dUMhq2gmwezg5bQUHqg4lVqRmtZ4ddwyQ3VtT8rFqbNHsHg6NET1K/eJVtQ5+q/Cmx2NTib8zSruKjzypp+zeGlZHueTaflKZjxu5+GOVmOIiMmjEotlxk8PNaSFwtv3Ct2NyFi1aJKbtAu0qBg48AgJAQPEJDAwM3L17t7i4OCkpKTAw0MLCYux+J2gkzJs37969e2OJgHYdywTuSJMA1q5IbJg7d66KioqGhsbixYv19PSMjIzMzc2tra3t7e2dnZ3d3NzWr1/v5+cXFBQUGhq6ffv2nTt3xsXF0en0gwcPHjp06OjRowwG48yZM+fOnWOxWGVlZVVVVbW1tQ0NDTdu3Ghubm5tbX306NHz589fv37d2dnJ5XL7+/s/f/48PDwsTRTKVhaXyz137pynpyfh/ICAgLKyss+fP08WBV5hYWpnPi0dUMhEZgmcf8uOO0/Hs443p0RkXGeMK4AltH/mtKuEBkgnGj6oVnT3Y+mUq4SllPfVzpsvPPpBTCMG2nWyzTvEBwJAQMEJDA8PP336tKqq6siRI6GhoTY2NoSa3b9//9jKw3rXsUzgjjQJuLm5fZsdkJOTc/fu3UePHj179uzly5cdHR3d3d1///330NAQCEhpukM6Zf3+++/R0dGLFy9GI8HGxubw4cNPnz6dcumFhYXC8zaDXZWwuwxVnjIBfEaOwou61LqjWrra9LLkKYOChJIToBgv/XZIYVtb20StGWjXicjAfSAABIDAfwTa2toOHTr032eRK9CuIjDgchYISLLedRbMgiJngMDr169Pnjzp5PTvpjgkEmnbtm21tbW/XtSxY8JlZsTCRck7mhBTmQngE2Um2o1JMciU9XC8onwVu44y5Skzh+UIoWvXrk3UrIF2nYgM3AcCQAAISEQAtKtEmCDSjBEA7TpjaGUo4+rq6rCwsIULF6KRsHr16lOnTnV0dEyXienp6Qgh/73BMtWLBWNknwCNEa2irppQJDw5ViH/5D4tNLY1xafIKmQFZa1S+LyoK1euTNS4gXadiAzcBwJAAAhIRAC0q0SYINKMEQDtOmNoZSVjYknz0qVLd+/ePdG+cb9ibnJyMkJoc0qErHVkwR4ZJ5B9L89gxbJ1NG9iT2MZN3iy5sUw44WntoycxDPZtBB/CgTwYUscDmeiBg2060Rk4D4QAAJAQCICoF0lwgSRZowAaNcZQysrGdvZ2fn4+LBYrL6+vhmyKSUlBSEUmrZlCn1NSKLwBA5yDn/bo7ishzNuTbPuMplPWeM+UoCboWlbEEJJl9IVoC5yUQUnfxeEUHV19URtHWjXicjAfSAABICARARAu0qE6cdI/f39hw4devHixY+34dNUCIB2nQo1SPMjgYyMDIQQTIyUi8699I2kMaJN7c3zX5ZIv+hZLzH7ft7mlAjlrPuswLf1tEMINTQ0/NhE/fcJtOt/LOAKCAABIDAFAqBdpwCtu7vbyckpNzdXfNru7u7MzMybN2+Kj6bkT0G7KvkLMC3Vz87ORgj5xG6cld4qFCrjBJRZu8q4axTPPKrLCoRQU1PTRC0baNeJyMB9IAAEgIBEBKSpXb98+VJSUhIcHHz79m2JjJPVSBJq17y8PIRQSEjIp0+fZLUqs28XaNfZ94H8W3Du3DmEkMf29YrXFYYa/TqBbcejlHbc9dfpQQ6TImBkbfLtvK579+5N1KyCdp2IDNwHAkAACEhEQGradWBgYOfOnRQKJScnZ2hoSCLjZDVSV1eXvb29+HHXgYEBPz8/hFBCQgKfz5fVqsy+XaBdZ98H8m8Bh8NBCK1c7zCpXiZEVhIC3tF+M6dd81+W7Dyz+8L7SiWBCdUUT0BLV/vb+oXOzs6JmlXQrhORgftAAAgAAYkISEe78vn848ePk0gkJpOpAELu0aNHJiYm4rXrlStXyGSyv7//mzdvxvUEl8vt7e0d9airq8vT03P9+vU3b97k8XijnirkR9CuCulWKVfq8ePHCKElJkvFdyvhqXISmFHtmnRJeD5TQrHCnrKjnO/M1Gpd1FWJEFq4cKGYBhC0qxg48AgIAAEg8HMC0tGuz58/t7KyCgkJGRgY+LlNMh/jp9p1cHDw29TolStXjitcBwcHjxw5QiKRKBRKc3OzaHWfPHlibm6ORoKmpqaHh0dmZubLly+nJvh5PF5PT8/w8DBRxODgIIfD6erqIu7weLwDBw7Y2Nj8+eefxE1pXoB2lSZtRS3r8+fPaCRMrccJqRSbgHe0n5kjteBV6UxUE2tXGiN6VOZlPZzww9vct3rCkOwoMgr8MbNJuPDe0tJSTEsL2lUMHHgEBIAAEPg5AeloVwaDQaFQxOxe8HNDZSkG1q55eXkTGXXx4kVtbe2xEYaHhy9durR8+XI0EsYqRh6Pl5OTQyaTcQTib2tr64KCgrFzrXk83uvXr+vr65lMpp+fn6Ojo7W1NYlEIhIihGxtbfGWyN3d3YGBgaMEc09Pj7u7u6Wl5WxtmwzaVQBhOggYGxsjhDKbshW4ZwxVmxoB72g/J3+Xoq4ZmdaLtevaiHX0suTNKRF+8YH+e4MZLbnn35StcLVCCPnFB7InOJ5natWBVDJLIConDiEUFBQkpkkD7SoGDjwCAkAACPycgBS0a19fn4+Pj5+fn2IMugoEAqxdGxsbx+XL5XI9PDzCw8O/fPkiGqG7uzskJASNBBKJtHHjxnHlIs7cw8ODOxLKysp8fHw0NTURQo6Ojg8fPhQIBJ2dnceOHXNxccH3cZ7E3xQKxd7e3vF7cHZ2vnPnzsDAQEhICIVC4XA4oqO4uLjk5GTRmwIpBtCuUoStyEWFhoYihMYOf8lsNxcME0+A3cMpfFde3lcrPpokT6ddu7J7OIfqj4Uf2b42Yt0Sk6Xox7DEZOmeC/sr+uvOtl/YEBego09OrTsqiZ0QR94JrI1YhxA6ceKEmKYWtKsYOPAICAABIPBzAlLQri0tLXp6evHx8T+3Rk5iiNGufD4/Jydn7CDzw4cPXVyER5Zv3br1xYsXYoQixpWSkiIK48uXLxcvXly+fDmVSt27dy8xsmpgYBAVFVVWVlZaWkqlUr29vceuoRUIBHw+PzU1ddz1xiwWi0wmz+KQOGhXUUfD9ZQJnDp1CiG0erObvHd/ldD+8r7a82/ZBa9KifHJsh7OxoQgLV3tw7+dGAUk+36erafdQc7hUfcn+ljWw/HY5uUctKb4Y9VEcSZ7n16WrKKuikSCmcPyaGb8sVunSrqrJ5sbxFcYAnrm+ggh8QfjgXadciMPCYEAEAACQgJS0K6NjY0IIUXSri0tLYaGhlevXh37DuGVvdHR0aI7Lf32228mJiYUCqWgoEB09enY5AKBoLi4GCF05cqVUU+Hh4dZLBZCyMnJSVtbOzAw8M8//yQ08ODgYEBAQFxcHHFHNHlra6uhoWFYWNjg4KDo/S9fvoSHh7u5uXG5XNH70rwG7SpN2gpc1p07dxBC2ksWKUw/WBkqUt5Xe6jhmLkTFY2EpWZ69LKD5X21xR+rnIPWIIRizyWIcijvqw3Yt0n0PruHc+T3E4kVqYkVqRnXGOzeGtH4Ff11RV2VTv4u3tF++H55X23Gdcah+mOETh4Vn/goJuesu0wzh+V2Po5x5+nRzHgNHc1tx6OIhGIuhCOxu4UjsQihZVZG/vRNuU8Lcfzyvtqsu8z8lyUV/XUX3ld6R/tZrLZMqTkiJjd4JFMEzr8pQwjNnTv38+fPYlpa0K5i4MAjIAAEgMDPCUhBu+JRyqioKFE5J94yPp8/9kzU4eHhR48e1Y2EpqamUTNyBQLB4ODggwcPsDi8evWqm5tbfHw8MVG5p6envr6+o6NDfNE/LUUgEDQ2NpqYmDx69GhUVjwej06nU6nUtrY24tGDBw+oVCqerPvw4UN3d/f9+/d//PiRiDDqIiUlRU9PLzc3F9eUxWLFx8evXr362/FCCCEKhVJXVzcWDj5ydqIfCHJzcxFCe/bsGQXt/v37JiYmiYmJ4yreUYbN0EfQrjMEVtmyHR4exlPoj986LVM9WjBmIgLlfbXxhfu0dLVVNdRcwzyc/F1UNdT0zPWzWs9W9NcduJimoaMZmrZFNPmZx+eNrE0s3azzRzZeynteZOtph74HdS31aGb8KPk6Srtm388zsDAce2RObN4eW087nG1Ff50kOWPDjt/O0TVaMq52Le+rzb6fh9fZsns4NEY0Vq2qGmpG1iZ6yw0QQlq62lE5cezemvxXpVSXFa6h7kVdlRsTgnCdiJqKQoBr2SSAF7uuWbNGfNsL2lU8H3gKBIAAEPgJASlo1w8fPjg5OVGp1Pb29lHWDA0N4Qm0g4ODCQkJO3bsGBgY4PP5TCZTW1tb9EAdfDwsEgkZGRmjlFhhYSGe/trW1kalCn/IJ5FIRUVFuNCUlJRvv4mOOtiGy+V6eXmVlpbiOJKUIka73rlzx9DQ8Pjx44QUxKe8UiiUy5cvCwQCrCFxJQwMDGg0WkZGRl1dXUdHB07y6dMnYk2sSF2Rpqamk5PT/v37J9oNWLx2bWhowNOMDQwMvi+DdTQwEPachNMsV6/Gh9Hx+fyPHz/evXv329JcHLhcruS/OAimFEC7TgkbJBqHQFhYGEJo08Fw2ezaglWjCBy5epKsv9jUzpz4uSEig4YQSrqUXtFfx+oot/W0cw11J2bhlvfVBu4P0dDRPHAxraK/jvmURXVZoaNPjmHG578sYffWhKZtQQjFMONFCyrqqnTY4ESMu34rS3cZZfUmNyLbiv66ku5q11D3paZ6J+/kSp4zLgVrVyJ/0aLzX5aY2ptHZsdW9NfhaAghgxXLDjUcq+ivK++rZbTk2nrZq6irRmbHYo3t4LcqIoOmqqFmsdrSYrWlirpqUvUh0TzhWmYJ2Hk7IISysrLGaZtEboF2FYEBl0AACACByROQgnbFo5HCE/ASEkYJocbGRnNz8ydPnuDTUBFCjY2Nly9fxmOMTk5OHz58EAgEeJ8hTU3NjIyMzs5OHo9XVVWFEBq1wxCenFxQUODh4UGhUDZt2kShUIKDgwcHB/l8flxcHJlMvn79uiikpqYmMplMp9MlL0UgEFy5cmXsuGtvb6+vry/eY4ko4vr162QymZhC/OzZM29vb1w79GPw9/fv6urCElRTU9PHxycxMbG4uPjVq1ejJvoSmYteiNeueH9jO7v/BihECzc0NGxtbRUIBGVlZcRKWiJCenq6aEHTfg3addqRKm2GlZXCwxWNrE1ktncLhhEEsFRDCOmZ6wfuD0msSA1M3Kylq22wYln2vTwcLTBx8zJr49wn/86q3V+ZqqWr7RO7kd3DKemudgv30NLV3l+ZiiOXdFev3uSGELJYbSl6HA4WkMS4KN4WeNRwLhaWeC9iyXPG5YrRrgWvSs0cqb5x/oR21TPXP3brFAEBTw928Fu1wtXq1P08M0equpa6irrqqsDVhe/KM64xFi3VISwXTQXXMkhgoerCb9tKj3swnmibDNpVlAZcAwEgAAQmTUAK2lUgEHR0dLi6ulIolPLycmJMEg9gksnk0tJSV1dXNBIKCgpcXV0NDAwsLS319PRaWlrG7jPE5/OTk5MRQqPGcvPy8hBCZDIZT9Dl8XhRUVH29vZdXV34wFVbW9u3b98SjLCoJpFIDQ0NkpeCh09xtqJZHThwgBhfJe7jgdZRg73Dw8M5OTkkEsnNze3atWtMJtPDwwNL8YcPH5qYmCQkJIhSInITc4G169atW0eNRYtJ0tXVZW9vb2trW1lZiX9TePr0aUBAgJeX18GDB6uqqk6ePJmZmdnd3S0mk19/BNr11xlCDpjAp0+f8I8vJ/84I4NdWzBJlEBq3VENHc01IWsdNzqj70FHn7znwn5ib+Gk6kMq6qp4HBWPslJdVjCfsir6607eyV1qqheWvo2InHYlU0tXG+ckut001q6BiZtx6WO1K7uHs47mjRDCY6eS54wzxJOQvaJ8sSXsHk7g/pDdhfuIpbZYEovKY1EOWHIvszY+dvOUqb3wcG8zRyrzmbCOec+LjG1Nxx3RFc0BrmWBQMzZPQghOzs73BaJ+Ru0qxg48AgIAAEg8HMC0tGuAoGAWPYpKl/xSClexunk5ISVJ5VKbWpqunLlCh6G5XK5zs7OxNClQCDA+yGhkUCn04mxXGJGbk5ODtZ+p0+fxgOk42pXPMUXR5C8FKxdRx2I2tDQQKFQEhMTCWMwerzxEo1GG3UfS00fH5++vj6BQPDw4UNjY+OtW7fW19eTSKRRWvfnXhQIcIZ4kFmS+MRJP5mZmRLGn6FooF1nCKxyZrtz506EkFeUjyx0Z8EGMQQCEzcvWqqTcY1R3ld7+mF+YkVq2pXMC+9/OII1/1WppZu1nrl+ZHasjcdKsv7iI1dP4jy/RdbQ0dycElHeV1veV5t2+aieub6euf7OM7vxRcZ1Bo6JtSuhALNaz+IIePyz6MPFwP0heNNgLDIlz1k0f+L8WCw48Vgr3nHKwMIw+35e7tNCY1tTm3V259+yCSzsHk5EBk1FXXVjQtDx26eXmupp6GjSyw7iCHhoenp3SCaKhovpJWDmIDy2/dy5cz9teEG7/hQRRAACQAAIiCMgNe2Kp9oaGBhQKBQmk4m1HKFdExMTs7OzsXblcDgCgQAfFVNcXPzixQtLS0tC/j19+tTZ2RlngsdyiQNL6XQ6QigwMJDYn6mxsZFEIl29epUYqsXyks/n37t3z9HREa+JbWhokLwUrF1F5wx3dXW5ubm5urqO3Qjq3bt39vb2JBIpNTV1aGgIH1fz8uVLfM4NMb6Kp0BnZmZiIKdPnxbns/GeYe0aEBAgyQRjnAHeQ2sKOnm88qd+D7Tr1NlByjEE7t27hxBS01Ar5V6a3r4p5Da9BHzj/DV0NH968CmeJ4wQUlFXpTFiiFFWLGvxpkeGlkYq6qp65vppVzIr+utwEh19cmJ5ivD0nTdlK1ytCG1Z3lcbmR2rqqGmoq5qaGmko09WUVf1ivJxDXXX0tVOu5Ipec4YCJ4YbGpvznzGEmrRozRiRW5Ff513tB9eRosX6+IpzdHMeHpZcuD+EENLI4SQx/b1F95X4vFet3AP0YW4o2ZNT68LILfpInD6Yb6w2VFTG7uN4pgmSgDadSwTuAMEgAAQmAQBaWpXQr4ihEJCQgYGBrBUw6oPj5oSQ5d4h6eEhITPnz9v376dRCJZW1uvXLlSU1OTmHuMx3I1NTWZTObw8DCdTh91sCpWpHhosaOjA0/NNTAwsLa2JpFIVlZWDAbD0NBw+/btfX19EpaCj7HBM42Jo1NHlSvqAHxADhoJeMNhfE2j0fB0XHxQDd5lCo/TTmpPZlwW1q5OTk6ST/Ftbm6mUCiEfsb5SP9v0K7SZ67YJVpZWSGEdpwSbpADf2SWAN5GmJgDPJGd5X21O07FLjXVi2bGE8IVRz5y9aTBimVY1tr5OJ5+mI/vl/fV7rmwH4vSxIpUfKyOrtGSb7N2iQj0soPGNiaqGmp2Po4HOYfZvTUn/zhjsdoSH8kjYc44t7Iejm+cPxIJ7ls9Cf0Zm7dn+SoLvP626MPFoAMhS0yW4riipeOtm+hlyYwW4WZRxJ8zj8+vcLXKbMom7sCFDBJw3+opbHN27JCkaQXtKgkliAMEgAAQmJCAlLWrQCC4desW7lzm5eU9evTI3Nz84sWLAoGgq6vr/PnzeHASa0IGgxEWFvbp06dXr15hhYMQcnNza25uJupD5Hbq1Kmurq7S0lLR2bl8Pv/brr+7d+/GN7u7u2NiYigUCpVKTU9P7+7u5vF4R48e9fb27unpkbAUgUDQ3t5OpVLxdOWmpiY9PT3RLZEJ24iL9+/f79u3D2/w6+zsvGfPnvv37xMrWvF+Tn5+fgMDA3hDYNGJ0EQm4i/wnGcbG5uJNiIem7yrq8vd3T09PZ2wZGwcKdwB7SoFyEpVRFmZ8JRFssHi8r9rZbCbCyZhAuwejl984LeFIeZO1AMX04q6Ktk9nJy2AhojxnKtjaGlEd7yVzwufLQMPoRmVMyirsrzb9lY7hZ1VaZdPjputFGpiI8S5ozjZ9/PW2ZtrKKuautlj5UwkQ8+q5b4iC9KuqsJ20Y9go9yR+Dci+L5C+bPnTv3+fPnkrS0oF0loQRxgAAQAAITEpC+dhWMLM6MiIgoLCyc0KwxD/h8fm9vb39//5gngi9fvnC5XHys69ink7ojYSl8Pv/JSOjp6fH09BRdizup4nBkPOBcXFwsEAh4PF5LSwsh4CeVW3Nzc0tLy6SSyEJk0K6y4AVFsuHr168WFhYIofiR/XLkriusPAYL15omblbVUEM/BlUNNa8o31FrX2UcC7u3puRjlYwbCebNBAE86r5lyxYJW1HQrhKCgmhAAAgAgfEJzIp2Hd8UObzL5/P/+OMPyZeYjlvFvLw8KysrCX+yHTcHub4J2lWu3Sebxl+6dAkfvjITXVXIc3oJMJ+xIrNj/eID/eIDw49sz76Xx+7hTG8RkBsQmCEC+S9LVNRVJDkah2gqQbsSKOACCAABIDAVAqBdp0JtWtPweDxic6lpzVg+MgPtKh9+kjcrXVxcEEI0RswM9VkhWyAABIDA2i3Cla5xcXGSN5CgXSVnBTGBABAAAuMQAO06DhS4JUUCoF2lCFuJinr06NGcOXPUtUiF78qhhw0EgAAQmHYCJ5pzEEJaWlr4rDsJm1fQrhKCgmhAAAgAgfEJgHYdnwvclRYB0K7SIq105URGRiKE1u/cMO19VsgQCAABIGC60gwhdPbs2Um1raBdJ4ULIgMBIAAERhMA7TqaCHyWLgHQrtLlrUSl9fT06OjozJ07N/PmKehnAwEgAASmkUBkVgxCyNHRcbIb9YN2VaL/hKCqQAAIzAQB0K4zQRXylJwAaFfJWUHMyRKoqKhACFGMlhDnbU5j5xWyAgJAQDkJ5LQVLFBZMH/+/JcvX062UQLtOlliEB8IAAEg8AMB0K4/4IAPUicA2lXqyJWrQH9/f4SQZ6S3cnayodZAAAhMOwFTe3OEUEZGxhQaU9CuU4AGSYAAEAAC/xEA7fofC7iaDQKgXWeDuhKV2d3dvWjRIoTQngv7p70LCxkCASCgbAT89wYjhGxtbafWjIJ2nRo3SAUEgAAQ+JcAaFdZeBWuXr2anZ09NDT05s0bf39/JpPJ4/FkwTAp2ADaVQqQlbyI3377bc6cOQvVVE4/zFe2fjbUFwgAgWkkcOBiGkKIRCK9evVqau0qaNepcYNUQAAIAIF/CSiJduXxeImJibt375ZBTcjj8aKiovT09FpaWjo6OpycnEgkEpPJnOwOEHL6ToN2lVPHyZfZKSkpCCE9c/3ij1XT2JGFrIAAEFAeAsxnLFWSKkLoypUrU24AQbtOGR0kBAJAAAgICSiJdu3u7nZycgoODh4cHJQ1x/f19fn4+JiYmDx69EggELx+/drZ2dnQ0LC1tVXWTJ0Je0C7zgRVyHMUga9fv+I3zWadHbu3Rnl621BTIAAEpoVsWgSDAAAaaklEQVQAq6N8iakeQmjfvn2jmpdJfQTtOilcEBkIAAEgMJqAUmnXuLg4GRzMfPv2ra2tLUKosbERu6eoqIhEIu3atUsGR4lHv0C//Bm06y8jhAwkItDb22tgYIAQWr3ZbVr6spAJEAACSkKgpLva1E64P9Pq1auHh4clanEmiATadQIwcBsIAAEgIBkBJdGuL168sLS0TElJkYyKVGO1tLTo6Ql/zSW0a29vr6+vL5VKbW9vl6ops1EYaNfZoK6kZT5+/FhNTQ0hFLg/REn63FBNIAAEfpEAu7fGZp0dQsjAwKC3t/cXW0/Qrr8IEJIDASCg7ASURLs+evTIxMQkNzdXBv3d2NiIECKTyU1NTYR5Fy9eJJFIx48fl8GBYsLIabkA7TotGCETCQlcunQJjQQaI/oXe7SQHAgAAYUnUP537epNbgghVVXVJ0+eSNjOiIkG2lUMHHgEBIAAEPg5ASXRrk1NTWQy+Vf2V/g5yqnGyM3N/bb3A7HeFWfD5XI9PDzs7e3fvXs31YzlIx1oV/nwkwJZefjwYTQSIrNjFb7nDRUEAkDgVwis3eKJm4va2tppaQVBu04LRsgECAAB5SWgJNoVj20Sk3J/xd88Hq+xsTE8PByvnbOysnr+/Pm4Gfb393d3d3/58mXcp8RNrF2dnZ25XC5xUyAQsFgsEonE4XBEbyreNWhXxfOp7NcoLi4OITRnzpxd+Xt/pV8LaYEAEFBgAm4R6xBCc+fOraqqmq5mDbTrdJGEfIAAEFBSAkqiXfPy8kQXlE7k7M7Ozvr6+rq6uvr6+u7u7lHRhoaG0tLSsGRFCFEoFHt7e29v75cvX46K+eLFC19fXzQSDAwMRp3XOjQ01NTU1NjYiFfOYO2anJw8anpwe3s7lUpNSEgYdX9UWfL+EbSrvHtQTu2PiorC8jWGGa/AnW+oGhAAAlMgUN5Xi4XrnDlzysrKprGVA+06jTAhKyAABJSRgJJoVzqd/k1tVlZWNjc3142E5uZm0RFRPp/PYrEoFAr6Hnx8fDo7O0XfiatXr5JIJISQu7v706dPJ5KUTU1NVCqVRCIFBATQaDQKhUImk69fv46zunXrlpWVFS7EysrqyZMnWLuOHRMeHBwMCAhwd3fv6ekRNUPBrkG7KphD5aU6fD5/y5YtaCREZsVMoXcLSYAAEFBIAsQaV4QQi8Wa3jYNtOv08oTcgAAQUDoCSqJd4+Pj0ZhgYGDAYrH4I4HJZJJIpKCgoCdPngwODuJza9zc3ETn8XZ1dfn4+ODNBplMpqj0Jd6bN2/erFy50sTEpKGhAYvbmpqab5OO8DZRbW1tVCpVU1Nz3759VVVVBw8erKmp2b59+7hnnfP5/Li4OCcnp7EjwERxCnAB2lUBnCinVeDz+bGxsWgkhKRuUcheOFQKCACBSREo6+HY+zohhObNmze9I664nQTtKqf/X4DZQAAIyAoBpdKuy5cvZzKZ79+///TpU2VlpclIePToUVNTE4VCCQkJGRgYwI65fv06mUwe+5vr0NBQSkqKpqYmQsja2rqsrGxoaIjwJY/HwwO8BgYGCQkJHA4nKyvLxMSEQqE0NTXx+fzk5GQKhXL58mUiCS4aITTu+T3x8fGgXQlWcAEEZoIAg8FAI8F3l/+k+rgQGQgAAQUjUNRVaespPA4HIVRfXy+YgQDadQagQpZAAAgoEwGl0q6jzsg5cuQIQigvL49Op69cufLNmzfY81++fMFjofgg8lEzhwUCQW9vL5PJtLa2RggZGxsTY7B4haqPj8+OHTvw7GKEkKamZnZ2No/HGxwcDA4O/jaReHBwEBfU0dHh6upqYmJibW3t4+PT19cn+ur19fX5+PiIxhd9qjDXMO6qMK6U34qUlpaikWDraVf04aKCdcehOkAACEhCgPmMZWBhiBBatGhRa2vrDDVooF1nCCxkCwSAgLIQUBLtiteUio6s/v333wEBASQSqbKycuvWrdbW1q9fvxYIBIODg3gP0viRgBCi0+njTg/m8XgcDsfJSTi5yMPDo6Ojo7i4GCGENyTE2z41NjYSs44HBgb8/PxoNBqPxxMIBN3d3YGBgXgYtri4WHRNLH75OBwOmUxmMBiK/S6CdlVs/8pL7W7fvq2trY0QMrQ0Ott+QZKeLsQBAkBAYQgcv3VagyycUWVqavr27duZa7hAu84cW8gZCAABpSCgJNoVj3AihFxcXOh0Oo1Gw9sF79y5c2BgoKioiEQimZmZOTo64vtxcXFDQ0MDAwMhISEIobCwsL///lsgEDQ3N9vY2HA4HGKjJh6PV1RURCaTd+3axWQyx04zJl6jT58+hYSEaGpqbtu2LT4+fvny5SQSiclk8vn8d+/e2dvb79q1i8fj8fn8P/74g0ajaWpqio4GE/ko2AVoVwVzqPxW5/Xr1+bm5sK5EmTNjGsMhemUQ0WAABAQT2BX/t75C+cjhNzc3IilQzPUlIF2nSGwkC0QAALKQkBJtKtAIHj58uXGjRuJqbzGxsYMBgMPqH758mXv3r34kbGxcV5eHh4axaOjWL7iubvNzc0UCoVEIq1fvz7xe1i/fj2JRAoODv7jjz9MTEyoVOqDBw/GfYEuX75MbGVsYGBQWVlJaOD8/HxXV1cul1tTU4PX0y5fvvzq1avj5qNIN0G7KpI35b0u/f39a9euFW7TMn8ejREtvr8LT4EAEJB3AmU9HM9IbzQSaDTa8PDwTDdioF1nmjDkDwSAgIITUB7tih3Z39/f3d3N5XLH/hc1ODg47v3h4WEul0tMG25paVm/fj36MdjZ2d26dYvP5+P9ipcvX15WVtbb2zs8PPz+/fuysjI/Pz9DQ8OrV6/iucTt7e1EhsQbhu/89ttv3t7eLBZLdBcoIo7iXYB2VTyfynWNhoeH9+/fP2fOHISQc9CaUu4lee+dg/1AAAiMS+Dci2JTe+FUC1VV1YKCAuk0XKBdpcMZSgECQEBhCSibdp0uR/b39+OjYpuamrhcLjF8yuPxmEwmnniMRAKJRAoMDOzq6pouAxQmH9CuCuNKRapIfX09sfw1q/XsuB1fuAkEgID8EjjIOay5WAtvuPj48WOpNV+gXaWGGgoCAkBAMQmAdp0Jv/b29paVleE5xRkZGXfv3h07yjoT5cpjnqBd5dFrymBzZ2ens7MzGgnbjkfJbx8dLAcCQGAUAe8YP/zVDgkJkfIUJ9CuyvDfB9QRCACBGSQA2nUG4ULWEhAA7SoBJIgyOwSGh4cPHz48f75wExdLN+uCV6WjesDwEQgAAfkicPKPM3rm+gghDQ2N0tJS6bcsoF2lzxxKBAJAQKEIgHZVKHfKYWVAu8qh05TL5NbWVmNjY4SQuhYp6vSu8r5a+eqsg7VAAAhU9NeVdFf77w2eN3+ecCm7s/P79+9npSED7Tor2KFQIAAEFIcAaFfF8aV81gS0q3z6Tbms/vTpE41GQyPByNrkRHMOiAEgAATkiEDSpXQdfTJCaP78+UePHv369etsNWGgXWeLPJQLBICAghAA7aogjpTbaoB2lVvXKZ3h9fX1+vrC2YYIIa8onwudFXLUdwdTgYByEmA+Y9l62eOvrb29/ZMnTwSzGkC7zip+KBwIAAH5JwDaVf59KN81AO0q3/5TMuuHhoYSEhLmzp2LENJcrBWbtwemECunIoJayz6BUu6lzcnhC1QXCif8q6tnZ2fP4nAr0VKCdiVQwAUQAAJAYCoEQLtOhRqkmT4CoF2njyXkJCUCra2tNjY2aCSYOSw/fhumENfJvpIBC5WKQGJ5io6ecJIwQsjPz6+zs1MgGwG0q2z4AawAAkBAbgmAdpVb1ymI4aBdFcSRSlYNPp+fn5+vo6ODEJozd65npPf5t2yl0gZQWSAgmwROPThn6WaNRoKxsfG1a9dkqnEC7SpT7gBjgAAQkD8CoF3lz2eKZTFoV8Xyp3LVpqenJyYmBk8hVtcibT+5k91bI5sderAKCCg8gaKuSt9d/ngnYXV19aNHj/J4PFlrkkC7yppHwB4gAATkjABoVzlzmMKZC9pV4VyqdBVqa2vDrzFCaKmZXtqVTIUXCVBBICBTBMr7anee2a1B1hTOg5gzZ8uWLR8+fJDNlgi0q2z6BawCAkBAbgiAdpUbVymooaBdFdSxSlctDodjZGSERsLK9Q7Hb52Wqc49GAMEFJXA/srUZdbCE5gRQi4uLvfv3xfIcADtKsPOAdOAABCQBwKgXeXBS4psI2hXRfauktWNx+NlZWVpagoHfxBCDhtWnfzjjKIKBqgXEJh1AkmX0k3tzfHXzdDQsKKiQiDzAbSrzLsIDAQCQEC2CYB2lW3/KL51oF0V38dKVsPe3t6DBw+qqqqikeC40TnrLnPWe/lgABBQJAIpNUfMHJbjrxiFQsnNzZWXZga0q7x4CuwEAkBARgmAdpVRxyiNWaBdlcbVylXRv/76KzExUU1NDS/Ac9iwKrMpW5HEA9QFCEifQHlfLb0smRhr1dXVzc7O/ueff+SocQHtKkfOAlOBABCQRQKgXWXRK8pkE2hXZfK20tWVy+Xu3buXGIOlOq84UHVI+j1+KBEIyDsBdg9n55ndS0z10EhYvHgxg8H4/Pmz3LUpoF3lzmVgMBAAArJFALSrbPlD+awB7ap8Ple6GnO53NTU1EWLFqGRoE813HEqVt61BNgPBKRD4Pxb9uaUCC2KNv76mJiYnD17Vh5VK274QLtiDvA3EAACQGCKBEC7ThEcJJsmAqBdpwkkZCPrBP7555/8/Pzly/9dpKehoxmYuDnveZF0BACUAgTkjsCp+3nuWz0XqC5EI8HV1bW2tpbP58v6V12sfaBdxeKBh0AACACBnxEA7fozQvB8ZgmAdp1ZvpC77BFoaGjw9/dH34NLsCsshZU7WQUGzyiBvSVJFmusvn9FEI1Ge/jwoex9ladiEWjXqVCDNEAACAABggBoVwIFXMwKAdCus4IdCp11Aq9fv46LiyORSGgkmKw0i83bU8q9NKOSADIHArJM4PxbdviR7brLKPhLoaurm56e/tdff836t3UaDQDtOo0wISsgAASUkQBoV2X0uizVGbSrLHkDbJE2gcHBwdzc3P8mEi/S9IsPzH1aKMsCA2wDAtNOIOM6wzXMY4HKAjQSXFxc2Gw2j8eT9hdy5ssD7TrzjKEEIAAEFJoAaFeFdq8cVA60qxw4CUyceQI3btwICgqaP38+PlPHYo1VbN6eog8Xp10kQIZAQHYIFLwujThKW2ZphEaCurp6dHT0s2fPZv4LN2slgHadNfRQMBAAAopBALSrYvhRfmsB2lV+fQeWTzuB9+/fp6Sk6On9exDIApUFqze5pdQckR2xAZYAgWkhkFB8wGadHfoeVqxYwWQyBwcHp/07JWsZgnaVNY+APUAACMgZAdCucuYwhTMXtKvCuRQq9KsEvn79evXq1fDwcDU1NTQSdJaSfeP8M2+emhbZAJkAgVkhwO6tSbqU7hbuoaahjl9sMpm8e/fue/fu/ep3Rn7Sg3aVH1+BpUAACMgkAdCuMukWJTIKtKsSORuqOkkCg4ODLBbLzc1tzpw5aCQsNdYLTNyc1Xp2VrQHFAoEpkCgvK/2UP0xzx0+WmQt/BovWLAgICCAw+Eo5IpW8d9y0K7i+cBTIAAEgMBPCIB2/QkgeDzDBEC7zjBgyF4RCHR0dJw8edLBwQF9D4YrjIKTQk8050xBS0ASICAdAofqj/nEbly0VOf7a4u8vLxYLFZ/f78ifC2nVAfQrlPCBomAABAAAt8JgHb9TgL+nR0CoF1nhzuUKp8EOjs7T5w4sXLlSvQ9LDFe6rcnKOM6QzpqBEoBAuIJlPVwki6le2xfr7VYG7+k8+bNW7duXUFBwd9//y2fX7vptBq063TShLyAABBQQgKgXZXQ6TJVZdCuMuUOMEZeCLx9+zYrK8vZ2Rl9D2S9xZ47fPaWJBV1VYpXF/AUCEw7gXN/Fu88s9spwEWV9O8ibYSQj48Pi8Xq7e2Vl6+VFOwE7SoFyFAEEAACikwAtKsie1ce6gbaVR68BDbKLgEul3vu3DkvLy98vg5CaO68uWYOy4OTQo9cPcnurZl2lQIZAgFMoORjVVL1Id9d/vpUQ/Q9kEikzZs3V1RUKMOmwVNoF0C7TgEaJAECQAAI/EcAtOt/LOBqNgiAdp0N6lCmAhIYHBysra3dtWuXmZkZ+h5USar2vk40Rsyp+3mguIDArxMo/7v26I2s0LQtK1yt5i8UHkcs/Llk7lw7O7uDBw/euHFDCbdfEkwmgHadDC2ICwSAABAYQwC06xgkcEOqBEC7ShU3FKYcBN69e5efnx8cHKyhqYG+By2K9pqQtfGF+5hPWb+uYSAHpSKQdZcZmRXjuNFZVeO/KcGUJRQajXbx4kWYFSx5uwLaVXJWEBMIAAEgMA4B0K7jQIFbUiQA2lWKsKEopSPw9evXBw8eHD9+fN26dSoqKuh70NEjrwpcvfXYjozrDHYPR6lkGFRWEgJFXZUptRmbUyJsPe1I2qTvLw7S0tIKCAhgMpkvXrxQuq/TdFQYtOt0UIQ8gAAQUGICoF2V2PkyUXXQrjLhBjBCOQhcu3YtKSlJ9KwdNBLMnai+cf4JRQfynhdJImwgjkISOHU/LzZvj+cOn2XWxvjFIP5eu3ZtRkZGS0uLAMKvEQDt+mv8IDUQAAJKTwC0q9K/ArMMALTrLDsAildKAv39/bW1tbt377ayskI/hkVLdZz8XSIyaIcajimkQoNKEQSKuioPcg4HJ4XZrLNT01T/8UVAq1atSk5OvnHjhlJ+RWaq0qBdZ4os5AsEgICSEADtqiSOltlqgnaVWdeAYUpCgMvlVldX0+l00RN30PdgbGu6fueG2Lw9sNsTIfnk+iLz5ikaI9o11N3A4r/NgbG3NTQ0PD09U1NTGxsbYZfgGfr6g3adIbCQLRAAAspCALSrsnhaVusJ2lVWPQN2KSmB1tbWM2fOhIWFmZiYoB+Dirqq1VrbDXEBMWf3ZDZly7WEUxLji7oqD/92IjIrxnOHz/JVFj/6U/hp5cqVUVFRLBarra1NAGHmCYB2nXnGUAIQAAIKTQC0q0K7Vw4qB9pVDpwEJiorgf7+/vr6+kOHDq1fv15bWxuNCUtM9Zz8XTYdDI87T8+4xjj/pkxJNKFsVvNs+4VD9cdimPEB+zbZetnr6JHHeAzp6ekFBgYyGIympqbPnz8r66s9a/UG7Tpr6KFgIAAEFIMAaFfF8KP81gK0q/z6DixXNgLPnj27dOlSSkrKxo0bjYyM0HhBlaRqstLMOWhNYOLmGGb8ofpjZ9svyKbSk2urctoKkmsOR2bH+sUH2vk4GlgYLlBdOJ5DkIWFRUhISEZGxuXLl7lcrrK9tLJWX9CusuYRsAcIAAE5IwDaVc4cpnDmgnZVOJdChZSFwKdPn1paWgoKCuh0up+fn4WFhegxPEgkLFBZoLfcwM7H0TfOn8aISao+dOrBObmWjlIzvuRj1ck7ufvYyRFHaV5RvjYeK3WNloig/eFSQ0PD1tZ206ZNKSkppaWlMA1YIHsBtKvs+QQsAgJAQK4IgHaVK3cpoLGgXRXQqVAlJSbQ2dnZ1NRUWFiYnJy8adOmlStXampqogkCWX/xClcrj21eoWlbYs7uOcg5fPJO7vm3bKkpQ9kpKP9lyfFbpw9cTIvKidt0MNw11N3ciaqlO848bcxy8eLFq1atioiIOHz4cGlpaUtLC4ypysXXDrSrXLgJjAQCQEB2CYB2lV3fKIdloF2Vw89QS6Um0NPT09raymazMzIytm/f7urqqqenh8SGxYa6y1dZ2Hk7uIa6e8f4bToYvv3kzrgC+oGLaUd+P5HVevbcn8WyozwnsqTow0XmM9bJP84caji2j50cc3bPlszIoAMhXlG+qze52Xramdqbj7sqVZSNsbGxp6dndHT0iRMnampq2traPn36pNTvkzxXHrSrPHsPbAcCQEAGCIB2lQEnKLUJoF2V2v1QeeUm0N7eXl9ff/r06X379oWFhbm5uZmZmamrjz5oFE0cFqgu1F6ySJ9quHyVhbW7rZ2Po3PQGtcwD89Ib5/Yjf57gzcdDA8/vG37yZ1ROXFxBfSE4gP7K1NT646mXcmU/E9yzeHEitQ9F/bHnkuIOr1r2/GosPRtwUlhGxOCvKP9PLavXxOy1inAZeV6B8u1NmaO1CWmehrkCUebx62NlpaWhYWFp6fnli1bkpKSzp07d/Xq1devXyv3C6KAtQftqoBOhSoBASAgTQKgXaVJG8oaSwC061gmcAcIKDmBgYGBFy9eNDU1Xbp0qbCwkMFgJCcnx8bGhoaGrl+/3tHR0czMjEweZxNdJHtBV1d3+fLlzs7OPj4+4eHhcXFxqamp2dnZFy5cqK2tbW5uBoGqVG87aFelcjdUFggAgeknQGjXGxCAwGwQAO06/d9qyBEIKA2BwcHBjo6Otra2mzdvNjQ0cDgcNpvNYrGYTGZWVlZGRkZqaiqdTt+1axeNRgsLCwsMDPT29l67dq3bZIK7u7uvr29QUFBERMSOHTvi4uISExPT0tIyMzOzs7Pz8vIuXLhQXl5eU1PT2Nh4+/btp0+fdnV1wcxepXkNJ1FR0K6TgAVRgQAQAAJjCWDtiiAAgVklcOPGDQEEIAAEgAAQAAIKTQC0q0K7FyoHBIDAzBOor6+fzK/PEBcITD+B2NjYDx8+zPzLDiUAASAABIAAEJhNAqBdZ5M+lA0EgAAQAAJAAAgAASAABIAAEAACkhAA7SoJJYgDBIAAEAACQAAIAAEgAASAABAAArNJALTrbNKHsoEAEAACQAAIAAEgAASAABAAAkBAEgKgXSWhBHGAABAAAkAACAABIAAEgAAQAAJAYDYJgHadTfpQNhAAAkAACAABIAAEgAAQAAJAAAhIQgC0qySUIA4QAAJAAAgAASAABIAAEAACQAAIzCYB0K6zSR/KBgJAAAgAASAABIAAEAACQAAIAAFJCIB2lYQSxAECQAAIAAEgAASAABAAAkAACACB2STw//bKxe2tbi2oAAAAAElFTkSuQmCC"
+    }
+   },
+   "cell_type": "markdown",
+   "id": "b64e25fb",
+   "metadata": {},
+   "source": [
+    "# Exam parameter detection\n",
+    "\n",
+    "DICOM data contains imaging pixels and associated metadata. It contains a wealth of information about medical imaging exams and can be used for diagnosis, treatment planning, and research. However, DICOM data can be inconsistent due to differences in equipment, software, technician training and practices. These inconsistencies can lead to errors in determining exam parameters such as acquisition protocol, exam technique, body part, slice thickness, contrast phase, etc. This can affect the accuracy of routing and presenting of the imaging studies.\n",
+    "\n",
+    "In this notebook we will examine a real world dataset of MRI studies, identify some inconsistencies, and see how we can infer some exam parameters from pixel data using Microsoft's foundational AI model called MedImageInsight. The notebook shows a few-shot approach to derive exam parameters from new MRI series given a labeled reference dataset. This approach can be very efficient as it requires some initial investment into pre-computing of image embeddings, and relatively inexpensive computation of data clusters followed by matching of each new image to those clusters. \n",
+    "\n",
+    "Note that this code is not intended to provide a finished system for exam parameter detection or a conduct a detailed analysis of fitness of the MedImageInsight foundational model for the task, but rather present a few key ideas and demonstrate how a foundational embedding model can drastically simplify the task.\n",
+    "\n",
+    "At a high level, it represents the following flow.\n",
+    "\n",
+    "1. Create embeddings for every image in a reference dataset using the Florence endpoint\n",
+    "2. Label all images in a reference dataset with class attributes, either manually, or use GPT to derive those from the combination of report and DICOM metadata\n",
+    "3. Using UMAP technique, discover clusters corresponding to the exam parameter groups\n",
+    "4. For new images, find the closest cluster and derive exam parameters from those known from the cluster\n",
+    "\n",
+    "![image.png](attachment:image.png)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "c8d1a846",
+   "metadata": {},
+   "source": [
+    "# 1. Instructions to Reproduce the Notebook\n",
+    "\n",
+    "1. **Run in Azure ML Environment**:\n",
+    "   - The easiest way to reproduce this notebook is to run it inside the Azure Machine Learning environment.\n",
+    "\n",
+    "2. **Set Up Environment**:  \n",
+    "   - Install the required libraries. For convenience we provide the Conda environment definition file: [`examparamdetection_conda_environment.yml`](./examparamdetection_conda_environment.yml).\n",
+    "\n",
+    "3. **Download the sample data**:  \n",
+    "   - Use the following command to download the dataset with samples into your working folder. Once you download, make sure the files are in the `data` directory located in the same directory as this notebook so that all paths in this sample work out of the box.  \n",
+    "\n",
+    "      `azcopy copy --recursive https://azuremlexampledata.blob.core.windows.net/data/healthcare-ai/medimageinsight-examparameter/* ./data`\n",
+    "\n",
+    "\n",
+    "4. **Data Assets**:  \n",
+    "   We are not providing the original DICOM files, but rather are providing the following:\n",
+    "   - DICOM tags extracted into a CSV file named `data/mri_sample_features.csv`. Each row in this file represents a single MRI series.\n",
+    "   - Embedding vectors and some slices used for visualization are provided in `exam_parameter_data.zip` archive that needs to be downloaded from TODO and unzipped into the data directory. Upon unzipping you will find:  \n",
+    "       - Embedding vectors serialized as .pkl files in the: `data/feature_vectors` directory\n",
+    "       - .png files of several slices from the original MRI dataset that we use for visualization in the `data/pngs` directory\n",
+    "   \n",
+    "5. **GPT-Based Weak Labeling**:  \n",
+    "   During one of the steps in this notebook we will use GPT4 model to create ground truth labels for our dataset. This step requires a separate deployment of GPT4 and takes about 30 minutes to complete. If you want to run it, you should:\n",
+    "   - Ensure that the GPT-4 endpoint is provisioned for GPT-based weak labeling.\n",
+    "   - Specify the parameters (endpoint and API key) in the `environment.json` file.\n",
+    "   \n",
+    "   If you cannot run this step, you can use pre-computed labels, load them and continue with the notebook execution. The pre-computed labels are available in the following file:\n",
+    "     `data/gpt_labeled_mri.json`\n",
+    "\n",
+    "6. **Execution Environment**:  \n",
+    "   - All the code below can be executed on a standard CPU-based notebook VM. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "id": "a4ad3518",
+   "metadata": {
+    "gather": {
+     "logged": 1718820496498
+    }
+   },
+   "outputs": [],
+   "source": [
+    "# Imports\n",
+    "import os\n",
+    "from pprint import pprint\n",
+    "import pandas as pd\n",
+    "import exam_parameter_helpers as helpers\n",
+    "import json\n",
+    "from umap import UMAP"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "5d83818a",
+   "metadata": {},
+   "source": [
+    "# 2. Dataset setup and exploration"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "f37fd397",
+   "metadata": {},
+   "source": [
+    "First, let's learn something about our dataset. How many series? What kinds of series? How large are they? What is the distribution of parameters of interest?"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "id": "3c7ccf50",
+   "metadata": {
+    "gather": {
+     "logged": 1718823433905
+    }
+   },
+   "outputs": [],
+   "source": [
+    "# Please use full path for dataset_root to the folder:\n",
+    "repo_root = r\".\"\n",
+    "dataset_root = os.path.join(repo_root, \"data\")\n",
+    "gpt_labeled_mri_file_name = os.path.join(dataset_root, \"gpt_labeled_mri.json\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "id": "a1c94fef",
+   "metadata": {
+    "gather": {
+     "logged": 1718823436527
+    }
+   },
+   "outputs": [],
+   "source": [
+    "# Load pre-parsed metadata. Each row represents single MRI series\n",
+    "df_mri = pd.read_csv(os.path.join(dataset_root, \"mri_sample_features.csv\"))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "ed2fef98",
+   "metadata": {},
+   "source": [
+    "Let's see how many series we have. The table we got has most of DICOM metadata extracted into it - that's the 2nd dimension"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "id": "d6980df2",
+   "metadata": {
+    "gather": {
+     "logged": 1718823439935
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Total series: 250\n",
+      "Metadata fields: 98\n"
+     ]
+    }
+   ],
+   "source": [
+    "series_num, metadata_fields = df_mri.shape\n",
+    "print(f\"Total series: {series_num}\\nMetadata fields: {metadata_fields}\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "d8cda759",
+   "metadata": {},
+   "source": [
+    "Now let's see how many images per series"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "id": "151c0b61",
+   "metadata": {
+    "gather": {
+     "logged": 1718823443977
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "helpers.plot_parameter_distribution_histogram(\n",
+    "    df_mri, \"n_files\", \"Images per Series\", 30, logscale=True\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "fb86ee9c",
+   "metadata": {},
+   "source": [
+    "Which ones are the larger series?"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "id": "09e7361b",
+   "metadata": {
+    "gather": {
+     "logged": 1718823455641
+    },
+    "scrolled": true
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "              SeriesDescription BodyPartExamined  SliceThickness  n_files\n",
+      "159            DYNAMIC PRE/POST              NaN             3.3      638\n",
+      "211                        SUBS           BREAST             1.0      640\n",
+      "22             DYNAMIC PRE POST           PELVIS             3.0      696\n",
+      "223            DYNAMIC PRE POST           PELVIS             3.5      696\n",
+      "213            DYNAMIC PRE POST           PELVIS             3.0      696\n",
+      "212            DYNAMIC PRE POST           PELVIS             3.0      696\n",
+      "154            DYNAMIC PRE POST           PELVIS             3.0      696\n",
+      "108            DYNAMIC PRE POST           PELVIS             3.0      696\n",
+      "107            DYNAMIC PRE POST           PELVIS             3.0      696\n",
+      "82             DYNAMIC PRE POST           PELVIS             3.0      696\n",
+      "60             DYNAMIC PRE POST           PELVIS             4.0      696\n",
+      "58             DYNAMIC PRE POST           PELVIS             3.5      696\n",
+      "33             DYNAMIC PRE POST           PELVIS             3.0      696\n",
+      "24             DYNAMIC PRE POST           PELVIS             3.0      696\n",
+      "125            DYNAMIC PRE POST           PELVIS             3.0      754\n",
+      "238            DYNAMIC PRE POST           PELVIS             3.0      754\n",
+      "234            DYNAMIC PRE POST           PELVIS             3.0      812\n",
+      "52             DYNAMIC PRE POST           PELVIS             3.0      812\n",
+      "91             DYNAMIC PRE POST           PELVIS             3.0      812\n",
+      "63   DYNAMIC PRE POST GRASP_RED           PELVIS             3.0     1092\n"
+     ]
+    }
+   ],
+   "source": [
+    "large_series = df_mri[df_mri[\"n_files\"] > 600].sort_values(by=\"n_files\")\n",
+    "print(\n",
+    "    large_series[[\"SeriesDescription\", \"BodyPartExamined\", \"SliceThickness\", \"n_files\"]]\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "55d3d609",
+   "metadata": {},
+   "source": [
+    "Let's see the distribution of body parts examined according to the \"Body Part Examined\" DICOM tag"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "id": "ee8ed6a7",
+   "metadata": {
+    "gather": {
+     "logged": 1718823458478
+    },
+    "scrolled": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 800x500 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "helpers.plot_parameter_distribution_categorical(\n",
+    "    df_mri, \"BodyPartExamined\", \"Body Part Examined\"\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "69a6f9dc",
+   "metadata": {},
+   "source": [
+    "Here we are starting to see some issues with tags in real-world DICOM data. These are all MRI studies. Can you rely on this tag to determine which body part is present in each study? Is \"Brain\" the same as \"Head\"? Is \"Shoulder\" same as \"Clavicle\"? What body part is in the series labeled as \"Angio\"?\n",
+    "\n",
+    "Now let's set aside a few series with different body parts examined:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "id": "1e9deaf2",
+   "metadata": {
+    "gather": {
+     "logged": 1718823461305
+    }
+   },
+   "outputs": [],
+   "source": [
+    "holdout_set = {}\n",
+    "# clean up leading and trailing whitespaces\n",
+    "df_mri[\"BodyPartExamined\"] = df_mri[\"BodyPartExamined\"].str.strip()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "id": "625b6c27",
+   "metadata": {
+    "gather": {
+     "logged": 1718823463561
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "    BodyPartExamined  SliceThickness  n_files\n",
+      "22            PELVIS             3.0      696\n",
+      "141           PELVIS             1.5      144\n",
+      "82            PELVIS             3.0      696\n",
+      "24            PELVIS             3.0      696\n",
+      "212           PELVIS             3.0      696\n",
+      "124            SPINE             3.0       40\n",
+      "199            SPINE             0.6      156\n",
+      "6              SPINE             4.0       15\n",
+      "222            SPINE             4.0       25\n",
+      "166            SPINE             3.0       23\n",
+      "220              NaN             3.5       80\n",
+      "160              NaN             4.0       27\n",
+      "200              NaN             4.0       96\n",
+      "163              NaN             3.0       72\n",
+      "89               NaN             3.0       44\n"
+     ]
+    }
+   ],
+   "source": [
+    "selected_entries = helpers.sample_holdout_set(\n",
+    "    df_mri, \"BodyPartExamined\", [\"PELVIS\", \"SPINE\", None]\n",
+    ")\n",
+    "\n",
+    "holdout_set[\"BodyPartExamined\"] = selected_entries.copy()\n",
+    "\n",
+    "print(selected_entries[[\"BodyPartExamined\", \"SliceThickness\", \"n_files\"]])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "d8891fd9",
+   "metadata": {},
+   "source": [
+    "We can see something else here too - in some series the BodyPartExamined tag is not set at all which makes the further case for a better system to use pixel data to determine the body part imaged. \n",
+    "\n",
+    "Now let's look at the ProtocolName parameter to see what information our DICOMs contain about the imaging protocol used - another freeform text field that often is a source of inconsistencies."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "id": "f1ebf912",
+   "metadata": {
+    "gather": {
+     "logged": 1718823467528
+    },
+    "scrolled": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 800x1000 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "helpers.plot_parameter_distribution_categorical(\n",
+    "    df_mri, \"ProtocolName\", \"Protocol Name\", height=10\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "acaf7471",
+   "metadata": {},
+   "source": [
+    "Similarly to the body part we can observe a lot of variety in naming of the protocols and little consistency. Let's set some aside and look at Series Description since typically this field contains additional information about the imaging technique and protocol used."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "id": "66474571",
+   "metadata": {
+    "gather": {
+     "logged": 1718823470491
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "    BodyPartExamined  SliceThickness  n_files\n",
+      "22            PELVIS             3.0      696\n",
+      "24            PELVIS             3.0      696\n",
+      "60            PELVIS             4.0      696\n",
+      "234           PELVIS             3.0      812\n",
+      "154           PELVIS             3.0      696\n",
+      "178             KNEE             3.0       40\n",
+      "77              KNEE             3.0       40\n",
+      "171              NaN             3.0       40\n",
+      "145             KNEE             3.0       44\n",
+      "89               NaN             3.0       44\n",
+      "92            LSPINE             4.0       26\n",
+      "1             LSPINE             4.0       26\n",
+      "183            SPINE             4.0       25\n",
+      "11            LSPINE             4.0       25\n",
+      "196           LSPINE             4.0       25\n"
+     ]
+    }
+   ],
+   "source": [
+    "df_mri[\"ProtocolName\"] = df_mri[\"ProtocolName\"].str.strip()\n",
+    "\n",
+    "selected_entries = helpers.sample_holdout_set(\n",
+    "    df_mri, \"ProtocolName\", [\"DYNAMIC PRE POST\", \"AX PD FS\", \"AX PD\"]\n",
+    ")\n",
+    "\n",
+    "holdout_set[\"ProtocolName\"] = selected_entries.copy()\n",
+    "\n",
+    "print(selected_entries[[\"BodyPartExamined\", \"SliceThickness\", \"n_files\"]])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "id": "63fdcfc9",
+   "metadata": {
+    "gather": {
+     "logged": 1718823474003
+    },
+    "scrolled": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 800x1000 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "helpers.plot_parameter_distribution_categorical(\n",
+    "    df_mri, \"SeriesDescription\", \"Series Description\", height=10\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "48b689ad",
+   "metadata": {},
+   "source": [
+    "Similarly, little consistency, and some overlap with Protocol Name field since we can see information here about imaging techniques and protocols (scout, proton density, axial vs coronal, FLAIR, etc). Let's set some aside.\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "id": "e8786ead",
+   "metadata": {
+    "gather": {
+     "logged": 1718823477723
+    },
+    "scrolled": true
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "    BodyPartExamined  SliceThickness  n_files\n",
+      "35            LSPINE             4.0       25\n",
+      "39            LSPINE             4.0       25\n",
+      "162              NaN             4.0       30\n",
+      "68            LSPINE             4.0       33\n",
+      "160              NaN             4.0       27\n",
+      "9              BRAIN             4.0       66\n",
+      "16             BRAIN             4.0       60\n",
+      "61             BRAIN             4.0       60\n",
+      "206             HEAD             5.0       50\n",
+      "195            BRAIN             4.0       90\n",
+      "92            LSPINE             4.0       26\n",
+      "1             LSPINE             4.0       26\n",
+      "183            SPINE             4.0       25\n",
+      "11            LSPINE             4.0       25\n",
+      "196           LSPINE             4.0       25\n"
+     ]
+    }
+   ],
+   "source": [
+    "df_mri[\"SeriesDescription\"] = df_mri[\"SeriesDescription\"].str.strip()\n",
+    "\n",
+    "selected_entries = helpers.sample_holdout_set(\n",
+    "    df_mri, \"SeriesDescription\", [\"AXI PD\", \"AX DWI_TRACEW\", \"AX PD\"]\n",
+    ")\n",
+    "\n",
+    "holdout_set[\"SeriesDescription\"] = selected_entries.copy()\n",
+    "\n",
+    "print(selected_entries[[\"BodyPartExamined\", \"SliceThickness\", \"n_files\"]])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "aa22b07a",
+   "metadata": {},
+   "source": [
+    "# 3. Ontology mapping\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "67e4f892",
+   "metadata": {},
+   "source": [
+    "Now we would like to see if we can avoid costly labeling and help infer exam parameters from DICOM tags. Note that in real world this would be the first step to obtain ground truth, it would need further cleanup and refinement by professionals to obtain proper ground truth. \n",
+    "\n",
+    "Here we will, for the sake of learning about the capabilities of embedding models, imagine that the ground truth that we obtain through this process is good enough. \n",
+    "\n",
+    "We will ask GPT4 to go from DICOM fields like this:\n",
+    "```\n",
+    "    \"Body Part Examined\": \"ABDOMEN\",\n",
+    "    \"Protocol Name\": \"COR T1 FS POST\",\n",
+    "    \"Series Description\": \"COR T1 FS POST\",\n",
+    "    \"Image Type\": \"ORIGINAL\\\\PRIMARY\\\\M\\\\NORM\\\\DIS2D \",\n",
+    "    \"Sequence Variant\": \"SP\\\\OSP\"\n",
+    "```\n",
+    "\n",
+    "to something like this: \n",
+    "\n",
+    "```\n",
+    "    \"Body Part Examined\": \"ABDOMEN\",\n",
+    "    \"Plane of Imaging\": \"CORONAL\",\n",
+    "    \"Protocol Used\": \"T1_PD_FS\"\n",
+    "```\n",
+    "            \n",
+    "We will be using access our GPT4o deployment from Azure OpenAI and ask it to provide those labels. Please refer to the [Azure AI Studio documentation](https://learn.microsoft.com/en-us/azure/ai-studio/how-to/deploy-models-openai) for details on how to deploy GPT4 model and obtain the endpoint URL and API key. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "id": "b0c15cdc",
+   "metadata": {
+    "gather": {
+     "logged": 1718823561690
+    }
+   },
+   "outputs": [],
+   "source": [
+    "# We will call this function to submit system prompt and user prompt to our GPT4 deployment\n",
+    "def get_gpt_label(client, obj):\n",
+    "    deployment = \"gpt-4o\"\n",
+    "\n",
+    "    response = client.chat.completions.create(\n",
+    "        model=deployment,\n",
+    "        response_format={\"type\": \"json_object\"},\n",
+    "        messages=[\n",
+    "            {\n",
+    "                \"role\": \"system\",\n",
+    "                \"content\": \"You will be given a JSON object of DICOM fields which contain information about exam parameters. \"\n",
+    "                \"This information is hard to parse, sometimes missing sometimes uses acronyms or codes. To the best of your ability\"\n",
+    "                \" and knowledge about DICOM and medical imaging protocols, please\"\n",
+    "                \" output a new JSON object answering the following questions as JSON fields: \"\n",
+    "                \" What was the body part examined? What was the plane of imaging? What was the protocol used?.\"\n",
+    "                \" Where the DICOM fields do not answer this information, write 'unknown'. \"\n",
+    "                \"You will be providing this information for multiple JSON objects, so please use limited\"\n",
+    "                \" glossary of categories for your answers. Try to be consistent and limited in choice of answers as they will be \"\n",
+    "                \"applied across many input objects to label them better. Try to expand acronyms if you are confident in their meaning.\"\n",
+    "                \" Only use uppercase for answers. Here are some extra tips: \"\n",
+    "                \"PD in MRI stands for Proton Density\",\n",
+    "            },\n",
+    "            {\"role\": \"user\", \"content\": obj},\n",
+    "        ],\n",
+    "    )\n",
+    "\n",
+    "    return response.choices[0].message.content"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "id": "29e0c8c0",
+   "metadata": {
+    "gather": {
+     "logged": 1718823565335
+    }
+   },
+   "outputs": [],
+   "source": [
+    "# This code will try to load the endpoint and API key from environment.json.\n",
+    "# If you would like to execute the GPT4-based labeling, please provide the values by editing environment.json file or as environment variables.\n",
+    "# Otherwise you may skip this cell and use the pre-labeled data provided in the repository.\n",
+    "oai_client = helpers.create_openai_client()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "625bf8dc",
+   "metadata": {},
+   "source": [
+    "Let's try out our prompt"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "id": "a2a34f68",
+   "metadata": {
+    "gather": {
+     "logged": 1718823580810
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "{\n",
+      "  \"Body Part Examined\": \"KNEE\",\n",
+      "  \"Plane of Imaging\": \"AXIAL\",\n",
+      "  \"Protocol Used\": \"PROTON DENSITY FAT-SATURATION\"\n",
+      "}\n"
+     ]
+    }
+   ],
+   "source": [
+    "item = df_mri.iloc[75]\n",
+    "\n",
+    "response = get_gpt_label(\n",
+    "    oai_client, helpers.create_exam_param_struct_from_dicom_tags(item)\n",
+    ")\n",
+    "\n",
+    "print(response)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "c3ceeaa5",
+   "metadata": {},
+   "source": [
+    "Looking good, let's run all our items through this (_warning, this will take ~30 minutes with 250 items_). Uncomment the following cells if you want to execute this."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "id": "bf190e7a",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# labels_dict = []\n",
+    "# for index, item in df_mri.iterrows():\n",
+    "#     weak_label = helpers.create_exam_param_struct_from_dicom_tags(item)\n",
+    "#     gpt_response = get_gpt_label(oai_client, weak_label)\n",
+    "\n",
+    "#     obj = {}\n",
+    "#     obj[\"SeriesInstanceUID\"] = item[\"SeriesInstanceUID\"]\n",
+    "#     obj[\"id\"] = index\n",
+    "#     obj[\"gpt_label\"] = gpt_response\n",
+    "#     obj[\"weak_label\"] = weak_label\n",
+    "#     print(obj)\n",
+    "#     labels_dict.append(obj)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "18026980-71b2-490a-a685-ab21e817b3b7",
+   "metadata": {
+    "nteract": {
+     "transient": {
+      "deleting": false
+     }
+    }
+   },
+   "source": [
+    "Now let's save all those GPT-derived labels into a file, we will use them later"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 18,
+   "id": "e4ce8ec9",
+   "metadata": {
+    "gather": {
+     "logged": 1718832187699
+    }
+   },
+   "outputs": [],
+   "source": [
+    "gpt_labeled_mri_file_name = os.path.join(dataset_root, \"gpt_labeled_mri.json\")\n",
+    "\n",
+    "# reorganize output for better formatting (turn strings that GPT returned into objects) and save to a file\n",
+    "\n",
+    "# labels_dict_obj = []\n",
+    "# for entry in labels_dict:\n",
+    "#     labels_dict_obj.append(entry)\n",
+    "#     labels_dict_obj[-1][\"gpt_label\"] = json.loads(entry['gpt_label'])\n",
+    "#     labels_dict_obj[-1][\"weak_label\"] = json.loads(entry['weak_label'])\n",
+    "\n",
+    "# with open(gpt_labeled_mri_file_name, 'w') as file:\n",
+    "#     json.dump(labels_dict_obj, file, indent=4)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "5e0c8706-c182-4ee4-b1d5-08c7de0986b9",
+   "metadata": {
+    "nteract": {
+     "transient": {
+      "deleting": false
+     }
+    }
+   },
+   "source": [
+    "Let's take another look at GPT-derived labels and visually inspect the quality of our labeling. If you chose not to run the labeling, you can still run all the following cells as here we will read the provided file."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 19,
+   "id": "c5b7a205-e56a-4f5d-965a-dd0cda0f7d34",
+   "metadata": {
+    "gather": {
+     "logged": 1718903218201
+    },
+    "jupyter": {
+     "outputs_hidden": false,
+     "source_hidden": false
+    },
+    "nteract": {
+     "transient": {
+      "deleting": false
+     }
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "[{'SeriesInstanceUID': '1.3.6.1.4.1.55648.9271509911215736097430470298655235.6',\n",
+      "  'gpt_label': {'Body Part Examined': 'ABDOMEN',\n",
+      "                'Plane of Imaging': 'AXIAL',\n",
+      "                'Protocol Used': 'DIFFUSION WEIGHTED IMAGING'},\n",
+      "  'id': 5,\n",
+      "  'weak_label': {'Body Part Examined': 'ABDOMEN',\n",
+      "                 'Image Type': 'DERIVED\\\\PRIMARY\\\\DIFFUSION\\\\TRACEW\\\\NORM\\\\DIS2D\\\\DFC ',\n",
+      "                 'Protocol Name': 'AX DWI',\n",
+      "                 'Sequence Variant': 'SK\\\\SP\\\\OSP ',\n",
+      "                 'Series Description': 'AX DWI_TRACEW_DFC_MIX'}},\n",
+      " {'SeriesInstanceUID': '1.3.6.1.4.1.55648.0076129123627976375036614513064281.4',\n",
+      "  'gpt_label': {'body_part_examined': 'SPINE',\n",
+      "                'plane_of_imaging': 'SAGITTAL',\n",
+      "                'protocol_used': 'STIR'},\n",
+      "  'id': 6,\n",
+      "  'weak_label': {'Body Part Examined': 'SPINE',\n",
+      "                 'Image Type': 'ORIGINAL\\\\PRIMARY\\\\M\\\\DIS2D\\\\FM\\\\FIL ',\n",
+      "                 'Protocol Name': 'SAG STIR',\n",
+      "                 'Sequence Variant': 'SK\\\\SP\\\\MP\\\\OSP',\n",
+      "                 'Series Description': 'SAG STIR'}},\n",
+      " {'SeriesInstanceUID': '1.3.6.1.4.1.55648.138757556113308624528030244505611.6',\n",
+      "  'gpt_label': {'Body Part Examined': 'LUMBAR SPINE',\n",
+      "                'Plane of Imaging': 'AXIAL',\n",
+      "                'Protocol Used': 'PROTON DENSITY'},\n",
+      "  'id': 7,\n",
+      "  'weak_label': {'Body Part Examined': 'LSPINE',\n",
+      "                 'Image Type': 'ORIGINAL\\\\PRIMARY\\\\M\\\\NORM\\\\DIS2D\\\\FM\\\\FIL',\n",
+      "                 'Protocol Name': 'AX PD',\n",
+      "                 'Sequence Variant': 'SK\\\\SP\\\\OSP ',\n",
+      "                 'Series Description': 'AX PD'}},\n",
+      " {'SeriesInstanceUID': '1.3.6.1.4.1.55648.053638809148244814741598382210113.9',\n",
+      "  'gpt_label': {'Body Part Examined': 'LUMBAR SPINE',\n",
+      "                'Plane of Imaging': 'AXIAL',\n",
+      "                'Protocol Used': 'PROTON DENSITY'},\n",
+      "  'id': 8,\n",
+      "  'weak_label': {'Body Part Examined': 'LSPINE',\n",
+      "                 'Image Type': 'ORIGINAL\\\\PRIMARY\\\\M\\\\NORM\\\\DIS2D\\\\FM\\\\FIL',\n",
+      "                 'Protocol Name': 'AX PD',\n",
+      "                 'Sequence Variant': 'SK\\\\SP\\\\OSP ',\n",
+      "                 'Series Description': 'AX PD'}}]\n"
+     ]
+    }
+   ],
+   "source": [
+    "# Read the file if no need to re-run the labeling\n",
+    "with open(gpt_labeled_mri_file_name, \"r\") as file:\n",
+    "    labels_dict_obj = json.load(file)\n",
+    "\n",
+    "# Print several entries to see the structure\n",
+    "pprint(labels_dict_obj[5:9])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "af5e4837",
+   "metadata": {},
+   "source": [
+    "# 4. Cluster analysis\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "5783fbeb",
+   "metadata": {},
+   "source": [
+    "In this step we will start working with embeddings computed by our MedImageInsight model. In previous notebooks on MedImageInsight we have covered techniques for sending files to the MedImageInsight endpoint and processing the results, so here we will skip the step of embedding computation and work with pre-computed embeddings for simplicity. \n",
+    "\n",
+    "MedImageInsight model works on 2D images. However, each MRI series is a collection of individual images representing a 3D region of space containing the area being imaged. In order to work with full series we need to come up with a way of reasoning about entire series using the 2D embeddings. We have applied the following techniques - we have created embeddings for all images in series and then we compute a representation of the entire series by taking representation of the image in the middle and averaging it with representations of slices within 10 slices of it. Other averaging techniques could be applied in real world applications, including weighting slices of interest, depending on what is important for series representation."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 20,
+   "id": "a9792029",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "feature_vectors_path = os.path.join(dataset_root, \"feature_vectors\")\n",
+    "feature_mean_matrix = helpers.prepare_feature_maps(df_mri, feature_vectors_path)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "c0a6228c",
+   "metadata": {},
+   "source": [
+    "For the next step - let's use a clustering and dimensionality reduction technique called [Uniform Manifold Approximation and Projection](https://umap-learn.readthedocs.io/en/latest/) (UMAP) to reduce the dimensionality of our vectors to just 2, and visualize the clusters we obtain. This is a good technique to visually see if our classes ended up being separable when reduced to 2D space"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 21,
+   "id": "c3635bbb",
+   "metadata": {
+    "scrolled": true
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/anaconda/envs/examparamdetection/lib/python3.8/site-packages/umap/umap_.py:1945: UserWarning: n_jobs value 1 overridden to 1 by setting random_state. Use no seed for parallelism.\n",
+      "  warn(f\"n_jobs value {self.n_jobs} overridden to 1 by setting random_state. Use no seed for parallelism.\")\n"
+     ]
+    }
+   ],
+   "source": [
+    "# Use UMAP to reduce the dimensionality of the feature matrix\n",
+    "reducer = UMAP(\n",
+    "    n_components=2, random_state=42, n_neighbors=5, min_dist=0.8, metric=\"euclidean\"\n",
+    ")\n",
+    "reducer.fit(feature_mean_matrix)\n",
+    "embedding = reducer.transform(feature_mean_matrix)\n",
+    "\n",
+    "# assign a unique value to each body part examined\n",
+    "body_part_value = df_mri[\"BodyPartExamined\"].unique()\n",
+    "\n",
+    "# Create a list of unique values for the body part examined\n",
+    "cluster_labels_body_part = []\n",
+    "for i in range(len(df_mri[\"BodyPartExamined\"])):\n",
+    "    for j in range(len(body_part_value)):\n",
+    "        if df_mri[\"BodyPartExamined\"].values[i] == body_part_value[j]:\n",
+    "            cluster_labels_body_part.append(j)\n",
+    "\n",
+    "df_mri[\"embedding_p1\"] = embedding[:, 0]\n",
+    "df_mri[\"embedding_p2\"] = embedding[:, 1]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "3a7acfb0",
+   "metadata": {},
+   "source": [
+    "## Body part examined cluster"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "e96950b0",
+   "metadata": {},
+   "source": [
+    "Now that we have computed the clusters, let's plot them and label every dot (that represents a single series) with corresponding \"BodyPartExamined\" tag from DICOM metadata."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 22,
+   "id": "f8107a01",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
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+       "        require.undef(\"plotly\");\n",
+       "        define('plotly', function(require, exports, module) {\n",
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n=r(50222),i=r(13582).overrideAll,a=r(78032).templatedArray;t.exports=i(a(\"annotation\",{visible:n.visible,x:{valType:\"any\"},y:{valType:\"any\"},z:{valType:\"any\"},ax:{valType:\"number\"},ay:{valType:\"number\"},xanchor:n.xanchor,xshift:n.xshift,yanchor:n.yanchor,yshift:n.yshift,text:n.text,textangle:n.textangle,font:n.font,width:n.width,height:n.height,opacity:n.opacity,align:n.align,valign:n.valign,bgcolor:n.bgcolor,bordercolor:n.bordercolor,borderpad:n.borderpad,borderwidth:n.borderwidth,showarrow:n.showarrow,arrowcolor:n.arrowcolor,arrowhead:n.arrowhead,startarrowhead:n.startarrowhead,arrowside:n.arrowside,arrowsize:n.arrowsize,startarrowsize:n.startarrowsize,arrowwidth:n.arrowwidth,standoff:n.standoff,startstandoff:n.startstandoff,hovertext:n.hovertext,hoverlabel:n.hoverlabel,captureevents:n.captureevents}),\"calc\",\"from-root\")},47979:function(t,e,r){\"use strict\";var n=r(34809),i=r(29714);function a(t,e){var 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a._fullLayout[n]=r[n],i.coercePosition(e,a,l,t,t,.5)}l(\"visible\")&&(o(t,e,a.fullLayout,l),c(\"x\"),c(\"y\"),c(\"z\"),n.noneOrAll(t,e,[\"x\",\"y\",\"z\"]),e.xref=\"x\",e.yref=\"y\",e.zref=\"z\",l(\"xanchor\"),l(\"yanchor\"),l(\"xshift\"),l(\"yshift\"),e.showarrow&&(e.axref=\"pixel\",e.ayref=\"pixel\",l(\"ax\",-10),l(\"ay\",-30),n.noneOrAll(t,e,[\"ax\",\"ay\"])))}t.exports=function(t,e,r){a(t,e,{name:\"annotations\",handleItemDefaults:l,fullLayout:r.fullLayout})}},9756:function(t,e,r){\"use strict\";var n=r(3377).drawRaw,i=r(25802),a=[\"x\",\"y\",\"z\"];t.exports=function(t){for(var e=t.fullSceneLayout,r=t.dataScale,o=e.annotations,s=0;s<o.length;s++){for(var l=o[s],c=!1,u=0;u<3;u++){var h=a[u],f=l[h],p=e[h+\"axis\"].r2fraction(f);if(p<0||p>1){c=!0;break}}c?t.fullLayout._infolayer.select(\".annotation-\"+t.id+'[data-index=\"'+s+'\"]').remove():(l._pdata=i(t.glplot.cameraParams,[e.xaxis.r2l(l.x)*r[0],e.yaxis.r2l(l.y)*r[1],e.zaxis.r2l(l.z)*r[2]]),n(t.graphDiv,l,s,t.id,l._xa,l._ya))}}},83348:function(t,e,r){\"use strict\";var n=r(33626),i=r(34809);t.exports={moduleType:\"component\",name:\"annotations3d\",schema:{subplots:{scene:{annotations:r(38239)}}},layoutAttributes:r(38239),handleDefaults:r(34232),includeBasePlot:function(t,e){var r=n.subplotsRegistry.gl3d;if(r)for(var a=r.attrRegex,o=Object.keys(t),s=0;s<o.length;s++){var l=o[s];a.test(l)&&(t[l].annotations||[]).length&&(i.pushUnique(e._basePlotModules,r),i.pushUnique(e._subplots.gl3d,l))}},convert:r(47979),draw:r(9756)}},37177:function(t,e,r){\"use 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c.coerce(a,s,_,t,e)}return v(a,s,u,l,n),x(a,s,u,l),s}(r,e,q);lt.position=J+(o?z+I/B.w:O+P/B.h);var ct=-1!==[\"top\",\"bottom\"].indexOf(V);if(o&&ct&&(lt.title.side=V,lt.titlex=z+I/B.w,lt.titley=ot+(\"top\"===U.side?Q-P/B.h:P/B.h)),o||ct||(lt.title.side=V,lt.titley=O+P/B.h,lt.titlex=ot+I/B.w),j.color&&\"auto\"===e.tickmode){lt.tickmode=\"linear\",lt.tick0=Z.start;var ut=Z.size,ht=c.constrain(K/50,4,15)+1,ft=(q[1]-q[0])/((e.nticks||ht)*ut);if(ft>1){var pt=Math.pow(10,Math.floor(Math.log(ft)/Math.LN10));ut*=pt*c.roundUp(ft/pt,[2,5,10]),(Math.abs(Z.start)/Z.size+1e-6)%1<2e-6&&(lt.tick0=0)}lt.dtick=ut}lt.domain=o?[ot+P/B.h,ot+Q-P/B.h]:[ot+I/B.w,ot+Q-I/B.w],lt.setScale(),t.attr(\"transform\",u(Math.round(B.l),Math.round(B.t)));var dt,mt=t.select(\".\"+A.cbtitleunshift).attr(\"transform\",u(-Math.round(B.l),-Math.round(B.t))),gt=lt.ticklabelposition,yt=lt.title.font.size,vt=t.select(\".\"+A.cbaxis),xt=0,_t=0;function bt(n,i){var a={propContainer:lt,propName:e._propPrefix+\"title\",traceIndex:e._traceIndex,_meta:e._meta,placeholder:F._dfltTitle.colorbar,containerGroup:t.select(\".\"+A.cbtitle)},o=\"h\"===n.charAt(0)?n.substr(1):\"h\"+n;t.selectAll(\".\"+o+\",.\"+o+\"-math-group\").remove(),m.draw(r,n,h(a,i||{}))}return c.syncOrAsync([a.previousPromises,function(){var t,e;(o&&ct||!o&&!ct)&&(\"top\"===V&&(t=I+B.l+tt*z,e=P+B.t+et*(1-ot-Q)+3+.75*yt),\"bottom\"===V&&(t=I+B.l+tt*z,e=P+B.t+et*(1-ot)-3-.25*yt),\"right\"===V&&(e=P+B.t+et*O+3+.75*yt,t=I+B.l+tt*ot),bt(lt._id+\"title\",{attributes:{x:t,y:e,\"text-anchor\":o?\"start\":\"middle\"}}))},function(){if(!o&&!ct||o&&ct){var a,l=t.select(\".\"+A.cbtitle),h=l.select(\"text\"),f=[-M/2,M/2],d=l.select(\".h\"+lt._id+\"title-math-group\").node(),m=15.6;if(h.node()&&(m=parseInt(h.node().style.fontSize,10)*w),d?(a=p.bBox(d),_t=a.width,(xt=a.height)>m&&(f[1]-=(xt-m)/2)):h.node()&&!h.classed(A.jsPlaceholder)&&(a=p.bBox(h.node()),_t=a.width,xt=a.height),o){if(xt){if(xt+=5,\"top\"===V)lt.domain[1]-=xt/B.h,f[1]*=-1;else{lt.domain[0]+=xt/B.h;var y=g.lineCount(h);f[1]+=(1-y)*m}l.attr(\"transform\",u(f[0],f[1])),lt.setScale()}}else _t&&(\"right\"===V&&(lt.domain[0]+=(_t+yt/2)/B.w),l.attr(\"transform\",u(f[0],f[1])),lt.setScale())}t.selectAll(\".\"+A.cbfills+\",.\"+A.cblines).attr(\"transform\",o?u(0,Math.round(B.h*(1-lt.domain[1]))):u(Math.round(B.w*lt.domain[0]),0)),vt.attr(\"transform\",o?u(0,Math.round(-B.t)):u(Math.round(-B.l),0));var v=t.select(\".\"+A.cbfills).selectAll(\"rect.\"+A.cbfill).attr(\"style\",\"\").data(Y);v.enter().append(\"rect\").classed(A.cbfill,!0).attr(\"style\",\"\"),v.exit().remove();var 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e?e.ypx:J[0]._length/2;if(e.pointerX=_t+$[0]._offset,e.pointerY=bt+J[0]._offset,nt=\"xval\"in e?x.flat(_,e.xval):x.p2c($,_t),it=\"yval\"in e?x.flat(_,e.yval):x.p2c(J,bt),!i(nt[0])||!i(it[0]))return o.warn(\"Fx.hover failed\",e,t),m.unhoverRaw(t,e)}var At=1/0;function Mt(r,n){for(ot=0;ot<yt.length;ot++)if((st=yt[ot])&&st[0]&&st[0].trace&&!0===(lt=st[0].trace).visible&&0!==lt._length&&-1===[\"carpet\",\"contourcarpet\"].indexOf(lt._module.name)){if(ht=S,x.isUnifiedHover(ht)&&(ht=ht.charAt(0)),\"splom\"===lt.type?ct=_[ut=0]:(ct=x.getSubplot(lt),ut=_.indexOf(ct)),dt={cd:st,trace:lt,xa:$[ut],ya:J[ut],maxHoverDistance:et,maxSpikeDistance:rt,index:!1,distance:Math.min(At,et),spikeDistance:1/0,xSpike:void 0,ySpike:void 0,color:d.defaultLine,name:lt.name,x0:void 0,x1:void 0,y0:void 0,y1:void 0,xLabelVal:void 0,yLabelVal:void 0,zLabelVal:void 0,text:void 0},b[ct]&&(dt.subplot=b[ct]._subplot),b._splomScenes&&b._splomScenes[lt.uid]&&(dt.scene=b._splomScenes[lt.uid]),\"array\"===ht){var a=e[ot];\"pointNumber\"in a?(dt.index=a.pointNumber,ht=\"closest\"):(ht=\"\",\"xval\"in a&&(ft=a.xval,ht=\"x\"),\"yval\"in a&&(pt=a.yval,ht=ht?\"closest\":\"y\"))}else void 0!==r&&void 0!==n?(ft=r,pt=n):(ft=nt[ut],pt=it[ut]);if(mt=gt.length,0!==et)if(lt._module&&lt._module.hoverPoints){var s=lt._module.hoverPoints(dt,ft,pt,ht,{finiteRange:!0,hoverLayer:b._hoverlayer,hoversubplots:w,gd:t});if(s)for(var l,c=0;c<s.length;c++)l=s[c],i(l.x0)&&i(l.y0)&&gt.push(N(l,S))}else o.log(\"Unrecognized trace type in hover:\",lt);if(\"closest\"===S&&gt.length>mt&&(gt.splice(0,mt),At=gt[0].distance),M&&0!==rt&&0===gt.length){dt.distance=rt,dt.index=!1;var u=lt._module.hoverPoints(dt,ft,pt,\"closest\",{hoverLayer:b._hoverlayer});if(u&&(u=u.filter((function(t){return t.spikeDistance<=rt}))),u&&u.length){var h,f=u.filter((function(t){return t.xa.showspikes&&\"hovered data\"!==t.xa.spikesnap}));if(f.length){var p=f[0];i(p.x0)&&i(p.y0)&&(h=Et(p),(!vt.vLinePoint||vt.vLinePoint.spikeDistance>h.spikeDistance)&&(vt.vLinePoint=h))}var m=u.filter((function(t){return t.ya.showspikes&&\"hovered data\"!==t.ya.spikesnap}));if(m.length){var g=m[0];i(g.x0)&&i(g.y0)&&(h=Et(g),(!vt.hLinePoint||vt.hLinePoint.spikeDistance>h.spikeDistance)&&(vt.hLinePoint=h))}}}}}function St(t,e,r){for(var n,i=null,a=1/0,o=0;o<t.length;o++)h&&h._id!==t[o].xa._id||p&&p._id!==t[o].ya._id||(n=t[o].spikeDistance,r&&0===o&&(n=-1/0),n<=a&&n<=e&&(i=t[o],a=n));return i}function Et(t){return t?{xa:t.xa,ya:t.ya,x:void 0!==t.xSpike?t.xSpike:(t.x0+t.x1)/2,y:void 0!==t.ySpike?t.ySpike:(t.y0+t.y1)/2,distance:t.distance,spikeDistance:t.spikeDistance,curveNumber:t.trace.index,color:t.color,pointNumber:t.index}:null}Mt();var Ct={fullLayout:b,container:b._hoverlayer,event:e},Lt=t._spikepoints,It={vLinePoint:vt.vLinePoint,hLinePoint:vt.hLinePoint};t._spikepoints=It;var Pt=function(){var t=gt.filter((function(t){return h&&h._id===t.xa._id&&p&&p._id===t.ya._id})),e=gt.filter((function(t){return!(h&&h._id===t.xa._id&&p&&p._id===t.ya._id)}));t.sort(P),e.sort(P),gt=function(t,e){for(var r=e.charAt(0),n=[],i=[],a=[],o=0;o<t.length;o++){var s=t[o];v.traceIs(s.trace,\"bar-like\")||v.traceIs(s.trace,\"box-violin\")?a.push(s):s.trace[r+\"period\"]?i.push(s):n.push(s)}return n.concat(i).concat(a)}(gt=t.concat(e),S)};Pt();var zt=S.charAt(0),Ot=(\"x\"===zt||\"y\"===zt)&&gt[0]&&I[gt[0].trace.type];if(M&&0!==rt&&0!==gt.length){var Dt=St(gt.filter((function(t){return t.ya.showspikes})),rt,Ot);vt.hLinePoint=Et(Dt);var Rt=St(gt.filter((function(t){return t.xa.showspikes})),rt,Ot);vt.vLinePoint=Et(Rt)}if(0===gt.length){var Ft=m.unhoverRaw(t,e);return!M||null===vt.hLinePoint&&null===vt.vLinePoint||U(Lt)&&j(t,vt,Ct),Ft}if(M&&U(Lt)&&j(t,vt,Ct),x.isXYhover(ht)&&0!==gt[0].length&&\"splom\"!==gt[0].trace.type){var Bt=gt[0],Nt=(gt=L[Bt.trace.type]?gt.filter((function(t){return t.trace.index===Bt.trace.index})):[Bt]).length;Mt(q(\"x\",Bt,b),q(\"y\",Bt,b));var jt,Ut=[],Vt={},qt=0,Ht=function(t){var e=L[t.trace.type]?z(t):t.trace.index;if(Vt[e]){var r=Vt[e]-1,n=Ut[r];r>0&&Math.abs(t.distance)<Math.abs(n.distance)&&(Ut[r]=t)}else qt++,Vt[e]=qt,Ut.push(t)};for(jt=0;jt<Nt;jt++)Ht(gt[jt]);for(jt=gt.length-1;jt>Nt-1;jt--)Ht(gt[jt]);gt=Ut,Pt()}var Gt=t._hoverdata,Zt=[],Wt=H(t),Yt=G(t);for(at=0;at<gt.length;at++){var Xt=gt[at],$t=x.makeEventData(Xt,Xt.trace,Xt.cd);if(!1!==Xt.hovertemplate){var Jt=!1;Xt.cd[Xt.index]&&Xt.cd[Xt.index].ht&&(Jt=Xt.cd[Xt.index].ht),Xt.hovertemplate=Jt||Xt.trace.hovertemplate||!1}if(Xt.xa&&Xt.ya){var Kt=Xt.x0+Xt.xa._offset,Qt=Xt.x1+Xt.xa._offset,te=Xt.y0+Xt.ya._offset,ee=Xt.y1+Xt.ya._offset,re=Math.min(Kt,Qt),ne=Math.max(Kt,Qt),ie=Math.min(te,ee),ae=Math.max(te,ee);$t.bbox={x0:re+Yt,x1:ne+Yt,y0:ie+Wt,y1:ae+Wt}}Xt.eventData=[$t],Zt.push($t)}t._hoverdata=Zt;var oe=\"y\"===S&&(yt.length>1||gt.length>1)||\"closest\"===S&&xt&&gt.length>1,se=d.combine(b.plot_bgcolor||d.background,b.paper_bgcolor),le=D(gt,{gd:t,hovermode:S,rotateLabels:oe,bgColor:se,container:b._hoverlayer,outerContainer:b._paper.node(),commonLabelOpts:b.hoverlabel,hoverdistance:b.hoverdistance}),ce=le.hoverLabels;if(x.isUnifiedHover(S)||(function(t,e,r,n){var i,a,o,s,l,c,u,h=e?\"xa\":\"ya\",f=e?\"ya\":\"xa\",p=0,d=1,m=t.size(),g=new Array(m),y=0,v=n.minX,x=n.maxX,_=n.minY,b=n.maxY,w=function(t){return t*r._invScaleX},T=function(t){return t*r._invScaleY};function k(t){var e=t[0],r=t[t.length-1];if(a=e.pmin-e.pos-e.dp+e.size,o=r.pos+r.dp+r.size-e.pmax,a>.01){for(l=t.length-1;l>=0;l--)t[l].dp+=a;i=!1}if(!(o<.01)){if(a<-.01){for(l=t.length-1;l>=0;l--)t[l].dp-=o;i=!1}if(i){var n=0;for(s=0;s<t.length;s++)(c=t[s]).pos+c.dp+c.size>e.pmax&&n++;for(s=t.length-1;s>=0&&!(n<=0);s--)(c=t[s]).pos>e.pmax-1&&(c.del=!0,n--);for(s=0;s<t.length&&!(n<=0);s++)if((c=t[s]).pos<e.pmin+1)for(c.del=!0,n--,o=2*c.size,l=t.length-1;l>=0;l--)t[l].dp-=o;for(s=t.length-1;s>=0&&!(n<=0);s--)(c=t[s]).pos+c.dp+c.size>e.pmax&&(c.del=!0,n--)}}}for(t.each((function(t){var n=t[h],i=t[f],a=\"x\"===n._id.charAt(0),o=n.range;0===y&&o&&o[0]>o[1]!==a&&(d=-1);var s=0,l=a?r.width:r.height;if(\"x\"===r.hovermode||\"y\"===r.hovermode){var c,u,p=F(t,e),m=t.anchor,k=\"end\"===m?-1:1;if(\"middle\"===m)u=(c=t.crossPos+(a?T(p.y-t.by/2):w(t.bx/2+t.tx2width/2)))+(a?T(t.by):w(t.bx));else if(a)u=(c=t.crossPos+T(E+p.y)-T(t.by/2-E))+T(t.by);else{var M=w(k*E+p.x),S=M+w(k*t.bx);c=t.crossPos+Math.min(M,S),u=t.crossPos+Math.max(M,S)}a?void 0!==_&&void 0!==b&&Math.min(u,b)-Math.max(c,_)>1&&(\"left\"===i.side?(s=i._mainLinePosition,l=r.width):l=i._mainLinePosition):void 0!==v&&void 0!==x&&Math.min(u,x)-Math.max(c,v)>1&&(\"top\"===i.side?(s=i._mainLinePosition,l=r.height):l=i._mainLinePosition)}g[y++]=[{datum:t,traceIndex:t.trace.index,dp:0,pos:t.pos,posref:t.posref,size:t.by*(a?A:1)/2,pmin:s,pmax:l}]})),g.sort((function(t,e){return t[0].posref-e[0].posref||d*(e[0].traceIndex-t[0].traceIndex)}));!i&&p<=m;){for(p++,i=!0,s=0;s<g.length-1;){var M=g[s],S=g[s+1],C=M[M.length-1],L=S[0];if((a=C.pos+C.dp+C.size-L.pos-L.dp+L.size)>.01){for(l=S.length-1;l>=0;l--)S[l].dp+=a;for(M.push.apply(M,S),g.splice(s+1,1),u=0,l=M.length-1;l>=0;l--)u+=M[l].dp;for(o=u/M.length,l=M.length-1;l>=0;l--)M[l].dp-=o;i=!1}else s++}g.forEach(k)}for(s=g.length-1;s>=0;s--){var I=g[s];for(l=I.length-1;l>=0;l--){var P=I[l],z=P.datum;z.offset=P.dp,z.del=P.del}}}(ce,oe,b,le.commonLabelBoundingBox),B(ce,oe,b._invScaleX,b._invScaleY)),l&&l.tagName){var ue=v.getComponentMethod(\"annotations\",\"hasClickToShow\")(t,Zt);f(n.select(l),ue?\"pointer\":\"\")}l&&!a&&function(t,e,r){if(!r||r.length!==t._hoverdata.length)return!0;for(var n=r.length-1;n>=0;n--){var i=r[n],a=t._hoverdata[n];if(i.curveNumber!==a.curveNumber||String(i.pointNumber)!==String(a.pointNumber)||String(i.pointNumbers)!==String(a.pointNumbers))return!0}return!1}(t,0,Gt)&&(Gt&&t.emit(\"plotly_unhover\",{event:e,points:Gt}),t.emit(\"plotly_hover\",{event:e,points:t._hoverdata,xaxes:$,yaxes:J,xvals:nt,yvals:it}))}(t,e,r,a,l)}))},e.loneHover=function(t,e){var r=!0;Array.isArray(t)||(r=!1,t=[t]);var i=e.gd,a=H(i),o=G(i),s=D(t.map((function(t){var r=t._x0||t.x0||t.x||0,n=t._x1||t.x1||t.x||0,s=t._y0||t.y0||t.y||0,l=t._y1||t.y1||t.y||0,c=t.eventData;if(c){var u=Math.min(r,n),h=Math.max(r,n),f=Math.min(s,l),p=Math.max(s,l),m=t.trace;if(v.traceIs(m,\"gl3d\")){var g=i._fullLayout[m.scene]._scene.container,y=g.offsetLeft,x=g.offsetTop;u+=y,h+=y,f+=x,p+=x}c.bbox={x0:u+o,x1:h+o,y0:f+a,y1:p+a},e.inOut_bbox&&e.inOut_bbox.push(c.bbox)}else c=!1;return{color:t.color||d.defaultLine,x0:t.x0||t.x||0,x1:t.x1||t.x||0,y0:t.y0||t.y||0,y1:t.y1||t.y||0,xLabel:t.xLabel,yLabel:t.yLabel,zLabel:t.zLabel,text:t.text,name:t.name,idealAlign:t.idealAlign,borderColor:t.borderColor,fontFamily:t.fontFamily,fontSize:t.fontSize,fontColor:t.fontColor,fontWeight:t.fontWeight,fontStyle:t.fontStyle,fontVariant:t.fontVariant,nameLength:t.nameLength,textAlign:t.textAlign,trace:t.trace||{index:0,hoverinfo:\"\"},xa:{_offset:0},ya:{_offset:0},index:0,hovertemplate:t.hovertemplate||!1,hovertemplateLabels:t.hovertemplateLabels||!1,eventData:c}})),{gd:i,hovermode:\"closest\",rotateLabels:!1,bgColor:e.bgColor||d.background,container:n.select(e.container),outerContainer:e.outerContainer||e.container}).hoverLabels,l=0,c=0;return s.sort((function(t,e){return t.y0-e.y0})).each((function(t,r){var n=t.y0-t.by/2;t.offset=n-5<l?l-n+5:0,l=n+t.by+t.offset,r===e.anchorIndex&&(c=t.offset)})).each((function(t){t.offset-=c})),B(s,!1,i._fullLayout._invScaleX,i._fullLayout._invScaleY),r?s:s.node()};var O=/<extra>([\\s\\S]*)<\\/extra>/;function D(t,e){var r=e.gd,i=r._fullLayout,a=e.hovermode,s=e.rotateLabels,u=e.bgColor,f=e.container,m=e.outerContainer,g=e.commonLabelOpts||{};if(0===t.length)return[[]];var y=e.fontFamily||_.HOVERFONT,k=e.fontSize||_.HOVERFONTSIZE,A=e.fontWeight||i.font.weight,M=e.fontStyle||i.font.style,S=e.fontVariant||i.font.variant,L=e.fontTextcase||i.font.textcase,I=e.fontLineposition||i.font.lineposition,P=e.fontShadow||i.font.shadow,O=t[0],D=O.xa,F=O.ya,B=a.charAt(0),N=B+\"Label\",j=O[N];if(void 0===j&&\"multicategory\"===D.type)for(var U=0;U<t.length&&void 0===(j=t[U][N]);U++);var V=Z(r,m),q=V.top,H=V.width,G=V.height,W=void 0!==j&&O.distance<=e.hoverdistance&&(\"x\"===a||\"y\"===a);if(W){var Y,X,$=!0;for(Y=0;Y<t.length;Y++)if($&&void 0===t[Y].zLabel&&($=!1),X=t[Y].hoverinfo||t[Y].trace.hoverinfo){var J=Array.isArray(X)?X:X.split(\"+\");if(-1===J.indexOf(\"all\")&&-1===J.indexOf(a)){W=!1;break}}$&&(W=!1)}var K=f.selectAll(\"g.axistext\").data(W?[0]:[]);K.enter().append(\"g\").classed(\"axistext\",!0),K.exit().remove();var Q={minX:0,maxX:0,minY:0,maxY:0};if(K.each((function(){var t=n.select(this),e=o.ensureSingle(t,\"path\",\"\",(function(t){t.style({\"stroke-width\":\"1px\"})})),s=o.ensureSingle(t,\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),c=g.bgcolor||d.defaultLine,u=g.bordercolor||d.contrast(c),f=d.contrast(c),m=g.font,v={weight:m.weight||A,style:m.style||M,variant:m.variant||S,textcase:m.textcase||L,lineposition:m.lineposition||I,shadow:m.shadow||P,family:m.family||y,size:m.size||k,color:m.color||f};e.style({fill:c,stroke:u}),s.text(j).call(p.font,v).call(h.positionText,0,0).call(h.convertToTspans,r),t.attr(\"transform\",\"\");var x,_,b=Z(r,s.node());if(\"x\"===a){var w=\"top\"===D.side?\"-\":\"\";s.attr(\"text-anchor\",\"middle\").call(h.positionText,0,\"top\"===D.side?q-b.bottom-E-C:q-b.top+E+C),x=D._offset+(O.x0+O.x1)/2,_=F._offset+(\"top\"===D.side?0:F._length);var T=b.width/2+C,z=x;x<T?z=T:x>i.width-T&&(z=i.width-T),e.attr(\"d\",\"M\"+(x-z)+\",0L\"+(x-z+E)+\",\"+w+E+\"H\"+T+\"v\"+w+(2*C+b.height)+\"H\"+-T+\"V\"+w+E+\"H\"+(x-z-E)+\"Z\"),x=z,Q.minX=x-T,Q.maxX=x+T,\"top\"===D.side?(Q.minY=_-(2*C+b.height),Q.maxY=_-C):(Q.minY=_+C,Q.maxY=_+(2*C+b.height))}else{var R,B,N;\"right\"===F.side?(R=\"start\",B=1,N=\"\",x=D._offset+D._length):(R=\"end\",B=-1,N=\"-\",x=D._offset),_=F._offset+(O.y0+O.y1)/2,s.attr(\"text-anchor\",R),e.attr(\"d\",\"M0,0L\"+N+E+\",\"+E+\"V\"+(C+b.height/2)+\"h\"+N+(2*C+b.width)+\"V-\"+(C+b.height/2)+\"H\"+N+E+\"V-\"+E+\"Z\"),Q.minY=_-(C+b.height/2),Q.maxY=_+(C+b.height/2),\"right\"===F.side?(Q.minX=x+E,Q.maxX=x+E+(2*C+b.width)):(Q.minX=x-E-(2*C+b.width),Q.maxX=x-E);var U,V=b.height/2,H=q-b.top-V,G=\"clip\"+i._uid+\"commonlabel\"+F._id;if(x<b.width+2*C+E){U=\"M-\"+(E+C)+\"-\"+V+\"h-\"+(b.width-C)+\"V\"+V+\"h\"+(b.width-C)+\"Z\";var W=b.width-x+C;h.positionText(s,W,H),\"end\"===R&&s.selectAll(\"tspan\").each((function(){var t=n.select(this),e=p.tester.append(\"text\").text(t.text()).call(p.font,v),i=Z(r,e.node());Math.round(i.width)<Math.round(b.width)&&t.attr(\"x\",W-i.width),e.remove()}))}else h.positionText(s,B*(C+E),H),U=null;var Y=i._topclips.selectAll(\"#\"+G).data(U?[0]:[]);Y.enter().append(\"clipPath\").attr(\"id\",G).append(\"path\"),Y.exit().remove(),Y.select(\"path\").attr(\"d\",U),p.setClipUrl(s,U?G:null,r)}t.attr(\"transform\",l(x,_))})),x.isUnifiedHover(a)){f.selectAll(\"g.hovertext\").remove();var tt=t.filter((function(t){return\"none\"!==t.hoverinfo}));if(0===tt.length)return[];var et=i.hoverlabel,rt=et.font,nt={showlegend:!0,legend:{title:{text:j,font:rt},font:rt,bgcolor:et.bgcolor,bordercolor:et.bordercolor,borderwidth:1,tracegroupgap:7,traceorder:i.legend?i.legend.traceorder:void 0,orientation:\"v\"}},it={font:rt};b(nt,it,r._fullData);var at=it.legend;at.entries=[];for(var ot=0;ot<tt.length;ot++){var st=tt[ot];if(\"none\"!==st.hoverinfo){var lt=R(st,!0,a,i,j),ct=lt[0],ut=lt[1];st.name=ut,st.text=\"\"!==ut?ut+\" : \"+ct:ct;var ht=st.cd[st.index];ht&&(ht.mc&&(st.mc=ht.mc),ht.mcc&&(st.mc=ht.mcc),ht.mlc&&(st.mlc=ht.mlc),ht.mlcc&&(st.mlc=ht.mlcc),ht.mlw&&(st.mlw=ht.mlw),ht.mrc&&(st.mrc=ht.mrc),ht.dir&&(st.dir=ht.dir)),st._distinct=!0,at.entries.push([st])}}at.entries.sort((function(t,e){return t[0].trace.index-e[0].trace.index})),at.layer=f,at._inHover=!0,at._groupTitleFont=et.grouptitlefont,w(r,at);var 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0),-1===p.indexOf(\"name\")&&(t.name=void 0)),t}function j(t,e,r){var n,i,o=r.container,s=r.fullLayout,l=s._size,c=r.event,u=!!e.hLinePoint,h=!!e.vLinePoint;if(o.selectAll(\".spikeline\").remove(),h||u){var f=d.combine(s.plot_bgcolor,s.paper_bgcolor);if(u){var m,y,v=e.hLinePoint;n=v&&v.xa,\"cursor\"===(i=v&&v.ya).spikesnap?(m=c.pointerX,y=c.pointerY):(m=n._offset+v.x,y=i._offset+v.y);var x,_,b=a.readability(v.color,f)<1.5?d.contrast(f):v.color,w=i.spikemode,T=i.spikethickness,k=i.spikecolor||b,A=g.getPxPosition(t,i);if(-1!==w.indexOf(\"toaxis\")||-1!==w.indexOf(\"across\")){if(-1!==w.indexOf(\"toaxis\")&&(x=A,_=m),-1!==w.indexOf(\"across\")){var 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n=r(80337),i=r(10229);t.exports={_isSubplotObj:!0,visible:{valType:\"boolean\",dflt:!0,editType:\"legend\"},bgcolor:{valType:\"color\",editType:\"legend\"},bordercolor:{valType:\"color\",dflt:i.defaultLine,editType:\"legend\"},borderwidth:{valType:\"number\",min:0,dflt:0,editType:\"legend\"},font:n({editType:\"legend\"}),grouptitlefont:n({editType:\"legend\"}),orientation:{valType:\"enumerated\",values:[\"v\",\"h\"],dflt:\"v\",editType:\"legend\"},traceorder:{valType:\"flaglist\",flags:[\"reversed\",\"grouped\"],extras:[\"normal\"],editType:\"legend\"},tracegroupgap:{valType:\"number\",min:0,dflt:10,editType:\"legend\"},entrywidth:{valType:\"number\",min:0,editType:\"legend\"},entrywidthmode:{valType:\"enumerated\",values:[\"fraction\",\"pixels\"],dflt:\"pixels\",editType:\"legend\"},indentation:{valType:\"number\",min:-15,dflt:0,editType:\"legend\"},itemsizing:{valType:\"enumerated\",values:[\"trace\",\"constant\"],dflt:\"trace\",editType:\"legend\"},itemwidth:{valType:\"number\",min:30,dflt:30,editType:\"legend\"},itemclick:{valType:\"enumerated\",values:[\"toggle\",\"toggleothers\",!1],dflt:\"toggle\",editType:\"legend\"},itemdoubleclick:{valType:\"enumerated\",values:[\"toggle\",\"toggleothers\",!1],dflt:\"toggleothers\",editType:\"legend\"},groupclick:{valType:\"enumerated\",values:[\"toggleitem\",\"togglegroup\"],dflt:\"togglegroup\",editType:\"legend\"},x:{valType:\"number\",editType:\"legend\"},xref:{valType:\"enumerated\",dflt:\"paper\",values:[\"container\",\"paper\"],editType:\"layoutstyle\"},xanchor:{valType:\"enumerated\",values:[\"auto\",\"left\",\"center\",\"right\"],dflt:\"left\",editType:\"legend\"},y:{valType:\"number\",editType:\"legend\"},yref:{valType:\"enumerated\",dflt:\"paper\",values:[\"container\",\"paper\"],editType:\"layoutstyle\"},yanchor:{valType:\"enumerated\",values:[\"auto\",\"top\",\"middle\",\"bottom\"],editType:\"legend\"},uirevision:{valType:\"any\",editType:\"none\"},valign:{valType:\"enumerated\",values:[\"top\",\"middle\",\"bottom\"],dflt:\"middle\",editType:\"legend\"},title:{text:{valType:\"string\",dflt:\"\",editType:\"legend\"},font:n({editType:\"legend\"}),side:{valType:\"enumerated\",values:[\"top\",\"left\",\"top 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V,q=i.ensureSingle(N,\"g\",\"scrollbox\"),H=f.title;f._titleWidth=0,f._titleHeight=0,H.text?((V=i.ensureSingle(q,\"text\",w+\"titletext\")).attr(\"text-anchor\",\"start\").call(c.font,H.font).text(H.text),C(V,q,t,f,b)):q.selectAll(\".\"+w+\"titletext\").remove();var G=i.ensureSingle(N,\"rect\",\"scrollbar\",(function(t){t.attr(p.scrollBarEnterAttrs).call(u.fill,p.scrollBarColor)})),Z=q.selectAll(\"g.groups\").data(S);Z.enter().append(\"g\").attr(\"class\",\"groups\"),Z.exit().remove();var W=Z.selectAll(\"g.traces\").data(i.identity);W.enter().append(\"g\").attr(\"class\",\"traces\"),W.exit().remove(),W.style(\"opacity\",(function(t){var e=t[0].trace;return o.traceIs(e,\"pie-like\")?-1!==B.indexOf(t[0].label)?.5:1:\"legendonly\"===e.visible?.5:1})).each((function(){n.select(this).call(M,t,f)})).call(x,t,f).each((function(){T||n.select(this).call(E,t,w)})),i.syncOrAsync([a.previousPromises,function(){return function(t,e,r,i){var a=t._fullLayout,o=P(i);i||(i=a[o]);var 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P=S,z=E;S=k?i.constrain(S,0,d.width-f._width):P,E=M?i.constrain(E,0,d.height-f._effHeight):z,S!==P&&i.log(\"Constrain \"+w+\".x to make legend fit inside graph\"),E!==z&&i.log(\"Constrain \"+w+\".y to make legend fit inside graph\")}c.setTranslate(N,S,E)}if(G.on(\".drag\",null),N.on(\"wheel\",null),T||f._height<=f._maxHeight||t._context.staticPlot){var O=f._effHeight;T&&(O=f._height),U.attr({width:f._width-b,height:O-b,x:b/2,y:b/2}),c.setTranslate(q,0,0),j.select(\"rect\").attr({width:f._width-2*b,height:O-2*b,x:b,y:b}),c.setClipUrl(q,r,t),c.setRect(G,0,0,0,0),delete f._scrollY}else{var D,R,F,B=Math.max(p.scrollBarMinHeight,f._effHeight*f._effHeight/f._height),Z=f._effHeight-B-2*p.scrollBarMargin,W=f._height-f._effHeight,Y=Z/W,X=Math.min(f._scrollY||0,W);U.attr({width:f._width-2*b+p.scrollBarWidth+p.scrollBarMargin,height:f._effHeight-b,x:b/2,y:b/2}),j.select(\"rect\").attr({width:f._width-2*b+p.scrollBarWidth+p.scrollBarMargin,height:f._effHeight-2*b,x:b,y:b+X}),c.setClipUrl(q,r,t),K(X,B,Y),N.on(\"wheel\",(function(){K(X=i.constrain(f._scrollY+n.event.deltaY/Z*W,0,W),B,Y),0!==X&&X!==W&&n.event.preventDefault()}));var $=n.behavior.drag().on(\"dragstart\",(function(){var t=n.event.sourceEvent;D=\"touchstart\"===t.type?t.changedTouches[0].clientY:t.clientY,F=X})).on(\"drag\",(function(){var t=n.event.sourceEvent;2===t.buttons||t.ctrlKey||(R=\"touchmove\"===t.type?t.changedTouches[0].clientY:t.clientY,X=function(t,e,r){var n=(r-e)/Y+t;return i.constrain(n,0,W)}(F,D,R),K(X,B,Y))}));G.call($);var J=n.behavior.drag().on(\"dragstart\",(function(){var t=n.event.sourceEvent;\"touchstart\"===t.type&&(D=t.changedTouches[0].clientY,F=X)})).on(\"drag\",(function(){var t=n.event.sourceEvent;\"touchmove\"===t.type&&(R=t.changedTouches[0].clientY,X=function(t,e,r){var n=(e-r)/Y+t;return i.constrain(n,0,W)}(F,D,R),K(X,B,Y))}));q.call(J)}function K(e,r,n){f._scrollY=t._fullLayout[w]._scrollY=e,c.setTranslate(q,0,-e),c.setRect(G,f._width,p.scrollBarMargin+e*n,p.scrollBarWidth,r),j.select(\"rect\").attr(\"y\",b+e)}t._context.edits.legendPosition&&(N.classed(\"cursor-move\",!0),l.init({element:N.node(),gd:t,prepFn:function(t){if(t.target!==G.node()){var e=c.getTranslate(N);v=e.x,x=e.y}},moveFn:function(t,r){if(void 0!==v&&void 0!==x){var n=v+t,i=x+r;c.setTranslate(N,n,i),e=l.align(n,f._width,_.l,_.l+_.w,f.xanchor),u=l.align(i+f._height,-f._height,_.t+_.h,_.t,f.yanchor)}},doneFn:function(){if(void 0!==e&&void 0!==u){var r={};r[w+\".x\"]=e,r[w+\".y\"]=u,o.call(\"_guiRelayout\",t,r)}},clickFn:function(e,r){var n=s.selectAll(\"g.traces\").filter((function(){var t=this.getBoundingClientRect();return r.clientX>=t.left&&r.clientX<=t.right&&r.clientY>=t.top&&r.clientY<=t.bottom}));n.size()>0&&A(t,N,n,e,r)}}))}],t)}}function k(t,e,r){var n=t[0],i=n.width,a=e.entrywidthmode,o=n.trace.legendwidth||e.entrywidth;return\"fraction\"===a?e._maxWidth*o:r+(o||i)}function A(t,e,r,n,i){var a=r.data()[0][0].trace,l={event:i,node:r.node(),curveNumber:a.index,expandedIndex:a._expandedIndex,data:t.data,layout:t.layout,frames:t._transitionData._frames,config:t._context,fullData:t._fullData,fullLayout:t._fullLayout};a._group&&(l.group=a._group),o.traceIs(a,\"pie-like\")&&(l.label=r.datum()[0].label);var c=s.triggerHandler(t,\"plotly_legendclick\",l);if(1===n){if(!1===c)return;e._clickTimeout=setTimeout((function(){t._fullLayout&&f(r,t,n)}),t._context.doubleClickDelay)}else 2===n&&(e._clickTimeout&&clearTimeout(e._clickTimeout),t._legendMouseDownTime=0,!1!==s.triggerHandler(t,\"plotly_legenddoubleclick\",l)&&!1!==c&&f(r,t,n))}function M(t,e,r){var n,a,s=P(r),l=t.data()[0][0],u=l.trace,f=o.traceIs(u,\"pie-like\"),d=!r._inHover&&e._context.edits.legendText&&!f,m=r._maxNameLength;l.groupTitle?(n=l.groupTitle.text,a=l.groupTitle.font):(a=r.font,r.entries?n=l.text:(n=f?l.label:u.name,u._meta&&(n=i.templateString(n,u._meta))));var g=i.ensureSingle(t,\"text\",s+\"text\");g.attr(\"text-anchor\",\"start\").call(c.font,a).text(d?S(n,m):n);var y=r.indentation+r.itemwidth+2*p.itemGap;h.positionText(g,y,0),d?g.call(h.makeEditable,{gd:e,text:n}).call(C,t,e,r).on(\"edit\",(function(n){this.text(S(n,m)).call(C,t,e,r);var a=l.trace._fullInput||{},s={};if(o.hasTransform(a,\"groupby\")){var c=o.getTransformIndices(a,\"groupby\"),h=c[c.length-1],f=i.keyedContainer(a,\"transforms[\"+h+\"].styles\",\"target\",\"value.name\");f.set(l.trace._group,n),s=f.constructUpdate()}else 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a=t.select(\"g[class*=math-group]\"),o=a.node(),s=P(r);r||(r=e._fullLayout[s]);var l,u,f=r.borderwidth,d=(n===b?r.title.font:i.groupTitle?i.groupTitle.font:r.font).size*m;if(o){var g=c.bBox(o);l=g.height,u=g.width,n===b?c.setTranslate(a,f,f+.75*l):c.setTranslate(a,0,.25*l)}else{var y=\".\"+s+(n===b?\"title\":\"\")+\"text\",v=t.select(y),x=h.lineCount(v),_=v.node();if(l=d*x,u=_?c.bBox(_).width:0,n===b)\"left\"===r.title.side&&(u+=2*p.itemGap),h.positionText(v,f+p.titlePad,f+d);else{var w=2*p.itemGap+r.indentation+r.itemwidth;i.groupTitle&&(w=p.itemGap,u-=r.indentation+r.itemwidth),h.positionText(v,w,-d*((x-1)/2-.3))}}n===b?(r._titleWidth=u,r._titleHeight=l):(i.lineHeight=d,i.height=Math.max(l,16)+3,i.width=u)}else t.remove()}(e,r,n,i)}))}function L(t){return i.isRightAnchor(t)?\"right\":i.isCenterAnchor(t)?\"center\":\"left\"}function I(t){return i.isBottomAnchor(t)?\"bottom\":i.isMiddleAnchor(t)?\"middle\":\"top\"}function P(t){return t._id||\"legend\"}t.exports=function(t,e){if(e)T(t,e);else{var r=t._fullLayout,i=r._legends;r._infolayer.selectAll('[class^=\"legend\"]').each((function(){var t=n.select(this),e=t.attr(\"class\").split(\" \")[0];e.match(w)&&-1===i.indexOf(e)&&t.remove()}));for(var a=0;a<i.length;a++){var o=i[a];T(t,t._fullLayout[o])}}}},851:function(t,e,r){\"use strict\";var n=r(33626),i=r(57599);t.exports=function(t,e,r){var a,o,s=e._inHover,l=i.isGrouped(e),c=i.isReversed(e),u={},h=[],f=!1,p={},d=0,m=0;function g(t,n,a){if(!1!==e.visible&&(!r||t===e._id))if(\"\"!==n&&i.isGrouped(e))-1===h.indexOf(n)?(h.push(n),f=!0,u[n]=[a]):u[n].push(a);else{var o=\"~~i\"+d;h.push(o),u[o]=[a],d++}}for(a=0;a<t.length;a++){var y=t[a],v=y[0],x=v.trace,_=x.legend,b=x.legendgroup;if(s||x.visible&&x.showlegend)if(n.traceIs(x,\"pie-like\"))for(p[b]||(p[b]={}),o=0;o<y.length;o++){var w=y[o].label;p[b][w]||(g(_,b,{label:w,color:y[o].color,i:y[o].i,trace:x,pts:y[o].pts}),p[b][w]=!0,m=Math.max(m,(w||\"\").length))}else g(_,b,v),m=Math.max(m,(x.name||\"\").length)}if(!h.length)return[];var T=!f||!l,k=[];for(a=0;a<h.length;a++){var A=u[h[a]];T?k.push(A[0]):k.push(A)}for(T&&(k=[k]),a=0;a<k.length;a++){var M=1/0;for(o=0;o<k[a].length;o++){var S=k[a][o].trace.legendrank;M>S&&(M=S)}k[a][0]._groupMinRank=M,k[a][0]._preGroupSort=a}var E=function(t,e){return t.trace.legendrank-e.trace.legendrank||t._preSort-e._preSort};for(k.forEach((function(t,e){t[0]._preGroupSort=e})),k.sort((function(t,e){return t[0]._groupMinRank-e[0]._groupMinRank||t[0]._preGroupSort-e[0]._preGroupSort})),a=0;a<k.length;a++){k[a].forEach((function(t,e){t._preSort=e})),k[a].sort(E);var C=k[a][0].trace,L=null;for(o=0;o<k[a].length;o++){var I=k[a][o].trace.legendgrouptitle;if(I&&I.text){L=I,s&&(I.font=e._groupTitleFont);break}}if(c&&k[a].reverse(),L){var P=!1;for(o=0;o<k[a].length;o++)if(n.traceIs(k[a][o].trace,\"pie-like\")){P=!0;break}k[a].unshift({i:-1,groupTitle:L,noClick:P,trace:{showlegend:C.showlegend,legendgroup:C.legendgroup,visible:\"toggleitem\"===e.groupclick||C.visible}})}for(o=0;o<k[a].length;o++)k[a][o]=[k[a][o]]}return e._lgroupsLength=k.length,e._maxNameLength=m,k}},22165:function(t,e,r){\"use strict\";var n=r(33626),i=r(34809),a=i.pushUnique,o=!0;t.exports=function(t,e,r){var s=e._fullLayout;if(!e._dragged&&!e._editing){var l,c=s.legend.itemclick,u=s.legend.itemdoubleclick,h=s.legend.groupclick;if(1===r&&\"toggle\"===c&&\"toggleothers\"===u&&o&&e.data&&e._context.showTips?(i.notifier(i._(e,\"Double-click on legend to isolate one trace\"),\"long\"),o=!1):o=!1,1===r?l=c:2===r&&(l=u),l){var f=\"togglegroup\"===h,p=s.hiddenlabels?s.hiddenlabels.slice():[],d=t.data()[0][0];if(!d.groupTitle||!d.noClick){var m=e._fullData,g=(s.shapes||[]).filter((function(t){return 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r=e.currentTarget;r.setAttribute(\"data-attr\",\"zoom\"),r.setAttribute(\"data-val\",\"reset\"),h(t,e),r.setAttribute(\"data-attr\",\"resetLastSave\"),p(t,e),b(t,\"geo\"),b(t,\"mapbox\"),b(t,\"map\")}},u.toggleSpikelines={name:\"toggleSpikelines\",title:function(t){return c(t,\"Toggle Spike Lines\")},icon:o.spikeline,attr:\"_cartesianSpikesEnabled\",val:\"on\",click:function(t){var e=t._fullLayout,r=e._cartesianSpikesEnabled;e._cartesianSpikesEnabled=\"on\"===r?\"off\":\"on\",n.call(\"_guiRelayout\",t,function(t){for(var e=\"on\"===t._fullLayout._cartesianSpikesEnabled,r=a.list(t,null,!0),n={},i=0;i<r.length;i++){var o=r[i];n[o._name+\".showspikes\"]=!!e||o._showSpikeInitial}return n}(t))}},u.resetViewMapbox={name:\"resetViewMapbox\",_cat:\"resetView\",title:function(t){return c(t,\"Reset view\")},attr:\"reset\",icon:o.home,click:function(t){b(t,\"mapbox\")}},u.resetViewMap={name:\"resetViewMap\",_cat:\"resetView\",title:function(t){return c(t,\"Reset 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n=r(5832),i=Object.keys(n),a=[\"drawline\",\"drawopenpath\",\"drawclosedpath\",\"drawcircle\",\"drawrect\",\"eraseshape\"],o=[\"v1hovermode\",\"hoverclosest\",\"hovercompare\",\"togglehover\",\"togglespikelines\"].concat(a),s=[];i.forEach((function(t){!function(t){if(-1===o.indexOf(t._cat||t.name)){var e=t.name,r=(t._cat||t.name).toLowerCase();-1===s.indexOf(e)&&s.push(e),-1===s.indexOf(r)&&s.push(r)}}(n[t])})),s.sort(),t.exports={DRAW_MODES:a,backButtons:o,foreButtons:s}},17683:function(t,e,r){\"use strict\";var n=r(34809),i=r(78766),a=r(78032),o=r(50308);t.exports=function(t,e){var r=t.modebar||{},s=a.newContainer(e,\"modebar\");function l(t,e){return n.coerce(r,s,o,t,e)}l(\"orientation\"),l(\"bgcolor\",i.addOpacity(e.paper_bgcolor,.5));var c=i.contrast(i.rgb(e.modebar.bgcolor));l(\"color\",i.addOpacity(c,.3)),l(\"activecolor\",i.addOpacity(c,.7)),l(\"uirevision\",e.uirevision),l(\"add\"),l(\"remove\")}},95433:function(t,e,r){\"use strict\";t.exports={moduleType:\"component\",name:\"modebar\",layoutAttributes:r(50308),supplyLayoutDefaults:r(17683),manage:r(75442)}},75442:function(t,e,r){\"use strict\";var n=r(5975),i=r(64726),a=r(33626),o=r(36040).isUnifiedHover,s=r(85393),l=r(5832),c=r(87632).DRAW_MODES,u=r(34809).extendDeep;t.exports=function(t){var e=t._fullLayout,r=t._context,h=e._modeBar;if(r.displayModeBar||r.watermark){if(!Array.isArray(r.modeBarButtonsToRemove))throw new Error([\"*modeBarButtonsToRemove* configuration options\",\"must be an array.\"].join(\" \"));if(!Array.isArray(r.modeBarButtonsToAdd))throw new Error([\"*modeBarButtonsToAdd* configuration options\",\"must be an array.\"].join(\" \"));var f,p=r.modeBarButtons;f=Array.isArray(p)&&p.length?function(t){for(var e=u([],t),r=0;r<e.length;r++)for(var n=e[r],i=0;i<n.length;i++){var a=n[i];if(\"string\"==typeof a){if(void 0===l[a])throw new Error([\"*modeBarButtons* configuration options\",\"invalid button name\"].join(\" 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e=n.list({_fullLayout:t},null,!0),r=0;r<e.length;r++)if(!e[r].fixedrange)return!1;return!0}(e),E=o(e.hovermode),C=[];function L(t){if(t.length){for(var e=[],r=0;r<t.length;r++){for(var n=t[r],i=l[n],a=i.name.toLowerCase(),o=(i._cat||i.name).toLowerCase(),s=!1,c=0;c<d.length;c++){var u=d[c].toLowerCase();if(u===a||u===o){s=!0;break}}s||e.push(l[n])}C.push(e)}}var I=[\"toImage\"];s.showEditInChartStudio?I.push(\"editInChartStudio\"):s.showSendToCloud&&I.push(\"sendDataToCloud\"),L(I);var P=[],z=[],O=[],D=[];(m||_||v||x||b)+y+g+w+T+k+A>1?(z=[\"toggleHover\"],O=[\"resetViews\"]):y?(P=[\"zoomInGeo\",\"zoomOutGeo\"],z=[\"hoverClosestGeo\"],O=[\"resetGeo\"]):g?(z=[\"hoverClosest3d\"],O=[\"resetCameraDefault3d\",\"resetCameraLastSave3d\"]):w?(P=[\"zoomInMapbox\",\"zoomOutMapbox\"],z=[\"toggleHover\"],O=[\"resetViewMapbox\"]):T?(P=[\"zoomInMap\",\"zoomOutMap\"],z=[\"toggleHover\"],O=[\"resetViewMap\"]):_?z=[\"hoverClosestGl2d\"]:v?z=[\"hoverClosestPie\"]:M?(z=[\"hoverClosestCartesian\",\"hoverCompareCartesian\"],O=[\"resetViewSankey\"]):z=[\"toggleHover\"],m&&z.push(\"toggleSpikelines\",\"hoverClosestCartesian\",\"hoverCompareCartesian\"),(function(t){for(var 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w=\"top\";l.isBottomAnchor(r)&&(_-=f,w=\"bottom\"),l.isMiddleAnchor(r)&&(_-=f/2,w=\"middle\"),h=Math.ceil(h),f=Math.ceil(f),x=Math.round(x),_=Math.round(_),a.autoMargin(t,i+\"-range-selector\",{x:r.x,y:r.y,l:h*d[b],r:h*m[b],b:f*m[w],t:f*d[w]}),o.attr(\"transform\",c(x,_))}(t,f,h,o._name,r)}))}},16383:function(t,e,r){\"use strict\";var n=r(50936),i=r(34809).titleCase;t.exports=function(t,e){var r=t._name,a={};if(\"all\"===e.step)a[r+\".autorange\"]=!0;else{var o=function(t,e){var r,a=t.range,o=new Date(t.r2l(a[1])),s=e.step,l=n[\"utc\"+i(s)],c=e.count;switch(e.stepmode){case\"backward\":r=t.l2r(+l.offset(o,-c));break;case\"todate\":var u=l.offset(o,-c);r=t.l2r(+l.ceil(u))}return[r,a[1]]}(t,e);a[r+\".range[0]\"]=o[0],a[r+\".range[1]\"]=o[1]}return a}},44453:function(t,e,r){\"use strict\";t.exports={moduleType:\"component\",name:\"rangeselector\",schema:{subplots:{xaxis:{rangeselector:r(91032)}}},layoutAttributes:r(91032),handleDefaults:r(86255),draw:r(45431)}},63608:function(t,e,r){\"use 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n=r(34809),i=r(78032),a=r(5975),o=r(63608),s=r(66249);t.exports=function(t,e,r){var l=t[r],c=e[r];if(l.rangeslider||e._requestRangeslider[c._id]){n.isPlainObject(l.rangeslider)||(l.rangeslider={});var u,h,f=l.rangeslider,p=i.newContainer(c,\"rangeslider\");if(b(\"visible\")){b(\"bgcolor\",e.plot_bgcolor),b(\"bordercolor\"),b(\"borderwidth\"),b(\"thickness\"),b(\"autorange\",!c.isValidRange(f.range)),b(\"range\");var d=e._subplots;if(d)for(var m=d.cartesian.filter((function(t){return t.substr(0,t.indexOf(\"y\"))===a.name2id(r)})).map((function(t){return t.substr(t.indexOf(\"y\"),t.length)})),g=n.simpleMap(m,a.id2name),y=0;y<g.length;y++){var v=g[y];u=f[v]||{},h=i.newContainer(p,v,\"yaxis\");var x,_=e[v];u.range&&_.isValidRange(u.range)&&(x=\"fixed\"),\"match\"!==w(\"rangemode\",x)&&w(\"range\",_.range.slice())}p._input=f}}function b(t,e){return n.coerce(f,p,o,t,e)}function w(t,e){return n.coerce(u,h,s,t,e)}}},88887:function(t,e,r){\"use strict\";var 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b(t,e,r,n){e._context.staticPlot||o.ensureSingle(t,\"rect\",m.slideBoxClassName,(function(t){t.attr({y:0,cursor:m.slideBoxCursor,\"shape-rendering\":\"crispEdges\"})})).attr({height:n._height,fill:m.slideBoxFill})}function w(t,e,r,n){var i=o.ensureSingle(t,\"g\",m.grabberMinClassName),a=o.ensureSingle(t,\"g\",m.grabberMaxClassName),s={x:0,width:m.handleWidth,rx:m.handleRadius,fill:c.background,stroke:c.defaultLine,\"stroke-width\":m.handleStrokeWidth,\"shape-rendering\":\"crispEdges\"},l={y:Math.round(n._height/4),height:Math.round(n._height/2)};o.ensureSingle(i,\"rect\",m.handleMinClassName,(function(t){t.attr(s)})).attr(l),o.ensureSingle(a,\"rect\",m.handleMaxClassName,(function(t){t.attr(s)})).attr(l);var u={width:m.grabAreaWidth,x:0,y:0,fill:m.grabAreaFill,cursor:e._context.staticPlot?void 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T,k=o.simpleMap(l.range,r.r2l),A=o.simpleMap(r.range,r.r2l);T=A[0]<A[1]?[Math.min(k[0],A[0]),Math.max(k[1],A[1])]:[Math.max(k[0],A[0]),Math.min(k[1],A[1])],l.range=l._input.range=o.simpleMap(T,r.l2r)}r.cleanRange(\"rangeslider.range\");var M=e._size,S=r.domain;l._width=M.w*(S[1]-S[0]);var E=Math.round(M.l+M.w*S[0]),C=Math.round(M.t+M.h*(1-r._counterDomainMin)+(\"bottom\"===r.side?r._depth:0)+l._offsetShift+m.extraPad);a.attr(\"transform\",s(E,C)),l._rl=o.simpleMap(l.range,r.r2l);var L=l._rl[0],I=l._rl[1],P=I-L;if(l.p2d=function(t){return t/l._width*P+L},l.d2p=function(t){return(t-L)/P*l._width},r.rangebreaks){var z=r.locateBreaks(L,I);if(z.length){var O,D,R=0;for(O=0;O<z.length;O++)R+=(D=z[O]).max-D.min;var F=l._width/(I-L-R),B=[-F*L];for(O=0;O<z.length;O++)D=z[O],B.push(B[B.length-1]-F*(D.max-D.min));for(l.d2p=function(t){for(var e=B[0],r=0;r<z.length;r++){var n=z[r];if(t>=n.max)e=B[r+1];else if(t<n.min)break}return 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r=t._fullLayout,n=e[s],l=e._id.charAt(0),c=0,u=0;return\"bottom\"===e.side&&(c=e._depth,e.title.text!==r._dfltTitle[l]&&(u=1.5*e.title.font.size+10+n._offsetShift,u+=(e.title.text.match(i.BR_TAG_ALL)||[]).length*e.title.font.size*o)),{x:0,y:e._counterDomainMin,l:0,r:0,t:0,b:n._height+c+Math.max(r.margin.b,u),pad:a.extraPad+2*n._offsetShift}}},55429:function(t,e,r){\"use strict\";var n=r(34809),i=r(63608),a=r(66249),o=r(80400);t.exports={moduleType:\"component\",name:\"rangeslider\",schema:{subplots:{xaxis:{rangeslider:n.extendFlat({},i,{yaxis:a})}}},layoutAttributes:r(63608),handleDefaults:r(41295),calcAutorange:r(46223),draw:r(88887),isVisible:o.isVisible,makeData:o.makeData,autoMarginOpts:o.autoMarginOpts}},66249:function(t){\"use 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w=f(t)&&t._fullLayout._activeSelectionIndex===e;w&&(v=t._fullLayout.activeselection.fillcolor,y=t._fullLayout.activeselection.opacity);for(var T=[],k=1;k>=0;k--){var A=r.append(\"path\").attr(g).style(\"opacity\",k?.1:y).call(o.stroke,x).call(o.fill,v).call(s.dashLine,k?\"solid\":b,k?4+_:_);if(d(A,t,a),w){var M=l(t.layout,\"selections\",a);A.style({cursor:\"move\"});var S={element:A.node(),plotinfo:p,gd:t,editHelpers:M,isActiveSelection:!0},E=n(c,t);i(E,A,S)}else A.style(\"pointer-events\",k?\"all\":\"none\");T[k]=A}var C=T[0];T[1].node().addEventListener(\"click\",(function(){return function(t,e){if(f(t)){var r=+e.node().getAttribute(\"data-index\");if(r>=0){if(r===t._fullLayout._activeSelectionIndex)return void m(t);t._fullLayout._activeSelectionIndex=r,t._fullLayout._deactivateSelection=m,h(t)}}}(t,C)}))}(t._fullLayout._selectionLayer)}function d(t,e,r){var n=r.xref+r.yref;s.setClipUrl(t,\"clip\"+e._fullLayout._uid+n,e)}function m(t){f(t)&&t._fullLayout._activeSelectionIndex>=0&&(a(t),delete t._fullLayout._activeSelectionIndex,h(t))}t.exports={draw:h,drawOne:p,activateLastSelection:function(t){if(f(t)){var e=t._fullLayout.selections.length-1;t._fullLayout._activeSelectionIndex=e,t._fullLayout._deactivateSelection=m,h(t)}}}},52307:function(t,e,r){\"use strict\";var n=r(94850).T,i=r(93049).extendFlat;t.exports={newselection:{mode:{valType:\"enumerated\",values:[\"immediate\",\"gradual\"],dflt:\"immediate\",editType:\"none\"},line:{color:{valType:\"color\",editType:\"none\"},width:{valType:\"number\",min:1,dflt:1,editType:\"none\"},dash:i({},n,{dflt:\"dot\",editType:\"none\"}),editType:\"none\"},editType:\"none\"},activeselection:{fillcolor:{valType:\"color\",dflt:\"rgba(0,0,0,0)\",editType:\"none\"},opacity:{valType:\"number\",min:0,max:1,dflt:.5,editType:\"none\"},editType:\"none\"}}},43028:function(t){\"use 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v,x=o(a,c,h,d),_={xref:f._id,yref:p._id,opacity:u.opacity,line:{color:u.line.color,width:u.line.width,dash:u.line.dash}};1===x.length&&(v=x[0]),v&&5===v.length&&\"select\"===m?(_.type=\"rect\",_.x0=v[0][1],_.y0=v[0][2],_.x1=v[2][1],_.y1=v[2][2]):(_.type=\"path\",f&&p&&l(x,f,p),_.path=s(x),v=null),i(c);for(var b=e.editHelpers,w=(b||{}).modifyItem,T=[],k=0;k<g.length;k++){var A=c._fullLayout.selections[k];if(A){if(T[k]=A._input,void 0!==d&&k===c._fullLayout._activeSelectionIndex){var M=_;switch(A.type){case\"rect\":w(\"x0\",M.x0),w(\"x1\",M.x1),w(\"y0\",M.y0),w(\"y1\",M.y1);break;case\"path\":w(\"path\",M.path)}}}else T[k]=A}return void 0===d?(T.push(_),T):b?b.getUpdateObj():{}}}}},49801:function(t,e,r){\"use strict\";var n=r(34809).strTranslate;function i(t,e){switch(t.type){case\"log\":return t.p2d(e);case\"date\":return t.p2r(e,0,t.calendar);default:return t.p2r(e)}}t.exports={p2r:i,r2p:function(t,e){switch(t.type){case\"log\":return t.d2p(e);case\"date\":return t.r2p(e,0,t.calendar);default:return t.r2p(e)}},axValue:function(t){var e=\"y\"===t._id.charAt(0)?1:0;return function(r){return i(t,r[e])}},getTransform:function(t){return n(t.xaxis._offset,t.yaxis._offset)}}},44844:function(t,e,r){\"use strict\";var n=r(7028),i=r(88666);t.exports={moduleType:\"component\",name:\"selections\",layoutAttributes:r(4327),supplyLayoutDefaults:r(2272),supplyDrawNewSelectionDefaults:r(43028),includeBasePlot:r(20706)(\"selections\"),draw:n.draw,drawOne:n.drawOne,reselect:i.reselect,prepSelect:i.prepSelect,clearOutline:i.clearOutline,clearSelectionsCache:i.clearSelectionsCache,selectOnClick:i.selectOnClick}},88666:function(t,e,r){\"use strict\";var 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p=2*f*Math.PI/a;h.push([s+c*Math.cos(p),l+u*Math.sin(p)])}return h},e.ellipseOver=function(t){var e=t.x0,r=t.y0,n=t.x1,i=t.y1,a=n-e,s=i-r,l=((e-=a)+n)/2,c=((r-=s)+i)/2;return{x0:l-(a*=o),y0:c-(s*=o),x1:l+a,y1:c+s}},e.fixDatesForPaths=function(t,e,r){var n=\"date\"===e.type,i=\"date\"===r.type;if(!n&&!i)return t;for(var a=0;a<t.length;a++)for(var o=0;o<t[a].length;o++)for(var s=0;s+2<t[a][o].length;s+=2)n&&(t[a][o][s+1]=t[a][o][s+1].replace(\" \",\"_\")),i&&(t[a][o][s+2]=t[a][o][s+2].replace(\" \",\"_\"));return t}},87562:function(t,e,r){\"use strict\";var n=r(70414),i=n.drawMode,a=n.openMode,o=r(93391),s=o.i000,l=o.i090,c=o.i180,u=o.i270,h=o.cos45,f=o.sin45,p=r(49801),d=p.p2r,m=p.r2p,g=r(78534).clearOutline,y=r(81055),v=y.readPaths,x=y.writePaths,_=y.ellipseOver,b=y.fixDatesForPaths;function w(t,e,r){var n,i=t[0][0],o=e.gd,p=i.getAttribute(\"d\"),g=o._fullLayout.newshape,y=e.plotinfo,w=e.isActiveShape,T=y.xaxis,k=y.yaxis,A=!!y.domain||!y.xaxis,M=!!y.domain||!y.yaxis,S=a(r),E=v(p,o,y,w),C={editable:!0,visible:g.visible,name:g.name,showlegend:g.showlegend,legend:g.legend,legendwidth:g.legendwidth,legendgroup:g.legendgroup,legendgrouptitle:{text:g.legendgrouptitle.text,font:g.legendgrouptitle.font},legendrank:g.legendrank,label:g.label,xref:A?\"paper\":T._id,yref:M?\"paper\":k._id,layer:g.layer,opacity:g.opacity,line:{color:g.line.color,width:g.line.width,dash:g.line.dash}};if(S||(C.fillcolor=g.fillcolor,C.fillrule=g.fillrule),1===E.length&&(n=E[0]),n&&5===n.length&&\"drawrect\"===r)C.type=\"rect\",C.x0=n[0][1],C.y0=n[0][2],C.x1=n[2][1],C.y1=n[2][2];else if(n&&\"drawline\"===r)C.type=\"line\",C.x0=n[0][1],C.y0=n[0][2],C.x1=n[1][1],C.y1=n[1][2];else if(n&&\"drawcircle\"===r){C.type=\"circle\";var L=n[s][1],I=n[l][1],P=n[c][1],z=n[u][1],O=n[s][2],D=n[l][2],R=n[c][2],F=n[u][2],B=y.xaxis&&(\"date\"===y.xaxis.type||\"log\"===y.xaxis.type),N=y.yaxis&&(\"date\"===y.yaxis.type||\"log\"===y.yaxis.type);B&&(L=m(y.xaxis,L),I=m(y.xaxis,I),P=m(y.xaxis,P),z=m(y.xaxis,z)),N&&(O=m(y.yaxis,O),D=m(y.yaxis,D),R=m(y.yaxis,R),F=m(y.yaxis,F));var j=(I+z)/2,U=(O+R)/2,V=_({x0:j,y0:U,x1:j+(z-I+P-L)/2*h,y1:U+(F-D+R-O)/2*f});B&&(V.x0=d(y.xaxis,V.x0),V.x1=d(y.xaxis,V.x1)),N&&(V.y0=d(y.yaxis,V.y0),V.y1=d(y.yaxis,V.y1)),C.x0=V.x0,C.y0=V.y0,C.x1=V.x1,C.y1=V.y1}else C.type=\"path\",T&&k&&b(E,T,k),C.path=x(E),n=null;return C}t.exports={newShapes:function(t,e){if(t.length&&t[0][0]){var r=e.gd,n=e.isActiveShape,a=e.dragmode,o=(r.layout||{}).shapes||[];if(!i(a)&&void 0!==n){var s=r._fullLayout._activeShapeIndex;if(s<o.length)switch(r._fullLayout.shapes[s].type){case\"rect\":a=\"drawrect\";break;case\"circle\":a=\"drawcircle\";break;case\"line\":a=\"drawline\";break;case\"path\":var l=o[s].path||\"\";a=\"Z\"===l[l.length-1]?\"drawclosedpath\":\"drawopenpath\"}}var c=w(t,e,a);g(r);for(var u=e.editHelpers,h=(u||{}).modifyItem,f=[],p=0;p<o.length;p++){var d=r._fullLayout.shapes[p];if(f[p]=d._input,void 0!==n&&p===r._fullLayout._activeShapeIndex){var m=c;switch(d.type){case\"line\":case\"rect\":case\"circle\":h(\"x0\",m.x0-(d.x0shift||0)),h(\"x1\",m.x1-(d.x1shift||0)),h(\"y0\",m.y0-(d.y0shift||0)),h(\"y1\",m.y1-(d.y1shift||0));break;case\"path\":h(\"path\",m.path)}}}return void 0===n?(f.push(c),f):u?u.getUpdateObj():{}}},createShapeObj:w}},78534:function(t){\"use strict\";t.exports={clearOutlineControllers:function(t){var e=t._fullLayout._zoomlayer;e&&e.selectAll(\".outline-controllers\").remove()},clearOutline:function(t){var e=t._fullLayout._zoomlayer;e&&e.selectAll(\".select-outline\").remove(),t._fullLayout._outlining=!1}}},49728:function(t,e,r){\"use strict\";var n=r(2956),i=r(34809),a=r(29714);function o(t,e){var r=0;return(e=e||0)&&t&&(\"category\"===t.type||\"multicategory\"===t.type)&&(r=(t.r2p(1)-t.r2p(0))*e),r}e.rangeToShapePosition=function(t){return\"log\"===t.type?t.r2d:function(t){return t}},e.shapePositionToRange=function(t){return\"log\"===t.type?t.d2r:function(t){return t}},e.decodeDate=function(t){return function(e){return e.replace&&(e=e.replace(\"_\",\" \")),t(e)}},e.encodeDate=function(t){return function(e){return t(e).replace(\" \",\"_\")}},e.extractPathCoords=function(t,e,r){var a=[];return t.match(n.segmentRE).forEach((function(t){var o=e[t.charAt(0)].drawn;if(void 0!==o){var s=t.substr(1).match(n.paramRE);if(s&&!(s.length<o)){var l=s[o],c=r?l:i.cleanNumber(l);a.push(c)}}})),a},e.getDataToPixel=function(t,r,n,i,a){var s,l=t._fullLayout._size;if(r)if(\"domain\"===a)s=function(t){return r._length*(i?1-t:t)+r._offset};else{var c=e.shapePositionToRange(r);s=function(t){var e=o(r,n);return r._offset+r.r2p(c(t,!0))+e},\"date\"===r.type&&(s=e.decodeDate(s))}else s=i?function(t){return l.t+l.h*(1-t)}:function(t){return l.l+l.w*t};return s},e.getPixelToData=function(t,r,n,i){var a,o=t._fullLayout._size;if(r)if(\"domain\"===i)a=function(t){var e=(t-r._offset)/r._length;return n?1-e:e};else{var s=e.rangeToShapePosition(r);a=function(t){return s(r.p2r(t-r._offset))}}else a=n?function(t){return 1-(t-o.t)/o.h}:function(t){return(t-o.l)/o.w};return a},e.roundPositionForSharpStrokeRendering=function(t,e){var r=1===Math.round(e%2),n=Math.round(t);return r?n+.5:n},e.makeShapesOptionsAndPlotinfo=function(t,e){var r=t._fullLayout.shapes[e]||{},n=t._fullLayout._plots[r.xref+r.yref];return n?n._hadPlotinfo=!0:(n={},r.xref&&\"paper\"!==r.xref&&(n.xaxis=t._fullLayout[r.xref+\"axis\"]),r.yref&&\"paper\"!==r.yref&&(n.yaxis=t._fullLayout[r.yref+\"axis\"])),n.xsizemode=r.xsizemode,n.ysizemode=r.ysizemode,n.xanchor=r.xanchor,n.yanchor=r.yanchor,{options:r,plotinfo:n}},e.makeSelectionsOptionsAndPlotinfo=function(t,e){var r=t._fullLayout.selections[e]||{},n=t._fullLayout._plots[r.xref+r.yref];return n?n._hadPlotinfo=!0:(n={},r.xref&&(n.xaxis=t._fullLayout[r.xref+\"axis\"]),r.yref&&(n.yaxis=t._fullLayout[r.yref+\"axis\"])),{options:r,plotinfo:n}},e.getPathString=function(t,r){var s,l,c,u,h,f,p,d,m=r.type,g=a.getRefType(r.xref),y=a.getRefType(r.yref),v=a.getFromId(t,r.xref),x=a.getFromId(t,r.yref),_=t._fullLayout._size,b=o(v,r.x0shift),w=o(v,r.x1shift),T=o(x,r.y0shift),k=o(x,r.y1shift);if(v?\"domain\"===g?l=function(t){return v._offset+v._length*t}:(s=e.shapePositionToRange(v),l=function(t){return v._offset+v.r2p(s(t,!0))}):l=function(t){return _.l+_.w*t},x?\"domain\"===y?u=function(t){return x._offset+x._length*(1-t)}:(c=e.shapePositionToRange(x),u=function(t){return x._offset+x.r2p(c(t,!0))}):u=function(t){return _.t+_.h*(1-t)},\"path\"===m)return v&&\"date\"===v.type&&(l=e.decodeDate(l)),x&&\"date\"===x.type&&(u=e.decodeDate(u)),function(t,e,r){var a=t.path,o=t.xsizemode,s=t.ysizemode,l=t.xanchor,c=t.yanchor;return a.replace(n.segmentRE,(function(t){var a=0,u=t.charAt(0),h=n.paramIsX[u],f=n.paramIsY[u],p=n.numParams[u],d=t.substr(1).replace(n.paramRE,(function(t){return h[a]?t=\"pixel\"===o?e(l)+Number(t):e(t):f[a]&&(t=\"pixel\"===s?r(c)-Number(t):r(t)),++a>p&&(t=\"X\"),t}));return a>p&&(d=d.replace(/[\\s,]*X.*/,\"\"),i.log(\"Ignoring extra params in segment \"+t)),u+d}))}(r,l,u);if(\"pixel\"===r.xsizemode){var A=l(r.xanchor);h=A+r.x0+b,f=A+r.x1+w}else h=l(r.x0)+b,f=l(r.x1)+w;if(\"pixel\"===r.ysizemode){var M=u(r.yanchor);p=M-r.y0+T,d=M-r.y1+k}else p=u(r.y0)+T,d=u(r.y1)+k;if(\"line\"===m)return\"M\"+h+\",\"+p+\"L\"+f+\",\"+d;if(\"rect\"===m)return\"M\"+h+\",\"+p+\"H\"+f+\"V\"+d+\"H\"+h+\"Z\";var S=(h+f)/2,E=(p+d)/2,C=Math.abs(S-h),L=Math.abs(E-p),I=\"A\"+C+\",\"+L,P=S+C+\",\"+E;return\"M\"+P+I+\" 0 1,1 \"+S+\",\"+(E-L)+I+\" 0 0,1 \"+P+\"Z\"}},43701:function(t,e,r){\"use strict\";var n=r(28231);t.exports={moduleType:\"component\",name:\"shapes\",layoutAttributes:r(43144),supplyLayoutDefaults:r(74367),supplyDrawNewShapeDefaults:r(85522),includeBasePlot:r(20706)(\"shapes\"),calcAutorange:r(44959),draw:n.draw,drawOne:n.drawOne}},41235:function(t){\"use strict\";function e(t,e){return e?e.d2l(t):t}function r(t,e){return e?e.l2d(t):t}function n(t){return t.x0shift||0}function i(t){return t.x1shift||0}function a(t){return t.y0shift||0}function o(t){return t.y1shift||0}function s(t,r){return e(t.x1,r)+i(t)-e(t.x0,r)-n(t)}function l(t,r,n){return e(t.y1,n)+o(t)-e(t.y0,n)-a(t)}t.exports={x0:function(t){return t.x0},x1:function(t){return t.x1},y0:function(t){return t.y0},y1:function(t){return t.y1},slope:function(t,e,r){return\"line\"!==t.type?void 0:l(t,0,r)/s(t,e)},dx:s,dy:l,width:function(t,e){return Math.abs(s(t,e))},height:function(t,e,r){return Math.abs(l(t,0,r))},length:function(t,e,r){return\"line\"!==t.type?void 0:Math.sqrt(Math.pow(s(t,e),2)+Math.pow(l(t,0,r),2))},xcenter:function(t,a){return r((e(t.x1,a)+i(t)+e(t.x0,a)+n(t))/2,a)},ycenter:function(t,n,i){return r((e(t.y1,i)+o(t)+e(t.y0,i)+a(t))/2,i)}}},8606:function(t,e,r){\"use strict\";var n=r(80337),i=r(57891),a=r(93049).extendDeepAll,o=r(13582).overrideAll,s=r(49722),l=r(78032).templatedArray,c=r(64194),u=l(\"step\",{visible:{valType:\"boolean\",dflt:!0},method:{valType:\"enumerated\",values:[\"restyle\",\"relayout\",\"animate\",\"update\",\"skip\"],dflt:\"restyle\"},args:{valType:\"info_array\",freeLength:!0,items:[{valType:\"any\"},{valType:\"any\"},{valType:\"any\"}]},label:{valType:\"string\"},value:{valType:\"string\"},execute:{valType:\"boolean\",dflt:!0}});t.exports=o(l(\"slider\",{visible:{valType:\"boolean\",dflt:!0},active:{valType:\"number\",min:0,dflt:0},steps:u,lenmode:{valType:\"enumerated\",values:[\"fraction\",\"pixels\"],dflt:\"fraction\"},len:{valType:\"number\",min:0,dflt:1},x:{valType:\"number\",min:-2,max:3,dflt:0},pad:a(i({editType:\"arraydraw\"}),{},{t:{dflt:20}}),xanchor:{valType:\"enumerated\",values:[\"auto\",\"left\",\"center\",\"right\"],dflt:\"left\"},y:{valType:\"number\",min:-2,max:3,dflt:0},yanchor:{valType:\"enumerated\",values:[\"auto\",\"top\",\"middle\",\"bottom\"],dflt:\"top\"},transition:{duration:{valType:\"number\",min:0,dflt:150},easing:{valType:\"enumerated\",values:s.transition.easing.values,dflt:\"cubic-in-out\"}},currentvalue:{visible:{valType:\"boolean\",dflt:!0},xanchor:{valType:\"enumerated\",values:[\"left\",\"center\",\"right\"],dflt:\"left\"},offset:{valType:\"number\",dflt:10},prefix:{valType:\"string\"},suffix:{valType:\"string\"},font:n({})},font:n({}),activebgcolor:{valType:\"color\",dflt:c.gripBgActiveColor},bgcolor:{valType:\"color\",dflt:c.railBgColor},bordercolor:{valType:\"color\",dflt:c.railBorderColor},borderwidth:{valType:\"number\",min:0,dflt:c.railBorderWidth},ticklen:{valType:\"number\",min:0,dflt:c.tickLength},tickcolor:{valType:\"color\",dflt:c.tickColor},tickwidth:{valType:\"number\",min:0,dflt:1},minorticklen:{valType:\"number\",min:0,dflt:c.minorTickLength}}),\"arraydraw\",\"from-root\")},64194:function(t){\"use strict\";t.exports={name:\"sliders\",containerClassName:\"slider-container\",groupClassName:\"slider-group\",inputAreaClass:\"slider-input-area\",railRectClass:\"slider-rail-rect\",railTouchRectClass:\"slider-rail-touch-rect\",gripRectClass:\"slider-grip-rect\",tickRectClass:\"slider-tick-rect\",inputProxyClass:\"slider-input-proxy\",labelsClass:\"slider-labels\",labelGroupClass:\"slider-label-group\",labelClass:\"slider-label\",currentValueClass:\"slider-current-value\",railHeight:5,menuIndexAttrName:\"slider-active-index\",autoMarginIdRoot:\"slider-\",minWidth:30,minHeight:30,textPadX:40,arrowOffsetX:4,railRadius:2,railWidth:5,railBorder:4,railBorderWidth:1,railBorderColor:\"#bec8d9\",railBgColor:\"#f8fafc\",railInset:8,stepInset:10,gripRadius:10,gripWidth:20,gripHeight:20,gripBorder:20,gripBorderWidth:1,gripBorderColor:\"#bec8d9\",gripBgColor:\"#f6f8fa\",gripBgActiveColor:\"#dbdde0\",labelPadding:8,labelOffset:0,tickWidth:1,tickColor:\"#333\",tickOffset:25,tickLength:7,minorTickOffset:25,minorTickColor:\"#333\",minorTickLength:4,currentValuePadding:8,currentValueInset:0}},74537:function(t,e,r){\"use 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n.coerce(t,e,s,r,i)}if(\"skip\"===t.method||Array.isArray(t.args)?r(\"visible\"):e.visible=!1){r(\"method\"),r(\"args\");var i=r(\"label\",\"step-\"+e._index);r(\"value\",i),r(\"execute\")}}t.exports=function(t,e){i(t,e,{name:o,handleItemDefaults:l})}},44097:function(t,e,r){\"use strict\";var n=r(45568),i=r(44122),a=r(78766),o=r(62203),s=r(34809),l=s.strTranslate,c=r(30635),u=r(78032).arrayEditor,h=r(64194),f=r(4530),p=f.LINE_SPACING,d=f.FROM_TL,m=f.FROM_BR;function g(t){return h.autoMarginIdRoot+t._index}function y(t){return t._index}function v(t,e){var r=o.tester.selectAll(\"g.\"+h.labelGroupClass).data(e._visibleSteps);r.enter().append(\"g\").classed(h.labelGroupClass,!0);var a=0,l=0;r.each((function(t){var r=b(n.select(this),{step:t},e).node();if(r){var i=o.bBox(r);l=Math.max(l,i.height),a=Math.max(a,i.width)}})),r.remove();var u=e._dims={};u.inputAreaWidth=Math.max(h.railWidth,h.gripHeight);var f=t._fullLayout._size;u.lx=f.l+f.w*e.x,u.ly=f.t+f.h*(1-e.y),\"fraction\"===e.lenmode?u.outerLength=Math.round(f.w*e.len):u.outerLength=e.len,u.inputAreaStart=0,u.inputAreaLength=Math.round(u.outerLength-e.pad.l-e.pad.r);var p=(u.inputAreaLength-2*h.stepInset)/(e._stepCount-1),y=a+h.labelPadding;if(u.labelStride=Math.max(1,Math.ceil(y/p)),u.labelHeight=l,u.currentValueMaxWidth=0,u.currentValueHeight=0,u.currentValueTotalHeight=0,u.currentValueMaxLines=1,e.currentvalue.visible){var v=o.tester.append(\"g\");r.each((function(t){var r=x(v,e,t.label),n=r.node()&&o.bBox(r.node())||{width:0,height:0},i=c.lineCount(r);u.currentValueMaxWidth=Math.max(u.currentValueMaxWidth,Math.ceil(n.width)),u.currentValueHeight=Math.max(u.currentValueHeight,Math.ceil(n.height)),u.currentValueMaxLines=Math.max(u.currentValueMaxLines,i)})),u.currentValueTotalHeight=u.currentValueHeight+e.currentvalue.offset,v.remove()}u.height=u.currentValueTotalHeight+h.tickOffset+e.ticklen+h.labelOffset+u.labelHeight+e.pad.t+e.pad.b;var _=\"left\";s.isRightAnchor(e)&&(u.lx-=u.outerLength,_=\"right\"),s.isCenterAnchor(e)&&(u.lx-=u.outerLength/2,_=\"center\");var w=\"top\";s.isBottomAnchor(e)&&(u.ly-=u.height,w=\"bottom\"),s.isMiddleAnchor(e)&&(u.ly-=u.height/2,w=\"middle\"),u.outerLength=Math.ceil(u.outerLength),u.height=Math.ceil(u.height),u.lx=Math.round(u.lx),u.ly=Math.round(u.ly);var T={y:e.y,b:u.height*m[w],t:u.height*d[w]};\"fraction\"===e.lenmode?(T.l=0,T.xl=e.x-e.len*d[_],T.r=0,T.xr=e.x+e.len*m[_]):(T.x=e.x,T.l=u.outerLength*d[_],T.r=u.outerLength*m[_]),i.autoMargin(t,g(e),T)}function x(t,e,r){if(e.currentvalue.visible){var n,i,a=e._dims;switch(e.currentvalue.xanchor){case\"right\":n=a.inputAreaLength-h.currentValueInset-a.currentValueMaxWidth,i=\"left\";break;case\"center\":n=.5*a.inputAreaLength,i=\"middle\";break;default:n=h.currentValueInset,i=\"left\"}var l=s.ensureSingle(t,\"text\",h.labelClass,(function(t){t.attr({\"text-anchor\":i,\"data-notex\":1})})),u=e.currentvalue.prefix?e.currentvalue.prefix:\"\";if(\"string\"==typeof r)u+=r;else{var f=e.steps[e.active].label,d=e._gd._fullLayout._meta;d&&(f=s.templateString(f,d)),u+=f}e.currentvalue.suffix&&(u+=e.currentvalue.suffix),l.call(o.font,e.currentvalue.font).text(u).call(c.convertToTspans,e._gd);var m=c.lineCount(l),g=(a.currentValueMaxLines+1-m)*e.currentvalue.font.size*p;return c.positionText(l,n,g),l}}function _(t,e,r){s.ensureSingle(t,\"rect\",h.gripRectClass,(function(n){n.call(A,e,t,r).style(\"pointer-events\",\"all\")})).attr({width:h.gripWidth,height:h.gripHeight,rx:h.gripRadius,ry:h.gripRadius}).call(a.stroke,r.bordercolor).call(a.fill,r.bgcolor).style(\"stroke-width\",r.borderwidth+\"px\")}function b(t,e,r){var n=s.ensureSingle(t,\"text\",h.labelClass,(function(t){t.attr({\"text-anchor\":\"middle\",\"data-notex\":1})})),i=e.step.label,a=r._gd._fullLayout._meta;return a&&(i=s.templateString(i,a)),n.call(o.font,r.font).text(i).call(c.convertToTspans,r._gd),n}function w(t,e){var r=s.ensureSingle(t,\"g\",h.labelsClass),i=e._dims,a=r.selectAll(\"g.\"+h.labelGroupClass).data(i.labelSteps);a.enter().append(\"g\").classed(h.labelGroupClass,!0),a.exit().remove(),a.each((function(t){var r=n.select(this);r.call(b,t,e),o.setTranslate(r,E(e,t.fraction),h.tickOffset+e.ticklen+e.font.size*p+h.labelOffset+i.currentValueTotalHeight)}))}function T(t,e,r,n,i){var a=Math.round(n*(r._stepCount-1)),o=r._visibleSteps[a]._index;o!==r.active&&k(t,e,r,o,!0,i)}function k(t,e,r,n,a,o){var s=r.active;r.active=n,u(t.layout,h.name,r).applyUpdate(\"active\",n);var l=r.steps[r.active];e.call(S,r,o),e.call(x,r),t.emit(\"plotly_sliderchange\",{slider:r,step:r.steps[r.active],interaction:a,previousActive:s}),l&&l.method&&a&&(e._nextMethod?(e._nextMethod.step=l,e._nextMethod.doCallback=a,e._nextMethod.doTransition=o):(e._nextMethod={step:l,doCallback:a,doTransition:o},e._nextMethodRaf=window.requestAnimationFrame((function(){var r=e._nextMethod.step;r.method&&(r.execute&&i.executeAPICommand(t,r.method,r.args),e._nextMethod=null,e._nextMethodRaf=null)}))))}function A(t,e,r){if(!e._context.staticPlot){var i=r.node(),o=n.select(e);t.on(\"mousedown\",l),t.on(\"touchstart\",l)}function s(){return r.data()[0]}function l(){var t=s();e.emit(\"plotly_sliderstart\",{slider:t});var l=r.select(\".\"+h.gripRectClass);n.event.stopPropagation(),n.event.preventDefault(),l.call(a.fill,t.activebgcolor);var c=C(t,n.mouse(i)[0]);function u(){var t=s(),a=C(t,n.mouse(i)[0]);T(e,r,t,a,!1)}function f(){var t=s();t._dragging=!1,l.call(a.fill,t.bgcolor),o.on(\"mouseup\",null),o.on(\"mousemove\",null),o.on(\"touchend\",null),o.on(\"touchmove\",null),e.emit(\"plotly_sliderend\",{slider:t,step:t.steps[t.active]})}T(e,r,t,c,!0),t._dragging=!0,o.on(\"mousemove\",u),o.on(\"touchmove\",u),o.on(\"mouseup\",f),o.on(\"touchend\",f)}}function M(t,e){var r=t.selectAll(\"rect.\"+h.tickRectClass).data(e._visibleSteps),i=e._dims;r.enter().append(\"rect\").classed(h.tickRectClass,!0),r.exit().remove(),r.attr({width:e.tickwidth+\"px\",\"shape-rendering\":\"crispEdges\"}),r.each((function(t,r){var s=r%i.labelStride==0,l=n.select(this);l.attr({height:s?e.ticklen:e.minorticklen}).call(a.fill,e.tickcolor),o.setTranslate(l,E(e,r/(e._stepCount-1))-.5*e.tickwidth,(s?h.tickOffset:h.minorTickOffset)+i.currentValueTotalHeight)}))}function S(t,e,r){for(var n=t.select(\"rect.\"+h.gripRectClass),i=0,a=0;a<e._stepCount;a++)if(e._visibleSteps[a]._index===e.active){i=a;break}var o=E(e,i/(e._stepCount-1));if(!e._invokingCommand){var s=n;r&&e.transition.duration>0&&(s=s.transition().duration(e.transition.duration).ease(e.transition.easing)),s.attr(\"transform\",l(o-.5*h.gripWidth,e._dims.currentValueTotalHeight))}}function E(t,e){var r=t._dims;return r.inputAreaStart+h.stepInset+(r.inputAreaLength-2*h.stepInset)*Math.min(1,Math.max(0,e))}function C(t,e){var r=t._dims;return Math.min(1,Math.max(0,(e-h.stepInset-r.inputAreaStart)/(r.inputAreaLength-2*h.stepInset-2*r.inputAreaStart)))}function L(t,e,r){var n=r._dims,i=s.ensureSingle(t,\"rect\",h.railTouchRectClass,(function(n){n.call(A,e,t,r).style(\"pointer-events\",\"all\")}));i.attr({width:n.inputAreaLength,height:Math.max(n.inputAreaWidth,h.tickOffset+r.ticklen+n.labelHeight)}).call(a.fill,r.bgcolor).attr(\"opacity\",0),o.setTranslate(i,0,n.currentValueTotalHeight)}function I(t,e){var r=e._dims,n=r.inputAreaLength-2*h.railInset,i=s.ensureSingle(t,\"rect\",h.railRectClass);i.attr({width:n,height:h.railWidth,rx:h.railRadius,ry:h.railRadius,\"shape-rendering\":\"crispEdges\"}).call(a.stroke,e.bordercolor).call(a.fill,e.bgcolor).style(\"stroke-width\",e.borderwidth+\"px\"),o.setTranslate(i,h.railInset,.5*(r.inputAreaWidth-h.railWidth)+r.currentValueTotalHeight)}t.exports=function(t){var e=t._context.staticPlot,r=t._fullLayout,a=function(t,e){for(var r=t[h.name],n=[],i=0;i<r.length;i++){var a=r[i];a.visible&&(a._gd=e,n.push(a))}return n}(r,t),s=r._infolayer.selectAll(\"g.\"+h.containerClassName).data(a.length>0?[0]:[]);function l(e){e._commandObserver&&(e._commandObserver.remove(),delete e._commandObserver),i.autoMargin(t,g(e))}if(s.enter().append(\"g\").classed(h.containerClassName,!0).style(\"cursor\",e?null:\"ew-resize\"),s.exit().each((function(){n.select(this).selectAll(\"g.\"+h.groupClassName).each(l)})).remove(),0!==a.length){var c=s.selectAll(\"g.\"+h.groupClassName).data(a,y);c.enter().append(\"g\").classed(h.groupClassName,!0),c.exit().each(l).remove();for(var u=0;u<a.length;u++){var f=a[u];v(t,f)}c.each((function(e){var r=n.select(this);!function(t){var e=t._dims;e.labelSteps=[];for(var r=t._stepCount,n=0;n<r;n+=e.labelStride)e.labelSteps.push({fraction:n/(r-1),step:t._visibleSteps[n]})}(e),i.manageCommandObserver(t,e,e._visibleSteps,(function(e){var n=r.data()[0];n.active!==e.index&&(n._dragging||k(t,r,n,e.index,!1,!0))})),function(t,e,r){(r.steps[r.active]||{}).visible||(r.active=r._visibleSteps[0]._index),e.call(x,r).call(I,r).call(w,r).call(M,r).call(L,t,r).call(_,t,r);var n=r._dims;o.setTranslate(e,n.lx+r.pad.l,n.ly+r.pad.t),e.call(S,r,!1),e.call(x,r)}(t,n.select(this),e)}))}}},15359:function(t,e,r){\"use strict\";var n=r(64194);t.exports={moduleType:\"component\",name:n.name,layoutAttributes:r(8606),supplyLayoutDefaults:r(74537),draw:r(44097)}},17240:function(t,e,r){\"use strict\";var n=r(45568),i=r(10721),a=r(44122),o=r(33626),s=r(34809),l=s.strTranslate,c=r(62203),u=r(78766),h=r(30635),f=r(20438),p=r(4530).OPPOSITE_SIDE,d=/ [XY][0-9]* /;t.exports={draw:function(t,e,r){var m,g=t._fullLayout,y=r.propContainer,v=r.propName,x=r.placeholder,_=r.traceIndex,b=r.avoid||{},w=r.attributes,T=r.transform,k=r.containerGroup,A=1,M=y.title,S=(M&&M.text?M.text:\"\").trim(),E=!1,C=M&&M.font?M.font:{},L=C.family,I=C.size,P=C.color,z=C.weight,O=C.style,D=C.variant,R=C.textcase,F=C.lineposition,B=C.shadow,N=!!r.subtitlePropName,j=r.subtitlePlaceholder,U=(y.title||{}).subtitle||{text:\"\",font:{}},V=U.text.trim(),q=!1,H=1,G=U.font,Z=G.family,W=G.size,Y=G.color,X=G.weight,$=G.style,J=G.variant,K=G.textcase,Q=G.lineposition,tt=G.shadow;\"title.text\"===v?m=\"titleText\":-1!==v.indexOf(\"axis\")?m=\"axisTitleText\":v.indexOf(!0)&&(m=\"colorbarTitleText\");var et=t._context.edits[m];function rt(t,e){return void 0!==t&&void 0!==e&&t.replace(d,\" % \")===e.replace(d,\" % \")}\"\"===S?A=0:rt(S,x)&&(et||(S=\"\"),A=.2,E=!0),N&&(\"\"===V?H=0:rt(V,j)&&(et||(V=\"\"),H=.2,q=!0)),r._meta?S=s.templateString(S,r._meta):g._meta&&(S=s.templateString(S,g._meta));var nt,it=S||V||et;k||(k=s.ensureSingle(g._infolayer,\"g\",\"g-\"+e),nt=g._hColorbarMoveTitle);var at=k.selectAll(\"text.\"+e).data(it?[0]:[]);at.enter().append(\"text\"),at.text(S).attr(\"class\",e),at.exit().remove();var ot=null,st=e+\"-subtitle\",lt=V||et;if(N&&lt&&((ot=k.selectAll(\"text.\"+st).data(lt?[0]:[])).enter().append(\"text\"),ot.text(V).attr(\"class\",st),ot.exit().remove()),!it)return k;function ct(t,e){s.syncOrAsync([ut,ht],{title:t,subtitle:e})}function ut(r){var i,o=r.title,f=r.subtitle;if(!T&&nt&&(T={}),T?(i=\"\",T.rotate&&(i+=\"rotate(\"+[T.rotate,w.x,w.y]+\")\"),(T.offset||nt)&&(i+=l(0,(T.offset||0)-(nt||0)))):i=null,o.attr(\"transform\",i),o.style(\"opacity\",A*u.opacity(P)).call(c.font,{color:u.rgb(P),size:n.round(I,2),family:L,weight:z,style:O,variant:D,textcase:R,shadow:B,lineposition:F}).attr(w).call(h.convertToTspans,t,(function(t){if(t){var e=n.select(t.node().parentNode).select(\".\"+st);if(!e.empty()){var r=t.node().getBBox();if(r.height){var i=r.y+r.height+1.6*W;e.attr(\"y\",i)}}}})),f){var p=k.select(\".\"+e+\"-math-group\"),d=o.node().getBBox(),m=p.node()?p.node().getBBox():void 0,g=m?m.y+m.height+1.6*W:d.y+d.height+1.6*W,y=s.extendFlat({},w,{y:g});f.attr(\"transform\",i),f.style(\"opacity\",H*u.opacity(Y)).call(c.font,{color:u.rgb(Y),size:n.round(W,2),family:Z,weight:X,style:$,variant:J,textcase:K,shadow:tt,lineposition:Q}).attr(y).call(h.convertToTspans,t)}return a.previousPromises(t)}function ht(e){var r=e.title,a=n.select(r.node().parentNode);if(b&&b.selection&&b.side&&S){a.attr(\"transform\",null);var o=p[b.side],u=\"left\"===b.side||\"top\"===b.side?-1:1,h=i(b.pad)?b.pad:2,f=c.bBox(a.node()),d={t:0,b:0,l:0,r:0},m=t._fullLayout._reservedMargin;for(var v in m)for(var x in m[v]){var _=m[v][x];d[x]=Math.max(d[x],_)}var w={left:d.l,top:d.t,right:g.width-d.r,bottom:g.height-d.b},T=b.maxShift||u*(w[b.side]-f[b.side]),k=0;if(T<0)k=T;else{var 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pt=at.node().getBBox(),dt=pt.y+pt.height+1.6*W;ot.attr(\"y\",dt)}V?ot.on(\".opacity\",null):(ft(ot,j),q=!0),ot.call(h.makeEditable,{gd:t}).on(\"edit\",(function(e){o.call(\"_guiRelayout\",t,\"title.subtitle.text\",e)})).on(\"cancel\",(function(){this.text(this.attr(\"data-unformatted\")).call(ct)})).on(\"input\",(function(t){this.text(t||\" \").call(h.positionText,ot.attr(\"x\"),ot.attr(\"y\"))}))}return at.classed(\"js-placeholder\",E),ot&&ot.classed(\"js-placeholder\",q),k},SUBTITLE_PADDING_EM:1.6,SUBTITLE_PADDING_MATHJAX_EM:1.6}},85389:function(t,e,r){\"use strict\";var n=r(80337),i=r(10229),a=r(93049).extendFlat,o=r(13582).overrideAll,s=r(57891),l=r(78032).templatedArray,c=l(\"button\",{visible:{valType:\"boolean\"},method:{valType:\"enumerated\",values:[\"restyle\",\"relayout\",\"animate\",\"update\",\"skip\"],dflt:\"restyle\"},args:{valType:\"info_array\",freeLength:!0,items:[{valType:\"any\"},{valType:\"any\"},{valType:\"any\"}]},args2:{valType:\"info_array\",freeLength:!0,items:[{valType:\"any\"},{valType:\"any\"},{valType:\"any\"}]},label:{valType:\"string\",dflt:\"\"},execute:{valType:\"boolean\",dflt:!0}});t.exports=o(l(\"updatemenu\",{_arrayAttrRegexps:[/^updatemenus\\[(0|[1-9][0-9]+)\\]\\.buttons/],visible:{valType:\"boolean\"},type:{valType:\"enumerated\",values:[\"dropdown\",\"buttons\"],dflt:\"dropdown\"},direction:{valType:\"enumerated\",values:[\"left\",\"right\",\"up\",\"down\"],dflt:\"down\"},active:{valType:\"integer\",min:-1,dflt:0},showactive:{valType:\"boolean\",dflt:!0},buttons:c,x:{valType:\"number\",min:-2,max:3,dflt:-.05},xanchor:{valType:\"enumerated\",values:[\"auto\",\"left\",\"center\",\"right\"],dflt:\"right\"},y:{valType:\"number\",min:-2,max:3,dflt:1},yanchor:{valType:\"enumerated\",values:[\"auto\",\"top\",\"middle\",\"bottom\"],dflt:\"top\"},pad:a(s({editType:\"arraydraw\"}),{}),font:n({}),bgcolor:{valType:\"color\"},bordercolor:{valType:\"color\",dflt:i.borderLine},borderwidth:{valType:\"number\",min:0,dflt:1,editType:\"arraydraw\"}}),\"arraydraw\",\"from-root\")},71559:function(t){\"use strict\";t.exports={name:\"updatemenus\",containerClassName:\"updatemenu-container\",headerGroupClassName:\"updatemenu-header-group\",headerClassName:\"updatemenu-header\",headerArrowClassName:\"updatemenu-header-arrow\",dropdownButtonGroupClassName:\"updatemenu-dropdown-button-group\",dropdownButtonClassName:\"updatemenu-dropdown-button\",buttonClassName:\"updatemenu-button\",itemRectClassName:\"updatemenu-item-rect\",itemTextClassName:\"updatemenu-item-text\",menuIndexAttrName:\"updatemenu-active-index\",autoMarginIdRoot:\"updatemenu-\",blankHeaderOpts:{label:\"  \"},minWidth:30,minHeight:30,textPadX:24,arrowPadX:16,rx:2,ry:2,textOffsetX:12,textOffsetY:3,arrowOffsetX:4,gapButtonHeader:5,gapButton:2,activeColor:\"#F4FAFF\",hoverColor:\"#F4FAFF\",arrowSymbol:{left:\"◄\",right:\"►\",up:\"▲\",down:\"▼\"}}},42746:function(t,e,r){\"use strict\";var n=r(34809),i=r(59008),a=r(85389),o=r(71559).name,s=a.buttons;function l(t,e,r){function o(r,i){return n.coerce(t,e,a,r,i)}o(\"visible\",i(t,e,{name:\"buttons\",handleItemDefaults:c}).length>0)&&(o(\"active\"),o(\"direction\"),o(\"type\"),o(\"showactive\"),o(\"x\"),o(\"y\"),n.noneOrAll(t,e,[\"x\",\"y\"]),o(\"xanchor\"),o(\"yanchor\"),o(\"pad.t\"),o(\"pad.r\"),o(\"pad.b\"),o(\"pad.l\"),n.coerceFont(o,\"font\",r.font),o(\"bgcolor\",r.paper_bgcolor),o(\"bordercolor\"),o(\"borderwidth\"))}function c(t,e){function r(r,i){return n.coerce(t,e,s,r,i)}r(\"visible\",\"skip\"===t.method||Array.isArray(t.args))&&(r(\"method\"),r(\"args\"),r(\"args2\"),r(\"label\"),r(\"execute\"))}t.exports=function(t,e){i(t,e,{name:o,handleItemDefaults:l})}},40974:function(t,e,r){\"use strict\";var n=r(45568),i=r(44122),a=r(78766),o=r(62203),s=r(34809),l=r(30635),c=r(78032).arrayEditor,u=r(4530).LINE_SPACING,h=r(71559),f=r(21736);function p(t){return t._index}function d(t,e){return+t.attr(h.menuIndexAttrName)===e._index}function m(t,e,r,n,i,a,o,s){e.active=o,c(t.layout,h.name,e).applyUpdate(\"active\",o),\"buttons\"===e.type?y(t,n,null,null,e):\"dropdown\"===e.type&&(i.attr(h.menuIndexAttrName,\"-1\"),g(t,n,i,a,e),s||y(t,n,i,a,e))}function g(t,e,r,n,i){var a=s.ensureSingle(e,\"g\",h.headerClassName,(function(t){t.style(\"pointer-events\",\"all\")})),l=i._dims,c=i.active,u=i.buttons[c]||h.blankHeaderOpts,f={y:i.pad.t,yPad:0,x:i.pad.l,xPad:0,index:0},p={width:l.headerWidth,height:l.headerHeight};a.call(v,i,u,t).call(M,i,f,p),s.ensureSingle(e,\"text\",h.headerArrowClassName,(function(t){t.attr(\"text-anchor\",\"end\").call(o.font,i.font).text(h.arrowSymbol[i.direction])})).attr({x:l.headerWidth-h.arrowOffsetX+i.pad.l,y:l.headerHeight/2+h.textOffsetY+i.pad.t}),a.on(\"click\",(function(){r.call(S,String(d(r,i)?-1:i._index)),y(t,e,r,n,i)})),a.on(\"mouseover\",(function(){a.call(w)})),a.on(\"mouseout\",(function(){a.call(T,i)})),o.setTranslate(e,l.lx,l.ly)}function y(t,e,r,a,o){r||(r=e).attr(\"pointer-events\",\"all\");var l=function(t){return-1==+t.attr(h.menuIndexAttrName)}(r)&&\"buttons\"!==o.type?[]:o.buttons,c=\"dropdown\"===o.type?h.dropdownButtonClassName:h.buttonClassName,u=r.selectAll(\"g.\"+c).data(s.filterVisible(l)),f=u.enter().append(\"g\").classed(c,!0),p=u.exit();\"dropdown\"===o.type?(f.attr(\"opacity\",\"0\").transition().attr(\"opacity\",\"1\"),p.transition().attr(\"opacity\",\"0\").remove()):p.remove();var d=0,g=0,y=o._dims,x=-1!==[\"up\",\"down\"].indexOf(o.direction);\"dropdown\"===o.type&&(x?g=y.headerHeight+h.gapButtonHeader:d=y.headerWidth+h.gapButtonHeader),\"dropdown\"===o.type&&\"up\"===o.direction&&(g=-h.gapButtonHeader+h.gapButton-y.openHeight),\"dropdown\"===o.type&&\"left\"===o.direction&&(d=-h.gapButtonHeader+h.gapButton-y.openWidth);var _={x:y.lx+d+o.pad.l,y:y.ly+g+o.pad.t,yPad:h.gapButton,xPad:h.gapButton,index:0},k={l:_.x+o.borderwidth,t:_.y+o.borderwidth};u.each((function(s,l){var c=n.select(this);c.call(v,o,s,t).call(M,o,_),c.on(\"click\",(function(){n.event.defaultPrevented||(s.execute&&(s.args2&&o.active===l?(m(t,o,0,e,r,a,-1),i.executeAPICommand(t,s.method,s.args2)):(m(t,o,0,e,r,a,l),i.executeAPICommand(t,s.method,s.args))),t.emit(\"plotly_buttonclicked\",{menu:o,button:s,active:o.active}))})),c.on(\"mouseover\",(function(){c.call(w)})),c.on(\"mouseout\",(function(){c.call(T,o),u.call(b,o)}))})),u.call(b,o),x?(k.w=Math.max(y.openWidth,y.headerWidth),k.h=_.y-k.t):(k.w=_.x-k.l,k.h=Math.max(y.openHeight,y.headerHeight)),k.direction=o.direction,a&&(u.size()?function(t,e,r,n,i,a){var o,s,l,c=i.direction,u=\"up\"===c||\"down\"===c,f=i._dims,p=i.active;if(u)for(s=0,l=0;l<p;l++)s+=f.heights[l]+h.gapButton;else for(o=0,l=0;l<p;l++)o+=f.widths[l]+h.gapButton;n.enable(a,o,s),n.hbar&&n.hbar.attr(\"opacity\",\"0\").transition().attr(\"opacity\",\"1\"),n.vbar&&n.vbar.attr(\"opacity\",\"0\").transition().attr(\"opacity\",\"1\")}(0,0,0,a,o,k):function(t){var e=!!t.hbar,r=!!t.vbar;e&&t.hbar.transition().attr(\"opacity\",\"0\").each(\"end\",(function(){e=!1,r||t.disable()})),r&&t.vbar.transition().attr(\"opacity\",\"0\").each(\"end\",(function(){r=!1,e||t.disable()}))}(a))}function v(t,e,r,n){t.call(x,e).call(_,e,r,n)}function x(t,e){s.ensureSingle(t,\"rect\",h.itemRectClassName,(function(t){t.attr({rx:h.rx,ry:h.ry,\"shape-rendering\":\"crispEdges\"})})).call(a.stroke,e.bordercolor).call(a.fill,e.bgcolor).style(\"stroke-width\",e.borderwidth+\"px\")}function _(t,e,r,n){var i=s.ensureSingle(t,\"text\",h.itemTextClassName,(function(t){t.attr({\"text-anchor\":\"start\",\"data-notex\":1})})),a=r.label,c=n._fullLayout._meta;c&&(a=s.templateString(a,c)),i.call(o.font,e.font).text(a).call(l.convertToTspans,n)}function b(t,e){var r=e.active;t.each((function(t,i){var o=n.select(this);i===r&&e.showactive&&o.select(\"rect.\"+h.itemRectClassName).call(a.fill,h.activeColor)}))}function w(t){t.select(\"rect.\"+h.itemRectClassName).call(a.fill,h.hoverColor)}function T(t,e){t.select(\"rect.\"+h.itemRectClassName).call(a.fill,e.bgcolor)}function k(t,e){var r=e._dims={width1:0,height1:0,heights:[],widths:[],totalWidth:0,totalHeight:0,openWidth:0,openHeight:0,lx:0,ly:0},a=o.tester.selectAll(\"g.\"+h.dropdownButtonClassName).data(s.filterVisible(e.buttons));a.enter().append(\"g\").classed(h.dropdownButtonClassName,!0);var c=-1!==[\"up\",\"down\"].indexOf(e.direction);a.each((function(i,a){var s=n.select(this);s.call(v,e,i,t);var f=s.select(\".\"+h.itemTextClassName),p=f.node()&&o.bBox(f.node()).width,d=Math.max(p+h.textPadX,h.minWidth),m=e.font.size*u,g=l.lineCount(f),y=Math.max(m*g,h.minHeight)+h.textOffsetY;y=Math.ceil(y),d=Math.ceil(d),r.widths[a]=d,r.heights[a]=y,r.height1=Math.max(r.height1,y),r.width1=Math.max(r.width1,d),c?(r.totalWidth=Math.max(r.totalWidth,d),r.openWidth=r.totalWidth,r.totalHeight+=y+h.gapButton,r.openHeight+=y+h.gapButton):(r.totalWidth+=d+h.gapButton,r.openWidth+=d+h.gapButton,r.totalHeight=Math.max(r.totalHeight,y),r.openHeight=r.totalHeight)})),c?r.totalHeight-=h.gapButton:r.totalWidth-=h.gapButton,r.headerWidth=r.width1+h.arrowPadX,r.headerHeight=r.height1,\"dropdown\"===e.type&&(c?(r.width1+=h.arrowPadX,r.totalHeight=r.height1):r.totalWidth=r.width1,r.totalWidth+=h.arrowPadX),a.remove();var f=r.totalWidth+e.pad.l+e.pad.r,p=r.totalHeight+e.pad.t+e.pad.b,d=t._fullLayout._size;r.lx=d.l+d.w*e.x,r.ly=d.t+d.h*(1-e.y);var 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f(t,c,x);l.enter().size()&&(c.node().parentNode.appendChild(c.node()),c.call(S)),l.exit().each((function(t){c.call(S),a(t)})).remove(),l.each((function(e){var r=n.select(this),a=\"dropdown\"===e.type?c:null;i.manageCommandObserver(t,e,e.buttons,(function(n){m(t,e,e.buttons[n.index],r,a,_,n.index,!0)})),\"dropdown\"===e.type?(g(t,r,c,_,e),d(c,e)&&y(t,r,c,_,e)):y(t,r,null,null,e)}))}}},46230:function(t,e,r){\"use strict\";var n=r(71559);t.exports={moduleType:\"component\",name:n.name,layoutAttributes:r(85389),supplyLayoutDefaults:r(42746),draw:r(40974)}},21736:function(t,e,r){\"use strict\";t.exports=s;var n=r(45568),i=r(78766),a=r(62203),o=r(34809);function s(t,e,r){this.gd=t,this.container=e,this.id=r,this.position=null,this.translateX=null,this.translateY=null,this.hbar=null,this.vbar=null,this.bg=this.container.selectAll(\"rect.scrollbox-bg\").data([0]),this.bg.exit().on(\".drag\",null).on(\"wheel\",null).remove(),this.bg.enter().append(\"rect\").classed(\"scrollbox-bg\",!0).style(\"pointer-events\",\"all\").attr({opacity:0,x:0,y:0,width:0,height:0})}s.barWidth=2,s.barLength=20,s.barRadius=2,s.barPad=1,s.barColor=\"#808BA4\",s.prototype.enable=function(t,e,r){var o=this.gd._fullLayout,l=o.width,c=o.height;this.position=t;var u,h,f,p,d=this.position.l,m=this.position.w,g=this.position.t,y=this.position.h,v=this.position.direction,x=\"down\"===v,_=\"left\"===v,b=\"up\"===v,w=m,T=y;x||_||\"right\"===v||b||(this.position.direction=\"down\",x=!0),x||b?(h=(u=d)+w,x?(f=g,T=(p=Math.min(f+T,c))-f):T=(p=g+T)-(f=Math.max(p-T,0))):(p=(f=g)+T,_?w=(h=d+w)-(u=Math.max(h-w,0)):(u=d,w=(h=Math.min(u+w,l))-u)),this._box={l:u,t:f,w:w,h:T};var k=m>w,A=s.barLength+2*s.barPad,M=s.barWidth+2*s.barPad,S=d,E=g+y;E+M>c&&(E=c-M);var C=this.container.selectAll(\"rect.scrollbar-horizontal\").data(k?[0]:[]);C.exit().on(\".drag\",null).remove(),C.enter().append(\"rect\").classed(\"scrollbar-horizontal\",!0).call(i.fill,s.barColor),k?(this.hbar=C.attr({rx:s.barRadius,ry:s.barRadius,x:S,y:E,width:A,height:M}),this._hbarXMin=S+A/2,this._hbarTranslateMax=w-A):(delete this.hbar,delete this._hbarXMin,delete this._hbarTranslateMax);var L=y>T,I=s.barWidth+2*s.barPad,P=s.barLength+2*s.barPad,z=d+m,O=g;z+I>l&&(z=l-I);var D=this.container.selectAll(\"rect.scrollbar-vertical\").data(L?[0]:[]);D.exit().on(\".drag\",null).remove(),D.enter().append(\"rect\").classed(\"scrollbar-vertical\",!0).call(i.fill,s.barColor),L?(this.vbar=D.attr({rx:s.barRadius,ry:s.barRadius,x:z,y:O,width:I,height:P}),this._vbarYMin=O+P/2,this._vbarTranslateMax=T-P):(delete this.vbar,delete this._vbarYMin,delete this._vbarTranslateMax);var R=this.id,F=u-.5,B=L?h+I+.5:h+.5,N=f-.5,j=k?p+M+.5:p+.5,U=o._topdefs.selectAll(\"#\"+R).data(k||L?[0]:[]);if(U.exit().remove(),U.enter().append(\"clipPath\").attr(\"id\",R).append(\"rect\"),k||L?(this._clipRect=U.select(\"rect\").attr({x:Math.floor(F),y:Math.floor(N),width:Math.ceil(B)-Math.floor(F),height:Math.ceil(j)-Math.floor(N)}),this.container.call(a.setClipUrl,R,this.gd),this.bg.attr({x:d,y:g,width:m,height:y})):(this.bg.attr({width:0,height:0}),this.container.on(\"wheel\",null).on(\".drag\",null).call(a.setClipUrl,null),delete this._clipRect),k||L){var V=n.behavior.drag().on(\"dragstart\",(function(){n.event.sourceEvent.preventDefault()})).on(\"drag\",this._onBoxDrag.bind(this));this.container.on(\"wheel\",null).on(\"wheel\",this._onBoxWheel.bind(this)).on(\".drag\",null).call(V);var q=n.behavior.drag().on(\"dragstart\",(function(){n.event.sourceEvent.preventDefault(),n.event.sourceEvent.stopPropagation()})).on(\"drag\",this._onBarDrag.bind(this));k&&this.hbar.on(\".drag\",null).call(q),L&&this.vbar.on(\".drag\",null).call(q)}this.setTranslate(e,r)},s.prototype.disable=function(){(this.hbar||this.vbar)&&(this.bg.attr({width:0,height:0}),this.container.on(\"wheel\",null).on(\".drag\",null).call(a.setClipUrl,null),delete this._clipRect),this.hbar&&(this.hbar.on(\".drag\",null),this.hbar.remove(),delete this.hbar,delete this._hbarXMin,delete this._hbarTranslateMax),this.vbar&&(this.vbar.on(\".drag\",null),this.vbar.remove(),delete this.vbar,delete this._vbarYMin,delete this._vbarTranslateMax)},s.prototype._onBoxDrag=function(){var t=this.translateX,e=this.translateY;this.hbar&&(t-=n.event.dx),this.vbar&&(e-=n.event.dy),this.setTranslate(t,e)},s.prototype._onBoxWheel=function(){var t=this.translateX,e=this.translateY;this.hbar&&(t+=n.event.deltaY),this.vbar&&(e+=n.event.deltaY),this.setTranslate(t,e)},s.prototype._onBarDrag=function(){var t=this.translateX,e=this.translateY;if(this.hbar){var r=t+this._hbarXMin,i=r+this._hbarTranslateMax;t=(o.constrain(n.event.x,r,i)-r)/(i-r)*(this.position.w-this._box.w)}if(this.vbar){var a=e+this._vbarYMin,s=a+this._vbarTranslateMax;e=(o.constrain(n.event.y,a,s)-a)/(s-a)*(this.position.h-this._box.h)}this.setTranslate(t,e)},s.prototype.setTranslate=function(t,e){var r=this.position.w-this._box.w,n=this.position.h-this._box.h;if(t=o.constrain(t||0,0,r),e=o.constrain(e||0,0,n),this.translateX=t,this.translateY=e,this.container.call(a.setTranslate,this._box.l-this.position.l-t,this._box.t-this.position.t-e),this._clipRect&&this._clipRect.attr({x:Math.floor(this.position.l+t-.5),y:Math.floor(this.position.t+e-.5)}),this.hbar){var i=t/r;this.hbar.call(a.setTranslate,t+i*this._hbarTranslateMax,e)}if(this.vbar){var s=e/n;this.vbar.call(a.setTranslate,t,e+s*this._vbarTranslateMax)}}},4530:function(t){\"use strict\";t.exports={FROM_BL:{left:0,center:.5,right:1,bottom:0,middle:.5,top:1},FROM_TL:{left:0,center:.5,right:1,bottom:1,middle:.5,top:0},FROM_BR:{left:1,center:.5,right:0,bottom:0,middle:.5,top:1},LINE_SPACING:1.3,CAP_SHIFT:.7,MID_SHIFT:.35,OPPOSITE_SIDE:{left:\"right\",right:\"left\",top:\"bottom\",bottom:\"top\"}}},35081:function(t){\"use strict\";t.exports={axisRefDescription:function(t,e,r){return[\"If set to a\",t,\"axis id (e.g. *\"+t+\"* or\",\"*\"+t+\"2*), the `\"+t+\"` position refers to a\",t,\"coordinate. 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y=n/(h[2]-h[0])*(l[2]-l[0])+l[0],v=i/(h[3]-h[1])*(l[3]-l[1])+l[1];c.boxInited||(c.boxStart[0]=y,c.boxStart[1]=v,c.dragStart[0]=n,c.dragStart[1]=i),c.boxEnd[0]=y,c.boxEnd[1]=v,c.boxInited=!0,c.boxEnabled||c.boxStart[0]===c.boxEnd[0]&&c.boxStart[1]===c.boxEnd[1]||(c.boxEnabled=!0);var x=Math.abs(c.dragStart[0]-n)<m,_=Math.abs(c.dragStart[1]-i)<m;if(!function(){for(var e=t.graphDiv._fullLayout._axisConstraintGroups,r=t.xaxis._id,n=t.yaxis._id,i=0;i<e.length;i++)if(-1!==e[i][r]){if(-1!==e[i][n])return!0;break}return!1}()||x&&_)x&&(c.boxEnd[0]=c.boxStart[0]),_&&(c.boxEnd[1]=c.boxStart[1]);else{a=c.boxEnd[0]-c.boxStart[0],s=c.boxEnd[1]-c.boxStart[1];var b=(l[3]-l[1])/(l[2]-l[0]);Math.abs(a*b)>Math.abs(s)?(c.boxEnd[1]=c.boxStart[1]+Math.abs(a)*b*(s>=0?1:-1),c.boxEnd[1]<l[1]?(c.boxEnd[1]=l[1],c.boxEnd[0]=c.boxStart[0]+(l[1]-c.boxStart[1])/Math.abs(b)):c.boxEnd[1]>l[3]&&(c.boxEnd[1]=l[3],c.boxEnd[0]=c.boxStart[0]+(l[3]-c.boxStart[1])/Math.abs(b))):(c.boxEnd[0]=c.boxStart[0]+Math.abs(s)/b*(a>=0?1:-1),c.boxEnd[0]<l[0]?(c.boxEnd[0]=l[0],c.boxEnd[1]=c.boxStart[1]+(l[0]-c.boxStart[0])*Math.abs(b)):c.boxEnd[0]>l[2]&&(c.boxEnd[0]=l[2],c.boxEnd[1]=c.boxStart[1]+(l[2]-c.boxStart[0])*Math.abs(b)))}}else c.boxEnabled?(a=c.boxStart[0]!==c.boxEnd[0],s=c.boxStart[1]!==c.boxEnd[1],a||s?(a&&(g(0,c.boxStart[0],c.boxEnd[0]),t.xaxis.autorange=!1),s&&(g(1,c.boxStart[1],c.boxEnd[1]),t.yaxis.autorange=!1),t.relayoutCallback()):t.glplot.setDirty(),c.boxEnabled=!1,c.boxInited=!1):c.boxInited&&(c.boxInited=!1);break;case\"pan\":c.boxEnabled=!1,c.boxInited=!1,e?(c.panning||(c.dragStart[0]=n,c.dragStart[1]=i),Math.abs(c.dragStart[0]-n)<d&&(n=c.dragStart[0]),Math.abs(c.dragStart[1]-i)<d&&(i=c.dragStart[1]),a=(f-n)*(l[2]-l[0])/(r.viewBox[2]-r.viewBox[0]),s=(p-i)*(l[3]-l[1])/(r.viewBox[3]-r.viewBox[1]),l[0]+=a,l[2]+=a,l[1]+=s,l[3]+=s,t.setRanges(l),c.panning=!0,c.lastInputTime=Date.now(),u(),t.cameraChanged(),t.handleAnnotations()):c.panning&&(c.panning=!1,t.relayoutCallback())}c.lastPos[0]=n,c.lastPos[1]=i}return c.mouseListener=n(e,h),e.addEventListener(\"touchstart\",(function(t){var r=a(t.changedTouches[0],e);h(0,r[0],r[1]),h(1,r[0],r[1]),t.preventDefault()}),!!s&&{passive:!1}),e.addEventListener(\"touchmove\",(function(t){t.preventDefault();var r=a(t.changedTouches[0],e);h(1,r[0],r[1]),t.preventDefault()}),!!s&&{passive:!1}),e.addEventListener(\"touchend\",(function(t){h(0,c.lastPos[0],c.lastPos[1]),t.preventDefault()}),!!s&&{passive:!1}),c.wheelListener=i(e,(function(e,n){if(!t.scrollZoom)return!1;var i=t.calcDataBox(),a=r.viewBox,o=c.lastPos[0],s=c.lastPos[1],l=Math.exp(5*n/(a[3]-a[1])),h=o/(a[2]-a[0])*(i[2]-i[0])+i[0],f=s/(a[3]-a[1])*(i[3]-i[1])+i[1];return i[0]=(i[0]-h)*l+h,i[2]=(i[2]-h)*l+h,i[1]=(i[1]-f)*l+f,i[3]=(i[3]-f)*l+f,t.setRanges(i),c.lastInputTime=Date.now(),u(),t.cameraChanged(),t.handleAnnotations(),t.relayoutCallback(),!0}),!0),c}},10749:function(t,e,r){\"use strict\";var n=r(29714),i=r(55010);function a(t){this.scene=t,this.gl=t.gl,this.pixelRatio=t.pixelRatio,this.screenBox=[0,0,1,1],this.viewBox=[0,0,1,1],this.dataBox=[-1,-1,1,1],this.borderLineEnable=[!1,!1,!1,!1],this.borderLineWidth=[1,1,1,1],this.borderLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.ticks=[[],[]],this.tickEnable=[!0,!0,!1,!1],this.tickPad=[15,15,15,15],this.tickAngle=[0,0,0,0],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickMarkLength=[0,0,0,0],this.tickMarkWidth=[0,0,0,0],this.tickMarkColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labels=[\"x\",\"y\"],this.labelEnable=[!0,!0,!1,!1],this.labelAngle=[0,Math.PI/2,0,3*Math.PI/2],this.labelPad=[15,15,15,15],this.labelSize=[12,12],this.labelFont=[\"sans-serif\",\"sans-serif\"],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.title=\"\",this.titleEnable=!0,this.titleCenter=[0,0,0,0],this.titleAngle=0,this.titleColor=[0,0,0,1],this.titleFont=\"sans-serif\",this.titleSize=18,this.gridLineEnable=[!0,!0],this.gridLineColor=[[0,0,0,.5],[0,0,0,.5]],this.gridLineWidth=[1,1],this.zeroLineEnable=[!0,!0],this.zeroLineWidth=[1,1],this.zeroLineColor=[[0,0,0,1],[0,0,0,1]],this.borderColor=[0,0,0,0],this.backgroundColor=[0,0,0,0],this.static=this.scene.staticPlot}var o=a.prototype,s=[\"xaxis\",\"yaxis\"];o.merge=function(t){var e,r,n,a,o,l,c,u,h,f,p;for(this.titleEnable=!1,this.backgroundColor=i(t.plot_bgcolor),f=0;f<2;++f){var d=(e=s[f]).charAt(0);for(n=(r=t[this.scene[e]._name]).title.text===this.scene.fullLayout._dfltTitle[d]?\"\":r.title.text,p=0;p<=2;p+=2)this.labelEnable[f+p]=!1,this.labels[f+p]=n,this.labelColor[f+p]=i(r.title.font.color),this.labelFont[f+p]=r.title.font.family,this.labelSize[f+p]=r.title.font.size,this.labelPad[f+p]=this.getLabelPad(e,r),this.tickEnable[f+p]=!1,this.tickColor[f+p]=i((r.tickfont||{}).color),this.tickAngle[f+p]=\"auto\"===r.tickangle?0:Math.PI*-r.tickangle/180,this.tickPad[f+p]=this.getTickPad(r),this.tickMarkLength[f+p]=0,this.tickMarkWidth[f+p]=r.tickwidth||0,this.tickMarkColor[f+p]=i(r.tickcolor),this.borderLineEnable[f+p]=!1,this.borderLineColor[f+p]=i(r.linecolor),this.borderLineWidth[f+p]=r.linewidth||0;c=this.hasSharedAxis(r),o=this.hasAxisInDfltPos(e,r)&&!c,l=this.hasAxisInAltrPos(e,r)&&!c,a=r.mirror||!1,u=c?-1!==String(a).indexOf(\"all\"):!!a,h=c?\"allticks\"===a:-1!==String(a).indexOf(\"ticks\"),o?this.labelEnable[f]=!0:l&&(this.labelEnable[f+2]=!0),o?this.tickEnable[f]=r.showticklabels:l&&(this.tickEnable[f+2]=r.showticklabels),(o||u)&&(this.borderLineEnable[f]=r.showline),(l||u)&&(this.borderLineEnable[f+2]=r.showline),(o||h)&&(this.tickMarkLength[f]=this.getTickMarkLength(r)),(l||h)&&(this.tickMarkLength[f+2]=this.getTickMarkLength(r)),this.gridLineEnable[f]=r.showgrid,this.gridLineColor[f]=i(r.gridcolor),this.gridLineWidth[f]=r.gridwidth,this.zeroLineEnable[f]=r.zeroline,this.zeroLineColor[f]=i(r.zerolinecolor),this.zeroLineWidth[f]=r.zerolinewidth}},o.hasSharedAxis=function(t){var e=this.scene,r=e.fullLayout._subplots.gl2d;return 0!==n.findSubplotsWithAxis(r,t).indexOf(e.id)},o.hasAxisInDfltPos=function(t,e){var r=e.side;return\"xaxis\"===t?\"bottom\"===r:\"yaxis\"===t?\"left\"===r:void 0},o.hasAxisInAltrPos=function(t,e){var r=e.side;return\"xaxis\"===t?\"top\"===r:\"yaxis\"===t?\"right\"===r:void 0},o.getLabelPad=function(t,e){var r=1.5,n=e.title.font.size,i=e.showticklabels;return\"xaxis\"===t?\"top\"===e.side?n*(r+(i?1:0))-10:n*(r+(i?.5:0))-10:\"yaxis\"===t?\"right\"===e.side?10+n*(r+(i?1:.5)):10+n*(r+(i?.5:0)):void 0},o.getTickPad=function(t){return\"outside\"===t.ticks?10+t.ticklen:15},o.getTickMarkLength=function(t){if(!t.ticks)return 0;var e=t.ticklen;return\"inside\"===t.ticks?-e:e},t.exports=function(t){return new a(t)}},24585:function(t,e,r){\"use strict\";var n=r(13582).overrideAll,i=r(27672),a=r(6704),o=r(62972),s=r(54826),l=r(37703),c=r(6811),u=r(4173).KO;e.name=\"gl2d\",e.attr=[\"xaxis\",\"yaxis\"],e.idRoot=[\"x\",\"y\"],e.idRegex=s.idRegex,e.attrRegex=s.attrRegex,e.attributes=r(55126),e.supplyLayoutDefaults=function(t,e,r){e._has(\"cartesian\")||l.supplyLayoutDefaults(t,e,r)},e.layoutAttrOverrides=n(l.layoutAttributes,\"plot\",\"from-root\"),e.baseLayoutAttrOverrides=n({plot_bgcolor:a.plot_bgcolor,hoverlabel:c.hoverlabel},\"plot\",\"nested\"),e.plot=function(t){for(var e=t._fullLayout,r=t._fullData,n=e._subplots.gl2d,a=0;a<n.length;a++){var o=n[a],s=e._plots[o],l=u(r,\"gl2d\",o),c=s._scene2d;void 0===c&&(c=new i({id:o,graphDiv:t,container:t.querySelector(\".gl-container\"),staticPlot:t._context.staticPlot,plotGlPixelRatio:t._context.plotGlPixelRatio},e),s._scene2d=c),c.plot(l,t.calcdata,e,t.layout)}},e.clean=function(t,e,r,n){for(var i=n._subplots.gl2d||[],a=0;a<i.length;a++){var o=i[a],s=n._plots[o];s._scene2d&&0===u(t,\"gl2d\",o).length&&(s._scene2d.destroy(),delete n._plots[o])}l.clean.apply(this,arguments)},e.drawFramework=function(t){t._context.staticPlot||l.drawFramework(t)},e.toSVG=function(t){for(var e=t._fullLayout,r=e._subplots.gl2d,n=0;n<r.length;n++){var i=e._plots[r[n]]._scene2d,a=i.toImage(\"png\");e._glimages.append(\"svg:image\").attr({xmlns:o.svg,\"xlink:href\":a,x:0,y:0,width:\"100%\",height:\"100%\",preserveAspectRatio:\"none\"}),i.destroy()}},e.updateFx=function(t){for(var e=t._fullLayout,r=e._subplots.gl2d,n=0;n<r.length;n++)e._plots[r[n]]._scene2d.updateFx(e.dragmode)}},27672:function(t,e,r){\"use strict\";var n,i,a=r(33626),o=r(29714),s=r(32141),l=r(99098).gl_plot2d,c=r(99098).gl_spikes2d,u=r(99098).gl_select_box,h=r(22248),f=r(10749),p=r(77055),d=r(97464),m=r(84391),g=m.enforce,y=m.clean,v=r(32919).doAutoRange,x=r(70414),_=x.drawMode,b=x.selectMode,w=[\"xaxis\",\"yaxis\"],T=r(54826).SUBPLOT_PATTERN;function k(t,e){this.container=t.container,this.graphDiv=t.graphDiv,this.pixelRatio=t.plotGlPixelRatio||window.devicePixelRatio,this.id=t.id,this.staticPlot=!!t.staticPlot,this.scrollZoom=this.graphDiv._context._scrollZoom.cartesian,this.fullData=null,this.updateRefs(e),this.makeFramework(),this.stopped||(this.glplotOptions=f(this),this.glplotOptions.merge(e),this.glplot=l(this.glplotOptions),this.camera=p(this),this.traces={},this.spikes=c(this.glplot),this.selectBox=u(this.glplot,{innerFill:!1,outerFill:!0}),this.lastButtonState=0,this.pickResult=null,this.isMouseOver=!0,this.stopped=!1,this.redraw=this.draw.bind(this),this.redraw())}t.exports=k;var A=k.prototype;A.makeFramework=function(){if(this.staticPlot){if(!(i||(n=document.createElement(\"canvas\"),i=h({canvas:n,preserveDrawingBuffer:!1,premultipliedAlpha:!0,antialias:!0}))))throw new Error(\"Error creating static canvas/context for image server\");this.canvas=n,this.gl=i}else{var t=this.container.querySelector(\".gl-canvas-focus\"),e=h({canvas:t,preserveDrawingBuffer:!0,premultipliedAlpha:!0});if(!e)return d(this),void(this.stopped=!0);this.canvas=t,this.gl=e}var r=this.canvas;r.style.width=\"100%\",r.style.height=\"100%\",r.style.position=\"absolute\",r.style.top=\"0px\",r.style.left=\"0px\",r.style[\"pointer-events\"]=\"none\",this.updateSize(r);var a=this.svgContainer=document.createElementNS(\"http://www.w3.org/2000/svg\",\"svg\");a.style.position=\"absolute\",a.style.top=a.style.left=\"0px\",a.style.width=a.style.height=\"100%\",a.style[\"z-index\"]=20,a.style[\"pointer-events\"]=\"none\";var o=this.mouseContainer=document.createElement(\"div\");o.style.position=\"absolute\",o.style[\"pointer-events\"]=\"auto\",this.pickCanvas=this.container.querySelector(\".gl-canvas-pick\");var s=this.container;s.appendChild(a),s.appendChild(o);var l=this;o.addEventListener(\"mouseout\",(function(){l.isMouseOver=!1,l.unhover()})),o.addEventListener(\"mouseover\",(function(){l.isMouseOver=!0}))},A.toImage=function(t){t||(t=\"png\"),this.stopped=!0,this.staticPlot&&this.container.appendChild(n),this.updateSize(this.canvas);var e=this.glplot.gl,r=e.drawingBufferWidth,i=e.drawingBufferHeight;e.clearColor(1,1,1,0),e.clear(e.COLOR_BUFFER_BIT|e.DEPTH_BUFFER_BIT),this.glplot.setDirty(),this.glplot.draw(),e.bindFramebuffer(e.FRAMEBUFFER,null);var a=new Uint8Array(r*i*4);e.readPixels(0,0,r,i,e.RGBA,e.UNSIGNED_BYTE,a);for(var o=0,s=i-1;o<s;++o,--s)for(var l=0;l<r;++l)for(var c=0;c<4;++c){var u=a[4*(r*o+l)+c];a[4*(r*o+l)+c]=a[4*(r*s+l)+c],a[4*(r*s+l)+c]=u}var h=document.createElement(\"canvas\");h.width=r,h.height=i;var f,p=h.getContext(\"2d\",{willReadFrequently:!0}),d=p.createImageData(r,i);switch(d.data.set(a),p.putImageData(d,0,0),t){case\"jpeg\":f=h.toDataURL(\"image/jpeg\");break;case\"webp\":f=h.toDataURL(\"image/webp\");break;default:f=h.toDataURL(\"image/png\")}return this.staticPlot&&this.container.removeChild(n),f},A.updateSize=function(t){t||(t=this.canvas);var e=this.pixelRatio,r=this.fullLayout,n=r.width,i=r.height,a=0|Math.ceil(e*n),o=0|Math.ceil(e*i);return t.width===a&&t.height===o||(t.width=a,t.height=o),t},A.computeTickMarks=function(){this.xaxis.setScale(),this.yaxis.setScale();for(var t=[o.calcTicks(this.xaxis),o.calcTicks(this.yaxis)],e=0;e<2;++e)for(var r=0;r<t[e].length;++r)t[e][r].text=t[e][r].text+\"\";return t},A.updateRefs=function(t){this.fullLayout=t;var e=this.id.match(T),r=\"xaxis\"+e[1],n=\"yaxis\"+e[2];this.xaxis=this.fullLayout[r],this.yaxis=this.fullLayout[n]},A.relayoutCallback=function(){var t=this.graphDiv,e=this.xaxis,r=this.yaxis,n=t.layout,i={},o=i[e._name+\".range\"]=e.range.slice(),s=i[r._name+\".range\"]=r.range.slice();i[e._name+\".autorange\"]=e.autorange,i[r._name+\".autorange\"]=r.autorange,a.call(\"_storeDirectGUIEdit\",t.layout,t._fullLayout._preGUI,i);var l=n[e._name];l.range=o,l.autorange=e.autorange;var c=n[r._name];c.range=s,c.autorange=r.autorange,i.lastInputTime=this.camera.lastInputTime,t.emit(\"plotly_relayout\",i)},A.cameraChanged=function(){var t=this.camera;this.glplot.setDataBox(this.calcDataBox());var e=this.computeTickMarks();(function(t,e){for(var r=0;r<2;++r){var n=t[r],i=e[r];if(n.length!==i.length)return!0;for(var a=0;a<n.length;++a)if(n[a].x!==i[a].x)return!0}return!1})(e,this.glplotOptions.ticks)&&(this.glplotOptions.ticks=e,this.glplotOptions.dataBox=t.dataBox,this.glplot.update(this.glplotOptions),this.handleAnnotations())},A.handleAnnotations=function(){for(var t=this.graphDiv,e=this.fullLayout.annotations,r=0;r<e.length;r++){var n=e[r];n.xref===this.xaxis._id&&n.yref===this.yaxis._id&&a.getComponentMethod(\"annotations\",\"drawOne\")(t,r)}},A.destroy=function(){if(this.glplot){var t=this.traces;t&&Object.keys(t).map((function(e){t[e].dispose(),delete t[e]})),this.glplot.dispose(),this.container.removeChild(this.svgContainer),this.container.removeChild(this.mouseContainer),this.fullData=null,this.glplot=null,this.stopped=!0,this.camera.mouseListener.enabled=!1,this.mouseContainer.removeEventListener(\"wheel\",this.camera.wheelListener),this.camera=null}},A.plot=function(t,e,r){var n=this.glplot;this.updateRefs(r),this.xaxis.clearCalc(),this.yaxis.clearCalc(),this.updateTraces(t,e),this.updateFx(r.dragmode);var i=r.width,a=r.height;this.updateSize(this.canvas);var o=this.glplotOptions;o.merge(r),o.screenBox=[0,0,i,a];var s={_fullLayout:{_axisConstraintGroups:r._axisConstraintGroups,xaxis:this.xaxis,yaxis:this.yaxis,_size:r._size}};y(s,this.xaxis),y(s,this.yaxis);var l,c,u=r._size,h=this.xaxis.domain,f=this.yaxis.domain;for(o.viewBox=[u.l+h[0]*u.w,u.b+f[0]*u.h,i-u.r-(1-h[1])*u.w,a-u.t-(1-f[1])*u.h],this.mouseContainer.style.width=u.w*(h[1]-h[0])+\"px\",this.mouseContainer.style.height=u.h*(f[1]-f[0])+\"px\",this.mouseContainer.height=u.h*(f[1]-f[0]),this.mouseContainer.style.left=u.l+h[0]*u.w+\"px\",this.mouseContainer.style.top=u.t+(1-f[1])*u.h+\"px\",c=0;c<2;++c)(l=this[w[c]])._length=o.viewBox[c+2]-o.viewBox[c],v(this.graphDiv,l),l.setScale();g(s),o.ticks=this.computeTickMarks(),o.dataBox=this.calcDataBox(),o.merge(r),n.update(o),this.glplot.draw()},A.calcDataBox=function(){var t=this.xaxis,e=this.yaxis,r=t.range,n=e.range,i=t.r2l,a=e.r2l;return[i(r[0]),a(n[0]),i(r[1]),a(n[1])]},A.setRanges=function(t){var e=this.xaxis,r=this.yaxis,n=e.l2r,i=r.l2r;e.range=[n(t[0]),n(t[2])],r.range=[i(t[1]),i(t[3])]},A.updateTraces=function(t,e){var r,n,i,a=Object.keys(this.traces);this.fullData=t;t:for(r=0;r<a.length;r++){var o=a[r],s=this.traces[o];for(n=0;n<t.length;n++)if((i=t[n]).uid===o&&i.type===s.type)continue t;s.dispose(),delete this.traces[o]}for(r=0;r<t.length;r++){i=t[r];var l=e[r],c=this.traces[i.uid];c?c.update(i,l):(c=i._module.plot(this,i,l),this.traces[i.uid]=c)}this.glplot.objects.sort((function(t,e){return t._trace.index-e._trace.index}))},A.updateFx=function(t){b(t)||_(t)?(this.pickCanvas.style[\"pointer-events\"]=\"none\",this.mouseContainer.style[\"pointer-events\"]=\"none\"):(this.pickCanvas.style[\"pointer-events\"]=\"auto\",this.mouseContainer.style[\"pointer-events\"]=\"auto\"),this.mouseContainer.style.cursor=\"pan\"===t?\"move\":\"zoom\"===t?\"crosshair\":null},A.emitPointAction=function(t,e){for(var r,n=t.trace.uid,i=t.pointIndex,a=0;a<this.fullData.length;a++)this.fullData[a].uid===n&&(r=this.fullData[a]);var o={x:t.traceCoord[0],y:t.traceCoord[1],curveNumber:r.index,pointNumber:i,data:r._input,fullData:this.fullData,xaxis:this.xaxis,yaxis:this.yaxis};s.appendArrayPointValue(o,r,i),this.graphDiv.emit(e,{points:[o]})},A.draw=function(){if(!this.stopped){requestAnimationFrame(this.redraw);var t=this.glplot,e=this.camera,r=e.mouseListener,n=1===this.lastButtonState&&0===r.buttons,i=this.fullLayout;this.lastButtonState=r.buttons,this.cameraChanged();var a,o=r.x*t.pixelRatio,l=this.canvas.height-t.pixelRatio*r.y;if(e.boxEnabled&&\"zoom\"===i.dragmode){this.selectBox.enabled=!0;for(var c=this.selectBox.selectBox=[Math.min(e.boxStart[0],e.boxEnd[0]),Math.min(e.boxStart[1],e.boxEnd[1]),Math.max(e.boxStart[0],e.boxEnd[0]),Math.max(e.boxStart[1],e.boxEnd[1])],u=0;u<2;u++)e.boxStart[u]===e.boxEnd[u]&&(c[u]=t.dataBox[u],c[u+2]=t.dataBox[u+2]);t.setDirty()}else if(!e.panning&&this.isMouseOver){this.selectBox.enabled=!1;var h=i._size,f=this.xaxis.domain,p=this.yaxis.domain,d=(a=t.pick(o/t.pixelRatio+h.l+f[0]*h.w,l/t.pixelRatio-(h.t+(1-p[1])*h.h)))&&a.object._trace.handlePick(a);if(d&&n&&this.emitPointAction(d,\"plotly_click\"),a&&\"skip\"!==a.object._trace.hoverinfo&&i.hovermode&&d&&(!this.lastPickResult||this.lastPickResult.traceUid!==d.trace.uid||this.lastPickResult.dataCoord[0]!==d.dataCoord[0]||this.lastPickResult.dataCoord[1]!==d.dataCoord[1])){var m=d;this.lastPickResult={traceUid:d.trace?d.trace.uid:null,dataCoord:d.dataCoord.slice()},this.spikes.update({center:a.dataCoord}),m.screenCoord=[((t.viewBox[2]-t.viewBox[0])*(a.dataCoord[0]-t.dataBox[0])/(t.dataBox[2]-t.dataBox[0])+t.viewBox[0])/t.pixelRatio,(this.canvas.height-(t.viewBox[3]-t.viewBox[1])*(a.dataCoord[1]-t.dataBox[1])/(t.dataBox[3]-t.dataBox[1])-t.viewBox[1])/t.pixelRatio],this.emitPointAction(d,\"plotly_hover\");var g=this.fullData[m.trace.index]||{},y=m.pointIndex,v=s.castHoverinfo(g,i,y);if(v&&\"all\"!==v){var x=v.split(\"+\");-1===x.indexOf(\"x\")&&(m.traceCoord[0]=void 0),-1===x.indexOf(\"y\")&&(m.traceCoord[1]=void 0),-1===x.indexOf(\"z\")&&(m.traceCoord[2]=void 0),-1===x.indexOf(\"text\")&&(m.textLabel=void 0),-1===x.indexOf(\"name\")&&(m.name=void 0)}s.loneHover({x:m.screenCoord[0],y:m.screenCoord[1],xLabel:this.hoverFormatter(\"xaxis\",m.traceCoord[0]),yLabel:this.hoverFormatter(\"yaxis\",m.traceCoord[1]),zLabel:m.traceCoord[2],text:m.textLabel,name:m.name,color:s.castHoverOption(g,y,\"bgcolor\")||m.color,borderColor:s.castHoverOption(g,y,\"bordercolor\"),fontFamily:s.castHoverOption(g,y,\"font.family\"),fontSize:s.castHoverOption(g,y,\"font.size\"),fontColor:s.castHoverOption(g,y,\"font.color\"),nameLength:s.castHoverOption(g,y,\"namelength\"),textAlign:s.castHoverOption(g,y,\"align\")},{container:this.svgContainer,gd:this.graphDiv})}}a||this.unhover(),t.draw()}},A.unhover=function(){this.lastPickResult&&(this.spikes.update({}),this.lastPickResult=null,this.graphDiv.emit(\"plotly_unhover\"),s.loneUnhover(this.svgContainer))},A.hoverFormatter=function(t,e){if(void 0!==e){var r=this[t];return o.tickText(r,r.c2l(e),\"hover\").text}}},2487:function(t,e,r){\"use strict\";var n=r(13582).overrideAll,i=r(6811),a=r(20299),o=r(4173).KO,s=r(34809),l=r(62972),c=\"gl3d\",u=\"scene\";e.name=c,e.attr=u,e.idRoot=u,e.idRegex=e.attrRegex=s.counterRegex(\"scene\"),e.attributes=r(22597),e.layoutAttributes=r(77168),e.baseLayoutAttrOverrides=n({hoverlabel:i.hoverlabel},\"plot\",\"nested\"),e.supplyLayoutDefaults=r(15250),e.plot=function(t){for(var e=t._fullLayout,r=t._fullData,n=e._subplots[c],i=0;i<n.length;i++){var s=n[i],l=o(r,c,s),u=e[s],h=u.camera,f=u._scene;f||(f=new a({id:s,graphDiv:t,container:t.querySelector(\".gl-container\"),staticPlot:t._context.staticPlot,plotGlPixelRatio:t._context.plotGlPixelRatio,camera:h},e),u._scene=f),f.viewInitial||(f.viewInitial={up:{x:h.up.x,y:h.up.y,z:h.up.z},eye:{x:h.eye.x,y:h.eye.y,z:h.eye.z},center:{x:h.center.x,y:h.center.y,z:h.center.z}}),f.plot(l,e,t.layout)}},e.clean=function(t,e,r,n){for(var i=n._subplots[c]||[],a=0;a<i.length;a++){var o=i[a];!e[o]&&n[o]._scene&&(n[o]._scene.destroy(),n._infolayer&&n._infolayer.selectAll(\".annotation-\"+o).remove())}},e.toSVG=function(t){for(var e=t._fullLayout,r=e._subplots[c],n=e._size,i=0;i<r.length;i++){var a=e[r[i]],o=a.domain,s=a._scene,u=s.toImage(\"png\");e._glimages.append(\"svg:image\").attr({xmlns:l.svg,\"xlink:href\":u,x:n.l+n.w*o.x[0],y:n.t+n.h*(1-o.y[1]),width:n.w*(o.x[1]-o.x[0]),height:n.h*(o.y[1]-o.y[0]),preserveAspectRatio:\"none\"}),s.destroy()}},e.cleanId=function(t){if(t.match(/^scene[0-9]*$/)){var e=t.substr(5);return\"1\"===e&&(e=\"\"),u+e}},e.updateFx=function(t){for(var e=t._fullLayout,r=e._subplots[c],n=0;n<r.length;n++)e[r[n]]._scene.updateFx(e.dragmode,e.hovermode)}},22597:function(t){\"use strict\";t.exports={scene:{valType:\"subplotid\",dflt:\"scene\",editType:\"calc+clearAxisTypes\"}}},63397:function(t,e,r){\"use strict\";var n=r(78766),i=r(25829),a=r(93049).extendFlat,o=r(13582).overrideAll;t.exports=o({visible:i.visible,showspikes:{valType:\"boolean\",dflt:!0},spikesides:{valType:\"boolean\",dflt:!0},spikethickness:{valType:\"number\",min:0,dflt:2},spikecolor:{valType:\"color\",dflt:n.defaultLine},showbackground:{valType:\"boolean\",dflt:!1},backgroundcolor:{valType:\"color\",dflt:\"rgba(204, 204, 204, 0.5)\"},showaxeslabels:{valType:\"boolean\",dflt:!0},color:i.color,categoryorder:i.categoryorder,categoryarray:i.categoryarray,title:{text:i.title.text,font:i.title.font},type:a({},i.type,{values:[\"-\",\"linear\",\"log\",\"date\",\"category\"]}),autotypenumbers:i.autotypenumbers,autorange:i.autorange,autorangeoptions:{minallowed:i.autorangeoptions.minallowed,maxallowed:i.autorangeoptions.maxallowed,clipmin:i.autorangeoptions.clipmin,clipmax:i.autorangeoptions.clipmax,include:i.autorangeoptions.include,editType:\"plot\"},rangemode:i.rangemode,minallowed:i.minallowed,maxallowed:i.maxallowed,range:a({},i.range,{items:[{valType:\"any\",editType:\"plot\",impliedEdits:{\"^autorange\":!1}},{valType:\"any\",editType:\"plot\",impliedEdits:{\"^autorange\":!1}}],anim:!1}),tickmode:i.minor.tickmode,nticks:i.nticks,tick0:i.tick0,dtick:i.dtick,tickvals:i.tickvals,ticktext:i.ticktext,ticks:i.ticks,mirror:i.mirror,ticklen:i.ticklen,tickwidth:i.tickwidth,tickcolor:i.tickcolor,showticklabels:i.showticklabels,labelalias:i.labelalias,tickfont:i.tickfont,tickangle:i.tickangle,tickprefix:i.tickprefix,showtickprefix:i.showtickprefix,ticksuffix:i.ticksuffix,showticksuffix:i.showticksuffix,showexponent:i.showexponent,exponentformat:i.exponentformat,minexponent:i.minexponent,separatethousands:i.separatethousands,tickformat:i.tickformat,tickformatstops:i.tickformatstops,hoverformat:i.hoverformat,showline:i.showline,linecolor:i.linecolor,linewidth:i.linewidth,showgrid:i.showgrid,gridcolor:a({},i.gridcolor,{dflt:\"rgb(204, 204, 204)\"}),gridwidth:i.gridwidth,zeroline:i.zeroline,zerolinecolor:i.zerolinecolor,zerolinewidth:i.zerolinewidth,_deprecated:{title:i._deprecated.title,titlefont:i._deprecated.titlefont}},\"plot\",\"from-root\")},34258:function(t,e,r){\"use strict\";var n=r(65657).mix,i=r(34809),a=r(78032),o=r(63397),s=r(4392),l=r(97655),c=[\"xaxis\",\"yaxis\",\"zaxis\"];t.exports=function(t,e,r){var u,h;function f(t,e){return i.coerce(u,h,o,t,e)}for(var p=0;p<c.length;p++){var d=c[p];u=t[d]||{},(h=a.newContainer(e,d))._id=d[0]+r.scene,h._name=d,s(u,h,f,r),l(u,h,f,{font:r.font,letter:d[0],data:r.data,showGrid:!0,noAutotickangles:!0,noTicklabelindex:!0,noTickson:!0,noTicklabelmode:!0,noTicklabelshift:!0,noTicklabelstandoff:!0,noTicklabelstep:!0,noTicklabelposition:!0,noTicklabeloverflow:!0,noInsiderange:!0,bgColor:r.bgColor,calendar:r.calendar},r.fullLayout),f(\"gridcolor\",n(h.color,r.bgColor,72.72727272727273).toRgbString()),f(\"title.text\",d[0]),h.setScale=i.noop,f(\"showspikes\")&&(f(\"spikesides\"),f(\"spikethickness\"),f(\"spikecolor\",h.color)),f(\"showaxeslabels\"),f(\"showbackground\")&&f(\"backgroundcolor\")}}},95701:function(t,e,r){\"use strict\";var n=r(55010),i=r(34809),a=[\"xaxis\",\"yaxis\",\"zaxis\"];function o(){this.bounds=[[-10,-10,-10],[10,10,10]],this.ticks=[[],[],[]],this.tickEnable=[!0,!0,!0],this.tickFont=[\"sans-serif\",\"sans-serif\",\"sans-serif\"],this.tickSize=[12,12,12],this.tickFontWeight=[\"normal\",\"normal\",\"normal\",\"normal\"],this.tickFontStyle=[\"normal\",\"normal\",\"normal\",\"normal\"],this.tickFontVariant=[\"normal\",\"normal\",\"normal\",\"normal\"],this.tickAngle=[0,0,0],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickPad=[18,18,18],this.labels=[\"x\",\"y\",\"z\"],this.labelEnable=[!0,!0,!0],this.labelFont=[\"Open Sans\",\"Open Sans\",\"Open Sans\"],this.labelSize=[20,20,20],this.labelFontWeight=[\"normal\",\"normal\",\"normal\",\"normal\"],this.labelFontStyle=[\"normal\",\"normal\",\"normal\",\"normal\"],this.labelFontVariant=[\"normal\",\"normal\",\"normal\",\"normal\"],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labelPad=[30,30,30],this.lineEnable=[!0,!0,!0],this.lineMirror=[!1,!1,!1],this.lineWidth=[1,1,1],this.lineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.lineTickEnable=[!0,!0,!0],this.lineTickMirror=[!1,!1,!1],this.lineTickLength=[10,10,10],this.lineTickWidth=[1,1,1],this.lineTickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.gridEnable=[!0,!0,!0],this.gridWidth=[1,1,1],this.gridColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroEnable=[!0,!0,!0],this.zeroLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroLineWidth=[2,2,2],this.backgroundEnable=[!0,!0,!0],this.backgroundColor=[[.8,.8,.8,.5],[.8,.8,.8,.5],[.8,.8,.8,.5]],this._defaultTickPad=this.tickPad.slice(),this._defaultLabelPad=this.labelPad.slice(),this._defaultLineTickLength=this.lineTickLength.slice()}o.prototype.merge=function(t,e){for(var r=this,o=0;o<3;++o){var s=e[a[o]];s.visible?(r.labels[o]=t._meta?i.templateString(s.title.text,t._meta):s.title.text,\"font\"in s.title&&(s.title.font.color&&(r.labelColor[o]=n(s.title.font.color)),s.title.font.family&&(r.labelFont[o]=s.title.font.family),s.title.font.size&&(r.labelSize[o]=s.title.font.size),s.title.font.weight&&(r.labelFontWeight[o]=s.title.font.weight),s.title.font.style&&(r.labelFontStyle[o]=s.title.font.style),s.title.font.variant&&(r.labelFontVariant[o]=s.title.font.variant)),\"showline\"in s&&(r.lineEnable[o]=s.showline),\"linecolor\"in s&&(r.lineColor[o]=n(s.linecolor)),\"linewidth\"in s&&(r.lineWidth[o]=s.linewidth),\"showgrid\"in s&&(r.gridEnable[o]=s.showgrid),\"gridcolor\"in s&&(r.gridColor[o]=n(s.gridcolor)),\"gridwidth\"in s&&(r.gridWidth[o]=s.gridwidth),\"log\"===s.type?r.zeroEnable[o]=!1:\"zeroline\"in s&&(r.zeroEnable[o]=s.zeroline),\"zerolinecolor\"in s&&(r.zeroLineColor[o]=n(s.zerolinecolor)),\"zerolinewidth\"in s&&(r.zeroLineWidth[o]=s.zerolinewidth),\"ticks\"in s&&s.ticks?r.lineTickEnable[o]=!0:r.lineTickEnable[o]=!1,\"ticklen\"in s&&(r.lineTickLength[o]=r._defaultLineTickLength[o]=s.ticklen),\"tickcolor\"in s&&(r.lineTickColor[o]=n(s.tickcolor)),\"tickwidth\"in s&&(r.lineTickWidth[o]=s.tickwidth),\"tickangle\"in s&&(r.tickAngle[o]=\"auto\"===s.tickangle?-3600:Math.PI*-s.tickangle/180),\"showticklabels\"in s&&(r.tickEnable[o]=s.showticklabels),\"tickfont\"in s&&(s.tickfont.color&&(r.tickColor[o]=n(s.tickfont.color)),s.tickfont.family&&(r.tickFont[o]=s.tickfont.family),s.tickfont.size&&(r.tickSize[o]=s.tickfont.size),s.tickfont.weight&&(r.tickFontWeight[o]=s.tickfont.weight),s.tickfont.style&&(r.tickFontStyle[o]=s.tickfont.style),s.tickfont.variant&&(r.tickFontVariant[o]=s.tickfont.variant)),\"mirror\"in s?-1!==[\"ticks\",\"all\",\"allticks\"].indexOf(s.mirror)?(r.lineTickMirror[o]=!0,r.lineMirror[o]=!0):!0===s.mirror?(r.lineTickMirror[o]=!1,r.lineMirror[o]=!0):(r.lineTickMirror[o]=!1,r.lineMirror[o]=!1):r.lineMirror[o]=!1,\"showbackground\"in s&&!1!==s.showbackground?(r.backgroundEnable[o]=!0,r.backgroundColor[o]=n(s.backgroundcolor)):r.backgroundEnable[o]=!1):(r.tickEnable[o]=!1,r.labelEnable[o]=!1,r.lineEnable[o]=!1,r.lineTickEnable[o]=!1,r.gridEnable[o]=!1,r.zeroEnable[o]=!1,r.backgroundEnable[o]=!1)}},t.exports=function(t,e){var r=new o;return r.merge(t,e),r}},15250:function(t,e,r){\"use strict\";var n=r(34809),i=r(78766),a=r(33626),o=r(4448),s=r(34258),l=r(77168),c=r(4173).KO,u=\"gl3d\";function h(t,e,r,n){for(var o=r(\"bgcolor\"),l=i.combine(o,n.paper_bgcolor),h=[\"up\",\"center\",\"eye\"],f=0;f<h.length;f++)r(\"camera.\"+h[f]+\".x\"),r(\"camera.\"+h[f]+\".y\"),r(\"camera.\"+h[f]+\".z\");r(\"camera.projection.type\");var p=!!r(\"aspectratio.x\")&&!!r(\"aspectratio.y\")&&!!r(\"aspectratio.z\"),d=r(\"aspectmode\",p?\"manual\":\"auto\");p||(t.aspectratio=e.aspectratio={x:1,y:1,z:1},\"manual\"===d&&(e.aspectmode=\"auto\"),t.aspectmode=e.aspectmode);var m=c(n.fullData,u,n.id);s(t,e,{font:n.font,scene:n.id,data:m,bgColor:l,calendar:n.calendar,autotypenumbersDflt:n.autotypenumbersDflt,fullLayout:n.fullLayout}),a.getComponentMethod(\"annotations3d\",\"handleDefaults\")(t,e,n);var g=n.getDfltFromLayout(\"dragmode\");if(!1!==g&&!g)if(g=\"orbit\",t.camera&&t.camera.up){var y=t.camera.up.x,v=t.camera.up.y,x=t.camera.up.z;0!==x&&(y&&v&&x?x/Math.sqrt(y*y+v*v+x*x)>.999&&(g=\"turntable\"):g=\"turntable\")}else g=\"turntable\";r(\"dragmode\",g),r(\"hovermode\",n.getDfltFromLayout(\"hovermode\"))}t.exports=function(t,e,r){var i=e._basePlotModules.length>1;o(t,e,r,{type:u,attributes:l,handleDefaults:h,fullLayout:e,font:e.font,fullData:r,getDfltFromLayout:function(e){if(!i)return n.validate(t[e],l[e])?t[e]:void 0},autotypenumbersDflt:e.autotypenumbers,paper_bgcolor:e.paper_bgcolor,calendar:e.calendar})}},77168:function(t,e,r){\"use strict\";var n=r(63397),i=r(13792).u,a=r(93049).extendFlat,o=r(34809).counterRegex;function s(t,e,r){return{x:{valType:\"number\",dflt:t,editType:\"camera\"},y:{valType:\"number\",dflt:e,editType:\"camera\"},z:{valType:\"number\",dflt:r,editType:\"camera\"},editType:\"camera\"}}t.exports={_arrayAttrRegexps:[o(\"scene\",\".annotations\",!0)],bgcolor:{valType:\"color\",dflt:\"rgba(0,0,0,0)\",editType:\"plot\"},camera:{up:a(s(0,0,1),{}),center:a(s(0,0,0),{}),eye:a(s(1.25,1.25,1.25),{}),projection:{type:{valType:\"enumerated\",values:[\"perspective\",\"orthographic\"],dflt:\"perspective\",editType:\"calc\"},editType:\"calc\"},editType:\"camera\"},domain:i({name:\"scene\",editType:\"plot\"}),aspectmode:{valType:\"enumerated\",values:[\"auto\",\"cube\",\"data\",\"manual\"],dflt:\"auto\",editType:\"plot\",impliedEdits:{\"aspectratio.x\":void 0,\"aspectratio.y\":void 0,\"aspectratio.z\":void 0}},aspectratio:{x:{valType:\"number\",min:0,editType:\"plot\",impliedEdits:{\"^aspectmode\":\"manual\"}},y:{valType:\"number\",min:0,editType:\"plot\",impliedEdits:{\"^aspectmode\":\"manual\"}},z:{valType:\"number\",min:0,editType:\"plot\",impliedEdits:{\"^aspectmode\":\"manual\"}},editType:\"plot\",impliedEdits:{aspectmode:\"manual\"}},xaxis:n,yaxis:n,zaxis:n,dragmode:{valType:\"enumerated\",values:[\"orbit\",\"turntable\",\"zoom\",\"pan\",!1],editType:\"plot\"},hovermode:{valType:\"enumerated\",values:[\"closest\",!1],dflt:\"closest\",editType:\"modebar\"},uirevision:{valType:\"any\",editType:\"none\"},editType:\"plot\",_deprecated:{cameraposition:{valType:\"info_array\",editType:\"camera\"}}}},64087:function(t,e,r){\"use strict\";var n=r(55010),i=[\"xaxis\",\"yaxis\",\"zaxis\"];function a(){this.enabled=[!0,!0,!0],this.colors=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.drawSides=[!0,!0,!0],this.lineWidth=[1,1,1]}a.prototype.merge=function(t){for(var e=0;e<3;++e){var r=t[i[e]];r.visible?(this.enabled[e]=r.showspikes,this.colors[e]=n(r.spikecolor),this.drawSides[e]=r.spikesides,this.lineWidth[e]=r.spikethickness):(this.enabled[e]=!1,this.drawSides[e]=!1)}},t.exports=function(t){var e=new a;return e.merge(t),e}},32412:function(t,e,r){\"use strict\";t.exports=function(t){for(var e=t.axesOptions,r=t.glplot.axesPixels,s=t.fullSceneLayout,l=[[],[],[]],c=0;c<3;++c){var u=s[a[c]];if(u._length=(r[c].hi-r[c].lo)*r[c].pixelsPerDataUnit/t.dataScale[c],Math.abs(u._length)===1/0||isNaN(u._length))l[c]=[];else{u._input_range=u.range.slice(),u.range[0]=r[c].lo/t.dataScale[c],u.range[1]=r[c].hi/t.dataScale[c],u._m=1/(t.dataScale[c]*r[c].pixelsPerDataUnit),u.range[0]===u.range[1]&&(u.range[0]-=1,u.range[1]+=1);var h=u.tickmode;if(\"auto\"===u.tickmode){u.tickmode=\"linear\";var f=u.nticks||i.constrain(u._length/40,4,9);n.autoTicks(u,Math.abs(u.range[1]-u.range[0])/f)}for(var p=n.calcTicks(u,{msUTC:!0}),d=0;d<p.length;++d)p[d].x=p[d].x*t.dataScale[c],\"date\"===u.type&&(p[d].text=p[d].text.replace(/\\<br\\>/g,\" \"));l[c]=p,u.tickmode=h}}for(e.ticks=l,c=0;c<3;++c)for(o[c]=.5*(t.glplot.bounds[0][c]+t.glplot.bounds[1][c]),d=0;d<2;++d)e.bounds[d][c]=t.glplot.bounds[d][c];t.contourLevels=function(t){for(var e=new Array(3),r=0;r<3;++r){for(var n=t[r],i=new Array(n.length),a=0;a<n.length;++a)i[a]=n[a].x;e[r]=i}return e}(l)};var n=r(29714),i=r(34809),a=[\"xaxis\",\"yaxis\",\"zaxis\"],o=[0,0,0]},25802:function(t){\"use strict\";function e(t,e){var r,n,i=[0,0,0,0];for(r=0;r<4;++r)for(n=0;n<4;++n)i[n]+=t[4*r+n]*e[r];return i}t.exports=function(t,r){return e(t.projection,e(t.view,e(t.model,[r[0],r[1],r[2],1])))}},20299:function(t,e,r){\"use strict\";var n,i,a=r(99098).gl_plot3d,o=a.createCamera,s=a.createScene,l=r(22248),c=r(74043),u=r(33626),h=r(34809),f=h.preserveDrawingBuffer(),p=r(29714),d=r(32141),m=r(55010),g=r(97464),y=r(25802),v=r(95701),x=r(64087),_=r(32412),b=r(32919).applyAutorangeOptions,w=!1;function T(t,e){var r=document.createElement(\"div\"),n=t.container;this.graphDiv=t.graphDiv;var i=document.createElementNS(\"http://www.w3.org/2000/svg\",\"svg\");i.style.position=\"absolute\",i.style.top=i.style.left=\"0px\",i.style.width=i.style.height=\"100%\",i.style[\"z-index\"]=20,i.style[\"pointer-events\"]=\"none\",r.appendChild(i),this.svgContainer=i,r.id=t.id,r.style.position=\"absolute\",r.style.top=r.style.left=\"0px\",r.style.width=r.style.height=\"100%\",n.appendChild(r),this.fullLayout=e,this.id=t.id||\"scene\",this.fullSceneLayout=e[this.id],this.plotArgs=[[],{},{}],this.axesOptions=v(e,e[this.id]),this.spikeOptions=x(e[this.id]),this.container=r,this.staticMode=!!t.staticPlot,this.pixelRatio=this.pixelRatio||t.plotGlPixelRatio||2,this.dataScale=[1,1,1],this.contourLevels=[[],[],[]],this.convertAnnotations=u.getComponentMethod(\"annotations3d\",\"convert\"),this.drawAnnotations=u.getComponentMethod(\"annotations3d\",\"draw\"),this.initializeGLPlot()}var k=T.prototype;k.prepareOptions=function(){var t=this,e={canvas:t.canvas,gl:t.gl,glOptions:{preserveDrawingBuffer:f,premultipliedAlpha:!0,antialias:!0},container:t.container,axes:t.axesOptions,spikes:t.spikeOptions,pickRadius:10,snapToData:!0,autoScale:!0,autoBounds:!1,cameraObject:t.camera,pixelRatio:t.pixelRatio};if(t.staticMode){if(!(i||(n=document.createElement(\"canvas\"),i=l({canvas:n,preserveDrawingBuffer:!0,premultipliedAlpha:!0,antialias:!0}))))throw new Error(\"error creating static canvas/context for image server\");e.gl=i,e.canvas=n}return e};var A=!0;k.tryCreatePlot=function(){var t=this,e=t.prepareOptions(),r=!0;try{t.glplot=s(e)}catch(n){if(t.staticMode||!A||f)r=!1;else{h.warn([\"webgl setup failed possibly due to\",\"false preserveDrawingBuffer config.\",\"The mobile/tablet device may not be detected by is-mobile module.\",\"Enabling preserveDrawingBuffer in second attempt to create webgl scene...\"].join(\" \"));try{f=e.glOptions.preserveDrawingBuffer=!0,t.glplot=s(e)}catch(t){f=e.glOptions.preserveDrawingBuffer=!1,r=!1}}}return A=!1,r},k.initializeGLCamera=function(){var t=this,e=t.fullSceneLayout.camera,r=\"orthographic\"===e.projection.type;t.camera=o(t.container,{center:[e.center.x,e.center.y,e.center.z],eye:[e.eye.x,e.eye.y,e.eye.z],up:[e.up.x,e.up.y,e.up.z],_ortho:r,zoomMin:.01,zoomMax:100,mode:\"orbit\"})},k.initializeGLPlot=function(){var t=this;if(t.initializeGLCamera(),!t.tryCreatePlot())return g(t);t.traces={},t.make4thDimension();var e=t.graphDiv,r=e.layout,n=function(){var e={};return t.isCameraChanged(r)&&(e[t.id+\".camera\"]=t.getCamera()),t.isAspectChanged(r)&&(e[t.id+\".aspectratio\"]=t.glplot.getAspectratio(),\"manual\"!==r[t.id].aspectmode&&(t.fullSceneLayout.aspectmode=r[t.id].aspectmode=e[t.id+\".aspectmode\"]=\"manual\")),e},i=function(t){if(!1!==t.fullSceneLayout.dragmode){var e=n();t.saveLayout(r),t.graphDiv.emit(\"plotly_relayout\",e)}};return t.glplot.canvas&&(t.glplot.canvas.addEventListener(\"mouseup\",(function(){i(t)})),t.glplot.canvas.addEventListener(\"touchstart\",(function(){w=!0})),t.glplot.canvas.addEventListener(\"wheel\",(function(r){if(e._context._scrollZoom.gl3d){if(t.camera._ortho){var n=r.deltaX>r.deltaY?1.1:1/1.1,a=t.glplot.getAspectratio();t.glplot.setAspectratio({x:n*a.x,y:n*a.y,z:n*a.z})}i(t)}}),!!c&&{passive:!1}),t.glplot.canvas.addEventListener(\"mousemove\",(function(){if(!1!==t.fullSceneLayout.dragmode&&0!==t.camera.mouseListener.buttons){var e=n();t.graphDiv.emit(\"plotly_relayouting\",e)}})),t.staticMode||t.glplot.canvas.addEventListener(\"webglcontextlost\",(function(r){e&&e.emit&&e.emit(\"plotly_webglcontextlost\",{event:r,layer:t.id})}),!1)),t.glplot.oncontextloss=function(){t.recoverContext()},t.glplot.onrender=function(){t.render()},!0},k.render=function(){var t,e=this,r=e.graphDiv,n=e.svgContainer,i=e.container.getBoundingClientRect();r._fullLayout._calcInverseTransform(r);var a=r._fullLayout._invScaleX,o=r._fullLayout._invScaleY,s=i.width*a,l=i.height*o;n.setAttributeNS(null,\"viewBox\",\"0 0 \"+s+\" \"+l),n.setAttributeNS(null,\"width\",s),n.setAttributeNS(null,\"height\",l),_(e),e.glplot.axes.update(e.axesOptions);for(var c=Object.keys(e.traces),u=null,f=e.glplot.selection,m=0;m<c.length;++m)\"skip\"!==(t=e.traces[c[m]]).data.hoverinfo&&t.handlePick(f)&&(u=t),t.setContourLevels&&t.setContourLevels();function g(t,r,n){var i=e.fullSceneLayout[t+\"axis\"];return\"log\"!==i.type&&(r=i.d2l(r)),p.hoverLabelText(i,r,n)}if(null!==u){var v=y(e.glplot.cameraParams,f.dataCoordinate);t=u.data;var x,b=r._fullData[t.index],T=f.index,k={xLabel:g(\"x\",f.traceCoordinate[0],t.xhoverformat),yLabel:g(\"y\",f.traceCoordinate[1],t.yhoverformat),zLabel:g(\"z\",f.traceCoordinate[2],t.zhoverformat)},A=d.castHoverinfo(b,e.fullLayout,T),M=(A||\"\").split(\"+\"),S=A&&\"all\"===A;b.hovertemplate||S||(-1===M.indexOf(\"x\")&&(k.xLabel=void 0),-1===M.indexOf(\"y\")&&(k.yLabel=void 0),-1===M.indexOf(\"z\")&&(k.zLabel=void 0),-1===M.indexOf(\"text\")&&(f.textLabel=void 0),-1===M.indexOf(\"name\")&&(u.name=void 0));var E=[];\"cone\"===t.type||\"streamtube\"===t.type?(k.uLabel=g(\"x\",f.traceCoordinate[3],t.uhoverformat),(S||-1!==M.indexOf(\"u\"))&&E.push(\"u: \"+k.uLabel),k.vLabel=g(\"y\",f.traceCoordinate[4],t.vhoverformat),(S||-1!==M.indexOf(\"v\"))&&E.push(\"v: \"+k.vLabel),k.wLabel=g(\"z\",f.traceCoordinate[5],t.whoverformat),(S||-1!==M.indexOf(\"w\"))&&E.push(\"w: \"+k.wLabel),k.normLabel=f.traceCoordinate[6].toPrecision(3),(S||-1!==M.indexOf(\"norm\"))&&E.push(\"norm: \"+k.normLabel),\"streamtube\"===t.type&&(k.divergenceLabel=f.traceCoordinate[7].toPrecision(3),(S||-1!==M.indexOf(\"divergence\"))&&E.push(\"divergence: \"+k.divergenceLabel)),f.textLabel&&E.push(f.textLabel),x=E.join(\"<br>\")):\"isosurface\"===t.type||\"volume\"===t.type?(k.valueLabel=p.hoverLabelText(e._mockAxis,e._mockAxis.d2l(f.traceCoordinate[3]),t.valuehoverformat),E.push(\"value: \"+k.valueLabel),f.textLabel&&E.push(f.textLabel),x=E.join(\"<br>\")):x=f.textLabel;var C={x:f.traceCoordinate[0],y:f.traceCoordinate[1],z:f.traceCoordinate[2],data:b._input,fullData:b,curveNumber:b.index,pointNumber:T};d.appendArrayPointValue(C,b,T),t._module.eventData&&(C=b._module.eventData(C,f,b,{},T));var L={points:[C]};if(e.fullSceneLayout.hovermode){var I=[];d.loneHover({trace:b,x:(.5+.5*v[0]/v[3])*s,y:(.5-.5*v[1]/v[3])*l,xLabel:k.xLabel,yLabel:k.yLabel,zLabel:k.zLabel,text:x,name:u.name,color:d.castHoverOption(b,T,\"bgcolor\")||u.color,borderColor:d.castHoverOption(b,T,\"bordercolor\"),fontFamily:d.castHoverOption(b,T,\"font.family\"),fontSize:d.castHoverOption(b,T,\"font.size\"),fontColor:d.castHoverOption(b,T,\"font.color\"),nameLength:d.castHoverOption(b,T,\"namelength\"),textAlign:d.castHoverOption(b,T,\"align\"),hovertemplate:h.castOption(b,T,\"hovertemplate\"),hovertemplateLabels:h.extendFlat({},C,k),eventData:[C]},{container:n,gd:r,inOut_bbox:I}),C.bbox=I[0]}f.distance<5&&(f.buttons||w)?r.emit(\"plotly_click\",L):r.emit(\"plotly_hover\",L),this.oldEventData=L}else d.loneUnhover(n),this.oldEventData&&r.emit(\"plotly_unhover\",this.oldEventData),this.oldEventData=void 0;e.drawAnnotations(e)},k.recoverContext=function(){var t=this;t.glplot.dispose();var e=function(){t.glplot.gl.isContextLost()?requestAnimationFrame(e):t.initializeGLPlot()?t.plot.apply(t,t.plotArgs):h.error(\"Catastrophic and unrecoverable WebGL error. Context lost.\")};requestAnimationFrame(e)};var M=[\"xaxis\",\"yaxis\",\"zaxis\"];function S(t,e,r){for(var n=t.fullSceneLayout,i=0;i<3;i++){var a=M[i],o=a.charAt(0),s=n[a],l=e[o],c=e[o+\"calendar\"],u=e[\"_\"+o+\"length\"];if(h.isArrayOrTypedArray(l))for(var f,p=0;p<(u||l.length);p++)if(h.isArrayOrTypedArray(l[p]))for(var d=0;d<l[p].length;++d)f=s.d2l(l[p][d],0,c),!isNaN(f)&&isFinite(f)&&(r[0][i]=Math.min(r[0][i],f),r[1][i]=Math.max(r[1][i],f));else f=s.d2l(l[p],0,c),!isNaN(f)&&isFinite(f)&&(r[0][i]=Math.min(r[0][i],f),r[1][i]=Math.max(r[1][i],f));else r[0][i]=Math.min(r[0][i],0),r[1][i]=Math.max(r[1][i],u-1)}}k.plot=function(t,e,r){var n=this;if(n.plotArgs=[t,e,r],!n.glplot.contextLost){var i,a,o,s,l,c,u=e[n.id],h=r[n.id];n.fullLayout=e,n.fullSceneLayout=u,n.axesOptions.merge(e,u),n.spikeOptions.merge(u),n.setViewport(u),n.updateFx(u.dragmode,u.hovermode),n.camera.enableWheel=n.graphDiv._context._scrollZoom.gl3d,n.glplot.setClearColor(m(u.bgcolor)),n.setConvert(l),t?Array.isArray(t)||(t=[t]):t=[];var f=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]];for(o=0;o<t.length;++o)!0===(i=t[o]).visible&&0!==i._length&&S(this,i,f);!function(t,e){for(var r=t.fullSceneLayout,n=r.annotations||[],i=0;i<3;i++)for(var a=M[i],o=a.charAt(0),s=r[a],l=0;l<n.length;l++){var c=n[l];if(c.visible){var u=s.r2l(c[o]);!isNaN(u)&&isFinite(u)&&(e[0][i]=Math.min(e[0][i],u),e[1][i]=Math.max(e[1][i],u))}}}(this,f);var p=[1,1,1];for(s=0;s<3;++s)f[1][s]===f[0][s]?p[s]=1:p[s]=1/(f[1][s]-f[0][s]);for(n.dataScale=p,n.convertAnnotations(this),o=0;o<t.length;++o)!0===(i=t[o]).visible&&0!==i._length&&((a=n.traces[i.uid])?a.data.type===i.type?a.update(i):(a.dispose(),a=i._module.plot(this,i),n.traces[i.uid]=a):(a=i._module.plot(this,i),n.traces[i.uid]=a),a.name=i.name);var d=Object.keys(n.traces);t:for(o=0;o<d.length;++o){for(s=0;s<t.length;++s)if(t[s].uid===d[o]&&!0===t[s].visible&&0!==t[s]._length)continue t;(a=n.traces[d[o]]).dispose(),delete n.traces[d[o]]}n.glplot.objects.sort((function(t,e){return t._trace.data.index-e._trace.data.index}));var g,y=[[0,0,0],[0,0,0]],v=[],x={};for(o=0;o<3;++o){var _;if((c=(l=u[M[o]]).type)in x?(x[c].acc*=p[o],x[c].count+=1):x[c]={acc:p[o],count:1},l.autorange){y[0][o]=1/0,y[1][o]=-1/0;var w=n.glplot.objects,T=n.fullSceneLayout.annotations||[],k=l._name.charAt(0);for(s=0;s<w.length;s++){var A=w[s],E=A.bounds,C=A._trace.data._pad||0;\"ErrorBars\"===A.constructor.name&&l._lowerLogErrorBound?y[0][o]=Math.min(y[0][o],l._lowerLogErrorBound):y[0][o]=Math.min(y[0][o],E[0][o]/p[o]-C),y[1][o]=Math.max(y[1][o],E[1][o]/p[o]+C)}for(s=0;s<T.length;s++){var L=T[s];if(L.visible){var I=l.r2l(L[k]);y[0][o]=Math.min(y[0][o],I),y[1][o]=Math.max(y[1][o],I)}}if(\"rangemode\"in l&&\"tozero\"===l.rangemode&&(y[0][o]=Math.min(y[0][o],0),y[1][o]=Math.max(y[1][o],0)),y[0][o]>y[1][o])y[0][o]=-1,y[1][o]=1;else{var P=y[1][o]-y[0][o];y[0][o]-=P/32,y[1][o]+=P/32}if(_=[y[0][o],y[1][o]],_=b(_,l),y[0][o]=_[0],y[1][o]=_[1],l.isReversed()){var z=y[0][o];y[0][o]=y[1][o],y[1][o]=z}}else _=l.range,y[0][o]=l.r2l(_[0]),y[1][o]=l.r2l(_[1]);y[0][o]===y[1][o]&&(y[0][o]-=1,y[1][o]+=1),v[o]=y[1][o]-y[0][o],l.range=[y[0][o],y[1][o]],l.limitRange(),n.glplot.setBounds(o,{min:l.range[0]*p[o],max:l.range[1]*p[o]})}var O=u.aspectmode;if(\"cube\"===O)g=[1,1,1];else if(\"manual\"===O){var D=u.aspectratio;g=[D.x,D.y,D.z]}else{if(\"auto\"!==O&&\"data\"!==O)throw new Error(\"scene.js aspectRatio was not one of the enumerated types\");var R=[1,1,1];for(o=0;o<3;++o){var F=x[c=(l=u[M[o]]).type];R[o]=Math.pow(F.acc,1/F.count)/p[o]}g=\"data\"===O||Math.max.apply(null,R)/Math.min.apply(null,R)<=4?R:[1,1,1]}u.aspectratio.x=h.aspectratio.x=g[0],u.aspectratio.y=h.aspectratio.y=g[1],u.aspectratio.z=h.aspectratio.z=g[2],n.glplot.setAspectratio(u.aspectratio),n.viewInitial.aspectratio||(n.viewInitial.aspectratio={x:u.aspectratio.x,y:u.aspectratio.y,z:u.aspectratio.z}),n.viewInitial.aspectmode||(n.viewInitial.aspectmode=u.aspectmode);var B=u.domain||null,N=e._size||null;if(B&&N){var j=n.container.style;j.position=\"absolute\",j.left=N.l+B.x[0]*N.w+\"px\",j.top=N.t+(1-B.y[1])*N.h+\"px\",j.width=N.w*(B.x[1]-B.x[0])+\"px\",j.height=N.h*(B.y[1]-B.y[0])+\"px\"}n.glplot.redraw()}},k.destroy=function(){var t=this;t.glplot&&(t.camera.mouseListener.enabled=!1,t.container.removeEventListener(\"wheel\",t.camera.wheelListener),t.camera=null,t.glplot.dispose(),t.container.parentNode.removeChild(t.container),t.glplot=null)},k.getCamera=function(){var t,e=this;return e.camera.view.recalcMatrix(e.camera.view.lastT()),{up:{x:(t=e.camera).up[0],y:t.up[1],z:t.up[2]},center:{x:t.center[0],y:t.center[1],z:t.center[2]},eye:{x:t.eye[0],y:t.eye[1],z:t.eye[2]},projection:{type:!0===t._ortho?\"orthographic\":\"perspective\"}}},k.setViewport=function(t){var e,r=this,n=t.camera;r.camera.lookAt.apply(this,[[(e=n).eye.x,e.eye.y,e.eye.z],[e.center.x,e.center.y,e.center.z],[e.up.x,e.up.y,e.up.z]]),r.glplot.setAspectratio(t.aspectratio),\"orthographic\"===n.projection.type!==r.camera._ortho&&(r.glplot.redraw(),r.glplot.clearRGBA(),r.glplot.dispose(),r.initializeGLPlot())},k.isCameraChanged=function(t){var e=this.getCamera(),r=h.nestedProperty(t,this.id+\".camera\").get();function n(t,e,r,n){var 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e=t.id;if(!f[e]&&e.includes(\"-15\")){f[e]=!0;var r=new Image(15,15);r.onload=function(){h.addImage(e,r)},r.crossOrigin=\"Anonymous\",r.src=\"https://unpkg.com/maki@2.1.0/icons/\"+e+\".svg\"}})),h.setTransformRequest((function(t){return{url:t=(t=(t=t.replace(\"https://fonts.openmaptiles.org/Open Sans Extrabold\",\"https://fonts.openmaptiles.org/Open Sans Extra Bold\")).replace(\"https://tiles.basemaps.cartocdn.com/fonts/Open Sans Extrabold\",\"https://fonts.openmaptiles.org/Open Sans Extra Bold\")).replace(\"https://fonts.openmaptiles.org/Open Sans Regular,Arial Unicode MS Regular\",\"https://fonts.openmaptiles.org/Klokantech Noto Sans Regular\")}})),h._canvas.style.left=\"0px\",h._canvas.style.top=\"0px\",o.rejectOnError(i),o.isStatic||o.initFx(t,e);var p=[];p.push(new 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u,h,f={};for(u in a)f[n=a[u]]?f[n].push(u):f[n]=[u];for(n in f){var p=f[n];if(p.length>1)for(r=0;r<p.length;r++)0===(u=p[r]).indexOf(\"trace-\")?(h=u.split(\"trace-\")[1],this.traceHash[h]&&(this.traceHash[h].below=null)):0===u.indexOf(\"layout-\")&&(h=u.split(\"layout-\")[1],this.layerList[h]&&(this.layerList[h].below=null))}};var b={choroplethmap:0,densitymap:1,scattermap:2};function w(t){var e={};return i.isPlainObject(t)?(e.id=t.id,e.style=t):\"string\"==typeof t?(e.id=t,y.stylesMap[t]?e.style=y.stylesMap[t]:e.style=t):(e.id=y.styleValueDflt,e.style=function(t){return y.styleUrlPrefix+t+\"-\"+y.styleUrlSuffix}(y.styleValueDflt)),e.transition={duration:0,delay:0},e}function T(t){return[t.lon,t.lat]}_.updateData=function(t){var e,r,n,i,a=this.traceHash,o=t.slice().sort((function(t,e){return b[t[0].trace.type]-b[e[0].trace.type]}));for(n=0;n<o.length;n++){var 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i=n._fullLayout.clickmode;i.indexOf(\"select\")>-1&&g(e.originalEvent,n,[r.xaxis],[r.yaxis],r.id,t),i.indexOf(\"event\")>-1&&c.click(n,e.originalEvent)}}},_.updateFx=function(t){var e=this,r=e.map,n=e.gd;if(!e.isStatic){var a,o=t.dragmode;a=function(t,r){r.isRect?(t.range={})[e.id]=[c([r.xmin,r.ymin]),c([r.xmax,r.ymax])]:(t.lassoPoints={})[e.id]=r.map(c)};var s=e.dragOptions;e.dragOptions=i.extendDeep(s||{},{dragmode:t.dragmode,element:e.div,gd:n,plotinfo:{id:e.id,domain:t[e.id].domain,xaxis:e.xaxis,yaxis:e.yaxis,fillRangeItems:a},xaxes:[e.xaxis],yaxes:[e.yaxis],subplot:e.id}),r.off(\"click\",e.onClickInPanHandler),f(o)||h(o)?(r.dragPan.disable(),r.on(\"zoomstart\",e.clearOutline),e.dragOptions.prepFn=function(t,r,n){p(t,r,n,e.dragOptions,o)},l.init(e.dragOptions)):(r.dragPan.enable(),r.off(\"zoomstart\",e.clearOutline),e.div.onmousedown=null,e.div.ontouchstart=null,e.div.removeEventListener(\"touchstart\",e.div._ontouchstart),e.onClickInPanHandler=e.onClickInPanFn(e.dragOptions),r.on(\"click\",e.onClickInPanHandler))}function c(t){var r=e.map.unproject(t);return[r.lng,r.lat]}},_.updateFramework=function(t){var e=t[this.id].domain,r=t._size,n=this.div.style;n.width=r.w*(e.x[1]-e.x[0])+\"px\",n.height=r.h*(e.y[1]-e.y[0])+\"px\",n.left=r.l+e.x[0]*r.w+\"px\",n.top=r.t+(1-e.y[1])*r.h+\"px\",this.xaxis._offset=r.l+e.x[0]*r.w,this.xaxis._length=r.w*(e.x[1]-e.x[0]),this.yaxis._offset=r.t+(1-e.y[1])*r.h,this.yaxis._length=r.h*(e.y[1]-e.y[0])},_.updateLayers=function(t){var e,r=t[this.id].layers,n=this.layerList;if(r.length!==n.length){for(e=0;e<n.length;e++)n[e].dispose();for(n=this.layerList=[],e=0;e<r.length;e++)n.push(v(this,e,r[e]))}else for(e=0;e<r.length;e++)n[e].update(r[e])},_.destroy=function(){this.map&&(this.map.remove(),this.map=null,this.container.removeChild(this.div))},_.toImage=function(){return this.map.stop(),this.map.getCanvas().toDataURL()},_.setOptions=function(t,e,r){for(var n in r)this.map[e](t,n,r[n])},_.getMapLayers=function(){return this.map.getStyle().layers},_.addLayer=function(t,e){var r=this.map;if(\"string\"==typeof e){if(\"\"===e)return void r.addLayer(t,e);for(var n=this.getMapLayers(),a=0;a<n.length;a++)if(e===n[a].id)return void r.addLayer(t,e);i.warn([\"Trying to add layer with *below* value\",e,\"referencing a layer that does not exist\",\"or that does not yet exist.\"].join(\" \"))}r.addLayer(t)},_.project=function(t){return this.map.project(new n.LngLat(t[0],t[1]))},_.getView=function(){var t=this.map,e=t.getCenter(),r={lon:e.lng,lat:e.lat},n=t.getCanvas(),i=parseInt(n.style.width),a=parseInt(n.style.height);return{center:r,zoom:t.getZoom(),bearing:t.getBearing(),pitch:t.getPitch(),_derived:{coordinates:[t.unproject([0,0]).toArray(),t.unproject([i,0]).toArray(),t.unproject([i,a]).toArray(),t.unproject([0,a]).toArray()]}}},_.getViewEdits=function(t){for(var e=this.id,r=[\"center\",\"zoom\",\"bearing\",\"pitch\"],n={},i=0;i<r.length;i++){var a=r[i];n[e+\".\"+a]=t[a]}return n},_.getViewEditsWithDerived=function(t){var e=this.id,r=this.getViewEdits(t);return r[e+\"._derived\"]=t._derived,r},t.exports=x},44245:function(t,e,r){\"use strict\";var n=r(62994),i=\"1.13.4\",a='© <a target=\"_blank\" href=\"https://www.openstreetmap.org/copyright\">OpenStreetMap</a> contributors',o=['© <a target=\"_blank\" href=\"https://carto.com/\">Carto</a>',a].join(\" \"),s=['Map tiles by <a target=\"_blank\" href=\"https://stamen.com\">Stamen Design</a>','under <a target=\"_blank\" href=\"https://creativecommons.org/licenses/by/3.0\">CC BY 3.0</a>',\"|\",'Data by <a target=\"_blank\" href=\"https://openstreetmap.org\">OpenStreetMap</a> contributors','under <a target=\"_blank\" href=\"https://www.openstreetmap.org/copyright\">ODbL</a>'].join(\" 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tiles by <a target=\"_blank\" href=\"https://stamen.com\">Stamen Design</a>','under <a target=\"_blank\" href=\"https://creativecommons.org/licenses/by/3.0\">CC BY 3.0</a>',\"|\",'Data by <a target=\"_blank\" href=\"https://openstreetmap.org\">OpenStreetMap</a> contributors','under <a target=\"_blank\" href=\"https://creativecommons.org/licenses/by-sa/3.0\">CC BY SA</a>'].join(\" 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e,r,s=this,c=s.isSmith,u=s.gd,h=s.layers,f=t._zoomlayer,p=S.MINZOOM,d=S.OFFEDGE,m=s.radius,x=s.innerRadius,T=s.cx,k=s.cy,A=s.cxx,M=s.cyy,C=s.sectorInRad,L=s.vangles,I=s.radialAxis,P=E.clampTiny,z=E.findXYatLength,O=E.findEnclosingVertexAngles,D=S.cornerHalfWidth,R=S.cornerLen/2,F=g.makeDragger(h,\"path\",\"maindrag\",!1===t.dragmode?\"none\":\"crosshair\");n.select(F).attr(\"d\",s.pathSubplot()).attr(\"transform\",l(T,k)),F.onmousemove=function(t){v.hover(u,t,s.id),u._fullLayout._lasthover=F,u._fullLayout._hoversubplot=s.id},F.onmouseout=function(t){u._dragging||y.unhover(u,t)};var B,N,j,U,V,q,H,G,Z,W={element:F,gd:u,subplot:s.id,plotinfo:{id:s.id,xaxis:s.xaxis,yaxis:s.yaxis},xaxes:[s.xaxis],yaxes:[s.yaxis]};function Y(t,e){return Math.sqrt(t*t+e*e)}function X(t,e){return Y(t-A,e-M)}function $(t,e){return Math.atan2(M-e,t-A)}function J(t,e){return[t*Math.cos(e),t*Math.sin(-e)]}function K(t,e){if(0===t)return s.pathSector(2*D);var 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z,O,D,B=g.makeRectDragger(u,T,\"crosshair\",-x,-x,v,v),N={element:B,gd:c};!1===t.dragmode&&(N.dragmode=!1),V(n.select(B),m.visible&&f<h,{transform:l(_,b)}),N.prepFn=function(){z=null,O=null,D=null,N.moveFn=j,N.doneFn=q,w(c)},N.clampFn=function(t,e){return Math.sqrt(t*t+e*e)<S.MINDRAG&&(t=0,e=0),[t,e]},y.init(N)}function j(t,e){if(z)z(t,e);else{var n=[t,-e],a=[Math.cos(M),Math.sin(M)],s=Math.abs(o.dot(n,a)/Math.sqrt(o.dot(n,n)));isNaN(s)||(z=s<.5?H:G)}var l={};!function(t){null!==O?t[i.id+\".radialaxis.angle\"]=O:null!==D&&(t[i.id+\".radialaxis.range[\"+r+\"]\"]=D)}(l),c.emit(\"plotly_relayouting\",l)}function q(){null!==O?a.call(\"_guiRelayout\",c,i.id+\".radialaxis.angle\",O):null!==D&&a.call(\"_guiRelayout\",c,i.id+\".radialaxis.range[\"+r+\"]\",D)}function H(t,e){if(0!==r){var n=_+t,a=b+e;O=Math.atan2(d-a,n-p),i.vangles&&(O=U(O,i.vangles)),O=F(O);var o=l(p,d)+s(-O);u[\"radial-axis\"].attr(\"transform\",o),u[\"radial-line\"].select(\"line\").attr(\"transform\",o);var 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traces\"===t.baxis.layer&&r.push(\"baxis\",\"bline\"),\"above traces\"===t.caxis.layer&&r.push(\"caxis\",\"cline\");var i=this.plotContainer.selectAll(\"g.toplevel\").data(r,String),a=[\"agrid\",\"bgrid\",\"cgrid\"];i.enter().append(\"g\").attr(\"class\",(function(t){return\"toplevel \"+t})).each((function(t){var r=n.select(this);e[t]=r,\"frontplot\"===t?r.append(\"g\").classed(\"scatterlayer\",!0):\"backplot\"===t?r.append(\"g\").classed(\"maplayer\",!0):\"plotbg\"===t?r.append(\"path\").attr(\"d\",\"M0,0Z\"):\"aline\"===t||\"bline\"===t||\"cline\"===t?r.append(\"path\"):\"grids\"===t&&a.forEach((function(t){e[t]=r.append(\"g\").classed(\"grid \"+t,!0)}))})),i.order()};var E=Math.sqrt(4/3);S.adjustLayout=function(t,e){var r,n,i,a,o,l,p=this,d=t.domain,m=(d.x[0]+d.x[1])/2,g=(d.y[0]+d.y[1])/2,y=d.x[1]-d.x[0],v=d.y[1]-d.y[0],x=y*e.w,_=v*e.h,b=t.sum,w=t.aaxis.min,T=t.baxis.min,k=t.caxis.min;x>E*_?i=(a=_)*E:a=(i=x)/E,o=y*i/x,l=v*a/_,r=e.l+e.w*m-i/2,n=e.t+e.h*(1-g)-a/2,p.x0=r,p.y0=n,p.w=i,p.h=a,p.sum=b,p.xaxis={type:\"linear\",range:[w+2*k-b,b-w-2*T],domain:[m-o/2,m+o/2],_id:\"x\"},h(p.xaxis,p.graphDiv._fullLayout),p.xaxis.setScale(),p.xaxis.isPtWithinRange=function(t){return t.a>=p.aaxis.range[0]&&t.a<=p.aaxis.range[1]&&t.b>=p.baxis.range[1]&&t.b<=p.baxis.range[0]&&t.c>=p.caxis.range[1]&&t.c<=p.caxis.range[0]},p.yaxis={type:\"linear\",range:[w,b-T-k],domain:[g-l/2,g+l/2],_id:\"y\"},h(p.yaxis,p.graphDiv._fullLayout),p.yaxis.setScale(),p.yaxis.isPtWithinRange=function(){return!0};var A=p.yaxis.domain[0],M=p.aaxis=f({},t.aaxis,{range:[w,b-T-k],side:\"left\",tickangle:(+t.aaxis.tickangle||0)-30,domain:[A,A+l*E],anchor:\"free\",position:0,_id:\"y\",_length:i});h(M,p.graphDiv._fullLayout),M.setScale();var S=p.baxis=f({},t.baxis,{range:[b-w-k,T],side:\"bottom\",domain:p.xaxis.domain,anchor:\"free\",position:0,_id:\"x\",_length:i});h(S,p.graphDiv._fullLayout),S.setScale();var C=p.caxis=f({},t.caxis,{range:[b-w-T,k],side:\"right\",tickangle:(+t.caxis.tickangle||0)+30,domain:[A,A+l*E],anchor:\"free\",position:0,_id:\"y\",_length:i});h(C,p.graphDiv._fullLayout),C.setScale();var L=\"M\"+r+\",\"+(n+a)+\"h\"+i+\"l-\"+i/2+\",-\"+a+\"Z\";p.clipDef.select(\"path\").attr(\"d\",L),p.layers.plotbg.select(\"path\").attr(\"d\",L);var I=\"M0,\"+a+\"h\"+i+\"l-\"+i/2+\",-\"+a+\"Z\";p.clipDefRelative.select(\"path\").attr(\"d\",I);var P=s(r,n);p.plotContainer.selectAll(\".scatterlayer,.maplayer\").attr(\"transform\",P),p.clipDefRelative.select(\"path\").attr(\"transform\",null);var z=s(r-S._offset,n+a);p.layers.baxis.attr(\"transform\",z),p.layers.bgrid.attr(\"transform\",z);var O=s(r+i/2,n)+\"rotate(30)\"+s(0,-M._offset);p.layers.aaxis.attr(\"transform\",O),p.layers.agrid.attr(\"transform\",O);var D=s(r+i/2,n)+\"rotate(-30)\"+s(0,-C._offset);p.layers.caxis.attr(\"transform\",D),p.layers.cgrid.attr(\"transform\",D),p.drawAxes(!0),p.layers.aline.select(\"path\").attr(\"d\",M.showline?\"M\"+r+\",\"+(n+a)+\"l\"+i/2+\",-\"+a:\"M0,0\").call(c.stroke,M.linecolor||\"#000\").style(\"stroke-width\",(M.linewidth||0)+\"px\"),p.layers.bline.select(\"path\").attr(\"d\",S.showline?\"M\"+r+\",\"+(n+a)+\"h\"+i:\"M0,0\").call(c.stroke,S.linecolor||\"#000\").style(\"stroke-width\",(S.linewidth||0)+\"px\"),p.layers.cline.select(\"path\").attr(\"d\",C.showline?\"M\"+(r+i/2)+\",\"+n+\"l\"+i/2+\",\"+a:\"M0,0\").call(c.stroke,C.linecolor||\"#000\").style(\"stroke-width\",(C.linewidth||0)+\"px\"),p.graphDiv._context.staticPlot||p.initInteractions(),u.setClipUrl(p.layers.frontplot,p._hasClipOnAxisFalse?null:p.clipId,p.graphDiv)},S.drawAxes=function(t){var e=this,r=e.graphDiv,n=e.id.substr(7)+\"title\",i=e.layers,a=e.aaxis,o=e.baxis,s=e.caxis;if(e.drawAx(a),e.drawAx(o),e.drawAx(s),t){var c=Math.max(a.showticklabels?a.tickfont.size/2:0,(s.showticklabels?.75*s.tickfont.size:0)+(\"outside\"===s.ticks?.87*s.ticklen:0)),u=(o.showticklabels?o.tickfont.size:0)+(\"outside\"===o.ticks?o.ticklen:0)+3;i[\"a-title\"]=_.draw(r,\"a\"+n,{propContainer:a,propName:e.id+\".aaxis.title\",placeholder:l(r,\"Click to enter Component A title\"),attributes:{x:e.x0+e.w/2,y:e.y0-a.title.font.size/3-c,\"text-anchor\":\"middle\"}}),i[\"b-title\"]=_.draw(r,\"b\"+n,{propContainer:o,propName:e.id+\".baxis.title\",placeholder:l(r,\"Click to enter Component B title\"),attributes:{x:e.x0-u,y:e.y0+e.h+.83*o.title.font.size+u,\"text-anchor\":\"middle\"}}),i[\"c-title\"]=_.draw(r,\"c\"+n,{propContainer:s,propName:e.id+\".caxis.title\",placeholder:l(r,\"Click to enter Component C title\"),attributes:{x:e.x0+e.w+u,y:e.y0+e.h+.83*s.title.font.size+u,\"text-anchor\":\"middle\"}})}},S.drawAx=function(t){var e,r=this,n=r.graphDiv,i=t._name,a=i.charAt(0),s=t._id,l=r.layers[i],c=a+\"tickLayout\",u=(e=t).ticks+String(e.ticklen)+String(e.showticklabels);r[c]!==u&&(l.selectAll(\".\"+s+\"tick\").remove(),r[c]=u),t.setScale();var h=d.calcTicks(t),f=d.clipEnds(t,h),p=d.makeTransTickFn(t),m=d.getTickSigns(t)[2],g=o.deg2rad(30),y=m*(t.linewidth||1)/2,v=m*t.ticklen,x=r.w,_=r.h,b=\"b\"===a?\"M0,\"+y+\"l\"+Math.sin(g)*v+\",\"+Math.cos(g)*v:\"M\"+y+\",0l\"+Math.cos(g)*v+\",\"+-Math.sin(g)*v,w={a:\"M0,0l\"+_+\",-\"+x/2,b:\"M0,0l-\"+x/2+\",-\"+_,c:\"M0,0l-\"+_+\",\"+x/2}[a];d.drawTicks(n,t,{vals:\"inside\"===t.ticks?f:h,layer:l,path:b,transFn:p,crisp:!1}),d.drawGrid(n,t,{vals:f,layer:r.layers[a+\"grid\"],path:w,transFn:p,crisp:!1}),d.drawLabels(n,t,{vals:h,layer:l,transFn:p,labelFns:d.makeLabelFns(t,0,30)})};var C=A.MINZOOM/2+.87,L=\"m-0.87,.5h\"+C+\"v3h-\"+(C+5.2)+\"l\"+(C/2+2.6)+\",-\"+(.87*C+4.5)+\"l2.6,1.5l-\"+C/2+\",\"+.87*C+\"Z\",I=\"m0.87,.5h-\"+C+\"v3h\"+(C+5.2)+\"l-\"+(C/2+2.6)+\",-\"+(.87*C+4.5)+\"l-2.6,1.5l\"+C/2+\",\"+.87*C+\"Z\",P=\"m0,1l\"+C/2+\",\"+.87*C+\"l2.6,-1.5l-\"+(C/2+2.6)+\",-\"+(.87*C+4.5)+\"l-\"+(C/2+2.6)+\",\"+(.87*C+4.5)+\"l2.6,1.5l\"+C/2+\",-\"+.87*C+\"Z\",z=!0;function O(t){n.select(t).selectAll(\".zoombox,.js-zoombox-backdrop,.js-zoombox-menu,.zoombox-corners\").remove()}S.clearOutline=function(){k(this.dragOptions),T(this.dragOptions.gd)},S.initInteractions=function(){var t,e,r,n,h,f,p,d,y,_,T,k,M=this,S=M.layers.plotbg.select(\"path\").node(),C=M.graphDiv,D=C._fullLayout._zoomlayer;function R(t){var e={};return e[M.id+\".aaxis.min\"]=t.a,e[M.id+\".baxis.min\"]=t.b,e[M.id+\".caxis.min\"]=t.c,e}function F(t,e){var r=C._fullLayout.clickmode;O(C),2===t&&(C.emit(\"plotly_doubleclick\",null),a.call(\"_guiRelayout\",C,R({a:0,b:0,c:0}))),r.indexOf(\"select\")>-1&&1===t&&w(e,C,[M.xaxis],[M.yaxis],M.id,M.dragOptions),r.indexOf(\"event\")>-1&&g.click(C,e,M.id)}function B(t,e){return 1-e/M.h}function N(t,e){return 1-(t+(M.h-e)/Math.sqrt(3))/M.w}function j(t,e){return(t-(M.h-e)/Math.sqrt(3))/M.w}function U(i,a){var o=r+i*t,s=n+a*e,l=Math.max(0,Math.min(1,B(0,n),B(0,s))),c=Math.max(0,Math.min(1,N(r,n),N(o,s))),u=Math.max(0,Math.min(1,j(r,n),j(o,s))),m=(l/2+u)*M.w,g=(1-l/2-c)*M.w,v=(m+g)/2,x=g-m,b=(1-l)*M.h,w=b-x/E;x<A.MINZOOM?(p=h,T.attr(\"d\",y),k.attr(\"d\",\"M0,0Z\")):(p={a:h.a+l*f,b:h.b+c*f,c:h.c+u*f},T.attr(\"d\",y+\"M\"+m+\",\"+b+\"H\"+g+\"L\"+v+\",\"+w+\"L\"+m+\",\"+b+\"Z\"),k.attr(\"d\",\"M\"+r+\",\"+n+\"m0.5,0.5h5v-2h-5v-5h-2v5h-5v2h5v5h2ZM\"+m+\",\"+b+L+\"M\"+g+\",\"+b+I+\"M\"+v+\",\"+w+P)),_||(T.transition().style(\"fill\",d>.2?\"rgba(0,0,0,0.4)\":\"rgba(255,255,255,0.3)\").duration(200),k.transition().style(\"opacity\",1).duration(200),_=!0),C.emit(\"plotly_relayouting\",R(p))}function V(){O(C),p!==h&&(a.call(\"_guiRelayout\",C,R(p)),z&&C.data&&C._context.showTips&&(o.notifier(l(C,\"Double-click to zoom back out\"),\"long\"),z=!1))}function q(t,e){var r=t/M.xaxis._m,n=e/M.yaxis._m,i=[(p={a:h.a-n,b:h.b+(r+n)/2,c:h.c-(r-n)/2}).a,p.b,p.c].sort(o.sorterAsc),a=i.indexOf(p.a),l=i.indexOf(p.b),c=i.indexOf(p.c);i[0]<0&&(i[1]+i[0]/2<0?(i[2]+=i[0]+i[1],i[0]=i[1]=0):(i[2]+=i[0]/2,i[1]+=i[0]/2,i[0]=0),p={a:i[a],b:i[l],c:i[c]},e=(h.a-p.a)*M.yaxis._m,t=(h.c-p.c-h.b+p.b)*M.xaxis._m);var f=s(M.x0+t,M.y0+e);M.plotContainer.selectAll(\".scatterlayer,.maplayer\").attr(\"transform\",f);var d=s(-t,-e);M.clipDefRelative.select(\"path\").attr(\"transform\",d),M.aaxis.range=[p.a,M.sum-p.b-p.c],M.baxis.range=[M.sum-p.a-p.c,p.b],M.caxis.range=[M.sum-p.a-p.b,p.c],M.drawAxes(!1),M._hasClipOnAxisFalse&&M.plotContainer.select(\".scatterlayer\").selectAll(\".trace\").call(u.hideOutsideRangePoints,M),C.emit(\"plotly_relayouting\",R(p))}function H(){a.call(\"_guiRelayout\",C,R(p))}this.dragOptions={element:S,gd:C,plotinfo:{id:M.id,domain:C._fullLayout[M.id].domain,xaxis:M.xaxis,yaxis:M.yaxis},subplot:M.id,prepFn:function(a,l,u){M.dragOptions.xaxes=[M.xaxis],M.dragOptions.yaxes=[M.yaxis],t=C._fullLayout._invScaleX,e=C._fullLayout._invScaleY;var m=M.dragOptions.dragmode=C._fullLayout.dragmode;v(m)?M.dragOptions.minDrag=1:M.dragOptions.minDrag=void 0,\"zoom\"===m?(M.dragOptions.moveFn=U,M.dragOptions.clickFn=F,M.dragOptions.doneFn=V,function(t,e,a){var l=S.getBoundingClientRect();r=e-l.left,n=a-l.top,C._fullLayout._calcInverseTransform(C);var u=C._fullLayout._invTransform,m=o.apply3DTransform(u)(r,n);r=m[0],n=m[1],h={a:M.aaxis.range[0],b:M.baxis.range[1],c:M.caxis.range[1]},p=h,f=M.aaxis.range[1]-h.a,d=i(M.graphDiv._fullLayout[M.id].bgcolor).getLuminance(),y=\"M0,\"+M.h+\"L\"+M.w/2+\", 0L\"+M.w+\",\"+M.h+\"Z\",_=!1,T=D.append(\"path\").attr(\"class\",\"zoombox\").attr(\"transform\",s(M.x0,M.y0)).style({fill:d>.2?\"rgba(0,0,0,0)\":\"rgba(255,255,255,0)\",\"stroke-width\":0}).attr(\"d\",y),k=D.append(\"path\").attr(\"class\",\"zoombox-corners\").attr(\"transform\",s(M.x0,M.y0)).style({fill:c.background,stroke:c.defaultLine,\"stroke-width\":1,opacity:0}).attr(\"d\",\"M0,0Z\"),M.clearOutline(C)}(0,l,u)):\"pan\"===m?(M.dragOptions.moveFn=q,M.dragOptions.clickFn=F,M.dragOptions.doneFn=H,h={a:M.aaxis.range[0],b:M.baxis.range[1],c:M.caxis.range[1]},p=h,M.clearOutline(C)):(x(m)||v(m))&&b(a,l,u,M.dragOptions,m)}},S.onmousemove=function(t){g.hover(C,t,M.id),C._fullLayout._lasthover=S,C._fullLayout._hoversubplot=M.id},S.onmouseout=function(t){C._dragging||m.unhover(C,t)},m.init(this.dragOptions)}},33626:function(t,e,r){\"use strict\";var n=r(48636),i=r(4969),a=r(36539),o=r(56174),s=r(95425).addStyleRule,l=r(93049),c=r(9829),u=r(6704),h=l.extendFlat,f=l.extendDeepAll;function p(t){var i=t.name,a=t.categories,o=t.meta;if(e.modules[i])n.log(\"Type \"+i+\" already registered\");else{e.subplotsRegistry[t.basePlotModule.name]||function(t){var r=t.name;if(e.subplotsRegistry[r])n.log(\"Plot type \"+r+\" already registered.\");else for(var i in y(t),e.subplotsRegistry[r]=t,e.componentsRegistry)_(i,t.name)}(t.basePlotModule);for(var l={},c=0;c<a.length;c++)l[a[c]]=!0,e.allCategories[a[c]]=!0;for(var u in e.modules[i]={_module:t,categories:l},o&&Object.keys(o).length&&(e.modules[i].meta=o),e.allTypes.push(i),e.componentsRegistry)v(u,i);t.layoutAttributes&&h(e.traceLayoutAttributes,t.layoutAttributes);var f=t.basePlotModule,p=f.name;if(\"mapbox\"===p){var d=f.constants.styleRules;for(var m in d)s(\".js-plotly-plot .plotly .mapboxgl-\"+m,d[m])}\"map\"===p&&r(96144),\"geo\"!==p&&\"mapbox\"!==p&&\"map\"!==p||void 0!==window.PlotlyGeoAssets||(window.PlotlyGeoAssets={topojson:{}})}}function d(t){if(\"string\"!=typeof t.name)throw new Error(\"Component module *name* must be a string.\");var r=t.name;for(var n in e.componentsRegistry[r]=t,t.layoutAttributes&&(t.layoutAttributes._isLinkedToArray&&a(e.layoutArrayContainers,r),y(t)),e.modules)v(r,n);for(var i in e.subplotsRegistry)_(r,i);for(var o in e.transformsRegistry)x(r,o);t.schema&&t.schema.layout&&f(u,t.schema.layout)}function m(t){if(\"string\"!=typeof t.name)throw new Error(\"Transform module *name* must be a string.\");var r=\"Transform module \"+t.name,i=\"function\"==typeof t.transform,a=\"function\"==typeof t.calcTransform;if(!i&&!a)throw new Error(r+\" is missing a *transform* or *calcTransform* method.\");for(var s in i&&a&&n.log([r+\" has both a *transform* and *calcTransform* methods.\",\"Please note that all *transform* methods are executed\",\"before all *calcTransform* methods.\"].join(\" \")),o(t.attributes)||n.log(r+\" registered without an *attributes* object.\"),\"function\"!=typeof t.supplyDefaults&&n.log(r+\" registered without a *supplyDefaults* method.\"),e.transformsRegistry[t.name]=t,e.componentsRegistry)x(s,t.name)}function g(t){var r=t.name,n=r.split(\"-\")[0],i=t.dictionary,a=t.format,o=i&&Object.keys(i).length,s=a&&Object.keys(a).length,l=e.localeRegistry,c=l[r];if(c||(l[r]=c={}),n!==r){var u=l[n];u||(l[n]=u={}),o&&u.dictionary===c.dictionary&&(u.dictionary=i),s&&u.format===c.format&&(u.format=a)}o&&(c.dictionary=i),s&&(c.format=a)}function y(t){if(t.layoutAttributes){var r=t.layoutAttributes._arrayAttrRegexps;if(r)for(var n=0;n<r.length;n++)a(e.layoutArrayRegexes,r[n])}}function v(t,r){var n=e.componentsRegistry[t].schema;if(n&&n.traces){var i=n.traces[r];i&&f(e.modules[r]._module.attributes,i)}}function x(t,r){var n=e.componentsRegistry[t].schema;if(n&&n.transforms){var i=n.transforms[r];i&&f(e.transformsRegistry[r].attributes,i)}}function _(t,r){var n=e.componentsRegistry[t].schema;if(n&&n.subplots){var i=e.subplotsRegistry[r],a=i.layoutAttributes,o=\"subplot\"===i.attr?i.name:i.attr;Array.isArray(o)&&(o=o[0]);var 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strict\";t.exports={barmode:{valType:\"enumerated\",values:[\"stack\",\"group\",\"overlay\",\"relative\"],dflt:\"group\",editType:\"calc\"},barnorm:{valType:\"enumerated\",values:[\"\",\"fraction\",\"percent\"],dflt:\"\",editType:\"calc\"},bargap:{valType:\"number\",min:0,max:1,editType:\"calc\"},bargroupgap:{valType:\"number\",min:0,max:1,dflt:0,editType:\"calc\"},barcornerradius:{valType:\"any\",editType:\"calc\"}}},78931:function(t,e,r){\"use strict\";var n=r(33626),i=r(29714),a=r(34809),o=r(25412),s=r(17550).validateCornerradius;t.exports=function(t,e,r){function l(r,n){return a.coerce(t,e,o,r,n)}for(var c=!1,u=!1,h=!1,f={},p=l(\"barmode\"),d=0;d<r.length;d++){var m=r[d];if(n.traceIs(m,\"bar\")&&m.visible){if(c=!0,\"group\"===p){var g=m.xaxis+m.yaxis;f[g]&&(h=!0),f[g]=!0}m.visible&&\"histogram\"===m.type&&\"category\"!==i.getFromId({_fullLayout:e},m[\"v\"===m.orientation?\"xaxis\":\"yaxis\"]).type&&(u=!0)}}if(c){\"overlay\"!==p&&l(\"barnorm\"),l(\"bargap\",u&&!h?0:.2),l(\"bargroupgap\");var y=l(\"barcornerradius\");e.barcornerradius=s(y)}else delete e.barmode}},32995:function(t,e,r){\"use strict\";var n=r(45568),i=r(10721),a=r(34809),o=r(30635),s=r(78766),l=r(62203),c=r(33626),u=r(29714).tickText,h=r(84102),f=h.recordMinTextSize,p=h.clearMinTextSize,d=r(6851),m=r(42843),g=r(56155),y=r(81481),v=y.text,x=y.textposition,_=r(36040).appendArrayPointValue,b=g.TEXTPAD;function w(t){return t.id}function T(t){if(t.ids)return w}function k(t){return(t>0)-(t<0)}function A(t,e){return t<e?1:-1}function M(t,e,r,n){var i;return!e.uniformtext.mode&&S(r)?(n&&(i=n()),t.transition().duration(r.duration).ease(r.easing).each(\"end\",(function(){i&&i()})).each(\"interrupt\",(function(){i&&i()}))):t}function S(t){return t&&t.duration>0}function E(t,e,r,n,i){return!(t<0||e<0)&&(r<=t&&n<=e||r<=e&&n<=t||(i?t>=r*(e/n):e>=n*(t/r)))}function C(t){return\"auto\"===t?0:t}function L(t,e){var r=Math.PI/180*e,n=Math.abs(Math.sin(r)),i=Math.abs(Math.cos(r));return{x:t.width*i+t.height*n,y:t.width*n+t.height*i}}function I(t,e,r,n,i,a){var o=!!a.isHorizontal,s=!!a.constrained,l=a.angle||0,c=a.anchor,u=\"end\"===c,h=\"start\"===c,f=((a.leftToRight||0)+1)/2,p=1-f,d=a.hasB,m=a.r,g=a.overhead,y=i.width,v=i.height,x=Math.abs(e-t),_=Math.abs(n-r),w=x>2*b&&_>2*b?b:0;x-=2*w,_-=2*w;var T=C(l);\"auto\"!==l||y<=x&&v<=_||!(y>x||v>_)||(y>_||v>x)&&y<v==x<_||(T+=90);var k,M,S=L(i,T);if(m&&m-g>b){var E=function(t,e,r,n,i,a,o,s,l){var c,u,h,f,p=Math.max(0,Math.abs(e-t)-2*b),d=Math.max(0,Math.abs(n-r)-2*b),m=a-b,g=o?m-Math.sqrt(m*m-(m-o)*(m-o)):m,y=l?2*m:s?m-o:2*g,v=l?2*m:s?2*g:m-o;return 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B=o?A(t,e):A(r,n);o?h?(z=t+B*w,D=-B*F):(z=e-B*w,D=B*F):h?(O=r+B*w,R=-B*F):(O=n-B*w,R=B*F)}return{textX:I,textY:P,targetX:z,targetY:O,anchorX:D,anchorY:R,scale:k,rotate:T}}t.exports={plot:function(t,e,r,h,g,y){var w=e.xaxis,P=e.yaxis,z=t._fullLayout,O=t._context.staticPlot;g||(g={mode:z.barmode,norm:z.barmode,gap:z.bargap,groupgap:z.bargroupgap},p(\"bar\",z));var D=a.makeTraceGroups(h,r,\"trace bars\").each((function(r){var c=n.select(this),h=r[0].trace,p=r[0].t,D=\"waterfall\"===h.type,R=\"funnel\"===h.type,F=\"histogram\"===h.type,B=\"bar\"===h.type,N=B||R,j=0;D&&h.connector.visible&&\"between\"===h.connector.mode&&(j=h.connector.line.width/2);var U=\"h\"===h.orientation,V=S(g),q=a.ensureSingle(c,\"g\",\"points\"),H=T(h),G=q.selectAll(\"g.point\").data(a.identity,H);G.enter().append(\"g\").classed(\"point\",!0),G.exit().remove(),G.each((function(c,T){var S,D,R=n.select(this),q=function(t,e,r,n){var i=[],a=[],o=n?e:r,s=n?r:e;return 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r,n=U?Math.abs(W-Z):Math.abs(G-H),i=U?Math.abs(G-H):Math.abs(W-Z),a=J(Math.abs(Q(K,!0)-Q(0,!0))),o=c.hasB?Math.min(n/2,i/2):Math.min(n/2,a);return r=\"%\"===e?n*(Math.min(50,t)/100):t,J(Math.max(Math.min(r,o),0))}(p.cornerradiusvalue,p.cornerradiusform):0,nt=\"M\"+H+\",\"+Z+\"V\"+W+\"H\"+G+\"V\"+Z+\"Z\",it=0;if(rt&&c.s){var at=0===k(c.s0)||k(c.s)===k(c.s0)?c.s1:c.s0;if((it=J(c.hasB?0:Math.abs(Q(K,!0)-Q(at,!0))))<rt){var ot=A(H,G),st=A(Z,W),lt=ot===-st?1:0;if(U)if(c.hasB)tt=\"M\"+(H+rt*ot)+\",\"+Z+\"A \"+rt+\",\"+rt+\" 0 0 \"+lt+\" \"+H+\",\"+(Z+rt*st)+\"V\"+(W-rt*st)+\"A \"+rt+\",\"+rt+\" 0 0 \"+lt+\" \"+(H+rt*ot)+\",\"+W+\"H\"+(G-rt*ot)+\"A \"+rt+\",\"+rt+\" 0 0 \"+lt+\" \"+G+\",\"+(W-rt*st)+\"V\"+(Z+rt*st)+\"A \"+rt+\",\"+rt+\" 0 0 \"+lt+\" \"+(G-rt*ot)+\",\"+Z+\"Z\";else{var ct=(et=Math.abs(G-H)+it)<rt?rt-Math.sqrt(et*(2*rt-et)):0,ut=it>0?Math.sqrt(it*(2*rt-it)):0,ht=ot>0?Math.max:Math.min;tt=\"M\"+H+\",\"+Z+\"V\"+(W-ct*st)+\"H\"+ht(G-(rt-it)*ot,H)+\"A \"+rt+\",\"+rt+\" 0 0 \"+lt+\" 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mt=M(a.ensureSingle(R,\"path\"),z,g,y);if(mt.style(\"vector-effect\",O?\"none\":\"non-scaling-stroke\").attr(\"d\",isNaN((G-H)*(W-Z))||Y&&t._context.staticPlot?\"M0,0Z\":tt).call(l.setClipUrl,e.layerClipId,t),!z.uniformtext.mode&&V){var gt=l.makePointStyleFns(h);l.singlePointStyle(c,mt,h,gt,t)}!function(t,e,r,n,i,s,c,h,p,g,y,w,T){var k,S=e.xaxis,P=e.yaxis,z=t._fullLayout;function O(e,r,n){return a.ensureSingle(e,\"text\").text(r).attr({class:\"bartext bartext-\"+k,\"text-anchor\":\"middle\",\"data-notex\":1}).call(l.font,n).call(o.convertToTspans,t)}var D=n[0].trace,R=\"h\"===D.orientation,F=function(t,e,r,n,i){var o,s=e[0].trace;return o=s.texttemplate?function(t,e,r,n,i){var o=e[0].trace,s=a.castOption(o,r,\"texttemplate\");if(!s)return\"\";var l,c,h,f,p=\"histogram\"===o.type,d=\"waterfall\"===o.type,m=\"funnel\"===o.type,g=\"h\"===o.orientation;function y(t){return u(f,f.c2l(t),!0).text}g?(l=\"y\",c=i,h=\"x\",f=n):(l=\"x\",c=n,h=\"y\",f=i);var 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i=t[0].trace,o=\"h\"===i.orientation,s=\"waterfall\"===i.type,l=\"funnel\"===i.type;function c(t){return u(o?r:n,+t,!0).text}var h,f,p=i.textinfo,d=t[e],m=p.split(\"+\"),g=[],y=function(t){return-1!==m.indexOf(t)};if(y(\"label\")&&g.push((f=t[e].p,u(o?n:r,f,!0).text)),y(\"text\")&&(0===(h=a.castOption(i,d.i,\"text\"))||h)&&g.push(h),s){var v=+d.rawS||d.s,x=d.v,_=x-v;y(\"initial\")&&g.push(c(_)),y(\"delta\")&&g.push(c(v)),y(\"final\")&&g.push(c(x))}if(l){y(\"value\")&&g.push(c(d.s));var b=0;y(\"percent initial\")&&b++,y(\"percent previous\")&&b++,y(\"percent total\")&&b++;var w=b>1;y(\"percent initial\")&&(h=a.formatPercent(d.begR),w&&(h+=\" of initial\"),g.push(h)),y(\"percent previous\")&&(h=a.formatPercent(d.difR),w&&(h+=\" of previous\"),g.push(h)),y(\"percent total\")&&(h=a.formatPercent(d.sumR),w&&(h+=\" of total\"),g.push(h))}return g.join(\"<br>\")}(e,r,n,i):m.getValue(s.text,r),m.coerceString(v,o)}(z,n,i,S,P);k=function(t,e){var r=m.getValue(t.textposition,e);return m.coerceEnumerated(x,r)}(D,i);var B=\"stack\"===w.mode||\"relative\"===w.mode,N=n[i],j=!B||N._outmost,U=N.hasB,V=g&&g-y>b;if(F&&\"none\"!==k&&(!N.isBlank&&s!==c&&h!==p||\"auto\"!==k&&\"inside\"!==k)){var q=z.font,H=d.getBarColor(n[i],D),G=d.getInsideTextFont(D,i,q,H),Z=d.getOutsideTextFont(D,i,q),W=D.insidetextanchor||\"end\",Y=r.datum();R?\"log\"===S.type&&Y.s0<=0&&(s=S.range[0]<S.range[1]?0:S._length):\"log\"===P.type&&Y.s0<=0&&(h=P.range[0]<P.range[1]?P._length:0);var X,$,J,K,Q,tt=Math.abs(c-s),et=Math.abs(p-h),rt=tt-2*b,nt=et-2*b;if(\"outside\"===k&&(j||N.hasB||(k=\"inside\")),\"auto\"===k)if(j){k=\"inside\",X=O(r,F,Q=a.ensureUniformFontSize(t,G)),J=($=l.bBox(X.node())).width,K=$.height;var it,at=J>0&&K>0;it=V?U?E(rt-2*g,nt,J,K,R)||E(rt,nt-2*g,J,K,R):R?E(rt-(g-y),nt,J,K,R)||E(rt,nt-2*(g-y),J,K,R):E(rt,nt-(g-y),J,K,R)||E(rt-2*(g-y),nt,J,K,R):E(rt,nt,J,K,R),at&&it?k=\"inside\":(k=\"outside\",X.remove(),X=null)}else k=\"inside\";if(!X){var ot=(X=O(r,F,Q=a.ensureUniformFontSize(t,\"outside\"===k?Z:G))).attr(\"transform\");if(X.attr(\"transform\",\"\"),J=($=l.bBox(X.node())).width,K=$.height,X.attr(\"transform\",ot),J<=0||K<=0)return void X.remove()}var st,lt=D.textangle;st=\"outside\"===k?function(t,e,r,n,i,a){var o,s=!!a.isHorizontal,l=!!a.constrained,c=a.angle||0,u=i.width,h=i.height,f=Math.abs(e-t),p=Math.abs(n-r);o=s?p>2*b?b:0:f>2*b?b:0;var d=1;l&&(d=s?Math.min(1,p/h):Math.min(1,f/u));var m=C(c),g=L(i,m),y=(s?g.x:g.y)/2,v=(i.left+i.right)/2,x=(i.top+i.bottom)/2,_=(t+e)/2,w=(r+n)/2,T=0,k=0,M=s?A(e,t):A(r,n);return s?(_=e-M*o,T=M*y):(w=n+M*o,k=-M*y),{textX:v,textY:x,targetX:_,targetY:w,anchorX:T,anchorY:k,scale:d,rotate:m}}(s,c,h,p,$,{isHorizontal:R,constrained:\"both\"===D.constraintext||\"outside\"===D.constraintext,angle:lt}):I(s,c,h,p,$,{isHorizontal:R,constrained:\"both\"===D.constraintext||\"inside\"===D.constraintext,angle:lt,anchor:W,hasB:U,r:g,overhead:y}),st.fontSize=Q.size,f(\"histogram\"===D.type?\"bar\":D.type,st,z),N.transform=st;var ct=M(X,z,w,T);a.setTransormAndDisplay(ct,st)}else r.select(\"text\").remove()}(t,e,R,r,T,H,G,Z,W,rt,it,g,y),e.layerClipId&&l.hideOutsideRangePoint(c,R.select(\"text\"),w,P,h.xcalendar,h.ycalendar)}));var Z=!1===h.cliponaxis;l.setClipUrl(c,Z?null:e.layerClipId,t)}));c.getComponentMethod(\"errorbars\",\"plot\")(t,D,e,g)},toMoveInsideBar:I}},88384:function(t){\"use strict\";function e(t,e,r,n,i){var a=e.c2p(n?t.s0:t.p0,!0),o=e.c2p(n?t.s1:t.p1,!0),s=r.c2p(n?t.p0:t.s0,!0),l=r.c2p(n?t.p1:t.s1,!0);return i?[(a+o)/2,(s+l)/2]:n?[o,(s+l)/2]:[(a+o)/2,l]}t.exports=function(t,r){var n,i=t.cd,a=t.xaxis,o=t.yaxis,s=i[0].trace,l=\"funnel\"===s.type,c=\"h\"===s.orientation,u=[];if(!1===r)for(n=0;n<i.length;n++)i[n].selected=0;else for(n=0;n<i.length;n++){var h=i[n],f=\"ct\"in h?h.ct:e(h,a,o,c,l);r.contains(f,!1,n,t)?(u.push({pointNumber:n,x:a.c2d(h.x),y:o.c2d(h.y)}),h.selected=1):h.selected=0}return u}},2880:function(t,e,r){\"use strict\";t.exports=i;var n=r(34809).distinctVals;function i(t,e){this.traces=t,this.sepNegVal=e.sepNegVal,this.overlapNoMerge=e.overlapNoMerge;for(var r=1/0,i=e.posAxis._id.charAt(0),a=[],o=0;o<t.length;o++){for(var s=t[o],l=0;l<s.length;l++){var c=s[l],u=c.p;void 0===u&&(u=c[i]),void 0!==u&&a.push(u)}s[0]&&s[0].width1&&(r=Math.min(s[0].width1,r))}this.positions=a;var h=n(a);this.distinctPositions=h.vals,1===h.vals.length&&r!==1/0?this.minDiff=r:this.minDiff=Math.min(h.minDiff,r);var 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c(t,e,r){for(var n,o,l,c=t.cd,u=t.xa,h=t.ya,f=c[0].trace,p=u.c2p(e),d=h.c2p(r),m=a.quadrature((function(t){var e=Math.max(3,t.mrc||0);return Math.max(Math.abs(u.c2p(t.x)-p)-e,1-3/e)}),(function(t){var e=Math.max(3,t.mrc||0);return Math.max(Math.abs(h.c2p(t.y)-d)-e,1-3/e)})),g=!1,y=0;y<c.length;y++){o=c[y];for(var v=0;v<(o.pts||[]).length;v++){var x=m(l=o.pts[v]);x<=t.distance&&(t.distance=x,g=[y,v])}}if(!g)return!1;l=(o=c[g[0]]).pts[g[1]];var _=u.c2p(l.x,!0),b=h.c2p(l.y,!0),w=l.mrc||1;n=i.extendFlat({},t,{index:l.i,color:(f.marker||{}).color,name:f.name,x0:_-w,x1:_+w,y0:b-w,y1:b+w,spikeDistance:t.distance,hovertemplate:f.hovertemplate});var T,k=o.orig_p,A=void 0!==k?k:o.pos;return\"h\"===f.orientation?(T=h,n.xLabelVal=l.x,n.yLabelVal=A):(T=u,n.xLabelVal=A,n.yLabelVal=l.y),n[T._id.charAt(0)+\"Spike\"]=T.c2p(o.pos,!0),s(l,f,n),n}t.exports={hoverPoints:function(t,e,r,n){var i,a=t.cd[0].trace.hoveron,o=[];return-1!==a.indexOf(\"boxes\")&&(o=o.concat(l(t,e,r,n))),-1!==a.indexOf(\"points\")&&(i=c(t,e,r)),\"closest\"===n?i?[i]:o:i?(o.push(i),o):o},hoverOnBoxes:l,hoverOnPoints:c}},53794:function(t,e,r){\"use strict\";t.exports={attributes:r(64625),layoutAttributes:r(64636),supplyDefaults:r(62294).supplyDefaults,crossTraceDefaults:r(62294).crossTraceDefaults,supplyLayoutDefaults:r(65067).supplyLayoutDefaults,calc:r(89429),crossTraceCalc:r(81606).crossTraceCalc,plot:r(95419).plot,style:r(59979).style,styleOnSelect:r(59979).styleOnSelect,hoverPoints:r(11448).hoverPoints,eventData:r(76429),selectPoints:r(72488),moduleType:\"trace\",name:\"box\",basePlotModule:r(37703),categories:[\"cartesian\",\"svg\",\"symbols\",\"oriented\",\"box-violin\",\"showLegend\",\"boxLayout\",\"zoomScale\"],meta:{}}},64636:function(t){\"use 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_=t.selectAll(\"path.box\").data(\"violin\"!==r.type||r.box.visible?i.identity:[]);_.enter().append(\"path\").style(\"vector-effect\",o?\"none\":\"non-scaling-stroke\").attr(\"class\",\"box\"),_.exit().remove(),_.each((function(t){if(t.empty)return n.select(this).attr(\"d\",\"M0,0Z\");var e=h.c2l(t.pos+p,!0),a=h.l2p(e-s)+m,o=h.l2p(e+l)+m,_=f?(a+o)/2:h.l2p(e)+m,b=r.whiskerwidth,w=f?a*b+(1-b)*_:h.l2p(e-d)+m,T=f?o*b+(1-b)*_:h.l2p(e+d)+m,k=h.l2p(e-s*x)+m,A=h.l2p(e+l*x)+m,M=\"sd\"===r.sizemode,S=u.c2p(M?t.mean-t.sd:t.q1,!0),E=M?u.c2p(t.mean+t.sd,!0):u.c2p(t.q3,!0),C=i.constrain(M?u.c2p(t.mean,!0):u.c2p(t.med,!0),Math.min(S,E)+1,Math.max(S,E)-1),L=void 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n=r(34809).isArray1D;t.exports=function(t,e,r){var i=r(\"x\"),a=i&&i.length,o=r(\"y\"),s=o&&o.length;if(!a&&!s)return!1;if(e._cheater=!i,a&&!n(i)||s&&!n(o))e._length=null;else{var l=a?i.length:1/0;s&&(l=Math.min(l,o.length)),e.a&&e.a.length&&(l=Math.min(l,e.a.length)),e.b&&e.b.length&&(l=Math.min(l,e.b.length)),e._length=l}return!0}},92802:function(t,e,r){\"use strict\";var n=r(3208).rb,i=r(6893),a=r(87163),o=r(9829),s=r(10229).defaultLine,l=r(93049).extendFlat,c=i.marker.line;t.exports=l({locations:{valType:\"data_array\",editType:\"calc\"},locationmode:i.locationmode,z:{valType:\"data_array\",editType:\"calc\"},geojson:l({},i.geojson,{}),featureidkey:i.featureidkey,text:l({},i.text,{}),hovertext:l({},i.hovertext,{}),marker:{line:{color:l({},c.color,{dflt:s}),width:l({},c.width,{dflt:1}),editType:\"calc\"},opacity:{valType:\"number\",arrayOk:!0,min:0,max:1,dflt:1,editType:\"style\"},editType:\"calc\"},selected:{marker:{opacity:i.selected.marker.opacity,editType:\"plot\"},editType:\"plot\"},unselected:{marker:{opacity:i.unselected.marker.opacity,editType:\"plot\"},editType:\"plot\"},hoverinfo:l({},o.hoverinfo,{editType:\"calc\",flags:[\"location\",\"z\",\"text\",\"name\"]}),hovertemplate:n(),showlegend:l({},o.showlegend,{dflt:!1})},a(\"\",{cLetter:\"z\",editTypeOverride:\"calc\"}))},12702:function(t,e,r){\"use strict\";var 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t.x0=t.x1=t.xa.c2p(o.ct),t.y0=t.y1=t.ya.c2p(o.ct),t.index=o.index,t.location=o.loc,t.z=o.z,t.zLabel=n.tickText(f.mockAxis,f.mockAxis.c2l(o.z),\"hover\").text,t.hovertemplate=o.hovertemplate,function(t,e,r){if(!e.hovertemplate){var n=r.hi||e.hoverinfo,o=String(r.loc),s=\"all\"===n?i.hoverinfo.flags:n.split(\"+\"),l=-1!==s.indexOf(\"name\"),c=-1!==s.indexOf(\"location\"),u=-1!==s.indexOf(\"z\"),h=-1!==s.indexOf(\"text\"),f=[];!l&&c?t.nameOverride=o:(l&&(t.nameOverride=e.name),c&&f.push(o)),u&&f.push(t.zLabel),h&&a(r,e,f),t.extraText=f.join(\"<br>\")}}(t,h,o),[t]}},58075:function(t,e,r){\"use 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d.geojson=null}if(\"geojson\"===n.fitbounds&&\"geojson-id\"===l){var y=a.computeBbox(a.getTraceGeojson(r));h=[y[0],y[2]],f=[y[1],y[3]]}var v={padded:!0};r._extremes.lon=s(n.lonaxis._ax,h,v),r._extremes.lat=s(n.lataxis._ax,f,v)},plot:function(t,e,r){var a=e.layers.backplot.select(\".choroplethlayer\");i.makeTraceGroups(a,r,\"trace choropleth\").each((function(e){var r=n.select(this).selectAll(\"path.choroplethlocation\").data(i.identity);r.enter().append(\"path\").classed(\"choroplethlocation\",!0),r.exit().remove(),l(t,e)}))}}},43727:function(t){\"use strict\";t.exports=function(t,e){var r,n,i,a,o,s=t.cd,l=t.xaxis,c=t.yaxis,u=[];if(!1===e)for(r=0;r<s.length;r++)s[r].selected=0;else for(r=0;r<s.length;r++)(i=(n=s[r]).ct)&&(a=l.c2p(i),o=c.c2p(i),e.contains([a,o],null,r,t)?(u.push({pointNumber:r,lon:i[0],lat:i[1]}),n.selected=1):n.selected=0);return u}},59342:function(t,e,r){\"use strict\";var n=r(45568),i=r(78766),a=r(62203),o=r(88856);function s(t,e){var 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n=r(92802),i=r(87163),a=r(3208).rb,o=r(9829),s=r(93049).extendFlat;t.exports=s({locations:{valType:\"data_array\",editType:\"calc\"},z:{valType:\"data_array\",editType:\"calc\"},geojson:{valType:\"any\",editType:\"calc\"},featureidkey:s({},n.featureidkey,{}),below:{valType:\"string\",editType:\"plot\"},text:n.text,hovertext:n.hovertext,marker:{line:{color:s({},n.marker.line.color,{editType:\"plot\"}),width:s({},n.marker.line.width,{editType:\"plot\"}),editType:\"calc\"},opacity:s({},n.marker.opacity,{editType:\"plot\"}),editType:\"calc\"},selected:{marker:{opacity:s({},n.selected.marker.opacity,{editType:\"plot\"}),editType:\"plot\"},editType:\"plot\"},unselected:{marker:{opacity:s({},n.unselected.marker.opacity,{editType:\"plot\"}),editType:\"plot\"},editType:\"plot\"},hoverinfo:n.hoverinfo,hovertemplate:a({},{keys:[\"properties\"]}),showlegend:s({},o.showlegend,{dflt:!1})},i(\"\",{cLetter:\"z\",editTypeOverride:\"calc\"}))},40980:function(t,e,r){\"use strict\";var n=r(10721),i=r(34809),a=r(88856),o=r(62203),s=r(39532).makeBlank,l=r(3994);function c(t){var e,r=t[0].trace,n=r._opts;if(r.selectedpoints){for(var a=o.makeSelectedPointStyleFns(r),s=0;s<t.length;s++){var l=t[s];l.fOut&&(l.fOut.properties.mo2=a.selectedOpacityFn(l))}e={type:\"identity\",property:\"mo2\"}}else e=i.isArrayOrTypedArray(r.marker.opacity)?{type:\"identity\",property:\"mo\"}:r.marker.opacity;return i.extendFlat(n.fill.paint,{\"fill-opacity\":e}),i.extendFlat(n.line.paint,{\"line-opacity\":e}),n}t.exports={convert:function(t){var e=t[0].trace,r=!0===e.visible&&0!==e._length,o={layout:{visibility:\"none\"},paint:{}},u={layout:{visibility:\"none\"},paint:{}},h=e._opts={fill:o,line:u,geojson:s()};if(!r)return h;var f=l.extractTraceFeature(t);if(!f)return h;var p,d,m,g=a.makeColorScaleFuncFromTrace(e),y=e.marker,v=y.line||{};i.isArrayOrTypedArray(y.opacity)&&(p=function(t){var e=t.mo;return n(e)?+i.constrain(e,0,1):0}),i.isArrayOrTypedArray(v.color)&&(d=function(t){return t.mlc}),i.isArrayOrTypedArray(v.width)&&(m=function(t){return t.mlw});for(var x=0;x<t.length;x++){var _=t[x],b=_.fOut;if(b){var w=b.properties;w.fc=g(_.z),p&&(w.mo=p(_)),d&&(w.mlc=d(_)),m&&(w.mlw=m(_)),_.ct=w.ct,_._polygons=l.feature2polygons(b)}}var T=p?{type:\"identity\",property:\"mo\"}:y.opacity;return i.extendFlat(o.paint,{\"fill-color\":{type:\"identity\",property:\"fc\"},\"fill-opacity\":T}),i.extendFlat(u.paint,{\"line-color\":d?{type:\"identity\",property:\"mlc\"}:v.color,\"line-width\":m?{type:\"identity\",property:\"mlw\"}:v.width,\"line-opacity\":T}),o.layout.visibility=\"visible\",u.layout.visibility=\"visible\",h.geojson={type:\"FeatureCollection\",features:f},c(t),h},convertOnSelect:c}},94149:function(t,e,r){\"use strict\";var n=r(34809),i=r(39356),a=r(34770);t.exports=function(t,e,r,o){function s(r,i){return n.coerce(t,e,a,r,i)}var l=s(\"locations\"),c=s(\"z\"),u=s(\"geojson\");n.isArrayOrTypedArray(l)&&l.length&&n.isArrayOrTypedArray(c)&&c.length&&(\"string\"==typeof u&&\"\"!==u||n.isPlainObject(u))?(s(\"featureidkey\"),e._length=Math.min(l.length,c.length),s(\"below\"),s(\"text\"),s(\"hovertext\"),s(\"hovertemplate\"),s(\"marker.line.width\")&&s(\"marker.line.color\"),s(\"marker.opacity\"),i(t,e,o,s,{prefix:\"\",cLetter:\"z\"}),n.coerceSelectionMarkerOpacity(e,s)):e.visible=!1}},9419:function(t,e,r){\"use strict\";t.exports={attributes:r(34770),supplyDefaults:r(94149),colorbar:r(12431),calc:r(12702),plot:r(30316),hoverPoints:r(94125),eventData:r(38414),selectPoints:r(43727),styleOnSelect:function(t,e){e&&e[0].trace._glTrace.updateOnSelect(e)},getBelow:function(t,e){for(var r=e.getMapLayers(),n=r.length-2;n>=0;n--){var i=r[n].id;if(\"string\"==typeof i&&0===i.indexOf(\"water\"))for(var a=n+1;a<r.length;a++)if(\"string\"==typeof(i=r[a].id)&&-1===i.indexOf(\"plotly-\"))return i}},moduleType:\"trace\",name:\"choroplethmap\",basePlotModule:r(34091),categories:[\"map\",\"gl\",\"noOpacity\",\"showLegend\"],meta:{hr_name:\"choropleth_map\"}}},30316:function(t,e,r){\"use strict\";var n=r(40980).convert,i=r(40980).convertOnSelect,a=r(8814).traceLayerPrefix;function o(t,e){this.type=\"choroplethmap\",this.subplot=t,this.uid=e,this.sourceId=\"source-\"+e,this.layerList=[[\"fill\",a+e+\"-fill\"],[\"line\",a+e+\"-line\"]],this.below=null}var s=o.prototype;s.update=function(t){this._update(n(t)),t[0].trace._glTrace=this},s.updateOnSelect=function(t){this._update(i(t))},s._update=function(t){var e=this.subplot,r=this.layerList,n=e.belowLookup[\"trace-\"+this.uid];e.map.getSource(this.sourceId).setData(t.geojson),n!==this.below&&(this._removeLayers(),this._addLayers(t,n),this.below=n);for(var i=0;i<r.length;i++){var a=r[i],o=a[0],s=a[1],l=t[o];e.setOptions(s,\"setLayoutProperty\",l.layout),\"visible\"===l.layout.visibility&&e.setOptions(s,\"setPaintProperty\",l.paint)}},s._addLayers=function(t,e){for(var r=this.subplot,n=this.layerList,i=this.sourceId,a=0;a<n.length;a++){var o=n[a],s=o[0],l=t[s];r.addLayer({type:s,id:o[1],source:i,layout:l.layout,paint:l.paint},e)}},s._removeLayers=function(){for(var t=this.subplot.map,e=this.layerList,r=e.length-1;r>=0;r--)t.removeLayer(e[r][1])},s.dispose=function(){var t=this.subplot.map;this._removeLayers(),t.removeSource(this.sourceId)},t.exports=function(t,e){var r=e[0].trace,i=new o(t,r.uid),a=i.sourceId,s=n(e),l=i.below=t.belowLookup[\"trace-\"+r.uid];return t.map.addSource(a,{type:\"geojson\",data:s.geojson}),i._addLayers(s,l),e[0].trace._glTrace=i,i}},86227:function(t,e,r){\"use strict\";var n=r(92802),i=r(87163),a=r(3208).rb,o=r(9829),s=r(93049).extendFlat;t.exports=s({locations:{valType:\"data_array\",editType:\"calc\"},z:{valType:\"data_array\",editType:\"calc\"},geojson:{valType:\"any\",editType:\"calc\"},featureidkey:s({},n.featureidkey,{}),below:{valType:\"string\",editType:\"plot\"},text:n.text,hovertext:n.hovertext,marker:{line:{color:s({},n.marker.line.color,{editType:\"plot\"}),width:s({},n.marker.line.width,{editType:\"plot\"}),editType:\"calc\"},opacity:s({},n.marker.opacity,{editType:\"plot\"}),editType:\"calc\"},selected:{marker:{opacity:s({},n.selected.marker.opacity,{editType:\"plot\"}),editType:\"plot\"},editType:\"plot\"},unselected:{marker:{opacity:s({},n.unselected.marker.opacity,{editType:\"plot\"}),editType:\"plot\"},editType:\"plot\"},hoverinfo:n.hoverinfo,hovertemplate:a({},{keys:[\"properties\"]}),showlegend:s({},o.showlegend,{dflt:!1})},i(\"\",{cLetter:\"z\",editTypeOverride:\"calc\"}))},51335:function(t,e,r){\"use strict\";var n=r(10721),i=r(34809),a=r(88856),o=r(62203),s=r(39532).makeBlank,l=r(3994);function c(t){var e,r=t[0].trace,n=r._opts;if(r.selectedpoints){for(var a=o.makeSelectedPointStyleFns(r),s=0;s<t.length;s++){var l=t[s];l.fOut&&(l.fOut.properties.mo2=a.selectedOpacityFn(l))}e={type:\"identity\",property:\"mo2\"}}else e=i.isArrayOrTypedArray(r.marker.opacity)?{type:\"identity\",property:\"mo\"}:r.marker.opacity;return i.extendFlat(n.fill.paint,{\"fill-opacity\":e}),i.extendFlat(n.line.paint,{\"line-opacity\":e}),n}t.exports={convert:function(t){var e=t[0].trace,r=!0===e.visible&&0!==e._length,o={layout:{visibility:\"none\"},paint:{}},u={layout:{visibility:\"none\"},paint:{}},h=e._opts={fill:o,line:u,geojson:s()};if(!r)return h;var f=l.extractTraceFeature(t);if(!f)return h;var p,d,m,g=a.makeColorScaleFuncFromTrace(e),y=e.marker,v=y.line||{};i.isArrayOrTypedArray(y.opacity)&&(p=function(t){var e=t.mo;return n(e)?+i.constrain(e,0,1):0}),i.isArrayOrTypedArray(v.color)&&(d=function(t){return t.mlc}),i.isArrayOrTypedArray(v.width)&&(m=function(t){return t.mlw});for(var x=0;x<t.length;x++){var _=t[x],b=_.fOut;if(b){var w=b.properties;w.fc=g(_.z),p&&(w.mo=p(_)),d&&(w.mlc=d(_)),m&&(w.mlw=m(_)),_.ct=w.ct,_._polygons=l.feature2polygons(b)}}var T=p?{type:\"identity\",property:\"mo\"}:y.opacity;return i.extendFlat(o.paint,{\"fill-color\":{type:\"identity\",property:\"fc\"},\"fill-opacity\":T}),i.extendFlat(u.paint,{\"line-color\":d?{type:\"identity\",property:\"mlc\"}:v.color,\"line-width\":m?{type:\"identity\",property:\"mlw\"}:v.width,\"line-opacity\":T}),o.layout.visibility=\"visible\",u.layout.visibility=\"visible\",h.geojson={type:\"FeatureCollection\",features:f},c(t),h},convertOnSelect:c}},8244:function(t,e,r){\"use strict\";var n=r(34809),i=r(39356),a=r(86227);t.exports=function(t,e,r,o){function s(r,i){return n.coerce(t,e,a,r,i)}var l=s(\"locations\"),c=s(\"z\"),u=s(\"geojson\");n.isArrayOrTypedArray(l)&&l.length&&n.isArrayOrTypedArray(c)&&c.length&&(\"string\"==typeof 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k=[\"interpolate\",[\"linear\"],[\"get\",\"z\"],_.min,0,_.max,1];return i.extendFlat(c.heatmap.paint,{\"heatmap-weight\":d?k:1/(_.max-_.min),\"heatmap-color\":T,\"heatmap-radius\":m?{type:\"identity\",property:\"r\"}:e.radius,\"heatmap-opacity\":e.opacity}),c.geojson={type:\"FeatureCollection\",features:h},c.heatmap.layout.visibility=\"visible\",c}},1892:function(t,e,r){\"use strict\";var n=r(34809),i=r(39356),a=r(17347);t.exports=function(t,e,r,o){function s(r,i){return n.coerce(t,e,a,r,i)}var l=s(\"lon\")||[],c=s(\"lat\")||[],u=Math.min(l.length,c.length);u?(e._length=u,s(\"z\"),s(\"radius\"),s(\"below\"),s(\"text\"),s(\"hovertext\"),s(\"hovertemplate\"),i(t,e,o,s,{prefix:\"\",cLetter:\"z\"})):e.visible=!1}},8919:function(t){\"use strict\";t.exports=function(t,e){return t.lon=e.lon,t.lat=e.lat,t.z=e.z,t}},54478:function(t,e,r){\"use strict\";var n=r(29714),i=r(18016).hoverPoints,a=r(18016).getExtraText;t.exports=function(t,e,r){var o=i(t,e,r);if(o){var 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n,i=r(81481),a=r(36640).line,o=r(9829),s=r(80712).axisHoverFormat,l=r(3208).rb,c=r(3208).ay,u=r(87948),h=r(93049).extendFlat,f=r(78766);t.exports={x:i.x,x0:i.x0,dx:i.dx,y:i.y,y0:i.y0,dy:i.dy,xperiod:i.xperiod,yperiod:i.yperiod,xperiod0:i.xperiod0,yperiod0:i.yperiod0,xperiodalignment:i.xperiodalignment,yperiodalignment:i.yperiodalignment,xhoverformat:s(\"x\"),yhoverformat:s(\"y\"),hovertext:i.hovertext,hovertemplate:l({},{keys:u.eventDataKeys}),hoverinfo:h({},o.hoverinfo,{flags:[\"name\",\"x\",\"y\",\"text\",\"percent initial\",\"percent previous\",\"percent total\"]}),textinfo:{valType:\"flaglist\",flags:[\"label\",\"text\",\"percent initial\",\"percent previous\",\"percent 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n=r(29714),i=r(40528),a=r(43179),o=r(48861),s=r(63821).BADNUM;function l(t){return t===s?0:t}t.exports=function(t,e){var r,c,u,h,f,p,d,m,g=n.getFromId(t,e.xaxis||\"x\"),y=n.getFromId(t,e.yaxis||\"y\");\"h\"===e.orientation?(r=g.makeCalcdata(e,\"x\"),u=y.makeCalcdata(e,\"y\"),h=i(e,y,\"y\",u),f=!!e.yperiodalignment,p=\"y\"):(r=y.makeCalcdata(e,\"y\"),u=g.makeCalcdata(e,\"x\"),h=i(e,g,\"x\",u),f=!!e.xperiodalignment,p=\"x\"),c=h.vals;var v,x=Math.min(c.length,r.length),_=new Array(x);for(e._base=[],d=0;d<x;d++){r[d]<0&&(r[d]=s);var b=!1;r[d]!==s&&d+1<x&&r[d+1]!==s&&(b=!0),m=_[d]={p:c[d],s:r[d],cNext:b},e._base[d]=-.5*m.s,f&&(_[d].orig_p=u[d],_[d][p+\"End\"]=h.ends[d],_[d][p+\"Start\"]=h.starts[d]),e.ids&&(m.id=String(e.ids[d])),0===d&&(_[0].vTotal=0),_[0].vTotal+=l(m.s),m.begR=l(m.s)/l(_[0].s)}for(d=0;d<x;d++)(m=_[d]).s!==s&&(m.sumR=m.s/_[0].vTotal,m.difR=void 0!==v?m.s/v:1,v=m.s);return a(_,e),o(_,e),_}},87948:function(t){\"use 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P=h.selectAll(\"g.value-bullet\").data([u.gauge.bar]);P.enter().append(\"g\").classed(\"value-bullet\",!0).append(\"rect\"),P.select(\"rect\").attr(\"height\",M).attr(\"y\",(A-M)/2).call(T),w(_)?P.select(\"rect\").transition().duration(_.duration).ease(_.easing).each(\"end\",(function(){b&&b()})).each(\"interrupt\",(function(){b&&b()})).attr(\"width\",Math.max(0,i.c2p(Math.min(u.gauge.axis.range[1],r[0].y)))):P.select(\"rect\").attr(\"width\",\"number\"==typeof r[0].y?Math.max(0,i.c2p(Math.min(u.gauge.axis.range[1],r[0].y))):0),P.exit().remove();var z=r.filter((function(){return 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n=r(71293).wrap,i=r(65477).hasColorscale,a=r(28379),o=r(48965),s=r(62203),l=r(34809),c=r(10721);function u(t,e,r){t.valueInds.push(e),t.count+=r}function h(t,e,r){return{categoryInds:t,color:e,rawColor:r,valueInds:[],count:0}}function f(t,e,r){t.valueInds.push(e),t.count+=r}t.exports=function(t,e){var r=l.filterVisible(e.dimensions);if(0===r.length)return[];var p,d,m,g=r.map((function(t){var e;if(\"trace\"===t.categoryorder)e=null;else if(\"array\"===t.categoryorder)e=t.categoryarray;else{e=o(t.values);for(var r=!0,n=0;n<e.length;n++)if(!c(e[n])){r=!1;break}e.sort(r?l.sorterAsc:void 0),\"category descending\"===t.categoryorder&&(e=e.reverse())}return function(t,e){e=null==e?[]:e.map((function(t){return t}));var r={},n={},i=[];e.forEach((function(t,e){r[t]=0,n[t]=e}));for(var a=0;a<t.length;a++){var o,s=t[a];void 0===r[s]?(r[s]=1,o=e.push(s)-1,n[s]=o):(r[s]++,o=n[s]),i.push(o)}var l=e.map((function(t){return 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t.dimensions}),p);A.enter().append(\"g\").attr(\"class\",\"dimension\"),A.attr(\"transform\",(function(t){return l(t.x,0)})),A.exit().remove();var M=A.selectAll(\"g.category\").data((function(t){return t.categories}),p),S=M.enter().append(\"g\").attr(\"class\",\"category\");M.attr(\"transform\",(function(t){return l(0,t.y)})),S.append(\"rect\").attr(\"class\",\"catrect\").attr(\"pointer-events\",\"none\"),M.select(\"rect.catrect\").attr(\"fill\",\"none\").attr(\"width\",(function(t){return t.width})).attr(\"height\",(function(t){return t.height})),T(S);var E=M.selectAll(\"rect.bandrect\").data((function(t){return t.bands}),p);E.each((function(){s.raiseToTop(this)})),E.attr(\"fill\",(function(t){return t.color}));var O=E.enter().append(\"rect\").attr(\"class\",\"bandrect\").attr(\"stroke-opacity\",0).attr(\"fill\",(function(t){return t.color})).attr(\"fill-opacity\",0);E.attr(\"fill\",(function(t){return t.color})).attr(\"width\",(function(t){return t.width})).attr(\"height\",(function(t){return t.height})).attr(\"y\",(function(t){return t.y})).attr(\"cursor\",(function(t){return\"fixed\"===t.parcatsViewModel.arrangement?\"default\":\"perpendicular\"===t.parcatsViewModel.arrangement?\"ns-resize\":\"move\"})),k(O),E.exit().remove(),S.append(\"text\").attr(\"class\",\"catlabel\").attr(\"pointer-events\",\"none\"),M.select(\"text.catlabel\").attr(\"text-anchor\",(function(t){return d(t)?\"start\":\"end\"})).attr(\"alignment-baseline\",\"middle\").style(\"fill\",\"rgb(0, 0, 0)\").attr(\"x\",(function(t){return d(t)?t.width+5:-5})).attr(\"y\",(function(t){return t.height/2})).text((function(t){return 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0===e?t.parcatsViewModel.model.dimensions[t.model.dimensionInd].dimensionLabel:null})).each((function(t){c.font(n.select(this),t.parcatsViewModel.labelfont)})),M.selectAll(\"rect.bandrect\").on(\"mouseover\",C).on(\"mouseout\",L),M.exit().remove(),A.call(n.behavior.drag().origin((function(t){return{x:t.x,y:0}})).on(\"dragstart\",I).on(\"drag\",P).on(\"dragend\",z)),f.each((function(t){t.traceSelection=n.select(this),t.pathSelection=n.select(this).selectAll(\"g.paths\").selectAll(\"path.path\"),t.dimensionSelection=n.select(this).selectAll(\"g.dimensions\").selectAll(\"g.dimension\")})),f.exit().remove()}function p(t){return t.key}function d(t){var e=t.parcatsViewModel.dimensions.length,r=t.parcatsViewModel.dimensions[e-1].model.dimensionInd;return t.model.dimensionInd===r}function m(t,e){return t.model.rawColor>e.model.rawColor?1:t.model.rawColor<e.model.rawColor?-1:0}function 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_=t.parcatsViewModel.x+i,b=t.parcatsViewModel.y+a,T=u.mostReadable(t.model.color,[\"black\",\"white\"]),k=t.model.count,A=k/t.parcatsViewModel.model.count,M={countLabel:k,probabilityLabel:A.toFixed(3)},S=[];-1!==t.parcatsViewModel.hoverinfoItems.indexOf(\"count\")&&S.push([\"Count:\",M.countLabel].join(\" \")),-1!==t.parcatsViewModel.hoverinfoItems.indexOf(\"probability\")&&S.push([\"P:\",M.probabilityLabel].join(\" \"));var E=S.join(\"<br>\"),C=n.mouse(h)[0];o.loneHover({trace:f,x:_-d.left+m.left,y:b-d.top+m.top,text:E,color:t.model.color,borderColor:\"black\",fontFamily:'Monaco, \"Courier New\", monospace',fontSize:10,fontColor:T,idealAlign:C<_?\"right\":\"left\",hovertemplate:(f.line||{}).hovertemplate,hovertemplateLabels:M,eventData:[{data:f._input,fullData:f,count:k,probability:A}]},{container:p._hoverlayer.node(),outerContainer:p._paper.node(),gd:h})}}}function y(t){if(!t.parcatsViewModel.dragDimension&&(b(n.select(this)),o.loneUnhover(t.parcatsViewModel.graphDiv._fullLayout._hoverlayer.node()),t.parcatsViewModel.pathSelection.sort(m),-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\"))){var e=v(t),r=x(t);t.parcatsViewModel.graphDiv.emit(\"plotly_unhover\",{points:e,event:n.event,constraints:r})}}function v(t){for(var e=[],r=O(t.parcatsViewModel),n=0;n<t.model.valueInds.length;n++){var i=t.model.valueInds[n];e.push({curveNumber:r,pointNumber:i})}return e}function x(t){for(var e={},r=t.parcatsViewModel.model.dimensions,n=0;n<r.length;n++){var i=r[n],a=i.categories[t.model.categoryInds[n]];e[i.containerInd]=a.categoryValue}return void 0!==t.model.rawColor&&(e.color=t.model.rawColor),e}function _(t){if(-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\")){var e=v(t),r=x(t);t.parcatsViewModel.graphDiv.emit(\"plotly_click\",{points:e,event:n.event,constraints:r})}}function b(t){t.attr(\"fill\",(function(t){return t.model.color})).attr(\"fill-opacity\",.6).attr(\"stroke\",\"lightgray\").attr(\"stroke-width\",.2).attr(\"stroke-opacity\",1)}function w(t){t.attr(\"fill-opacity\",.8).attr(\"stroke\",(function(t){return u.mostReadable(t.model.color,[\"black\",\"white\"])})).attr(\"stroke-width\",.3)}function T(t){t.select(\"rect.catrect\").attr(\"stroke\",\"black\").attr(\"stroke-width\",1).attr(\"stroke-opacity\",1)}function k(t){t.attr(\"stroke\",\"black\").attr(\"stroke-width\",.2).attr(\"stroke-opacity\",1).attr(\"fill-opacity\",1)}function A(t){var e=t.parcatsViewModel.pathSelection,r=t.categoryViewModel.model.dimensionInd,n=t.categoryViewModel.model.categoryInd;return e.filter((function(e){return e.model.categoryInds[r]===n&&e.model.color===t.color}))}function M(t,e,r){var i=n.select(t).datum(),a=i.categoryViewModel.model,o=i.parcatsViewModel.graphDiv,s=n.select(t.parentNode).selectAll(\"rect.bandrect\"),l=[];s.each((function(t){A(t).each((function(t){Array.prototype.push.apply(l,v(t))}))}));var c={};c[a.dimensionInd]=a.categoryValue,o.emit(e,{points:l,event:r,constraints:c})}function S(t,e,r){var i=n.select(t).datum(),a=i.categoryViewModel.model,o=i.parcatsViewModel.graphDiv,s=A(i),l=[];s.each((function(t){Array.prototype.push.apply(l,v(t))}));var c={};c[a.dimensionInd]=a.categoryValue,void 0!==i.rawColor&&(c.color=i.rawColor),o.emit(e,{points:l,event:r,constraints:c})}function E(t,e,r){t._fullLayout._calcInverseTransform(t);var i,a,o=t._fullLayout._invScaleX,s=t._fullLayout._invScaleY,l=n.select(r.parentNode).select(\"rect.catrect\"),c=l.node().getBoundingClientRect(),u=l.datum(),h=u.parcatsViewModel,f=h.model.dimensions[u.model.dimensionInd],p=h.trace,d=c.top+c.height/2;h.dimensions.length>1&&f.displayInd===h.dimensions.length-1?(i=c.left,a=\"left\"):(i=c.left+c.width,a=\"right\");var m=u.model.count,g=u.model.categoryLabel,y=m/u.parcatsViewModel.model.count,v={countLabel:m,categoryLabel:g,probabilityLabel:y.toFixed(3)},x=[];-1!==u.parcatsViewModel.hoverinfoItems.indexOf(\"count\")&&x.push([\"Count:\",v.countLabel].join(\" \")),-1!==u.parcatsViewModel.hoverinfoItems.indexOf(\"probability\")&&x.push([\"P(\"+v.categoryLabel+\"):\",v.probabilityLabel].join(\" \"));var _=x.join(\"<br>\");return{trace:p,x:o*(i-e.left),y:s*(d-e.top),text:_,color:\"lightgray\",borderColor:\"black\",fontFamily:'Monaco, \"Courier New\", 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e=A(t);w(e),e.each((function(){s.raiseToTop(this)}))})),n.select(t.parentNode).select(\"rect.catrect\").attr(\"stroke\",\"black\").attr(\"stroke-width\",2.5)}(c),M(c,\"plotly_hover\",n.event)),-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"none\")&&(\"category\"===l?e=E(r,a,c):\"color\"===l?e=function(t,e,r){t._fullLayout._calcInverseTransform(t);var i,a,o=t._fullLayout._invScaleX,s=t._fullLayout._invScaleY,l=r.getBoundingClientRect(),c=n.select(r).datum(),h=c.categoryViewModel,f=h.parcatsViewModel,p=f.model.dimensions[h.model.dimensionInd],d=f.trace,m=l.y+l.height/2;f.dimensions.length>1&&p.displayInd===f.dimensions.length-1?(i=l.left,a=\"left\"):(i=l.left+l.width,a=\"right\");var g=h.model.categoryLabel,y=c.parcatsViewModel.model.count,v=0;c.categoryViewModel.bands.forEach((function(t){t.color===c.color&&(v+=t.count)}));var x=h.model.count,_=0;f.pathSelection.each((function(t){t.model.color===c.color&&(_+=t.model.count)}));var b=v/y,w=v/_,T=v/x,k={countLabel:v,categoryLabel:g,probabilityLabel:b.toFixed(3)},A=[];-1!==h.parcatsViewModel.hoverinfoItems.indexOf(\"count\")&&A.push([\"Count:\",k.countLabel].join(\" \")),-1!==h.parcatsViewModel.hoverinfoItems.indexOf(\"probability\")&&(A.push(\"P(color ∩ \"+g+\"): \"+k.probabilityLabel),A.push(\"P(\"+g+\" | color): \"+w.toFixed(3)),A.push(\"P(color | \"+g+\"): \"+T.toFixed(3)));var M=A.join(\"<br>\"),S=u.mostReadable(c.color,[\"black\",\"white\"]);return{trace:d,x:o*(i-e.left),y:s*(m-e.top),text:M,color:c.color,borderColor:\"black\",fontFamily:'Monaco, \"Courier New\", monospace',fontColor:S,fontSize:10,idealAlign:a,hovertemplate:d.hovertemplate,hovertemplateLabels:k,eventData:[{data:d._input,fullData:d,category:g,count:y,probability:b,categorycount:x,colorcount:_,bandcolorcount:v}]}}(r,a,c):\"dimension\"===l&&(e=function(t,e,r){var i=[];return n.select(r.parentNode.parentNode).selectAll(\"g.category\").select(\"rect.catrect\").each((function(){i.push(E(t,e,this))})),i}(r,a,c)),e&&o.loneHover(e,{container:i._hoverlayer.node(),outerContainer:i._paper.node(),gd:r}))}}function L(t){var e=t.parcatsViewModel;e.dragDimension||(b(e.pathSelection),T(e.dimensionSelection.selectAll(\"g.category\")),k(e.dimensionSelection.selectAll(\"g.category\").selectAll(\"rect.bandrect\")),o.loneUnhover(e.graphDiv._fullLayout._hoverlayer.node()),e.pathSelection.sort(m),-1!==e.hoverinfoItems.indexOf(\"skip\"))||(\"color\"===t.parcatsViewModel.hoveron?S(this,\"plotly_unhover\",n.event):M(this,\"plotly_unhover\",n.event))}function I(t){\"fixed\"!==t.parcatsViewModel.arrangement&&(t.dragDimensionDisplayInd=t.model.displayInd,t.initialDragDimensionDisplayInds=t.parcatsViewModel.model.dimensions.map((function(t){return t.displayInd})),t.dragHasMoved=!1,t.dragCategoryDisplayInd=null,n.select(this).selectAll(\"g.category\").select(\"rect.catrect\").each((function(e){var r=n.mouse(this)[0],i=n.mouse(this)[1];-2<=r&&r<=e.width+2&&-2<=i&&i<=e.height+2&&(t.dragCategoryDisplayInd=e.model.displayInd,t.initialDragCategoryDisplayInds=t.model.categories.map((function(t){return t.displayInd})),e.model.dragY=e.y,s.raiseToTop(this.parentNode),n.select(this.parentNode).selectAll(\"rect.bandrect\").each((function(e){e.y<i&&i<=e.y+e.height&&(t.potentialClickBand=this)})))})),t.parcatsViewModel.dragDimension=t,o.loneUnhover(t.parcatsViewModel.graphDiv._fullLayout._hoverlayer.node()))}function P(t){if(\"fixed\"!==t.parcatsViewModel.arrangement&&(t.dragHasMoved=!0,null!==t.dragDimensionDisplayInd)){var e=t.dragDimensionDisplayInd,r=e-1,i=e+1,a=t.parcatsViewModel.dimensions[e];if(null!==t.dragCategoryDisplayInd){var o=a.categories[t.dragCategoryDisplayInd];o.model.dragY+=n.event.dy;var s=o.model.dragY,l=o.model.displayInd,c=a.categories,u=c[l-1],h=c[l+1];void 0!==u&&s<u.y+u.height/2&&(o.model.displayInd=u.model.displayInd,u.model.displayInd=l),void 0!==h&&s+o.height>h.y+h.height/2&&(o.model.displayInd=h.model.displayInd,h.model.displayInd=l),t.dragCategoryDisplayInd=o.model.displayInd}if(null===t.dragCategoryDisplayInd||\"freeform\"===t.parcatsViewModel.arrangement){a.model.dragX=n.event.x;var f=t.parcatsViewModel.dimensions[r],p=t.parcatsViewModel.dimensions[i];void 0!==f&&a.model.dragX<f.x+f.width&&(a.model.displayInd=f.model.displayInd,f.model.displayInd=e),void 0!==p&&a.model.dragX+a.width>p.x&&(a.model.displayInd=p.model.displayInd,p.model.displayInd=t.dragDimensionDisplayInd),t.dragDimensionDisplayInd=a.model.displayInd}j(t.parcatsViewModel),N(t.parcatsViewModel),R(t.parcatsViewModel),D(t.parcatsViewModel)}}function z(t){if(\"fixed\"!==t.parcatsViewModel.arrangement&&null!==t.dragDimensionDisplayInd){n.select(this).selectAll(\"text\").attr(\"font-weight\",\"normal\");var e={},r=O(t.parcatsViewModel),i=t.parcatsViewModel.model.dimensions.map((function(t){return t.displayInd})),o=t.initialDragDimensionDisplayInds.some((function(t,e){return t!==i[e]}));o&&i.forEach((function(r,n){var i=t.parcatsViewModel.model.dimensions[n].containerInd;e[\"dimensions[\"+i+\"].displayindex\"]=r}));var s=!1;if(null!==t.dragCategoryDisplayInd){var l=t.model.categories.map((function(t){return t.displayInd}));if(s=t.initialDragCategoryDisplayInds.some((function(t,e){return t!==l[e]}))){var c=t.model.categories.slice().sort((function(t,e){return t.displayInd-e.displayInd})),u=c.map((function(t){return t.categoryValue})),h=c.map((function(t){return 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e,r;d(t)?(e=t.width+5,r=\"start\"):(e=-5,r=\"end\"),n.select(this).selectAll(\"tspan\").attr(\"x\",e).attr(\"text-anchor\",r)}));var a=i.selectAll(\"rect.bandrect\").data((function(t){return t.bands}),p),o=a.enter().append(\"rect\").attr(\"class\",\"bandrect\").attr(\"cursor\",\"move\").attr(\"stroke-opacity\",0).attr(\"fill\",(function(t){return t.color})).attr(\"fill-opacity\",0);a.attr(\"fill\",(function(t){return t.color})).attr(\"width\",(function(t){return t.width})).attr(\"height\",(function(t){return t.height})).attr(\"y\",(function(t){return t.y})),k(o),a.each((function(){s.raiseToTop(this)})),a.exit().remove()}function F(t,e,r){var n,i=r[0],a=e.margin||{l:80,r:80,t:100,b:80},o=i.trace,s=o.domain,l=e.width,c=e.height,u=Math.floor(l*(s.x[1]-s.x[0])),h=Math.floor(c*(s.y[1]-s.y[0])),f=s.x[0]*l+a.l,p=e.height-s.y[1]*e.height+a.t,d=o.line.shape;n=\"all\"===o.hoverinfo?[\"count\",\"probability\"]:(o.hoverinfo||\"\").split(\"+\");var 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b=y.categoryInds[_],w=i[_][b],T=a[_];x[T]=n[T][w],n[T][w]+=g;var k=t.dimensions[T].categories[w],A=k.bands.length,M=k.bands[A-1];if(void 0===M||y.rawColor!==M.rawColor){var S=void 0===M?0:M.y+M.height;k.bands.push({key:S,color:y.color,rawColor:y.rawColor,height:g,width:k.width,count:y.count,y:S,categoryViewModel:k,parcatsViewModel:t})}else{var E=k.bands[A-1];E.height+=g,E.count+=y.count}}v=\"hspline\"===t.pathShape?B(s,x,l,g,.5):B(s,x,l,g,0),f[m]={key:y.valueInds[0],model:y,height:g,leftXs:s,topYs:x,dimWidths:l,svgD:v,parcatsViewModel:t}}t.paths=f}function j(t){var e=t.model.dimensions.map((function(t){return{displayInd:t.displayInd,dimensionInd:t.dimensionInd}}));e.sort((function(t,e){return t.displayInd-e.displayInd}));var r=[];for(var n in e){var i=e[n].dimensionInd,a=t.model.dimensions[i];r.push(U(t,a))}t.dimensions=r}function U(t,e){var r,n=t.model.dimensions.length,i=e.displayInd;r=40+(n>1?(t.width-80-16)/(n-1):0)*i;var 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r=e.brush,n=r.filter,a=r.svgBrush;a._dragging||(T(t,e),w(t,e),e.brush.svgBrush.wasDragged=!1),a._dragging=!1,i.event.sourceEvent.stopPropagation();var o=a.grabbingBar;if(a.grabbingBar=!1,a.grabLocation=void 0,e.parent.inBrushDrag=!1,v(),!a.wasDragged)return a.wasDragged=void 0,a.clickableOrdinalRange?r.filterSpecified&&e.multiselect?a.extent.push(a.clickableOrdinalRange):(a.extent=[a.clickableOrdinalRange],r.filterSpecified=!0):o?(a.extent=a.stayingIntervals,0===a.extent.length&&M(r)):M(r),a.brushCallback(e),_(t.parentNode),void a.brushEndCallback(r.filterSpecified?n.getConsolidated():[]);var s=function(){n.set(n.getConsolidated())};if(e.ordinal){var l=e.unitTickvals;l[l.length-1]<l[0]&&l.reverse(),a.newExtent=[p(0,l,a.newExtent[0],a.stayingIntervals),p(1,l,a.newExtent[1],a.stayingIntervals)];var c=a.newExtent[1]>a.newExtent[0];a.extent=a.stayingIntervals.concat(c?[a.newExtent]:[]),a.extent.length||M(r),a.brushCallback(e),c?_(t.parentNode,s):(s(),_(t.parentNode))}else s();a.brushEndCallback(r.filterSpecified?n.getConsolidated():[])}(this,t)})))}function A(t,e){return t[0]-e[0]}function M(t){t.filterSpecified=!1,t.svgBrush.extent=[[-1/0,1/0]]}function S(t){for(var e,r=t.slice(),n=[],i=r.shift();i;){for(e=i.slice();(i=r.shift())&&i[0]<=e[1];)e[1]=Math.max(e[1],i[1]);n.push(e)}return 1===n.length&&n[0][0]>n[0][1]&&(n=[]),n}t.exports={makeBrush:function(t,e,r,n,i,a){var o,l=function(){var t,e,r=[];return{set:function(n){1===(r=n.map((function(t){return t.slice().sort(s)})).sort(A)).length&&r[0][0]===-1/0&&r[0][1]===1/0&&(r=[[0,-1]]),t=S(r),e=r.reduce((function(t,e){return[Math.min(t[0],e[0]),Math.max(t[1],e[1])]}),[1/0,-1/0])},get:function(){return r.slice()},getConsolidated:function(){return t},getBounds:function(){return e}}}();return l.set(r),{filter:l,filterSpecified:e,svgBrush:{extent:[],brushStartCallback:n,brushCallback:(o=i,function(t){var e=t.brush,r=function(t){return t.svgBrush.extent.map((function(t){return t.slice()}))}(e),n=r.slice();e.filter.set(n),o()}),brushEndCallback:a}}},ensureAxisBrush:function(t,e,r){var i=t.selectAll(\".\"+n.cn.axisBrush).data(o,a);i.enter().append(\"g\").classed(n.cn.axisBrush,!0),function(t,e,r){var i=r._context.staticPlot,a=t.selectAll(\".background\").data(o);a.enter().append(\"rect\").classed(\"background\",!0).call(d).call(m).style(\"pointer-events\",i?\"none\":\"auto\").attr(\"transform\",l(0,n.verticalPadding)),a.call(k).attr(\"height\",(function(t){return t.height-n.verticalPadding}));var s=t.selectAll(\".highlight-shadow\").data(o);s.enter().append(\"line\").classed(\"highlight-shadow\",!0).attr(\"x\",-n.bar.width/2).attr(\"stroke-width\",n.bar.width+n.bar.strokeWidth).attr(\"stroke\",e).attr(\"opacity\",n.bar.strokeOpacity).attr(\"stroke-linecap\",\"butt\"),s.attr(\"y1\",(function(t){return t.height})).call(x);var c=t.selectAll(\".highlight\").data(o);c.enter().append(\"line\").classed(\"highlight\",!0).attr(\"x\",-n.bar.width/2).attr(\"stroke-width\",n.bar.width-n.bar.strokeWidth).attr(\"stroke\",n.bar.fillColor).attr(\"opacity\",n.bar.fillOpacity).attr(\"stroke-linecap\",\"butt\"),c.attr(\"y1\",(function(t){return t.height})).call(x)}(i,e,r)},cleanRanges:function(t,e){if(Array.isArray(t[0])?(t=t.map((function(t){return t.sort(s)})),t=e.multiselect?S(t.sort(A)):[t[0]]):t=[t.sort(s)],e.tickvals){var r=e.tickvals.slice().sort(s);if(!(t=t.map((function(t){var e=[p(0,r,t[0],[]),p(1,r,t[1],[])];if(e[1]>e[0])return e})).filter((function(t){return t}))).length)return}return t.length>1?t:t[0]}}},79846:function(t,e,r){\"use strict\";t.exports={attributes:r(59549),supplyDefaults:r(12842),calc:r(20113),colorbar:{container:\"line\",min:\"cmin\",max:\"cmax\"},moduleType:\"trace\",name:\"parcoords\",basePlotModule:r(67207),categories:[\"gl\",\"regl\",\"noOpacity\",\"noHover\"],meta:{}}},67207:function(t,e,r){\"use strict\";var n=r(45568),i=r(4173).eV,a=r(58823),o=r(62972);e.name=\"parcoords\",e.plot=function(t){var e=i(t.calcdata,\"parcoords\")[0];e.length&&a(t,e)},e.clean=function(t,e,r,n){var i=n._has&&n._has(\"parcoords\"),a=e._has&&e._has(\"parcoords\");i&&!a&&(n._paperdiv.selectAll(\".parcoords\").remove(),n._glimages.selectAll(\"*\").remove())},e.toSVG=function(t){var e=t._fullLayout._glimages,r=n.select(t).selectAll(\".svg-container\");r.filter((function(t,e){return e===r.size()-1})).selectAll(\".gl-canvas-context, .gl-canvas-focus\").each((function(){var t=this,r=t.toDataURL(\"image/png\");e.append(\"svg:image\").attr({xmlns:o.svg,\"xlink:href\":r,preserveAspectRatio:\"none\",x:0,y:0,width:t.style.width,height:t.style.height})})),window.setTimeout((function(){n.selectAll(\"#filterBarPattern\").attr(\"id\",\"filterBarPattern\")}),60)}},20113:function(t,e,r){\"use strict\";var n=r(34809).isArrayOrTypedArray,i=r(88856),a=r(71293).wrap;t.exports=function(t,e){var r,o;return i.hasColorscale(e,\"line\")&&n(e.line.color)?(r=e.line.color,o=i.extractOpts(e.line).colorscale,i.calc(t,e,{vals:r,containerStr:\"line\",cLetter:\"c\"})):(r=function(t){for(var e=new Array(t),r=0;r<t;r++)e[r]=.5;return e}(e._length),o=[[0,e.line.color],[1,e.line.color]]),a({lineColor:r,cscale:o})}},77911:function(t){\"use strict\";t.exports={maxDimensionCount:60,overdrag:45,verticalPadding:2,tickDistance:50,canvasPixelRatio:1,blockLineCount:5e3,layers:[\"contextLineLayer\",\"focusLineLayer\",\"pickLineLayer\"],axisTitleOffset:28,axisExtentOffset:10,bar:{width:4,captureWidth:10,fillColor:\"magenta\",fillOpacity:1,snapDuration:150,snapRatio:.25,snapClose:.01,strokeOpacity:1,strokeWidth:1,handleHeight:8,handleOpacity:1,handleOverlap:0},cn:{axisExtentText:\"axis-extent-text\",parcoordsLineLayers:\"parcoords-line-layers\",parcoordsLineLayer:\"parcoords-lines\",parcoords:\"parcoords\",parcoordsControlView:\"parcoords-control-view\",yAxis:\"y-axis\",axisOverlays:\"axis-overlays\",axis:\"axis\",axisHeading:\"axis-heading\",axisTitle:\"axis-title\",axisExtent:\"axis-extent\",axisExtentTop:\"axis-extent-top\",axisExtentTopText:\"axis-extent-top-text\",axisExtentBottom:\"axis-extent-bottom\",axisExtentBottomText:\"axis-extent-bottom-text\",axisBrush:\"axis-brush\"},id:{filterBarPattern:\"filter-bar-pattern\"}}},12842:function(t,e,r){\"use 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s(\"line.colorscale\"),a(t,e,o,s,{prefix:\"line.\",cLetter:\"c\"}),l.length;e.line.color=r}return 1/0}(t,e,r,l,u);o(e,l,u),Array.isArray(m)&&m.length||(e.visible=!1),f(e,m,\"values\",g);var y=n.extendFlat({},l.font,{size:Math.round(l.font.size/1.2)});n.coerceFont(u,\"labelfont\",y),n.coerceFont(u,\"tickfont\",y,{autoShadowDflt:!0}),n.coerceFont(u,\"rangefont\",y),u(\"labelangle\"),u(\"labelside\"),u(\"unselected.line.color\"),u(\"unselected.line.opacity\")}},62935:function(t,e,r){\"use strict\";var n=r(34809).isTypedArray;e.convertTypedArray=function(t){return n(t)?Array.prototype.slice.call(t):t},e.isOrdinal=function(t){return!!t.tickvals},e.isVisible=function(t){return t.visible||!(\"visible\"in t)}},83910:function(t,e,r){\"use strict\";var n=r(79846);n.plot=r(58823),t.exports=n},1293:function(t,e,r){\"use strict\";var n=[\"precision highp float;\",\"\",\"varying vec4 fragColor;\",\"\",\"attribute vec4 p01_04, p05_08, p09_12, p13_16,\",\"               p17_20, p21_24, p25_28, p29_32,\",\"               p33_36, p37_40, p41_44, p45_48,\",\"               p49_52, p53_56, p57_60, colors;\",\"\",\"uniform mat4 dim0A, dim1A, dim0B, dim1B, dim0C, dim1C, dim0D, dim1D,\",\"             loA, hiA, loB, hiB, loC, hiC, loD, hiD;\",\"\",\"uniform vec2 resolution, viewBoxPos, viewBoxSize;\",\"uniform float maskHeight;\",\"uniform float drwLayer; // 0: context, 1: focus, 2: pick\",\"uniform vec4 contextColor;\",\"uniform sampler2D maskTexture, palette;\",\"\",\"bool isPick    = (drwLayer > 1.5);\",\"bool isContext = (drwLayer < 0.5);\",\"\",\"const vec4 ZEROS = vec4(0.0, 0.0, 0.0, 0.0);\",\"const vec4 UNITS = vec4(1.0, 1.0, 1.0, 1.0);\",\"\",\"float val(mat4 p, mat4 v) {\",\"    return dot(matrixCompMult(p, v) * UNITS, UNITS);\",\"}\",\"\",\"float axisY(float ratio, mat4 A, mat4 B, mat4 C, mat4 D) {\",\"    float y1 = val(A, dim0A) + val(B, dim0B) + val(C, dim0C) + val(D, dim0D);\",\"    float y2 = val(A, dim1A) + val(B, dim1B) + val(C, dim1C) + val(D, dim1D);\",\"    return y1 * (1.0 - ratio) + y2 * ratio;\",\"}\",\"\",\"int iMod(int a, int b) {\",\"    return a - b * (a / b);\",\"}\",\"\",\"bool fOutside(float p, float lo, float hi) {\",\"    return (lo < hi) && (lo > p || p > hi);\",\"}\",\"\",\"bool vOutside(vec4 p, vec4 lo, vec4 hi) {\",\"    return (\",\"        fOutside(p[0], lo[0], hi[0]) ||\",\"        fOutside(p[1], lo[1], hi[1]) ||\",\"        fOutside(p[2], lo[2], hi[2]) ||\",\"        fOutside(p[3], lo[3], hi[3])\",\"    );\",\"}\",\"\",\"bool mOutside(mat4 p, mat4 lo, mat4 hi) {\",\"    return (\",\"        vOutside(p[0], lo[0], hi[0]) ||\",\"        vOutside(p[1], lo[1], hi[1]) ||\",\"        vOutside(p[2], lo[2], hi[2]) ||\",\"        vOutside(p[3], lo[3], hi[3])\",\"    );\",\"}\",\"\",\"bool outsideBoundingBox(mat4 A, mat4 B, mat4 C, mat4 D) {\",\"    return mOutside(A, loA, hiA) ||\",\"           mOutside(B, loB, hiB) ||\",\"           mOutside(C, loC, hiC) ||\",\"           mOutside(D, loD, hiD);\",\"}\",\"\",\"bool outsideRasterMask(mat4 A, mat4 B, mat4 C, mat4 D) {\",\"    mat4 pnts[4];\",\"    pnts[0] = A;\",\"    pnts[1] = B;\",\"    pnts[2] = C;\",\"    pnts[3] = D;\",\"\",\"    for(int i = 0; i < 4; ++i) {\",\"        for(int j = 0; j < 4; ++j) {\",\"            for(int k = 0; k < 4; ++k) {\",\"                if(0 == iMod(\",\"                    int(255.0 * texture2D(maskTexture,\",\"                        vec2(\",\"                            (float(i * 2 + j / 2) + 0.5) / 8.0,\",\"                            (pnts[i][j][k] * (maskHeight - 1.0) + 1.0) / maskHeight\",\"                        ))[3]\",\"                    ) / int(pow(2.0, float(iMod(j * 4 + k, 8)))),\",\"                    2\",\"                )) return true;\",\"            }\",\"        }\",\"    }\",\"    return false;\",\"}\",\"\",\"vec4 position(bool isContext, float v, mat4 A, mat4 B, mat4 C, mat4 D) {\",\"    float x = 0.5 * sign(v) + 0.5;\",\"    float y = axisY(x, A, B, C, D);\",\"    float z = 1.0 - abs(v);\",\"\",\"    z += isContext ? 0.0 : 2.0 * float(\",\"        outsideBoundingBox(A, B, C, D) ||\",\"        outsideRasterMask(A, B, C, D)\",\"    );\",\"\",\"    return vec4(\",\"        2.0 * (vec2(x, y) * viewBoxSize + viewBoxPos) / resolution - 1.0,\",\"        z,\",\"        1.0\",\"    );\",\"}\",\"\",\"void main() {\",\"    mat4 A = mat4(p01_04, p05_08, p09_12, p13_16);\",\"    mat4 B = mat4(p17_20, p21_24, p25_28, p29_32);\",\"    mat4 C = mat4(p33_36, p37_40, p41_44, p45_48);\",\"    mat4 D = mat4(p49_52, p53_56, p57_60, ZEROS);\",\"\",\"    float v = colors[3];\",\"\",\"    gl_Position = position(isContext, v, A, B, C, D);\",\"\",\"    fragColor =\",\"        isContext ? vec4(contextColor) :\",\"        isPick ? vec4(colors.rgb, 1.0) : texture2D(palette, vec2(abs(v), 0.5));\",\"}\"].join(\"\\n\"),i=[\"precision highp float;\",\"\",\"varying vec4 fragColor;\",\"\",\"void main() {\",\"    gl_FragColor = fragColor;\",\"}\"].join(\"\\n\"),a=r(77911).maxDimensionCount,o=r(34809),s=1e-6,l=new Uint8Array(4),c=new Uint8Array(4),u={shape:[256,1],format:\"rgba\",type:\"uint8\",mag:\"nearest\",min:\"nearest\"};function h(t,e,r,n,i){var a=t._gl;a.enable(a.SCISSOR_TEST),a.scissor(e,r,n,i),t.clear({color:[0,0,0,0],depth:1})}function f(t,e,r,n,i,a){var o=a.key;r.drawCompleted||(function(t){t.read({x:0,y:0,width:1,height:1,data:l})}(t),r.drawCompleted=!0),function s(l){var c=Math.min(n,i-l*n);0===l&&(window.cancelAnimationFrame(r.currentRafs[o]),delete r.currentRafs[o],h(t,a.scissorX,a.scissorY,a.scissorWidth,a.viewBoxSize[1])),r.clearOnly||(a.count=2*c,a.offset=2*l*n,e(a),l*n+c<i&&(r.currentRafs[o]=window.requestAnimationFrame((function(){s(l+1)}))),r.drawCompleted=!1)}(0)}function p(t,e){for(var r=new Array(256),n=0;n<256;n++)r[n]=t(n/255).concat(e);return r}function d(t,e){return(t>>>8*e)%256/255}function m(t,e,r){for(var n=new Array(8*e),i=0,a=0;a<e;a++)for(var o=0;o<2;o++)for(var 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left\",\"top center\",\"top right\",\"middle center\",\"bottom left\",\"bottom center\",\"bottom right\"],editType:\"plot\"},editType:\"plot\"},domain:i({name:\"pie\",trace:!0,editType:\"calc\"}),hole:{valType:\"number\",min:0,max:1,dflt:0,editType:\"calc\"},sort:{valType:\"boolean\",dflt:!0,editType:\"calc\"},direction:{valType:\"enumerated\",values:[\"clockwise\",\"counterclockwise\"],dflt:\"counterclockwise\",editType:\"calc\"},rotation:{valType:\"angle\",dflt:0,editType:\"calc\"},pull:{valType:\"number\",min:0,max:1,dflt:0,arrayOk:!0,editType:\"calc\"},_deprecated:{title:{valType:\"string\",dflt:\"\",editType:\"calc\"},titlefont:c({},h,{}),titleposition:{valType:\"enumerated\",values:[\"top left\",\"top center\",\"top right\",\"middle center\",\"bottom left\",\"bottom center\",\"bottom right\"],editType:\"calc\"}}}},96052:function(t,e,r){\"use strict\";var n=r(44122);e.name=\"pie\",e.plot=function(t,r,i,a){n.plotBasePlot(e.name,t,r,i,a)},e.clean=function(t,r,i,a){n.cleanBasePlot(e.name,t,r,i,a)}},44148:function(t,e,r){\"use strict\";var n=r(10721),i=r(65657),a=r(78766),o={};function s(t){return function(e,r){return!!e&&!!(e=i(e)).isValid()&&(e=a.addOpacity(e,e.getAlpha()),t[r]||(t[r]=e),e)}}function l(t,e){var r,n=JSON.stringify(t),a=e[n];if(!a){for(a=t.slice(),r=0;r<t.length;r++)a.push(i(t[r]).lighten(20).toHexString());for(r=0;r<t.length;r++)a.push(i(t[r]).darken(20).toHexString());e[n]=a}return a}t.exports={calc:function(t,e){var r,i,a=[],o=t._fullLayout,l=o.hiddenlabels||[],c=e.labels,u=e.marker.colors||[],h=e.values,f=e._length,p=e._hasValues&&f;if(e.dlabel)for(c=new Array(f),r=0;r<f;r++)c[r]=String(e.label0+r*e.dlabel);var d={},m=s(o[\"_\"+e.type+\"colormap\"]),g=0,y=!1;for(r=0;r<f;r++){var v,x,_;if(p){if(v=h[r],!n(v))continue;v=+v}else v=1;void 0!==(x=c[r])&&\"\"!==x||(x=r);var b=d[x=String(x)];void 0===b?(d[x]=a.length,(_=-1!==l.indexOf(x))||(g+=v),a.push({v:v,label:x,color:m(u[r],x),i:r,pts:[r],hidden:_})):(y=!0,(i=a[b]).v+=v,i.pts.push(r),i.hidden||(g+=v),!1===i.color&&u[r]&&(i.color=m(u[r],x)))}return a=a.filter((function(t){return t.v>=0})),(\"funnelarea\"===e.type?y:e.sort)&&a.sort((function(t,e){return e.v-t.v})),a[0]&&(a[0].vTotal=g),a},crossTraceCalc:function(t,e){var r=(e||{}).type;r||(r=\"pie\");var n=t._fullLayout,i=t.calcdata,a=n[r+\"colorway\"],s=n[\"_\"+r+\"colormap\"];n[\"extend\"+r+\"colors\"]&&(a=l(a,o));for(var c=0,u=0;u<i.length;u++){var h=i[u];if(h[0].trace.type===r)for(var f=0;f<h.length;f++){var p=h[f];!1===p.color&&(s[p.label]?p.color=s[p.label]:(s[p.label]=p.color=a[c%a.length],c++))}}},makePullColorFn:s,generateExtendedColors:l}},46979:function(t,e,r){\"use strict\";var n=r(10721),i=r(34809),a=r(55412),o=r(13792).N,s=r(17550).handleText,l=r(34809).coercePattern;function c(t,e){var r=i.isArrayOrTypedArray(t),a=i.isArrayOrTypedArray(e),o=Math.min(r?t.length:1/0,a?e.length:1/0);if(isFinite(o)||(o=0),o&&a){for(var s,l=0;l<o;l++){var c=e[l];if(n(c)&&c>0){s=!0;break}}s||(o=0)}return{hasLabels:r,hasValues:a,len:o}}function u(t,e,r,n,i){n(\"marker.line.width\")&&n(\"marker.line.color\",i?void 0:r.paper_bgcolor);var a=n(\"marker.colors\");l(n,\"marker.pattern\",a),t.marker&&!e.marker.pattern.fgcolor&&(e.marker.pattern.fgcolor=t.marker.colors),e.marker.pattern.bgcolor||(e.marker.pattern.bgcolor=r.paper_bgcolor)}t.exports={handleLabelsAndValues:c,handleMarkerDefaults:u,supplyDefaults:function(t,e,r,n){function l(r,n){return i.coerce(t,e,a,r,n)}var h=c(l(\"labels\"),l(\"values\")),f=h.len;if(e._hasLabels=h.hasLabels,e._hasValues=h.hasValues,!e._hasLabels&&e._hasValues&&(l(\"label0\"),l(\"dlabel\")),f){e._length=f,u(t,e,n,l,!0),l(\"scalegroup\");var p,d=l(\"text\"),m=l(\"texttemplate\");if(m||(p=l(\"textinfo\",i.isArrayOrTypedArray(d)?\"text+percent\":\"percent\")),l(\"hovertext\"),l(\"hovertemplate\"),m||p&&\"none\"!==p){var g=l(\"textposition\");s(t,e,n,l,g,{moduleHasSelected:!1,moduleHasUnselected:!1,moduleHasConstrain:!1,moduleHasCliponaxis:!1,moduleHasTextangle:!1,moduleHasInsideanchor:!1}),(Array.isArray(g)||\"auto\"===g||\"outside\"===g)&&l(\"automargin\"),(\"inside\"===g||\"auto\"===g||Array.isArray(g))&&l(\"insidetextorientation\")}else\"none\"===p&&l(\"textposition\",\"none\");o(e,n,l);var y=l(\"hole\");if(l(\"title.text\")){var v=l(\"title.position\",y?\"middle center\":\"top center\");y||\"middle center\"!==v||(e.title.position=\"top center\"),i.coerceFont(l,\"title.font\",n.font)}l(\"sort\"),l(\"direction\"),l(\"rotation\"),l(\"pull\")}else e.visible=!1}}},50568:function(t,e,r){\"use strict\";var n=r(36040).appendArrayMultiPointValues;t.exports=function(t,e){var r={curveNumber:e.index,pointNumbers:t.pts,data:e._input,fullData:e,label:t.label,color:t.color,value:t.v,percent:t.percent,text:t.text,bbox:t.bbox,v:t.v};return 1===t.pts.length&&(r.pointNumber=r.i=t.pts[0]),n(r,e,t.pts),\"funnelarea\"===e.type&&(delete r.v,delete r.i),r}},75067:function(t,e,r){\"use strict\";var n=r(62203),i=r(78766);t.exports=function(t,e,r,a){var o=r.marker.pattern;o&&o.shape?n.pointStyle(t,r,a,e):i.fill(t,e.color)}},37252:function(t,e,r){\"use strict\";var n=r(34809);function i(t){return-1!==t.indexOf(\"e\")?t.replace(/[.]?0+e/,\"e\"):-1!==t.indexOf(\".\")?t.replace(/[.]?0+$/,\"\"):t}e.formatPiePercent=function(t,e){var r=i((100*t).toPrecision(3));return n.numSeparate(r,e)+\"%\"},e.formatPieValue=function(t,e){var r=i(t.toPrecision(10));return n.numSeparate(r,e)},e.getFirstFilled=function(t,e){if(n.isArrayOrTypedArray(t))for(var r=0;r<e.length;r++){var i=t[e[r]];if(i||0===i||\"\"===i)return i}},e.castOption=function(t,r){return n.isArrayOrTypedArray(t)?e.getFirstFilled(t,r):t||void 0},e.getRotationAngle=function(t){return(\"auto\"===t?0:t)*Math.PI/180}},49913:function(t,e,r){\"use strict\";t.exports={attributes:r(55412),supplyDefaults:r(46979).supplyDefaults,supplyLayoutDefaults:r(13464),layoutAttributes:r(4031),calc:r(44148).calc,crossTraceCalc:r(44148).crossTraceCalc,plot:r(35734).plot,style:r(140),styleOne:r(32891),moduleType:\"trace\",name:\"pie\",basePlotModule:r(96052),categories:[\"pie-like\",\"pie\",\"showLegend\"],meta:{}}},4031:function(t){\"use strict\";t.exports={hiddenlabels:{valType:\"data_array\",editType:\"calc\"},piecolorway:{valType:\"colorlist\",editType:\"calc\"},extendpiecolors:{valType:\"boolean\",dflt:!0,editType:\"calc\"}}},13464:function(t,e,r){\"use strict\";var n=r(34809),i=r(4031);t.exports=function(t,e){function r(r,a){return n.coerce(t,e,i,r,a)}r(\"hiddenlabels\"),r(\"piecolorway\",e.colorway),r(\"extendpiecolors\")}},35734:function(t,e,r){\"use strict\";var n=r(45568),i=r(44122),a=r(32141),o=r(78766),s=r(62203),l=r(34809),c=l.strScale,u=l.strTranslate,h=r(30635),f=r(84102),p=f.recordMinTextSize,d=f.clearMinTextSize,m=r(56155).TEXTPAD,g=r(37252),y=r(50568),v=r(34809).isValidTextValue;function x(t,e,r){var i=r[0],o=i.cx,s=i.cy,c=i.trace,u=\"funnelarea\"===c.type;\"_hasHoverLabel\"in c||(c._hasHoverLabel=!1),\"_hasHoverEvent\"in c||(c._hasHoverEvent=!1),t.on(\"mouseover\",(function(t){var r=e._fullLayout,h=e._fullData[c.index];if(!e._dragging&&!1!==r.hovermode){var f=h.hoverinfo;if(Array.isArray(f)&&(f=a.castHoverinfo({hoverinfo:[g.castOption(f,t.pts)],_module:c._module},r,0)),\"all\"===f&&(f=\"label+text+value+percent+name\"),h.hovertemplate||\"none\"!==f&&\"skip\"!==f&&f){var p=t.rInscribed||0,d=o+t.pxmid[0]*(1-p),m=s+t.pxmid[1]*(1-p),v=r.separators,x=[];if(f&&-1!==f.indexOf(\"label\")&&x.push(t.label),t.text=g.castOption(h.hovertext||h.text,t.pts),f&&-1!==f.indexOf(\"text\")){var _=t.text;l.isValidTextValue(_)&&x.push(_)}t.value=t.v,t.valueLabel=g.formatPieValue(t.v,v),f&&-1!==f.indexOf(\"value\")&&x.push(t.valueLabel),t.percent=t.v/i.vTotal,t.percentLabel=g.formatPiePercent(t.percent,v),f&&-1!==f.indexOf(\"percent\")&&x.push(t.percentLabel);var b=h.hoverlabel,w=b.font,T=[];a.loneHover({trace:c,x0:d-p*i.r,x1:d+p*i.r,y:m,_x0:u?o+t.TL[0]:d-p*i.r,_x1:u?o+t.TR[0]:d+p*i.r,_y0:u?s+t.TL[1]:m-p*i.r,_y1:u?s+t.BL[1]:m+p*i.r,text:x.join(\"<br>\"),name:h.hovertemplate||-1!==f.indexOf(\"name\")?h.name:void 0,idealAlign:t.pxmid[0]<0?\"left\":\"right\",color:g.castOption(b.bgcolor,t.pts)||t.color,borderColor:g.castOption(b.bordercolor,t.pts),fontFamily:g.castOption(w.family,t.pts),fontSize:g.castOption(w.size,t.pts),fontColor:g.castOption(w.color,t.pts),nameLength:g.castOption(b.namelength,t.pts),textAlign:g.castOption(b.align,t.pts),hovertemplate:g.castOption(h.hovertemplate,t.pts),hovertemplateLabels:t,eventData:[y(t,h)]},{container:r._hoverlayer.node(),outerContainer:r._paper.node(),gd:e,inOut_bbox:T}),t.bbox=T[0],c._hasHoverLabel=!0}c._hasHoverEvent=!0,e.emit(\"plotly_hover\",{points:[y(t,h)],event:n.event})}})),t.on(\"mouseout\",(function(t){var r=e._fullLayout,i=e._fullData[c.index],o=n.select(this).datum();c._hasHoverEvent&&(t.originalEvent=n.event,e.emit(\"plotly_unhover\",{points:[y(o,i)],event:n.event}),c._hasHoverEvent=!1),c._hasHoverLabel&&(a.loneUnhover(r._hoverlayer.node()),c._hasHoverLabel=!1)})),t.on(\"click\",(function(t){var r=e._fullLayout,i=e._fullData[c.index];e._dragging||!1===r.hovermode||(e._hoverdata=[y(t,i)],a.click(e,n.event))}))}function _(t,e,r){var n=g.castOption(t.insidetextfont.color,e.pts);!n&&t._input.textfont&&(n=g.castOption(t._input.textfont.color,e.pts));var i=g.castOption(t.insidetextfont.family,e.pts)||g.castOption(t.textfont.family,e.pts)||r.family,a=g.castOption(t.insidetextfont.size,e.pts)||g.castOption(t.textfont.size,e.pts)||r.size,s=g.castOption(t.insidetextfont.weight,e.pts)||g.castOption(t.textfont.weight,e.pts)||r.weight,l=g.castOption(t.insidetextfont.style,e.pts)||g.castOption(t.textfont.style,e.pts)||r.style,c=g.castOption(t.insidetextfont.variant,e.pts)||g.castOption(t.textfont.variant,e.pts)||r.variant,u=g.castOption(t.insidetextfont.textcase,e.pts)||g.castOption(t.textfont.textcase,e.pts)||r.textcase,h=g.castOption(t.insidetextfont.lineposition,e.pts)||g.castOption(t.textfont.lineposition,e.pts)||r.lineposition,f=g.castOption(t.insidetextfont.shadow,e.pts)||g.castOption(t.textfont.shadow,e.pts)||r.shadow;return{color:n||o.contrast(e.color),family:i,size:a,weight:s,style:l,variant:c,textcase:u,lineposition:h,shadow:f}}function b(t,e){for(var r,n,i=0;i<t.length;i++)if((n=(r=t[i][0]).trace).title.text){var a=n.title.text;n._meta&&(a=l.templateString(a,n._meta));var o=s.tester.append(\"text\").attr(\"data-notex\",1).text(a).call(s.font,n.title.font).call(h.convertToTspans,e),c=s.bBox(o.node(),!0);r.titleBox={width:c.width,height:c.height},o.remove()}}function w(t,e,r){var n=r.r||e.rpx1,i=e.rInscribed;if(e.startangle===e.stopangle)return{rCenter:1-i,scale:0,rotate:0,textPosAngle:0};var a,o=e.ring,s=1===o&&Math.abs(e.startangle-e.stopangle)===2*Math.PI,l=e.halfangle,c=e.midangle,u=r.trace.insidetextorientation,h=\"horizontal\"===u,f=\"tangential\"===u,p=\"radial\"===u,d=\"auto\"===u,m=[];if(!d){var g,y=function(r,i){if(function(t,e){var r=t.startangle,n=t.stopangle;return r>e&&e>n||r<e&&e<n}(e,r)){var s=Math.abs(r-e.startangle),l=Math.abs(r-e.stopangle),c=s<l?s:l;(a=\"tan\"===i?k(t,n,o,c,0):T(t,n,o,c,Math.PI/2)).textPosAngle=r,m.push(a)}};if(h||f){for(g=4;g>=-4;g-=2)y(Math.PI*g,\"tan\");for(g=4;g>=-4;g-=2)y(Math.PI*(g+1),\"tan\")}if(h||p){for(g=4;g>=-4;g-=2)y(Math.PI*(g+1.5),\"rad\");for(g=4;g>=-4;g-=2)y(Math.PI*(g+.5),\"rad\")}}if(s||d||h){var v=Math.sqrt(t.width*t.width+t.height*t.height);if((a={scale:i*n*2/v,rCenter:1-i,rotate:0}).textPosAngle=(e.startangle+e.stopangle)/2,a.scale>=1)return a;m.push(a)}(d||p)&&((a=T(t,n,o,l,c)).textPosAngle=(e.startangle+e.stopangle)/2,m.push(a)),(d||f)&&((a=k(t,n,o,l,c)).textPosAngle=(e.startangle+e.stopangle)/2,m.push(a));for(var x=0,_=0,b=0;b<m.length;b++){var w=m[b].scale;if(_<w&&(_=w,x=b),!d&&_>=1)break}return m[x]}function T(t,e,r,n,i){e=Math.max(0,e-2*m);var a=t.width/t.height,o=S(a,n,e,r);return{scale:2*o/t.height,rCenter:A(a,o/e),rotate:M(i)}}function k(t,e,r,n,i){e=Math.max(0,e-2*m);var a=t.height/t.width,o=S(a,n,e,r);return{scale:2*o/t.width,rCenter:A(a,o/e),rotate:M(i+Math.PI/2)}}function A(t,e){return Math.cos(e)-t*e}function M(t){return(180/Math.PI*t+720)%180-90}function S(t,e,r,n){var i=t+1/(2*Math.tan(e));return r*Math.min(1/(Math.sqrt(i*i+.5)+i),n/(Math.sqrt(t*t+n/2)+t))}function E(t,e){return t.v!==e.vTotal||e.trace.hole?Math.min(1/(1+1/Math.sin(t.halfangle)),t.ring/2):1}function C(t,e){var r=e.pxmid[0],n=e.pxmid[1],i=t.width/2,a=t.height/2;return r<0&&(i*=-1),n<0&&(a*=-1),{scale:1,rCenter:1,rotate:0,x:i+Math.abs(a)*(i>0?1:-1)/2,y:a/(1+r*r/(n*n)),outside:!0}}function L(t,e){var r,n,i,a=t.trace,o={x:t.cx,y:t.cy},s={tx:0,ty:0};s.ty+=a.title.font.size,i=P(a),-1!==a.title.position.indexOf(\"top\")?(o.y-=(1+i)*t.r,s.ty-=t.titleBox.height):-1!==a.title.position.indexOf(\"bottom\")&&(o.y+=(1+i)*t.r);var l,c=t.r/(void 0===(l=t.trace.aspectratio)?1:l),u=e.w*(a.domain.x[1]-a.domain.x[0])/2;return-1!==a.title.position.indexOf(\"left\")?(u+=c,o.x-=(1+i)*c,s.tx+=t.titleBox.width/2):-1!==a.title.position.indexOf(\"center\")?u*=2:-1!==a.title.position.indexOf(\"right\")&&(u+=c,o.x+=(1+i)*c,s.tx-=t.titleBox.width/2),r=u/t.titleBox.width,n=I(t,e)/t.titleBox.height,{x:o.x,y:o.y,scale:Math.min(r,n),tx:s.tx,ty:s.ty}}function I(t,e){var r=t.trace,n=e.h*(r.domain.y[1]-r.domain.y[0]);return Math.min(t.titleBox.height,n/2)}function P(t){var e,r=t.pull;if(!r)return 0;if(l.isArrayOrTypedArray(r))for(r=0,e=0;e<t.pull.length;e++)t.pull[e]>r&&(r=t.pull[e]);return r}function z(t,e){for(var r=[],n=0;n<t.length;n++){var i=t[n][0],a=i.trace,o=a.domain,s=e.w*(o.x[1]-o.x[0]),l=e.h*(o.y[1]-o.y[0]);a.title.text&&\"middle center\"!==a.title.position&&(l-=I(i,e));var c=s/2,u=l/2;\"funnelarea\"!==a.type||a.scalegroup||(u/=a.aspectratio),i.r=Math.min(c,u)/(1+P(a)),i.cx=e.l+e.w*(a.domain.x[1]+a.domain.x[0])/2,i.cy=e.t+e.h*(1-a.domain.y[0])-l/2,a.title.text&&-1!==a.title.position.indexOf(\"bottom\")&&(i.cy-=I(i,e)),a.scalegroup&&-1===r.indexOf(a.scalegroup)&&r.push(a.scalegroup)}!function(t,e){for(var r,n,i,a=0;a<e.length;a++){var o=1/0,s=e[a];for(n=0;n<t.length;n++)if((i=(r=t[n][0]).trace).scalegroup===s){var l;if(\"pie\"===i.type)l=r.r*r.r;else if(\"funnelarea\"===i.type){var c,u;i.aspectratio>1?u=(c=r.r)/i.aspectratio:c=(u=r.r)*i.aspectratio,l=(c*=(1+i.baseratio)/2)*u}o=Math.min(o,l/r.vTotal)}for(n=0;n<t.length;n++)if((i=(r=t[n][0]).trace).scalegroup===s){var h=o*r.vTotal;\"funnelarea\"===i.type&&(h/=(1+i.baseratio)/2,h/=i.aspectratio),r.r=Math.sqrt(h)}}}(t,r)}function O(t,e){return[t*Math.sin(e),-t*Math.cos(e)]}function D(t,e,r){var n=t._fullLayout,i=r.trace,a=i.texttemplate,o=i.textinfo;if(!a&&o&&\"none\"!==o){var s,c=o.split(\"+\"),u=function(t){return-1!==c.indexOf(t)},h=u(\"label\"),f=u(\"text\"),p=u(\"value\"),d=u(\"percent\"),m=n.separators;if(s=h?[e.label]:[],f){var y=g.getFirstFilled(i.text,e.pts);v(y)&&s.push(y)}p&&s.push(g.formatPieValue(e.v,m)),d&&s.push(g.formatPiePercent(e.v/r.vTotal,m)),e.text=s.join(\"<br>\")}if(a){var x=l.castOption(i,e.i,\"texttemplate\");if(x){var _=function(t){return{label:t.label,value:t.v,valueLabel:g.formatPieValue(t.v,n.separators),percent:t.v/r.vTotal,percentLabel:g.formatPiePercent(t.v/r.vTotal,n.separators),color:t.color,text:t.text,customdata:l.castOption(i,t.i,\"customdata\")}}(e),b=g.getFirstFilled(i.text,e.pts);(v(b)||\"\"===b)&&(_.text=b),e.text=l.texttemplateString(x,_,t._fullLayout._d3locale,_,i._meta||{})}else e.text=\"\"}}function R(t,e){var r=t.rotate*Math.PI/180,n=Math.cos(r),i=Math.sin(r),a=(e.left+e.right)/2,o=(e.top+e.bottom)/2;t.textX=a*n-o*i,t.textY=a*i+o*n,t.noCenter=!0}t.exports={plot:function(t,e){var r=t._context.staticPlot,a=t._fullLayout,f=a._size;d(\"pie\",a),b(e,t),z(e,f);var m=l.makeTraceGroups(a._pielayer,e,\"trace\").each((function(e){var d=n.select(this),m=e[0],y=m.trace;!function(t){var e,r,n,i=t[0],a=i.r,o=i.trace,s=g.getRotationAngle(o.rotation),l=2*Math.PI/i.vTotal,c=\"px0\",u=\"px1\";if(\"counterclockwise\"===o.direction){for(e=0;e<t.length&&t[e].hidden;e++);if(e===t.length)return;s+=l*t[e].v,l*=-1,c=\"px1\",u=\"px0\"}for(n=O(a,s),e=0;e<t.length;e++)(r=t[e]).hidden||(r[c]=n,r.startangle=s,s+=l*r.v/2,r.pxmid=O(a,s),r.midangle=s,n=O(a,s+=l*r.v/2),r.stopangle=s,r[u]=n,r.largeArc=r.v>i.vTotal/2?1:0,r.halfangle=Math.PI*Math.min(r.v/i.vTotal,.5),r.ring=1-o.hole,r.rInscribed=E(r,i))}(e),d.attr(\"stroke-linejoin\",\"round\"),d.each((function(){var v=n.select(this).selectAll(\"g.slice\").data(e);v.enter().append(\"g\").classed(\"slice\",!0),v.exit().remove();var b=[[[],[]],[[],[]]],T=!1;v.each((function(i,o){if(i.hidden)n.select(this).selectAll(\"path,g\").remove();else{i.pointNumber=i.i,i.curveNumber=y.index,b[i.pxmid[1]<0?0:1][i.pxmid[0]<0?0:1].push(i);var c=m.cx,u=m.cy,f=n.select(this),d=f.selectAll(\"path.surface\").data([i]);if(d.enter().append(\"path\").classed(\"surface\",!0).style({\"pointer-events\":r?\"none\":\"all\"}),f.call(x,t,e),y.pull){var v=+g.castOption(y.pull,i.pts)||0;v>0&&(c+=v*i.pxmid[0],u+=v*i.pxmid[1])}i.cxFinal=c,i.cyFinal=u;var k=y.hole;if(i.v===m.vTotal){var A=\"M\"+(c+i.px0[0])+\",\"+(u+i.px0[1])+I(i.px0,i.pxmid,!0,1)+I(i.pxmid,i.px0,!0,1)+\"Z\";k?d.attr(\"d\",\"M\"+(c+k*i.px0[0])+\",\"+(u+k*i.px0[1])+I(i.px0,i.pxmid,!1,k)+I(i.pxmid,i.px0,!1,k)+\"Z\"+A):d.attr(\"d\",A)}else{var M=I(i.px0,i.px1,!0,1);if(k){var S=1-k;d.attr(\"d\",\"M\"+(c+k*i.px1[0])+\",\"+(u+k*i.px1[1])+I(i.px1,i.px0,!1,k)+\"l\"+S*i.px0[0]+\",\"+S*i.px0[1]+M+\"Z\")}else d.attr(\"d\",\"M\"+c+\",\"+u+\"l\"+i.px0[0]+\",\"+i.px0[1]+M+\"Z\")}D(t,i,m);var E=g.castOption(y.textposition,i.pts),L=f.selectAll(\"g.slicetext\").data(i.text&&\"none\"!==E?[0]:[]);L.enter().append(\"g\").classed(\"slicetext\",!0),L.exit().remove(),L.each((function(){var r=l.ensureSingle(n.select(this),\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),f=l.ensureUniformFontSize(t,\"outside\"===E?function(t,e,r){return{color:g.castOption(t.outsidetextfont.color,e.pts)||g.castOption(t.textfont.color,e.pts)||r.color,family:g.castOption(t.outsidetextfont.family,e.pts)||g.castOption(t.textfont.family,e.pts)||r.family,size:g.castOption(t.outsidetextfont.size,e.pts)||g.castOption(t.textfont.size,e.pts)||r.size,weight:g.castOption(t.outsidetextfont.weight,e.pts)||g.castOption(t.textfont.weight,e.pts)||r.weight,style:g.castOption(t.outsidetextfont.style,e.pts)||g.castOption(t.textfont.style,e.pts)||r.style,variant:g.castOption(t.outsidetextfont.variant,e.pts)||g.castOption(t.textfont.variant,e.pts)||r.variant,textcase:g.castOption(t.outsidetextfont.textcase,e.pts)||g.castOption(t.textfont.textcase,e.pts)||r.textcase,lineposition:g.castOption(t.outsidetextfont.lineposition,e.pts)||g.castOption(t.textfont.lineposition,e.pts)||r.lineposition,shadow:g.castOption(t.outsidetextfont.shadow,e.pts)||g.castOption(t.textfont.shadow,e.pts)||r.shadow}}(y,i,a.font):_(y,i,a.font));r.text(i.text).attr({class:\"slicetext\",transform:\"\",\"text-anchor\":\"middle\"}).call(s.font,f).call(h.convertToTspans,t);var d,v=s.bBox(r.node());if(\"outside\"===E)d=C(v,i);else if(d=w(v,i,m),\"auto\"===E&&d.scale<1){var x=l.ensureUniformFontSize(t,y.outsidetextfont);r.call(s.font,x),d=C(v=s.bBox(r.node()),i)}var b=d.textPosAngle,k=void 0===b?i.pxmid:O(m.r,b);if(d.targetX=c+k[0]*d.rCenter+(d.x||0),d.targetY=u+k[1]*d.rCenter+(d.y||0),R(d,v),d.outside){var A=d.targetY;i.yLabelMin=A-v.height/2,i.yLabelMid=A,i.yLabelMax=A+v.height/2,i.labelExtraX=0,i.labelExtraY=0,T=!0}d.fontSize=f.size,p(y.type,d,a),e[o].transform=d,l.setTransormAndDisplay(r,d)}))}function I(t,e,r,n){var a=n*(e[0]-t[0]),o=n*(e[1]-t[1]);return\"a\"+n*m.r+\",\"+n*m.r+\" 0 \"+i.largeArc+(r?\" 1 \":\" 0 \")+a+\",\"+o}}));var k=n.select(this).selectAll(\"g.titletext\").data(y.title.text?[0]:[]);if(k.enter().append(\"g\").classed(\"titletext\",!0),k.exit().remove(),k.each((function(){var e,r=l.ensureSingle(n.select(this),\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),i=y.title.text;y._meta&&(i=l.templateString(i,y._meta)),r.text(i).attr({class:\"titletext\",transform:\"\",\"text-anchor\":\"middle\"}).call(s.font,y.title.font).call(h.convertToTspans,t),e=\"middle center\"===y.title.position?function(t){var e=Math.sqrt(t.titleBox.width*t.titleBox.width+t.titleBox.height*t.titleBox.height);return{x:t.cx,y:t.cy,scale:t.trace.hole*t.r*2/e,tx:0,ty:-t.titleBox.height/2+t.trace.title.font.size}}(m):L(m,f),r.attr(\"transform\",u(e.x,e.y)+c(Math.min(1,e.scale))+u(e.tx,e.ty))})),T&&function(t,e){var r,n,i,a,o,s,c,u,h,f,p,d,m;function y(t,e){return t.pxmid[1]-e.pxmid[1]}function v(t,e){return e.pxmid[1]-t.pxmid[1]}function x(t,r){r||(r={});var i,u,h,p,d=r.labelExtraY+(n?r.yLabelMax:r.yLabelMin),m=n?t.yLabelMin:t.yLabelMax,y=n?t.yLabelMax:t.yLabelMin,v=t.cyFinal+o(t.px0[1],t.px1[1]),x=d-m;if(x*c>0&&(t.labelExtraY=x),l.isArrayOrTypedArray(e.pull))for(u=0;u<f.length;u++)(h=f[u])===t||(g.castOption(e.pull,t.pts)||0)>=(g.castOption(e.pull,h.pts)||0)||((t.pxmid[1]-h.pxmid[1])*c>0?(x=h.cyFinal+o(h.px0[1],h.px1[1])-m-t.labelExtraY)*c>0&&(t.labelExtraY+=x):(y+t.labelExtraY-v)*c>0&&(i=3*s*Math.abs(u-f.indexOf(t)),(p=h.cxFinal+a(h.px0[0],h.px1[0])+i-(t.cxFinal+t.pxmid[0])-t.labelExtraX)*s>0&&(t.labelExtraX+=p)))}for(n=0;n<2;n++)for(i=n?y:v,o=n?Math.max:Math.min,c=n?1:-1,r=0;r<2;r++){for(a=r?Math.max:Math.min,s=r?1:-1,(u=t[n][r]).sort(i),h=t[1-n][r],f=h.concat(u),d=[],p=0;p<u.length;p++)void 0!==u[p].yLabelMid&&d.push(u[p]);for(m=!1,p=0;n&&p<h.length;p++)if(void 0!==h[p].yLabelMid){m=h[p];break}for(p=0;p<d.length;p++){var _=p&&d[p-1];m&&!p&&(_=m),x(d[p],_)}}}(b,y),function(t,e){t.each((function(t){var r=n.select(this);if(t.labelExtraX||t.labelExtraY){var i=r.select(\"g.slicetext text\");t.transform.targetX+=t.labelExtraX,t.transform.targetY+=t.labelExtraY,l.setTransormAndDisplay(i,t.transform);var a=t.cxFinal+t.pxmid[0],s=\"M\"+a+\",\"+(t.cyFinal+t.pxmid[1]),c=(t.yLabelMax-t.yLabelMin)*(t.pxmid[0]<0?-1:1)/4;if(t.labelExtraX){var u=t.labelExtraX*t.pxmid[1]/t.pxmid[0],h=t.yLabelMid+t.labelExtraY-(t.cyFinal+t.pxmid[1]);Math.abs(u)>Math.abs(h)?s+=\"l\"+h*t.pxmid[0]/t.pxmid[1]+\",\"+h+\"H\"+(a+t.labelExtraX+c):s+=\"l\"+t.labelExtraX+\",\"+u+\"v\"+(h-u)+\"h\"+c}else s+=\"V\"+(t.yLabelMid+t.labelExtraY)+\"h\"+c;l.ensureSingle(r,\"path\",\"textline\").call(o.stroke,e.outsidetextfont.color).attr({\"stroke-width\":Math.min(2,e.outsidetextfont.size/8),d:s,fill:\"none\"})}else r.select(\"path.textline\").remove()}))}(v,y),T&&y.automargin){var A=s.bBox(d.node()),M=y.domain,S=f.w*(M.x[1]-M.x[0]),E=f.h*(M.y[1]-M.y[0]),I=(.5*S-m.r)/f.w,P=(.5*E-m.r)/f.h;i.autoMargin(t,\"pie.\"+y.uid+\".automargin\",{xl:M.x[0]-I,xr:M.x[1]+I,yb:M.y[0]-P,yt:M.y[1]+P,l:Math.max(m.cx-m.r-A.left,0),r:Math.max(A.right-(m.cx+m.r),0),b:Math.max(A.bottom-(m.cy+m.r),0),t:Math.max(m.cy-m.r-A.top,0),pad:5})}}))}));setTimeout((function(){m.selectAll(\"tspan\").each((function(){var t=n.select(this);t.attr(\"dy\")&&t.attr(\"dy\",t.attr(\"dy\"))}))}),0)},formatSliceLabel:D,transformInsideText:w,determineInsideTextFont:_,positionTitleOutside:L,prerenderTitles:b,layoutAreas:z,attachFxHandlers:x,computeTransform:R}},140:function(t,e,r){\"use strict\";var n=r(45568),i=r(32891),a=r(84102).resizeText;t.exports=function(t){var e=t._fullLayout._pielayer.selectAll(\".trace\");a(t,e,\"pie\"),e.each((function(e){var r=e[0].trace,a=n.select(this);a.style({opacity:r.opacity}),a.selectAll(\"path.surface\").each((function(e){n.select(this).call(i,e,r,t)}))}))}},32891:function(t,e,r){\"use strict\";var n=r(78766),i=r(37252).castOption,a=r(75067);t.exports=function(t,e,r,o){var s=r.marker.line,l=i(s.color,e.pts)||n.defaultLine,c=i(s.width,e.pts)||0;t.call(a,e,r,o).style(\"stroke-width\",c).call(n.stroke,l)}},36961:function(t,e,r){\"use strict\";var n=r(36640);t.exports={x:n.x,y:n.y,xy:{valType:\"data_array\",editType:\"calc\"},indices:{valType:\"data_array\",editType:\"calc\"},xbounds:{valType:\"data_array\",editType:\"calc\"},ybounds:{valType:\"data_array\",editType:\"calc\"},text:n.text,marker:{color:{valType:\"color\",arrayOk:!1,editType:\"calc\"},opacity:{valType:\"number\",min:0,max:1,dflt:1,arrayOk:!1,editType:\"calc\"},blend:{valType:\"boolean\",dflt:null,editType:\"calc\"},sizemin:{valType:\"number\",min:.1,max:2,dflt:.5,editType:\"calc\"},sizemax:{valType:\"number\",min:.1,dflt:20,editType:\"calc\"},border:{color:{valType:\"color\",arrayOk:!1,editType:\"calc\"},arearatio:{valType:\"number\",min:0,max:1,dflt:0,editType:\"calc\"},editType:\"calc\"},editType:\"calc\"},transforms:void 0}},71593:function(t,e,r){\"use strict\";var n=r(99098).gl_pointcloud2d,i=r(34809).isArrayOrTypedArray,a=r(55010),o=r(32919).findExtremes,s=r(11539);function l(t,e){this.scene=t,this.uid=e,this.type=\"pointcloud\",this.pickXData=[],this.pickYData=[],this.xData=[],this.yData=[],this.textLabels=[],this.color=\"rgb(0, 0, 0)\",this.name=\"\",this.hoverinfo=\"all\",this.idToIndex=new Int32Array(0),this.bounds=[0,0,0,0],this.pointcloudOptions={positions:new Float32Array(0),idToIndex:this.idToIndex,sizemin:.5,sizemax:12,color:[0,0,0,1],areaRatio:1,borderColor:[0,0,0,1]},this.pointcloud=n(t.glplot,this.pointcloudOptions),this.pointcloud._trace=this}var c=l.prototype;c.handlePick=function(t){var e=this.idToIndex[t.pointId];return{trace:this,dataCoord:t.dataCoord,traceCoord:this.pickXYData?[this.pickXYData[2*e],this.pickXYData[2*e+1]]:[this.pickXData[e],this.pickYData[e]],textLabel:i(this.textLabels)?this.textLabels[e]:this.textLabels,color:this.color,name:this.name,pointIndex:e,hoverinfo:this.hoverinfo}},c.update=function(t){this.index=t.index,this.textLabels=t.text,this.name=t.name,this.hoverinfo=t.hoverinfo,this.bounds=[1/0,1/0,-1/0,-1/0],this.updateFast(t),this.color=s(t,{})},c.updateFast=function(t){var e,r,n,i,s,l,c=this.xData=this.pickXData=t.x,u=this.yData=this.pickYData=t.y,h=this.pickXYData=t.xy,f=t.xbounds&&t.ybounds,p=t.indices,d=this.bounds;if(h){if(n=h,e=h.length>>>1,f)d[0]=t.xbounds[0],d[2]=t.xbounds[1],d[1]=t.ybounds[0],d[3]=t.ybounds[1];else for(l=0;l<e;l++)i=n[2*l],s=n[2*l+1],i<d[0]&&(d[0]=i),i>d[2]&&(d[2]=i),s<d[1]&&(d[1]=s),s>d[3]&&(d[3]=s);if(p)r=p;else for(r=new Int32Array(e),l=0;l<e;l++)r[l]=l}else for(e=c.length,n=new Float32Array(2*e),r=new Int32Array(e),l=0;l<e;l++)i=c[l],s=u[l],r[l]=l,n[2*l]=i,n[2*l+1]=s,i<d[0]&&(d[0]=i),i>d[2]&&(d[2]=i),s<d[1]&&(d[1]=s),s>d[3]&&(d[3]=s);this.idToIndex=r,this.pointcloudOptions.idToIndex=r,this.pointcloudOptions.positions=n;var m=a(t.marker.color),g=a(t.marker.border.color),y=t.opacity*t.marker.opacity;m[3]*=y,this.pointcloudOptions.color=m;var v=t.marker.blend;null===v&&(v=c.length<100||u.length<100),this.pointcloudOptions.blend=v,g[3]*=y,this.pointcloudOptions.borderColor=g;var x=t.marker.sizemin,_=Math.max(t.marker.sizemax,t.marker.sizemin);this.pointcloudOptions.sizeMin=x,this.pointcloudOptions.sizeMax=_,this.pointcloudOptions.areaRatio=t.marker.border.arearatio,this.pointcloud.update(this.pointcloudOptions);var b=this.scene.xaxis,w=this.scene.yaxis,T=_/2||.5;t._extremes[b._id]=o(b,[d[0],d[2]],{ppad:T}),t._extremes[w._id]=o(w,[d[1],d[3]],{ppad:T})},c.dispose=function(){this.pointcloud.dispose()},t.exports=function(t,e){var r=new l(t,e.uid);return 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l=0;for(T=0;T<r.sourceLinks.length;T++)l+=r.sourceLinks[T].value;for(T=0;T<r.sourceLinks.length;T++)(e=r.sourceLinks[T]).concentrationOut=e.value/l;var u=0;for(T=0;T<r.targetLinks.length;T++)u+=r.targetLinks[T].value;for(T=0;T<r.targetLinks.length;T++)(e=r.targetLinks[T]).concenrationIn=e.value/u}}(),a.node.x.length&&a.node.y.length){for(w=0;w<Math.min(a.node.x.length,a.node.y.length,A.nodes.length);w++)if(a.node.x[w]&&a.node.y[w]){var L=[a.node.x[w]*g,a.node.y[w]*y];A.nodes[w].x0=L[0]-d/2,A.nodes[w].x1=L[0]+d/2;var I=A.nodes[w].y1-A.nodes[w].y0;A.nodes[w].y0=L[1]-I/2,A.nodes[w].y1=L[1]+I/2}\"snap\"===a.arrangement&&function(t){var e,r,n=t.map((function(t,e){return{x0:t.x0,index:e}})).sort((function(t,e){return t.x0-e.x0})),i=[],a=-1,o=-1/0;for(w=0;w<n.length;w++){var s=t[n[w].index];s.x0>o+d&&(a+=1,e=s.x0),o=s.x0,i[a]||(i[a]=[]),i[a].push(s),r=e-s.x0,s.x0+=r,s.x1+=r}return i}(x=A.nodes).forEach((function(t){var e,r,n,i=0,a=t.length;for(t.sort((function(t,e){return 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e.trace=t.trace,e.curveNumber=t.trace.index,{circular:t.circular,key:a,traceId:t.key,pointNumber:e.pointNumber,link:e,tinyColorHue:u.tinyRGB(n),tinyColorAlpha:n.getAlpha(),tinyColorHoverHue:u.tinyRGB(i),tinyColorHoverAlpha:i.getAlpha(),linkPath:M,linkLineColor:t.linkLineColor,linkLineWidth:t.linkLineWidth,linkArrowLength:t.linkArrowLength,valueFormat:t.valueFormat,valueSuffix:t.valueSuffix,sankey:t.sankey,parent:t,interactionState:t.interactionState,flow:e.flow}}function M(){return function(t){var e=t.linkArrowLength;if(t.link.circular)return function(t,e){var r=t.width/2,n=t.circularPathData;return\"top\"===t.circularLinkType?\"M \"+(n.targetX-e)+\" \"+(n.targetY+r)+\" L\"+(n.rightInnerExtent-e)+\" \"+(n.targetY+r)+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightSmallArcRadius+r)+\" 0 0 1 \"+(n.rightFullExtent-r-e)+\" \"+(n.targetY-n.rightSmallArcRadius)+\"L\"+(n.rightFullExtent-r-e)+\" \"+n.verticalRightInnerExtent+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightLargeArcRadius+r)+\" 0 0 1 \"+(n.rightInnerExtent-e)+\" \"+(n.verticalFullExtent-r)+\"L\"+n.leftInnerExtent+\" \"+(n.verticalFullExtent-r)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftLargeArcRadius+r)+\" 0 0 1 \"+(n.leftFullExtent+r)+\" \"+n.verticalLeftInnerExtent+\"L\"+(n.leftFullExtent+r)+\" \"+(n.sourceY-n.leftSmallArcRadius)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftSmallArcRadius+r)+\" 0 0 1 \"+n.leftInnerExtent+\" \"+(n.sourceY+r)+\"L\"+n.sourceX+\" \"+(n.sourceY+r)+\"L\"+n.sourceX+\" \"+(n.sourceY-r)+\"L\"+n.leftInnerExtent+\" \"+(n.sourceY-r)+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftSmallArcRadius-r)+\" 0 0 0 \"+(n.leftFullExtent-r)+\" \"+(n.sourceY-n.leftSmallArcRadius)+\"L\"+(n.leftFullExtent-r)+\" \"+n.verticalLeftInnerExtent+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftLargeArcRadius-r)+\" 0 0 0 \"+n.leftInnerExtent+\" \"+(n.verticalFullExtent+r)+\"L\"+(n.rightInnerExtent-e)+\" \"+(n.verticalFullExtent+r)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightLargeArcRadius-r)+\" 0 0 0 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\"+(n.sourceY+n.leftSmallArcRadius)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftSmallArcRadius+r)+\" 0 0 0 \"+n.leftInnerExtent+\" \"+(n.sourceY-r)+\"L\"+n.sourceX+\" \"+(n.sourceY-r)+\"L\"+n.sourceX+\" \"+(n.sourceY+r)+\"L\"+n.leftInnerExtent+\" \"+(n.sourceY+r)+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftSmallArcRadius-r)+\" 0 0 1 \"+(n.leftFullExtent-r)+\" \"+(n.sourceY+n.leftSmallArcRadius)+\"L\"+(n.leftFullExtent-r)+\" \"+n.verticalLeftInnerExtent+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftLargeArcRadius-r)+\" 0 0 1 \"+n.leftInnerExtent+\" \"+(n.verticalFullExtent-r)+\"L\"+(n.rightInnerExtent-e)+\" \"+(n.verticalFullExtent-r)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightLargeArcRadius-r)+\" 0 0 1 \"+(n.rightFullExtent+r-e)+\" \"+n.verticalRightInnerExtent+\"L\"+(n.rightFullExtent+r-e)+\" \"+(n.targetY+n.rightSmallArcRadius)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightSmallArcRadius-r)+\" 0 0 1 \"+(n.rightInnerExtent-e)+\" \"+(n.targetY+r)+\"L\"+(n.targetX-e)+\" \"+(n.targetY+r)+(e>0?\"L\"+n.targetX+\" \"+n.targetY:\"\")+\"Z\"}(t.link,e);var r=Math.abs((t.link.target.x0-t.link.source.x1)/2);e>r&&(e=r);var n=t.link.source.x1,a=t.link.target.x0-e,o=i(n,a),s=o(.5),l=o(.5),c=t.link.y0-t.link.width/2,u=t.link.y0+t.link.width/2,h=t.link.y1-t.link.width/2,f=t.link.y1+t.link.width/2,p=\"M\"+n+\",\"+c,d=\"C\"+s+\",\"+c+\" \"+l+\",\"+h+\" \"+a+\",\"+h,m=\"C\"+l+\",\"+f+\" \"+s+\",\"+u+\" \"+n+\",\"+u,g=e>0?\"L\"+(a+e)+\",\"+(h+t.link.width/2):\"\";return p+d+(g+=\"L\"+a+\",\"+f)+m+\"Z\"}}function S(t,e){var r=c(e.color),n=l.nodePadAcross,i=t.nodePad/2;e.dx=e.x1-e.x0,e.dy=e.y1-e.y0;var a=e.dx,o=Math.max(.5,e.dy),s=\"node_\"+e.pointNumber;return e.group&&(s=f.randstr()),e.trace=t.trace,e.curveNumber=t.trace.index,{index:e.pointNumber,key:s,partOfGroup:e.partOfGroup||!1,group:e.group,traceId:t.key,trace:t.trace,node:e,nodePad:t.nodePad,nodeLineColor:t.nodeLineColor,nodeLineWidth:t.nodeLineWidth,textFont:t.textFont,size:t.horizontal?t.height:t.width,visibleWidth:Math.ceil(a),visibleHeight:o,zoneX:-n,zoneY:-i,zoneWidth:a+2*n,zoneHeight:o+2*i,labelY:t.horizontal?e.dy/2+1:e.dx/2+1,left:1===e.originalLayer,sizeAcross:t.width,forceLayouts:t.forceLayouts,horizontal:t.horizontal,darkBackground:r.getBrightness()<=128,tinyColorHue:u.tinyRGB(r),tinyColorAlpha:r.getAlpha(),valueFormat:t.valueFormat,valueSuffix:t.valueSuffix,sankey:t.sankey,graph:t.graph,arrangement:t.arrangement,uniqueNodeLabelPathId:[t.guid,t.key,s].join(\"_\"),interactionState:t.interactionState,figure:t}}function E(t){t.attr(\"transform\",(function(t){return p(t.node.x0.toFixed(3),t.node.y0.toFixed(3))}))}function C(t){t.call(E)}function L(t,e){t.call(C),e.attr(\"d\",M())}function I(t){t.attr(\"width\",(function(t){return t.node.x1-t.node.x0})).attr(\"height\",(function(t){return t.visibleHeight}))}function P(t){return t.link.width>1||t.linkLineWidth>0}function z(t){return p(t.translateX,t.translateY)+(t.horizontal?\"matrix(1 0 0 1 0 0)\":\"matrix(0 1 1 0 0 0)\")}function O(t,e,r){t.on(\".basic\",null).on(\"mouseover.basic\",(function(t){t.interactionState.dragInProgress||t.partOfGroup||(r.hover(this,t,e),t.interactionState.hovered=[this,t])})).on(\"mousemove.basic\",(function(t){t.interactionState.dragInProgress||t.partOfGroup||(r.follow(this,t),t.interactionState.hovered=[this,t])})).on(\"mouseout.basic\",(function(t){t.interactionState.dragInProgress||t.partOfGroup||(r.unhover(this,t,e),t.interactionState.hovered=!1)})).on(\"click.basic\",(function(t){t.interactionState.hovered&&(r.unhover(this,t,e),t.interactionState.hovered=!1),t.interactionState.dragInProgress||t.partOfGroup||r.select(this,t,e)}))}function D(t,e,r,i){var o=a.behavior.drag().origin((function(t){return{x:t.node.x0+t.visibleWidth/2,y:t.node.y0+t.visibleHeight/2}})).on(\"dragstart\",(function(a){if(\"fixed\"!==a.arrangement&&(f.ensureSingle(i._fullLayout._infolayer,\"g\",\"dragcover\",(function(t){i._fullLayout._dragCover=t})),f.raiseToTop(this),a.interactionState.dragInProgress=a.node,F(a.node),a.interactionState.hovered&&(r.nodeEvents.unhover.apply(0,a.interactionState.hovered),a.interactionState.hovered=!1),\"snap\"===a.arrangement)){var o=a.traceId+\"|\"+a.key;a.forceLayouts[o]?a.forceLayouts[o].alpha(1):function(t,e,r,i){!function(t){for(var e=0;e<t.length;e++)t[e].y=(t[e].y0+t[e].y1)/2,t[e].x=(t[e].x0+t[e].x1)/2}(r.graph.nodes);var a=r.graph.nodes.filter((function(t){return t.originalX===r.node.originalX})).filter((function(t){return!t.partOfGroup}));r.forceLayouts[e]=n.forceSimulation(a).alphaDecay(0).force(\"collide\",n.forceCollide().radius((function(t){return t.dy/2+r.nodePad/2})).strength(1).iterations(l.forceIterations)).force(\"constrain\",function(t,e,r,n){return function(){for(var t=0,i=0;i<r.length;i++){var a=r[i];a===n.interactionState.dragInProgress?(a.x=a.lastDraggedX,a.y=a.lastDraggedY):(a.vx=(a.originalX-a.x)/l.forceTicksPerFrame,a.y=Math.min(n.size-a.dy/2,Math.max(a.dy/2,a.y))),t=Math.max(t,Math.abs(a.vx),Math.abs(a.vy))}!n.interactionState.dragInProgress&&t<.1&&n.forceLayouts[e].alpha()>0&&n.forceLayouts[e].alpha(0)}}(0,e,a,r)).stop()}(0,o,a),function(t,e,r,n,i){window.requestAnimationFrame((function a(){var o;for(o=0;o<l.forceTicksPerFrame;o++)r.forceLayouts[n].tick();if(function(t){for(var e=0;e<t.length;e++)t[e].y0=t[e].y-t[e].dy/2,t[e].y1=t[e].y0+t[e].dy,t[e].x0=t[e].x-t[e].dx/2,t[e].x1=t[e].x0+t[e].dx}(r.graph.nodes),r.sankey.update(r.graph),L(t.filter(B(r)),e),r.forceLayouts[n].alpha()>0)window.requestAnimationFrame(a);else{var 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a=(t.graph.nodes[i].x0+t.graph.nodes[i].x1)/2,o=(t.graph.nodes[i].y0+t.graph.nodes[i].y1)/2;r.push(a/t.figure.width),n.push(o/t.figure.height)}_.call(\"_guiRestyle\",e,{\"node.x\":[r],\"node.y\":[n]},t.trace.index).then((function(){e._fullLayout._dragCover&&e._fullLayout._dragCover.remove()}))}function F(t){t.lastDraggedX=t.x0+t.dx/2,t.lastDraggedY=t.y0+t.dy/2}function B(t){return function(e){return e.node.originalX===t.node.originalX}}t.exports=function(t,e,r,n,i){var o=t._context.staticPlot,s=!1;f.ensureSingle(t._fullLayout._infolayer,\"g\",\"first-render\",(function(){s=!0}));var m=t._fullLayout._dragCover,_=r.filter((function(t){return v(t).trace.visible})).map(k.bind(null,n)),b=e.selectAll(\".\"+l.cn.sankey).data(_,g);b.exit().remove(),b.enter().append(\"g\").classed(l.cn.sankey,!0).style(\"box-sizing\",\"content-box\").style(\"position\",\"absolute\").style(\"left\",0).style(\"shape-rendering\",\"geometricPrecision\").style(\"pointer-events\",o?\"none\":\"auto\").attr(\"transform\",z),b.each((function(e,r){t._fullData[r]._sankey=e;var n=\"bgsankey-\"+e.trace.uid+\"-\"+r;f.ensureSingle(t._fullLayout._draggers,\"rect\",n),t._fullData[r]._bgRect=a.select(\".\"+n),t._fullData[r]._bgRect.style(\"pointer-events\",o?\"none\":\"all\").attr(\"width\",e.width).attr(\"height\",e.height).attr(\"x\",e.translateX).attr(\"y\",e.translateY).classed(\"bgsankey\",!0).style({fill:\"transparent\",\"stroke-width\":0})})),b.transition().ease(l.ease).duration(l.duration).attr(\"transform\",z);var C=b.selectAll(\".\"+l.cn.sankeyLinks).data(y,g);C.enter().append(\"g\").classed(l.cn.sankeyLinks,!0).style(\"fill\",\"none\");var L=C.selectAll(\".\"+l.cn.sankeyLink).data((function(t){return t.graph.links.filter((function(t){return t.value})).map(A.bind(null,t))}),g);L.enter().append(\"path\").classed(l.cn.sankeyLink,!0).call(O,b,i.linkEvents),L.style(\"stroke\",(function(t){return P(t)?u.tinyRGB(c(t.linkLineColor)):t.tinyColorHue})).style(\"stroke-opacity\",(function(t){return P(t)?u.opacity(t.linkLineColor):t.tinyColorAlpha})).style(\"fill\",(function(t){return t.tinyColorHue})).style(\"fill-opacity\",(function(t){return t.tinyColorAlpha})).style(\"stroke-width\",(function(t){return P(t)?t.linkLineWidth:1})).attr(\"d\",M()),L.style(\"opacity\",(function(){return t._context.staticPlot||s||m?1:0})).transition().ease(l.ease).duration(l.duration).style(\"opacity\",1),L.exit().transition().ease(l.ease).duration(l.duration).style(\"opacity\",0).remove();var 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n=r(65477).hasColorscale,i=r(28379),a=r(64726);t.exports=function(t,e){a.hasLines(e)&&n(e,\"line\")&&i(t,e,{vals:e.line.color,containerStr:\"line\",cLetter:\"c\"}),a.hasMarkers(e)&&(n(e,\"marker\")&&i(t,e,{vals:e.marker.color,containerStr:\"marker\",cLetter:\"c\"}),n(e,\"marker.line\")&&i(t,e,{vals:e.marker.line.color,containerStr:\"marker.line\",cLetter:\"c\"}))}},32660:function(t){\"use strict\";t.exports={PTS_LINESONLY:20,minTolerance:.2,toleranceGrowth:10,maxScreensAway:20,eventDataKeys:[]}},75603:function(t,e,r){\"use strict\";var n=r(26544),i=r(24782).setGroupPositions;function a(t,e,r,n,i,a,o){i[n]=!0;var s={i:null,gap:!0,s:0};if(s[o]=r,t.splice(e,0,s),e&&r===t[e-1][o]){var l=t[e-1];s.s=l.s,s.i=l.i,s.gap=l.gap}else a&&(s.s=function(t,e,r,n){var i=t[e-1],a=t[e+1];return a?i?i.s+(a.s-i.s)*(r-i[n])/(a[n]-i[n]):a.s:i.s}(t,e,r,o));e||(t[0].t=t[1].t,t[0].trace=t[1].trace,delete t[1].t,delete 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r.yLabel=c[1].toFixed(3),r}},59420:function(t,e,r){\"use strict\";var n=r(37255),i=r(34809).fillText;t.exports=function(t,e,r,a){var o=n(t,e,r,a);if(o&&!1!==o[0].index){var s=o[0];if(void 0===s.index){var l=1-s.y0/t.ya._length,c=t.xa._length,u=c*l/2,h=c-u;return s.x0=Math.max(Math.min(s.x0,h),u),s.x1=Math.max(Math.min(s.x1,h),u),o}var f=s.cd[s.index];s.a=f.a,s.b=f.b,s.xLabelVal=void 0,s.yLabelVal=void 0;var p=s.trace,d=p._carpet,m=p._module.formatLabels(f,p);s.yLabel=m.yLabel,delete s.text;var g=[];if(!p.hovertemplate){var y=(f.hi||p.hoverinfo).split(\"+\");-1!==y.indexOf(\"all\")&&(y=[\"a\",\"b\",\"text\"]),-1!==y.indexOf(\"a\")&&v(d.aaxis,f.a),-1!==y.indexOf(\"b\")&&v(d.baxis,f.b),g.push(\"y: \"+s.yLabel),-1!==y.indexOf(\"text\")&&i(f,p,g),s.extraText=g.join(\"<br>\")}return o}function v(t,e){var r;r=t.labelprefix&&t.labelprefix.length>0?t.labelprefix.replace(/ = $/,\"\"):t._hovertitle,g.push(r+\": \"+e.toFixed(3)+t.labelsuffix)}}},56534:function(t,e,r){\"use 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n=r(3208).rb,i=r(3208).ay,a=r(19326),o=r(36640),s=r(9829),l=r(87163),c=r(94850).T,u=r(93049).extendFlat,h=r(13582).overrideAll,f=o.marker,p=o.line,d=f.line;t.exports=h({lon:{valType:\"data_array\"},lat:{valType:\"data_array\"},locations:{valType:\"data_array\"},locationmode:{valType:\"enumerated\",values:[\"ISO-3\",\"USA-states\",\"country 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i={opacity:1,text:e.text,texttemplate:e.texttemplate,textposition:e.textposition,textfont:s.extendFlat({},e.textfont)};r.textfont&&s.extendFlat(i.textfont,r.textfont),n=x(t,i)}return n}function k(t,e,r){var n={capSize:2*e.width*r,lineWidth:e.thickness*r,color:e.color};return e.copy_ystyle&&(n=t.error_y),n}var A=m.SYMBOL_SDF_SIZE,M=m.SYMBOL_SIZE,S=m.SYMBOL_STROKE,E={},C=c.symbolFuncs[0](.05*M);function L(t,e){var r,n,a=t.mx;if(\"circle\"===a)return null;var o=c.symbolNumber(a),s=c.symbolFuncs[o%100],l=!!c.symbolNoDot[o%100],u=!!c.symbolNoFill[o%100],h=d.isDotSymbol(a);if(t.ma&&(a+=\"_\"+t.ma),E[a])return E[a];var f=c.getMarkerAngle(t,e);return r=h&&!l?s(1.1*M,f)+C:s(M,f),n=i(r,{w:A,h:A,viewBox:[-M,-M,M,M],stroke:u?S:-S}),E[a]=n,n||null}t.exports={style:function(t,e){var r,n={marker:void 0,markerSel:void 0,markerUnsel:void 0,line:void 0,fill:void 0,errorX:void 0,errorY:void 0,text:void 0,textSel:void 0,textUnsel:void 0},i=t._context.plotGlPixelRatio;if(!0!==e.visible)return n;if(f.hasText(e)&&(n.text=x(t,e),n.textSel=T(t,e,e.selected),n.textUnsel=T(t,e,e.unselected)),f.hasMarkers(e)&&(n.marker=b(0,e),n.markerSel=w(0,e,e.selected),n.markerUnsel=w(0,e,e.unselected),!e.unselected&&l(e.marker.opacity))){var a=e.marker.opacity;for(n.markerUnsel.opacity=new Array(a.length),r=0;r<a.length;r++)n.markerUnsel.opacity[r]=g*a[r]}if(f.hasLines(e)){n.line={overlay:!0,thickness:e.line.width*i,color:e.line.color,opacity:e.opacity};var o=(m.DASHES[e.line.dash]||[1]).slice();for(r=0;r<o.length;++r)o[r]*=e.line.width*i;n.line.dashes=o}return e.error_x&&e.error_x.visible&&(n.errorX=k(e,e.error_x,i)),e.error_y&&e.error_y.visible&&(n.errorY=k(e,e.error_y,i)),e.fill&&\"none\"!==e.fill&&(n.fill={closed:!0,fill:e.fillcolor,thickness:0}),n},markerStyle:b,markerSelection:w,linePositions:function(t,e,r){var n,i,a=r.length,o=a/2;if(f.hasLines(e)&&o)if(\"hv\"===e.line.shape){for(n=[],i=0;i<o-1;i++)isNaN(r[2*i])||isNaN(r[2*i+1])?n.push(NaN,NaN,NaN,NaN):(n.push(r[2*i],r[2*i+1]),isNaN(r[2*i+2])||isNaN(r[2*i+3])?n.push(NaN,NaN):n.push(r[2*i+2],r[2*i+1]));n.push(r[a-2],r[a-1])}else if(\"hvh\"===e.line.shape){for(n=[],i=0;i<o-1;i++)if(isNaN(r[2*i])||isNaN(r[2*i+1])||isNaN(r[2*i+2])||isNaN(r[2*i+3]))isNaN(r[2*i])||isNaN(r[2*i+1])?n.push(NaN,NaN):n.push(r[2*i],r[2*i+1]),n.push(NaN,NaN);else{var s=(r[2*i]+r[2*i+2])/2;n.push(r[2*i],r[2*i+1],s,r[2*i+1],s,r[2*i+3])}n.push(r[a-2],r[a-1])}else if(\"vhv\"===e.line.shape){for(n=[],i=0;i<o-1;i++)if(isNaN(r[2*i])||isNaN(r[2*i+1])||isNaN(r[2*i+2])||isNaN(r[2*i+3]))isNaN(r[2*i])||isNaN(r[2*i+1])?n.push(NaN,NaN):n.push(r[2*i],r[2*i+1]),n.push(NaN,NaN);else{var l=(r[2*i+1]+r[2*i+3])/2;n.push(r[2*i],r[2*i+1],r[2*i],l,r[2*i+2],l)}n.push(r[a-2],r[a-1])}else if(\"vh\"===e.line.shape){for(n=[],i=0;i<o-1;i++)isNaN(r[2*i])||isNaN(r[2*i+1])?n.push(NaN,NaN,NaN,NaN):(n.push(r[2*i],r[2*i+1]),isNaN(r[2*i+2])||isNaN(r[2*i+3])?n.push(NaN,NaN):n.push(r[2*i],r[2*i+3]));n.push(r[a-2],r[a-1])}else n=r;var c=!1;for(i=0;i<n.length;i++)if(isNaN(n[i])){c=!0;break}var u=c||n.length>m.TOO_MANY_POINTS||f.hasMarkers(e)?\"rect\":\"round\";if(c&&e.connectgaps){var h=n[0],p=n[1];for(i=0;i<n.length;i+=2)isNaN(n[i])||isNaN(n[i+1])?(n[i]=h,n[i+1]=p):(h=n[i],p=n[i+1])}return{join:u,positions:n}},errorBarPositions:function(t,e,r,i,a){var s=o.getComponentMethod(\"errorbars\",\"makeComputeError\"),l=u.getFromId(t,e.xaxis,\"x\"),c=u.getFromId(t,e.yaxis,\"y\"),h=r.length/2,f={};function p(t,i){var a=i._id.charAt(0),o=e[\"error_\"+a];if(o&&o.visible&&(\"linear\"===i.type||\"log\"===i.type)){for(var l=s(o),c={x:0,y:1}[a],u={x:[0,1,2,3],y:[2,3,0,1]}[a],p=new Float64Array(4*h),d=1/0,m=-1/0,g=0,y=0;g<h;g++,y+=4){var v=t[g];if(n(v)){var x=r[2*g+c],_=l(v,g),b=_[0],w=_[1];if(n(b)&&n(w)){var T=v-b,k=v+w;p[y+u[0]]=x-i.c2l(T),p[y+u[1]]=i.c2l(k)-x,p[y+u[2]]=0,p[y+u[3]]=0,d=Math.min(d,v-b),m=Math.max(m,v+w)}}}f[a]={positions:r,errors:p,_bnds:[d,m]}}}return p(i,l),p(a,c),f},textPosition:function(t,e,r,n){var i,a=e._length,o={};if(f.hasMarkers(e)){var s=r.font,c=r.align,u=r.baseline;for(o.offset=new Array(a),i=0;i<a;i++){var h=n.sizes?n.sizes[i]:n.size,p=l(s)?s[i].size:s.size,d=l(c)?c.length>1?c[i]:c[0]:c,m=l(u)?u.length>1?u[i]:u[0]:u,g=y[d],v=y[m],x=h?h/.8+1:0,_=-v*x-.5*v;o.offset[i]=[g*x/p,_/p]}}return o}}},86590:function(t,e,r){\"use strict\";var n=r(34809),i=r(33626),a=r(4075),o=r(92089),s=r(32660),l=r(64726),c=r(99867),u=r(99669),h=r(24272),f=r(98168),p=r(54114),d=r(663);t.exports=function(t,e,r,m){function g(r,i){return n.coerce(t,e,o,r,i)}var y=!!t.marker&&a.isOpenSymbol(t.marker.symbol),v=l.isBubble(t),x=c(t,e,m,g);if(x){u(t,e,m,g),g(\"xhoverformat\"),g(\"yhoverformat\");var _=x<s.PTS_LINESONLY?\"lines+markers\":\"lines\";g(\"text\"),g(\"hovertext\"),g(\"hovertemplate\"),g(\"mode\",_),l.hasMarkers(e)&&(h(t,e,r,m,g,{noAngleRef:!0,noStandOff:!0}),g(\"marker.line.width\",y||v?1:0)),l.hasLines(e)&&(g(\"connectgaps\"),f(t,e,r,m,g),g(\"line.shape\")),l.hasText(e)&&(g(\"texttemplate\"),d(t,e,m,g,{noFontShadow:!0,noFontLineposition:!0,noFontTextcase:!0}));var b=(e.line||{}).color,w=(e.marker||{}).color;g(\"fill\"),\"none\"!==e.fill&&p(t,e,r,g);var T=i.getComponentMethod(\"errorbars\",\"supplyDefaults\");T(t,e,b||w||r,{axis:\"y\"}),T(t,e,b||w||r,{axis:\"x\",inherit:\"y\"}),n.coerceSelectionMarkerOpacity(e,g)}else e.visible=!1}},85686:function(t,e,r){\"use strict\";var n=r(34809),i=r(78766),a=r(20438).DESELECTDIM;t.exports={styleTextSelection:function(t){var e,r,o=t[0],s=o.trace,l=o.t,c=l._scene,u=l.index,h=c.selectBatch[u],f=c.unselectBatch[u],p=c.textOptions[u],d=c.textSelectedOptions[u]||{},m=c.textUnselectedOptions[u]||{},g=n.extendFlat({},p);if(h.length||f.length){var y=d.color,v=m.color,x=p.color,_=n.isArrayOrTypedArray(x);for(g.color=new Array(s._length),e=0;e<h.length;e++)r=h[e],g.color[r]=y||(_?x[r]:x);for(e=0;e<f.length;e++){r=f[e];var b=_?x[r]:x;g.color[r]=v||(y?b:i.addOpacity(b,a))}}c.glText[u].update(g)}}},99185:function(t,e,r){\"use strict\";var n=r(15294);t.exports=function(t,e,r){var i=t.i;return\"x\"in t||(t.x=e._x[i]),\"y\"in t||(t.y=e._y[i]),n(t,e,r)}},4075:function(t,e,r){\"use strict\";var n=r(29483);e.isOpenSymbol=function(t){return\"string\"==typeof t?n.OPEN_RE.test(t):t%200>100},e.isDotSymbol=function(t){return\"string\"==typeof t?n.DOT_RE.test(t):t>200}},36544:function(t,e,r){\"use strict\";var n=r(33626),i=r(34809),a=r(11539);function o(t,e,r,o){var s=t.xa,l=t.ya,c=t.distance,u=t.dxy,h=t.index,f={pointNumber:h,x:e[h],y:r[h]};f.tx=i.isArrayOrTypedArray(o.text)?o.text[h]:o.text,f.htx=Array.isArray(o.hovertext)?o.hovertext[h]:o.hovertext,f.data=Array.isArray(o.customdata)?o.customdata[h]:o.customdata,f.tp=Array.isArray(o.textposition)?o.textposition[h]:o.textposition;var p=o.textfont;p&&(f.ts=i.isArrayOrTypedArray(p.size)?p.size[h]:p.size,f.tc=i.isArrayOrTypedArray(p.color)?p.color[h]:p.color,f.tf=Array.isArray(p.family)?p.family[h]:p.family,f.tw=Array.isArray(p.weight)?p.weight[h]:p.weight,f.ty=Array.isArray(p.style)?p.style[h]:p.style,f.tv=Array.isArray(p.variant)?p.variant[h]:p.variant);var d=o.marker;d&&(f.ms=i.isArrayOrTypedArray(d.size)?d.size[h]:d.size,f.mo=i.isArrayOrTypedArray(d.opacity)?d.opacity[h]:d.opacity,f.mx=i.isArrayOrTypedArray(d.symbol)?d.symbol[h]:d.symbol,f.ma=i.isArrayOrTypedArray(d.angle)?d.angle[h]:d.angle,f.mc=i.isArrayOrTypedArray(d.color)?d.color[h]:d.color);var m=d&&d.line;m&&(f.mlc=Array.isArray(m.color)?m.color[h]:m.color,f.mlw=i.isArrayOrTypedArray(m.width)?m.width[h]:m.width);var g=d&&d.gradient;g&&\"none\"!==g.type&&(f.mgt=Array.isArray(g.type)?g.type[h]:g.type,f.mgc=Array.isArray(g.color)?g.color[h]:g.color);var y=s.c2p(f.x,!0),v=l.c2p(f.y,!0),x=f.mrc||1,_=o.hoverlabel;_&&(f.hbg=Array.isArray(_.bgcolor)?_.bgcolor[h]:_.bgcolor,f.hbc=Array.isArray(_.bordercolor)?_.bordercolor[h]:_.bordercolor,f.hts=i.isArrayOrTypedArray(_.font.size)?_.font.size[h]:_.font.size,f.htc=Array.isArray(_.font.color)?_.font.color[h]:_.font.color,f.htf=Array.isArray(_.font.family)?_.font.family[h]:_.font.family,f.hnl=i.isArrayOrTypedArray(_.namelength)?_.namelength[h]:_.namelength);var b=o.hoverinfo;b&&(f.hi=Array.isArray(b)?b[h]:b);var w=o.hovertemplate;w&&(f.ht=Array.isArray(w)?w[h]:w);var T={};T[t.index]=f;var k=o._origX,A=o._origY,M=i.extendFlat({},t,{color:a(o,f),x0:y-x,x1:y+x,xLabelVal:k?k[h]:f.x,y0:v-x,y1:v+x,yLabelVal:A?A[h]:f.y,cd:T,distance:c,spikeDistance:u,hovertemplate:f.ht});return f.htx?M.text=f.htx:f.tx?M.text=f.tx:o.text&&(M.text=o.text),i.fillText(f,o,M),n.getComponentMethod(\"errorbars\",\"hoverInfo\")(f,o,M),M}t.exports={hoverPoints:function(t,e,r,n){var i,a,s,l,c,u,h,f,p,d,m=t.cd,g=m[0].t,y=m[0].trace,v=t.xa,x=t.ya,_=g.x,b=g.y,w=v.c2p(e),T=x.c2p(r),k=t.distance;if(g.tree){var A=v.p2c(w-k),M=v.p2c(w+k),S=x.p2c(T-k),E=x.p2c(T+k);i=\"x\"===n?g.tree.range(Math.min(A,M),Math.min(x._rl[0],x._rl[1]),Math.max(A,M),Math.max(x._rl[0],x._rl[1])):g.tree.range(Math.min(A,M),Math.min(S,E),Math.max(A,M),Math.max(S,E))}else i=g.ids;var C=k;if(\"x\"===n){var L=!!y.xperiodalignment,I=!!y.yperiodalignment;for(u=0;u<i.length;u++){if(l=_[a=i[u]],h=Math.abs(v.c2p(l)-w),L){var P=v.c2p(y._xStarts[a]),z=v.c2p(y._xEnds[a]);h=w>=Math.min(P,z)&&w<=Math.max(P,z)?0:1/0}if(h<C){if(C=h,c=b[a],f=x.c2p(c)-T,I){var O=x.c2p(y._yStarts[a]),D=x.c2p(y._yEnds[a]);f=T>=Math.min(O,D)&&T<=Math.max(O,D)?0:1/0}d=Math.sqrt(h*h+f*f),s=i[u]}}}else for(u=i.length-1;u>-1;u--)l=_[a=i[u]],c=b[a],h=v.c2p(l)-w,f=x.c2p(c)-T,(p=Math.sqrt(h*h+f*f))<C&&(C=d=p,s=a);return t.index=s,t.distance=C,t.dxy=d,void 0===s?[t]:[o(t,_,b,y)]},calcHover:o}},52378:function(t,e,r){\"use strict\";var n=r(68258);n.plot=r(47731),t.exports=n},47731:function(t,e,r){\"use strict\";var n=r(62172),i=r(49478),a=r(29978),o=r(74024),s=r(34809),l=r(70414).selectMode,c=r(22459),u=r(64726),h=r(17210),f=r(85686).styleTextSelection,p={};function d(t,e,r,n){var i=t._size,a=t.width*n,o=t.height*n,s=i.l*n,l=i.b*n,c=i.r*n,u=i.t*n,h=i.w*n,f=i.h*n;return[s+e.domain[0]*h,l+r.domain[0]*f,a-c-(1-e.domain[1])*h,o-u-(1-r.domain[1])*f]}(t.exports=function(t,e,r){if(r.length){var m,g,y=t._fullLayout,v=e._scene,x=e.xaxis,_=e.yaxis;if(v)if(c(t,[\"ANGLE_instanced_arrays\",\"OES_element_index_uint\"],p)){var b=v.count,w=y._glcanvas.data()[0].regl;if(h(t,e,r),v.dirty){if(!v.line2d&&!v.error2d||v.scatter2d||v.fill2d||v.glText||w.clear({}),!0===v.error2d&&(v.error2d=a(w)),!0===v.line2d&&(v.line2d=i(w)),!0===v.scatter2d&&(v.scatter2d=n(w)),!0===v.fill2d&&(v.fill2d=i(w)),!0===v.glText)for(v.glText=new Array(b),m=0;m<b;m++)v.glText[m]=new o(w);if(v.glText){if(b>v.glText.length){var T=b-v.glText.length;for(m=0;m<T;m++)v.glText.push(new o(w))}else if(b<v.glText.length){var k=v.glText.length-b;v.glText.splice(b,k).forEach((function(t){t.destroy()}))}for(m=0;m<b;m++)v.glText[m].update(v.textOptions[m])}if(v.line2d&&(v.line2d.update(v.lineOptions),v.lineOptions=v.lineOptions.map((function(t){if(t&&t.positions){for(var e=t.positions,r=0;r<e.length&&(isNaN(e[r])||isNaN(e[r+1]));)r+=2;for(var n=e.length-2;n>r&&(isNaN(e[n])||isNaN(e[n+1]));)n-=2;t.positions=e.slice(r,n+2)}return t})),v.line2d.update(v.lineOptions)),v.error2d){var A=(v.errorXOptions||[]).concat(v.errorYOptions||[]);v.error2d.update(A)}v.scatter2d&&v.scatter2d.update(v.markerOptions),v.fillOrder=s.repeat(null,b),v.fill2d&&(v.fillOptions=v.fillOptions.map((function(t,e){var n=r[e];if(t&&n&&n[0]&&n[0].trace){var i,a,o=n[0],s=o.trace,l=o.t,c=v.lineOptions[e],u=[];s._ownfill&&u.push(e),s._nexttrace&&u.push(e+1),u.length&&(v.fillOrder[e]=u);var h,f,p=[],d=c&&c.positions||l.positions;if(\"tozeroy\"===s.fill){for(h=0;h<d.length&&isNaN(d[h+1]);)h+=2;for(f=d.length-2;f>h&&isNaN(d[f+1]);)f-=2;0!==d[h+1]&&(p=[d[h],0]),p=p.concat(d.slice(h,f+2)),0!==d[f+1]&&(p=p.concat([d[f],0]))}else if(\"tozerox\"===s.fill){for(h=0;h<d.length&&isNaN(d[h]);)h+=2;for(f=d.length-2;f>h&&isNaN(d[f]);)f-=2;0!==d[h]&&(p=[0,d[h+1]]),p=p.concat(d.slice(h,f+2)),0!==d[f]&&(p=p.concat([0,d[f+1]]))}else if(\"toself\"===s.fill||\"tonext\"===s.fill){for(p=[],i=0,t.splitNull=!0,a=0;a<d.length;a+=2)(isNaN(d[a])||isNaN(d[a+1]))&&((p=p.concat(d.slice(i,a))).push(d[i],d[i+1]),p.push(null,null),i=a+2);p=p.concat(d.slice(i)),i&&p.push(d[i],d[i+1])}else{var m=s._nexttrace;if(m){var g=v.lineOptions[e+1];if(g){var y=g.positions;if(\"tonexty\"===s.fill){for(p=d.slice(),e=Math.floor(y.length/2);e--;){var x=y[2*e],_=y[2*e+1];isNaN(x)||isNaN(_)||p.push(x,_)}t.fill=m.fillcolor}}}}if(s._prevtrace&&\"tonext\"===s._prevtrace.fill){var b=v.lineOptions[e-1].positions,w=p.length/2,T=[i=w];for(a=0;a<b.length;a+=2)(isNaN(b[a])||isNaN(b[a+1]))&&(T.push(a/2+w+1),i=a+2);p=p.concat(b),t.hole=T}return t.fillmode=s.fill,t.opacity=s.opacity,t.positions=p,t}})),v.fill2d.update(v.fillOptions))}var M=y.dragmode,S=l(M),E=y.clickmode.indexOf(\"select\")>-1;for(m=0;m<b;m++){var C=r[m][0],L=C.trace,I=C.t,P=I.index,z=L._length,O=I.x,D=I.y;if(L.selectedpoints||S||E){if(S||(S=!0),L.selectedpoints){var R=v.selectBatch[P]=s.selIndices2selPoints(L),F={};for(g=0;g<R.length;g++)F[R[g]]=1;var B=[];for(g=0;g<z;g++)F[g]||B.push(g);v.unselectBatch[P]=B}var N=I.xpx=new Array(z),j=I.ypx=new Array(z);for(g=0;g<z;g++)N[g]=x.c2p(O[g]),j[g]=_.c2p(D[g])}else I.xpx=I.ypx=null}if(S){if(v.select2d||(v.select2d=n(y._glcanvas.data()[1].regl)),v.scatter2d){var U=new Array(b);for(m=0;m<b;m++)U[m]=v.selectBatch[m].length||v.unselectBatch[m].length?v.markerUnselectedOptions[m]:{};v.scatter2d.update(U)}v.select2d&&(v.select2d.update(v.markerOptions),v.select2d.update(v.markerSelectedOptions)),v.glText&&r.forEach((function(t){var e=((t||[])[0]||{}).trace||{};u.hasText(e)&&f(t)}))}else v.scatter2d&&v.scatter2d.update(v.markerOptions);var V={viewport:d(y,x,_,t._context.plotGlPixelRatio),range:[(x._rl||x.range)[0],(_._rl||_.range)[0],(x._rl||x.range)[1],(_._rl||_.range)[1]]},q=s.repeat(V,v.count);v.fill2d&&v.fill2d.update(q),v.line2d&&v.line2d.update(q),v.error2d&&v.error2d.update(q.concat(q)),v.scatter2d&&v.scatter2d.update(q),v.select2d&&v.select2d.update(q),v.glText&&v.glText.forEach((function(t){t.update(V)}))}else v.init()}}).reglPrecompiled=p},62336:function(t,e,r){\"use strict\";var n=r(34809);t.exports=function(t,e){var r=e._scene,i={count:0,dirty:!0,lineOptions:[],fillOptions:[],markerOptions:[],markerSelectedOptions:[],markerUnselectedOptions:[],errorXOptions:[],errorYOptions:[],textOptions:[],textSelectedOptions:[],textUnselectedOptions:[],selectBatch:[],unselectBatch:[]},a={fill2d:!1,scatter2d:!1,error2d:!1,line2d:!1,glText:!1,select2d:!1};return e._scene||((r=e._scene={}).init=function(){n.extendFlat(r,a,i)},r.init(),r.update=function(t){var e=n.repeat(t,r.count);if(r.fill2d&&r.fill2d.update(e),r.scatter2d&&r.scatter2d.update(e),r.line2d&&r.line2d.update(e),r.error2d&&r.error2d.update(e.concat(e)),r.select2d&&r.select2d.update(e),r.glText)for(var i=0;i<r.count;i++)r.glText[i].update(t)},r.draw=function(){for(var t=r.count,e=r.fill2d,i=r.error2d,a=r.line2d,o=r.scatter2d,s=r.glText,l=r.select2d,c=r.selectBatch,u=r.unselectBatch,h=0;h<t;h++){if(e&&r.fillOrder[h]&&e.draw(r.fillOrder[h]),a&&r.lineOptions[h]&&a.draw(h),i&&(r.errorXOptions[h]&&i.draw(h),r.errorYOptions[h]&&i.draw(h+t)),o&&r.markerOptions[h])if(u[h].length){var f=n.repeat([],r.count);f[h]=u[h],o.draw(f)}else 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r,a=e[0].trace,h=!0===a.visible&&0!==a._length,w=\"none\"!==a.fill,T=u.hasLines(a),k=u.hasMarkers(a),A=u.hasText(a),M=k&&\"circle\"===a.marker.symbol,S=k&&\"circle\"!==a.marker.symbol,E=a.cluster&&a.cluster.enabled,C=g(\"fill\"),L=g(\"line\"),I=g(\"circle\"),P=g(\"symbol\"),z={fill:C,line:L,circle:I,symbol:P};if(!h)return z;if((w||T)&&(r=o.calcTraceToLineCoords(e)),w&&(C.geojson=o.makePolygon(r),C.layout.visibility=\"visible\",i.extendFlat(C.paint,{\"fill-color\":a.fillcolor})),T&&(L.geojson=o.makeLine(r),L.layout.visibility=\"visible\",i.extendFlat(L.paint,{\"line-width\":a.line.width,\"line-color\":a.line.color,\"line-opacity\":a.opacity})),M){var O=function(t){var e,r,a,o,u=t[0].trace,h=u.marker,f=u.selectedpoints,p=i.isArrayOrTypedArray(h.color),d=i.isArrayOrTypedArray(h.size),m=i.isArrayOrTypedArray(h.opacity);function g(t){return u.opacity*t}p&&(r=s.hasColorscale(u,\"marker\")?s.makeColorScaleFuncFromTrace(h):i.identity),d&&(a=c(u)),m&&(o=function(t){return 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k=_[e].properties;y.selectedOpacityFn&&(k.mo=g(y.selectedOpacityFn(k))),y.selectedColorFn&&(k.mcc=y.selectedColorFn(k)),y.selectedSizeFn&&(k.mrc=y.selectedSizeFn(k))}return{geojson:{type:\"FeatureCollection\",features:_},mcc:p||y&&y.selectedColorFn?{type:\"identity\",property:\"mcc\"}:h.color,mrc:d||y&&y.selectedSizeFn?{type:\"identity\",property:\"mrc\"}:(v=h.size,v/2),mo:m||y&&y.selectedOpacityFn?{type:\"identity\",property:\"mo\"}:g(h.opacity)}}(e);I.geojson=O.geojson,I.layout.visibility=\"visible\",E&&(I.filter=[\"!\",[\"has\",\"point_count\"]],z.cluster={type:\"circle\",filter:[\"has\",\"point_count\"],layout:{visibility:\"visible\"},paint:{\"circle-color\":_(a.cluster.color,a.cluster.step),\"circle-radius\":_(a.cluster.size,a.cluster.step),\"circle-opacity\":_(a.cluster.opacity,a.cluster.step)}},z.clusterCount={type:\"symbol\",filter:[\"has\",\"point_count\"],paint:{},layout:{\"text-field\":\"{point_count_abbreviated}\",\"text-font\":b(a),\"text-size\":12}}),i.extendFlat(I.paint,{\"circle-color\":O.mcc,\"circle-radius\":O.mrc,\"circle-opacity\":O.mo})}if(M&&E&&(I.filter=[\"!\",[\"has\",\"point_count\"]]),(S||A)&&(P.geojson=function(t,e){for(var r=e._fullLayout,n=t[0].trace,a=n.marker||{},o=a.symbol,s=a.angle,l=\"circle\"!==o?y(o):v,c=\"auto\"!==s?y(s,!0):v,h=u.hasText(n)?y(n.text):v,f=[],g=0;g<t.length;g++){var _=t[g];if(!x(_.lonlat)){var b,w=n.texttemplate;if(w){var T=Array.isArray(w)?w[g]||\"\":w,k=n._module.formatLabels(_,n,r),A={};p(A,n,_.i);var M=n._meta||{};b=i.texttemplateString(T,k,r._d3locale,A,_,M)}else b=h(g);b&&(b=b.replace(d,\"\").replace(m,\"\\n\")),f.push({type:\"Feature\",geometry:{type:\"Point\",coordinates:_.lonlat},properties:{symbol:l(g),angle:c(g),text:b}})}}return{type:\"FeatureCollection\",features:f}}(e,t),i.extendFlat(P.layout,{visibility:\"visible\",\"icon-image\":\"{symbol}-15\",\"text-field\":\"{text}\"}),S&&(i.extendFlat(P.layout,{\"icon-size\":a.marker.size/10}),\"angle\"in a.marker&&\"auto\"!==a.marker.angle&&i.extendFlat(P.layout,{\"icon-rotate\":{type:\"identity\",property:\"angle\"},\"icon-rotation-alignment\":\"map\"}),P.layout[\"icon-allow-overlap\"]=a.marker.allowoverlap,i.extendFlat(P.paint,{\"icon-opacity\":a.opacity*a.marker.opacity,\"icon-color\":a.marker.color})),A)){var D=(a.marker||{}).size,R=f(a.textposition,D);i.extendFlat(P.layout,{\"text-size\":a.textfont.size,\"text-anchor\":R.anchor,\"text-offset\":R.offset,\"text-font\":b(a)}),i.extendFlat(P.paint,{\"text-color\":a.textfont.color,\"text-opacity\":a.opacity})}return z}},57387:function(t,e,r){\"use strict\";var n=r(34809),i=r(64726),a=r(24272),o=r(98168),s=r(663),l=r(54114),c=r(71388),u=r(13624).isSupportedFont;t.exports=function(t,e,r,h){function f(r,i){return n.coerce(t,e,c,r,i)}function p(r,i){return n.coerce2(t,e,c,r,i)}var d=function(t,e,r){var n=r(\"lon\")||[],i=r(\"lat\")||[],a=Math.min(n.length,i.length);return e._length=a,a}(0,e,f);if(d){if(f(\"text\"),f(\"texttemplate\"),f(\"hovertext\"),f(\"hovertemplate\"),f(\"mode\"),f(\"below\"),i.hasMarkers(e)){a(t,e,r,h,f,{noLine:!0,noAngle:!0}),f(\"marker.allowoverlap\"),f(\"marker.angle\");var m=e.marker;\"circle\"!==m.symbol&&(n.isArrayOrTypedArray(m.size)&&(m.size=m.size[0]),n.isArrayOrTypedArray(m.color)&&(m.color=m.color[0]))}i.hasLines(e)&&(o(t,e,r,h,f,{noDash:!0}),f(\"connectgaps\"));var g=p(\"cluster.maxzoom\"),y=p(\"cluster.step\"),v=p(\"cluster.color\",e.marker&&e.marker.color||r),x=p(\"cluster.size\"),_=p(\"cluster.opacity\");if(f(\"cluster.enabled\",!1!==g||!1!==y||!1!==v||!1!==x||!1!==_)||i.hasText(e)){var b=h.font.family;s(t,e,h,f,{noSelect:!0,noFontVariant:!0,noFontShadow:!0,noFontLineposition:!0,noFontTextcase:!0,font:{family:u(b)?b:\"Open Sans Regular\",weight:h.font.weight,style:h.font.style,size:h.font.size,color:h.font.color}})}f(\"fill\"),\"none\"!==e.fill&&l(t,e,r,f),n.coerceSelectionMarkerOpacity(e,f)}else e.visible=!1}},58240:function(t){\"use strict\";t.exports=function(t,e){return t.lon=e.lon,t.lat=e.lat,t}},66762:function(t,e,r){\"use strict\";var n=r(29714);t.exports=function(t,e,r){var i={},a=r[e.subplot]._subplot.mockAxis,o=t.lonlat;return i.lonLabel=n.tickText(a,a.c2l(o[0]),!0).text,i.latLabel=n.tickText(a,a.c2l(o[1]),!0).text,i}},67275:function(t,e,r){\"use strict\";var n=r(32141),i=r(34809),a=r(11539),o=i.fillText,s=r(63821).BADNUM,l=r(8814).traceLayerPrefix;function c(t,e,r){if(!t.hovertemplate){var n=(e.hi||t.hoverinfo).split(\"+\"),i=-1!==n.indexOf(\"all\"),a=-1!==n.indexOf(\"lon\"),s=-1!==n.indexOf(\"lat\"),l=e.lonlat,c=[];return i||a&&s?c.push(\"(\"+u(l[1])+\", \"+u(l[0])+\")\"):a?c.push(r.lon+u(l[0])):s&&c.push(r.lat+u(l[1])),(i||-1!==n.indexOf(\"text\"))&&o(e,t,c),c.join(\"<br>\")}function u(t){return t+\"°\"}}t.exports={hoverPoints:function(t,e,r){var o=t.cd,u=o[0].trace,h=t.xa,f=t.ya,p=t.subplot,d=[],m=l+u.uid+\"-circle\",g=u.cluster&&u.cluster.enabled;if(g){var y=p.map.queryRenderedFeatures(null,{layers:[m]});d=y.map((function(t){return t.id}))}var v=360*(e>=0?Math.floor((e+180)/360):Math.ceil((e-180)/360)),x=e-v;if(n.getClosest(o,(function(t){var e=t.lonlat;if(e[0]===s)return 1/0;if(g&&-1===d.indexOf(t.i+1))return 1/0;var n=i.modHalf(e[0],360),a=e[1],o=p.project([n,a]),l=o.x-h.c2p([x,a]),c=o.y-f.c2p([n,r]),u=Math.max(3,t.mrc||0);return Math.max(Math.sqrt(l*l+c*c)-u,1-3/u)}),t),!1!==t.index){var _=o[t.index],b=_.lonlat,w=[i.modHalf(b[0],360)+v,b[1]],T=h.c2p(w),k=f.c2p(w),A=_.mrc||1;t.x0=T-A,t.x1=T+A,t.y0=k-A,t.y1=k+A;var M={};M[u.subplot]={_subplot:p};var S=u._module.formatLabels(_,u,M);return t.lonLabel=S.lonLabel,t.latLabel=S.latLabel,t.color=a(u,_),t.extraText=c(u,_,o[0].t.labels),t.hovertemplate=u.hovertemplate,[t]}},getExtraText:c}},30929:function(t,e,r){\"use 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s(t,e,r,n){this.type=\"scattermap\",this.subplot=t,this.uid=e,this.clusterEnabled=r,this.isHidden=n,this.sourceIds={fill:\"source-\"+e+\"-fill\",line:\"source-\"+e+\"-line\",circle:\"source-\"+e+\"-circle\",symbol:\"source-\"+e+\"-symbol\",cluster:\"source-\"+e+\"-circle\",clusterCount:\"source-\"+e+\"-circle\"},this.layerIds={fill:a+e+\"-fill\",line:a+e+\"-line\",circle:a+e+\"-circle\",symbol:a+e+\"-symbol\",cluster:a+e+\"-cluster\",clusterCount:a+e+\"-cluster-count\"},this.below=null}var l=s.prototype;l.addSource=function(t,e,r){var i={type:\"geojson\",data:e.geojson};r&&r.enabled&&n.extendFlat(i,{cluster:!0,clusterMaxZoom:r.maxzoom});var a=this.subplot.map.getSource(this.sourceIds[t]);a?a.setData(e.geojson):this.subplot.map.addSource(this.sourceIds[t],i)},l.setSourceData=function(t,e){this.subplot.map.getSource(this.sourceIds[t]).setData(e.geojson)},l.addLayer=function(t,e,r){var n={type:e.type,id:this.layerIds[t],source:this.sourceIds[t],layout:e.layout,paint:e.paint};e.filter&&(n.filter=e.filter);for(var i,a=this.layerIds[t],o=this.subplot.getMapLayers(),s=0;s<o.length;s++)if(o[s].id===a){i=!0;break}i?(this.subplot.setOptions(a,\"setLayoutProperty\",n.layout),\"visible\"===n.layout.visibility&&this.subplot.setOptions(a,\"setPaintProperty\",n.paint)):this.subplot.addLayer(n,r)},l.update=function(t){var e=t[0].trace,r=this.subplot,n=r.map,a=i(r.gd,t),s=r.belowLookup[\"trace-\"+this.uid],l=!(!e.cluster||!e.cluster.enabled),c=!!this.clusterEnabled,u=this;function h(t){c?function(t){for(var e=o.cluster,r=e.length-1;r>=0;r--){var i=e[r];n.removeLayer(u.layerIds[i])}t||n.removeSource(u.sourceIds.circle)}(t):function(t){for(var e=o.nonCluster,r=e.length-1;r>=0;r--){var i=e[r];n.removeLayer(u.layerIds[i]),t||n.removeSource(u.sourceIds[i])}}(t)}function f(t){l?function(t){t||u.addSource(\"circle\",a.circle,e.cluster);for(var r=o.cluster,n=0;n<r.length;n++){var 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n=r(3208).rb,i=r(3208).ay,a=r(19326),o=r(6893),s=r(36640),l=r(67514),c=r(9829),u=r(87163),h=r(93049).extendFlat,f=r(13582).overrideAll,p=r(67514),d=o.line,m=o.marker;t.exports=f({lon:o.lon,lat:o.lat,cluster:{enabled:{valType:\"boolean\"},maxzoom:h({},p.layers.maxzoom,{}),step:{valType:\"number\",arrayOk:!0,dflt:-1,min:-1},size:{valType:\"number\",arrayOk:!0,dflt:20,min:0},color:{valType:\"color\",arrayOk:!0},opacity:h({},m.opacity,{dflt:1})},mode:h({},s.mode,{dflt:\"markers\"}),text:h({},s.text,{}),texttemplate:i({editType:\"plot\"},{keys:[\"lat\",\"lon\",\"text\"]}),hovertext:h({},s.hovertext,{}),line:{color:d.color,width:d.width},connectgaps:s.connectgaps,marker:h({symbol:{valType:\"string\",dflt:\"circle\",arrayOk:!0},angle:{valType:\"number\",dflt:\"auto\",arrayOk:!0},allowoverlap:{valType:\"boolean\",dflt:!1},opacity:m.opacity,size:m.size,sizeref:m.sizeref,sizemin:m.sizemin,sizemode:m.sizemode},u(\"marker\")),fill:o.fill,fillcolor:a(),textfont:l.layers.symbol.textfont,textposition:l.layers.symbol.textposition,below:{valType:\"string\"},selected:{marker:s.selected.marker},unselected:{marker:s.unselected.marker},hoverinfo:h({},c.hoverinfo,{flags:[\"lon\",\"lat\",\"text\",\"name\"]}),hovertemplate:n()},\"calc\",\"nested\")},2795:function(t){\"use strict\";var e=[\"Metropolis Black Italic\",\"Metropolis Black\",\"Metropolis Bold Italic\",\"Metropolis Bold\",\"Metropolis Extra Bold Italic\",\"Metropolis Extra Bold\",\"Metropolis Extra Light Italic\",\"Metropolis Extra Light\",\"Metropolis Light Italic\",\"Metropolis Light\",\"Metropolis Medium Italic\",\"Metropolis Medium\",\"Metropolis Regular Italic\",\"Metropolis Regular\",\"Metropolis Semi Bold Italic\",\"Metropolis Semi Bold\",\"Metropolis Thin Italic\",\"Metropolis Thin\",\"Open Sans Bold Italic\",\"Open Sans Bold\",\"Open Sans Extrabold Italic\",\"Open Sans Extrabold\",\"Open Sans Italic\",\"Open Sans Light Italic\",\"Open Sans Light\",\"Open Sans Regular\",\"Open Sans Semibold Italic\",\"Open Sans Semibold\",\"Klokantech Noto Sans Bold\",\"Klokantech Noto Sans CJK Bold\",\"Klokantech Noto Sans CJK Regular\",\"Klokantech Noto Sans Italic\",\"Klokantech Noto Sans Regular\"];t.exports={isSupportedFont:function(t){return-1!==e.indexOf(t)}}},27009:function(t,e,r){\"use 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r,a=e[0].trace,h=!0===a.visible&&0!==a._length,w=\"none\"!==a.fill,T=u.hasLines(a),k=u.hasMarkers(a),A=u.hasText(a),M=k&&\"circle\"===a.marker.symbol,S=k&&\"circle\"!==a.marker.symbol,E=a.cluster&&a.cluster.enabled,C=g(\"fill\"),L=g(\"line\"),I=g(\"circle\"),P=g(\"symbol\"),z={fill:C,line:L,circle:I,symbol:P};if(!h)return z;if((w||T)&&(r=o.calcTraceToLineCoords(e)),w&&(C.geojson=o.makePolygon(r),C.layout.visibility=\"visible\",i.extendFlat(C.paint,{\"fill-color\":a.fillcolor})),T&&(L.geojson=o.makeLine(r),L.layout.visibility=\"visible\",i.extendFlat(L.paint,{\"line-width\":a.line.width,\"line-color\":a.line.color,\"line-opacity\":a.opacity})),M){var O=function(t){var e,r,a,o,u=t[0].trace,h=u.marker,f=u.selectedpoints,p=i.isArrayOrTypedArray(h.color),d=i.isArrayOrTypedArray(h.size),m=i.isArrayOrTypedArray(h.opacity);function g(t){return u.opacity*t}p&&(r=s.hasColorscale(u,\"marker\")?s.makeColorScaleFuncFromTrace(h):i.identity),d&&(a=c(u)),m&&(o=function(t){return g(n(t)?+i.constrain(t,0,1):0)});var y,v,_=[];for(e=0;e<t.length;e++){var b=t[e],w=b.lonlat;if(!x(w)){var T={};r&&(T.mcc=b.mcc=r(b.mc)),a&&(T.mrc=b.mrc=a(b.ms)),o&&(T.mo=o(b.mo)),f&&(T.selected=b.selected||0),_.push({type:\"Feature\",id:e+1,geometry:{type:\"Point\",coordinates:w},properties:T})}}if(f)for(y=l.makeSelectedPointStyleFns(u),e=0;e<_.length;e++){var k=_[e].properties;y.selectedOpacityFn&&(k.mo=g(y.selectedOpacityFn(k))),y.selectedColorFn&&(k.mcc=y.selectedColorFn(k)),y.selectedSizeFn&&(k.mrc=y.selectedSizeFn(k))}return{geojson:{type:\"FeatureCollection\",features:_},mcc:p||y&&y.selectedColorFn?{type:\"identity\",property:\"mcc\"}:h.color,mrc:d||y&&y.selectedSizeFn?{type:\"identity\",property:\"mrc\"}:(v=h.size,v/2),mo:m||y&&y.selectedOpacityFn?{type:\"identity\",property:\"mo\"}:g(h.opacity)}}(e);I.geojson=O.geojson,I.layout.visibility=\"visible\",E&&(I.filter=[\"!\",[\"has\",\"point_count\"]],z.cluster={type:\"circle\",filter:[\"has\",\"point_count\"],layout:{visibility:\"visible\"},paint:{\"circle-color\":_(a.cluster.color,a.cluster.step),\"circle-radius\":_(a.cluster.size,a.cluster.step),\"circle-opacity\":_(a.cluster.opacity,a.cluster.step)}},z.clusterCount={type:\"symbol\",filter:[\"has\",\"point_count\"],paint:{},layout:{\"text-field\":\"{point_count_abbreviated}\",\"text-font\":b(a),\"text-size\":12}}),i.extendFlat(I.paint,{\"circle-color\":O.mcc,\"circle-radius\":O.mrc,\"circle-opacity\":O.mo})}if(M&&E&&(I.filter=[\"!\",[\"has\",\"point_count\"]]),(S||A)&&(P.geojson=function(t,e){for(var r=e._fullLayout,n=t[0].trace,a=n.marker||{},o=a.symbol,s=a.angle,l=\"circle\"!==o?y(o):v,c=\"auto\"!==s?y(s,!0):v,h=u.hasText(n)?y(n.text):v,f=[],g=0;g<t.length;g++){var _=t[g];if(!x(_.lonlat)){var b,w=n.texttemplate;if(w){var T=Array.isArray(w)?w[g]||\"\":w,k=n._module.formatLabels(_,n,r),A={};p(A,n,_.i);var M=n._meta||{};b=i.texttemplateString(T,k,r._d3locale,A,_,M)}else b=h(g);b&&(b=b.replace(d,\"\").replace(m,\"\\n\")),f.push({type:\"Feature\",geometry:{type:\"Point\",coordinates:_.lonlat},properties:{symbol:l(g),angle:c(g),text:b}})}}return{type:\"FeatureCollection\",features:f}}(e,t),i.extendFlat(P.layout,{visibility:\"visible\",\"icon-image\":\"{symbol}-15\",\"text-field\":\"{text}\"}),S&&(i.extendFlat(P.layout,{\"icon-size\":a.marker.size/10}),\"angle\"in a.marker&&\"auto\"!==a.marker.angle&&i.extendFlat(P.layout,{\"icon-rotate\":{type:\"identity\",property:\"angle\"},\"icon-rotation-alignment\":\"map\"}),P.layout[\"icon-allow-overlap\"]=a.marker.allowoverlap,i.extendFlat(P.paint,{\"icon-opacity\":a.opacity*a.marker.opacity,\"icon-color\":a.marker.color})),A)){var D=(a.marker||{}).size,R=f(a.textposition,D);i.extendFlat(P.layout,{\"text-size\":a.textfont.size,\"text-anchor\":R.anchor,\"text-offset\":R.offset,\"text-font\":b(a)}),i.extendFlat(P.paint,{\"text-color\":a.textfont.color,\"text-opacity\":a.opacity})}return z}},38302:function(t,e,r){\"use strict\";var n=r(34809),i=r(64726),a=r(24272),o=r(98168),s=r(663),l=r(54114),c=r(95833),u=r(2795).isSupportedFont;t.exports=function(t,e,r,h){function f(r,i){return n.coerce(t,e,c,r,i)}function p(r,i){return n.coerce2(t,e,c,r,i)}var d=function(t,e,r){var n=r(\"lon\")||[],i=r(\"lat\")||[],a=Math.min(n.length,i.length);return e._length=a,a}(0,e,f);if(d){if(f(\"text\"),f(\"texttemplate\"),f(\"hovertext\"),f(\"hovertemplate\"),f(\"mode\"),f(\"below\"),i.hasMarkers(e)){a(t,e,r,h,f,{noLine:!0,noAngle:!0}),f(\"marker.allowoverlap\"),f(\"marker.angle\");var m=e.marker;\"circle\"!==m.symbol&&(n.isArrayOrTypedArray(m.size)&&(m.size=m.size[0]),n.isArrayOrTypedArray(m.color)&&(m.color=m.color[0]))}i.hasLines(e)&&(o(t,e,r,h,f,{noDash:!0}),f(\"connectgaps\"));var g=p(\"cluster.maxzoom\"),y=p(\"cluster.step\"),v=p(\"cluster.color\",e.marker&&e.marker.color||r),x=p(\"cluster.size\"),_=p(\"cluster.opacity\");if(f(\"cluster.enabled\",!1!==g||!1!==y||!1!==v||!1!==x||!1!==_)||i.hasText(e)){var b=h.font.family;s(t,e,h,f,{noSelect:!0,noFontVariant:!0,noFontShadow:!0,noFontLineposition:!0,noFontTextcase:!0,font:{family:u(b)?b:\"Open Sans Regular\",weight:h.font.weight,style:h.font.style,size:h.font.size,color:h.font.color}})}f(\"fill\"),\"none\"!==e.fill&&l(t,e,r,f),n.coerceSelectionMarkerOpacity(e,f)}else e.visible=!1}},68197:function(t){\"use strict\";t.exports=function(t,e){return t.lon=e.lon,t.lat=e.lat,t}},69009:function(t,e,r){\"use strict\";var n=r(29714);t.exports=function(t,e,r){var i={},a=r[e.subplot]._subplot.mockAxis,o=t.lonlat;return i.lonLabel=n.tickText(a,a.c2l(o[0]),!0).text,i.latLabel=n.tickText(a,a.c2l(o[1]),!0).text,i}},18016:function(t,e,r){\"use strict\";var n=r(32141),i=r(34809),a=r(11539),o=i.fillText,s=r(63821).BADNUM,l=r(44245).traceLayerPrefix;function c(t,e,r){if(!t.hovertemplate){var n=(e.hi||t.hoverinfo).split(\"+\"),i=-1!==n.indexOf(\"all\"),a=-1!==n.indexOf(\"lon\"),s=-1!==n.indexOf(\"lat\"),l=e.lonlat,c=[];return i||a&&s?c.push(\"(\"+u(l[1])+\", \"+u(l[0])+\")\"):a?c.push(r.lon+u(l[0])):s&&c.push(r.lat+u(l[1])),(i||-1!==n.indexOf(\"text\"))&&o(e,t,c),c.join(\"<br>\")}function u(t){return t+\"°\"}}t.exports={hoverPoints:function(t,e,r){var o=t.cd,u=o[0].trace,h=t.xa,f=t.ya,p=t.subplot,d=[],m=l+u.uid+\"-circle\",g=u.cluster&&u.cluster.enabled;if(g){var y=p.map.queryRenderedFeatures(null,{layers:[m]});d=y.map((function(t){return t.id}))}var v=360*(e>=0?Math.floor((e+180)/360):Math.ceil((e-180)/360)),x=e-v;if(n.getClosest(o,(function(t){var e=t.lonlat;if(e[0]===s)return 1/0;if(g&&-1===d.indexOf(t.i+1))return 1/0;var n=i.modHalf(e[0],360),a=e[1],o=p.project([n,a]),l=o.x-h.c2p([x,a]),c=o.y-f.c2p([n,r]),u=Math.max(3,t.mrc||0);return Math.max(Math.sqrt(l*l+c*c)-u,1-3/u)}),t),!1!==t.index){var _=o[t.index],b=_.lonlat,w=[i.modHalf(b[0],360)+v,b[1]],T=h.c2p(w),k=f.c2p(w),A=_.mrc||1;t.x0=T-A,t.x1=T+A,t.y0=k-A,t.y1=k+A;var M={};M[u.subplot]={_subplot:p};var S=u._module.formatLabels(_,u,M);return t.lonLabel=S.lonLabel,t.latLabel=S.latLabel,t.color=a(u,_),t.extraText=c(u,_,o[0].t.labels),t.hovertemplate=u.hovertemplate,[t]}},getExtraText:c}},83866:function(t,e,r){\"use strict\";[\"*scattermapbox* trace is deprecated!\",\"Please consider switching to the *scattermap* trace type and `map` subplots.\",\"Learn more at: https://plotly.com/javascript/maplibre-migration/\"].join(\" \"),t.exports={attributes:r(95833),supplyDefaults:r(38302),colorbar:r(21146),formatLabels:r(69009),calc:r(75649),plot:r(20691),hoverPoints:r(18016).hoverPoints,eventData:r(68197),selectPoints:r(60784),styleOnSelect:function(t,e){e&&e[0].trace._glTrace.update(e)},moduleType:\"trace\",name:\"scattermapbox\",basePlotModule:r(68192),categories:[\"mapbox\",\"gl\",\"symbols\",\"showLegend\",\"scatter-like\"],meta:{}}},20691:function(t,e,r){\"use strict\";var n=r(34809),i=r(27009),a=r(44245).traceLayerPrefix,o={cluster:[\"cluster\",\"clusterCount\",\"circle\"],nonCluster:[\"fill\",\"line\",\"circle\",\"symbol\"]};function s(t,e,r,n){this.type=\"scattermapbox\",this.subplot=t,this.uid=e,this.clusterEnabled=r,this.isHidden=n,this.sourceIds={fill:\"source-\"+e+\"-fill\",line:\"source-\"+e+\"-line\",circle:\"source-\"+e+\"-circle\",symbol:\"source-\"+e+\"-symbol\",cluster:\"source-\"+e+\"-circle\",clusterCount:\"source-\"+e+\"-circle\"},this.layerIds={fill:a+e+\"-fill\",line:a+e+\"-line\",circle:a+e+\"-circle\",symbol:a+e+\"-symbol\",cluster:a+e+\"-cluster\",clusterCount:a+e+\"-cluster-count\"},this.below=null}var l=s.prototype;l.addSource=function(t,e,r){var i={type:\"geojson\",data:e.geojson};r&&r.enabled&&n.extendFlat(i,{cluster:!0,clusterMaxZoom:r.maxzoom});var a=this.subplot.map.getSource(this.sourceIds[t]);a?a.setData(e.geojson):this.subplot.map.addSource(this.sourceIds[t],i)},l.setSourceData=function(t,e){this.subplot.map.getSource(this.sourceIds[t]).setData(e.geojson)},l.addLayer=function(t,e,r){var 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T=0;T<x.length;T++)e.contains([y[T],v[T]],null,T,t)?(p.push({pointNumber:T,x:x[T],y:_[T]}),i(b,T)):-1!==b.indexOf(T)?i(b,T):w.push(T);var k=c.matrixOptions;return b.length||w.length?c.selectBatch.length||c.unselectBatch.length||c.matrix.update(c.unselectedOptions,n.extendFlat({},k,c.selectedOptions,c.viewOpts)):c.matrix.update(k,null),c.selectBatch=b,c.unselectBatch=w,p}},14774:function(t,e,r){\"use strict\";var n=r(87163),i=r(80712).axisHoverFormat,a=r(3208).rb,o=r(42450),s=r(9829),l=r(93049).extendFlat,c={x:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},y:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},z:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},u:{valType:\"data_array\",editType:\"calc\"},v:{valType:\"data_array\",editType:\"calc\"},w:{valType:\"data_array\",editType:\"calc\"},starts:{x:{valType:\"data_array\",editType:\"calc\"},y:{valType:\"data_array\",editType:\"calc\"},z:{valType:\"data_array\",editType:\"calc\"},editType:\"calc\"},maxdisplayed:{valType:\"integer\",min:0,dflt:1e3,editType:\"calc\"},sizeref:{valType:\"number\",editType:\"calc\",min:0,dflt:1},text:{valType:\"string\",dflt:\"\",editType:\"calc\"},hovertext:{valType:\"string\",dflt:\"\",editType:\"calc\"},hovertemplate:a({editType:\"calc\"},{keys:[\"tubex\",\"tubey\",\"tubez\",\"tubeu\",\"tubev\",\"tubew\",\"norm\",\"divergence\"]}),uhoverformat:i(\"u\",1),vhoverformat:i(\"v\",1),whoverformat:i(\"w\",1),xhoverformat:i(\"x\"),yhoverformat:i(\"y\"),zhoverformat:i(\"z\"),showlegend:l({},s.showlegend,{dflt:!1})};l(c,n(\"\",{colorAttr:\"u/v/w 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C=function(){v=0,M=[],S=[],E=[]};(!v||v<M.length*S.length*E.length)&&C();var L=function(t){return\"x\"===t?m:\"y\"===t?g:y},I=function(t){return\"x\"===t?M:\"y\"===t?S:E},P=function(t){return t[v-1]<t[0]?-1:1},z=L(A[1]),O=L(A[3]),D=L(A[5]),R=I(A[1]).length,F=I(A[3]).length,B=I(A[5]).length,N=!1,j=function(t,e,r){return R*(F*t+e)+r},U=P(L(A[1])),V=P(L(A[3])),q=P(L(A[5]));for(e=0;e<B-1;e++){for(r=0;r<F-1;r++){for(i=0;i<R-1;i++){var H=j(e,r,i),G=j(e,r,i+1),Z=j(e,r+1,i),W=j(e+1,r,i);if(z[H]*U<z[G]*U&&O[H]*V<O[Z]*V&&D[H]*q<D[W]*q||(N=!0),N)break}if(N)break}if(N)break}return N&&(n.warn(\"Encountered arbitrary coordinates! 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y=n[u];r.xMax=Math.max(r.xMax,y),r.xMin=Math.min(r.xMin,y);var v=o[u];r.yMax=Math.max(r.yMax,v),r.yMin=Math.min(r.yMin,v);var x=l[u];r.zMax=Math.max(r.zMax,x),r.zMin=Math.min(r.zMin,x)}e._slen=c,e._normMax=h,e._xbnds=[r.xMin,r.xMax],e._ybnds=[r.yMin,r.yMax],e._zbnds=[r.zMin,r.zMax]},filter:s,processGrid:a}},49280:function(t,e,r){\"use strict\";var n=r(99098).gl_streamtube3d,i=n.createTubeMesh,a=r(34809),o=r(46998).parseColorScale,s=r(88856).extractOpts,l=r(88239),c={xaxis:0,yaxis:1,zaxis:2};function u(t,e){this.scene=t,this.uid=e,this.mesh=null,this.data=null}var h=u.prototype;function f(t){var e=t.length;return e>2?t.slice(1,e-1):2===e?[(t[0]+t[1])/2]:t}function p(t){var e=t.length;return 1===e?[.5,.5]:[t[1]-t[0],t[e-1]-t[e-2]]}function d(t,e){var r=t.fullSceneLayout,i=t.dataScale,u=e._len,h={};function d(t,e){var n=r[e],o=i[c[e]];return a.simpleMap(t,(function(t){return 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P.lightPosition=[O.x,O.y,O.z],P.ambient=e.lighting.ambient,P.diffuse=e.lighting.diffuse,P.specular=e.lighting.specular,P.roughness=e.lighting.roughness,P.fresnel=e.lighting.fresnel,P.opacity=e.opacity,e._pad=P.tubeScale*e.sizeref*2,P}h.handlePick=function(t){var e=this.scene.fullSceneLayout,r=this.scene.dataScale;function n(t,n){var i=e[n],a=r[c[n]];return i.l2c(t)/a}if(t.object===this.mesh){var i=t.data.position,a=t.data.velocity;return t.traceCoordinate=[n(i[0],\"xaxis\"),n(i[1],\"yaxis\"),n(i[2],\"zaxis\"),n(a[0],\"xaxis\"),n(a[1],\"yaxis\"),n(a[2],\"zaxis\"),t.data.intensity*this.data._normMax,t.data.divergence],t.textLabel=this.data.hovertext||this.data.text,!0}},h.update=function(t){this.data=t;var e=d(this.scene,t);this.mesh.update(e)},h.dispose=function(){this.scene.glplot.remove(this.mesh),this.mesh.dispose()},t.exports=function(t,e){var r=t.glplot.gl,n=d(t,e),a=i(r,n),o=new u(t,e.uid);return o.mesh=a,o.data=e,a._trace=o,t.glplot.add(a),o}},52737:function(t,e,r){\"use 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n=r(9829),i=r(3208).rb,a=r(3208).ay,o=r(87163),s=r(13792).u,l=r(55412),c=r(2032),u=r(93049).extendFlat,h=r(94850).k;t.exports={labels:{valType:\"data_array\",editType:\"calc\"},parents:{valType:\"data_array\",editType:\"calc\"},values:{valType:\"data_array\",editType:\"calc\"},branchvalues:{valType:\"enumerated\",values:[\"remainder\",\"total\"],dflt:\"remainder\",editType:\"calc\"},count:{valType:\"flaglist\",flags:[\"branches\",\"leaves\"],dflt:\"leaves\",editType:\"calc\"},level:{valType:\"any\",editType:\"plot\",anim:!0},maxdepth:{valType:\"integer\",editType:\"plot\",dflt:-1},marker:u({colors:{valType:\"data_array\",editType:\"calc\"},line:{color:u({},l.marker.line.color,{dflt:null}),width:u({},l.marker.line.width,{dflt:1}),editType:\"calc\"},pattern:h,editType:\"calc\"},o(\"marker\",{colorAttr:\"colors\",anim:!1})),leaf:{opacity:{valType:\"number\",editType:\"style\",min:0,max:1},editType:\"plot\"},text:l.text,textinfo:{valType:\"flaglist\",flags:[\"label\",\"text\",\"value\",\"current 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s,l=_.getPtId(t.parent);T.each((function(t){if(_.getPtId(t)===l)return s=t}));var c,u=s.children;u.forEach((function(t,e){if(_.getPtId(t)===r)return c=e}));var h=u.length,f=a(s.x0,s.x1);e={rpx0:z,rpx1:z,x0:f(c/h),x1:f((c+1)/h)}}return a(n,e)}(t);return function(t){return Z(e(t))}})),t.select(\"g.slicetext\").attr(\"opacity\",0)})).remove():T.exit().remove(),T.order();var X=null;if(b&&R){var $=_.getPtId(R);T.each((function(t){null===X&&_.getPtId(t)===$&&(X=t.x1)}))}var J=T;function K(t){var e=t.parent,r=F[_.getPtId(e)],n={};if(r){var i=e.children,o=i.indexOf(t),s=i.length,l=a(r.x0,r.x1);n.x0=l(o/s),n.x1=l(o/s)}else n.x0=n.x1=0;return n}b&&(J=J.transition().each(\"end\",(function(){var e=n.select(this);_.setSliceCursor(e,t,{hideOnRoot:!0,hideOnLeaves:!0,isTransitioning:!1})}))),J.each((function(i){var c=n.select(this),h=s.ensureSingle(c,\"path\",\"surface\",(function(t){t.style(\"pointer-events\",f?\"none\":\"all\")}));i.rpx0=H(i.y0),i.rpx1=H(i.y1),i.xmid=(i.x0+i.x1)/2,i.pxmid=G(i.rpx1,i.xmid),i.midangle=-(i.xmid-Math.PI/2),i.startangle=-(i.x0-Math.PI/2),i.stopangle=-(i.x1-Math.PI/2),i.halfangle=.5*Math.min(s.angleDelta(i.x0,i.x1)||Math.PI,Math.PI),i.ring=1-i.rpx0/i.rpx1,i.rInscribed=function(t){return 0===t.rpx0&&s.isFullCircle([t.x0,t.x1])?1:Math.max(0,Math.min(1/(1+1/Math.sin(t.halfangle)),t.ring/2))}(i),b?h.transition().attrTween(\"d\",(function(t){var e=function(t){var e,r=F[_.getPtId(t)],n={x0:t.x0,x1:t.x1,rpx0:t.rpx0,rpx1:t.rpx1};if(r)e=r;else if(R)if(t.parent)if(X){var i=(t.x1>X?2*Math.PI:0)+V;e={x0:i,x1:i}}else e={rpx0:z,rpx1:z},s.extendFlat(e,K(t));else e={rpx0:0,rpx1:0};else e={x0:V,x1:V};return a(e,n)}(t);return function(t){return Z(e(t))}})):h.attr(\"d\",Z),c.call(v,S,t,r,{eventDataKeys:x.eventDataKeys,transitionTime:x.CLICK_TRANSITION_TIME,transitionEasing:x.CLICK_TRANSITION_EASING}).call(_.setSliceCursor,t,{hideOnRoot:!0,hideOnLeaves:!0,isTransitioning:t._transitioning}),h.call(g,i,A,t);var p=s.ensureSingle(c,\"g\",\"slicetext\"),w=s.ensureSingle(p,\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),T=s.ensureUniformFontSize(t,_.determineTextFont(A,i,y.font));w.text(e.formatSliceLabel(i,S,A,r,y)).classed(\"slicetext\",!0).attr(\"text-anchor\",\"middle\").call(o.font,T).call(l.convertToTspans,t);var M=o.bBox(w.node());i.transform=m(M,i,k),i.transform.targetX=W(i),i.transform.targetY=Y(i);var E=function(t,e){var r=t.transform;return d(r,e),r.fontSize=T.size,u(A.type,r,y),s.getTextTransform(r)};b?w.transition().attrTween(\"transform\",(function(t){var e=function(t){var e,r=F[_.getPtId(t)],n=t.transform;if(r)e=r;else if(e={rpx1:t.rpx1,transform:{textPosAngle:n.textPosAngle,scale:0,rotate:n.rotate,rCenter:n.rCenter,x:n.x,y:n.y}},R)if(t.parent)if(X){var i=t.x1>X?2*Math.PI:0;e.x0=e.x1=i}else s.extendFlat(e,K(t));else e.x0=e.x1=V;else e.x0=e.x1=V;var o=a(e.transform.textPosAngle,t.transform.textPosAngle),l=a(e.rpx1,t.rpx1),c=a(e.x0,t.x0),h=a(e.x1,t.x1),f=a(e.transform.scale,n.scale),p=a(e.transform.rotate,n.rotate),d=0===n.rCenter?3:0===e.transform.rCenter?1/3:1,m=a(e.transform.rCenter,n.rCenter);return function(t){var e=l(t),r=c(t),i=h(t),a=function(t){return m(Math.pow(t,d))}(t),s={pxmid:G(e,(r+i)/2),rpx1:e,transform:{textPosAngle:o(t),rCenter:a,x:n.x,y:n.y}};return u(A.type,n,y),{transform:{targetX:W(s),targetY:Y(s),scale:f(t),rotate:p(t),rCenter:a}}}}(t);return function(t){return E(e(t),M)}})):w.attr(\"transform\",E(i,M))}))}function w(t){return e=t.rpx1,r=t.transform.textPosAngle,[e*Math.sin(r),-e*Math.cos(r)];var e,r}e.plot=function(t,e,r,i){var a,o,s=t._fullLayout,l=s._sunburstlayer,c=!r,u=!s.uniformtext.mode&&_.hasTransition(r);h(\"sunburst\",s),(a=l.selectAll(\"g.trace.sunburst\").data(e,(function(t){return t[0].trace.uid}))).enter().append(\"g\").classed(\"trace\",!0).classed(\"sunburst\",!0).attr(\"stroke-linejoin\",\"round\"),a.order(),u?(i&&(o=i()),n.transition().duration(r.duration).ease(r.easing).each(\"end\",(function(){o&&o()})).each(\"interrupt\",(function(){o&&o()})).each((function(){l.selectAll(\"g.trace\").each((function(e){b(t,e,this,r)}))}))):(a.each((function(e){b(t,e,this,r)})),s.uniformtext.mode&&y(t,s._sunburstlayer.selectAll(\".trace\"),\"sunburst\")),c&&a.exit().remove()},e.formatSliceLabel=function(t,e,r,n,i){var a=r.texttemplate,o=r.textinfo;if(!(a||o&&\"none\"!==o))return\"\";var l=i.separators,c=n[0],u=t.data.data,h=c.hierarchy,f=_.isHierarchyRoot(t),p=_.getParent(h,t),d=_.getValue(t);if(!a){var m,g=o.split(\"+\"),y=function(t){return-1!==g.indexOf(t)},v=[];if(y(\"label\")&&u.label&&v.push(u.label),u.hasOwnProperty(\"v\")&&y(\"value\")&&v.push(_.formatValue(u.v,l)),!f){y(\"current path\")&&v.push(_.getPath(t.data));var x=0;y(\"percent parent\")&&x++,y(\"percent entry\")&&x++,y(\"percent root\")&&x++;var b=x>1;if(x){var w,T=function(t){m=_.formatPercent(w,l),b&&(m+=\" of \"+t),v.push(m)};y(\"percent parent\")&&!f&&(w=d/_.getValue(p),T(\"parent\")),y(\"percent entry\")&&(w=d/_.getValue(e),T(\"entry\")),y(\"percent root\")&&(w=d/_.getValue(h),T(\"root\"))}}return y(\"text\")&&(m=s.castOption(r,u.i,\"text\"),s.isValidTextValue(m)&&v.push(m)),v.join(\"<br>\")}var k=s.castOption(r,u.i,\"texttemplate\");if(!k)return\"\";var A={};u.label&&(A.label=u.label),u.hasOwnProperty(\"v\")&&(A.value=u.v,A.valueLabel=_.formatValue(u.v,l)),A.currentPath=_.getPath(t.data),f||(A.percentParent=d/_.getValue(p),A.percentParentLabel=_.formatPercent(A.percentParent,l),A.parent=_.getPtLabel(p)),A.percentEntry=d/_.getValue(e),A.percentEntryLabel=_.formatPercent(A.percentEntry,l),A.entry=_.getPtLabel(e),A.percentRoot=d/_.getValue(h),A.percentRootLabel=_.formatPercent(A.percentRoot,l),A.root=_.getPtLabel(h),u.hasOwnProperty(\"color\")&&(A.color=u.color);var M=s.castOption(r,u.i,\"text\");return(s.isValidTextValue(M)||\"\"===M)&&(A.text=M),A.customdata=s.castOption(r,u.i,\"customdata\"),s.texttemplateString(k,A,i._d3locale,A,r._meta||{})}},98972:function(t,e,r){\"use strict\";var n=r(45568),i=r(78766),a=r(34809),o=r(84102).resizeText,s=r(72043);function l(t,e,r,n){var o=e.data.data,l=!e.children,c=o.i,u=a.castOption(r,c,\"marker.line.color\")||i.defaultLine,h=a.castOption(r,c,\"marker.line.width\")||0;t.call(s,e,r,n).style(\"stroke-width\",h).call(i.stroke,u).style(\"opacity\",l?r.leaf.opacity:null)}t.exports={style:function(t){var e=t._fullLayout._sunburstlayer.selectAll(\".trace\");o(t,e,\"sunburst\"),e.each((function(e){var r=n.select(this),i=e[0].trace;r.style(\"opacity\",i.opacity),r.selectAll(\"path.surface\").each((function(e){n.select(this).call(l,e,i,t)}))}))},styleOne:l}},16131:function(t,e,r){\"use strict\";var n=r(78766),i=r(87163),a=r(80712).axisHoverFormat,o=r(3208).rb,s=r(9829),l=r(93049).extendFlat,c=r(13582).overrideAll;function u(t){return{show:{valType:\"boolean\",dflt:!1},start:{valType:\"number\",dflt:null,editType:\"plot\"},end:{valType:\"number\",dflt:null,editType:\"plot\"},size:{valType:\"number\",dflt:null,min:0,editType:\"plot\"},project:{x:{valType:\"boolean\",dflt:!1},y:{valType:\"boolean\",dflt:!1},z:{valType:\"boolean\",dflt:!1}},color:{valType:\"color\",dflt:n.defaultLine},usecolormap:{valType:\"boolean\",dflt:!1},width:{valType:\"number\",min:1,max:16,dflt:2},highlight:{valType:\"boolean\",dflt:!0},highlightcolor:{valType:\"color\",dflt:n.defaultLine},highlightwidth:{valType:\"number\",min:1,max:16,dflt:2}}}var h=t.exports=c(l({z:{valType:\"data_array\"},x:{valType:\"data_array\"},y:{valType:\"data_array\"},text:{valType:\"string\",dflt:\"\",arrayOk:!0},hovertext:{valType:\"string\",dflt:\"\",arrayOk:!0},hovertemplate:o(),xhoverformat:a(\"x\"),yhoverformat:a(\"y\"),zhoverformat:a(\"z\"),connectgaps:{valType:\"boolean\",dflt:!1,editType:\"calc\"},surfacecolor:{valType:\"data_array\"}},i(\"\",{colorAttr:\"z or 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n=r(28379);t.exports=function(t,e){e.surfacecolor?n(t,e,{vals:e.surfacecolor,containerStr:\"\",cLetter:\"c\"}):n(t,e,{vals:e.z,containerStr:\"\",cLetter:\"c\"})}},27159:function(t,e,r){\"use strict\";var n=r(99098).gl_surface3d,i=r(99098).ndarray,a=r(99098).ndarray_linear_interpolate.d2,o=r(69295),s=r(78106),l=r(34809).isArrayOrTypedArray,c=r(46998).parseColorScale,u=r(55010),h=r(88856).extractOpts;function f(t,e,r){this.scene=t,this.uid=r,this.surface=e,this.data=null,this.showContour=[!1,!1,!1],this.contourStart=[null,null,null],this.contourEnd=[null,null,null],this.contourSize=[0,0,0],this.minValues=[1/0,1/0,1/0],this.maxValues=[-1/0,-1/0,-1/0],this.dataScaleX=1,this.dataScaleY=1,this.refineData=!0,this.objectOffset=[0,0,0]}var p=f.prototype;p.getXat=function(t,e,r,n){var i=l(this.data.x)?l(this.data.x[0])?this.data.x[e][t]:this.data.x[t]:t;return void 0===r?i:n.d2l(i,0,r)},p.getYat=function(t,e,r,n){var i=l(this.data.y)?l(this.data.y[0])?this.data.y[e][t]:this.data.y[e]:e;return void 0===r?i:n.d2l(i,0,r)},p.getZat=function(t,e,r,n){var i=this.data.z[e][t];return null===i&&this.data.connectgaps&&this.data._interpolatedZ&&(i=this.data._interpolatedZ[e][t]),void 0===r?i:n.d2l(i,0,r)},p.handlePick=function(t){if(t.object===this.surface){var e=(t.data.index[0]-1)/this.dataScaleX-1,r=(t.data.index[1]-1)/this.dataScaleY-1,n=Math.max(Math.min(Math.round(e),this.data.z[0].length-1),0),i=Math.max(Math.min(Math.round(r),this.data._ylength-1),0);t.index=[n,i],t.traceCoordinate=[this.getXat(n,i),this.getYat(n,i),this.getZat(n,i)],t.dataCoordinate=[this.getXat(n,i,this.data.xcalendar,this.scene.fullSceneLayout.xaxis),this.getYat(n,i,this.data.ycalendar,this.scene.fullSceneLayout.yaxis),this.getZat(n,i,this.data.zcalendar,this.scene.fullSceneLayout.zaxis)];for(var a=0;a<3;a++){null!=t.dataCoordinate[a]&&(t.dataCoordinate[a]*=this.scene.dataScale[a])}var o=this.data.hovertext||this.data.text;return l(o)&&o[i]&&void 0!==o[i][n]?t.textLabel=o[i][n]:t.textLabel=o||\"\",t.data.dataCoordinate=t.dataCoordinate.slice(),this.surface.highlight(t.data),this.scene.glplot.spikes.position=t.dataCoordinate,!0}};var d=[2,3,5,7,11,13,17,19,23,29,31,37,41,43,47,53,59,61,67,71,73,79,83,89,97,101,103,107,109,113,127,131,137,139,149,151,157,163,167,173,179,181,191,193,197,199,211,223,227,229,233,239,241,251,257,263,269,271,277,281,283,293,307,311,313,317,331,337,347,349,353,359,367,373,379,383,389,397,401,409,419,421,431,433,439,443,449,457,461,463,467,479,487,491,499,503,509,521,523,541,547,557,563,569,571,577,587,593,599,601,607,613,617,619,631,641,643,647,653,659,661,673,677,683,691,701,709,719,727,733,739,743,751,757,761,769,773,787,797,809,811,821,823,827,829,839,853,857,859,863,877,881,883,887,907,911,919,929,937,941,947,953,967,971,977,983,991,997,1009,1013,1019,1021,1031,1033,1039,1049,1051,1061,1063,1069,1087,1091,1093,1097,1103,1109,1117,1123,1129,1151,1153,1163,1171,1181,1187,1193,1201,1213,1217,1223,1229,1231,1237,1249,1259,1277,1279,1283,1289,1291,1297,1301,1303,1307,1319,1321,1327,1361,1367,1373,1381,1399,1409,1423,1427,1429,1433,1439,1447,1451,1453,1459,1471,1481,1483,1487,1489,1493,1499,1511,1523,1531,1543,1549,1553,1559,1567,1571,1579,1583,1597,1601,1607,1609,1613,1619,1621,1627,1637,1657,1663,1667,1669,1693,1697,1699,1709,1721,1723,1733,1741,1747,1753,1759,1777,1783,1787,1789,1801,1811,1823,1831,1847,1861,1867,1871,1873,1877,1879,1889,1901,1907,1913,1931,1933,1949,1951,1973,1979,1987,1993,1997,1999,2003,2011,2017,2027,2029,2039,2053,2063,2069,2081,2083,2087,2089,2099,2111,2113,2129,2131,2137,2141,2143,2153,2161,2179,2203,2207,2213,2221,2237,2239,2243,2251,2267,2269,2273,2281,2287,2293,2297,2309,2311,2333,2339,2341,2347,2351,2357,2371,2377,2381,2383,2389,2393,2399,2411,2417,2423,2437,2441,2447,2459,2467,2473,2477,2503,2521,2531,2539,2543,2549,2551,2557,2579,2591,2593,2609,2617,2621,2633,2647,2657,2659,2663,2671,2677,2683,2687,2689,2693,2699,2707,2711,2713,2719,2729,2731,2741,2749,2753,2767,2777,2789,2791,2797,2801,2803,2819,2833,2837,2843,2851,2857,2861,2879,2887,2897,2903,2909,2917,2927,2939,2953,2957,2963,2969,2971,2999];function 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32-Math.clz32(t)}:a.prototype._countBits=function(t){var e=t,r=0;return e>=4096&&(r+=13,e>>>=13),e>=64&&(r+=7,e>>>=7),e>=8&&(r+=4,e>>>=4),e>=2&&(r+=2,e>>>=2),r+e},a.prototype._zeroBits=function(t){if(0===t)return 26;var e=t,r=0;return 0==(8191&e)&&(r+=13,e>>>=13),0==(127&e)&&(r+=7,e>>>=7),0==(15&e)&&(r+=4,e>>>=4),0==(3&e)&&(r+=2,e>>>=2),0==(1&e)&&r++,r},a.prototype.bitLength=function(){var t=this.words[this.length-1],e=this._countBits(t);return 26*(this.length-1)+e},a.prototype.zeroBits=function(){if(this.isZero())return 0;for(var t=0,e=0;e<this.length;e++){var r=this._zeroBits(this.words[e]);if(t+=r,26!==r)break}return t},a.prototype.byteLength=function(){return Math.ceil(this.bitLength()/8)},a.prototype.toTwos=function(t){return 0!==this.negative?this.abs().inotn(t).iaddn(1):this.clone()},a.prototype.fromTwos=function(t){return this.testn(t-1)?this.notn(t).iaddn(1).ineg():this.clone()},a.prototype.isNeg=function(){return 0!==this.negative},a.prototype.neg=function(){return 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this.length>t.length?this.clone().iuand(t):t.clone().iuand(this)},a.prototype.iuxor=function(t){var e,r;this.length>t.length?(e=this,r=t):(e=t,r=this);for(var n=0;n<r.length;n++)this.words[n]=e.words[n]^r.words[n];if(this!==e)for(;n<e.length;n++)this.words[n]=e.words[n];return this.length=e.length,this.strip()},a.prototype.ixor=function(t){return n(0==(this.negative|t.negative)),this.iuxor(t)},a.prototype.xor=function(t){return this.length>t.length?this.clone().ixor(t):t.clone().ixor(this)},a.prototype.uxor=function(t){return this.length>t.length?this.clone().iuxor(t):t.clone().iuxor(this)},a.prototype.inotn=function(t){n(\"number\"==typeof t&&t>=0);var e=0|Math.ceil(t/26),r=t%26;this._expand(e),r>0&&e--;for(var i=0;i<e;i++)this.words[i]=67108863&~this.words[i];return r>0&&(this.words[i]=~this.words[i]&67108863>>26-r),this.strip()},a.prototype.notn=function(t){return this.clone().inotn(t)},a.prototype.setn=function(t,e){n(\"number\"==typeof t&&t>=0);var r=t/26|0,i=t%26;return this._expand(r+1),this.words[r]=e?this.words[r]|1<<i:this.words[r]&~(1<<i),this.strip()},a.prototype.iadd=function(t){var e,r,n;if(0!==this.negative&&0===t.negative)return this.negative=0,e=this.isub(t),this.negative^=1,this._normSign();if(0===this.negative&&0!==t.negative)return t.negative=0,e=this.isub(t),t.negative=1,e._normSign();this.length>t.length?(r=this,n=t):(r=t,n=this);for(var i=0,a=0;a<n.length;a++)e=(0|r.words[a])+(0|n.words[a])+i,this.words[a]=67108863&e,i=e>>>26;for(;0!==i&&a<r.length;a++)e=(0|r.words[a])+i,this.words[a]=67108863&e,i=e>>>26;if(this.length=r.length,0!==i)this.words[this.length]=i,this.length++;else if(r!==this)for(;a<r.length;a++)this.words[a]=r.words[a];return this},a.prototype.add=function(t){var e;return 0!==t.negative&&0===this.negative?(t.negative=0,e=this.sub(t),t.negative^=1,e):0===t.negative&&0!==this.negative?(this.negative=0,e=t.sub(this),this.negative=1,e):this.length>t.length?this.clone().iadd(t):t.clone().iadd(this)},a.prototype.isub=function(t){if(0!==t.negative){t.negative=0;var e=this.iadd(t);return t.negative=1,e._normSign()}if(0!==this.negative)return this.negative=0,this.iadd(t),this.negative=1,this._normSign();var r,n,i=this.cmp(t);if(0===i)return this.negative=0,this.length=1,this.words[0]=0,this;i>0?(r=this,n=t):(r=t,n=this);for(var a=0,o=0;o<n.length;o++)a=(e=(0|r.words[o])-(0|n.words[o])+a)>>26,this.words[o]=67108863&e;for(;0!==a&&o<r.length;o++)a=(e=(0|r.words[o])+a)>>26,this.words[o]=67108863&e;if(0===a&&o<r.length&&r!==this)for(;o<r.length;o++)this.words[o]=r.words[o];return this.length=Math.max(this.length,o),r!==this&&(this.negative=1),this.strip()},a.prototype.sub=function(t){return this.clone().isub(t)};var d=function(t,e,r){var n,i,a,o=t.words,s=e.words,l=r.words,c=0,u=0|o[0],h=8191&u,f=u>>>13,p=0|o[1],d=8191&p,m=p>>>13,g=0|o[2],y=8191&g,v=g>>>13,x=0|o[3],_=8191&x,b=x>>>13,w=0|o[4],T=8191&w,k=w>>>13,A=0|o[5],M=8191&A,S=A>>>13,E=0|o[6],C=8191&E,L=E>>>13,I=0|o[7],P=8191&I,z=I>>>13,O=0|o[8],D=8191&O,R=O>>>13,F=0|o[9],B=8191&F,N=F>>>13,j=0|s[0],U=8191&j,V=j>>>13,q=0|s[1],H=8191&q,G=q>>>13,Z=0|s[2],W=8191&Z,Y=Z>>>13,X=0|s[3],$=8191&X,J=X>>>13,K=0|s[4],Q=8191&K,tt=K>>>13,et=0|s[5],rt=8191&et,nt=et>>>13,it=0|s[6],at=8191&it,ot=it>>>13,st=0|s[7],lt=8191&st,ct=st>>>13,ut=0|s[8],ht=8191&ut,ft=ut>>>13,pt=0|s[9],dt=8191&pt,mt=pt>>>13;r.negative=t.negative^e.negative,r.length=19;var gt=(c+(n=Math.imul(h,U))|0)+((8191&(i=(i=Math.imul(h,V))+Math.imul(f,U)|0))<<13)|0;c=((a=Math.imul(f,V))+(i>>>13)|0)+(gt>>>26)|0,gt&=67108863,n=Math.imul(d,U),i=(i=Math.imul(d,V))+Math.imul(m,U)|0,a=Math.imul(m,V);var yt=(c+(n=n+Math.imul(h,H)|0)|0)+((8191&(i=(i=i+Math.imul(h,G)|0)+Math.imul(f,H)|0))<<13)|0;c=((a=a+Math.imul(f,G)|0)+(i>>>13)|0)+(yt>>>26)|0,yt&=67108863,n=Math.imul(y,U),i=(i=Math.imul(y,V))+Math.imul(v,U)|0,a=Math.imul(v,V),n=n+Math.imul(d,H)|0,i=(i=i+Math.imul(d,G)|0)+Math.imul(m,H)|0,a=a+Math.imul(m,G)|0;var vt=(c+(n=n+Math.imul(h,W)|0)|0)+((8191&(i=(i=i+Math.imul(h,Y)|0)+Math.imul(f,W)|0))<<13)|0;c=((a=a+Math.imul(f,Y)|0)+(i>>>13)|0)+(vt>>>26)|0,vt&=67108863,n=Math.imul(_,U),i=(i=Math.imul(_,V))+Math.imul(b,U)|0,a=Math.imul(b,V),n=n+Math.imul(y,H)|0,i=(i=i+Math.imul(y,G)|0)+Math.imul(v,H)|0,a=a+Math.imul(v,G)|0,n=n+Math.imul(d,W)|0,i=(i=i+Math.imul(d,Y)|0)+Math.imul(m,W)|0,a=a+Math.imul(m,Y)|0;var xt=(c+(n=n+Math.imul(h,$)|0)|0)+((8191&(i=(i=i+Math.imul(h,J)|0)+Math.imul(f,$)|0))<<13)|0;c=((a=a+Math.imul(f,J)|0)+(i>>>13)|0)+(xt>>>26)|0,xt&=67108863,n=Math.imul(T,U),i=(i=Math.imul(T,V))+Math.imul(k,U)|0,a=Math.imul(k,V),n=n+Math.imul(_,H)|0,i=(i=i+Math.imul(_,G)|0)+Math.imul(b,H)|0,a=a+Math.imul(b,G)|0,n=n+Math.imul(y,W)|0,i=(i=i+Math.imul(y,Y)|0)+Math.imul(v,W)|0,a=a+Math.imul(v,Y)|0,n=n+Math.imul(d,$)|0,i=(i=i+Math.imul(d,J)|0)+Math.imul(m,$)|0,a=a+Math.imul(m,J)|0;var _t=(c+(n=n+Math.imul(h,Q)|0)|0)+((8191&(i=(i=i+Math.imul(h,tt)|0)+Math.imul(f,Q)|0))<<13)|0;c=((a=a+Math.imul(f,tt)|0)+(i>>>13)|0)+(_t>>>26)|0,_t&=67108863,n=Math.imul(M,U),i=(i=Math.imul(M,V))+Math.imul(S,U)|0,a=Math.imul(S,V),n=n+Math.imul(T,H)|0,i=(i=i+Math.imul(T,G)|0)+Math.imul(k,H)|0,a=a+Math.imul(k,G)|0,n=n+Math.imul(_,W)|0,i=(i=i+Math.imul(_,Y)|0)+Math.imul(b,W)|0,a=a+Math.imul(b,Y)|0,n=n+Math.imul(y,$)|0,i=(i=i+Math.imul(y,J)|0)+Math.imul(v,$)|0,a=a+Math.imul(v,J)|0,n=n+Math.imul(d,Q)|0,i=(i=i+Math.imul(d,tt)|0)+Math.imul(m,Q)|0,a=a+Math.imul(m,tt)|0;var bt=(c+(n=n+Math.imul(h,rt)|0)|0)+((8191&(i=(i=i+Math.imul(h,nt)|0)+Math.imul(f,rt)|0))<<13)|0;c=((a=a+Math.imul(f,nt)|0)+(i>>>13)|0)+(bt>>>26)|0,bt&=67108863,n=Math.imul(C,U),i=(i=Math.imul(C,V))+Math.imul(L,U)|0,a=Math.imul(L,V),n=n+Math.imul(M,H)|0,i=(i=i+Math.imul(M,G)|0)+Math.imul(S,H)|0,a=a+Math.imul(S,G)|0,n=n+Math.imul(T,W)|0,i=(i=i+Math.imul(T,Y)|0)+Math.imul(k,W)|0,a=a+Math.imul(k,Y)|0,n=n+Math.imul(_,$)|0,i=(i=i+Math.imul(_,J)|0)+Math.imul(b,$)|0,a=a+Math.imul(b,J)|0,n=n+Math.imul(y,Q)|0,i=(i=i+Math.imul(y,tt)|0)+Math.imul(v,Q)|0,a=a+Math.imul(v,tt)|0,n=n+Math.imul(d,rt)|0,i=(i=i+Math.imul(d,nt)|0)+Math.imul(m,rt)|0,a=a+Math.imul(m,nt)|0;var wt=(c+(n=n+Math.imul(h,at)|0)|0)+((8191&(i=(i=i+Math.imul(h,ot)|0)+Math.imul(f,at)|0))<<13)|0;c=((a=a+Math.imul(f,ot)|0)+(i>>>13)|0)+(wt>>>26)|0,wt&=67108863,n=Math.imul(P,U),i=(i=Math.imul(P,V))+Math.imul(z,U)|0,a=Math.imul(z,V),n=n+Math.imul(C,H)|0,i=(i=i+Math.imul(C,G)|0)+Math.imul(L,H)|0,a=a+Math.imul(L,G)|0,n=n+Math.imul(M,W)|0,i=(i=i+Math.imul(M,Y)|0)+Math.imul(S,W)|0,a=a+Math.imul(S,Y)|0,n=n+Math.imul(T,$)|0,i=(i=i+Math.imul(T,J)|0)+Math.imul(k,$)|0,a=a+Math.imul(k,J)|0,n=n+Math.imul(_,Q)|0,i=(i=i+Math.imul(_,tt)|0)+Math.imul(b,Q)|0,a=a+Math.imul(b,tt)|0,n=n+Math.imul(y,rt)|0,i=(i=i+Math.imul(y,nt)|0)+Math.imul(v,rt)|0,a=a+Math.imul(v,nt)|0,n=n+Math.imul(d,at)|0,i=(i=i+Math.imul(d,ot)|0)+Math.imul(m,at)|0,a=a+Math.imul(m,ot)|0;var Tt=(c+(n=n+Math.imul(h,lt)|0)|0)+((8191&(i=(i=i+Math.imul(h,ct)|0)+Math.imul(f,lt)|0))<<13)|0;c=((a=a+Math.imul(f,ct)|0)+(i>>>13)|0)+(Tt>>>26)|0,Tt&=67108863,n=Math.imul(D,U),i=(i=Math.imul(D,V))+Math.imul(R,U)|0,a=Math.imul(R,V),n=n+Math.imul(P,H)|0,i=(i=i+Math.imul(P,G)|0)+Math.imul(z,H)|0,a=a+Math.imul(z,G)|0,n=n+Math.imul(C,W)|0,i=(i=i+Math.imul(C,Y)|0)+Math.imul(L,W)|0,a=a+Math.imul(L,Y)|0,n=n+Math.imul(M,$)|0,i=(i=i+Math.imul(M,J)|0)+Math.imul(S,$)|0,a=a+Math.imul(S,J)|0,n=n+Math.imul(T,Q)|0,i=(i=i+Math.imul(T,tt)|0)+Math.imul(k,Q)|0,a=a+Math.imul(k,tt)|0,n=n+Math.imul(_,rt)|0,i=(i=i+Math.imul(_,nt)|0)+Math.imul(b,rt)|0,a=a+Math.imul(b,nt)|0,n=n+Math.imul(y,at)|0,i=(i=i+Math.imul(y,ot)|0)+Math.imul(v,at)|0,a=a+Math.imul(v,ot)|0,n=n+Math.imul(d,lt)|0,i=(i=i+Math.imul(d,ct)|0)+Math.imul(m,lt)|0,a=a+Math.imul(m,ct)|0;var kt=(c+(n=n+Math.imul(h,ht)|0)|0)+((8191&(i=(i=i+Math.imul(h,ft)|0)+Math.imul(f,ht)|0))<<13)|0;c=((a=a+Math.imul(f,ft)|0)+(i>>>13)|0)+(kt>>>26)|0,kt&=67108863,n=Math.imul(B,U),i=(i=Math.imul(B,V))+Math.imul(N,U)|0,a=Math.imul(N,V),n=n+Math.imul(D,H)|0,i=(i=i+Math.imul(D,G)|0)+Math.imul(R,H)|0,a=a+Math.imul(R,G)|0,n=n+Math.imul(P,W)|0,i=(i=i+Math.imul(P,Y)|0)+Math.imul(z,W)|0,a=a+Math.imul(z,Y)|0,n=n+Math.imul(C,$)|0,i=(i=i+Math.imul(C,J)|0)+Math.imul(L,$)|0,a=a+Math.imul(L,J)|0,n=n+Math.imul(M,Q)|0,i=(i=i+Math.imul(M,tt)|0)+Math.imul(S,Q)|0,a=a+Math.imul(S,tt)|0,n=n+Math.imul(T,rt)|0,i=(i=i+Math.imul(T,nt)|0)+Math.imul(k,rt)|0,a=a+Math.imul(k,nt)|0,n=n+Math.imul(_,at)|0,i=(i=i+Math.imul(_,ot)|0)+Math.imul(b,at)|0,a=a+Math.imul(b,ot)|0,n=n+Math.imul(y,lt)|0,i=(i=i+Math.imul(y,ct)|0)+Math.imul(v,lt)|0,a=a+Math.imul(v,ct)|0,n=n+Math.imul(d,ht)|0,i=(i=i+Math.imul(d,ft)|0)+Math.imul(m,ht)|0,a=a+Math.imul(m,ft)|0;var At=(c+(n=n+Math.imul(h,dt)|0)|0)+((8191&(i=(i=i+Math.imul(h,mt)|0)+Math.imul(f,dt)|0))<<13)|0;c=((a=a+Math.imul(f,mt)|0)+(i>>>13)|0)+(At>>>26)|0,At&=67108863,n=Math.imul(B,H),i=(i=Math.imul(B,G))+Math.imul(N,H)|0,a=Math.imul(N,G),n=n+Math.imul(D,W)|0,i=(i=i+Math.imul(D,Y)|0)+Math.imul(R,W)|0,a=a+Math.imul(R,Y)|0,n=n+Math.imul(P,$)|0,i=(i=i+Math.imul(P,J)|0)+Math.imul(z,$)|0,a=a+Math.imul(z,J)|0,n=n+Math.imul(C,Q)|0,i=(i=i+Math.imul(C,tt)|0)+Math.imul(L,Q)|0,a=a+Math.imul(L,tt)|0,n=n+Math.imul(M,rt)|0,i=(i=i+Math.imul(M,nt)|0)+Math.imul(S,rt)|0,a=a+Math.imul(S,nt)|0,n=n+Math.imul(T,at)|0,i=(i=i+Math.imul(T,ot)|0)+Math.imul(k,at)|0,a=a+Math.imul(k,ot)|0,n=n+Math.imul(_,lt)|0,i=(i=i+Math.imul(_,ct)|0)+Math.imul(b,lt)|0,a=a+Math.imul(b,ct)|0,n=n+Math.imul(y,ht)|0,i=(i=i+Math.imul(y,ft)|0)+Math.imul(v,ht)|0,a=a+Math.imul(v,ft)|0;var Mt=(c+(n=n+Math.imul(d,dt)|0)|0)+((8191&(i=(i=i+Math.imul(d,mt)|0)+Math.imul(m,dt)|0))<<13)|0;c=((a=a+Math.imul(m,mt)|0)+(i>>>13)|0)+(Mt>>>26)|0,Mt&=67108863,n=Math.imul(B,W),i=(i=Math.imul(B,Y))+Math.imul(N,W)|0,a=Math.imul(N,Y),n=n+Math.imul(D,$)|0,i=(i=i+Math.imul(D,J)|0)+Math.imul(R,$)|0,a=a+Math.imul(R,J)|0,n=n+Math.imul(P,Q)|0,i=(i=i+Math.imul(P,tt)|0)+Math.imul(z,Q)|0,a=a+Math.imul(z,tt)|0,n=n+Math.imul(C,rt)|0,i=(i=i+Math.imul(C,nt)|0)+Math.imul(L,rt)|0,a=a+Math.imul(L,nt)|0,n=n+Math.imul(M,at)|0,i=(i=i+Math.imul(M,ot)|0)+Math.imul(S,at)|0,a=a+Math.imul(S,ot)|0,n=n+Math.imul(T,lt)|0,i=(i=i+Math.imul(T,ct)|0)+Math.imul(k,lt)|0,a=a+Math.imul(k,ct)|0,n=n+Math.imul(_,ht)|0,i=(i=i+Math.imul(_,ft)|0)+Math.imul(b,ht)|0,a=a+Math.imul(b,ft)|0;var St=(c+(n=n+Math.imul(y,dt)|0)|0)+((8191&(i=(i=i+Math.imul(y,mt)|0)+Math.imul(v,dt)|0))<<13)|0;c=((a=a+Math.imul(v,mt)|0)+(i>>>13)|0)+(St>>>26)|0,St&=67108863,n=Math.imul(B,$),i=(i=Math.imul(B,J))+Math.imul(N,$)|0,a=Math.imul(N,J),n=n+Math.imul(D,Q)|0,i=(i=i+Math.imul(D,tt)|0)+Math.imul(R,Q)|0,a=a+Math.imul(R,tt)|0,n=n+Math.imul(P,rt)|0,i=(i=i+Math.imul(P,nt)|0)+Math.imul(z,rt)|0,a=a+Math.imul(z,nt)|0,n=n+Math.imul(C,at)|0,i=(i=i+Math.imul(C,ot)|0)+Math.imul(L,at)|0,a=a+Math.imul(L,ot)|0,n=n+Math.imul(M,lt)|0,i=(i=i+Math.imul(M,ct)|0)+Math.imul(S,lt)|0,a=a+Math.imul(S,ct)|0,n=n+Math.imul(T,ht)|0,i=(i=i+Math.imul(T,ft)|0)+Math.imul(k,ht)|0,a=a+Math.imul(k,ft)|0;var Et=(c+(n=n+Math.imul(_,dt)|0)|0)+((8191&(i=(i=i+Math.imul(_,mt)|0)+Math.imul(b,dt)|0))<<13)|0;c=((a=a+Math.imul(b,mt)|0)+(i>>>13)|0)+(Et>>>26)|0,Et&=67108863,n=Math.imul(B,Q),i=(i=Math.imul(B,tt))+Math.imul(N,Q)|0,a=Math.imul(N,tt),n=n+Math.imul(D,rt)|0,i=(i=i+Math.imul(D,nt)|0)+Math.imul(R,rt)|0,a=a+Math.imul(R,nt)|0,n=n+Math.imul(P,at)|0,i=(i=i+Math.imul(P,ot)|0)+Math.imul(z,at)|0,a=a+Math.imul(z,ot)|0,n=n+Math.imul(C,lt)|0,i=(i=i+Math.imul(C,ct)|0)+Math.imul(L,lt)|0,a=a+Math.imul(L,ct)|0,n=n+Math.imul(M,ht)|0,i=(i=i+Math.imul(M,ft)|0)+Math.imul(S,ht)|0,a=a+Math.imul(S,ft)|0;var Ct=(c+(n=n+Math.imul(T,dt)|0)|0)+((8191&(i=(i=i+Math.imul(T,mt)|0)+Math.imul(k,dt)|0))<<13)|0;c=((a=a+Math.imul(k,mt)|0)+(i>>>13)|0)+(Ct>>>26)|0,Ct&=67108863,n=Math.imul(B,rt),i=(i=Math.imul(B,nt))+Math.imul(N,rt)|0,a=Math.imul(N,nt),n=n+Math.imul(D,at)|0,i=(i=i+Math.imul(D,ot)|0)+Math.imul(R,at)|0,a=a+Math.imul(R,ot)|0,n=n+Math.imul(P,lt)|0,i=(i=i+Math.imul(P,ct)|0)+Math.imul(z,lt)|0,a=a+Math.imul(z,ct)|0,n=n+Math.imul(C,ht)|0,i=(i=i+Math.imul(C,ft)|0)+Math.imul(L,ht)|0,a=a+Math.imul(L,ft)|0;var Lt=(c+(n=n+Math.imul(M,dt)|0)|0)+((8191&(i=(i=i+Math.imul(M,mt)|0)+Math.imul(S,dt)|0))<<13)|0;c=((a=a+Math.imul(S,mt)|0)+(i>>>13)|0)+(Lt>>>26)|0,Lt&=67108863,n=Math.imul(B,at),i=(i=Math.imul(B,ot))+Math.imul(N,at)|0,a=Math.imul(N,ot),n=n+Math.imul(D,lt)|0,i=(i=i+Math.imul(D,ct)|0)+Math.imul(R,lt)|0,a=a+Math.imul(R,ct)|0,n=n+Math.imul(P,ht)|0,i=(i=i+Math.imul(P,ft)|0)+Math.imul(z,ht)|0,a=a+Math.imul(z,ft)|0;var It=(c+(n=n+Math.imul(C,dt)|0)|0)+((8191&(i=(i=i+Math.imul(C,mt)|0)+Math.imul(L,dt)|0))<<13)|0;c=((a=a+Math.imul(L,mt)|0)+(i>>>13)|0)+(It>>>26)|0,It&=67108863,n=Math.imul(B,lt),i=(i=Math.imul(B,ct))+Math.imul(N,lt)|0,a=Math.imul(N,ct),n=n+Math.imul(D,ht)|0,i=(i=i+Math.imul(D,ft)|0)+Math.imul(R,ht)|0,a=a+Math.imul(R,ft)|0;var Pt=(c+(n=n+Math.imul(P,dt)|0)|0)+((8191&(i=(i=i+Math.imul(P,mt)|0)+Math.imul(z,dt)|0))<<13)|0;c=((a=a+Math.imul(z,mt)|0)+(i>>>13)|0)+(Pt>>>26)|0,Pt&=67108863,n=Math.imul(B,ht),i=(i=Math.imul(B,ft))+Math.imul(N,ht)|0,a=Math.imul(N,ft);var zt=(c+(n=n+Math.imul(D,dt)|0)|0)+((8191&(i=(i=i+Math.imul(D,mt)|0)+Math.imul(R,dt)|0))<<13)|0;c=((a=a+Math.imul(R,mt)|0)+(i>>>13)|0)+(zt>>>26)|0,zt&=67108863;var Ot=(c+(n=Math.imul(B,dt))|0)+((8191&(i=(i=Math.imul(B,mt))+Math.imul(N,dt)|0))<<13)|0;return c=((a=Math.imul(N,mt))+(i>>>13)|0)+(Ot>>>26)|0,Ot&=67108863,l[0]=gt,l[1]=yt,l[2]=vt,l[3]=xt,l[4]=_t,l[5]=bt,l[6]=wt,l[7]=Tt,l[8]=kt,l[9]=At,l[10]=Mt,l[11]=St,l[12]=Et,l[13]=Ct,l[14]=Lt,l[15]=It,l[16]=Pt,l[17]=zt,l[18]=Ot,0!==c&&(l[19]=c,r.length++),r};function m(t,e,r){return(new g).mulp(t,e,r)}function g(t,e){this.x=t,this.y=e}Math.imul||(d=p),a.prototype.mulTo=function(t,e){var r,n=this.length+t.length;return r=10===this.length&&10===t.length?d(this,t,e):n<63?p(this,t,e):n<1024?function(t,e,r){r.negative=e.negative^t.negative,r.length=t.length+e.length;for(var n=0,i=0,a=0;a<r.length-1;a++){var o=i;i=0;for(var s=67108863&n,l=Math.min(a,e.length-1),c=Math.max(0,a-t.length+1);c<=l;c++){var u=a-c,h=(0|t.words[u])*(0|e.words[c]),f=67108863&h;s=67108863&(f=f+s|0),i+=(o=(o=o+(h/67108864|0)|0)+(f>>>26)|0)>>>26,o&=67108863}r.words[a]=s,n=o,o=i}return 0!==n?r.words[a]=n:r.length--,r.strip()}(this,t,e):m(this,t,e),r},g.prototype.makeRBT=function(t){for(var e=new Array(t),r=a.prototype._countBits(t)-1,n=0;n<t;n++)e[n]=this.revBin(n,r,t);return e},g.prototype.revBin=function(t,e,r){if(0===t||t===r-1)return t;for(var n=0,i=0;i<e;i++)n|=(1&t)<<e-i-1,t>>=1;return n},g.prototype.permute=function(t,e,r,n,i,a){for(var o=0;o<a;o++)n[o]=e[t[o]],i[o]=r[t[o]]},g.prototype.transform=function(t,e,r,n,i,a){this.permute(a,t,e,r,n,i);for(var o=1;o<i;o<<=1)for(var s=o<<1,l=Math.cos(2*Math.PI/s),c=Math.sin(2*Math.PI/s),u=0;u<i;u+=s)for(var h=l,f=c,p=0;p<o;p++){var d=r[u+p],m=n[u+p],g=r[u+p+o],y=n[u+p+o],v=h*g-f*y;y=h*y+f*g,g=v,r[u+p]=d+g,n[u+p]=m+y,r[u+p+o]=d-g,n[u+p+o]=m-y,p!==s&&(v=l*h-c*f,f=l*f+c*h,h=v)}},g.prototype.guessLen13b=function(t,e){var r=1|Math.max(e,t),n=1&r,i=0;for(r=r/2|0;r;r>>>=1)i++;return 1<<i+1+n},g.prototype.conjugate=function(t,e,r){if(!(r<=1))for(var n=0;n<r/2;n++){var i=t[n];t[n]=t[r-n-1],t[r-n-1]=i,i=e[n],e[n]=-e[r-n-1],e[r-n-1]=-i}},g.prototype.normalize13b=function(t,e){for(var r=0,n=0;n<e/2;n++){var i=8192*Math.round(t[2*n+1]/e)+Math.round(t[2*n]/e)+r;t[n]=67108863&i,r=i<67108864?0:i/67108864|0}return t},g.prototype.convert13b=function(t,e,r,i){for(var a=0,o=0;o<e;o++)a+=0|t[o],r[2*o]=8191&a,a>>>=13,r[2*o+1]=8191&a,a>>>=13;for(o=2*e;o<i;++o)r[o]=0;n(0===a),n(0==(-8192&a))},g.prototype.stub=function(t){for(var e=new Array(t),r=0;r<t;r++)e[r]=0;return e},g.prototype.mulp=function(t,e,r){var n=2*this.guessLen13b(t.length,e.length),i=this.makeRBT(n),a=this.stub(n),o=new Array(n),s=new Array(n),l=new Array(n),c=new Array(n),u=new Array(n),h=new Array(n),f=r.words;f.length=n,this.convert13b(t.words,t.length,o,n),this.convert13b(e.words,e.length,c,n),this.transform(o,a,s,l,n,i),this.transform(c,a,u,h,n,i);for(var p=0;p<n;p++){var d=s[p]*u[p]-l[p]*h[p];l[p]=s[p]*h[p]+l[p]*u[p],s[p]=d}return this.conjugate(s,l,n),this.transform(s,l,f,a,n,i),this.conjugate(f,a,n),this.normalize13b(f,n),r.negative=t.negative^e.negative,r.length=t.length+e.length,r.strip()},a.prototype.mul=function(t){var e=new a(null);return e.words=new Array(this.length+t.length),this.mulTo(t,e)},a.prototype.mulf=function(t){var e=new a(null);return e.words=new Array(this.length+t.length),m(this,t,e)},a.prototype.imul=function(t){return this.clone().mulTo(t,this)},a.prototype.imuln=function(t){n(\"number\"==typeof t),n(t<67108864);for(var e=0,r=0;r<this.length;r++){var i=(0|this.words[r])*t,a=(67108863&i)+(67108863&e);e>>=26,e+=i/67108864|0,e+=a>>>26,this.words[r]=67108863&a}return 0!==e&&(this.words[r]=e,this.length++),this},a.prototype.muln=function(t){return this.clone().imuln(t)},a.prototype.sqr=function(){return this.mul(this)},a.prototype.isqr=function(){return this.imul(this.clone())},a.prototype.pow=function(t){var e=function(t){for(var e=new Array(t.bitLength()),r=0;r<e.length;r++){var n=r/26|0,i=r%26;e[r]=(t.words[n]&1<<i)>>>i}return e}(t);if(0===e.length)return new a(1);for(var r=this,n=0;n<e.length&&0===e[n];n++,r=r.sqr());if(++n<e.length)for(var i=r.sqr();n<e.length;n++,i=i.sqr())0!==e[n]&&(r=r.mul(i));return r},a.prototype.iushln=function(t){n(\"number\"==typeof t&&t>=0);var e,r=t%26,i=(t-r)/26,a=67108863>>>26-r<<26-r;if(0!==r){var o=0;for(e=0;e<this.length;e++){var s=this.words[e]&a,l=(0|this.words[e])-s<<r;this.words[e]=l|o,o=s>>>26-r}o&&(this.words[e]=o,this.length++)}if(0!==i){for(e=this.length-1;e>=0;e--)this.words[e+i]=this.words[e];for(e=0;e<i;e++)this.words[e]=0;this.length+=i}return this.strip()},a.prototype.ishln=function(t){return n(0===this.negative),this.iushln(t)},a.prototype.iushrn=function(t,e,r){var i;n(\"number\"==typeof t&&t>=0),i=e?(e-e%26)/26:0;var a=t%26,o=Math.min((t-a)/26,this.length),s=67108863^67108863>>>a<<a,l=r;if(i-=o,i=Math.max(0,i),l){for(var c=0;c<o;c++)l.words[c]=this.words[c];l.length=o}if(0===o);else if(this.length>o)for(this.length-=o,c=0;c<this.length;c++)this.words[c]=this.words[c+o];else this.words[0]=0,this.length=1;var u=0;for(c=this.length-1;c>=0&&(0!==u||c>=i);c--){var h=0|this.words[c];this.words[c]=u<<26-a|h>>>a,u=h&s}return l&&0!==u&&(l.words[l.length++]=u),0===this.length&&(this.words[0]=0,this.length=1),this.strip()},a.prototype.ishrn=function(t,e,r){return n(0===this.negative),this.iushrn(t,e,r)},a.prototype.shln=function(t){return this.clone().ishln(t)},a.prototype.ushln=function(t){return this.clone().iushln(t)},a.prototype.shrn=function(t){return this.clone().ishrn(t)},a.prototype.ushrn=function(t){return this.clone().iushrn(t)},a.prototype.testn=function(t){n(\"number\"==typeof t&&t>=0);var e=t%26,r=(t-e)/26,i=1<<e;return!(this.length<=r||!(this.words[r]&i))},a.prototype.imaskn=function(t){n(\"number\"==typeof t&&t>=0);var e=t%26,r=(t-e)/26;if(n(0===this.negative,\"imaskn works only with positive numbers\"),this.length<=r)return this;if(0!==e&&r++,this.length=Math.min(r,this.length),0!==e){var i=67108863^67108863>>>e<<e;this.words[this.length-1]&=i}return this.strip()},a.prototype.maskn=function(t){return this.clone().imaskn(t)},a.prototype.iaddn=function(t){return n(\"number\"==typeof t),n(t<67108864),t<0?this.isubn(-t):0!==this.negative?1===this.length&&(0|this.words[0])<t?(this.words[0]=t-(0|this.words[0]),this.negative=0,this):(this.negative=0,this.isubn(t),this.negative=1,this):this._iaddn(t)},a.prototype._iaddn=function(t){this.words[0]+=t;for(var e=0;e<this.length&&this.words[e]>=67108864;e++)this.words[e]-=67108864,e===this.length-1?this.words[e+1]=1:this.words[e+1]++;return this.length=Math.max(this.length,e+1),this},a.prototype.isubn=function(t){if(n(\"number\"==typeof t),n(t<67108864),t<0)return this.iaddn(-t);if(0!==this.negative)return this.negative=0,this.iaddn(t),this.negative=1,this;if(this.words[0]-=t,1===this.length&&this.words[0]<0)this.words[0]=-this.words[0],this.negative=1;else for(var e=0;e<this.length&&this.words[e]<0;e++)this.words[e]+=67108864,this.words[e+1]-=1;return this.strip()},a.prototype.addn=function(t){return this.clone().iaddn(t)},a.prototype.subn=function(t){return this.clone().isubn(t)},a.prototype.iabs=function(){return this.negative=0,this},a.prototype.abs=function(){return this.clone().iabs()},a.prototype._ishlnsubmul=function(t,e,r){var i,a,o=t.length+r;this._expand(o);var s=0;for(i=0;i<t.length;i++){a=(0|this.words[i+r])+s;var l=(0|t.words[i])*e;s=((a-=67108863&l)>>26)-(l/67108864|0),this.words[i+r]=67108863&a}for(;i<this.length-r;i++)s=(a=(0|this.words[i+r])+s)>>26,this.words[i+r]=67108863&a;if(0===s)return this.strip();for(n(-1===s),s=0,i=0;i<this.length;i++)s=(a=-(0|this.words[i])+s)>>26,this.words[i]=67108863&a;return this.negative=1,this.strip()},a.prototype._wordDiv=function(t,e){var r=(this.length,t.length),n=this.clone(),i=t,o=0|i.words[i.length-1];0!=(r=26-this._countBits(o))&&(i=i.ushln(r),n.iushln(r),o=0|i.words[i.length-1]);var s,l=n.length-i.length;if(\"mod\"!==e){(s=new a(null)).length=l+1,s.words=new Array(s.length);for(var c=0;c<s.length;c++)s.words[c]=0}var u=n.clone()._ishlnsubmul(i,1,l);0===u.negative&&(n=u,s&&(s.words[l]=1));for(var h=l-1;h>=0;h--){var f=67108864*(0|n.words[i.length+h])+(0|n.words[i.length+h-1]);for(f=Math.min(f/o|0,67108863),n._ishlnsubmul(i,f,h);0!==n.negative;)f--,n.negative=0,n._ishlnsubmul(i,1,h),n.isZero()||(n.negative^=1);s&&(s.words[h]=f)}return s&&s.strip(),n.strip(),\"div\"!==e&&0!==r&&n.iushrn(r),{div:s||null,mod:n}},a.prototype.divmod=function(t,e,r){return n(!t.isZero()),this.isZero()?{div:new a(0),mod:new a(0)}:0!==this.negative&&0===t.negative?(s=this.neg().divmod(t,e),\"mod\"!==e&&(i=s.div.neg()),\"div\"!==e&&(o=s.mod.neg(),r&&0!==o.negative&&o.iadd(t)),{div:i,mod:o}):0===this.negative&&0!==t.negative?(s=this.divmod(t.neg(),e),\"mod\"!==e&&(i=s.div.neg()),{div:i,mod:s.mod}):0!=(this.negative&t.negative)?(s=this.neg().divmod(t.neg(),e),\"div\"!==e&&(o=s.mod.neg(),r&&0!==o.negative&&o.isub(t)),{div:s.div,mod:o}):t.length>this.length||this.cmp(t)<0?{div:new a(0),mod:this}:1===t.length?\"div\"===e?{div:this.divn(t.words[0]),mod:null}:\"mod\"===e?{div:null,mod:new a(this.modn(t.words[0]))}:{div:this.divn(t.words[0]),mod:new a(this.modn(t.words[0]))}:this._wordDiv(t,e);var i,o,s},a.prototype.div=function(t){return this.divmod(t,\"div\",!1).div},a.prototype.mod=function(t){return this.divmod(t,\"mod\",!1).mod},a.prototype.umod=function(t){return this.divmod(t,\"mod\",!0).mod},a.prototype.divRound=function(t){var e=this.divmod(t);if(e.mod.isZero())return e.div;var r=0!==e.div.negative?e.mod.isub(t):e.mod,n=t.ushrn(1),i=t.andln(1),a=r.cmp(n);return a<0||1===i&&0===a?e.div:0!==e.div.negative?e.div.isubn(1):e.div.iaddn(1)},a.prototype.modn=function(t){n(t<=67108863);for(var e=(1<<26)%t,r=0,i=this.length-1;i>=0;i--)r=(e*r+(0|this.words[i]))%t;return r},a.prototype.idivn=function(t){n(t<=67108863);for(var e=0,r=this.length-1;r>=0;r--){var i=(0|this.words[r])+67108864*e;this.words[r]=i/t|0,e=i%t}return this.strip()},a.prototype.divn=function(t){return this.clone().idivn(t)},a.prototype.egcd=function(t){n(0===t.negative),n(!t.isZero());var e=this,r=t.clone();e=0!==e.negative?e.umod(t):e.clone();for(var i=new a(1),o=new a(0),s=new a(0),l=new a(1),c=0;e.isEven()&&r.isEven();)e.iushrn(1),r.iushrn(1),++c;for(var u=r.clone(),h=e.clone();!e.isZero();){for(var f=0,p=1;0==(e.words[0]&p)&&f<26;++f,p<<=1);if(f>0)for(e.iushrn(f);f-- >0;)(i.isOdd()||o.isOdd())&&(i.iadd(u),o.isub(h)),i.iushrn(1),o.iushrn(1);for(var d=0,m=1;0==(r.words[0]&m)&&d<26;++d,m<<=1);if(d>0)for(r.iushrn(d);d-- >0;)(s.isOdd()||l.isOdd())&&(s.iadd(u),l.isub(h)),s.iushrn(1),l.iushrn(1);e.cmp(r)>=0?(e.isub(r),i.isub(s),o.isub(l)):(r.isub(e),s.isub(i),l.isub(o))}return{a:s,b:l,gcd:r.iushln(c)}},a.prototype._invmp=function(t){n(0===t.negative),n(!t.isZero());var e=this,r=t.clone();e=0!==e.negative?e.umod(t):e.clone();for(var i,o=new a(1),s=new a(0),l=r.clone();e.cmpn(1)>0&&r.cmpn(1)>0;){for(var c=0,u=1;0==(e.words[0]&u)&&c<26;++c,u<<=1);if(c>0)for(e.iushrn(c);c-- >0;)o.isOdd()&&o.iadd(l),o.iushrn(1);for(var h=0,f=1;0==(r.words[0]&f)&&h<26;++h,f<<=1);if(h>0)for(r.iushrn(h);h-- >0;)s.isOdd()&&s.iadd(l),s.iushrn(1);e.cmp(r)>=0?(e.isub(r),o.isub(s)):(r.isub(e),s.isub(o))}return(i=0===e.cmpn(1)?o:s).cmpn(0)<0&&i.iadd(t),i},a.prototype.gcd=function(t){if(this.isZero())return t.abs();if(t.isZero())return this.abs();var e=this.clone(),r=t.clone();e.negative=0,r.negative=0;for(var n=0;e.isEven()&&r.isEven();n++)e.iushrn(1),r.iushrn(1);for(;;){for(;e.isEven();)e.iushrn(1);for(;r.isEven();)r.iushrn(1);var i=e.cmp(r);if(i<0){var a=e;e=r,r=a}else if(0===i||0===r.cmpn(1))break;e.isub(r)}return r.iushln(n)},a.prototype.invm=function(t){return this.egcd(t).a.umod(t)},a.prototype.isEven=function(){return 0==(1&this.words[0])},a.prototype.isOdd=function(){return 1==(1&this.words[0])},a.prototype.andln=function(t){return this.words[0]&t},a.prototype.bincn=function(t){n(\"number\"==typeof t);var e=t%26,r=(t-e)/26,i=1<<e;if(this.length<=r)return this._expand(r+1),this.words[r]|=i,this;for(var a=i,o=r;0!==a&&o<this.length;o++){var s=0|this.words[o];a=(s+=a)>>>26,s&=67108863,this.words[o]=s}return 0!==a&&(this.words[o]=a,this.length++),this},a.prototype.isZero=function(){return 1===this.length&&0===this.words[0]},a.prototype.cmpn=function(t){var e,r=t<0;if(0!==this.negative&&!r)return-1;if(0===this.negative&&r)return 1;if(this.strip(),this.length>1)e=1;else{r&&(t=-t),n(t<=67108863,\"Number is too big\");var i=0|this.words[0];e=i===t?0:i<t?-1:1}return 0!==this.negative?0|-e:e},a.prototype.cmp=function(t){if(0!==this.negative&&0===t.negative)return-1;if(0===this.negative&&0!==t.negative)return 1;var e=this.ucmp(t);return 0!==this.negative?0|-e:e},a.prototype.ucmp=function(t){if(this.length>t.length)return 1;if(this.length<t.length)return-1;for(var e=0,r=this.length-1;r>=0;r--){var n=0|this.words[r],i=0|t.words[r];if(n!==i){n<i?e=-1:n>i&&(e=1);break}}return e},a.prototype.gtn=function(t){return 1===this.cmpn(t)},a.prototype.gt=function(t){return 1===this.cmp(t)},a.prototype.gten=function(t){return this.cmpn(t)>=0},a.prototype.gte=function(t){return this.cmp(t)>=0},a.prototype.ltn=function(t){return-1===this.cmpn(t)},a.prototype.lt=function(t){return-1===this.cmp(t)},a.prototype.lten=function(t){return this.cmpn(t)<=0},a.prototype.lte=function(t){return this.cmp(t)<=0},a.prototype.eqn=function(t){return 0===this.cmpn(t)},a.prototype.eq=function(t){return 0===this.cmp(t)},a.red=function(t){return new T(t)},a.prototype.toRed=function(t){return n(!this.red,\"Already a number in reduction context\"),n(0===this.negative,\"red works only with positives\"),t.convertTo(this)._forceRed(t)},a.prototype.fromRed=function(){return n(this.red,\"fromRed works only with numbers in reduction context\"),this.red.convertFrom(this)},a.prototype._forceRed=function(t){return this.red=t,this},a.prototype.forceRed=function(t){return n(!this.red,\"Already a number in reduction context\"),this._forceRed(t)},a.prototype.redAdd=function(t){return n(this.red,\"redAdd works only with red numbers\"),this.red.add(this,t)},a.prototype.redIAdd=function(t){return n(this.red,\"redIAdd works only with red numbers\"),this.red.iadd(this,t)},a.prototype.redSub=function(t){return n(this.red,\"redSub works only with red numbers\"),this.red.sub(this,t)},a.prototype.redISub=function(t){return n(this.red,\"redISub works only with red numbers\"),this.red.isub(this,t)},a.prototype.redShl=function(t){return n(this.red,\"redShl works only with red numbers\"),this.red.shl(this,t)},a.prototype.redMul=function(t){return n(this.red,\"redMul works only with red numbers\"),this.red._verify2(this,t),this.red.mul(this,t)},a.prototype.redIMul=function(t){return n(this.red,\"redMul works only with red numbers\"),this.red._verify2(this,t),this.red.imul(this,t)},a.prototype.redSqr=function(){return n(this.red,\"redSqr works only with red numbers\"),this.red._verify1(this),this.red.sqr(this)},a.prototype.redISqr=function(){return n(this.red,\"redISqr works only with red numbers\"),this.red._verify1(this),this.red.isqr(this)},a.prototype.redSqrt=function(){return n(this.red,\"redSqrt works only with red numbers\"),this.red._verify1(this),this.red.sqrt(this)},a.prototype.redInvm=function(){return n(this.red,\"redInvm works only with red numbers\"),this.red._verify1(this),this.red.invm(this)},a.prototype.redNeg=function(){return n(this.red,\"redNeg works only with red numbers\"),this.red._verify1(this),this.red.neg(this)},a.prototype.redPow=function(t){return n(this.red&&!t.red,\"redPow(normalNum)\"),this.red._verify1(this),this.red.pow(this,t)};var y={k256:null,p224:null,p192:null,p25519:null};function v(t,e){this.name=t,this.p=new a(e,16),this.n=this.p.bitLength(),this.k=new a(1).iushln(this.n).isub(this.p),this.tmp=this._tmp()}function x(){v.call(this,\"k256\",\"ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff fffffffe fffffc2f\")}function _(){v.call(this,\"p224\",\"ffffffff ffffffff ffffffff ffffffff 00000000 00000000 00000001\")}function b(){v.call(this,\"p192\",\"ffffffff ffffffff ffffffff fffffffe ffffffff ffffffff\")}function w(){v.call(this,\"25519\",\"7fffffffffffffff ffffffffffffffff ffffffffffffffff ffffffffffffffed\")}function T(t){if(\"string\"==typeof t){var e=a._prime(t);this.m=e.p,this.prime=e}else n(t.gtn(1),\"modulus must be greater than 1\"),this.m=t,this.prime=null}function k(t){T.call(this,t),this.shift=this.m.bitLength(),this.shift%26!=0&&(this.shift+=26-this.shift%26),this.r=new a(1).iushln(this.shift),this.r2=this.imod(this.r.sqr()),this.rinv=this.r._invmp(this.m),this.minv=this.rinv.mul(this.r).isubn(1).div(this.m),this.minv=this.minv.umod(this.r),this.minv=this.r.sub(this.minv)}v.prototype._tmp=function(){var t=new a(null);return t.words=new Array(Math.ceil(this.n/13)),t},v.prototype.ireduce=function(t){var e,r=t;do{this.split(r,this.tmp),e=(r=(r=this.imulK(r)).iadd(this.tmp)).bitLength()}while(e>this.n);var n=e<this.n?-1:r.ucmp(this.p);return 0===n?(r.words[0]=0,r.length=1):n>0?r.isub(this.p):void 0!==r.strip?r.strip():r._strip(),r},v.prototype.split=function(t,e){t.iushrn(this.n,0,e)},v.prototype.imulK=function(t){return t.imul(this.k)},i(x,v),x.prototype.split=function(t,e){for(var r=4194303,n=Math.min(t.length,9),i=0;i<n;i++)e.words[i]=t.words[i];if(e.length=n,t.length<=9)return t.words[0]=0,void(t.length=1);var a=t.words[9];for(e.words[e.length++]=a&r,i=10;i<t.length;i++){var o=0|t.words[i];t.words[i-10]=(o&r)<<4|a>>>22,a=o}a>>>=22,t.words[i-10]=a,0===a&&t.length>10?t.length-=10:t.length-=9},x.prototype.imulK=function(t){t.words[t.length]=0,t.words[t.length+1]=0,t.length+=2;for(var e=0,r=0;r<t.length;r++){var n=0|t.words[r];e+=977*n,t.words[r]=67108863&e,e=64*n+(e/67108864|0)}return 0===t.words[t.length-1]&&(t.length--,0===t.words[t.length-1]&&t.length--),t},i(_,v),i(b,v),i(w,v),w.prototype.imulK=function(t){for(var e=0,r=0;r<t.length;r++){var n=19*(0|t.words[r])+e,i=67108863&n;n>>>=26,t.words[r]=i,e=n}return 0!==e&&(t.words[t.length++]=e),t},a._prime=function(t){if(y[t])return y[t];var e;if(\"k256\"===t)e=new x;else if(\"p224\"===t)e=new _;else if(\"p192\"===t)e=new b;else{if(\"p25519\"!==t)throw new Error(\"Unknown prime \"+t);e=new w}return y[t]=e,e},T.prototype._verify1=function(t){n(0===t.negative,\"red works only with positives\"),n(t.red,\"red works only with red numbers\")},T.prototype._verify2=function(t,e){n(0==(t.negative|e.negative),\"red works only with positives\"),n(t.red&&t.red===e.red,\"red works only with red numbers\")},T.prototype.imod=function(t){return this.prime?this.prime.ireduce(t)._forceRed(this):t.umod(this.m)._forceRed(this)},T.prototype.neg=function(t){return t.isZero()?t.clone():this.m.sub(t)._forceRed(this)},T.prototype.add=function(t,e){this._verify2(t,e);var r=t.add(e);return r.cmp(this.m)>=0&&r.isub(this.m),r._forceRed(this)},T.prototype.iadd=function(t,e){this._verify2(t,e);var r=t.iadd(e);return r.cmp(this.m)>=0&&r.isub(this.m),r},T.prototype.sub=function(t,e){this._verify2(t,e);var r=t.sub(e);return r.cmpn(0)<0&&r.iadd(this.m),r._forceRed(this)},T.prototype.isub=function(t,e){this._verify2(t,e);var r=t.isub(e);return r.cmpn(0)<0&&r.iadd(this.m),r},T.prototype.shl=function(t,e){return this._verify1(t),this.imod(t.ushln(e))},T.prototype.imul=function(t,e){return this._verify2(t,e),this.imod(t.imul(e))},T.prototype.mul=function(t,e){return this._verify2(t,e),this.imod(t.mul(e))},T.prototype.isqr=function(t){return this.imul(t,t.clone())},T.prototype.sqr=function(t){return this.mul(t,t)},T.prototype.sqrt=function(t){if(t.isZero())return t.clone();var e=this.m.andln(3);if(n(e%2==1),3===e){var r=this.m.add(new a(1)).iushrn(2);return this.pow(t,r)}for(var i=this.m.subn(1),o=0;!i.isZero()&&0===i.andln(1);)o++,i.iushrn(1);n(!i.isZero());var s=new a(1).toRed(this),l=s.redNeg(),c=this.m.subn(1).iushrn(1),u=this.m.bitLength();for(u=new a(2*u*u).toRed(this);0!==this.pow(u,c).cmp(l);)u.redIAdd(l);for(var h=this.pow(u,i),f=this.pow(t,i.addn(1).iushrn(1)),p=this.pow(t,i),d=o;0!==p.cmp(s);){for(var m=p,g=0;0!==m.cmp(s);g++)m=m.redSqr();n(g<d);var y=this.pow(h,new a(1).iushln(d-g-1));f=f.redMul(y),h=y.redSqr(),p=p.redMul(h),d=g}return f},T.prototype.invm=function(t){var e=t._invmp(this.m);return 0!==e.negative?(e.negative=0,this.imod(e).redNeg()):this.imod(e)},T.prototype.pow=function(t,e){if(e.isZero())return new a(1).toRed(this);if(0===e.cmpn(1))return t.clone();var r=new Array(16);r[0]=new a(1).toRed(this),r[1]=t;for(var n=2;n<r.length;n++)r[n]=this.mul(r[n-1],t);var i=r[0],o=0,s=0,l=e.bitLength()%26;for(0===l&&(l=26),n=e.length-1;n>=0;n--){for(var c=e.words[n],u=l-1;u>=0;u--){var h=c>>u&1;i!==r[0]&&(i=this.sqr(i)),0!==h||0!==o?(o<<=1,o|=h,(4==++s||0===n&&0===u)&&(i=this.mul(i,r[o]),s=0,o=0)):s=0}l=26}return i},T.prototype.convertTo=function(t){var e=t.umod(this.m);return e===t?e.clone():e},T.prototype.convertFrom=function(t){var e=t.clone();return e.red=null,e},a.mont=function(t){return new k(t)},i(k,T),k.prototype.convertTo=function(t){return this.imod(t.ushln(this.shift))},k.prototype.convertFrom=function(t){var e=this.imod(t.mul(this.rinv));return e.red=null,e},k.prototype.imul=function(t,e){if(t.isZero()||e.isZero())return t.words[0]=0,t.length=1,t;var r=t.imul(e),n=r.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m),i=r.isub(n).iushrn(this.shift),a=i;return i.cmp(this.m)>=0?a=i.isub(this.m):i.cmpn(0)<0&&(a=i.iadd(this.m)),a._forceRed(this)},k.prototype.mul=function(t,e){if(t.isZero()||e.isZero())return new a(0)._forceRed(this);var 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if(f.right===s){if(!(d=p.left)||0!==d._color){p._color=0,p.right=f.left,f._color=1,f.left=p,l[h-2]=f,l[h-1]=s,i(p),i(f),h>=3&&((m=l[h-3]).right===p?m.right=f:m.left=f);break}f._color=1,p.left=n(1,d),p._color=0,h-=1}else{var d;if(!(d=p.left)||0!==d._color){var m;f.left=s.right,p._color=0,p.right=s.left,s._color=1,s.right=f,s.left=p,l[h-2]=s,l[h-1]=f,i(p),i(f),i(s),h>=3&&((m=l[h-3]).right===p?m.right=s:m.left=s);break}f._color=1,p.left=n(1,d),p._color=0,h-=1}}return l[0]._color=1,new a(o,l[0])},o.forEach=function(t,e,r){if(this.root)switch(arguments.length){case 1:return s(t,this.root);case 2:return l(e,this._compare,t,this.root);case 3:if(this._compare(e,r)>=0)return;return c(e,r,this._compare,t,this.root)}},Object.defineProperty(o,\"begin\",{get:function(){for(var t=[],e=this.root;e;)t.push(e),e=e.left;return new u(this,t)}}),Object.defineProperty(o,\"end\",{get:function(){for(var t=[],e=this.root;e;)t.push(e),e=e.right;return new u(this,t)}}),o.at=function(t){if(t<0)return new u(this,[]);for(var e=this.root,r=[];;){if(r.push(e),e.left){if(t<e.left._count){e=e.left;continue}t-=e.left._count}if(!t)return new u(this,r);if(t-=1,!e.right)break;if(t>=e.right._count)break;e=e.right}return new u(this,[])},o.ge=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a<=0&&(i=n.length),r=a<=0?r.left:r.right}return n.length=i,new u(this,n)},o.gt=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a<0&&(i=n.length),r=a<0?r.left:r.right}return n.length=i,new u(this,n)},o.lt=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a>0&&(i=n.length),r=a<=0?r.left:r.right}return n.length=i,new u(this,n)},o.le=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a>=0&&(i=n.length),r=a<0?r.left:r.right}return n.length=i,new u(this,n)},o.find=function(t){for(var e=this._compare,r=this.root,n=[];r;){var i=e(t,r.key);if(n.push(r),0===i)return new 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e(s._color,s.key,s.value,s.left,o[l+1],s._count);if((s=o[o.length-1]).left&&s.right){var c=o.length;for(s=s.left;s.right;)o.push(s),s=s.right;var u=o[c-1];for(o.push(new e(s._color,u.key,u.value,s.left,s.right,s._count)),o[c-1].key=s.key,o[c-1].value=s.value,l=o.length-2;l>=c;--l)s=o[l],o[l]=new e(s._color,s.key,s.value,s.left,o[l+1],s._count);o[c-1].left=o[c]}if(0===(s=o[o.length-1])._color){var h=o[o.length-2];for(h.left===s?h.left=null:h.right===s&&(h.right=null),o.pop(),l=0;l<o.length;++l)o[l]._count--;return new a(this.tree._compare,o[0])}if(s.left||s.right){for(s.left?f(s,s.left):s.right&&f(s,s.right),s._color=1,l=0;l<o.length-1;++l)o[l]._count--;return new a(this.tree._compare,o[0])}if(1===o.length)return new a(this.tree._compare,null);for(l=0;l<o.length;++l)o[l]._count--;var p=o[o.length-2];return function(t){for(var e,a,o,s,l=t.length-1;l>=0;--l){if(e=t[l],0===l)return void(e._color=1);if((a=t[l-1]).left===e){if((o=a.right).right&&0===o.right._color)return s=(o=a.right=r(o)).right=r(o.right),a.right=o.left,o.left=a,o.right=s,o._color=a._color,e._color=1,a._color=1,s._color=1,i(a),i(o),l>1&&((c=t[l-2]).left===a?c.left=o:c.right=o),void(t[l-1]=o);if(o.left&&0===o.left._color)return s=(o=a.right=r(o)).left=r(o.left),a.right=s.left,o.left=s.right,s.left=a,s.right=o,s._color=a._color,a._color=1,o._color=1,e._color=1,i(a),i(o),i(s),l>1&&((c=t[l-2]).left===a?c.left=s:c.right=s),void(t[l-1]=s);if(1===o._color){if(0===a._color)return a._color=1,void(a.right=n(0,o));a.right=n(0,o);continue}o=r(o),a.right=o.left,o.left=a,o._color=a._color,a._color=0,i(a),i(o),l>1&&((c=t[l-2]).left===a?c.left=o:c.right=o),t[l-1]=o,t[l]=a,l+1<t.length?t[l+1]=e:t.push(e),l+=2}else{if((o=a.left).left&&0===o.left._color)return s=(o=a.left=r(o)).left=r(o.left),a.left=o.right,o.right=a,o.left=s,o._color=a._color,e._color=1,a._color=1,s._color=1,i(a),i(o),l>1&&((c=t[l-2]).right===a?c.right=o:c.left=o),void(t[l-1]=o);if(o.right&&0===o.right._color)return s=(o=a.left=r(o)).right=r(o.right),a.left=s.right,o.right=s.left,s.right=a,s.left=o,s._color=a._color,a._color=1,o._color=1,e._color=1,i(a),i(o),i(s),l>1&&((c=t[l-2]).right===a?c.right=s:c.left=s),void(t[l-1]=s);if(1===o._color){if(0===a._color)return a._color=1,void(a.left=n(0,o));a.left=n(0,o);continue}var c;o=r(o),a.left=o.right,o.right=a,o._color=a._color,a._color=0,i(a),i(o),l>1&&((c=t[l-2]).right===a?c.right=o:c.left=o),t[l-1]=o,t[l]=a,l+1<t.length?t[l+1]=e:t.push(e),l+=2}}}(o),p.left===s?p.left=null:p.right=null,new a(this.tree._compare,o[0])},Object.defineProperty(h,\"key\",{get:function(){if(this._stack.length>0)return this._stack[this._stack.length-1].key},enumerable:!0}),Object.defineProperty(h,\"value\",{get:function(){if(this._stack.length>0)return this._stack[this._stack.length-1].value},enumerable:!0}),Object.defineProperty(h,\"index\",{get:function(){var t=0,e=this._stack;if(0===e.length){var r=this.tree.root;return r?r._count:0}e[e.length-1].left&&(t=e[e.length-1].left._count);for(var n=e.length-2;n>=0;--n)e[n+1]===e[n].right&&(++t,e[n].left&&(t+=e[n].left._count));return t},enumerable:!0}),h.next=function(){var t=this._stack;if(0!==t.length){var e=t[t.length-1];if(e.right)for(e=e.right;e;)t.push(e),e=e.left;else for(t.pop();t.length>0&&t[t.length-1].right===e;)e=t[t.length-1],t.pop()}},Object.defineProperty(h,\"hasNext\",{get:function(){var t=this._stack;if(0===t.length)return!1;if(t[t.length-1].right)return!0;for(var e=t.length-1;e>0;--e)if(t[e-1].left===t[e])return!0;return!1}}),h.update=function(t){var r=this._stack;if(0===r.length)throw new Error(\"Can't update empty node!\");var n=new Array(r.length),i=r[r.length-1];n[n.length-1]=new e(i._color,i.key,t,i.left,i.right,i._count);for(var o=r.length-2;o>=0;--o)(i=r[o]).left===r[o+1]?n[o]=new e(i._color,i.key,i.value,n[o+1],i.right,i._count):n[o]=new e(i._color,i.key,i.value,i.left,n[o+1],i._count);return new a(this.tree._compare,n[0])},h.prev=function(){var t=this._stack;if(0!==t.length){var e=t[t.length-1];if(e.left)for(e=e.left;e;)t.push(e),e=e.right;else for(t.pop();t.length>0&&t[t.length-1].left===e;)e=t[t.length-1],t.pop()}},Object.defineProperty(h,\"hasPrev\",{get:function(){var t=this._stack;if(0===t.length)return!1;if(t[t.length-1].left)return!0;for(var e=t.length-1;e>0;--e)if(t[e-1].right===t[e])return!0;return!1}})},3837:function(t,e,r){\"use strict\";t.exports=function(t,e){var r=new p(t);return r.update(e),r};var n=r(4935),i=r(501),a=r(5304),o=r(6429),s=r(6444),l=new Float32Array([1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1]),c=ArrayBuffer,u=DataView;function h(t){return Array.isArray(t)||function(t){return c.isView(t)&&!(t instanceof u)}(t)}function f(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t}function p(t){this.gl=t,this.pixelRatio=1,this.bounds=[[-10,-10,-10],[10,10,10]],this.ticks=[[],[],[]],this.autoTicks=!0,this.tickSpacing=[1,1,1],this.tickEnable=[!0,!0,!0],this.tickFont=[\"sans-serif\",\"sans-serif\",\"sans-serif\"],this.tickFontStyle=[\"normal\",\"normal\",\"normal\"],this.tickFontWeight=[\"normal\",\"normal\",\"normal\"],this.tickFontVariant=[\"normal\",\"normal\",\"normal\"],this.tickSize=[12,12,12],this.tickAngle=[0,0,0],this.tickAlign=[\"auto\",\"auto\",\"auto\"],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickPad=[10,10,10],this.lastCubeProps={cubeEdges:[0,0,0],axis:[0,0,0]},this.labels=[\"x\",\"y\",\"z\"],this.labelEnable=[!0,!0,!0],this.labelFont=[\"sans-serif\",\"sans-serif\",\"sans-serif\"],this.labelFontStyle=[\"normal\",\"normal\",\"normal\"],this.labelFontWeight=[\"normal\",\"normal\",\"normal\"],this.labelFontVariant=[\"normal\",\"normal\",\"normal\"],this.labelSize=[20,20,20],this.labelAngle=[0,0,0],this.labelAlign=[\"auto\",\"auto\",\"auto\"],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labelPad=[10,10,10],this.lineEnable=[!0,!0,!0],this.lineMirror=[!1,!1,!1],this.lineWidth=[1,1,1],this.lineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.lineTickEnable=[!0,!0,!0],this.lineTickMirror=[!1,!1,!1],this.lineTickLength=[0,0,0],this.lineTickWidth=[1,1,1],this.lineTickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.gridEnable=[!0,!0,!0],this.gridWidth=[1,1,1],this.gridColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroEnable=[!0,!0,!0],this.zeroLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroLineWidth=[2,2,2],this.backgroundEnable=[!1,!1,!1],this.backgroundColor=[[.8,.8,.8,.5],[.8,.8,.8,.5],[.8,.8,.8,.5]],this._firstInit=!0,this._text=null,this._lines=null,this._background=a(t)}var d=p.prototype;function m(){this.primalOffset=[0,0,0],this.primalMinor=[0,0,0],this.mirrorOffset=[0,0,0],this.mirrorMinor=[0,0,0]}d.update=function(t){function e(e,r,n){if(n in t){var i,a=t[n],o=this[n];(e?h(a)&&h(a[0]):h(a))?this[n]=i=[r(a[0]),r(a[1]),r(a[2])]:this[n]=i=[r(a),r(a),r(a)];for(var s=0;s<3;++s)if(i[s]!==o[s])return!0}return!1}t=t||{};var r,a=e.bind(this,!1,Number),o=e.bind(this,!1,Boolean),l=e.bind(this,!1,String),c=e.bind(this,!0,(function(t){if(h(t)){if(3===t.length)return[+t[0],+t[1],+t[2],1];if(4===t.length)return[+t[0],+t[1],+t[2],+t[3]]}return[0,0,0,1]})),u=!1,f=!1;if(\"bounds\"in t)for(var p=t.bounds,d=0;d<2;++d)for(var m=0;m<3;++m)p[d][m]!==this.bounds[d][m]&&(f=!0),this.bounds[d][m]=p[d][m];if(\"ticks\"in t)for(r=t.ticks,u=!0,this.autoTicks=!1,d=0;d<3;++d)this.tickSpacing[d]=0;else a(\"tickSpacing\")&&(this.autoTicks=!0,f=!0);if(this._firstInit&&(\"ticks\"in t||\"tickSpacing\"in t||(this.autoTicks=!0),f=!0,u=!0,this._firstInit=!1),f&&this.autoTicks&&(r=s.create(this.bounds,this.tickSpacing),u=!0),u){for(d=0;d<3;++d)r[d].sort((function(t,e){return t.x-e.x}));s.equal(r,this.ticks)?u=!1:this.ticks=r}o(\"tickEnable\"),l(\"tickFont\")&&(u=!0),l(\"tickFontStyle\")&&(u=!0),l(\"tickFontWeight\")&&(u=!0),l(\"tickFontVariant\")&&(u=!0),a(\"tickSize\"),a(\"tickAngle\"),a(\"tickPad\"),c(\"tickColor\");var g=l(\"labels\");l(\"labelFont\")&&(g=!0),l(\"labelFontStyle\")&&(g=!0),l(\"labelFontWeight\")&&(g=!0),l(\"labelFontVariant\")&&(g=!0),o(\"labelEnable\"),a(\"labelSize\"),a(\"labelPad\"),c(\"labelColor\"),o(\"lineEnable\"),o(\"lineMirror\"),a(\"lineWidth\"),c(\"lineColor\"),o(\"lineTickEnable\"),o(\"lineTickMirror\"),a(\"lineTickLength\"),a(\"lineTickWidth\"),c(\"lineTickColor\"),o(\"gridEnable\"),a(\"gridWidth\"),c(\"gridColor\"),o(\"zeroEnable\"),c(\"zeroLineColor\"),a(\"zeroLineWidth\"),o(\"backgroundEnable\"),c(\"backgroundColor\");var y=[{family:this.labelFont[0],style:this.labelFontStyle[0],weight:this.labelFontWeight[0],variant:this.labelFontVariant[0]},{family:this.labelFont[1],style:this.labelFontStyle[1],weight:this.labelFontWeight[1],variant:this.labelFontVariant[1]},{family:this.labelFont[2],style:this.labelFontStyle[2],weight:this.labelFontWeight[2],variant:this.labelFontVariant[2]}],v=[{family:this.tickFont[0],style:this.tickFontStyle[0],weight:this.tickFontWeight[0],variant:this.tickFontVariant[0]},{family:this.tickFont[1],style:this.tickFontStyle[1],weight:this.tickFontWeight[1],variant:this.tickFontVariant[1]},{family:this.tickFont[2],style:this.tickFontStyle[2],weight:this.tickFontWeight[2],variant:this.tickFontVariant[2]}];this._text?this._text&&(g||u)&&this._text.update(this.bounds,this.labels,y,this.ticks,v):this._text=n(this.gl,this.bounds,this.labels,y,this.ticks,v),this._lines&&u&&(this._lines.dispose(),this._lines=null),this._lines||(this._lines=i(this.gl,this.bounds,this.ticks))};var g=[new m,new m,new m];function y(t,e,r,n,i){for(var a=t.primalOffset,o=t.primalMinor,s=t.mirrorOffset,l=t.mirrorMinor,c=n[e],u=0;u<3;++u)if(e!==u){var h=a,f=s,p=o,d=l;c&1<<u&&(h=s,f=a,p=l,d=o),h[u]=r[0][u],f[u]=r[1][u],i[u]>0?(p[u]=-1,d[u]=0):(p[u]=0,d[u]=1)}}var v=[0,0,0],x={model:l,view:l,projection:l,_ortho:!1};d.isOpaque=function(){return!0},d.isTransparent=function(){return!1},d.drawTransparent=function(t){};var _=[0,0,0],b=[0,0,0],w=[0,0,0];d.draw=function(t){t=t||x;for(var e=this.gl,r=t.model||l,n=t.view||l,i=t.projection||l,a=this.bounds,s=t._ortho||!1,c=o(r,n,i,a,s),u=c.cubeEdges,h=c.axis,p=n[12],d=n[13],m=n[14],T=n[15],k=(s?2:1)*this.pixelRatio*(i[3]*p+i[7]*d+i[11]*m+i[15]*T)/e.drawingBufferHeight,A=0;A<3;++A)this.lastCubeProps.cubeEdges[A]=u[A],this.lastCubeProps.axis[A]=h[A];var M=g;for(A=0;A<3;++A)y(g[A],A,this.bounds,u,h);e=this.gl;var S,E,C,L=v;for(A=0;A<3;++A)this.backgroundEnable[A]?L[A]=h[A]:L[A]=0;for(this._background.draw(r,n,i,a,L,this.backgroundColor),this._lines.bind(r,n,i,this),A=0;A<3;++A){var I=[0,0,0];h[A]>0?I[A]=a[1][A]:I[A]=a[0][A];for(var P=0;P<2;++P){var z=(A+1+P)%3,O=(A+1+(1^P))%3;this.gridEnable[z]&&this._lines.drawGrid(z,O,this.bounds,I,this.gridColor[z],this.gridWidth[z]*this.pixelRatio)}for(P=0;P<2;++P)z=(A+1+P)%3,O=(A+1+(1^P))%3,this.zeroEnable[O]&&Math.min(a[0][O],a[1][O])<=0&&Math.max(a[0][O],a[1][O])>=0&&this._lines.drawZero(z,O,this.bounds,I,this.zeroLineColor[O],this.zeroLineWidth[O]*this.pixelRatio)}for(A=0;A<3;++A){this.lineEnable[A]&&this._lines.drawAxisLine(A,this.bounds,M[A].primalOffset,this.lineColor[A],this.lineWidth[A]*this.pixelRatio),this.lineMirror[A]&&this._lines.drawAxisLine(A,this.bounds,M[A].mirrorOffset,this.lineColor[A],this.lineWidth[A]*this.pixelRatio);var D=f(_,M[A].primalMinor),R=f(b,M[A].mirrorMinor),F=this.lineTickLength;for(P=0;P<3;++P){var B=k/r[5*P];D[P]*=F[P]*B,R[P]*=F[P]*B}this.lineTickEnable[A]&&this._lines.drawAxisTicks(A,M[A].primalOffset,D,this.lineTickColor[A],this.lineTickWidth[A]*this.pixelRatio),this.lineTickMirror[A]&&this._lines.drawAxisTicks(A,M[A].mirrorOffset,R,this.lineTickColor[A],this.lineTickWidth[A]*this.pixelRatio)}function N(t){(C=[0,0,0])[t]=1}function j(t,e,r){var n=(t+1)%3,i=(t+2)%3,a=e[n],o=e[i],s=r[n],l=r[i];a>0&&l>0||a>0&&l<0||a<0&&l>0||a<0&&l<0?N(n):(o>0&&s>0||o>0&&s<0||o<0&&s>0||o<0&&s<0)&&N(i)}for(this._lines.unbind(),this._text.bind(r,n,i,this.pixelRatio),A=0;A<3;++A){var U=M[A].primalMinor,V=M[A].mirrorMinor,q=f(w,M[A].primalOffset);for(P=0;P<3;++P)this.lineTickEnable[A]&&(q[P]+=k*U[P]*Math.max(this.lineTickLength[P],0)/r[5*P]);var H=[0,0,0];if(H[A]=1,this.tickEnable[A]){for(-3600===this.tickAngle[A]?(this.tickAngle[A]=0,this.tickAlign[A]=\"auto\"):this.tickAlign[A]=-1,E=1,\"auto\"===(S=[this.tickAlign[A],.5,E])[0]?S[0]=0:S[0]=parseInt(\"\"+S[0]),C=[0,0,0],j(A,U,V),P=0;P<3;++P)q[P]+=k*U[P]*this.tickPad[P]/r[5*P];this._text.drawTicks(A,this.tickSize[A],this.tickAngle[A],q,this.tickColor[A],H,C,S)}if(this.labelEnable[A]){for(E=0,C=[0,0,0],this.labels[A].length>4&&(N(A),E=1),\"auto\"===(S=[this.labelAlign[A],.5,E])[0]?S[0]=0:S[0]=parseInt(\"\"+S[0]),P=0;P<3;++P)q[P]+=k*U[P]*this.labelPad[P]/r[5*P];q[A]+=.5*(a[0][A]+a[1][A]),this._text.drawLabel(A,this.labelSize[A],this.labelAngle[A],q,this.labelColor[A],[0,0,0],C,S)}}this._text.unbind()},d.dispose=function(){this._text.dispose(),this._lines.dispose(),this._background.dispose(),this._lines=null,this._text=null,this._background=null,this.gl=null}},5304:function(t,e,r){\"use strict\";t.exports=function(t){for(var e=[],r=[],s=0,l=0;l<3;++l)for(var c=(l+1)%3,u=(l+2)%3,h=[0,0,0],f=[0,0,0],p=-1;p<=1;p+=2){r.push(s,s+2,s+1,s+1,s+2,s+3),h[l]=p,f[l]=p;for(var d=-1;d<=1;d+=2){h[c]=d;for(var m=-1;m<=1;m+=2)h[u]=m,e.push(h[0],h[1],h[2],f[0],f[1],f[2]),s+=1}var g=c;c=u,u=g}var y=n(t,new Float32Array(e)),v=n(t,new Uint16Array(r),t.ELEMENT_ARRAY_BUFFER),x=i(t,[{buffer:y,type:t.FLOAT,size:3,offset:0,stride:24},{buffer:y,type:t.FLOAT,size:3,offset:12,stride:24}],v),_=a(t);return _.attributes.position.location=0,_.attributes.normal.location=1,new o(t,y,x,_)};var n=r(2762),i=r(8116),a=r(1879).bg;function o(t,e,r,n){this.gl=t,this.buffer=e,this.vao=r,this.shader=n}var s=o.prototype;s.draw=function(t,e,r,n,i,a){for(var o=!1,s=0;s<3;++s)o=o||i[s];if(o){var l=this.gl;l.enable(l.POLYGON_OFFSET_FILL),l.polygonOffset(1,2),this.shader.bind(),this.shader.uniforms={model:t,view:e,projection:r,bounds:n,enable:i,colors:a},this.vao.bind(),this.vao.draw(this.gl.TRIANGLES,36),this.vao.unbind(),l.disable(l.POLYGON_OFFSET_FILL)}},s.dispose=function(){this.vao.dispose(),this.buffer.dispose(),this.shader.dispose()}},6429:function(t,e,r){\"use strict\";t.exports=function(t,e,r,a,p){i(s,e,t),i(s,r,s);for(var v=0,x=0;x<2;++x){u[2]=a[x][2];for(var _=0;_<2;++_){u[1]=a[_][1];for(var b=0;b<2;++b)u[0]=a[b][0],f(l[v],u,s),v+=1}}var w=-1;for(x=0;x<8;++x){for(var T=l[x][3],k=0;k<3;++k)c[x][k]=l[x][k]/T;p&&(c[x][2]*=-1),T<0&&(w<0||c[x][2]<c[w][2])&&(w=x)}if(w<0){w=0;for(var A=0;A<3;++A){for(var M=(A+2)%3,S=(A+1)%3,E=-1,C=-1,L=0;L<2;++L){var I=(z=L<<A)+(L<<M)+(1-L<<S),P=z+(1-L<<M)+(L<<S);o(c[z],c[I],c[P],h)<0||(L?E=1:C=1)}if(E<0||C<0)C>E&&(w|=1<<A);else{for(L=0;L<2;++L){I=(z=L<<A)+(L<<M)+(1-L<<S),P=z+(1-L<<M)+(L<<S);var z,O=d([l[z],l[I],l[P],l[z+(1<<M)+(1<<S)]]);L?E=O:C=O}C>E&&(w|=1<<A)}}}var D=7^w,R=-1;for(x=0;x<8;++x)x!==w&&x!==D&&(R<0||c[R][1]>c[x][1])&&(R=x);var F=-1;for(x=0;x<3;++x)(N=R^1<<x)!==w&&N!==D&&(F<0&&(F=N),(S=c[N])[0]<c[F][0]&&(F=N));var B=-1;for(x=0;x<3;++x){var N;(N=R^1<<x)!==w&&N!==D&&N!==F&&(B<0&&(B=N),(S=c[N])[0]>c[B][0]&&(B=N))}var j=m;j[0]=j[1]=j[2]=0,j[n.log2(F^R)]=R&F,j[n.log2(R^B)]=R&B;var U=7^B;U===w||U===D?(U=7^F,j[n.log2(B^U)]=U&B):j[n.log2(F^U)]=U&F;var V=g,q=w;for(A=0;A<3;++A)V[A]=q&1<<A?-1:1;return y};var n=r(8828),i=r(6760),a=r(5202),o=r(3250),s=new Array(16),l=new Array(8),c=new Array(8),u=new Array(3),h=[0,0,0];function f(t,e,r){for(var n=0;n<4;++n){t[n]=r[12+n];for(var i=0;i<3;++i)t[n]+=e[i]*r[4*i+n]}}!function(){for(var t=0;t<8;++t)l[t]=[1,1,1,1],c[t]=[1,1,1]}();var p=[[0,0,1,0,0],[0,0,-1,1,0],[0,-1,0,1,0],[0,1,0,1,0],[-1,0,0,1,0],[1,0,0,1,0]];function d(t){for(var e=0;e<p.length;++e)if((t=a.positive(t,p[e])).length<3)return 0;var r=t[0],n=r[0]/r[3],i=r[1]/r[3],o=0;for(e=1;e+1<t.length;++e){var s=t[e],l=t[e+1],c=s[0]/s[3]-n,u=s[1]/s[3]-i,h=l[0]/l[3]-n,f=l[1]/l[3]-i;o+=Math.abs(c*f-u*h)}return o}var m=[1,1,1],g=[0,0,0],y={cubeEdges:m,axis:g}},501:function(t,e,r){\"use strict\";t.exports=function(t,e,r){var o=[],s=[0,0,0],l=[0,0,0],c=[0,0,0],u=[0,0,0];o.push(0,0,1,0,1,1,0,0,-1,0,0,-1,0,1,1,0,1,-1);for(var h=0;h<3;++h){for(var f=o.length/3|0,d=0;d<r[h].length;++d){var m=+r[h][d].x;o.push(m,0,1,m,1,1,m,0,-1,m,0,-1,m,1,1,m,1,-1)}var g=o.length/3|0;s[h]=f,l[h]=g-f,f=o.length/3|0;for(var y=0;y<r[h].length;++y)m=+r[h][y].x,o.push(m,0,1,m,1,1,m,0,-1,m,0,-1,m,1,1,m,1,-1);g=o.length/3|0,c[h]=f,u[h]=g-f}var v=n(t,new Float32Array(o)),x=i(t,[{buffer:v,type:t.FLOAT,size:3,stride:0,offset:0}]),_=a(t);return _.attributes.position.location=0,new p(t,v,x,_,l,s,u,c)};var n=r(2762),i=r(8116),a=r(1879).n,o=[0,0,0],s=[0,0,0],l=[0,0,0],c=[0,0,0],u=[1,1];function h(t){return t[0]=t[1]=t[2]=0,t}function f(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t}function p(t,e,r,n,i,a,o,s){this.gl=t,this.vertBuffer=e,this.vao=r,this.shader=n,this.tickCount=i,this.tickOffset=a,this.gridCount=o,this.gridOffset=s}var d=p.prototype;d.bind=function(t,e,r){this.shader.bind(),this.shader.uniforms.model=t,this.shader.uniforms.view=e,this.shader.uniforms.projection=r,u[0]=this.gl.drawingBufferWidth,u[1]=this.gl.drawingBufferHeight,this.shader.uniforms.screenShape=u,this.vao.bind()},d.unbind=function(){this.vao.unbind()},d.drawAxisLine=function(t,e,r,n,i){var a=h(s);this.shader.uniforms.majorAxis=s,a[t]=e[1][t]-e[0][t],this.shader.uniforms.minorAxis=a;var o,u=f(c,r);u[t]+=e[0][t],this.shader.uniforms.offset=u,this.shader.uniforms.lineWidth=i,this.shader.uniforms.color=n,(o=h(l))[(t+2)%3]=1,this.shader.uniforms.screenAxis=o,this.vao.draw(this.gl.TRIANGLES,6),(o=h(l))[(t+1)%3]=1,this.shader.uniforms.screenAxis=o,this.vao.draw(this.gl.TRIANGLES,6)},d.drawAxisTicks=function(t,e,r,n,i){if(this.tickCount[t]){var a=h(o);a[t]=1,this.shader.uniforms.majorAxis=a,this.shader.uniforms.offset=e,this.shader.uniforms.minorAxis=r,this.shader.uniforms.color=n,this.shader.uniforms.lineWidth=i;var s=h(l);s[t]=1,this.shader.uniforms.screenAxis=s,this.vao.draw(this.gl.TRIANGLES,this.tickCount[t],this.tickOffset[t])}},d.drawGrid=function(t,e,r,n,i,a){if(this.gridCount[t]){var u=h(s);u[e]=r[1][e]-r[0][e],this.shader.uniforms.minorAxis=u;var p=f(c,n);p[e]+=r[0][e],this.shader.uniforms.offset=p;var d=h(o);d[t]=1,this.shader.uniforms.majorAxis=d;var m=h(l);m[t]=1,this.shader.uniforms.screenAxis=m,this.shader.uniforms.lineWidth=a,this.shader.uniforms.color=i,this.vao.draw(this.gl.TRIANGLES,this.gridCount[t],this.gridOffset[t])}},d.drawZero=function(t,e,r,n,i,a){var o=h(s);this.shader.uniforms.majorAxis=o,o[t]=r[1][t]-r[0][t],this.shader.uniforms.minorAxis=o;var u=f(c,n);u[t]+=r[0][t],this.shader.uniforms.offset=u;var p=h(l);p[e]=1,this.shader.uniforms.screenAxis=p,this.shader.uniforms.lineWidth=a,this.shader.uniforms.color=i,this.vao.draw(this.gl.TRIANGLES,6)},d.dispose=function(){this.vao.dispose(),this.vertBuffer.dispose(),this.shader.dispose()}},1879:function(t,e,r){\"use strict\";var n=r(3236),i=r(9405),a=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 offset, majorAxis, minorAxis, screenAxis;\\nuniform float lineWidth;\\nuniform vec2 screenShape;\\n\\nvec3 project(vec3 p) {\\n  vec4 pp = projection * (view * (model * vec4(p, 1.0)));\\n  return pp.xyz / max(pp.w, 0.0001);\\n}\\n\\nvoid main() {\\n  vec3 major = position.x * majorAxis;\\n  vec3 minor = position.y * minorAxis;\\n\\n  vec3 vPosition = major + minor + offset;\\n  vec3 pPosition = project(vPosition);\\n  vec3 offset = project(vPosition + screenAxis * position.z);\\n\\n  vec2 screen = normalize((offset - pPosition).xy * screenShape) / screenShape;\\n\\n  gl_Position = vec4(pPosition + vec3(0.5 * screen * lineWidth, 0), 1.0);\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color;\\nvoid main() {\\n  gl_FragColor = color;\\n}\"]);e.n=function(t){return i(t,a,o,null,[{name:\"position\",type:\"vec3\"}])};var s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 offset, axis, alignDir, alignOpt;\\nuniform float scale, angle, pixelScale;\\nuniform vec2 resolution;\\n\\nvec3 project(vec3 p) {\\n  vec4 pp = projection * (view * (model * vec4(p, 1.0)));\\n  return pp.xyz / max(pp.w, 0.0001);\\n}\\n\\nfloat computeViewAngle(vec3 a, vec3 b) {\\n  vec3 A = project(a);\\n  vec3 B = project(b);\\n\\n  return atan(\\n    (B.y - A.y) * resolution.y,\\n    (B.x - A.x) * resolution.x\\n  );\\n}\\n\\nconst float PI = 3.141592;\\nconst float TWO_PI = 2.0 * PI;\\nconst float HALF_PI = 0.5 * PI;\\nconst float ONE_AND_HALF_PI = 1.5 * PI;\\n\\nint option = int(floor(alignOpt.x + 0.001));\\nfloat hv_ratio =       alignOpt.y;\\nbool enableAlign =    (alignOpt.z != 0.0);\\n\\nfloat mod_angle(float a) {\\n  return mod(a, PI);\\n}\\n\\nfloat positive_angle(float a) {\\n  return mod_angle((a < 0.0) ?\\n    a + TWO_PI :\\n    a\\n  );\\n}\\n\\nfloat look_upwards(float a) {\\n  float b = positive_angle(a);\\n  return ((b > HALF_PI) && (b <= ONE_AND_HALF_PI)) ?\\n    b - PI :\\n    b;\\n}\\n\\nfloat look_horizontal_or_vertical(float a, float ratio) {\\n  // ratio controls the ratio between being horizontal to (vertical + horizontal)\\n  // if ratio is set to 0.5 then it is 50%, 50%.\\n  // when using a higher ratio e.g. 0.75 the result would\\n  // likely be more horizontal than vertical.\\n\\n  float b = positive_angle(a);\\n\\n  return\\n    (b < (      ratio) * HALF_PI) ? 0.0 :\\n    (b < (2.0 - ratio) * HALF_PI) ? -HALF_PI :\\n    (b < (2.0 + ratio) * HALF_PI) ? 0.0 :\\n    (b < (4.0 - ratio) * HALF_PI) ? HALF_PI :\\n                                    0.0;\\n}\\n\\nfloat roundTo(float a, float b) {\\n  return float(b * floor((a + 0.5 * b) / b));\\n}\\n\\nfloat look_round_n_directions(float a, int n) {\\n  float b = positive_angle(a);\\n  float div = TWO_PI / float(n);\\n  float c = roundTo(b, div);\\n  return look_upwards(c);\\n}\\n\\nfloat applyAlignOption(float rawAngle, float delta) {\\n  return\\n    (option >  2) ? look_round_n_directions(rawAngle + delta, option) :       // option 3-n: round to n directions\\n    (option == 2) ? look_horizontal_or_vertical(rawAngle + delta, hv_ratio) : // horizontal or vertical\\n    (option == 1) ? rawAngle + delta :       // use free angle, and flip to align with one direction of the axis\\n    (option == 0) ? look_upwards(rawAngle) : // use free angle, and stay upwards\\n    (option ==-1) ? 0.0 :                    // useful for backward compatibility, all texts remains horizontal\\n                    rawAngle;                // otherwise return back raw input angle\\n}\\n\\nbool isAxisTitle = (axis.x == 0.0) &&\\n                   (axis.y == 0.0) &&\\n                   (axis.z == 0.0);\\n\\nvoid main() {\\n  //Compute world offset\\n  float axisDistance = position.z;\\n  vec3 dataPosition = axisDistance * axis + offset;\\n\\n  float beta = angle; // i.e. user defined attributes for each tick\\n\\n  float axisAngle;\\n  float clipAngle;\\n  float flip;\\n\\n  if (enableAlign) {\\n    axisAngle = (isAxisTitle) ? HALF_PI :\\n                      computeViewAngle(dataPosition, dataPosition + axis);\\n    clipAngle = computeViewAngle(dataPosition, dataPosition + alignDir);\\n\\n    axisAngle += (sin(axisAngle) < 0.0) ? PI : 0.0;\\n    clipAngle += (sin(clipAngle) < 0.0) ? PI : 0.0;\\n\\n    flip = (dot(vec2(cos(axisAngle), sin(axisAngle)),\\n                vec2(sin(clipAngle),-cos(clipAngle))) > 0.0) ? 1.0 : 0.0;\\n\\n    beta += applyAlignOption(clipAngle, flip * PI);\\n  }\\n\\n  //Compute plane offset\\n  vec2 planeCoord = position.xy * pixelScale;\\n\\n  mat2 planeXform = scale * mat2(\\n     cos(beta), sin(beta),\\n    -sin(beta), cos(beta)\\n  );\\n\\n  vec2 viewOffset = 2.0 * planeXform * planeCoord / resolution;\\n\\n  //Compute clip position\\n  vec3 clipPosition = project(dataPosition);\\n\\n  //Apply text offset in clip coordinates\\n  clipPosition += vec3(viewOffset, 0.0);\\n\\n  //Done\\n  gl_Position = vec4(clipPosition, 1.0);\\n}\\n\"]),l=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color;\\nvoid main() {\\n  gl_FragColor = color;\\n}\"]);e.Q=function(t){return i(t,s,l,null,[{name:\"position\",type:\"vec3\"}])};var c=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\nattribute vec3 normal;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 enable;\\nuniform vec3 bounds[2];\\n\\nvarying vec3 colorChannel;\\n\\nvoid main() {\\n\\n  vec3 signAxis = sign(bounds[1] - bounds[0]);\\n\\n  vec3 realNormal = signAxis * normal;\\n\\n  if(dot(realNormal, enable) > 0.0) {\\n    vec3 minRange = min(bounds[0], bounds[1]);\\n    vec3 maxRange = max(bounds[0], bounds[1]);\\n    vec3 nPosition = mix(minRange, maxRange, 0.5 * (position + 1.0));\\n    gl_Position = projection * (view * (model * vec4(nPosition, 1.0)));\\n  } else {\\n    gl_Position = vec4(0,0,0,0);\\n  }\\n\\n  colorChannel = abs(realNormal);\\n}\\n\"]),u=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec4 colors[3];\\n\\nvarying vec3 colorChannel;\\n\\nvoid main() {\\n  gl_FragColor = colorChannel.x * colors[0] +\\n                 colorChannel.y * colors[1] +\\n                 colorChannel.z * colors[2];\\n}\"]);e.bg=function(t){return i(t,c,u,null,[{name:\"position\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}])}},4935:function(t,e,r){\"use strict\";t.exports=function(t,e,r,i,o,l){var c=n(t),h=a(t,[{buffer:c,size:3}]),f=s(t);f.attributes.position.location=0;var p=new u(t,f,c,h);return p.update(e,r,i,o,l),p};var n=r(2762),a=r(8116),o=r(4359),s=r(1879).Q,l=window||i.global||{},c=l.__TEXT_CACHE||{};function u(t,e,r,n){this.gl=t,this.shader=e,this.buffer=r,this.vao=n,this.tickOffset=this.tickCount=this.labelOffset=this.labelCount=null}l.__TEXT_CACHE={};var h=u.prototype,f=[0,0];h.bind=function(t,e,r,n){this.vao.bind(),this.shader.bind();var i=this.shader.uniforms;i.model=t,i.view=e,i.projection=r,i.pixelScale=n,f[0]=this.gl.drawingBufferWidth,f[1]=this.gl.drawingBufferHeight,this.shader.uniforms.resolution=f},h.unbind=function(){this.vao.unbind()},h.update=function(t,e,r,n,i){var a=[];function s(t,e,r,n,i,s){var l=[r.style,r.weight,r.variant,r.family].join(\"_\"),u=c[l];u||(u=c[l]={});var h=u[e];h||(h=u[e]=function(t,e){try{return o(t,e)}catch(e){return console.warn('error vectorizing text:\"'+t+'\" error:',e),{cells:[],positions:[]}}}(e,{triangles:!0,font:r.family,fontStyle:r.style,fontWeight:r.weight,fontVariant:r.variant,textAlign:\"center\",textBaseline:\"middle\",lineSpacing:i,styletags:s}));for(var f=(n||12)/12,p=h.positions,d=h.cells,m=0,g=d.length;m<g;++m)for(var y=d[m],v=2;v>=0;--v){var x=p[y[v]];a.push(f*x[0],-f*x[1],t)}}for(var l=[0,0,0],u=[0,0,0],h=[0,0,0],f=[0,0,0],p={breaklines:!0,bolds:!0,italics:!0,subscripts:!0,superscripts:!0},d=0;d<3;++d){h[d]=a.length/3|0,s(.5*(t[0][d]+t[1][d]),e[d],r[d],12,1.25,p),f[d]=(a.length/3|0)-h[d],l[d]=a.length/3|0;for(var m=0;m<n[d].length;++m)if(n[d][m].text){var g={family:n[d][m].font||i[d].family,style:i[d].fontStyle||i[d].style,weight:i[d].fontWeight||i[d].weight,variant:i[d].fontVariant||i[d].variant};s(n[d][m].x,n[d][m].text,g,n[d][m].fontSize||12,1.25,p)}u[d]=(a.length/3|0)-l[d]}this.buffer.update(a),this.tickOffset=l,this.tickCount=u,this.labelOffset=h,this.labelCount=f},h.drawTicks=function(t,e,r,n,i,a,o,s){this.tickCount[t]&&(this.shader.uniforms.axis=a,this.shader.uniforms.color=i,this.shader.uniforms.angle=r,this.shader.uniforms.scale=e,this.shader.uniforms.offset=n,this.shader.uniforms.alignDir=o,this.shader.uniforms.alignOpt=s,this.vao.draw(this.gl.TRIANGLES,this.tickCount[t],this.tickOffset[t]))},h.drawLabel=function(t,e,r,n,i,a,o,s){this.labelCount[t]&&(this.shader.uniforms.axis=a,this.shader.uniforms.color=i,this.shader.uniforms.angle=r,this.shader.uniforms.scale=e,this.shader.uniforms.offset=n,this.shader.uniforms.alignDir=o,this.shader.uniforms.alignOpt=s,this.vao.draw(this.gl.TRIANGLES,this.labelCount[t],this.labelOffset[t]))},h.dispose=function(){this.shader.dispose(),this.vao.dispose(),this.buffer.dispose()}},6444:function(t,e){\"use strict\";function r(t,e){var r=t+\"\",n=r.indexOf(\".\"),i=0;n>=0&&(i=r.length-n-1);var a=Math.pow(10,i),o=Math.round(t*e*a),s=o+\"\";if(s.indexOf(\"e\")>=0)return s;var l=o/a,c=o%a;o<0?(l=0|-Math.ceil(l),c=0|-c):(l=0|Math.floor(l),c|=0);var u=\"\"+l;if(o<0&&(u=\"-\"+u),i){for(var h=\"\"+c;h.length<i;)h=\"0\"+h;return u+\".\"+h}return u}e.create=function(t,e){for(var n=[],i=0;i<3;++i){for(var a=[],o=(t[0][i],t[1][i],0);o*e[i]<=t[1][i];++o)a.push({x:o*e[i],text:r(e[i],o)});for(o=-1;o*e[i]>=t[0][i];--o)a.push({x:o*e[i],text:r(e[i],o)});n.push(a)}return n},e.equal=function(t,e){for(var r=0;r<3;++r){if(t[r].length!==e[r].length)return!1;for(var n=0;n<t[r].length;++n){var i=t[r][n],a=e[r][n];if(i.x!==a.x||i.text!==a.text||i.font!==a.font||i.fontColor!==a.fontColor||i.fontSize!==a.fontSize||i.dx!==a.dx||i.dy!==a.dy)return!1}}return!0}},5445:function(t,e,r){\"use strict\";t.exports=function(t,e,r,l,h){var f=e.model||c,p=e.view||c,y=e.projection||c,v=e._ortho||!1,x=t.bounds,_=(h=h||a(f,p,y,x,v)).axis;o(u,p,f),o(u,y,u);for(var b=m,w=0;w<3;++w)b[w].lo=1/0,b[w].hi=-1/0,b[w].pixelsPerDataUnit=1/0;var T=n(s(u,u));s(u,u);for(var k=0;k<3;++k){var A=(k+1)%3,M=(k+2)%3,S=g;t:for(w=0;w<2;++w){var E=[];if(_[k]<0!=!!w){S[k]=x[w][k];for(var C=0;C<2;++C){S[A]=x[C^w][A];for(var L=0;L<2;++L)S[M]=x[L^C^w][M],E.push(S.slice())}var I=v?5:4;for(C=I;C===I;++C){if(0===E.length)continue t;E=i.positive(E,T[C])}for(C=0;C<E.length;++C){M=E[C];var P=d(g,u,M,r,l);for(L=0;L<3;++L)b[L].lo=Math.min(b[L].lo,M[L]),b[L].hi=Math.max(b[L].hi,M[L]),L!==k&&(b[L].pixelsPerDataUnit=Math.min(b[L].pixelsPerDataUnit,Math.abs(P[L])))}}}}return b};var n=r(5033),i=r(5202),a=r(6429),o=r(6760),s=r(5665),l=r(5352),c=new Float32Array([1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1]),u=new Float32Array(16);function h(t,e,r){this.lo=t,this.hi=e,this.pixelsPerDataUnit=r}var f=[0,0,0,1],p=[0,0,0,1];function d(t,e,r,n,i){for(var a=0;a<3;++a){for(var o=f,s=p,c=0;c<3;++c)s[c]=o[c]=r[c];s[3]=o[3]=1,s[a]+=1,l(s,s,e),s[3]<0&&(t[a]=1/0),o[a]-=1,l(o,o,e),o[3]<0&&(t[a]=1/0);var u=(o[0]/o[3]-s[0]/s[3])*n,h=(o[1]/o[3]-s[1]/s[3])*i;t[a]=.25*Math.sqrt(u*u+h*h)}return t}var m=[new h(1/0,-1/0,1/0),new h(1/0,-1/0,1/0),new h(1/0,-1/0,1/0)],g=[0,0,0]},2762:function(t,e,r){\"use strict\";var n=r(1888),i=r(5298),a=r(9618),o=[\"uint8\",\"uint8_clamped\",\"uint16\",\"uint32\",\"int8\",\"int16\",\"int32\",\"float32\"];function s(t,e,r,n,i){this.gl=t,this.type=e,this.handle=r,this.length=n,this.usage=i}var l=s.prototype;function c(t,e,r,n,i,a){var o=i.length*i.BYTES_PER_ELEMENT;if(a<0)return t.bufferData(e,i,n),o;if(o+a>r)throw new Error(\"gl-buffer: If resizing buffer, must not specify offset\");return t.bufferSubData(e,a,i),r}function u(t,e){for(var r=n.malloc(t.length,e),i=t.length,a=0;a<i;++a)r[a]=t[a];return r}l.bind=function(){this.gl.bindBuffer(this.type,this.handle)},l.unbind=function(){this.gl.bindBuffer(this.type,null)},l.dispose=function(){this.gl.deleteBuffer(this.handle)},l.update=function(t,e){if(\"number\"!=typeof e&&(e=-1),this.bind(),\"object\"==typeof t&&void 0!==t.shape){var r=t.dtype;if(o.indexOf(r)<0&&(r=\"float32\"),this.type===this.gl.ELEMENT_ARRAY_BUFFER&&(r=gl.getExtension(\"OES_element_index_uint\")&&\"uint16\"!==r?\"uint32\":\"uint16\"),r===t.dtype&&function(t,e){for(var r=1,n=e.length-1;n>=0;--n){if(e[n]!==r)return!1;r*=t[n]}return!0}(t.shape,t.stride))0===t.offset&&t.data.length===t.shape[0]?this.length=c(this.gl,this.type,this.length,this.usage,t.data,e):this.length=c(this.gl,this.type,this.length,this.usage,t.data.subarray(t.offset,t.shape[0]),e);else{var s=n.malloc(t.size,r),l=a(s,t.shape);i.assign(l,t),this.length=c(this.gl,this.type,this.length,this.usage,e<0?s:s.subarray(0,t.size),e),n.free(s)}}else if(Array.isArray(t)){var h;h=this.type===this.gl.ELEMENT_ARRAY_BUFFER?u(t,\"uint16\"):u(t,\"float32\"),this.length=c(this.gl,this.type,this.length,this.usage,e<0?h:h.subarray(0,t.length),e),n.free(h)}else if(\"object\"==typeof t&&\"number\"==typeof t.length)this.length=c(this.gl,this.type,this.length,this.usage,t,e);else{if(\"number\"!=typeof t&&void 0!==t)throw new Error(\"gl-buffer: Invalid data type\");if(e>=0)throw new Error(\"gl-buffer: Cannot specify offset when resizing buffer\");(t|=0)<=0&&(t=1),this.gl.bufferData(this.type,0|t,this.usage),this.length=t}},t.exports=function(t,e,r,n){if(r=r||t.ARRAY_BUFFER,n=n||t.DYNAMIC_DRAW,r!==t.ARRAY_BUFFER&&r!==t.ELEMENT_ARRAY_BUFFER)throw new Error(\"gl-buffer: Invalid type for webgl buffer, must be either gl.ARRAY_BUFFER or gl.ELEMENT_ARRAY_BUFFER\");if(n!==t.DYNAMIC_DRAW&&n!==t.STATIC_DRAW&&n!==t.STREAM_DRAW)throw new Error(\"gl-buffer: Invalid usage for buffer, must be either gl.DYNAMIC_DRAW, gl.STATIC_DRAW or gl.STREAM_DRAW\");var i=t.createBuffer(),a=new s(t,r,i,0,n);return a.update(e),a}},6405:function(t,e,r){\"use strict\";var n=r(2931);t.exports=function(t,e){var r=t.positions,i=t.vectors,a={positions:[],vertexIntensity:[],vertexIntensityBounds:t.vertexIntensityBounds,vectors:[],cells:[],coneOffset:t.coneOffset,colormap:t.colormap};if(0===t.positions.length)return e&&(e[0]=[0,0,0],e[1]=[0,0,0]),a;for(var o=0,s=1/0,l=-1/0,c=1/0,u=-1/0,h=1/0,f=-1/0,p=null,d=null,m=[],g=1/0,y=!1,v=\"raw\"===t.coneSizemode,x=0;x<r.length;x++){var _=r[x];s=Math.min(_[0],s),l=Math.max(_[0],l),c=Math.min(_[1],c),u=Math.max(_[1],u),h=Math.min(_[2],h),f=Math.max(_[2],f);var b=i[x];if(n.length(b)>o&&(o=n.length(b)),x&&!v){var w=2*n.distance(p,_)/(n.length(d)+n.length(b));w?(g=Math.min(g,w),y=!1):y=!0}y||(p=_,d=b),m.push(b)}var T=[s,c,h],k=[l,u,f];e&&(e[0]=T,e[1]=k),0===o&&(o=1);var A=1/o;isFinite(g)||(g=1),a.vectorScale=g;var M=t.coneSize||(v?1:.5);t.absoluteConeSize&&(M=t.absoluteConeSize*A),a.coneScale=M,x=0;for(var S=0;x<r.length;x++)for(var E=(_=r[x])[0],C=_[1],L=_[2],I=m[x],P=n.length(I)*A,z=0;z<8;z++){a.positions.push([E,C,L,S++]),a.positions.push([E,C,L,S++]),a.positions.push([E,C,L,S++]),a.positions.push([E,C,L,S++]),a.positions.push([E,C,L,S++]),a.positions.push([E,C,L,S++]),a.vectors.push(I),a.vectors.push(I),a.vectors.push(I),a.vectors.push(I),a.vectors.push(I),a.vectors.push(I),a.vertexIntensity.push(P,P,P),a.vertexIntensity.push(P,P,P);var O=a.positions.length;a.cells.push([O-6,O-5,O-4],[O-3,O-2,O-1])}return a};var i=r(614);t.exports.createMesh=r(9060),t.exports.createConeMesh=function(e,r){return t.exports.createMesh(e,r,{shaders:i,traceType:\"cone\"})}},9060:function(t,e,r){\"use strict\";var n=r(9405),i=r(2762),a=r(8116),o=r(7766),s=r(6760),l=r(7608),c=r(9618),u=r(6729),h=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function f(t,e,r,n,i,a,o,s,l,c,u){this.gl=t,this.pixelRatio=1,this.cells=[],this.positions=[],this.intensity=[],this.texture=e,this.dirty=!0,this.triShader=r,this.pickShader=n,this.trianglePositions=i,this.triangleVectors=a,this.triangleColors=s,this.triangleUVs=l,this.triangleIds=o,this.triangleVAO=c,this.triangleCount=0,this.pickId=1,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.lightPosition=[1e5,1e5,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.opacity=1,this.traceType=u,this.tubeScale=1,this.coneScale=2,this.vectorScale=1,this.coneOffset=.25,this._model=h,this._view=h,this._projection=h,this._resolution=[1,1]}var p=f.prototype;p.isOpaque=function(){return this.opacity>=1},p.isTransparent=function(){return this.opacity<1},p.pickSlots=1,p.setPickBase=function(t){this.pickId=t},p.update=function(t){t=t||{};var e=this.gl;this.dirty=!0,\"lightPosition\"in t&&(this.lightPosition=t.lightPosition),\"opacity\"in t&&(this.opacity=t.opacity),\"ambient\"in t&&(this.ambientLight=t.ambient),\"diffuse\"in t&&(this.diffuseLight=t.diffuse),\"specular\"in t&&(this.specularLight=t.specular),\"roughness\"in t&&(this.roughness=t.roughness),\"fresnel\"in t&&(this.fresnel=t.fresnel),void 0!==t.tubeScale&&(this.tubeScale=t.tubeScale),void 0!==t.vectorScale&&(this.vectorScale=t.vectorScale),void 0!==t.coneScale&&(this.coneScale=t.coneScale),void 0!==t.coneOffset&&(this.coneOffset=t.coneOffset),t.colormap&&(this.texture.shape=[256,256],this.texture.minFilter=e.LINEAR_MIPMAP_LINEAR,this.texture.magFilter=e.LINEAR,this.texture.setPixels(function(t){for(var e=u({colormap:t,nshades:256,format:\"rgba\"}),r=new Uint8Array(1024),n=0;n<256;++n){for(var i=e[n],a=0;a<3;++a)r[4*n+a]=i[a];r[4*n+3]=255*i[3]}return c(r,[256,256,4],[4,0,1])}(t.colormap)),this.texture.generateMipmap());var r=t.cells,n=t.positions,i=t.vectors;if(n&&r&&i){var a=[],o=[],s=[],l=[],h=[];this.cells=r,this.positions=n,this.vectors=i;var f=t.meshColor||[1,1,1,1],p=t.vertexIntensity,d=1/0,m=-1/0;if(p)if(t.vertexIntensityBounds)d=+t.vertexIntensityBounds[0],m=+t.vertexIntensityBounds[1];else for(var g=0;g<p.length;++g){var y=p[g];d=Math.min(d,y),m=Math.max(m,y)}else for(g=0;g<n.length;++g)y=n[g][2],d=Math.min(d,y),m=Math.max(m,y);for(this.intensity=p||function(t){for(var e=t.length,r=new Array(e),n=0;n<e;++n)r[n]=t[n][2];return r}(n),this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],g=0;g<n.length;++g)for(var v=n[g],x=0;x<3;++x)!isNaN(v[x])&&isFinite(v[x])&&(this.bounds[0][x]=Math.min(this.bounds[0][x],v[x]),this.bounds[1][x]=Math.max(this.bounds[1][x],v[x]));var _=0;t:for(g=0;g<r.length;++g){var b=r[g];if(3===b.length){for(x=0;x<3;++x){v=n[T=b[x]];for(var w=0;w<3;++w)if(isNaN(v[w])||!isFinite(v[w]))continue t}for(x=0;x<3;++x){var T;v=n[T=b[2-x]],a.push(v[0],v[1],v[2],v[3]);var k=i[T];o.push(k[0],k[1],k[2],k[3]||0);var A,M=f;3===M.length?s.push(M[0],M[1],M[2],1):s.push(M[0],M[1],M[2],M[3]),A=p?[(p[T]-d)/(m-d),0]:[(v[2]-d)/(m-d),0],l.push(A[0],A[1]),h.push(g)}_+=1}}this.triangleCount=_,this.trianglePositions.update(a),this.triangleVectors.update(o),this.triangleColors.update(s),this.triangleUVs.update(l),this.triangleIds.update(new Uint32Array(h))}},p.drawTransparent=p.draw=function(t){t=t||{};for(var e=this.gl,r=t.model||h,n=t.view||h,i=t.projection||h,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);var c={model:r,view:n,projection:i,inverseModel:h.slice(),clipBounds:a,kambient:this.ambientLight,kdiffuse:this.diffuseLight,kspecular:this.specularLight,roughness:this.roughness,fresnel:this.fresnel,eyePosition:[0,0,0],lightPosition:[0,0,0],opacity:this.opacity,tubeScale:this.tubeScale,vectorScale:this.vectorScale,coneScale:this.coneScale,coneOffset:this.coneOffset,texture:0};c.inverseModel=l(c.inverseModel,c.model),e.disable(e.CULL_FACE),this.texture.bind(0);var u=new Array(16);for(s(u,c.view,c.model),s(u,c.projection,u),l(u,u),o=0;o<3;++o)c.eyePosition[o]=u[12+o]/u[15];var f=u[15];for(o=0;o<3;++o)f+=this.lightPosition[o]*u[4*o+3];for(o=0;o<3;++o){for(var p=u[12+o],d=0;d<3;++d)p+=u[4*d+o]*this.lightPosition[d];c.lightPosition[o]=p/f}if(this.triangleCount>0){var m=this.triShader;m.bind(),m.uniforms=c,this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind()}},p.drawPick=function(t){t=t||{};for(var e=this.gl,r=t.model||h,n=t.view||h,i=t.projection||h,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);this._model=[].slice.call(r),this._view=[].slice.call(n),this._projection=[].slice.call(i),this._resolution=[e.drawingBufferWidth,e.drawingBufferHeight];var s={model:r,view:n,projection:i,clipBounds:a,tubeScale:this.tubeScale,vectorScale:this.vectorScale,coneScale:this.coneScale,coneOffset:this.coneOffset,pickId:this.pickId/255},l=this.pickShader;l.bind(),l.uniforms=s,this.triangleCount>0&&(this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind())},p.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=t.value[0]+256*t.value[1]+65536*t.value[2],r=this.cells[e],n=this.positions[r[1]].slice(0,3),i={position:n,dataCoordinate:n,index:Math.floor(r[1]/48)};return\"cone\"===this.traceType?i.index=Math.floor(r[1]/48):\"streamtube\"===this.traceType&&(i.intensity=this.intensity[r[1]],i.velocity=this.vectors[r[1]].slice(0,3),i.divergence=this.vectors[r[1]][3],i.index=e),i},p.dispose=function(){this.texture.dispose(),this.triShader.dispose(),this.pickShader.dispose(),this.triangleVAO.dispose(),this.trianglePositions.dispose(),this.triangleVectors.dispose(),this.triangleColors.dispose(),this.triangleUVs.dispose(),this.triangleIds.dispose()},t.exports=function(t,e,r){var s=r.shaders;1===arguments.length&&(t=(e=t).gl);var l=function(t,e){var r=n(t,e.meshShader.vertex,e.meshShader.fragment,null,e.meshShader.attributes);return r.attributes.position.location=0,r.attributes.color.location=2,r.attributes.uv.location=3,r.attributes.vector.location=4,r}(t,s),u=function(t,e){var r=n(t,e.pickShader.vertex,e.pickShader.fragment,null,e.pickShader.attributes);return r.attributes.position.location=0,r.attributes.id.location=1,r.attributes.vector.location=4,r}(t,s),h=o(t,c(new Uint8Array([255,255,255,255]),[1,1,4]));h.generateMipmap(),h.minFilter=t.LINEAR_MIPMAP_LINEAR,h.magFilter=t.LINEAR;var p=i(t),d=i(t),m=i(t),g=i(t),y=i(t),v=new f(t,h,l,u,p,d,y,m,g,a(t,[{buffer:p,type:t.FLOAT,size:4},{buffer:y,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:m,type:t.FLOAT,size:4},{buffer:g,type:t.FLOAT,size:2},{buffer:d,type:t.FLOAT,size:4}]),r.traceType||\"cone\");return v.update(e),v}},614:function(t,e,r){var n=r(3236),i=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the cone vertex and normal at the given index.\\n//\\n// The returned vertex is for a cone with its top at origin and height of 1.0,\\n// pointing in the direction of the vector attribute.\\n//\\n// Each cone is made up of a top vertex, a center base vertex and base perimeter vertices.\\n// These vertices are used to make up the triangles of the cone by the following:\\n//   segment + 0 top vertex\\n//   segment + 1 perimeter vertex a+1\\n//   segment + 2 perimeter vertex a\\n//   segment + 3 center base vertex\\n//   segment + 4 perimeter vertex a\\n//   segment + 5 perimeter vertex a+1\\n// Where segment is the number of the radial segment * 6 and a is the angle at that radial segment.\\n// To go from index to segment, floor(index / 6)\\n// To go from segment to angle, 2*pi * (segment/segmentCount)\\n// To go from index to segment index, index - (segment*6)\\n//\\nvec3 getConePosition(vec3 d, float rawIndex, float coneOffset, out vec3 normal) {\\n\\n  const float segmentCount = 8.0;\\n\\n  float index = rawIndex - floor(rawIndex /\\n    (segmentCount * 6.0)) *\\n    (segmentCount * 6.0);\\n\\n  float segment = floor(0.001 + index/6.0);\\n  float segmentIndex = index - (segment*6.0);\\n\\n  normal = -normalize(d);\\n\\n  if (segmentIndex > 2.99 && segmentIndex < 3.01) {\\n    return mix(vec3(0.0), -d, coneOffset);\\n  }\\n\\n  float nextAngle = (\\n    (segmentIndex > 0.99 &&  segmentIndex < 1.01) ||\\n    (segmentIndex > 4.99 &&  segmentIndex < 5.01)\\n  ) ? 1.0 : 0.0;\\n  float angle = 2.0 * 3.14159 * ((segment + nextAngle) / segmentCount);\\n\\n  vec3 v1 = mix(d, vec3(0.0), coneOffset);\\n  vec3 v2 = v1 - d;\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d)*0.25;\\n  vec3 y = v * sin(angle) * length(d)*0.25;\\n  vec3 v3 = v2 + x + y;\\n  if (segmentIndex < 3.0) {\\n    vec3 tx = u * sin(angle);\\n    vec3 ty = v * -cos(angle);\\n    vec3 tangent = tx + ty;\\n    normal = normalize(cross(v3 - v1, tangent));\\n  }\\n\\n  if (segmentIndex == 0.0) {\\n    return mix(d, vec3(0.0), coneOffset);\\n  }\\n  return v3;\\n}\\n\\nattribute vec3 vector;\\nattribute vec4 color, position;\\nattribute vec2 uv;\\n\\nuniform float vectorScale, coneScale, coneOffset;\\nuniform mat4 model, view, projection, inverseModel;\\nuniform vec3 eyePosition, lightPosition;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  // Scale the vector magnitude to stay constant with\\n  // model & view changes.\\n  vec3 normal;\\n  vec3 XYZ = getConePosition(mat3(model) * ((vectorScale * coneScale) * vector), position.w, coneOffset, normal);\\n  vec4 conePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * conePosition;\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  f_lightDirection = lightPosition - cameraCoordinate.xyz;\\n  f_eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  f_normal = normalize((vec4(normal, 0.0) * inverseModel).xyz);\\n\\n  // vec4 m_position  = model * vec4(conePosition, 1.0);\\n  vec4 t_position  = view * conePosition;\\n  gl_Position      = projection * t_position;\\n\\n  f_color          = color;\\n  f_data           = conePosition.xyz;\\n  f_position       = position.xyz;\\n  f_uv             = uv;\\n}\\n\"]),a=n([\"#extension GL_OES_standard_derivatives : enable\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat cookTorranceSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness,\\n  float fresnel) {\\n\\n  float VdotN = max(dot(viewDirection, surfaceNormal), 0.0);\\n  float LdotN = max(dot(lightDirection, surfaceNormal), 0.0);\\n\\n  //Half angle vector\\n  vec3 H = normalize(lightDirection + viewDirection);\\n\\n  //Geometric term\\n  float NdotH = max(dot(surfaceNormal, H), 0.0);\\n  float VdotH = max(dot(viewDirection, H), 0.000001);\\n  float LdotH = max(dot(lightDirection, H), 0.000001);\\n  float G1 = (2.0 * NdotH * VdotN) / VdotH;\\n  float G2 = (2.0 * NdotH * LdotN) / LdotH;\\n  float G = min(1.0, min(G1, G2));\\n  \\n  //Distribution term\\n  float D = beckmannDistribution(NdotH, roughness);\\n\\n  //Fresnel term\\n  float F = pow(1.0 - VdotN, fresnel);\\n\\n  //Multiply terms and done\\n  return  G * F * D / max(3.14159265 * VdotN, 0.000001);\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float roughness, fresnel, kambient, kdiffuse, kspecular, opacity;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n  vec3 N = normalize(f_normal);\\n  vec3 L = normalize(f_lightDirection);\\n  vec3 V = normalize(f_eyeDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = min(1.0, max(0.0, cookTorranceSpecular(L, V, N, roughness, fresnel)));\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  vec4 surfaceColor = f_color * texture2D(texture, f_uv);\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = litColor * opacity;\\n}\\n\"]),o=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the cone vertex and normal at the given index.\\n//\\n// The returned vertex is for a cone with its top at origin and height of 1.0,\\n// pointing in the direction of the vector attribute.\\n//\\n// Each cone is made up of a top vertex, a center base vertex and base perimeter vertices.\\n// These vertices are used to make up the triangles of the cone by the following:\\n//   segment + 0 top vertex\\n//   segment + 1 perimeter vertex a+1\\n//   segment + 2 perimeter vertex a\\n//   segment + 3 center base vertex\\n//   segment + 4 perimeter vertex a\\n//   segment + 5 perimeter vertex a+1\\n// Where segment is the number of the radial segment * 6 and a is the angle at that radial segment.\\n// To go from index to segment, floor(index / 6)\\n// To go from segment to angle, 2*pi * (segment/segmentCount)\\n// To go from index to segment index, index - (segment*6)\\n//\\nvec3 getConePosition(vec3 d, float rawIndex, float coneOffset, out vec3 normal) {\\n\\n  const float segmentCount = 8.0;\\n\\n  float index = rawIndex - floor(rawIndex /\\n    (segmentCount * 6.0)) *\\n    (segmentCount * 6.0);\\n\\n  float segment = floor(0.001 + index/6.0);\\n  float segmentIndex = index - (segment*6.0);\\n\\n  normal = -normalize(d);\\n\\n  if (segmentIndex > 2.99 && segmentIndex < 3.01) {\\n    return mix(vec3(0.0), -d, coneOffset);\\n  }\\n\\n  float nextAngle = (\\n    (segmentIndex > 0.99 &&  segmentIndex < 1.01) ||\\n    (segmentIndex > 4.99 &&  segmentIndex < 5.01)\\n  ) ? 1.0 : 0.0;\\n  float angle = 2.0 * 3.14159 * ((segment + nextAngle) / segmentCount);\\n\\n  vec3 v1 = mix(d, vec3(0.0), coneOffset);\\n  vec3 v2 = v1 - d;\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d)*0.25;\\n  vec3 y = v * sin(angle) * length(d)*0.25;\\n  vec3 v3 = v2 + x + y;\\n  if (segmentIndex < 3.0) {\\n    vec3 tx = u * sin(angle);\\n    vec3 ty = v * -cos(angle);\\n    vec3 tangent = tx + ty;\\n    normal = normalize(cross(v3 - v1, tangent));\\n  }\\n\\n  if (segmentIndex == 0.0) {\\n    return mix(d, vec3(0.0), coneOffset);\\n  }\\n  return v3;\\n}\\n\\nattribute vec4 vector;\\nattribute vec4 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\nuniform float vectorScale, coneScale, coneOffset;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  vec3 normal;\\n  vec3 XYZ = getConePosition(mat3(model) * ((vectorScale * coneScale) * vector.xyz), position.w, coneOffset, normal);\\n  vec4 conePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n  gl_Position = projection * (view * conePosition);\\n  f_id        = id;\\n  f_position  = position.xyz;\\n}\\n\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3  clipBounds[2];\\nuniform float pickId;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n\\n  gl_FragColor = vec4(pickId, f_id.xyz);\\n}\"]);e.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec4\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"vector\",type:\"vec3\"}]},e.pickShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec4\"},{name:\"id\",type:\"vec4\"},{name:\"vector\",type:\"vec3\"}]}},737:function(t){t.exports={0:\"NONE\",1:\"ONE\",2:\"LINE_LOOP\",3:\"LINE_STRIP\",4:\"TRIANGLES\",5:\"TRIANGLE_STRIP\",6:\"TRIANGLE_FAN\",256:\"DEPTH_BUFFER_BIT\",512:\"NEVER\",513:\"LESS\",514:\"EQUAL\",515:\"LEQUAL\",516:\"GREATER\",517:\"NOTEQUAL\",518:\"GEQUAL\",519:\"ALWAYS\",768:\"SRC_COLOR\",769:\"ONE_MINUS_SRC_COLOR\",770:\"SRC_ALPHA\",771:\"ONE_MINUS_SRC_ALPHA\",772:\"DST_ALPHA\",773:\"ONE_MINUS_DST_ALPHA\",774:\"DST_COLOR\",775:\"ONE_MINUS_DST_COLOR\",776:\"SRC_ALPHA_SATURATE\",1024:\"STENCIL_BUFFER_BIT\",1028:\"FRONT\",1029:\"BACK\",1032:\"FRONT_AND_BACK\",1280:\"INVALID_ENUM\",1281:\"INVALID_VALUE\",1282:\"INVALID_OPERATION\",1285:\"OUT_OF_MEMORY\",1286:\"INVALID_FRAMEBUFFER_OPERATION\",2304:\"CW\",2305:\"CCW\",2849:\"LINE_WIDTH\",2884:\"CULL_FACE\",2885:\"CULL_FACE_MODE\",2886:\"FRONT_FACE\",2928:\"DEPTH_RANGE\",2929:\"DEPTH_TEST\",2930:\"DEPTH_WRITEMASK\",2931:\"DEPTH_CLEAR_VALUE\",2932:\"DEPTH_FUNC\",2960:\"STENCIL_TEST\",2961:\"STENCIL_CLEAR_VALUE\",2962:\"STENCIL_FUNC\",2963:\"STENCIL_VALUE_MASK\",2964:\"STENCIL_FAIL\",2965:\"STENCIL_PASS_DEPTH_FAIL\",2966:\"STENCIL_PASS_DEPTH_PASS\",2967:\"STENCIL_REF\",2968:\"STENCIL_WRITEMASK\",2978:\"VIEWPORT\",3024:\"DITHER\",3042:\"BLEND\",3088:\"SCISSOR_BOX\",3089:\"SCISSOR_TEST\",3106:\"COLOR_CLEAR_VALUE\",3107:\"COLOR_WRITEMASK\",3317:\"UNPACK_ALIGNMENT\",3333:\"PACK_ALIGNMENT\",3379:\"MAX_TEXTURE_SIZE\",3386:\"MAX_VIEWPORT_DIMS\",3408:\"SUBPIXEL_BITS\",3410:\"RED_BITS\",3411:\"GREEN_BITS\",3412:\"BLUE_BITS\",3413:\"ALPHA_BITS\",3414:\"DEPTH_BITS\",3415:\"STENCIL_BITS\",3553:\"TEXTURE_2D\",4352:\"DONT_CARE\",4353:\"FASTEST\",4354:\"NICEST\",5120:\"BYTE\",5121:\"UNSIGNED_BYTE\",5122:\"SHORT\",5123:\"UNSIGNED_SHORT\",5124:\"INT\",5125:\"UNSIGNED_INT\",5126:\"FLOAT\",5386:\"INVERT\",5890:\"TEXTURE\",6401:\"STENCIL_INDEX\",6402:\"DEPTH_COMPONENT\",6406:\"ALPHA\",6407:\"RGB\",6408:\"RGBA\",6409:\"LUMINANCE\",6410:\"LUMINANCE_ALPHA\",7680:\"KEEP\",7681:\"REPLACE\",7682:\"INCR\",7683:\"DECR\",7936:\"VENDOR\",7937:\"RENDERER\",7938:\"VERSION\",9728:\"NEAREST\",9729:\"LINEAR\",9984:\"NEAREST_MIPMAP_NEAREST\",9985:\"LINEAR_MIPMAP_NEAREST\",9986:\"NEAREST_MIPMAP_LINEAR\",9987:\"LINEAR_MIPMAP_LINEAR\",10240:\"TEXTURE_MAG_FILTER\",10241:\"TEXTURE_MIN_FILTER\",10242:\"TEXTURE_WRAP_S\",10243:\"TEXTURE_WRAP_T\",10497:\"REPEAT\",10752:\"POLYGON_OFFSET_UNITS\",16384:\"COLOR_BUFFER_BIT\",32769:\"CONSTANT_COLOR\",32770:\"ONE_MINUS_CONSTANT_COLOR\",32771:\"CONSTANT_ALPHA\",32772:\"ONE_MINUS_CONSTANT_ALPHA\",32773:\"BLEND_COLOR\",32774:\"FUNC_ADD\",32777:\"BLEND_EQUATION_RGB\",32778:\"FUNC_SUBTRACT\",32779:\"FUNC_REVERSE_SUBTRACT\",32819:\"UNSIGNED_SHORT_4_4_4_4\",32820:\"UNSIGNED_SHORT_5_5_5_1\",32823:\"POLYGON_OFFSET_FILL\",32824:\"POLYGON_OFFSET_FACTOR\",32854:\"RGBA4\",32855:\"RGB5_A1\",32873:\"TEXTURE_BINDING_2D\",32926:\"SAMPLE_ALPHA_TO_COVERAGE\",32928:\"SAMPLE_COVERAGE\",32936:\"SAMPLE_BUFFERS\",32937:\"SAMPLES\",32938:\"SAMPLE_COVERAGE_VALUE\",32939:\"SAMPLE_COVERAGE_INVERT\",32968:\"BLEND_DST_RGB\",32969:\"BLEND_SRC_RGB\",32970:\"BLEND_DST_ALPHA\",32971:\"BLEND_SRC_ALPHA\",33071:\"CLAMP_TO_EDGE\",33170:\"GENERATE_MIPMAP_HINT\",33189:\"DEPTH_COMPONENT16\",33306:\"DEPTH_STENCIL_ATTACHMENT\",33635:\"UNSIGNED_SHORT_5_6_5\",33648:\"MIRRORED_REPEAT\",33901:\"ALIASED_POINT_SIZE_RANGE\",33902:\"ALIASED_LINE_WIDTH_RANGE\",33984:\"TEXTURE0\",33985:\"TEXTURE1\",33986:\"TEXTURE2\",33987:\"TEXTURE3\",33988:\"TEXTURE4\",33989:\"TEXTURE5\",33990:\"TEXTURE6\",33991:\"TEXTURE7\",33992:\"TEXTURE8\",33993:\"TEXTURE9\",33994:\"TEXTURE10\",33995:\"TEXTURE11\",33996:\"TEXTURE12\",33997:\"TEXTURE13\",33998:\"TEXTURE14\",33999:\"TEXTURE15\",34e3:\"TEXTURE16\",34001:\"TEXTURE17\",34002:\"TEXTURE18\",34003:\"TEXTURE19\",34004:\"TEXTURE20\",34005:\"TEXTURE21\",34006:\"TEXTURE22\",34007:\"TEXTURE23\",34008:\"TEXTURE24\",34009:\"TEXTURE25\",34010:\"TEXTURE26\",34011:\"TEXTURE27\",34012:\"TEXTURE28\",34013:\"TEXTURE29\",34014:\"TEXTURE30\",34015:\"TEXTURE31\",34016:\"ACTIVE_TEXTURE\",34024:\"MAX_RENDERBUFFER_SIZE\",34041:\"DEPTH_STENCIL\",34055:\"INCR_WRAP\",34056:\"DECR_WRAP\",34067:\"TEXTURE_CUBE_MAP\",34068:\"TEXTURE_BINDING_CUBE_MAP\",34069:\"TEXTURE_CUBE_MAP_POSITIVE_X\",34070:\"TEXTURE_CUBE_MAP_NEGATIVE_X\",34071:\"TEXTURE_CUBE_MAP_POSITIVE_Y\",34072:\"TEXTURE_CUBE_MAP_NEGATIVE_Y\",34073:\"TEXTURE_CUBE_MAP_POSITIVE_Z\",34074:\"TEXTURE_CUBE_MAP_NEGATIVE_Z\",34076:\"MAX_CUBE_MAP_TEXTURE_SIZE\",34338:\"VERTEX_ATTRIB_ARRAY_ENABLED\",34339:\"VERTEX_ATTRIB_ARRAY_SIZE\",34340:\"VERTEX_ATTRIB_ARRAY_STRIDE\",34341:\"VERTEX_ATTRIB_ARRAY_TYPE\",34342:\"CURRENT_VERTEX_ATTRIB\",34373:\"VERTEX_ATTRIB_ARRAY_POINTER\",34466:\"NUM_COMPRESSED_TEXTURE_FORMATS\",34467:\"COMPRESSED_TEXTURE_FORMATS\",34660:\"BUFFER_SIZE\",34661:\"BUFFER_USAGE\",34816:\"STENCIL_BACK_FUNC\",34817:\"STENCIL_BACK_FAIL\",34818:\"STENCIL_BACK_PASS_DEPTH_FAIL\",34819:\"STENCIL_BACK_PASS_DEPTH_PASS\",34877:\"BLEND_EQUATION_ALPHA\",34921:\"MAX_VERTEX_ATTRIBS\",34922:\"VERTEX_ATTRIB_ARRAY_NORMALIZED\",34930:\"MAX_TEXTURE_IMAGE_UNITS\",34962:\"ARRAY_BUFFER\",34963:\"ELEMENT_ARRAY_BUFFER\",34964:\"ARRAY_BUFFER_BINDING\",34965:\"ELEMENT_ARRAY_BUFFER_BINDING\",34975:\"VERTEX_ATTRIB_ARRAY_BUFFER_BINDING\",35040:\"STREAM_DRAW\",35044:\"STATIC_DRAW\",35048:\"DYNAMIC_DRAW\",35632:\"FRAGMENT_SHADER\",35633:\"VERTEX_SHADER\",35660:\"MAX_VERTEX_TEXTURE_IMAGE_UNITS\",35661:\"MAX_COMBINED_TEXTURE_IMAGE_UNITS\",35663:\"SHADER_TYPE\",35664:\"FLOAT_VEC2\",35665:\"FLOAT_VEC3\",35666:\"FLOAT_VEC4\",35667:\"INT_VEC2\",35668:\"INT_VEC3\",35669:\"INT_VEC4\",35670:\"BOOL\",35671:\"BOOL_VEC2\",35672:\"BOOL_VEC3\",35673:\"BOOL_VEC4\",35674:\"FLOAT_MAT2\",35675:\"FLOAT_MAT3\",35676:\"FLOAT_MAT4\",35678:\"SAMPLER_2D\",35680:\"SAMPLER_CUBE\",35712:\"DELETE_STATUS\",35713:\"COMPILE_STATUS\",35714:\"LINK_STATUS\",35715:\"VALIDATE_STATUS\",35716:\"INFO_LOG_LENGTH\",35717:\"ATTACHED_SHADERS\",35718:\"ACTIVE_UNIFORMS\",35719:\"ACTIVE_UNIFORM_MAX_LENGTH\",35720:\"SHADER_SOURCE_LENGTH\",35721:\"ACTIVE_ATTRIBUTES\",35722:\"ACTIVE_ATTRIBUTE_MAX_LENGTH\",35724:\"SHADING_LANGUAGE_VERSION\",35725:\"CURRENT_PROGRAM\",36003:\"STENCIL_BACK_REF\",36004:\"STENCIL_BACK_VALUE_MASK\",36005:\"STENCIL_BACK_WRITEMASK\",36006:\"FRAMEBUFFER_BINDING\",36007:\"RENDERBUFFER_BINDING\",36048:\"FRAMEBUFFER_ATTACHMENT_OBJECT_TYPE\",36049:\"FRAMEBUFFER_ATTACHMENT_OBJECT_NAME\",36050:\"FRAMEBUFFER_ATTACHMENT_TEXTURE_LEVEL\",36051:\"FRAMEBUFFER_ATTACHMENT_TEXTURE_CUBE_MAP_FACE\",36053:\"FRAMEBUFFER_COMPLETE\",36054:\"FRAMEBUFFER_INCOMPLETE_ATTACHMENT\",36055:\"FRAMEBUFFER_INCOMPLETE_MISSING_ATTACHMENT\",36057:\"FRAMEBUFFER_INCOMPLETE_DIMENSIONS\",36061:\"FRAMEBUFFER_UNSUPPORTED\",36064:\"COLOR_ATTACHMENT0\",36096:\"DEPTH_ATTACHMENT\",36128:\"STENCIL_ATTACHMENT\",36160:\"FRAMEBUFFER\",36161:\"RENDERBUFFER\",36162:\"RENDERBUFFER_WIDTH\",36163:\"RENDERBUFFER_HEIGHT\",36164:\"RENDERBUFFER_INTERNAL_FORMAT\",36168:\"STENCIL_INDEX8\",36176:\"RENDERBUFFER_RED_SIZE\",36177:\"RENDERBUFFER_GREEN_SIZE\",36178:\"RENDERBUFFER_BLUE_SIZE\",36179:\"RENDERBUFFER_ALPHA_SIZE\",36180:\"RENDERBUFFER_DEPTH_SIZE\",36181:\"RENDERBUFFER_STENCIL_SIZE\",36194:\"RGB565\",36336:\"LOW_FLOAT\",36337:\"MEDIUM_FLOAT\",36338:\"HIGH_FLOAT\",36339:\"LOW_INT\",36340:\"MEDIUM_INT\",36341:\"HIGH_INT\",36346:\"SHADER_COMPILER\",36347:\"MAX_VERTEX_UNIFORM_VECTORS\",36348:\"MAX_VARYING_VECTORS\",36349:\"MAX_FRAGMENT_UNIFORM_VECTORS\",37440:\"UNPACK_FLIP_Y_WEBGL\",37441:\"UNPACK_PREMULTIPLY_ALPHA_WEBGL\",37442:\"CONTEXT_LOST_WEBGL\",37443:\"UNPACK_COLORSPACE_CONVERSION_WEBGL\",37444:\"BROWSER_DEFAULT_WEBGL\"}},5171:function(t,e,r){var 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worldPosition  = model * vec4(position, 1.0);\\n  worldPosition       = (worldPosition / worldPosition.w) + vec4(capSize * offset, 0.0);\\n  gl_Position         = projection * (view * worldPosition);\\n  fragColor           = color;\\n  fragPosition        = position;\\n}\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float opacity;\\nvarying vec3 fragPosition;\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n  if (\\n    outOfRange(clipBounds[0], clipBounds[1], fragPosition) ||\\n    fragColor.a * opacity == 0.\\n  ) discard;\\n\\n  gl_FragColor = opacity * fragColor;\\n}\"]);t.exports=function(t){return i(t,a,o,null,[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"offset\",type:\"vec3\"}])}},2260:function(t,e,r){\"use strict\";var n=r(7766);t.exports=function(t,e,r,n){i||(i=t.FRAMEBUFFER_UNSUPPORTED,a=t.FRAMEBUFFER_INCOMPLETE_ATTACHMENT,o=t.FRAMEBUFFER_INCOMPLETE_DIMENSIONS,s=t.FRAMEBUFFER_INCOMPLETE_MISSING_ATTACHMENT);var c=t.getExtension(\"WEBGL_draw_buffers\");if(!l&&c&&function(t,e){var r=t.getParameter(e.MAX_COLOR_ATTACHMENTS_WEBGL);l=new Array(r+1);for(var n=0;n<=r;++n){for(var i=new Array(r),a=0;a<n;++a)i[a]=t.COLOR_ATTACHMENT0+a;for(a=n;a<r;++a)i[a]=t.NONE;l[n]=i}}(t,c),Array.isArray(e)&&(n=r,r=0|e[1],e=0|e[0]),\"number\"!=typeof e)throw new Error(\"gl-fbo: Missing shape parameter\");var u=t.getParameter(t.MAX_RENDERBUFFER_SIZE);if(e<0||e>u||r<0||r>u)throw new 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u(t,e){t.bindFramebuffer(t.FRAMEBUFFER,e[0]),t.bindRenderbuffer(t.RENDERBUFFER,e[1]),t.bindTexture(t.TEXTURE_2D,e[2])}function h(t){switch(t){case i:throw new Error(\"gl-fbo: Framebuffer unsupported\");case a:throw new Error(\"gl-fbo: Framebuffer incomplete attachment\");case o:throw new Error(\"gl-fbo: Framebuffer incomplete dimensions\");case s:throw new Error(\"gl-fbo: Framebuffer incomplete missing attachment\");default:throw new Error(\"gl-fbo: Framebuffer failed for unspecified reason\")}}function f(t,e,r,i,a,o){if(!i)return null;var s=n(t,e,r,a,i);return s.magFilter=t.NEAREST,s.minFilter=t.NEAREST,s.mipSamples=1,s.bind(),t.framebufferTexture2D(t.FRAMEBUFFER,o,t.TEXTURE_2D,s.handle,0),s}function p(t,e,r,n,i){var a=t.createRenderbuffer();return t.bindRenderbuffer(t.RENDERBUFFER,a),t.renderbufferStorage(t.RENDERBUFFER,n,e,r),t.framebufferRenderbuffer(t.FRAMEBUFFER,i,t.RENDERBUFFER,a),a}function d(t,e,r,n,i,a,o,s){this.gl=t,this._shape=[0|e,0|r],this._destroyed=!1,this._ext=s,this.color=new Array(i);for(var d=0;d<i;++d)this.color[d]=null;this._color_rb=null,this.depth=null,this._depth_rb=null,this._colorType=n,this._useDepth=a,this._useStencil=o;var m=this,g=[0|e,0|r];Object.defineProperties(g,{0:{get:function(){return m._shape[0]},set:function(t){return m.width=t}},1:{get:function(){return m._shape[1]},set:function(t){return m.height=t}}}),this._shapeVector=g,function(t){var e=c(t.gl),r=t.gl,n=t.handle=r.createFramebuffer(),i=t._shape[0],a=t._shape[1],o=t.color.length,s=t._ext,d=t._useStencil,m=t._useDepth,g=t._colorType;r.bindFramebuffer(r.FRAMEBUFFER,n);for(var y=0;y<o;++y)t.color[y]=f(r,i,a,g,r.RGBA,r.COLOR_ATTACHMENT0+y);0===o?(t._color_rb=p(r,i,a,r.RGBA4,r.COLOR_ATTACHMENT0),s&&s.drawBuffersWEBGL(l[0])):o>1&&s.drawBuffersWEBGL(l[o]);var v=r.getExtension(\"WEBGL_depth_texture\");v?d?t.depth=f(r,i,a,v.UNSIGNED_INT_24_8_WEBGL,r.DEPTH_STENCIL,r.DEPTH_STENCIL_ATTACHMENT):m&&(t.depth=f(r,i,a,r.UNSIGNED_SHORT,r.DEPTH_COMPONENT,r.DEPTH_ATTACHMENT)):m&&d?t._depth_rb=p(r,i,a,r.DEPTH_STENCIL,r.DEPTH_STENCIL_ATTACHMENT):m?t._depth_rb=p(r,i,a,r.DEPTH_COMPONENT16,r.DEPTH_ATTACHMENT):d&&(t._depth_rb=p(r,i,a,r.STENCIL_INDEX,r.STENCIL_ATTACHMENT));var x=r.checkFramebufferStatus(r.FRAMEBUFFER);if(x!==r.FRAMEBUFFER_COMPLETE){for(t._destroyed=!0,r.bindFramebuffer(r.FRAMEBUFFER,null),r.deleteFramebuffer(t.handle),t.handle=null,t.depth&&(t.depth.dispose(),t.depth=null),t._depth_rb&&(r.deleteRenderbuffer(t._depth_rb),t._depth_rb=null),y=0;y<t.color.length;++y)t.color[y].dispose(),t.color[y]=null;t._color_rb&&(r.deleteRenderbuffer(t._color_rb),t._color_rb=null),u(r,e),h(x)}u(r,e)}(this)}var m=d.prototype;function g(t,e,r){if(t._destroyed)throw new Error(\"gl-fbo: Can't resize destroyed FBO\");if(t._shape[0]!==e||t._shape[1]!==r){var n=t.gl,i=n.getParameter(n.MAX_RENDERBUFFER_SIZE);if(e<0||e>i||r<0||r>i)throw new Error(\"gl-fbo: Can't resize FBO, invalid dimensions\");t._shape[0]=e,t._shape[1]=r;for(var a=c(n),o=0;o<t.color.length;++o)t.color[o].shape=t._shape;t._color_rb&&(n.bindRenderbuffer(n.RENDERBUFFER,t._color_rb),n.renderbufferStorage(n.RENDERBUFFER,n.RGBA4,t._shape[0],t._shape[1])),t.depth&&(t.depth.shape=t._shape),t._depth_rb&&(n.bindRenderbuffer(n.RENDERBUFFER,t._depth_rb),t._useDepth&&t._useStencil?n.renderbufferStorage(n.RENDERBUFFER,n.DEPTH_STENCIL,t._shape[0],t._shape[1]):t._useDepth?n.renderbufferStorage(n.RENDERBUFFER,n.DEPTH_COMPONENT16,t._shape[0],t._shape[1]):t._useStencil&&n.renderbufferStorage(n.RENDERBUFFER,n.STENCIL_INDEX,t._shape[0],t._shape[1])),n.bindFramebuffer(n.FRAMEBUFFER,t.handle);var s=n.checkFramebufferStatus(n.FRAMEBUFFER);s!==n.FRAMEBUFFER_COMPLETE&&(t.dispose(),u(n,a),h(s)),u(n,a)}}Object.defineProperties(m,{shape:{get:function(){return this._destroyed?[0,0]:this._shapeVector},set:function(t){if(Array.isArray(t)||(t=[0|t,0|t]),2!==t.length)throw new Error(\"gl-fbo: Shape vector must be length 2\");var e=0|t[0],r=0|t[1];return g(this,e,r),[e,r]},enumerable:!1},width:{get:function(){return this._destroyed?0:this._shape[0]},set:function(t){return g(this,t|=0,this._shape[1]),t},enumerable:!1},height:{get:function(){return this._destroyed?0:this._shape[1]},set:function(t){return t|=0,g(this,this._shape[0],t),t},enumerable:!1}}),m.bind=function(){if(!this._destroyed){var t=this.gl;t.bindFramebuffer(t.FRAMEBUFFER,this.handle),t.viewport(0,0,this._shape[0],this._shape[1])}},m.dispose=function(){if(!this._destroyed){this._destroyed=!0;var t=this.gl;t.deleteFramebuffer(this.handle),this.handle=null,this.depth&&(this.depth.dispose(),this.depth=null),this._depth_rb&&(t.deleteRenderbuffer(this._depth_rb),this._depth_rb=null);for(var e=0;e<this.color.length;++e)this.color[e].dispose(),this.color[e]=null;this._color_rb&&(t.deleteRenderbuffer(this._color_rb),this._color_rb=null)}}},2992:function(t,e,r){var n=r(3387).sprintf,i=r(5171),a=r(1848),o=r(1085);t.exports=function(t,e,r){\"use strict\";var s=a(e)||\"of unknown name (see npm glsl-shader-name)\",l=\"unknown type\";void 0!==r&&(l=r===i.FRAGMENT_SHADER?\"fragment\":\"vertex\");for(var c=n(\"Error compiling %s shader %s:\\n\",l,s),u=n(\"%s%s\",c,t),h=t.split(\"\\n\"),f={},p=0;p<h.length;p++){var d=h[p];if(\"\"!==d&&\"\\0\"!==d){var m=parseInt(d.split(\":\")[2]);if(isNaN(m))throw new Error(n(\"Could not parse error: %s\",d));f[m]=d}}var g=o(e).split(\"\\n\");for(p=0;p<g.length;p++)if((f[p+3]||f[p+2]||f[p+1])&&(c+=g[p]+\"\\n\",f[p+1])){var y=f[p+1];y=y.substr(y.split(\":\",3).join(\":\").length+1).trim(),c+=n(\"^^^ %s\\n\\n\",y)}return{long:c.trim(),short:u.trim()}}},2510:function(t,e,r){\"use strict\";t.exports=function(t,e){var r=t.gl,n=new c(t,o(r,l.vertex,l.fragment),o(r,l.pickVertex,l.pickFragment),s(r),s(r),s(r),s(r));return n.update(e),t.addObject(n),n};var n=r(2478),i=r(7762),a=r(1888),o=r(9405),s=r(2762),l=r(6768);function c(t,e,r,n,i,a,o){this.plot=t,this.shader=e,this.pickShader=r,this.positionBuffer=n,this.weightBuffer=i,this.colorBuffer=a,this.idBuffer=o,this.xData=[],this.yData=[],this.shape=[0,0],this.bounds=[1/0,1/0,-1/0,-1/0],this.pickOffset=0}var u,h=c.prototype,f=[0,0,1,0,0,1,1,0,1,1,0,1];h.draw=(u=[1,0,0,0,1,0,0,0,1],function(){var t=this.plot,e=this.shader,r=this.bounds,n=this.numVertices;if(!(n<=0)){var i=t.gl,a=t.dataBox,o=r[2]-r[0],s=r[3]-r[1],l=a[2]-a[0],c=a[3]-a[1];u[0]=2*o/l,u[4]=2*s/c,u[6]=2*(r[0]-a[0])/l-1,u[7]=2*(r[1]-a[1])/c-1,e.bind();var h=e.uniforms;h.viewTransform=u,h.shape=this.shape;var f=e.attributes;this.positionBuffer.bind(),f.position.pointer(),this.weightBuffer.bind(),f.weight.pointer(i.UNSIGNED_BYTE,!1),this.colorBuffer.bind(),f.color.pointer(i.UNSIGNED_BYTE,!0),i.drawArrays(i.TRIANGLES,0,n)}}),h.drawPick=function(){var t=[1,0,0,0,1,0,0,0,1],e=[0,0,0,0];return function(r){var n=this.plot,i=this.pickShader,a=this.bounds,o=this.numVertices;if(!(o<=0)){var s=n.gl,l=n.dataBox,c=a[2]-a[0],u=a[3]-a[1],h=l[2]-l[0],f=l[3]-l[1];t[0]=2*c/h,t[4]=2*u/f,t[6]=2*(a[0]-l[0])/h-1,t[7]=2*(a[1]-l[1])/f-1;for(var p=0;p<4;++p)e[p]=r>>8*p&255;this.pickOffset=r,i.bind();var d=i.uniforms;d.viewTransform=t,d.pickOffset=e,d.shape=this.shape;var m=i.attributes;return this.positionBuffer.bind(),m.position.pointer(),this.weightBuffer.bind(),m.weight.pointer(s.UNSIGNED_BYTE,!1),this.idBuffer.bind(),m.pickId.pointer(s.UNSIGNED_BYTE,!1),s.drawArrays(s.TRIANGLES,0,o),r+this.shape[0]*this.shape[1]}}}(),h.pick=function(t,e,r){var n=this.pickOffset,i=this.shape[0]*this.shape[1];if(r<n||r>=n+i)return null;var a=r-n,o=this.xData,s=this.yData;return{object:this,pointId:a,dataCoord:[o[a%this.shape[0]],s[a/this.shape[0]|0]]}},h.update=function(t){var e=(t=t||{}).shape||[0,0],r=t.x||i(e[0]),o=t.y||i(e[1]),s=t.z||new Float32Array(e[0]*e[1]),l=!1!==t.zsmooth;this.xData=r,this.yData=o;var c,u,h,p,d=t.colorLevels||[0],m=t.colorValues||[0,0,0,1],g=d.length,y=this.bounds;l?(c=y[0]=r[0],u=y[1]=o[0],h=y[2]=r[r.length-1],p=y[3]=o[o.length-1]):(c=y[0]=r[0]+(r[1]-r[0])/2,u=y[1]=o[0]+(o[1]-o[0])/2,h=y[2]=r[r.length-1]+(r[r.length-1]-r[r.length-2])/2,p=y[3]=o[o.length-1]+(o[o.length-1]-o[o.length-2])/2);var v=1/(h-c),x=1/(p-u),_=e[0],b=e[1];this.shape=[_,b];var w=(l?(_-1)*(b-1):_*b)*(f.length>>>1);this.numVertices=w;for(var T=a.mallocUint8(4*w),k=a.mallocFloat32(2*w),A=a.mallocUint8(2*w),M=a.mallocUint32(w),S=0,E=l?_-1:_,C=l?b-1:b,L=0;L<C;++L){var I,P;l?(I=x*(o[L]-u),P=x*(o[L+1]-u)):(I=L<b-1?x*(o[L]-(o[L+1]-o[L])/2-u):x*(o[L]-(o[L]-o[L-1])/2-u),P=L<b-1?x*(o[L]+(o[L+1]-o[L])/2-u):x*(o[L]+(o[L]-o[L-1])/2-u));for(var z=0;z<E;++z){var O,D;l?(O=v*(r[z]-c),D=v*(r[z+1]-c)):(O=z<_-1?v*(r[z]-(r[z+1]-r[z])/2-c):v*(r[z]-(r[z]-r[z-1])/2-c),D=z<_-1?v*(r[z]+(r[z+1]-r[z])/2-c):v*(r[z]+(r[z]-r[z-1])/2-c));for(var R=0;R<f.length;R+=2){var F,B,N,j,U=f[R],V=f[R+1],q=s[l?(L+V)*_+(z+U):L*_+z],H=n.le(d,q);if(H<0)F=m[0],B=m[1],N=m[2],j=m[3];else if(H===g-1)F=m[4*g-4],B=m[4*g-3],N=m[4*g-2],j=m[4*g-1];else{var G=(q-d[H])/(d[H+1]-d[H]),Z=1-G,W=4*H,Y=4*(H+1);F=Z*m[W]+G*m[Y],B=Z*m[W+1]+G*m[Y+1],N=Z*m[W+2]+G*m[Y+2],j=Z*m[W+3]+G*m[Y+3]}T[4*S]=255*F,T[4*S+1]=255*B,T[4*S+2]=255*N,T[4*S+3]=255*j,k[2*S]=.5*O+.5*D,k[2*S+1]=.5*I+.5*P,A[2*S]=U,A[2*S+1]=V,M[S]=L*_+z,S+=1}}}this.positionBuffer.update(k),this.weightBuffer.update(A),this.colorBuffer.update(T),this.idBuffer.update(M),a.free(k),a.free(T),a.free(A),a.free(M)},h.dispose=function(){this.shader.dispose(),this.pickShader.dispose(),this.positionBuffer.dispose(),this.weightBuffer.dispose(),this.colorBuffer.dispose(),this.idBuffer.dispose(),this.plot.removeObject(this)}},6768:function(t,e,r){\"use strict\";var n=r(3236);t.exports={fragment:n([\"precision lowp float;\\n#define GLSLIFY 1\\nvarying vec4 fragColor;\\nvoid main() {\\n  gl_FragColor = vec4(fragColor.rgb * fragColor.a, fragColor.a);\\n}\\n\"]),vertex:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\nattribute vec4 color;\\nattribute vec2 weight;\\n\\nuniform vec2 shape;\\nuniform mat3 viewTransform;\\n\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n  vec3 vPosition = viewTransform * vec3( position + (weight-.5)/(shape-1.) , 1.0);\\n  fragColor = color;\\n  gl_Position = vec4(vPosition.xy, 0, vPosition.z);\\n}\\n\"]),pickFragment:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragId;\\nvarying vec2 vWeight;\\n\\nuniform vec2 shape;\\nuniform vec4 pickOffset;\\n\\nvoid main() {\\n  vec2 d = step(.5, vWeight);\\n  vec4 id = fragId + pickOffset;\\n  id.x += d.x + d.y*shape.x;\\n\\n  id.y += floor(id.x / 256.0);\\n  id.x -= floor(id.x / 256.0) * 256.0;\\n\\n  id.z += floor(id.y / 256.0);\\n  id.y -= floor(id.y / 256.0) * 256.0;\\n\\n  id.w += floor(id.z / 256.0);\\n  id.z -= floor(id.z / 256.0) * 256.0;\\n\\n  gl_FragColor = id/255.;\\n}\\n\"]),pickVertex:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\nattribute vec4 pickId;\\nattribute vec2 weight;\\n\\nuniform vec2 shape;\\nuniform mat3 viewTransform;\\n\\nvarying vec4 fragId;\\nvarying vec2 vWeight;\\n\\nvoid main() {\\n  vWeight = weight;\\n\\n  fragId = pickId;\\n\\n  vec3 vPosition = viewTransform * vec3( position + (weight-.5)/(shape-1.) , 1.0);\\n  gl_Position = vec4(vPosition.xy, 0, vPosition.z);\\n}\\n\"])}},7319:function(t,e,r){var n=r(3236),i=r(9405),a=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position, nextPosition;\\nattribute float arcLength, lineWidth;\\nattribute vec4 color;\\n\\nuniform vec2 screenShape;\\nuniform float pixelRatio;\\nuniform mat4 model, view, projection;\\n\\nvarying vec4 fragColor;\\nvarying vec3 worldPosition;\\nvarying float pixelArcLength;\\n\\nvec4 project(vec3 p) {\\n  return projection * (view * (model * vec4(p, 1.0)));\\n}\\n\\nvoid main() {\\n  vec4 startPoint = project(position);\\n  vec4 endPoint   = project(nextPosition);\\n\\n  vec2 A = startPoint.xy / startPoint.w;\\n  vec2 B =   endPoint.xy /   endPoint.w;\\n\\n  float clipAngle = atan(\\n    (B.y - A.y) * screenShape.y,\\n    (B.x - A.x) * screenShape.x\\n  );\\n\\n  vec2 offset = 0.5 * pixelRatio * lineWidth * vec2(\\n    sin(clipAngle),\\n    -cos(clipAngle)\\n  ) / screenShape;\\n\\n  gl_Position = vec4(startPoint.xy + startPoint.w * offset, startPoint.zw);\\n\\n  worldPosition = position;\\n  pixelArcLength = arcLength;\\n  fragColor = color;\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3      clipBounds[2];\\nuniform sampler2D dashTexture;\\nuniform float     dashScale;\\nuniform float     opacity;\\n\\nvarying vec3    worldPosition;\\nvarying float   pixelArcLength;\\nvarying vec4    fragColor;\\n\\nvoid main() {\\n  if (\\n    outOfRange(clipBounds[0], clipBounds[1], worldPosition) ||\\n    fragColor.a * opacity == 0.\\n  ) discard;\\n\\n  float dashWeight = texture2D(dashTexture, vec2(dashScale * pixelArcLength, 0)).r;\\n  if(dashWeight < 0.5) {\\n    discard;\\n  }\\n  gl_FragColor = fragColor * opacity;\\n}\\n\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\n#define FLOAT_MAX  1.70141184e38\\n#define FLOAT_MIN  1.17549435e-38\\n\\n// https://github.com/mikolalysenko/glsl-read-float/blob/master/index.glsl\\nvec4 packFloat(float v) {\\n  float av = abs(v);\\n\\n  //Handle special cases\\n  if(av < FLOAT_MIN) {\\n    return vec4(0.0, 0.0, 0.0, 0.0);\\n  } else if(v > FLOAT_MAX) {\\n    return vec4(127.0, 128.0, 0.0, 0.0) / 255.0;\\n  } else if(v < -FLOAT_MAX) {\\n    return vec4(255.0, 128.0, 0.0, 0.0) / 255.0;\\n  }\\n\\n  vec4 c = vec4(0,0,0,0);\\n\\n  //Compute exponent and mantissa\\n  float e = floor(log2(av));\\n  float m = av * pow(2.0, -e) - 1.0;\\n\\n  //Unpack mantissa\\n  c[1] = floor(128.0 * m);\\n  m -= c[1] / 128.0;\\n  c[2] = floor(32768.0 * m);\\n  m -= c[2] / 32768.0;\\n  c[3] = floor(8388608.0 * m);\\n\\n  //Unpack exponent\\n  float ebias = e + 127.0;\\n  c[0] = floor(ebias / 2.0);\\n  ebias -= c[0] * 2.0;\\n  c[1] += floor(ebias) * 128.0;\\n\\n  //Unpack sign bit\\n  c[0] += 128.0 * step(0.0, -v);\\n\\n  //Scale back to range\\n  return c / 255.0;\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform float pickId;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec3 worldPosition;\\nvarying float pixelArcLength;\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], worldPosition)) discard;\\n\\n  gl_FragColor = vec4(pickId/255.0, packFloat(pixelArcLength).xyz);\\n}\"]),l=[{name:\"position\",type:\"vec3\"},{name:\"nextPosition\",type:\"vec3\"},{name:\"arcLength\",type:\"float\"},{name:\"lineWidth\",type:\"float\"},{name:\"color\",type:\"vec4\"}];e.createShader=function(t){return i(t,a,o,null,l)},e.createPickShader=function(t){return i(t,a,s,null,l)}},5714:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl||t.scene&&t.scene.gl,r=h(e);r.attributes.position.location=0,r.attributes.nextPosition.location=1,r.attributes.arcLength.location=2,r.attributes.lineWidth.location=3,r.attributes.color.location=4;var o=f(e);o.attributes.position.location=0,o.attributes.nextPosition.location=1,o.attributes.arcLength.location=2,o.attributes.lineWidth.location=3,o.attributes.color.location=4;for(var s=n(e),l=i(e,[{buffer:s,size:3,offset:0,stride:48},{buffer:s,size:3,offset:12,stride:48},{buffer:s,size:1,offset:24,stride:48},{buffer:s,size:1,offset:28,stride:48},{buffer:s,size:4,offset:32,stride:48}]),u=c(new Array(1024),[256,1,4]),p=0;p<1024;++p)u.data[p]=255;var d=a(e,u);d.wrap=e.REPEAT;var m=new y(e,r,o,s,l,d);return m.update(t),m};var n=r(2762),i=r(8116),a=r(7766),o=new Uint8Array(4),s=new Float32Array(o.buffer),l=r(2478),c=r(9618),u=r(7319),h=u.createShader,f=u.createPickShader,p=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function d(t,e){for(var r=0,n=0;n<3;++n){var i=t[n]-e[n];r+=i*i}return Math.sqrt(r)}function m(t){for(var e=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],r=0;r<3;++r)e[0][r]=Math.max(t[0][r],e[0][r]),e[1][r]=Math.min(t[1][r],e[1][r]);return e}function g(t,e,r,n){this.arcLength=t,this.position=e,this.index=r,this.dataCoordinate=n}function y(t,e,r,n,i,a){this.gl=t,this.shader=e,this.pickShader=r,this.buffer=n,this.vao=i,this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.points=[],this.arcLength=[],this.vertexCount=0,this.bounds=[[0,0,0],[0,0,0]],this.pickId=0,this.lineWidth=1,this.texture=a,this.dashScale=1,this.opacity=1,this.hasAlpha=!1,this.dirty=!0,this.pixelRatio=1}var v=y.prototype;v.isTransparent=function(){return this.hasAlpha},v.isOpaque=function(){return!this.hasAlpha},v.pickSlots=1,v.setPickBase=function(t){this.pickId=t},v.drawTransparent=v.draw=function(t){if(this.vertexCount){var 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r=0,a=0,o=0;o<2;++o)r+=Math.pow(e[o]-t[0][o],2),a+=Math.pow(e[o]-t[1][o],2);return(r=Math.sqrt(r))+(a=Math.sqrt(a))<1e-6?[1,0]:[a/(r+a),r/(a+r)]}if(3===t.length){var s=[0,0];return i(t[0],t[1],t[2],e,s),n(t,s)}return[]}(u,e),y=0;for(h=0;h<3;++h){if(g[h]<-.001||g[h]>1.0001)return null;y+=g[h]}return Math.abs(y-1)>.001?null:[f,s(t,g),g]}},840:function(t,e,r){var n=r(3236),i=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position, normal;\\nattribute vec4 color;\\nattribute vec2 uv;\\n\\nuniform mat4 model\\n           , view\\n           , projection\\n           , inverseModel;\\nuniform vec3 eyePosition\\n           , lightPosition;\\n\\nvarying vec3 f_normal\\n           , f_lightDirection\\n           , f_eyeDirection\\n           , f_data;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvec4 project(vec3 p) {\\n  return projection * (view * (model * vec4(p, 1.0)));\\n}\\n\\nvoid main() {\\n  gl_Position      = project(position);\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * vec4(position , 1.0);\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  f_lightDirection = lightPosition - cameraCoordinate.xyz;\\n  f_eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  f_normal  = normalize((vec4(normal, 0.0) * inverseModel).xyz);\\n\\n  f_color          = color;\\n  f_data           = position;\\n  f_uv             = uv;\\n}\\n\"]),a=n([\"#extension GL_OES_standard_derivatives : enable\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat cookTorranceSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness,\\n  float fresnel) {\\n\\n  float VdotN = max(dot(viewDirection, surfaceNormal), 0.0);\\n  float LdotN = max(dot(lightDirection, surfaceNormal), 0.0);\\n\\n  //Half angle vector\\n  vec3 H = normalize(lightDirection + viewDirection);\\n\\n  //Geometric term\\n  float NdotH = max(dot(surfaceNormal, H), 0.0);\\n  float VdotH = max(dot(viewDirection, H), 0.000001);\\n  float LdotH = max(dot(lightDirection, H), 0.000001);\\n  float G1 = (2.0 * NdotH * VdotN) / VdotH;\\n  float G2 = (2.0 * NdotH * LdotN) / LdotH;\\n  float G = min(1.0, min(G1, G2));\\n  \\n  //Distribution term\\n  float D = beckmannDistribution(NdotH, roughness);\\n\\n  //Fresnel term\\n  float F = pow(1.0 - VdotN, fresnel);\\n\\n  //Multiply terms and done\\n  return  G * F * D / max(3.14159265 * VdotN, 0.000001);\\n}\\n\\n//#pragma glslify: beckmann = require(glsl-specular-beckmann) // used in gl-surface3d\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float roughness\\n            , fresnel\\n            , kambient\\n            , kdiffuse\\n            , kspecular;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal\\n           , f_lightDirection\\n           , f_eyeDirection\\n           , f_data;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (f_color.a == 0.0 ||\\n    outOfRange(clipBounds[0], clipBounds[1], f_data)\\n  ) discard;\\n\\n  vec3 N = normalize(f_normal);\\n  vec3 L = normalize(f_lightDirection);\\n  vec3 V = normalize(f_eyeDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = min(1.0, max(0.0, cookTorranceSpecular(L, V, N, roughness, fresnel)));\\n  //float specular = max(0.0, beckmann(L, V, N, roughness)); // used in gl-surface3d\\n\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  vec4 surfaceColor = vec4(f_color.rgb, 1.0) * texture2D(texture, f_uv);\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = litColor * f_color.a;\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 uv;\\n\\nuniform mat4 model, view, projection;\\n\\nvarying vec4 f_color;\\nvarying vec3 f_data;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  gl_Position = projection * (view * (model * vec4(position, 1.0)));\\n  f_color = color;\\n  f_data  = position;\\n  f_uv    = uv;\\n}\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform sampler2D texture;\\nuniform float opacity;\\n\\nvarying vec4 f_color;\\nvarying vec3 f_data;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_data)) discard;\\n\\n  gl_FragColor = f_color * texture2D(texture, f_uv) * opacity;\\n}\"]),l=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 uv;\\nattribute float pointSize;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0.0, 0.0 ,0.0 ,0.0);\\n  } else {\\n    gl_Position = projection * (view * (model * vec4(position, 1.0)));\\n  }\\n  gl_PointSize = pointSize;\\n  f_color = color;\\n  f_uv = uv;\\n}\"]),c=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform sampler2D texture;\\nuniform float opacity;\\n\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  vec2 pointR = gl_PointCoord.xy - vec2(0.5, 0.5);\\n  if(dot(pointR, pointR) > 0.25) {\\n    discard;\\n  }\\n  gl_FragColor = f_color * texture2D(texture, f_uv) * opacity;\\n}\"]),u=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  gl_Position = projection * (view * (model * vec4(position, 1.0)));\\n  f_id        = id;\\n  f_position  = position;\\n}\"]),h=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3  clipBounds[2];\\nuniform float pickId;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n\\n  gl_FragColor = vec4(pickId, f_id.xyz);\\n}\"]),f=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3  position;\\nattribute float pointSize;\\nattribute vec4  id;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0.0, 0.0, 0.0, 0.0);\\n  } else {\\n    gl_Position  = projection * (view * (model * vec4(position, 1.0)));\\n    gl_PointSize = pointSize;\\n  }\\n  f_id         = id;\\n  f_position   = position;\\n}\"]),p=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\n\\nuniform mat4 model, view, projection;\\n\\nvoid main() {\\n  gl_Position = projection * (view * (model * vec4(position, 1.0)));\\n}\"]),d=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec3 contourColor;\\n\\nvoid main() {\\n  gl_FragColor = vec4(contourColor, 1.0);\\n}\\n\"]);e.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"}]},e.wireShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"}]},e.pointShader={vertex:l,fragment:c,attributes:[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"pointSize\",type:\"float\"}]},e.pickShader={vertex:u,fragment:h,attributes:[{name:\"position\",type:\"vec3\"},{name:\"id\",type:\"vec4\"}]},e.pointPickShader={vertex:f,fragment:h,attributes:[{name:\"position\",type:\"vec3\"},{name:\"pointSize\",type:\"float\"},{name:\"id\",type:\"vec4\"}]},e.contourShader={vertex:p,fragment:d,attributes:[{name:\"position\",type:\"vec3\"}]}},7201:function(t,e,r){\"use strict\";var n=r(9405),i=r(2762),a=r(8116),o=r(7766),s=r(8406),l=r(6760),c=r(7608),u=r(9618),h=r(6729),f=r(7765),p=r(1888),d=r(840),m=r(7626),g=d.meshShader,y=d.wireShader,v=d.pointShader,x=d.pickShader,_=d.pointPickShader,b=d.contourShader,w=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function T(t,e,r,n,i,a,o,s,l,c,u,h,f,p,d,m,g,y,v,x,_,b,T,k,A,M,S){this.gl=t,this.pixelRatio=1,this.cells=[],this.positions=[],this.intensity=[],this.texture=e,this.dirty=!0,this.triShader=r,this.lineShader=n,this.pointShader=i,this.pickShader=a,this.pointPickShader=o,this.contourShader=s,this.trianglePositions=l,this.triangleColors=u,this.triangleNormals=f,this.triangleUVs=h,this.triangleIds=c,this.triangleVAO=p,this.triangleCount=0,this.lineWidth=1,this.edgePositions=d,this.edgeColors=g,this.edgeUVs=y,this.edgeIds=m,this.edgeVAO=v,this.edgeCount=0,this.pointPositions=x,this.pointColors=b,this.pointUVs=T,this.pointSizes=k,this.pointIds=_,this.pointVAO=A,this.pointCount=0,this.contourLineWidth=1,this.contourPositions=M,this.contourVAO=S,this.contourCount=0,this.contourColor=[0,0,0],this.contourEnable=!0,this.pickVertex=!0,this.pickId=1,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.lightPosition=[1e5,1e5,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.opacity=1,this.hasAlpha=!1,this.opacityscale=!1,this._model=w,this._view=w,this._projection=w,this._resolution=[1,1]}var k=T.prototype;function A(t,e){if(!e)return 1;if(!e.length)return 1;for(var r=0;r<e.length;++r){if(e.length<2)return 1;if(e[r][0]===t)return e[r][1];if(e[r][0]>t&&r>0){var n=(e[r][0]-t)/(e[r][0]-e[r-1][0]);return e[r][1]*(1-n)+n*e[r-1][1]}}return 1}function M(t){var e=n(t,v.vertex,v.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e.attributes.pointSize.location=4,e}function S(t){var e=n(t,x.vertex,x.fragment);return e.attributes.position.location=0,e.attributes.id.location=1,e}function E(t){var e=n(t,_.vertex,_.fragment);return e.attributes.position.location=0,e.attributes.id.location=1,e.attributes.pointSize.location=4,e}function C(t){var e=n(t,b.vertex,b.fragment);return e.attributes.position.location=0,e}k.isOpaque=function(){return!this.hasAlpha},k.isTransparent=function(){return this.hasAlpha},k.pickSlots=1,k.setPickBase=function(t){this.pickId=t},k.highlight=function(t){if(t&&this.contourEnable){for(var e=f(this.cells,this.intensity,t.intensity),r=e.cells,n=e.vertexIds,i=e.vertexWeights,a=r.length,o=p.mallocFloat32(6*a),s=0,l=0;l<a;++l)for(var c=r[l],u=0;u<2;++u){var h=c[0];2===c.length&&(h=c[u]);for(var d=n[h][0],m=n[h][1],g=i[h],y=1-g,v=this.positions[d],x=this.positions[m],_=0;_<3;++_)o[s++]=g*v[_]+y*x[_]}this.contourCount=s/3|0,this.contourPositions.update(o.subarray(0,s)),p.free(o)}else this.contourCount=0},k.update=function(t){t=t||{};var e=this.gl;this.dirty=!0,\"contourEnable\"in t&&(this.contourEnable=t.contourEnable),\"contourColor\"in t&&(this.contourColor=t.contourColor),\"lineWidth\"in t&&(this.lineWidth=t.lineWidth),\"lightPosition\"in t&&(this.lightPosition=t.lightPosition),this.hasAlpha=!1,\"opacity\"in t&&(this.opacity=t.opacity,this.opacity<1&&(this.hasAlpha=!0)),\"opacityscale\"in t&&(this.opacityscale=t.opacityscale,this.hasAlpha=!0),\"ambient\"in t&&(this.ambientLight=t.ambient),\"diffuse\"in t&&(this.diffuseLight=t.diffuse),\"specular\"in t&&(this.specularLight=t.specular),\"roughness\"in t&&(this.roughness=t.roughness),\"fresnel\"in t&&(this.fresnel=t.fresnel),t.texture?(this.texture.dispose(),this.texture=o(e,t.texture)):t.colormap&&(this.texture.shape=[256,256],this.texture.minFilter=e.LINEAR_MIPMAP_LINEAR,this.texture.magFilter=e.LINEAR,this.texture.setPixels(function(t,e){for(var r=h({colormap:t,nshades:256,format:\"rgba\"}),n=new Uint8Array(1024),i=0;i<256;++i){for(var a=r[i],o=0;o<3;++o)n[4*i+o]=a[o];n[4*i+3]=e?255*A(i/255,e):255*a[3]}return u(n,[256,256,4],[4,0,1])}(t.colormap,this.opacityscale)),this.texture.generateMipmap());var r=t.cells,n=t.positions;if(n&&r){var i=[],a=[],l=[],c=[],f=[],p=[],d=[],m=[],g=[],y=[],v=[],x=[],_=[],b=[];this.cells=r,this.positions=n;var w=t.vertexNormals,T=t.cellNormals,k=void 0===t.vertexNormalsEpsilon?1e-6:t.vertexNormalsEpsilon,M=void 0===t.faceNormalsEpsilon?1e-6:t.faceNormalsEpsilon;t.useFacetNormals&&!T&&(T=s.faceNormals(r,n,M)),T||w||(w=s.vertexNormals(r,n,k));var S=t.vertexColors,E=t.cellColors,C=t.meshColor||[1,1,1,1],L=t.vertexUVs,I=t.vertexIntensity,P=t.cellUVs,z=t.cellIntensity,O=1/0,D=-1/0;if(!L&&!P)if(I)if(t.vertexIntensityBounds)O=+t.vertexIntensityBounds[0],D=+t.vertexIntensityBounds[1];else for(var R=0;R<I.length;++R){var F=I[R];O=Math.min(O,F),D=Math.max(D,F)}else if(z)if(t.cellIntensityBounds)O=+t.cellIntensityBounds[0],D=+t.cellIntensityBounds[1];else for(R=0;R<z.length;++R)F=z[R],O=Math.min(O,F),D=Math.max(D,F);else for(R=0;R<n.length;++R)F=n[R][2],O=Math.min(O,F),D=Math.max(D,F);this.intensity=I||z||function(t){for(var e=t.length,r=new Array(e),n=0;n<e;++n)r[n]=t[n][2];return r}(n),this.pickVertex=!(z||E);var B=t.pointSizes,N=t.pointSize||1;for(this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],R=0;R<n.length;++R)for(var j=n[R],U=0;U<3;++U)!isNaN(j[U])&&isFinite(j[U])&&(this.bounds[0][U]=Math.min(this.bounds[0][U],j[U]),this.bounds[1][U]=Math.max(this.bounds[1][U],j[U]));var V=0,q=0,H=0;t:for(R=0;R<r.length;++R){var G=r[R];switch(G.length){case 1:for(j=n[W=G[0]],U=0;U<3;++U)if(isNaN(j[U])||!isFinite(j[U]))continue t;y.push(j[0],j[1],j[2]),Y=S?S[W]:E?E[R]:C,this.opacityscale&&I?a.push(Y[0],Y[1],Y[2],this.opacity*A((I[W]-O)/(D-O),this.opacityscale)):3===Y.length?v.push(Y[0],Y[1],Y[2],this.opacity):(v.push(Y[0],Y[1],Y[2],Y[3]*this.opacity),Y[3]<1&&(this.hasAlpha=!0)),X=L?L[W]:I?[(I[W]-O)/(D-O),0]:P?P[R]:z?[(z[R]-O)/(D-O),0]:[(j[2]-O)/(D-O),0],x.push(X[0],X[1]),B?_.push(B[W]):_.push(N),b.push(R),H+=1;break;case 2:for(U=0;U<2;++U){j=n[W=G[U]];for(var Z=0;Z<3;++Z)if(isNaN(j[Z])||!isFinite(j[Z]))continue t}for(U=0;U<2;++U)j=n[W=G[U]],p.push(j[0],j[1],j[2]),Y=S?S[W]:E?E[R]:C,this.opacityscale&&I?a.push(Y[0],Y[1],Y[2],this.opacity*A((I[W]-O)/(D-O),this.opacityscale)):3===Y.length?d.push(Y[0],Y[1],Y[2],this.opacity):(d.push(Y[0],Y[1],Y[2],Y[3]*this.opacity),Y[3]<1&&(this.hasAlpha=!0)),X=L?L[W]:I?[(I[W]-O)/(D-O),0]:P?P[R]:z?[(z[R]-O)/(D-O),0]:[(j[2]-O)/(D-O),0],m.push(X[0],X[1]),g.push(R);q+=1;break;case 3:for(U=0;U<3;++U)for(j=n[W=G[U]],Z=0;Z<3;++Z)if(isNaN(j[Z])||!isFinite(j[Z]))continue t;for(U=0;U<3;++U){var W,Y,X,$;j=n[W=G[2-U]],i.push(j[0],j[1],j[2]),(Y=S?S[W]:E?E[R]:C)?this.opacityscale&&I?a.push(Y[0],Y[1],Y[2],this.opacity*A((I[W]-O)/(D-O),this.opacityscale)):3===Y.length?a.push(Y[0],Y[1],Y[2],this.opacity):(a.push(Y[0],Y[1],Y[2],Y[3]*this.opacity),Y[3]<1&&(this.hasAlpha=!0)):a.push(.5,.5,.5,1),X=L?L[W]:I?[(I[W]-O)/(D-O),0]:P?P[R]:z?[(z[R]-O)/(D-O),0]:[(j[2]-O)/(D-O),0],c.push(X[0],X[1]),$=w?w[W]:T[R],l.push($[0],$[1],$[2]),f.push(R)}V+=1}}this.pointCount=H,this.edgeCount=q,this.triangleCount=V,this.pointPositions.update(y),this.pointColors.update(v),this.pointUVs.update(x),this.pointSizes.update(_),this.pointIds.update(new Uint32Array(b)),this.edgePositions.update(p),this.edgeColors.update(d),this.edgeUVs.update(m),this.edgeIds.update(new Uint32Array(g)),this.trianglePositions.update(i),this.triangleColors.update(a),this.triangleUVs.update(c),this.triangleNormals.update(l),this.triangleIds.update(new Uint32Array(f))}},k.drawTransparent=k.draw=function(t){t=t||{};for(var e=this.gl,r=t.model||w,n=t.view||w,i=t.projection||w,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);var s={model:r,view:n,projection:i,inverseModel:w.slice(),clipBounds:a,kambient:this.ambientLight,kdiffuse:this.diffuseLight,kspecular:this.specularLight,roughness:this.roughness,fresnel:this.fresnel,eyePosition:[0,0,0],lightPosition:[0,0,0],contourColor:this.contourColor,texture:0};s.inverseModel=c(s.inverseModel,s.model),e.disable(e.CULL_FACE),this.texture.bind(0);var u=new Array(16);for(l(u,s.view,s.model),l(u,s.projection,u),c(u,u),o=0;o<3;++o)s.eyePosition[o]=u[12+o]/u[15];var h,f=u[15];for(o=0;o<3;++o)f+=this.lightPosition[o]*u[4*o+3];for(o=0;o<3;++o){for(var p=u[12+o],d=0;d<3;++d)p+=u[4*d+o]*this.lightPosition[d];s.lightPosition[o]=p/f}this.triangleCount>0&&((h=this.triShader).bind(),h.uniforms=s,this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind()),this.edgeCount>0&&this.lineWidth>0&&((h=this.lineShader).bind(),h.uniforms=s,this.edgeVAO.bind(),e.lineWidth(this.lineWidth*this.pixelRatio),e.drawArrays(e.LINES,0,2*this.edgeCount),this.edgeVAO.unbind()),this.pointCount>0&&((h=this.pointShader).bind(),h.uniforms=s,this.pointVAO.bind(),e.drawArrays(e.POINTS,0,this.pointCount),this.pointVAO.unbind()),this.contourEnable&&this.contourCount>0&&this.contourLineWidth>0&&((h=this.contourShader).bind(),h.uniforms=s,this.contourVAO.bind(),e.drawArrays(e.LINES,0,this.contourCount),this.contourVAO.unbind())},k.drawPick=function(t){t=t||{};for(var e=this.gl,r=t.model||w,n=t.view||w,i=t.projection||w,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);this._model=[].slice.call(r),this._view=[].slice.call(n),this._projection=[].slice.call(i),this._resolution=[e.drawingBufferWidth,e.drawingBufferHeight];var s,l={model:r,view:n,projection:i,clipBounds:a,pickId:this.pickId/255};(s=this.pickShader).bind(),s.uniforms=l,this.triangleCount>0&&(this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind()),this.edgeCount>0&&(this.edgeVAO.bind(),e.lineWidth(this.lineWidth*this.pixelRatio),e.drawArrays(e.LINES,0,2*this.edgeCount),this.edgeVAO.unbind()),this.pointCount>0&&((s=this.pointPickShader).bind(),s.uniforms=l,this.pointVAO.bind(),e.drawArrays(e.POINTS,0,this.pointCount),this.pointVAO.unbind())},k.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;for(var e=t.value[0]+256*t.value[1]+65536*t.value[2],r=this.cells[e],n=this.positions,i=new Array(r.length),a=0;a<r.length;++a)i[a]=n[r[a]];var o=t.coord[0],s=t.coord[1];if(!this.pickVertex){var l=this.positions[r[0]],c=this.positions[r[1]],u=this.positions[r[2]],h=[(l[0]+c[0]+u[0])/3,(l[1]+c[1]+u[1])/3,(l[2]+c[2]+u[2])/3];return{_cellCenter:!0,position:[o,s],index:e,cell:r,cellId:e,intensity:this.intensity[e],dataCoordinate:h}}var f=m(i,[o*this.pixelRatio,this._resolution[1]-s*this.pixelRatio],this._model,this._view,this._projection,this._resolution);if(!f)return null;var p=f[2],d=0;for(a=0;a<r.length;++a)d+=p[a]*this.intensity[r[a]];return{position:f[1],index:r[f[0]],cell:r,cellId:e,intensity:d,dataCoordinate:this.positions[r[f[0]]]}},k.dispose=function(){this.texture.dispose(),this.triShader.dispose(),this.lineShader.dispose(),this.pointShader.dispose(),this.pickShader.dispose(),this.pointPickShader.dispose(),this.triangleVAO.dispose(),this.trianglePositions.dispose(),this.triangleColors.dispose(),this.triangleUVs.dispose(),this.triangleNormals.dispose(),this.triangleIds.dispose(),this.edgeVAO.dispose(),this.edgePositions.dispose(),this.edgeColors.dispose(),this.edgeUVs.dispose(),this.edgeIds.dispose(),this.pointVAO.dispose(),this.pointPositions.dispose(),this.pointColors.dispose(),this.pointUVs.dispose(),this.pointSizes.dispose(),this.pointIds.dispose(),this.contourVAO.dispose(),this.contourPositions.dispose(),this.contourShader.dispose()},t.exports=function(t,e){if(1===arguments.length&&(t=(e=t).gl),!(t.getExtension(\"OES_standard_derivatives\")||t.getExtension(\"MOZ_OES_standard_derivatives\")||t.getExtension(\"WEBKIT_OES_standard_derivatives\")))throw new Error(\"derivatives not supported\");var r=function(t){var e=n(t,g.vertex,g.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e.attributes.normal.location=4,e}(t),s=function(t){var e=n(t,y.vertex,y.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e}(t),l=M(t),c=S(t),h=E(t),f=C(t),p=o(t,u(new Uint8Array([255,255,255,255]),[1,1,4]));p.generateMipmap(),p.minFilter=t.LINEAR_MIPMAP_LINEAR,p.magFilter=t.LINEAR;var d=i(t),m=i(t),v=i(t),x=i(t),_=i(t),b=a(t,[{buffer:d,type:t.FLOAT,size:3},{buffer:_,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:m,type:t.FLOAT,size:4},{buffer:v,type:t.FLOAT,size:2},{buffer:x,type:t.FLOAT,size:3}]),w=i(t),k=i(t),A=i(t),L=i(t),I=a(t,[{buffer:w,type:t.FLOAT,size:3},{buffer:L,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:k,type:t.FLOAT,size:4},{buffer:A,type:t.FLOAT,size:2}]),P=i(t),z=i(t),O=i(t),D=i(t),R=i(t),F=a(t,[{buffer:P,type:t.FLOAT,size:3},{buffer:R,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:z,type:t.FLOAT,size:4},{buffer:O,type:t.FLOAT,size:2},{buffer:D,type:t.FLOAT,size:1}]),B=i(t),N=new T(t,p,r,s,l,c,h,f,d,_,m,v,x,b,w,L,k,A,I,P,R,z,O,D,F,B,a(t,[{buffer:B,type:t.FLOAT,size:3}]));return N.update(e),N}},8120:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl;return new o(t,n(e,[0,0,0,1,1,0,1,1]),i(e,a.boxVert,a.lineFrag))};var n=r(2762),i=r(9405),a=r(3603);function o(t,e,r){this.plot=t,this.vbo=e,this.shader=r}var s,l,c=o.prototype;c.bind=function(){var t=this.shader;this.vbo.bind(),this.shader.bind(),t.attributes.coord.pointer(),t.uniforms.screenBox=this.plot.screenBox},c.drawBox=(s=[0,0],l=[0,0],function(t,e,r,n,i){var a=this.plot,o=this.shader,c=a.gl;s[0]=t,s[1]=e,l[0]=r,l[1]=n,o.uniforms.lo=s,o.uniforms.hi=l,o.uniforms.color=i,c.drawArrays(c.TRIANGLE_STRIP,0,4)}),c.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},1913:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl;return new s(t,n(e),i(e,o.gridVert,o.gridFrag),i(e,o.tickVert,o.gridFrag))};var n=r(2762),i=r(9405),a=r(2478),o=r(3603);function s(t,e,r,n){this.plot=t,this.vbo=e,this.shader=r,this.tickShader=n,this.ticks=[[],[]]}function l(t,e){return t-e}var c,u,h,f,p,d=s.prototype;d.draw=(c=[0,0],u=[0,0],h=[0,0],function(){for(var t=this.plot,e=this.vbo,r=this.shader,n=this.ticks,i=t.gl,a=t._tickBounds,o=t.dataBox,s=t.viewBox,l=t.gridLineWidth,f=t.gridLineColor,p=t.gridLineEnable,d=t.pixelRatio,m=0;m<2;++m){var g=a[m],y=a[m+2]-g,v=.5*(o[m+2]+o[m]),x=o[m+2]-o[m];u[m]=2*y/x,c[m]=2*(g-v)/x}r.bind(),e.bind(),r.attributes.dataCoord.pointer(),r.uniforms.dataShift=c,r.uniforms.dataScale=u;var _=0;for(m=0;m<2;++m){h[0]=h[1]=0,h[m]=1,r.uniforms.dataAxis=h,r.uniforms.lineWidth=l[m]/(s[m+2]-s[m])*d,r.uniforms.color=f[m];var b=6*n[m].length;p[m]&&b&&i.drawArrays(i.TRIANGLES,_,b),_+=b}}),d.drawTickMarks=function(){var t=[0,0],e=[0,0],r=[1,0],n=[0,1],i=[0,0],o=[0,0];return function(){for(var s=this.plot,c=this.vbo,u=this.tickShader,h=this.ticks,f=s.gl,p=s._tickBounds,d=s.dataBox,m=s.viewBox,g=s.pixelRatio,y=s.screenBox,v=y[2]-y[0],x=y[3]-y[1],_=m[2]-m[0],b=m[3]-m[1],w=0;w<2;++w){var T=p[w],k=p[w+2]-T,A=.5*(d[w+2]+d[w]),M=d[w+2]-d[w];e[w]=2*k/M,t[w]=2*(T-A)/M}e[0]*=_/v,t[0]*=_/v,e[1]*=b/x,t[1]*=b/x,u.bind(),c.bind(),u.attributes.dataCoord.pointer();var S=u.uniforms;S.dataShift=t,S.dataScale=e;var E=s.tickMarkLength,C=s.tickMarkWidth,L=s.tickMarkColor,I=6*h[0].length,P=Math.min(a.ge(h[0],(d[0]-p[0])/(p[2]-p[0]),l),h[0].length),z=Math.min(a.gt(h[0],(d[2]-p[0])/(p[2]-p[0]),l),h[0].length),O=0+6*P,D=6*Math.max(0,z-P),R=Math.min(a.ge(h[1],(d[1]-p[1])/(p[3]-p[1]),l),h[1].length),F=Math.min(a.gt(h[1],(d[3]-p[1])/(p[3]-p[1]),l),h[1].length),B=I+6*R,N=6*Math.max(0,F-R);i[0]=2*(m[0]-E[1])/v-1,i[1]=(m[3]+m[1])/x-1,o[0]=E[1]*g/v,o[1]=C[1]*g/x,N&&(S.color=L[1],S.tickScale=o,S.dataAxis=n,S.screenOffset=i,f.drawArrays(f.TRIANGLES,B,N)),i[0]=(m[2]+m[0])/v-1,i[1]=2*(m[1]-E[0])/x-1,o[0]=C[0]*g/v,o[1]=E[0]*g/x,D&&(S.color=L[0],S.tickScale=o,S.dataAxis=r,S.screenOffset=i,f.drawArrays(f.TRIANGLES,O,D)),i[0]=2*(m[2]+E[3])/v-1,i[1]=(m[3]+m[1])/x-1,o[0]=E[3]*g/v,o[1]=C[3]*g/x,N&&(S.color=L[3],S.tickScale=o,S.dataAxis=n,S.screenOffset=i,f.drawArrays(f.TRIANGLES,B,N)),i[0]=(m[2]+m[0])/v-1,i[1]=2*(m[3]+E[2])/x-1,o[0]=C[2]*g/v,o[1]=E[2]*g/x,D&&(S.color=L[2],S.tickScale=o,S.dataAxis=r,S.screenOffset=i,f.drawArrays(f.TRIANGLES,O,D))}}(),d.update=(f=[1,1,-1,-1,1,-1],p=[1,-1,1,1,-1,-1],function(t){for(var e=t.ticks,r=t.bounds,n=new Float32Array(18*(e[0].length+e[1].length)),i=(this.plot.zeroLineEnable,0),a=[[],[]],o=0;o<2;++o)for(var s=a[o],l=e[o],c=r[o],u=r[o+2],h=0;h<l.length;++h){var d=(l[h].x-c)/(u-c);s.push(d);for(var m=0;m<6;++m)n[i++]=d,n[i++]=f[m],n[i++]=p[m]}this.ticks=a,this.vbo.update(n)}),d.dispose=function(){this.vbo.dispose(),this.shader.dispose(),this.tickShader.dispose()}},4747:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl;return new o(t,n(e,[-1,-1,-1,1,1,-1,1,1]),i(e,a.lineVert,a.lineFrag))};var n=r(2762),i=r(9405),a=r(3603);function o(t,e,r){this.plot=t,this.vbo=e,this.shader=r}var s,l,c=o.prototype;c.bind=function(){var t=this.shader;this.vbo.bind(),this.shader.bind(),t.attributes.coord.pointer(),t.uniforms.screenBox=this.plot.screenBox},c.drawLine=(s=[0,0],l=[0,0],function(t,e,r,n,i,a){var o=this.plot,c=this.shader,u=o.gl;s[0]=t,s[1]=e,l[0]=r,l[1]=n,c.uniforms.start=s,c.uniforms.end=l,c.uniforms.width=i*o.pixelRatio,c.uniforms.color=a,u.drawArrays(u.TRIANGLE_STRIP,0,4)}),c.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},3603:function(t,e,r){\"use strict\";var n=r(3236),i=n([\"precision lowp float;\\n#define GLSLIFY 1\\nuniform vec4 color;\\nvoid main() {\\n  gl_FragColor = vec4(color.xyz * color.w, color.w);\\n}\\n\"]);t.exports={lineVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 coord;\\n\\nuniform vec4 screenBox;\\nuniform vec2 start, end;\\nuniform float width;\\n\\nvec2 perp(vec2 v) {\\n  return vec2(v.y, -v.x);\\n}\\n\\nvec2 screen(vec2 v) {\\n  return 2.0 * (v - screenBox.xy) / (screenBox.zw - screenBox.xy) - 1.0;\\n}\\n\\nvoid main() {\\n  vec2 delta = normalize(perp(start - end));\\n  vec2 offset = mix(start, end, 0.5 * (coord.y+1.0));\\n  gl_Position = vec4(screen(offset + 0.5 * width * delta * coord.x), 0, 1);\\n}\\n\"]),lineFrag:i,textVert:n([\"#define GLSLIFY 1\\nattribute vec3 textCoordinate;\\n\\nuniform vec2 dataScale, dataShift, dataAxis, screenOffset, textScale;\\nuniform float angle;\\n\\nvoid main() {\\n  float dataOffset  = textCoordinate.z;\\n  vec2 glyphOffset  = textCoordinate.xy;\\n  mat2 glyphMatrix = mat2(cos(angle), sin(angle), -sin(angle), cos(angle));\\n  vec2 screenCoordinate = dataAxis * (dataScale * dataOffset + dataShift) +\\n    glyphMatrix * glyphOffset * textScale + screenOffset;\\n  gl_Position = vec4(screenCoordinate, 0, 1);\\n}\\n\"]),textFrag:i,gridVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec3 dataCoord;\\n\\nuniform vec2 dataAxis, dataShift, dataScale;\\nuniform float lineWidth;\\n\\nvoid main() {\\n  vec2 pos = dataAxis * (dataScale * dataCoord.x + dataShift);\\n  pos += 10.0 * dataCoord.y * vec2(dataAxis.y, -dataAxis.x) + dataCoord.z * lineWidth;\\n  gl_Position = vec4(pos, 0, 1);\\n}\\n\"]),gridFrag:i,boxVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 coord;\\n\\nuniform vec4 screenBox;\\nuniform vec2 lo, hi;\\n\\nvec2 screen(vec2 v) {\\n  return 2.0 * (v - screenBox.xy) / (screenBox.zw - screenBox.xy) - 1.0;\\n}\\n\\nvoid main() {\\n  gl_Position = vec4(screen(mix(lo, hi, coord)), 0, 1);\\n}\\n\"]),tickVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec3 dataCoord;\\n\\nuniform vec2 dataAxis, dataShift, dataScale, screenOffset, tickScale;\\n\\nvoid main() {\\n  vec2 pos = dataAxis * (dataScale * dataCoord.x + dataShift);\\n  gl_Position = vec4(pos + tickScale*dataCoord.yz + screenOffset, 0, 1);\\n}\\n\"])}},2142:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl;return new l(t,n(e),i(e,s.textVert,s.textFrag))};var n=r(2762),i=r(9405),a=r(529),o=r(2478),s=r(3603);function l(t,e,r){this.plot=t,this.vbo=e,this.shader=r,this.tickOffset=[[],[]],this.tickX=[[],[]],this.labelOffset=[0,0],this.labelCount=[0,0]}var c,u,h,f,p,d,m=l.prototype;m.drawTicks=(c=[0,0],u=[0,0],h=[0,0],function(t){var e=this.plot,r=this.shader,n=this.tickX[t],i=this.tickOffset[t],a=e.gl,s=e.viewBox,l=e.dataBox,f=e.screenBox,p=e.pixelRatio,d=e.tickEnable,m=e.tickPad,g=e.tickColor,y=e.tickAngle,v=e.labelEnable,x=e.labelPad,_=e.labelColor,b=e.labelAngle,w=this.labelOffset[t],T=this.labelCount[t],k=o.lt(n,l[t]),A=o.le(n,l[t+2]);c[0]=c[1]=0,c[t]=1,u[t]=(s[2+t]+s[t])/(f[2+t]-f[t])-1;var M=2/f[2+(1^t)]-f[1^t];u[1^t]=M*s[1^t]-1,d[t]&&(u[1^t]-=M*p*m[t],k<A&&i[A]>i[k]&&(r.uniforms.dataAxis=c,r.uniforms.screenOffset=u,r.uniforms.color=g[t],r.uniforms.angle=y[t],a.drawArrays(a.TRIANGLES,i[k],i[A]-i[k]))),v[t]&&T&&(u[1^t]-=M*p*x[t],r.uniforms.dataAxis=h,r.uniforms.screenOffset=u,r.uniforms.color=_[t],r.uniforms.angle=b[t],a.drawArrays(a.TRIANGLES,w,T)),u[1^t]=M*s[2+(1^t)]-1,d[t+2]&&(u[1^t]+=M*p*m[t+2],k<A&&i[A]>i[k]&&(r.uniforms.dataAxis=c,r.uniforms.screenOffset=u,r.uniforms.color=g[t+2],r.uniforms.angle=y[t+2],a.drawArrays(a.TRIANGLES,i[k],i[A]-i[k]))),v[t+2]&&T&&(u[1^t]+=M*p*x[t+2],r.uniforms.dataAxis=h,r.uniforms.screenOffset=u,r.uniforms.color=_[t+2],r.uniforms.angle=b[t+2],a.drawArrays(a.TRIANGLES,w,T))}),m.drawTitle=function(){var t=[0,0],e=[0,0];return function(){var r=this.plot,n=this.shader,i=r.gl,a=r.screenBox,o=r.titleCenter,s=r.titleAngle,l=r.titleColor,c=r.pixelRatio;if(this.titleCount){for(var u=0;u<2;++u)e[u]=2*(o[u]*c-a[u])/(a[2+u]-a[u])-1;n.bind(),n.uniforms.dataAxis=t,n.uniforms.screenOffset=e,n.uniforms.angle=s,n.uniforms.color=l,i.drawArrays(i.TRIANGLES,this.titleOffset,this.titleCount)}}}(),m.bind=(f=[0,0],p=[0,0],d=[0,0],function(){var t=this.plot,e=this.shader,r=t._tickBounds,n=t.dataBox,i=t.screenBox,a=t.viewBox;e.bind();for(var o=0;o<2;++o){var s=r[o],l=r[o+2]-s,c=.5*(n[o+2]+n[o]),u=n[o+2]-n[o],h=a[o],m=a[o+2]-h,g=i[o],y=i[o+2]-g;p[o]=2*l/u*m/y,f[o]=2*(s-c)/u*m/y}d[1]=2*t.pixelRatio/(i[3]-i[1]),d[0]=d[1]*(i[3]-i[1])/(i[2]-i[0]),e.uniforms.dataScale=p,e.uniforms.dataShift=f,e.uniforms.textScale=d,this.vbo.bind(),e.attributes.textCoordinate.pointer()}),m.update=function(t){var e,r,n,i,o,s=[],l=t.ticks,c=t.bounds;for(o=0;o<2;++o){var u=[Math.floor(s.length/3)],h=[-1/0],f=l[o];for(e=0;e<f.length;++e){var p=f[e],d=p.x,m=p.text,g=p.font||\"sans-serif\",y=p.fontStyle||\"normal\",v=p.fontWeight||\"normal\",x=p.fontVariant||\"normal\";i=p.fontSize||12;for(var _=1/(c[o+2]-c[o]),b=c[o],w=m.split(\"\\n\"),T=0;T<w.length;T++)for(n=a(g,w[T],{fontStyle:y,fontWeight:v,fontVariant:x}).data,r=0;r<n.length;r+=2)s.push(n[r]*i,-n[r+1]*i-T*i*1.2,(d-b)*_);u.push(Math.floor(s.length/3)),h.push(d)}this.tickOffset[o]=u,this.tickX[o]=h}for(o=0;o<2;++o){for(this.labelOffset[o]=Math.floor(s.length/3),n=a(t.labelFont[o],t.labels[o],{fontStyle:t.labelFontStyle[o],fontWeight:t.labelFontWeight[o],fontVariant:t.labelFontVariant[o],textAlign:\"center\"}).data,i=t.labelSize[o],e=0;e<n.length;e+=2)s.push(n[e]*i,-n[e+1]*i,0);this.labelCount[o]=Math.floor(s.length/3)-this.labelOffset[o]}for(this.titleOffset=Math.floor(s.length/3),n=a(t.titleFont,t.title,{fontStyle:t.titleFontStyle,fontWeight:t.titleFontWeight,fontVariant:t.titleFontVariant}).data,i=t.titleSize,e=0;e<n.length;e+=2)s.push(n[e]*i,-n[e+1]*i,0);this.titleCount=Math.floor(s.length/3)-this.titleOffset,this.vbo.update(s)},m.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},1850:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl,r=new l(e,n(e,[e.drawingBufferWidth,e.drawingBufferHeight]));return r.grid=i(r),r.text=a(r),r.line=o(r),r.box=s(r),r.update(t),r};var n=r(3589),i=r(1913),a=r(2142),o=r(4747),s=r(8120);function l(t,e){this.gl=t,this.pickBuffer=e,this.screenBox=[0,0,t.drawingBufferWidth,t.drawingBufferHeight],this.viewBox=[0,0,0,0],this.dataBox=[-10,-10,10,10],this.gridLineEnable=[!0,!0],this.gridLineWidth=[1,1],this.gridLineColor=[[0,0,0,1],[0,0,0,1]],this.pixelRatio=1,this.tickMarkLength=[0,0,0,0],this.tickMarkWidth=[0,0,0,0],this.tickMarkColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickPad=[15,15,15,15],this.tickAngle=[0,0,0,0],this.tickEnable=[!0,!0,!0,!0],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labelPad=[15,15,15,15],this.labelAngle=[0,Math.PI/2,0,3*Math.PI/2],this.labelEnable=[!0,!0,!0,!0],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.titleCenter=[0,0],this.titleEnable=!0,this.titleAngle=0,this.titleColor=[0,0,0,1],this.borderColor=[0,0,0,0],this.backgroundColor=[0,0,0,0],this.zeroLineEnable=[!0,!0],this.zeroLineWidth=[4,4],this.zeroLineColor=[[0,0,0,1],[0,0,0,1]],this.borderLineEnable=[!0,!0,!0,!0],this.borderLineWidth=[2,2,2,2],this.borderLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.grid=null,this.text=null,this.line=null,this.box=null,this.objects=[],this.overlays=[],this._tickBounds=[1/0,1/0,-1/0,-1/0],this.static=!1,this.dirty=!1,this.pickDirty=!1,this.pickDelay=120,this.pickRadius=10,this._pickTimeout=null,this._drawPick=this.drawPick.bind(this),this._depthCounter=0}var c=l.prototype;function u(t){for(var e=t.slice(),r=0;r<e.length;++r)e[r]=e[r].slice();return e}function h(t,e){return t.x-e.x}c.setDirty=function(){this.dirty=this.pickDirty=!0},c.setOverlayDirty=function(){this.dirty=!0},c.nextDepthValue=function(){return this._depthCounter++/65536},c.draw=function(){var t=this.gl,e=this.screenBox,r=this.viewBox,n=this.dataBox,i=this.pixelRatio,a=this.grid,o=this.line,s=this.text,l=this.objects;if(this._depthCounter=0,this.pickDirty&&(this._pickTimeout&&clearTimeout(this._pickTimeout),this.pickDirty=!1,this._pickTimeout=setTimeout(this._drawPick,this.pickDelay)),this.dirty){if(this.dirty=!1,t.bindFramebuffer(t.FRAMEBUFFER,null),t.enable(t.SCISSOR_TEST),t.disable(t.DEPTH_TEST),t.depthFunc(t.LESS),t.depthMask(!1),t.enable(t.BLEND),t.blendEquation(t.FUNC_ADD,t.FUNC_ADD),t.blendFunc(t.ONE,t.ONE_MINUS_SRC_ALPHA),this.borderColor){t.scissor(e[0],e[1],e[2]-e[0],e[3]-e[1]);var c=this.borderColor;t.clearColor(c[0]*c[3],c[1]*c[3],c[2]*c[3],c[3]),t.clear(t.COLOR_BUFFER_BIT|t.DEPTH_BUFFER_BIT)}t.scissor(r[0],r[1],r[2]-r[0],r[3]-r[1]),t.viewport(r[0],r[1],r[2]-r[0],r[3]-r[1]);var u=this.backgroundColor;t.clearColor(u[0]*u[3],u[1]*u[3],u[2]*u[3],u[3]),t.clear(t.COLOR_BUFFER_BIT),a.draw();var h=this.zeroLineEnable,f=this.zeroLineColor,p=this.zeroLineWidth;if(h[0]||h[1]){o.bind();for(var d=0;d<2;++d)if(h[d]&&n[d]<=0&&n[d+2]>=0){var m=e[d]-n[d]*(e[d+2]-e[d])/(n[d+2]-n[d]);0===d?o.drawLine(m,e[1],m,e[3],p[d],f[d]):o.drawLine(e[0],m,e[2],m,p[d],f[d])}}for(d=0;d<l.length;++d)l[d].draw();t.viewport(e[0],e[1],e[2]-e[0],e[3]-e[1]),t.scissor(e[0],e[1],e[2]-e[0],e[3]-e[1]),this.grid.drawTickMarks(),o.bind();var g=this.borderLineEnable,y=this.borderLineWidth,v=this.borderLineColor;for(g[1]&&o.drawLine(r[0],r[1]-.5*y[1]*i,r[0],r[3]+.5*y[3]*i,y[1],v[1]),g[0]&&o.drawLine(r[0]-.5*y[0]*i,r[1],r[2]+.5*y[2]*i,r[1],y[0],v[0]),g[3]&&o.drawLine(r[2],r[1]-.5*y[1]*i,r[2],r[3]+.5*y[3]*i,y[3],v[3]),g[2]&&o.drawLine(r[0]-.5*y[0]*i,r[3],r[2]+.5*y[2]*i,r[3],y[2],v[2]),s.bind(),d=0;d<2;++d)s.drawTicks(d);this.titleEnable&&s.drawTitle();var x=this.overlays;for(d=0;d<x.length;++d)x[d].draw();t.disable(t.SCISSOR_TEST),t.disable(t.BLEND),t.depthMask(!0)}},c.drawPick=function(){if(!this.static){var t=this.pickBuffer;this.gl,this._pickTimeout=null,t.begin();for(var e=1,r=this.objects,n=0;n<r.length;++n)e=r[n].drawPick(e);t.end()}},c.pick=function(t,e){if(!this.static){var r=this.pixelRatio,n=this.pickPixelRatio,i=this.viewBox,a=0|Math.round((t-i[0]/r)*n),o=0|Math.round((e-i[1]/r)*n),s=this.pickBuffer.query(a,o,this.pickRadius);if(!s)return null;for(var l=s.id+(s.value[0]<<8)+(s.value[1]<<16)+(s.value[2]<<24),c=this.objects,u=0;u<c.length;++u){var h=c[u].pick(a,o,l);if(h)return h}return null}},c.setScreenBox=function(t){var e=this.screenBox,r=this.pixelRatio;e[0]=0|Math.round(t[0]*r),e[1]=0|Math.round(t[1]*r),e[2]=0|Math.round(t[2]*r),e[3]=0|Math.round(t[3]*r),this.setDirty()},c.setDataBox=function(t){var e=this.dataBox;(e[0]!==t[0]||e[1]!==t[1]||e[2]!==t[2]||e[3]!==t[3])&&(e[0]=t[0],e[1]=t[1],e[2]=t[2],e[3]=t[3],this.setDirty())},c.setViewBox=function(t){var e=this.pixelRatio,r=this.viewBox;r[0]=0|Math.round(t[0]*e),r[1]=0|Math.round(t[1]*e),r[2]=0|Math.round(t[2]*e),r[3]=0|Math.round(t[3]*e);var n=this.pickPixelRatio;this.pickBuffer.shape=[0|Math.round((t[2]-t[0])*n),0|Math.round((t[3]-t[1])*n)],this.setDirty()},c.update=function(t){t=t||{};var e=this.gl;this.pixelRatio=t.pixelRatio||1;var r=this.pixelRatio;this.pickPixelRatio=Math.max(r,1),this.setScreenBox(t.screenBox||[0,0,e.drawingBufferWidth/r,e.drawingBufferHeight/r]),this.screenBox,this.setViewBox(t.viewBox||[.125*(this.screenBox[2]-this.screenBox[0])/r,.125*(this.screenBox[3]-this.screenBox[1])/r,.875*(this.screenBox[2]-this.screenBox[0])/r,.875*(this.screenBox[3]-this.screenBox[1])/r]);var n=this.viewBox,i=(n[2]-n[0])/(n[3]-n[1]);this.setDataBox(t.dataBox||[-10,-10/i,10,10/i]),this.borderColor=!1!==t.borderColor&&(t.borderColor||[0,0,0,0]).slice(),this.backgroundColor=(t.backgroundColor||[0,0,0,0]).slice(),this.gridLineEnable=(t.gridLineEnable||[!0,!0]).slice(),this.gridLineWidth=(t.gridLineWidth||[1,1]).slice(),this.gridLineColor=u(t.gridLineColor||[[.5,.5,.5,1],[.5,.5,.5,1]]),this.zeroLineEnable=(t.zeroLineEnable||[!0,!0]).slice(),this.zeroLineWidth=(t.zeroLineWidth||[4,4]).slice(),this.zeroLineColor=u(t.zeroLineColor||[[0,0,0,1],[0,0,0,1]]),this.tickMarkLength=(t.tickMarkLength||[0,0,0,0]).slice(),this.tickMarkWidth=(t.tickMarkWidth||[0,0,0,0]).slice(),this.tickMarkColor=u(t.tickMarkColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]),this.titleCenter=(t.titleCenter||[.5*(n[0]+n[2])/r,(n[3]+120)/r]).slice(),this.titleEnable=!(\"titleEnable\"in t)||!!t.titleEnable,this.titleAngle=t.titleAngle||0,this.titleColor=(t.titleColor||[0,0,0,1]).slice(),this.labelPad=(t.labelPad||[15,15,15,15]).slice(),this.labelAngle=(t.labelAngle||[0,Math.PI/2,0,3*Math.PI/2]).slice(),this.labelEnable=(t.labelEnable||[!0,!0,!0,!0]).slice(),this.labelColor=u(t.labelColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]),this.tickPad=(t.tickPad||[15,15,15,15]).slice(),this.tickAngle=(t.tickAngle||[0,0,0,0]).slice(),this.tickEnable=(t.tickEnable||[!0,!0,!0,!0]).slice(),this.tickColor=u(t.tickColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]),this.borderLineEnable=(t.borderLineEnable||[!0,!0,!0,!0]).slice(),this.borderLineWidth=(t.borderLineWidth||[2,2,2,2]).slice(),this.borderLineColor=u(t.borderLineColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]);var a=t.ticks||[[],[]],o=this._tickBounds;o[0]=o[1]=1/0,o[2]=o[3]=-1/0;for(var s=0;s<2;++s){var l=a[s].slice(0);0!==l.length&&(l.sort(h),o[s]=Math.min(o[s],l[0].x),o[s+2]=Math.max(o[s+2],l[l.length-1].x))}this.grid.update({bounds:o,ticks:a}),this.text.update({bounds:o,ticks:a,labels:t.labels||[\"x\",\"y\"],labelSize:t.labelSize||[12,12],labelFont:t.labelFont||[\"sans-serif\",\"sans-serif\"],labelFontStyle:t.labelFontStyle||[\"normal\",\"normal\"],labelFontWeight:t.labelFontWeight||[\"normal\",\"normal\"],labelFontVariant:t.labelFontVariant||[\"normal\",\"normal\"],title:t.title||\"\",titleSize:t.titleSize||18,titleFont:t.titleFont||\"sans-serif\",titleFontStyle:t.titleFontStyle||\"normal\",titleFontWeight:t.titleFontWeight||\"normal\",titleFontVariant:t.titleFontVariant||\"normal\"}),this.static=!!t.static,this.setDirty()},c.dispose=function(){this.box.dispose(),this.grid.dispose(),this.text.dispose(),this.line.dispose();for(var t=this.objects.length-1;t>=0;--t)this.objects[t].dispose();for(this.objects.length=0,t=this.overlays.length-1;t>=0;--t)this.overlays[t].dispose();this.overlays.length=0,this.gl=null},c.addObject=function(t){this.objects.indexOf(t)<0&&(this.objects.push(t),this.setDirty())},c.removeObject=function(t){for(var e=this.objects,r=0;r<e.length;++r)if(e[r]===t){e.splice(r,1),this.setDirty();break}},c.addOverlay=function(t){this.overlays.indexOf(t)<0&&(this.overlays.push(t),this.setOverlayDirty())},c.removeOverlay=function(t){for(var e=this.overlays,r=0;r<e.length;++r)if(e[r]===t){e.splice(r,1),this.setOverlayDirty();break}}},4437:function(t,e,r){\"use strict\";t.exports=function(t,e){t=t||document.body;var r=[.01,1/0];\"distanceLimits\"in(e=e||{})&&(r[0]=e.distanceLimits[0],r[1]=e.distanceLimits[1]),\"zoomMin\"in e&&(r[0]=e.zoomMin),\"zoomMax\"in e&&(r[1]=e.zoomMax);var c=i({center:e.center||[0,0,0],up:e.up||[0,1,0],eye:e.eye||[0,0,10],mode:e.mode||\"orbit\",distanceLimits:r}),u=[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],h=0,f=t.clientWidth,p=t.clientHeight,d={keyBindingMode:\"rotate\",enableWheel:!0,view:c,element:t,delay:e.delay||16,rotateSpeed:e.rotateSpeed||1,zoomSpeed:e.zoomSpeed||1,translateSpeed:e.translateSpeed||1,flipX:!!e.flipX,flipY:!!e.flipY,modes:c.modes,_ortho:e._ortho||e.projection&&\"orthographic\"===e.projection.type||!1,tick:function(){var e=n(),r=this.delay,i=e-2*r;c.idle(e-r),c.recalcMatrix(i),c.flush(e-(100+2*r));for(var a=!0,o=c.computedMatrix,s=0;s<16;++s)a=a&&u[s]===o[s],u[s]=o[s];var l=t.clientWidth===f&&t.clientHeight===p;return f=t.clientWidth,p=t.clientHeight,a?!l:(h=Math.exp(c.computedRadius[0]),!0)},lookAt:function(t,e,r){c.lookAt(c.lastT(),t,e,r)},rotate:function(t,e,r){c.rotate(c.lastT(),t,e,r)},pan:function(t,e,r){c.pan(c.lastT(),t,e,r)},translate:function(t,e,r){c.translate(c.lastT(),t,e,r)}};return Object.defineProperties(d,{matrix:{get:function(){return c.computedMatrix},set:function(t){return c.setMatrix(c.lastT(),t),c.computedMatrix},enumerable:!0},mode:{get:function(){return c.getMode()},set:function(t){var e=c.computedUp.slice(),r=c.computedEye.slice(),i=c.computedCenter.slice();if(c.setMode(t),\"turntable\"===t){var a=n();c._active.lookAt(a,r,i,e),c._active.lookAt(a+500,r,i,[0,0,1]),c._active.flush(a)}return c.getMode()},enumerable:!0},center:{get:function(){return c.computedCenter},set:function(t){return c.lookAt(c.lastT(),null,t),c.computedCenter},enumerable:!0},eye:{get:function(){return c.computedEye},set:function(t){return c.lookAt(c.lastT(),t),c.computedEye},enumerable:!0},up:{get:function(){return c.computedUp},set:function(t){return c.lookAt(c.lastT(),null,null,t),c.computedUp},enumerable:!0},distance:{get:function(){return h},set:function(t){return c.setDistance(c.lastT(),t),t},enumerable:!0},distanceLimits:{get:function(){return c.getDistanceLimits(r)},set:function(t){return c.setDistanceLimits(t),t},enumerable:!0}}),t.addEventListener(\"contextmenu\",(function(t){return t.preventDefault(),!1})),d._lastX=-1,d._lastY=-1,d._lastMods={shift:!1,control:!1,alt:!1,meta:!1},d.enableMouseListeners=function(){function e(e,r,i,a){var o=d.keyBindingMode;if(!1!==o){var s=\"rotate\"===o,l=\"pan\"===o,u=\"zoom\"===o,f=!!a.control,p=!!a.alt,m=!!a.shift,g=!!(1&e),y=!!(2&e),v=!!(4&e),x=1/t.clientHeight,_=x*(r-d._lastX),b=x*(i-d._lastY),w=d.flipX?1:-1,T=d.flipY?1:-1,k=Math.PI*d.rotateSpeed,A=n();if(-1!==d._lastX&&-1!==d._lastY&&((s&&g&&!f&&!p&&!m||g&&!f&&!p&&m)&&c.rotate(A,w*k*_,-T*k*b,0),(l&&g&&!f&&!p&&!m||y||g&&f&&!p&&!m)&&c.pan(A,-d.translateSpeed*_*h,d.translateSpeed*b*h,0),u&&g&&!f&&!p&&!m||v||g&&!f&&p&&!m)){var M=-d.zoomSpeed*b/window.innerHeight*(A-c.lastT())*100;c.pan(A,0,0,h*(Math.exp(M)-1))}return d._lastX=r,d._lastY=i,d._lastMods=a,!0}}d.mouseListener=a(t,e),t.addEventListener(\"touchstart\",(function(r){var n=s(r.changedTouches[0],t);e(0,n[0],n[1],d._lastMods),e(1,n[0],n[1],d._lastMods)}),!!l&&{passive:!0}),t.addEventListener(\"touchmove\",(function(r){var n=s(r.changedTouches[0],t);e(1,n[0],n[1],d._lastMods),r.preventDefault()}),!!l&&{passive:!1}),t.addEventListener(\"touchend\",(function(t){e(0,d._lastX,d._lastY,d._lastMods)}),!!l&&{passive:!0}),d.wheelListener=o(t,(function(t,e){if(!1!==d.keyBindingMode&&d.enableWheel){var r=d.flipX?1:-1,i=d.flipY?1:-1,a=n();if(Math.abs(t)>Math.abs(e))c.rotate(a,0,0,-t*r*Math.PI*d.rotateSpeed/window.innerWidth);else if(!d._ortho){var o=-d.zoomSpeed*i*e/window.innerHeight*(a-c.lastT())/20;c.pan(a,0,0,h*(Math.exp(o)-1))}}}),!0)},d.enableMouseListeners(),d};var n=r(3025),i=r(6296),a=r(351),o=r(8512),s=r(24),l=r(7520)},799:function(t,e,r){var n=r(3236),i=r(9405),a=n([\"precision mediump float;\\n#define GLSLIFY 1\\nattribute vec2 position;\\nvarying vec2 uv;\\nvoid main() {\\n  uv = position;\\n  gl_Position = vec4(position, 0, 1);\\n}\"]),o=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nuniform sampler2D accumBuffer;\\nvarying vec2 uv;\\n\\nvoid main() {\\n  vec4 accum = texture2D(accumBuffer, 0.5 * (uv + 1.0));\\n  gl_FragColor = min(vec4(1,1,1,1), accum);\\n}\"]);t.exports=function(t){return i(t,a,o,null,[{name:\"position\",type:\"vec2\"}])}},4100:function(t,e,r){\"use strict\";var n=r(4437),i=r(3837),a=r(5445),o=r(4449),s=r(3589),l=r(2260),c=r(7169),u=r(351),h=r(4772),f=r(4040),p=r(799),d=r(9216)({tablet:!0,featureDetect:!0});function m(){this.mouse=[-1,-1],this.screen=null,this.distance=1/0,this.index=null,this.dataCoordinate=null,this.dataPosition=null,this.object=null,this.data=null}function g(t){var e=Math.round(Math.log(Math.abs(t))/Math.log(10));if(e<0){var r=Math.round(Math.pow(10,-e));return Math.ceil(t*r)/r}return e>0?(r=Math.round(Math.pow(10,e)),Math.ceil(t/r)*r):Math.ceil(t)}function y(t){return\"boolean\"!=typeof t||t}t.exports={createScene:function(t){(t=t||{}).camera=t.camera||{};var e=t.canvas;e||(e=document.createElement(\"canvas\"),t.container?t.container.appendChild(e):document.body.appendChild(e));var r=t.gl;if(r||(t.glOptions&&(d=!!t.glOptions.preserveDrawingBuffer),r=function(t,e){var r=null;try{(r=t.getContext(\"webgl\",e))||(r=t.getContext(\"experimental-webgl\",e))}catch(t){return null}return r}(e,t.glOptions||{premultipliedAlpha:!0,antialias:!0,preserveDrawingBuffer:d})),!r)throw new Error(\"webgl not supported\");var v=t.bounds||[[-10,-10,-10],[10,10,10]],x=new m,_=l(r,r.drawingBufferWidth,r.drawingBufferHeight,{preferFloat:!d}),b=p(r),w=t.cameraObject&&!0===t.cameraObject._ortho||t.camera.projection&&\"orthographic\"===t.camera.projection.type||!1,T={eye:t.camera.eye||[2,0,0],center:t.camera.center||[0,0,0],up:t.camera.up||[0,1,0],zoomMin:t.camera.zoomMax||.1,zoomMax:t.camera.zoomMin||100,mode:t.camera.mode||\"turntable\",_ortho:w},k=t.axes||{},A=i(r,k);A.enable=!k.disable;var M=t.spikes||{},S=o(r,M),E=[],C=[],L=[],I=[],P=!0,z=!0,O={view:null,projection:new Array(16),model:new Array(16),_ortho:!1},D=(z=!0,[r.drawingBufferWidth,r.drawingBufferHeight]),R=t.cameraObject||n(e,T),F={gl:r,contextLost:!1,pixelRatio:t.pixelRatio||1,canvas:e,selection:x,camera:R,axes:A,axesPixels:null,spikes:S,bounds:v,objects:E,shape:D,aspect:t.aspectRatio||[1,1,1],pickRadius:t.pickRadius||10,zNear:t.zNear||.01,zFar:t.zFar||1e3,fovy:t.fovy||Math.PI/4,clearColor:t.clearColor||[0,0,0,0],autoResize:y(t.autoResize),autoBounds:y(t.autoBounds),autoScale:!!t.autoScale,autoCenter:y(t.autoCenter),clipToBounds:y(t.clipToBounds),snapToData:!!t.snapToData,onselect:t.onselect||null,onrender:t.onrender||null,onclick:t.onclick||null,cameraParams:O,oncontextloss:null,mouseListener:null,_stopped:!1,getAspectratio:function(){return{x:this.aspect[0],y:this.aspect[1],z:this.aspect[2]}},setAspectratio:function(t){this.aspect[0]=t.x,this.aspect[1]=t.y,this.aspect[2]=t.z,z=!0},setBounds:function(t,e){this.bounds[0][t]=e.min,this.bounds[1][t]=e.max},setClearColor:function(t){this.clearColor=t},clearRGBA:function(){this.gl.clearColor(this.clearColor[0],this.clearColor[1],this.clearColor[2],this.clearColor[3]),this.gl.clear(this.gl.COLOR_BUFFER_BIT|this.gl.DEPTH_BUFFER_BIT)}},B=[r.drawingBufferWidth/F.pixelRatio|0,r.drawingBufferHeight/F.pixelRatio|0];function N(){if(!F._stopped&&F.autoResize){var t=e.parentNode,r=1,n=1;t&&t!==document.body?(r=t.clientWidth,n=t.clientHeight):(r=window.innerWidth,n=window.innerHeight);var i=0|Math.ceil(r*F.pixelRatio),a=0|Math.ceil(n*F.pixelRatio);if(i!==e.width||a!==e.height){e.width=i,e.height=a;var o=e.style;o.position=o.position||\"absolute\",o.left=\"0px\",o.top=\"0px\",o.width=r+\"px\",o.height=n+\"px\",P=!0}}}function j(){for(var t=E.length,e=I.length,n=0;n<e;++n)L[n]=0;t:for(n=0;n<t;++n){var i=E[n],a=i.pickSlots;if(a){for(var o=0;o<e;++o)if(L[o]+a<255){C[n]=o,i.setPickBase(L[o]+1),L[o]+=a;continue t}var l=s(r,D);C[n]=e,I.push(l),L.push(a),i.setPickBase(1),e+=1}else C[n]=-1}for(;e>0&&0===L[e-1];)L.pop(),I.pop().dispose()}function U(){if(F.contextLost)return!0;r.isContextLost()&&(F.contextLost=!0,F.mouseListener.enabled=!1,F.selection.object=null,F.oncontextloss&&F.oncontextloss())}F.autoResize&&N(),window.addEventListener(\"resize\",N),F.update=function(t){F._stopped||(t=t||{},P=!0,z=!0)},F.add=function(t){F._stopped||(t.axes=A,E.push(t),C.push(-1),P=!0,z=!0,j())},F.remove=function(t){if(!F._stopped){var e=E.indexOf(t);e<0||(E.splice(e,1),C.pop(),P=!0,z=!0,j())}},F.dispose=function(){if(!F._stopped&&(F._stopped=!0,window.removeEventListener(\"resize\",N),e.removeEventListener(\"webglcontextlost\",U),F.mouseListener.enabled=!1,!F.contextLost)){A.dispose(),S.dispose();for(var t=0;t<E.length;++t)E[t].dispose();for(_.dispose(),t=0;t<I.length;++t)I[t].dispose();b.dispose(),r=null,A=null,S=null,E=[]}},F._mouseRotating=!1,F._prevButtons=0,F.enableMouseListeners=function(){F.mouseListener=u(e,(function(t,e,r){if(!F._stopped){var n=I.length,i=E.length,a=x.object;x.distance=1/0,x.mouse[0]=e,x.mouse[1]=r,x.object=null,x.screen=null,x.dataCoordinate=x.dataPosition=null;var o=!1;if(t&&F._prevButtons)F._mouseRotating=!0;else{F._mouseRotating&&(z=!0),F._mouseRotating=!1;for(var s=0;s<n;++s){var l=I[s].query(e,B[1]-r-1,F.pickRadius);if(l){if(l.distance>x.distance)continue;for(var c=0;c<i;++c){var u=E[c];if(C[c]===s){var h=u.pick(l);h&&(x.buttons=t,x.screen=l.coord,x.distance=l.distance,x.object=u,x.index=h.distance,x.dataPosition=h.position,x.dataCoordinate=h.dataCoordinate,x.data=h,o=!0)}}}}}a&&a!==x.object&&(a.highlight&&a.highlight(null),P=!0),x.object&&(x.object.highlight&&x.object.highlight(x.data),P=!0),(o=o||x.object!==a)&&F.onselect&&F.onselect(x),1&t&&!(1&F._prevButtons)&&F.onclick&&F.onclick(x),F._prevButtons=t}}))},e.addEventListener(\"webglcontextlost\",U);var V=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],q=[V[0].slice(),V[1].slice()];function H(){if(!U()){N();var t=F.camera.tick();O.view=F.camera.matrix,P=P||t,z=z||t,A.pixelRatio=F.pixelRatio,S.pixelRatio=F.pixelRatio;var e=E.length,n=V[0],i=V[1];n[0]=n[1]=n[2]=1/0,i[0]=i[1]=i[2]=-1/0;for(var o=0;o<e;++o){(L=E[o]).pixelRatio=F.pixelRatio,L.axes=F.axes,P=P||!!L.dirty,z=z||!!L.dirty;var s=L.bounds;if(s)for(var l=s[0],u=s[1],p=0;p<3;++p)n[p]=Math.min(n[p],l[p]),i[p]=Math.max(i[p],u[p])}var d=F.bounds;if(F.autoBounds)for(p=0;p<3;++p){if(i[p]<n[p])n[p]=-1,i[p]=1;else{n[p]===i[p]&&(n[p]-=1,i[p]+=1);var m=.05*(i[p]-n[p]);n[p]=n[p]-m,i[p]=i[p]+m}d[0][p]=n[p],d[1][p]=i[p]}var y=!1;for(p=0;p<3;++p)y=y||q[0][p]!==d[0][p]||q[1][p]!==d[1][p],q[0][p]=d[0][p],q[1][p]=d[1][p];if(z=z||y,P=P||y){if(y){var v=[0,0,0];for(o=0;o<3;++o)v[o]=g((d[1][o]-d[0][o])/10);A.autoTicks?A.update({bounds:d,tickSpacing:v}):A.update({bounds:d})}var T=r.drawingBufferWidth,k=r.drawingBufferHeight;for(D[0]=T,D[1]=k,B[0]=0|Math.max(T/F.pixelRatio,1),B[1]=0|Math.max(k/F.pixelRatio,1),function(t,e){var r=t.bounds,n=t.cameraParams,i=n.projection,a=n.model,o=t.gl.drawingBufferWidth,s=t.gl.drawingBufferHeight,l=t.zNear,c=t.zFar,u=t.fovy,p=o/s;e?(f(i,-p,p,-1,1,l,c),n._ortho=!0):(h(i,u,p,l,c),n._ortho=!1);for(var d=0;d<16;++d)a[d]=0;a[15]=1;var m=0;for(d=0;d<3;++d)m=Math.max(m,r[1][d]-r[0][d]);for(d=0;d<3;++d)t.autoScale?a[5*d]=t.aspect[d]/(r[1][d]-r[0][d]):a[5*d]=1/m,t.autoCenter&&(a[12+d]=.5*-a[5*d]*(r[0][d]+r[1][d]))}(F,w),o=0;o<e;++o)(L=E[o]).axesBounds=d,F.clipToBounds&&(L.clipBounds=d);x.object&&(F.snapToData?S.position=x.dataCoordinate:S.position=x.dataPosition,S.bounds=d),z&&(z=!1,function(){if(!U()){r.colorMask(!0,!0,!0,!0),r.depthMask(!0),r.disable(r.BLEND),r.enable(r.DEPTH_TEST),r.depthFunc(r.LEQUAL);for(var t=E.length,e=I.length,n=0;n<e;++n){var i=I[n];i.shape=B,i.begin();for(var a=0;a<t;++a)if(C[a]===n){var o=E[a];o.drawPick&&(o.pixelRatio=1,o.drawPick(O))}i.end()}}}()),F.axesPixels=a(F.axes,O,T,k),F.onrender&&F.onrender(),r.bindFramebuffer(r.FRAMEBUFFER,null),r.viewport(0,0,T,k),F.clearRGBA(),r.depthMask(!0),r.colorMask(!0,!0,!0,!0),r.enable(r.DEPTH_TEST),r.depthFunc(r.LEQUAL),r.disable(r.BLEND),r.disable(r.CULL_FACE);var M=!1;for(A.enable&&(M=M||A.isTransparent(),A.draw(O)),S.axes=A,x.object&&S.draw(O),r.disable(r.CULL_FACE),o=0;o<e;++o)(L=E[o]).axes=A,L.pixelRatio=F.pixelRatio,L.isOpaque&&L.isOpaque()&&L.draw(O),L.isTransparent&&L.isTransparent()&&(M=!0);if(M){for(_.shape=D,_.bind(),r.clear(r.DEPTH_BUFFER_BIT),r.colorMask(!1,!1,!1,!1),r.depthMask(!0),r.depthFunc(r.LESS),A.enable&&A.isTransparent()&&A.drawTransparent(O),o=0;o<e;++o)(L=E[o]).isOpaque&&L.isOpaque()&&L.draw(O);for(r.enable(r.BLEND),r.blendEquation(r.FUNC_ADD),r.blendFunc(r.ONE,r.ONE_MINUS_SRC_ALPHA),r.colorMask(!0,!0,!0,!0),r.depthMask(!1),r.clearColor(0,0,0,0),r.clear(r.COLOR_BUFFER_BIT),A.isTransparent()&&A.drawTransparent(O),o=0;o<e;++o){var L;(L=E[o]).isTransparent&&L.isTransparent()&&L.drawTransparent(O)}r.bindFramebuffer(r.FRAMEBUFFER,null),r.blendFunc(r.ONE,r.ONE_MINUS_SRC_ALPHA),r.disable(r.DEPTH_TEST),b.bind(),_.color[0].bind(0),b.uniforms.accumBuffer=0,c(r),r.disable(r.BLEND)}for(P=!1,o=0;o<e;++o)E[o].dirty=!1}}}return F.enableMouseListeners(),function t(){F._stopped||F.contextLost||(H(),requestAnimationFrame(t))}(),F.redraw=function(){F._stopped||(P=!0,H())},F},createCamera:n}},6640:function(t,e,r){var n=r(3236);e.pointVertex=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\n\\nuniform mat3 matrix;\\nuniform float pointSize;\\nuniform float pointCloud;\\n\\nhighp float rand(vec2 co) {\\n  highp float a = 12.9898;\\n  highp float b = 78.233;\\n  highp float c = 43758.5453;\\n  highp float d = dot(co.xy, vec2(a, b));\\n  highp float e = mod(d, 3.14);\\n  return fract(sin(e) * c);\\n}\\n\\nvoid main() {\\n  vec3 hgPosition = matrix * vec3(position, 1);\\n  gl_Position  = vec4(hgPosition.xy, 0, hgPosition.z);\\n    // if we don't jitter the point size a bit, overall point cloud\\n    // saturation 'jumps' on zooming, which is disturbing and confusing\\n  gl_PointSize = pointSize * ((19.5 + rand(position)) / 20.0);\\n  if(pointCloud != 0.0) { // pointCloud is truthy\\n    // get the same square surface as circle would be\\n    gl_PointSize *= 0.886;\\n  }\\n}\"]),e.pointFragment=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color, borderColor;\\nuniform float centerFraction;\\nuniform float pointCloud;\\n\\nvoid main() {\\n  float radius;\\n  vec4 baseColor;\\n  if(pointCloud != 0.0) { // pointCloud is truthy\\n    if(centerFraction == 1.0) {\\n      gl_FragColor = color;\\n    } else {\\n      gl_FragColor = mix(borderColor, color, centerFraction);\\n    }\\n  } else {\\n    radius = length(2.0 * gl_PointCoord.xy - 1.0);\\n    if(radius > 1.0) {\\n      discard;\\n    }\\n    baseColor = mix(borderColor, color, step(radius, centerFraction));\\n    gl_FragColor = vec4(baseColor.rgb * baseColor.a, baseColor.a);\\n  }\\n}\\n\"]),e.pickVertex=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\nattribute vec4 pickId;\\n\\nuniform mat3 matrix;\\nuniform float pointSize;\\nuniform vec4 pickOffset;\\n\\nvarying vec4 fragId;\\n\\nvoid main() {\\n  vec3 hgPosition = matrix * vec3(position, 1);\\n  gl_Position  = vec4(hgPosition.xy, 0, hgPosition.z);\\n  gl_PointSize = pointSize;\\n\\n  vec4 id = pickId + pickOffset;\\n  id.y += floor(id.x / 256.0);\\n  id.x -= floor(id.x / 256.0) * 256.0;\\n\\n  id.z += floor(id.y / 256.0);\\n  id.y -= floor(id.y / 256.0) * 256.0;\\n\\n  id.w += floor(id.z / 256.0);\\n  id.z -= floor(id.z / 256.0) * 256.0;\\n\\n  fragId = id;\\n}\\n\"]),e.pickFragment=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragId;\\n\\nvoid main() {\\n  float radius = length(2.0 * gl_PointCoord.xy - 1.0);\\n  if(radius > 1.0) {\\n    discard;\\n  }\\n  gl_FragColor = fragId / 255.0;\\n}\\n\"])},4696:function(t,e,r){\"use strict\";var n=r(9405),i=r(2762),a=r(1888),o=r(6640);function s(t,e,r,n,i){this.plot=t,this.offsetBuffer=e,this.pickBuffer=r,this.shader=n,this.pickShader=i,this.sizeMin=.5,this.sizeMinCap=2,this.sizeMax=20,this.areaRatio=1,this.pointCount=0,this.color=[1,0,0,1],this.borderColor=[0,0,0,1],this.blend=!1,this.pickOffset=0,this.points=null}t.exports=function(t,e){var r=t.gl,a=new s(t,i(r),i(r),n(r,o.pointVertex,o.pointFragment),n(r,o.pickVertex,o.pickFragment));return a.update(e),t.addObject(a),a};var l,c,u=s.prototype;u.dispose=function(){this.shader.dispose(),this.pickShader.dispose(),this.offsetBuffer.dispose(),this.pickBuffer.dispose(),this.plot.removeObject(this)},u.update=function(t){var e;function r(e,r){return e in t?t[e]:r}t=t||{},this.sizeMin=r(\"sizeMin\",.5),this.sizeMax=r(\"sizeMax\",20),this.color=r(\"color\",[1,0,0,1]).slice(),this.areaRatio=r(\"areaRatio\",1),this.borderColor=r(\"borderColor\",[0,0,0,1]).slice(),this.blend=r(\"blend\",!1);var n=t.positions.length>>>1,i=t.positions instanceof Float32Array,o=t.idToIndex instanceof Int32Array&&t.idToIndex.length>=n,s=t.positions,l=i?s:a.mallocFloat32(s.length),c=o?t.idToIndex:a.mallocInt32(n);if(i||l.set(s),!o)for(l.set(s),e=0;e<n;e++)c[e]=e;this.points=s,this.offsetBuffer.update(l),this.pickBuffer.update(c),i||a.free(l),o||a.free(c),this.pointCount=n,this.pickOffset=0},u.unifiedDraw=(l=[1,0,0,0,1,0,0,0,1],c=[0,0,0,0],function(t){var e=void 0!==t,r=e?this.pickShader:this.shader,n=this.plot.gl,i=this.plot.dataBox;if(0===this.pointCount)return t;var a=i[2]-i[0],o=i[3]-i[1],s=function(t,e){var r,n=0,i=t.length>>>1;for(r=0;r<i;r++){var a=t[2*r],o=t[2*r+1];a>=e[0]&&a<=e[2]&&o>=e[1]&&o<=e[3]&&n++}return n}(this.points,i),u=this.plot.pickPixelRatio*Math.max(Math.min(this.sizeMinCap,this.sizeMin),Math.min(this.sizeMax,this.sizeMax/Math.pow(s,.33333)));l[0]=2/a,l[4]=2/o,l[6]=-2*i[0]/a-1,l[7]=-2*i[1]/o-1,this.offsetBuffer.bind(),r.bind(),r.attributes.position.pointer(),r.uniforms.matrix=l,r.uniforms.color=this.color,r.uniforms.borderColor=this.borderColor,r.uniforms.pointCloud=u<5,r.uniforms.pointSize=u,r.uniforms.centerFraction=Math.min(1,Math.max(0,Math.sqrt(1-this.areaRatio))),e&&(c[0]=255&t,c[1]=t>>8&255,c[2]=t>>16&255,c[3]=t>>24&255,this.pickBuffer.bind(),r.attributes.pickId.pointer(n.UNSIGNED_BYTE),r.uniforms.pickOffset=c,this.pickOffset=t);var h=n.getParameter(n.BLEND),f=n.getParameter(n.DITHER);return h&&!this.blend&&n.disable(n.BLEND),f&&n.disable(n.DITHER),n.drawArrays(n.POINTS,0,this.pointCount),h&&!this.blend&&n.enable(n.BLEND),f&&n.enable(n.DITHER),t+this.pointCount}),u.draw=u.unifiedDraw,u.drawPick=u.unifiedDraw,u.pick=function(t,e,r){var n=this.pickOffset,i=this.pointCount;if(r<n||r>=n+i)return null;var a=r-n,o=this.points;return{object:this,pointId:a,dataCoord:[o[2*a],o[2*a+1]]}}},783:function(t){t.exports=function(t,e,r,n){var i,a,o,s,l,c=e[0],u=e[1],h=e[2],f=e[3],p=r[0],d=r[1],m=r[2],g=r[3];return(a=c*p+u*d+h*m+f*g)<0&&(a=-a,p=-p,d=-d,m=-m,g=-g),1-a>1e-6?(i=Math.acos(a),o=Math.sin(i),s=Math.sin((1-n)*i)/o,l=Math.sin(n*i)/o):(s=1-n,l=n),t[0]=s*c+l*p,t[1]=s*u+l*d,t[2]=s*h+l*m,t[3]=s*f+l*g,t}},5964:function(t){\"use strict\";t.exports=function(t){return t||0===t?t.toString():\"\"}},9366:function(t,e,r){\"use strict\";var n=r(4359);t.exports=function(t,e,r){var a=[e.style,e.weight,e.variant,e.family].join(\"_\"),o=i[a];if(o||(o=i[a]={}),t in o)return o[t];var s={textAlign:\"center\",textBaseline:\"middle\",lineHeight:1,font:e.family,fontStyle:e.style,fontWeight:e.weight,fontVariant:e.variant,lineSpacing:1.25,styletags:{breaklines:!0,bolds:!0,italics:!0,subscripts:!0,superscripts:!0},triangles:!0},l=n(t,s);s.triangles=!1;var c,u,h=n(t,s);if(r&&1!==r){for(c=0;c<l.positions.length;++c)for(u=0;u<l.positions[c].length;++u)l.positions[c][u]/=r;for(c=0;c<h.positions.length;++c)for(u=0;u<h.positions[c].length;++u)h.positions[c][u]/=r}var f=[[1/0,1/0],[-1/0,-1/0]],p=h.positions.length;for(c=0;c<p;++c){var d=h.positions[c];for(u=0;u<2;++u)f[0][u]=Math.min(f[0][u],d[u]),f[1][u]=Math.max(f[1][u],d[u])}return o[t]=[l,h,f]};var i={}},1283:function(t,e,r){var n=r(9405),i=r(3236),a=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 glyph;\\nattribute vec4 id;\\n\\nuniform vec4 highlightId;\\nuniform float highlightScale;\\nuniform mat4 model, view, projection;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0,0,0,0);\\n  } else {\\n    float scale = 1.0;\\n    if(distance(highlightId, id) < 0.0001) {\\n      scale = highlightScale;\\n    }\\n\\n    vec4 worldPosition = model * vec4(position, 1);\\n    vec4 viewPosition = view * worldPosition;\\n    viewPosition = viewPosition / viewPosition.w;\\n    vec4 clipPosition = projection * (viewPosition + scale * vec4(glyph.x, -glyph.y, 0, 0));\\n\\n    gl_Position = clipPosition;\\n    interpColor = color;\\n    pickId = id;\\n    dataCoordinate = position;\\n  }\\n}\"]),o=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 glyph;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\nuniform vec2 screenSize;\\nuniform vec3 clipBounds[2];\\nuniform float highlightScale, pixelRatio;\\nuniform vec4 highlightId;\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0,0,0,0);\\n  } else {\\n    float scale = pixelRatio;\\n    if(distance(highlightId.bgr, id.bgr) < 0.001) {\\n      scale *= highlightScale;\\n    }\\n\\n    vec4 worldPosition = model * vec4(position, 1.0);\\n    vec4 viewPosition = view * worldPosition;\\n    vec4 clipPosition = projection * viewPosition;\\n    clipPosition /= clipPosition.w;\\n\\n    gl_Position = clipPosition + vec4(screenSize * scale * vec2(glyph.x, -glyph.y), 0.0, 0.0);\\n    interpColor = color;\\n    pickId = id;\\n    dataCoordinate = position;\\n  }\\n}\"]),s=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 glyph;\\nattribute vec4 id;\\n\\nuniform float highlightScale;\\nuniform vec4 highlightId;\\nuniform vec3 axes[2];\\nuniform mat4 model, view, projection;\\nuniform vec2 screenSize;\\nuniform vec3 clipBounds[2];\\nuniform float scale, pixelRatio;\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0,0,0,0);\\n  } else {\\n    float lscale = pixelRatio * scale;\\n    if(distance(highlightId, id) < 0.0001) {\\n      lscale *= highlightScale;\\n    }\\n\\n    vec4 clipCenter   = projection * (view * (model * vec4(position, 1)));\\n    vec3 dataPosition = position + 0.5*lscale*(axes[0] * glyph.x + axes[1] * glyph.y) * clipCenter.w * screenSize.y;\\n    vec4 clipPosition = projection * (view * (model * vec4(dataPosition, 1)));\\n\\n    gl_Position = clipPosition;\\n    interpColor = color;\\n    pickId = id;\\n    dataCoordinate = dataPosition;\\n  }\\n}\\n\"]),l=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 fragClipBounds[2];\\nuniform float opacity;\\n\\nvarying vec4 interpColor;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (\\n    outOfRange(fragClipBounds[0], fragClipBounds[1], dataCoordinate) ||\\n    interpColor.a * opacity == 0.\\n  ) discard;\\n  gl_FragColor = interpColor * opacity;\\n}\\n\"]),c=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 fragClipBounds[2];\\nuniform float pickGroup;\\n\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(fragClipBounds[0], fragClipBounds[1], dataCoordinate)) discard;\\n\\n  gl_FragColor = vec4(pickGroup, pickId.bgr);\\n}\"]),u=[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"glyph\",type:\"vec2\"},{name:\"id\",type:\"vec4\"}],h={vertex:a,fragment:l,attributes:u},f={vertex:o,fragment:l,attributes:u},p={vertex:s,fragment:l,attributes:u},d={vertex:a,fragment:c,attributes:u},m={vertex:o,fragment:c,attributes:u},g={vertex:s,fragment:c,attributes:u};function y(t,e){var r=n(t,e),i=r.attributes;return i.position.location=0,i.color.location=1,i.glyph.location=2,i.id.location=3,r}e.createPerspective=function(t){return y(t,h)},e.createOrtho=function(t){return y(t,f)},e.createProject=function(t){return y(t,p)},e.createPickPerspective=function(t){return y(t,d)},e.createPickOrtho=function(t){return y(t,m)},e.createPickProject=function(t){return y(t,g)}},8418:function(t,e,r){\"use strict\";var n=r(5219),i=r(2762),a=r(8116),o=r(1888),s=r(6760),l=r(1283),c=r(9366),u=r(5964),h=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1],f=ArrayBuffer,p=DataView;function d(t){return Array.isArray(t)||function(t){return f.isView(t)&&!(t instanceof p)}(t)}function m(t,e){var r=t[0],n=t[1],i=t[2],a=t[3];return t[0]=e[0]*r+e[4]*n+e[8]*i+e[12]*a,t[1]=e[1]*r+e[5]*n+e[9]*i+e[13]*a,t[2]=e[2]*r+e[6]*n+e[10]*i+e[14]*a,t[3]=e[3]*r+e[7]*n+e[11]*i+e[15]*a,t}function g(t,e,r,n){return m(n,n),m(n,n),m(n,n)}function y(t,e){this.index=t,this.dataCoordinate=this.position=e}function v(t){return!0===t||t>1?1:t}function x(t,e,r,n,i,a,o,s,l,c,u,h){this.gl=t,this.pixelRatio=1,this.shader=e,this.orthoShader=r,this.projectShader=n,this.pointBuffer=i,this.colorBuffer=a,this.glyphBuffer=o,this.idBuffer=s,this.vao=l,this.vertexCount=0,this.lineVertexCount=0,this.opacity=1,this.hasAlpha=!1,this.lineWidth=0,this.projectScale=[2/3,2/3,2/3],this.projectOpacity=[1,1,1],this.projectHasAlpha=!1,this.pickId=0,this.pickPerspectiveShader=c,this.pickOrthoShader=u,this.pickProjectShader=h,this.points=[],this._selectResult=new y(0,[0,0,0]),this.useOrtho=!0,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.axesProject=[!0,!0,!0],this.axesBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.highlightId=[1,1,1,1],this.highlightScale=2,this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.dirty=!0}t.exports=function(t){var e=t.gl,r=l.createPerspective(e),n=l.createOrtho(e),o=l.createProject(e),s=l.createPickPerspective(e),c=l.createPickOrtho(e),u=l.createPickProject(e),h=i(e),f=i(e),p=i(e),d=i(e),m=new x(e,r,n,o,h,f,p,d,a(e,[{buffer:h,size:3,type:e.FLOAT},{buffer:f,size:4,type:e.FLOAT},{buffer:p,size:2,type:e.FLOAT},{buffer:d,size:4,type:e.UNSIGNED_BYTE,normalized:!0}]),s,c,u);return m.update(t),m};var _=x.prototype;_.pickSlots=1,_.setPickBase=function(t){this.pickId=t},_.isTransparent=function(){if(this.hasAlpha)return!0;for(var t=0;t<3;++t)if(this.axesProject[t]&&this.projectHasAlpha)return!0;return!1},_.isOpaque=function(){if(!this.hasAlpha)return!0;for(var t=0;t<3;++t)if(this.axesProject[t]&&!this.projectHasAlpha)return!0;return!1};var b=[0,0],w=[0,0,0],T=[0,0,0],k=[0,0,0,1],A=[0,0,0,1],M=h.slice(),S=[0,0,0],E=[[0,0,0],[0,0,0]];function C(t){return t[0]=t[1]=t[2]=0,t}function L(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t[3]=1,t}function I(t,e,r,n){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t[r]=n,t}var P=[[-1e8,-1e8,-1e8],[1e8,1e8,1e8]];function z(t,e,r,n,i,a,o){var l=r.gl;if((a===r.projectHasAlpha||o)&&function(t,e,r,n){var i,a=e.axesProject,o=e.gl,l=t.uniforms,c=r.model||h,u=r.view||h,f=r.projection||h,p=e.axesBounds,d=function(t){for(var e=E,r=0;r<2;++r)for(var n=0;n<3;++n)e[r][n]=Math.max(Math.min(t[r][n],1e8),-1e8);return e}(e.clipBounds);i=e.axes&&e.axes.lastCubeProps?e.axes.lastCubeProps.axis:[1,1,1],b[0]=2/o.drawingBufferWidth,b[1]=2/o.drawingBufferHeight,t.bind(),l.view=u,l.projection=f,l.screenSize=b,l.highlightId=e.highlightId,l.highlightScale=e.highlightScale,l.clipBounds=d,l.pickGroup=e.pickId/255,l.pixelRatio=n;for(var m=0;m<3;++m)if(a[m]){l.scale=e.projectScale[m],l.opacity=e.projectOpacity[m];for(var y=M,v=0;v<16;++v)y[v]=0;for(v=0;v<4;++v)y[5*v]=1;y[5*m]=0,i[m]<0?y[12+m]=p[0][m]:y[12+m]=p[1][m],s(y,c,y),l.model=y;var x=(m+1)%3,_=(m+2)%3,P=C(w),z=C(T);P[x]=1,z[_]=1;var O=g(0,0,0,L(k,P)),D=g(0,0,0,L(A,z));if(Math.abs(O[1])>Math.abs(D[1])){var R=O;O=D,D=R,R=P,P=z,z=R;var F=x;x=_,_=F}O[0]<0&&(P[x]=-1),D[1]>0&&(z[_]=-1);var B=0,N=0;for(v=0;v<4;++v)B+=Math.pow(c[4*x+v],2),N+=Math.pow(c[4*_+v],2);P[x]/=Math.sqrt(B),z[_]/=Math.sqrt(N),l.axes[0]=P,l.axes[1]=z,l.fragClipBounds[0]=I(S,d[0],m,-1e8),l.fragClipBounds[1]=I(S,d[1],m,1e8),e.vao.bind(),e.vao.draw(o.TRIANGLES,e.vertexCount),e.lineWidth>0&&(o.lineWidth(e.lineWidth*n),e.vao.draw(o.LINES,e.lineVertexCount,e.vertexCount)),e.vao.unbind()}}(e,r,n,i),a===r.hasAlpha||o){t.bind();var c=t.uniforms;c.model=n.model||h,c.view=n.view||h,c.projection=n.projection||h,b[0]=2/l.drawingBufferWidth,b[1]=2/l.drawingBufferHeight,c.screenSize=b,c.highlightId=r.highlightId,c.highlightScale=r.highlightScale,c.fragClipBounds=P,c.clipBounds=r.axes.bounds,c.opacity=r.opacity,c.pickGroup=r.pickId/255,c.pixelRatio=i,r.vao.bind(),r.vao.draw(l.TRIANGLES,r.vertexCount),r.lineWidth>0&&(l.lineWidth(r.lineWidth*i),r.vao.draw(l.LINES,r.lineVertexCount,r.vertexCount)),r.vao.unbind()}}function O(t,e,r,i){var a;a=d(t)?e<t.length?t[e]:void 0:t,a=u(a);var 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float segmentCount = 8.0;\\n\\n  float angle = 2.0 * 3.14159 * (index / segmentCount);\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d);\\n  vec3 y = v * sin(angle) * length(d);\\n  vec3 v3 = x + y;\\n\\n  normal = normalize(v3);\\n\\n  return v3;\\n}\\n\\nattribute vec4 vector;\\nattribute vec4 color, position;\\nattribute vec2 uv;\\n\\nuniform float vectorScale, tubeScale;\\nuniform mat4 model, view, projection, inverseModel;\\nuniform vec3 eyePosition, lightPosition;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  // Scale the vector magnitude to stay constant with\\n  // model & view changes.\\n  vec3 normal;\\n  vec3 XYZ = getTubePosition(mat3(model) * (tubeScale * vector.w * normalize(vector.xyz)), position.w, normal);\\n  vec4 tubePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * tubePosition;\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  f_lightDirection = lightPosition - cameraCoordinate.xyz;\\n  f_eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  f_normal = normalize((vec4(normal, 0.0) * inverseModel).xyz);\\n\\n  // vec4 m_position  = model * vec4(tubePosition, 1.0);\\n  vec4 t_position  = view * tubePosition;\\n  gl_Position      = projection * t_position;\\n\\n  f_color          = color;\\n  f_data           = tubePosition.xyz;\\n  f_position       = position.xyz;\\n  f_uv             = uv;\\n}\\n\"]),a=n([\"#extension GL_OES_standard_derivatives : enable\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat cookTorranceSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness,\\n  float fresnel) {\\n\\n  float VdotN = max(dot(viewDirection, surfaceNormal), 0.0);\\n  float LdotN = max(dot(lightDirection, surfaceNormal), 0.0);\\n\\n  //Half angle vector\\n  vec3 H = normalize(lightDirection + viewDirection);\\n\\n  //Geometric term\\n  float NdotH = max(dot(surfaceNormal, H), 0.0);\\n  float VdotH = max(dot(viewDirection, H), 0.000001);\\n  float LdotH = max(dot(lightDirection, H), 0.000001);\\n  float G1 = (2.0 * NdotH * VdotN) / VdotH;\\n  float G2 = (2.0 * NdotH * LdotN) / LdotH;\\n  float G = min(1.0, min(G1, G2));\\n  \\n  //Distribution term\\n  float D = beckmannDistribution(NdotH, roughness);\\n\\n  //Fresnel term\\n  float F = pow(1.0 - VdotN, fresnel);\\n\\n  //Multiply terms and done\\n  return  G * F * D / max(3.14159265 * VdotN, 0.000001);\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float roughness, fresnel, kambient, kdiffuse, kspecular, opacity;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n  vec3 N = normalize(f_normal);\\n  vec3 L = normalize(f_lightDirection);\\n  vec3 V = normalize(f_eyeDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = min(1.0, max(0.0, cookTorranceSpecular(L, V, N, roughness, fresnel)));\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  vec4 surfaceColor = f_color * texture2D(texture, f_uv);\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = litColor * opacity;\\n}\\n\"]),o=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the tube vertex and normal at the given index.\\n//\\n// The returned vertex is for a tube ring with its center at origin, radius of length(d), pointing in the direction of d.\\n//\\n// Each tube segment is made up of a ring of vertices.\\n// These vertices are used to make up the triangles of the tube by connecting them together in the vertex array.\\n// The indexes of tube segments run from 0 to 8.\\n//\\nvec3 getTubePosition(vec3 d, float index, out vec3 normal) {\\n  float segmentCount = 8.0;\\n\\n  float angle = 2.0 * 3.14159 * (index / segmentCount);\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d);\\n  vec3 y = v * sin(angle) * length(d);\\n  vec3 v3 = x + y;\\n\\n  normal = normalize(v3);\\n\\n  return v3;\\n}\\n\\nattribute vec4 vector;\\nattribute vec4 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\nuniform float tubeScale;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  vec3 normal;\\n  vec3 XYZ = getTubePosition(mat3(model) * (tubeScale * vector.w * normalize(vector.xyz)), position.w, normal);\\n  vec4 tubePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n\\n  gl_Position = projection * (view * tubePosition);\\n  f_id        = id;\\n  f_position  = position.xyz;\\n}\\n\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3  clipBounds[2];\\nuniform float pickId;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n\\n  gl_FragColor = vec4(pickId, f_id.xyz);\\n}\"]);e.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec4\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"vector\",type:\"vec4\"}]},e.pickShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec4\"},{name:\"id\",type:\"vec4\"},{name:\"vector\",type:\"vec4\"}]}},7815:function(t,e,r){\"use strict\";var n=r(2931),i=r(9970),a=[\"xyz\",\"xzy\",\"yxz\",\"yzx\",\"zxy\",\"zyx\"],o=function(t,e){var r,n=t.length;for(r=0;r<n;r++){var i=t[r];if(i===e)return r;if(i>e)return r-1}return r},s=function(t,e,r){return t<e?e:t>r?r:t},l=function(t){var e=1/0;t.sort((function(t,e){return t-e}));for(var r=t.length,n=1;n<r;n++){var i=Math.abs(t[n]-t[n-1]);i<e&&(e=i)}return e};t.exports=function(t,e){var r=t.startingPositions,c=t.maxLength||1e3,u=t.tubeSize||1,h=t.absoluteTubeSize,f=t.gridFill||\"+x+y+z\",p={};-1!==f.indexOf(\"-x\")&&(p.reversedX=!0),-1!==f.indexOf(\"-y\")&&(p.reversedY=!0),-1!==f.indexOf(\"-z\")&&(p.reversedZ=!0),p.filled=a.indexOf(f.replace(/-/g,\"\").replace(/\\+/g,\"\"));var d=t.getVelocity||function(e){return function(t,e,r){var i=e.vectors,a=e.meshgrid,l=t[0],c=t[1],u=t[2],h=a[0].length,f=a[1].length,p=a[2].length,d=o(a[0],l),m=o(a[1],c),g=o(a[2],u),y=d+1,v=m+1,x=g+1;if(d=s(d,0,h-1),y=s(y,0,h-1),m=s(m,0,f-1),v=s(v,0,f-1),g=s(g,0,p-1),x=s(x,0,p-1),d<0||m<0||g<0||y>h-1||v>f-1||x>p-1)return n.create();var _,b,w,T,k,A,M=a[0][d],S=a[0][y],E=a[1][m],C=a[1][v],L=a[2][g],I=(l-M)/(S-M),P=(c-E)/(C-E),z=(u-L)/(a[2][x]-L);switch(isFinite(I)||(I=.5),isFinite(P)||(P=.5),isFinite(z)||(z=.5),r.reversedX&&(d=h-1-d,y=h-1-y),r.reversedY&&(m=f-1-m,v=f-1-v),r.reversedZ&&(g=p-1-g,x=p-1-x),r.filled){case 5:k=g,A=x,w=m*p,T=v*p,_=d*p*f,b=y*p*f;break;case 4:k=g,A=x,_=d*p,b=y*p,w=m*p*h,T=v*p*h;break;case 3:w=m,T=v,k=g*f,A=x*f,_=d*f*p,b=y*f*p;break;case 2:w=m,T=v,_=d*f,b=y*f,k=g*f*h,A=x*f*h;break;case 1:_=d,b=y,k=g*h,A=x*h,w=m*h*p,T=v*h*p;break;default:_=d,b=y,w=m*h,T=v*h,k=g*h*f,A=x*h*f}var O=i[_+w+k],D=i[_+w+A],R=i[_+T+k],F=i[_+T+A],B=i[b+w+k],N=i[b+w+A],j=i[b+T+k],U=i[b+T+A],V=n.create(),q=n.create(),H=n.create(),G=n.create();n.lerp(V,O,B,I),n.lerp(q,D,N,I),n.lerp(H,R,j,I),n.lerp(G,F,U,I);var Z=n.create(),W=n.create();n.lerp(Z,V,H,P),n.lerp(W,q,G,P);var Y=n.create();return n.lerp(Y,Z,W,z),Y}(e,t,p)},m=t.getDivergence||function(t,e){var r=n.create(),i=1e-4;n.add(r,t,[i,0,0]);var a=d(r);n.subtract(a,a,e),n.scale(a,a,1/i),n.add(r,t,[0,i,0]);var o=d(r);n.subtract(o,o,e),n.scale(o,o,1/i),n.add(r,t,[0,0,i]);var s=d(r);return n.subtract(s,s,e),n.scale(s,s,1/i),n.add(r,a,o),n.add(r,r,s),r},g=[],y=e[0][0],v=e[0][1],x=e[0][2],_=e[1][0],b=e[1][1],w=e[1][2],T=function(t){var e=t[0],r=t[1],n=t[2];return!(e<y||e>_||r<v||r>b||n<x||n>w)},k=10*n.distance(e[0],e[1])/c,A=k*k,M=1,S=0,E=r.length;E>1&&(M=function(t){for(var e=[],r=[],n=[],i={},a={},o={},s=t.length,c=0;c<s;c++){var u=t[c],h=u[0],f=u[1],p=u[2];i[h]||(e.push(h),i[h]=!0),a[f]||(r.push(f),a[f]=!0),o[p]||(n.push(p),o[p]=!0)}var d=l(e),m=l(r),g=l(n),y=Math.min(d,m,g);return isFinite(y)?y:1}(r));for(var C=0;C<E;C++){var L=n.create();n.copy(L,r[C]);var I=[L],P=[],z=d(L),O=L;P.push(z);var D=[],R=m(L,z),F=n.length(R);isFinite(F)&&F>S&&(S=F),D.push(F),g.push({points:I,velocities:P,divergences:D});for(var B=0;B<100*c&&I.length<c&&T(L);){B++;var N=n.clone(z),j=n.squaredLength(N);if(0===j)break;j>A&&n.scale(N,N,k/Math.sqrt(j)),n.add(N,N,L),z=d(N),n.squaredDistance(O,N)-A>-1e-4*A&&(I.push(N),O=N,P.push(z),R=m(N,z),F=n.length(R),isFinite(F)&&F>S&&(S=F),D.push(F)),L=N}}var U=function(t,e,r,a){for(var o=0,s=0;s<t.length;s++)for(var l=t[s].velocities,c=0;c<l.length;c++)o=Math.max(o,n.length(l[c]));var u=t.map((function(t){return function(t,e,r,a){for(var o=t.points,s=t.velocities,l=t.divergences,c=[],u=[],h=[],f=[],p=[],d=[],m=0,g=0,y=i.create(),v=i.create(),x=0;x<o.length;x++){var _=o[x],b=s[x],w=l[x];0===e&&(w=.05*r),g=n.length(b)/a,y=i.create(),n.copy(y,b),y[3]=w;for(var T=0;T<8;T++)p[T]=[_[0],_[1],_[2],T];if(f.length>0)for(T=0;T<8;T++){var k=(T+1)%8;c.push(f[T],p[T],p[k],p[k],f[k],f[T]),h.push(v,y,y,y,v,v),d.push(m,g,g,g,m,m);var A=c.length;u.push([A-6,A-5,A-4],[A-3,A-2,A-1])}var M=f;f=p,p=M;var S=v;v=y,y=S;var E=m;m=g,g=E}return{positions:c,cells:u,vectors:h,vertexIntensity:d}}(t,r,a,o)})),h=[],f=[],p=[],d=[];for(s=0;s<u.length;s++){var m=u[s],g=h.length;for(h=h.concat(m.positions),p=p.concat(m.vectors),d=d.concat(m.vertexIntensity),c=0;c<m.cells.length;c++){var y=m.cells[c],v=[];f.push(v);for(var x=0;x<y.length;x++)v.push(y[x]+g)}}return{positions:h,cells:f,vectors:p,vertexIntensity:d,colormap:e}}(g,t.colormap,S,M);return h?U.tubeScale=h:(0===S&&(S=1),U.tubeScale=.5*u*M/S),U};var c=r(6740),u=r(6405).createMesh;t.exports.createTubeMesh=function(t,e){return u(t,e,{shaders:c,traceType:\"streamtube\"})}},990:function(t,e,r){var n=r(9405),i=r(3236),a=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec4 uv;\\nattribute vec3 f;\\nattribute vec3 normal;\\n\\nuniform vec3 objectOffset;\\nuniform mat4 model, view, projection, inverseModel;\\nuniform vec3 lightPosition, eyePosition;\\nuniform sampler2D colormap;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec2 planeCoordinate;\\nvarying vec3 lightDirection, eyeDirection, surfaceNormal;\\nvarying vec4 vColor;\\n\\nvoid main() {\\n  vec3 localCoordinate = vec3(uv.zw, f.x);\\n  worldCoordinate = objectOffset + localCoordinate;\\n  mat4 objectOffsetTranslation = mat4(1.0) + mat4(vec4(0), vec4(0), vec4(0), vec4(objectOffset, 0));\\n  vec4 worldPosition = (model * objectOffsetTranslation) * vec4(localCoordinate, 1.0);\\n  vec4 clipPosition = projection * (view * worldPosition);\\n  gl_Position = clipPosition;\\n  kill = f.y;\\n  value = f.z;\\n  planeCoordinate = uv.xy;\\n\\n  vColor = texture2D(colormap, vec2(value, value));\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * worldPosition;\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  lightDirection = lightPosition - cameraCoordinate.xyz;\\n  eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  surfaceNormal  = normalize((vec4(normal,0) * inverseModel).xyz);\\n}\\n\"]),o=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat beckmannSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness) {\\n  return beckmannDistribution(dot(surfaceNormal, normalize(lightDirection + viewDirection)), roughness);\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 lowerBound, upperBound;\\nuniform float contourTint;\\nuniform vec4 contourColor;\\nuniform sampler2D colormap;\\nuniform vec3 clipBounds[2];\\nuniform float roughness, fresnel, kambient, kdiffuse, kspecular, opacity;\\nuniform float vertexColor;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec3 lightDirection, eyeDirection, surfaceNormal;\\nvarying vec4 vColor;\\n\\nvoid main() {\\n  if (\\n    kill > 0.0 ||\\n    vColor.a == 0.0 ||\\n    outOfRange(clipBounds[0], clipBounds[1], worldCoordinate)\\n  ) discard;\\n\\n  vec3 N = normalize(surfaceNormal);\\n  vec3 V = normalize(eyeDirection);\\n  vec3 L = normalize(lightDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = max(beckmannSpecular(L, V, N, roughness), 0.);\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  //decide how to interpolate color — in vertex or in fragment\\n  vec4 surfaceColor =\\n    step(vertexColor, .5) * texture2D(colormap, vec2(value, value)) +\\n    step(.5, vertexColor) * vColor;\\n\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = mix(litColor, contourColor, contourTint) * opacity;\\n}\\n\"]),s=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec4 uv;\\nattribute float f;\\n\\nuniform vec3 objectOffset;\\nuniform mat3 permutation;\\nuniform mat4 model, view, projection;\\nuniform float height, zOffset;\\nuniform sampler2D colormap;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec2 planeCoordinate;\\nvarying vec3 lightDirection, eyeDirection, surfaceNormal;\\nvarying vec4 vColor;\\n\\nvoid main() {\\n  vec3 dataCoordinate = permutation * vec3(uv.xy, height);\\n  worldCoordinate = objectOffset + dataCoordinate;\\n  mat4 objectOffsetTranslation = mat4(1.0) + mat4(vec4(0), vec4(0), vec4(0), vec4(objectOffset, 0));\\n  vec4 worldPosition = (model * objectOffsetTranslation) * vec4(dataCoordinate, 1.0);\\n\\n  vec4 clipPosition = projection * (view * worldPosition);\\n  clipPosition.z += zOffset;\\n\\n  gl_Position = clipPosition;\\n  value = f + objectOffset.z;\\n  kill = -1.0;\\n  planeCoordinate = uv.zw;\\n\\n  vColor = texture2D(colormap, vec2(value, value));\\n\\n  //Don't do lighting for contours\\n  surfaceNormal   = vec3(1,0,0);\\n  eyeDirection    = vec3(0,1,0);\\n  lightDirection  = vec3(0,0,1);\\n}\\n\"]),l=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec2 shape;\\nuniform vec3 clipBounds[2];\\nuniform float pickId;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec2 planeCoordinate;\\nvarying vec3 surfaceNormal;\\n\\nvec2 splitFloat(float v) {\\n  float vh = 255.0 * v;\\n  float upper = floor(vh);\\n  float lower = fract(vh);\\n  return vec2(upper / 255.0, floor(lower * 16.0) / 16.0);\\n}\\n\\nvoid main() {\\n  if ((kill > 0.0) ||\\n      (outOfRange(clipBounds[0], clipBounds[1], worldCoordinate))) discard;\\n\\n  vec2 ux = splitFloat(planeCoordinate.x / shape.x);\\n  vec2 uy = splitFloat(planeCoordinate.y / shape.y);\\n  gl_FragColor = vec4(pickId, ux.x, uy.x, ux.y + (uy.y/16.0));\\n}\\n\"]);e.createShader=function(t){var e=n(t,a,o,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e.attributes.normal.location=2,e},e.createPickShader=function(t){var e=n(t,a,l,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e.attributes.normal.location=2,e},e.createContourShader=function(t){var e=n(t,s,o,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"float\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e},e.createPickContourShader=function(t){var e=n(t,s,l,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"float\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e}},9499:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl,r=v(e),n=_(e),s=x(e),l=b(e),c=i(e),u=a(e,[{buffer:c,size:4,stride:w,offset:0},{buffer:c,size:3,stride:w,offset:16},{buffer:c,size:3,stride:w,offset:28}]),h=i(e),f=a(e,[{buffer:h,size:4,stride:20,offset:0},{buffer:h,size:1,stride:20,offset:16}]),p=i(e),d=a(e,[{buffer:p,size:2,type:e.FLOAT}]),m=o(e,1,S,e.RGBA,e.UNSIGNED_BYTE);m.minFilter=e.LINEAR,m.magFilter=e.LINEAR;var g=new E(e,[0,0],[[0,0,0],[0,0,0]],r,n,c,u,m,s,l,h,f,p,d,[0,0,0]),y={levels:[[],[],[]]};for(var T in t)y[T]=t[T];return y.colormap=y.colormap||\"jet\",g.update(y),g};var n=r(8828),i=r(2762),a=r(8116),o=r(7766),s=r(1888),l=r(6729),c=r(5298),u=r(9994),h=r(9618),f=r(3711),p=r(6760),d=r(7608),m=r(2478),g=r(6199),y=r(990),v=y.createShader,x=y.createContourShader,_=y.createPickShader,b=y.createPickContourShader,w=40,T=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1],k=[[0,0],[0,1],[1,0],[1,1],[1,0],[0,1]],A=[[0,0,0,0,0,0,0,0,0],[0,0,0,0,0,0,0,0,0],[0,0,0,0,0,0,0,0,0]];function M(t,e,r,n,i){this.position=t,this.index=e,this.uv=r,this.level=n,this.dataCoordinate=i}!function(){for(var t=0;t<3;++t){var e=A[t],r=(t+2)%3;e[(t+1)%3+0]=1,e[r+3]=1,e[t+6]=1}}();var S=256;function E(t,e,r,n,i,a,o,l,c,u,f,p,d,m,g){this.gl=t,this.shape=e,this.bounds=r,this.objectOffset=g,this.intensityBounds=[],this._shader=n,this._pickShader=i,this._coordinateBuffer=a,this._vao=o,this._colorMap=l,this._contourShader=c,this._contourPickShader=u,this._contourBuffer=f,this._contourVAO=p,this._contourOffsets=[[],[],[]],this._contourCounts=[[],[],[]],this._vertexCount=0,this._pickResult=new M([0,0,0],[0,0],[0,0],[0,0,0],[0,0,0]),this._dynamicBuffer=d,this._dynamicVAO=m,this._dynamicOffsets=[0,0,0],this._dynamicCounts=[0,0,0],this.contourWidth=[1,1,1],this.contourLevels=[[1],[1],[1]],this.contourTint=[0,0,0],this.contourColor=[[.5,.5,.5,1],[.5,.5,.5,1],[.5,.5,.5,1]],this.showContour=!0,this.showSurface=!0,this.enableHighlight=[!0,!0,!0],this.highlightColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.highlightTint=[1,1,1],this.highlightLevel=[-1,-1,-1],this.enableDynamic=[!0,!0,!0],this.dynamicLevel=[NaN,NaN,NaN],this.dynamicColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.dynamicTint=[1,1,1],this.dynamicWidth=[1,1,1],this.axesBounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.surfaceProject=[!1,!1,!1],this.contourProject=[[!1,!1,!1],[!1,!1,!1],[!1,!1,!1]],this.colorBounds=[!1,!1],this._field=[h(s.mallocFloat(1024),[0,0]),h(s.mallocFloat(1024),[0,0]),h(s.mallocFloat(1024),[0,0])],this.pickId=1,this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.snapToData=!1,this.pixelRatio=1,this.opacity=1,this.lightPosition=[10,1e4,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.vertexColor=0,this.dirty=!0}var C=E.prototype;C.genColormap=function(t,e){var r=!1,n=u([l({colormap:t,nshades:S,format:\"rgba\"}).map((function(t,n){var i=e?function(t,e){if(!e)return 1;if(!e.length)return 1;for(var r=0;r<e.length;++r){if(e.length<2)return 1;if(e[r][0]===t)return e[r][1];if(e[r][0]>t&&r>0){var n=(e[r][0]-t)/(e[r][0]-e[r-1][0]);return e[r][1]*(1-n)+n*e[r-1][1]}}return 1}(n/255,e):t[3];return i<1&&(r=!0),[t[0],t[1],t[2],255*i]}))]);return c.divseq(n,255),this.hasAlphaScale=r,n},C.isTransparent=function(){return this.opacity<1||this.hasAlphaScale},C.isOpaque=function(){return!this.isTransparent()},C.pickSlots=1,C.setPickBase=function(t){this.pickId=t};var L=[0,0,0],I={showSurface:!1,showContour:!1,projections:[T.slice(),T.slice(),T.slice()],clipBounds:[[[0,0,0],[0,0,0]],[[0,0,0],[0,0,0]],[[0,0,0],[0,0,0]]]};function P(t,e){var r,n,i,a=e.axes&&e.axes.lastCubeProps.axis||L,o=e.showSurface,s=e.showContour;for(r=0;r<3;++r)for(o=o||e.surfaceProject[r],n=0;n<3;++n)s=s||e.contourProject[r][n];for(r=0;r<3;++r){var l=I.projections[r];for(n=0;n<16;++n)l[n]=0;for(n=0;n<4;++n)l[5*n]=1;l[5*r]=0,l[12+r]=e.axesBounds[+(a[r]>0)][r],p(l,t.model,l);var c=I.clipBounds[r];for(i=0;i<2;++i)for(n=0;n<3;++n)c[i][n]=t.clipBounds[i][n];c[0][r]=-1e8,c[1][r]=1e8}return I.showSurface=o,I.showContour=s,I}var z={model:T,view:T,projection:T,inverseModel:T.slice(),lowerBound:[0,0,0],upperBound:[0,0,0],colorMap:0,clipBounds:[[0,0,0],[0,0,0]],height:0,contourTint:0,contourColor:[0,0,0,1],permutation:[1,0,0,0,1,0,0,0,1],zOffset:-1e-4,objectOffset:[0,0,0],kambient:1,kdiffuse:1,kspecular:1,lightPosition:[1e3,1e3,1e3],eyePosition:[0,0,0],roughness:1,fresnel:1,opacity:1,vertexColor:0},O=T.slice(),D=[1,0,0,0,1,0,0,0,1];function R(t,e){t=t||{};var r=this.gl;r.disable(r.CULL_FACE),this._colorMap.bind(0);var n=z;n.model=t.model||T,n.view=t.view||T,n.projection=t.projection||T,n.lowerBound=[this.bounds[0][0],this.bounds[0][1],this.colorBounds[0]||this.bounds[0][2]],n.upperBound=[this.bounds[1][0],this.bounds[1][1],this.colorBounds[1]||this.bounds[1][2]],n.objectOffset=this.objectOffset,n.contourColor=this.contourColor[0],n.inverseModel=d(n.inverseModel,n.model);for(var i=0;i<2;++i)for(var a=n.clipBounds[i],o=0;o<3;++o)a[o]=Math.min(Math.max(this.clipBounds[i][o],-1e8),1e8);n.kambient=this.ambientLight,n.kdiffuse=this.diffuseLight,n.kspecular=this.specularLight,n.roughness=this.roughness,n.fresnel=this.fresnel,n.opacity=this.opacity,n.height=0,n.permutation=D,n.vertexColor=this.vertexColor;var s=O;for(p(s,n.view,n.model),p(s,n.projection,s),d(s,s),i=0;i<3;++i)n.eyePosition[i]=s[12+i]/s[15];var l=s[15];for(i=0;i<3;++i)l+=this.lightPosition[i]*s[4*i+3];for(i=0;i<3;++i){var c=s[12+i];for(o=0;o<3;++o)c+=s[4*o+i]*this.lightPosition[o];n.lightPosition[i]=c/l}var u=P(n,this);if(u.showSurface){for(this._shader.bind(),this._shader.uniforms=n,this._vao.bind(),this.showSurface&&this._vertexCount&&this._vao.draw(r.TRIANGLES,this._vertexCount),i=0;i<3;++i)this.surfaceProject[i]&&this.vertexCount&&(this._shader.uniforms.model=u.projections[i],this._shader.uniforms.clipBounds=u.clipBounds[i],this._vao.draw(r.TRIANGLES,this._vertexCount));this._vao.unbind()}if(u.showContour){var h=this._contourShader;n.kambient=1,n.kdiffuse=0,n.kspecular=0,n.opacity=1,h.bind(),h.uniforms=n;var f=this._contourVAO;for(f.bind(),i=0;i<3;++i)for(h.uniforms.permutation=A[i],r.lineWidth(this.contourWidth[i]*this.pixelRatio),o=0;o<this.contourLevels[i].length;++o)o===this.highlightLevel[i]?(h.uniforms.contourColor=this.highlightColor[i],h.uniforms.contourTint=this.highlightTint[i]):0!==o&&o-1!==this.highlightLevel[i]||(h.uniforms.contourColor=this.contourColor[i],h.uniforms.contourTint=this.contourTint[i]),this._contourCounts[i][o]&&(h.uniforms.height=this.contourLevels[i][o],f.draw(r.LINES,this._contourCounts[i][o],this._contourOffsets[i][o]));for(i=0;i<3;++i)for(h.uniforms.model=u.projections[i],h.uniforms.clipBounds=u.clipBounds[i],o=0;o<3;++o)if(this.contourProject[i][o]){h.uniforms.permutation=A[o],r.lineWidth(this.contourWidth[o]*this.pixelRatio);for(var m=0;m<this.contourLevels[o].length;++m)m===this.highlightLevel[o]?(h.uniforms.contourColor=this.highlightColor[o],h.uniforms.contourTint=this.highlightTint[o]):0!==m&&m-1!==this.highlightLevel[o]||(h.uniforms.contourColor=this.contourColor[o],h.uniforms.contourTint=this.contourTint[o]),this._contourCounts[o][m]&&(h.uniforms.height=this.contourLevels[o][m],f.draw(r.LINES,this._contourCounts[o][m],this._contourOffsets[o][m]))}for(f.unbind(),(f=this._dynamicVAO).bind(),i=0;i<3;++i)if(0!==this._dynamicCounts[i])for(h.uniforms.model=n.model,h.uniforms.clipBounds=n.clipBounds,h.uniforms.permutation=A[i],r.lineWidth(this.dynamicWidth[i]*this.pixelRatio),h.uniforms.contourColor=this.dynamicColor[i],h.uniforms.contourTint=this.dynamicTint[i],h.uniforms.height=this.dynamicLevel[i],f.draw(r.LINES,this._dynamicCounts[i],this._dynamicOffsets[i]),o=0;o<3;++o)this.contourProject[o][i]&&(h.uniforms.model=u.projections[o],h.uniforms.clipBounds=u.clipBounds[o],f.draw(r.LINES,this._dynamicCounts[i],this._dynamicOffsets[i]));f.unbind()}}C.draw=function(t){return R.call(this,t,!1)},C.drawTransparent=function(t){return R.call(this,t,!0)};var F={model:T,view:T,projection:T,inverseModel:T,clipBounds:[[0,0,0],[0,0,0]],height:0,shape:[0,0],pickId:0,lowerBound:[0,0,0],upperBound:[0,0,0],zOffset:0,objectOffset:[0,0,0],permutation:[1,0,0,0,1,0,0,0,1],lightPosition:[0,0,0],eyePosition:[0,0,0]};function B(t,e){return Array.isArray(t)?[e(t[0]),e(t[1]),e(t[2])]:[e(t),e(t),e(t)]}function N(t){return Array.isArray(t)?3===t.length?[t[0],t[1],t[2],1]:[t[0],t[1],t[2],t[3]]:[0,0,0,1]}function j(t){if(Array.isArray(t)){if(Array.isArray(t))return[N(t[0]),N(t[1]),N(t[2])];var e=N(t);return[e.slice(),e.slice(),e.slice()]}}C.drawPick=function(t){t=t||{};var e=this.gl;e.disable(e.CULL_FACE);var r=F;r.model=t.model||T,r.view=t.view||T,r.projection=t.projection||T,r.shape=this._field[2].shape,r.pickId=this.pickId/255,r.lowerBound=this.bounds[0],r.upperBound=this.bounds[1],r.objectOffset=this.objectOffset,r.permutation=D;for(var n=0;n<2;++n)for(var i=r.clipBounds[n],a=0;a<3;++a)i[a]=Math.min(Math.max(this.clipBounds[n][a],-1e8),1e8);var o=P(r,this);if(o.showSurface){for(this._pickShader.bind(),this._pickShader.uniforms=r,this._vao.bind(),this._vao.draw(e.TRIANGLES,this._vertexCount),n=0;n<3;++n)this.surfaceProject[n]&&(this._pickShader.uniforms.model=o.projections[n],this._pickShader.uniforms.clipBounds=o.clipBounds[n],this._vao.draw(e.TRIANGLES,this._vertexCount));this._vao.unbind()}if(o.showContour){var s=this._contourPickShader;s.bind(),s.uniforms=r;var l=this._contourVAO;for(l.bind(),a=0;a<3;++a)for(e.lineWidth(this.contourWidth[a]*this.pixelRatio),s.uniforms.permutation=A[a],n=0;n<this.contourLevels[a].length;++n)this._contourCounts[a][n]&&(s.uniforms.height=this.contourLevels[a][n],l.draw(e.LINES,this._contourCounts[a][n],this._contourOffsets[a][n]));for(n=0;n<3;++n)for(s.uniforms.model=o.projections[n],s.uniforms.clipBounds=o.clipBounds[n],a=0;a<3;++a)if(this.contourProject[n][a]){s.uniforms.permutation=A[a],e.lineWidth(this.contourWidth[a]*this.pixelRatio);for(var c=0;c<this.contourLevels[a].length;++c)this._contourCounts[a][c]&&(s.uniforms.height=this.contourLevels[a][c],l.draw(e.LINES,this._contourCounts[a][c],this._contourOffsets[a][c]))}l.unbind()}},C.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=this._field[2].shape,r=this._pickResult,n=e[0]*(t.value[0]+(t.value[2]>>4)/16)/255,i=Math.floor(n),a=n-i,o=e[1]*(t.value[1]+(15&t.value[2])/16)/255,s=Math.floor(o),l=o-s;i+=1,s+=1;var c=r.position;c[0]=c[1]=c[2]=0;for(var u=0;u<2;++u)for(var h=u?a:1-a,f=0;f<2;++f)for(var p=i+u,d=s+f,g=h*(f?l:1-l),y=0;y<3;++y)c[y]+=this._field[y].get(p,d)*g;for(var v=this._pickResult.level,x=0;x<3;++x)if(v[x]=m.le(this.contourLevels[x],c[x]),v[x]<0)this.contourLevels[x].length>0&&(v[x]=0);else if(v[x]<this.contourLevels[x].length-1){var _=this.contourLevels[x][v[x]],b=this.contourLevels[x][v[x]+1];Math.abs(_-c[x])>Math.abs(b-c[x])&&(v[x]+=1)}for(r.index[0]=a<.5?i:i+1,r.index[1]=l<.5?s:s+1,r.uv[0]=n/e[0],r.uv[1]=o/e[1],y=0;y<3;++y)r.dataCoordinate[y]=this._field[y].get(r.index[0],r.index[1]);return r},C.padField=function(t,e){var r=e.shape.slice(),n=t.shape.slice();c.assign(t.lo(1,1).hi(r[0],r[1]),e),c.assign(t.lo(1).hi(r[0],1),e.hi(r[0],1)),c.assign(t.lo(1,n[1]-1).hi(r[0],1),e.lo(0,r[1]-1).hi(r[0],1)),c.assign(t.lo(0,1).hi(1,r[1]),e.hi(1)),c.assign(t.lo(n[0]-1,1).hi(1,r[1]),e.lo(r[0]-1)),t.set(0,0,e.get(0,0)),t.set(0,n[1]-1,e.get(0,r[1]-1)),t.set(n[0]-1,0,e.get(r[0]-1,0)),t.set(n[0]-1,n[1]-1,e.get(r[0]-1,r[1]-1))},C.update=function(t){t=t||{},this.objectOffset=t.objectOffset||this.objectOffset,this.dirty=!0,\"contourWidth\"in t&&(this.contourWidth=B(t.contourWidth,Number)),\"showContour\"in t&&(this.showContour=B(t.showContour,Boolean)),\"showSurface\"in t&&(this.showSurface=!!t.showSurface),\"contourTint\"in t&&(this.contourTint=B(t.contourTint,Boolean)),\"contourColor\"in t&&(this.contourColor=j(t.contourColor)),\"contourProject\"in t&&(this.contourProject=B(t.contourProject,(function(t){return B(t,Boolean)}))),\"surfaceProject\"in t&&(this.surfaceProject=t.surfaceProject),\"dynamicColor\"in t&&(this.dynamicColor=j(t.dynamicColor)),\"dynamicTint\"in t&&(this.dynamicTint=B(t.dynamicTint,Number)),\"dynamicWidth\"in t&&(this.dynamicWidth=B(t.dynamicWidth,Number)),\"opacity\"in t&&(this.opacity=t.opacity),\"opacityscale\"in t&&(this.opacityscale=t.opacityscale),\"colorBounds\"in t&&(this.colorBounds=t.colorBounds),\"vertexColor\"in t&&(this.vertexColor=t.vertexColor?1:0),\"colormap\"in t&&this._colorMap.setPixels(this.genColormap(t.colormap,this.opacityscale));var e=t.field||t.coords&&t.coords[2]||null,r=!1;if(e||(e=this._field[2].shape[0]||this._field[2].shape[2]?this._field[2].lo(1,1).hi(this._field[2].shape[0]-2,this._field[2].shape[1]-2):this._field[2].hi(0,0)),\"field\"in t||\"coords\"in t){var i=(e.shape[0]+2)*(e.shape[1]+2);i>this._field[2].data.length&&(s.freeFloat(this._field[2].data),this._field[2].data=s.mallocFloat(n.nextPow2(i))),this._field[2]=h(this._field[2].data,[e.shape[0]+2,e.shape[1]+2]),this.padField(this._field[2],e),this.shape=e.shape.slice();for(var a=this.shape,o=0;o<2;++o)this._field[2].size>this._field[o].data.length&&(s.freeFloat(this._field[o].data),this._field[o].data=s.mallocFloat(this._field[2].size)),this._field[o]=h(this._field[o].data,[a[0]+2,a[1]+2]);if(t.coords){var l=t.coords;if(!Array.isArray(l)||3!==l.length)throw new Error(\"gl-surface: invalid coordinates for x/y\");for(o=0;o<2;++o){var c=l[o];for(y=0;y<2;++y)if(c.shape[y]!==a[y])throw new Error(\"gl-surface: coords have incorrect shape\");this.padField(this._field[o],c)}}else if(t.ticks){var u=t.ticks;if(!Array.isArray(u)||2!==u.length)throw new Error(\"gl-surface: invalid ticks\");for(o=0;o<2;++o){var p=u[o];if((Array.isArray(p)||p.length)&&(p=h(p)),p.shape[0]!==a[o])throw new Error(\"gl-surface: invalid tick length\");var d=h(p.data,a);d.stride[o]=p.stride[0],d.stride[1^o]=0,this.padField(this._field[o],d)}}else{for(o=0;o<2;++o){var m=[0,0];m[o]=1,this._field[o]=h(this._field[o].data,[a[0]+2,a[1]+2],m,0)}this._field[0].set(0,0,0);for(var y=0;y<a[0];++y)this._field[0].set(y+1,0,y);for(this._field[0].set(a[0]+1,0,a[0]-1),this._field[1].set(0,0,0),y=0;y<a[1];++y)this._field[1].set(0,y+1,y);this._field[1].set(0,a[1]+1,a[1]-1)}var v=this._field,x=h(s.mallocFloat(3*v[2].size*2),[3,a[0]+2,a[1]+2,2]);for(o=0;o<3;++o)g(x.pick(o),v[o],\"mirror\");var _=h(s.mallocFloat(3*v[2].size),[a[0]+2,a[1]+2,3]);for(o=0;o<a[0]+2;++o)for(y=0;y<a[1]+2;++y){var b=x.get(0,o,y,0),w=x.get(0,o,y,1),T=x.get(1,o,y,0),A=x.get(1,o,y,1),M=x.get(2,o,y,0),S=x.get(2,o,y,1),E=T*S-A*M,C=M*w-S*b,L=b*A-w*T,I=Math.sqrt(E*E+C*C+L*L);I<1e-8?(I=Math.max(Math.abs(E),Math.abs(C),Math.abs(L)))<1e-8?(L=1,C=E=0,I=1):I=1/I:I=1/Math.sqrt(I),_.set(o,y,0,E*I),_.set(o,y,1,C*I),_.set(o,y,2,L*I)}s.free(x.data);var P=[1/0,1/0,1/0],z=[-1/0,-1/0,-1/0],O=1/0,D=-1/0,R=(a[0]-1)*(a[1]-1)*6,F=s.mallocFloat(n.nextPow2(10*R)),N=0,U=0;for(o=0;o<a[0]-1;++o)t:for(y=0;y<a[1]-1;++y){for(var V=0;V<2;++V)for(var q=0;q<2;++q)for(var H=0;H<3;++H){var G=this._field[H].get(1+o+V,1+y+q);if(isNaN(G)||!isFinite(G))continue t}for(H=0;H<6;++H){var Z=o+k[H][0],W=y+k[H][1],Y=this._field[0].get(Z+1,W+1),X=this._field[1].get(Z+1,W+1);G=this._field[2].get(Z+1,W+1),E=_.get(Z+1,W+1,0),C=_.get(Z+1,W+1,1),L=_.get(Z+1,W+1,2),t.intensity&&($=t.intensity.get(Z,W));var $=t.intensity?t.intensity.get(Z,W):G+this.objectOffset[2];F[N++]=Z,F[N++]=W,F[N++]=Y,F[N++]=X,F[N++]=G,F[N++]=0,F[N++]=$,F[N++]=E,F[N++]=C,F[N++]=L,P[0]=Math.min(P[0],Y+this.objectOffset[0]),P[1]=Math.min(P[1],X+this.objectOffset[1]),P[2]=Math.min(P[2],G+this.objectOffset[2]),O=Math.min(O,$),z[0]=Math.max(z[0],Y+this.objectOffset[0]),z[1]=Math.max(z[1],X+this.objectOffset[1]),z[2]=Math.max(z[2],G+this.objectOffset[2]),D=Math.max(D,$),U+=1}}for(t.intensityBounds&&(O=+t.intensityBounds[0],D=+t.intensityBounds[1]),o=6;o<N;o+=10)F[o]=(F[o]-O)/(D-O);this._vertexCount=U,this._coordinateBuffer.update(F.subarray(0,N)),s.freeFloat(F),s.free(_.data),this.bounds=[P,z],this.intensity=t.intensity||this._field[2],this.intensityBounds[0]===O&&this.intensityBounds[1]===D||(r=!0),this.intensityBounds=[O,D]}if(\"levels\"in t){var J=t.levels;for(J=Array.isArray(J[0])?J.slice():[[],[],J],o=0;o<3;++o)J[o]=J[o].slice(),J[o].sort((function(t,e){return t-e}));for(o=0;o<3;++o)for(y=0;y<J[o].length;++y)J[o][y]-=this.objectOffset[o];t:for(o=0;o<3;++o){if(J[o].length!==this.contourLevels[o].length){r=!0;break}for(y=0;y<J[o].length;++y)if(J[o][y]!==this.contourLevels[o][y]){r=!0;break t}}this.contourLevels=J}if(r){v=this._field,a=this.shape;for(var K=[],Q=0;Q<3;++Q){var tt=this.contourLevels[Q],et=[],rt=[],nt=[0,0,0];for(o=0;o<tt.length;++o){var it=f(this._field[Q],tt[o]);et.push(K.length/5|0),U=0;t:for(y=0;y<it.cells.length;++y){var at=it.cells[y];for(H=0;H<2;++H){var ot=it.positions[at[H]],st=ot[0],lt=0|Math.floor(st),ct=st-lt,ut=ot[1],ht=0|Math.floor(ut),ft=ut-ht,pt=!1;e:for(var dt=0;dt<3;++dt){nt[dt]=0;var mt=(Q+dt+1)%3;for(V=0;V<2;++V){var gt=V?ct:1-ct;for(Z=0|Math.min(Math.max(lt+V,0),a[0]),q=0;q<2;++q){var yt=q?ft:1-ft;if(W=0|Math.min(Math.max(ht+q,0),a[1]),G=dt<2?this._field[mt].get(Z,W):(this.intensity.get(Z,W)-this.intensityBounds[0])/(this.intensityBounds[1]-this.intensityBounds[0]),!isFinite(G)||isNaN(G)){pt=!0;break e}var vt=gt*yt;nt[dt]+=vt*G}}}if(pt){if(H>0){for(var xt=0;xt<5;++xt)K.pop();U-=1}continue t}K.push(nt[0],nt[1],ot[0],ot[1],nt[2]),U+=1}}rt.push(U)}this._contourOffsets[Q]=et,this._contourCounts[Q]=rt}var _t=s.mallocFloat(K.length);for(o=0;o<K.length;++o)_t[o]=K[o];this._contourBuffer.update(_t),s.freeFloat(_t)}},C.dispose=function(){this._shader.dispose(),this._vao.dispose(),this._coordinateBuffer.dispose(),this._colorMap.dispose(),this._contourBuffer.dispose(),this._contourVAO.dispose(),this._contourShader.dispose(),this._contourPickShader.dispose(),this._dynamicBuffer.dispose(),this._dynamicVAO.dispose();for(var t=0;t<3;++t)s.freeFloat(this._field[t].data)},C.highlight=function(t){var e,r;if(!t)return this._dynamicCounts=[0,0,0],this.dyanamicLevel=[NaN,NaN,NaN],void(this.highlightLevel=[-1,-1,-1]);for(e=0;e<3;++e)this.enableHighlight[e]?this.highlightLevel[e]=t.level[e]:this.highlightLevel[e]=-1;for(r=this.snapToData?t.dataCoordinate:t.position,e=0;e<3;++e)r[e]-=this.objectOffset[e];if(this.enableDynamic[0]&&r[0]!==this.dynamicLevel[0]||this.enableDynamic[1]&&r[1]!==this.dynamicLevel[1]||this.enableDynamic[2]&&r[2]!==this.dynamicLevel[2]){for(var n=0,i=this.shape,a=s.mallocFloat(12*i[0]*i[1]),o=0;o<3;++o)if(this.enableDynamic[o]){this.dynamicLevel[o]=r[o];var l=(o+1)%3,c=(o+2)%3,u=this._field[o],h=this._field[l],p=this._field[c],d=f(u,r[o]),m=d.cells,g=d.positions;for(this._dynamicOffsets[o]=n,e=0;e<m.length;++e)for(var y=m[e],v=0;v<2;++v){var x=g[y[v]],_=+x[0],b=0|_,w=0|Math.min(b+1,i[0]),T=_-b,k=1-T,A=+x[1],M=0|A,S=0|Math.min(M+1,i[1]),E=A-M,C=1-E,L=k*C,I=k*E,P=T*C,z=T*E,O=L*h.get(b,M)+I*h.get(b,S)+P*h.get(w,M)+z*h.get(w,S),D=L*p.get(b,M)+I*p.get(b,S)+P*p.get(w,M)+z*p.get(w,S);if(isNaN(O)||isNaN(D)){v&&(n-=1);break}a[2*n+0]=O,a[2*n+1]=D,n+=1}this._dynamicCounts[o]=n-this._dynamicOffsets[o]}else this.dynamicLevel[o]=NaN,this._dynamicCounts[o]=0;this._dynamicBuffer.update(a.subarray(0,2*n)),s.freeFloat(a)}}},7766:function(t,e,r){\"use strict\";var n=r(9618),i=r(5298),a=r(1888);t.exports=function(t){if(arguments.length<=1)throw new Error(\"gl-texture2d: Missing arguments for texture2d constructor\");if(o||function(t){o=[t.LINEAR,t.NEAREST_MIPMAP_LINEAR,t.LINEAR_MIPMAP_NEAREST,t.LINEAR_MIPMAP_NEAREST],s=[t.NEAREST,t.LINEAR,t.NEAREST_MIPMAP_NEAREST,t.NEAREST_MIPMAP_LINEAR,t.LINEAR_MIPMAP_NEAREST,t.LINEAR_MIPMAP_LINEAR],l=[t.REPEAT,t.CLAMP_TO_EDGE,t.MIRRORED_REPEAT]}(t),\"number\"==typeof arguments[1])return g(t,arguments[1],arguments[2],arguments[3]||t.RGBA,arguments[4]||t.UNSIGNED_BYTE);if(Array.isArray(arguments[1]))return g(t,0|arguments[1][0],0|arguments[1][1],arguments[2]||t.RGBA,arguments[3]||t.UNSIGNED_BYTE);if(\"object\"==typeof arguments[1]){var e=arguments[1],r=c(e)?e:e.raw;if(r)return function(t,e,r,n,i,a){var o=m(t);return t.texImage2D(t.TEXTURE_2D,0,i,i,a,e),new f(t,o,r,n,i,a)}(t,r,0|e.width,0|e.height,arguments[2]||t.RGBA,arguments[3]||t.UNSIGNED_BYTE);if(e.shape&&e.data&&e.stride)return function(t,e){var r=e.dtype,o=e.shape.slice(),s=t.getParameter(t.MAX_TEXTURE_SIZE);if(o[0]<0||o[0]>s||o[1]<0||o[1]>s)throw new Error(\"gl-texture2d: Invalid texture size\");var l=d(o,e.stride.slice()),c=0;\"float32\"===r?c=t.FLOAT:\"float64\"===r?(c=t.FLOAT,l=!1,r=\"float32\"):\"uint8\"===r?c=t.UNSIGNED_BYTE:(c=t.UNSIGNED_BYTE,l=!1,r=\"uint8\");var h,p,g=0;if(2===o.length)g=t.LUMINANCE,o=[o[0],o[1],1],e=n(e.data,o,[e.stride[0],e.stride[1],1],e.offset);else{if(3!==o.length)throw new Error(\"gl-texture2d: Invalid shape for texture\");if(1===o[2])g=t.ALPHA;else if(2===o[2])g=t.LUMINANCE_ALPHA;else if(3===o[2])g=t.RGB;else{if(4!==o[2])throw new Error(\"gl-texture2d: Invalid shape for pixel coords\");g=t.RGBA}}c!==t.FLOAT||t.getExtension(\"OES_texture_float\")||(c=t.UNSIGNED_BYTE,l=!1);var y=e.size;if(l)h=0===e.offset&&e.data.length===y?e.data:e.data.subarray(e.offset,e.offset+y);else{var v=[o[2],o[2]*o[0],1];p=a.malloc(y,r);var x=n(p,o,v,0);\"float32\"!==r&&\"float64\"!==r||c!==t.UNSIGNED_BYTE?i.assign(x,e):u(x,e),h=p.subarray(0,y)}var _=m(t);return t.texImage2D(t.TEXTURE_2D,0,g,o[0],o[1],0,g,c,h),l||a.free(p),new f(t,_,o[0],o[1],g,c)}(t,e)}throw new Error(\"gl-texture2d: Invalid arguments for texture2d constructor\")};var o=null,s=null,l=null;function c(t){return\"undefined\"!=typeof HTMLCanvasElement&&t instanceof HTMLCanvasElement||\"undefined\"!=typeof HTMLImageElement&&t instanceof HTMLImageElement||\"undefined\"!=typeof HTMLVideoElement&&t instanceof HTMLVideoElement||\"undefined\"!=typeof ImageData&&t instanceof ImageData}var u=function(t,e){i.muls(t,e,255)};function h(t,e,r){var n=t.gl,i=n.getParameter(n.MAX_TEXTURE_SIZE);if(e<0||e>i||r<0||r>i)throw new Error(\"gl-texture2d: Invalid texture size\");return t._shape=[e,r],t.bind(),n.texImage2D(n.TEXTURE_2D,0,t.format,e,r,0,t.format,t.type,null),t._mipLevels=[0],t}function f(t,e,r,n,i,a){this.gl=t,this.handle=e,this.format=i,this.type=a,this._shape=[r,n],this._mipLevels=[0],this._magFilter=t.NEAREST,this._minFilter=t.NEAREST,this._wrapS=t.CLAMP_TO_EDGE,this._wrapT=t.CLAMP_TO_EDGE,this._anisoSamples=1;var o=this,s=[this._wrapS,this._wrapT];Object.defineProperties(s,[{get:function(){return o._wrapS},set:function(t){return o.wrapS=t}},{get:function(){return o._wrapT},set:function(t){return o.wrapT=t}}]),this._wrapVector=s;var l=[this._shape[0],this._shape[1]];Object.defineProperties(l,[{get:function(){return o._shape[0]},set:function(t){return o.width=t}},{get:function(){return o._shape[1]},set:function(t){return o.height=t}}]),this._shapeVector=l}var p=f.prototype;function d(t,e){return 3===t.length?1===e[2]&&e[1]===t[0]*t[2]&&e[0]===t[2]:1===e[0]&&e[1]===t[0]}function m(t){var e=t.createTexture();return t.bindTexture(t.TEXTURE_2D,e),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_MIN_FILTER,t.NEAREST),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_MAG_FILTER,t.NEAREST),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_WRAP_S,t.CLAMP_TO_EDGE),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_WRAP_T,t.CLAMP_TO_EDGE),e}function g(t,e,r,n,i){var a=t.getParameter(t.MAX_TEXTURE_SIZE);if(e<0||e>a||r<0||r>a)throw new Error(\"gl-texture2d: Invalid texture shape\");if(i===t.FLOAT&&!t.getExtension(\"OES_texture_float\"))throw new Error(\"gl-texture2d: Floating point textures not supported on this platform\");var o=m(t);return t.texImage2D(t.TEXTURE_2D,0,n,e,r,0,n,i,null),new f(t,o,e,r,n,i)}Object.defineProperties(p,{minFilter:{get:function(){return this._minFilter},set:function(t){this.bind();var e=this.gl;if(this.type===e.FLOAT&&o.indexOf(t)>=0&&(e.getExtension(\"OES_texture_float_linear\")||(t=e.NEAREST)),s.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown filter mode \"+t);return e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MIN_FILTER,t),this._minFilter=t}},magFilter:{get:function(){return this._magFilter},set:function(t){this.bind();var e=this.gl;if(this.type===e.FLOAT&&o.indexOf(t)>=0&&(e.getExtension(\"OES_texture_float_linear\")||(t=e.NEAREST)),s.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown filter mode \"+t);return e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MAG_FILTER,t),this._magFilter=t}},mipSamples:{get:function(){return this._anisoSamples},set:function(t){var e=this._anisoSamples;if(this._anisoSamples=0|Math.max(t,1),e!==this._anisoSamples){var r=this.gl.getExtension(\"EXT_texture_filter_anisotropic\");r&&this.gl.texParameterf(this.gl.TEXTURE_2D,r.TEXTURE_MAX_ANISOTROPY_EXT,this._anisoSamples)}return this._anisoSamples}},wrapS:{get:function(){return this._wrapS},set:function(t){if(this.bind(),l.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown wrap mode \"+t);return this.gl.texParameteri(this.gl.TEXTURE_2D,this.gl.TEXTURE_WRAP_S,t),this._wrapS=t}},wrapT:{get:function(){return this._wrapT},set:function(t){if(this.bind(),l.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown wrap mode \"+t);return this.gl.texParameteri(this.gl.TEXTURE_2D,this.gl.TEXTURE_WRAP_T,t),this._wrapT=t}},wrap:{get:function(){return this._wrapVector},set:function(t){if(Array.isArray(t)||(t=[t,t]),2!==t.length)throw new Error(\"gl-texture2d: Must specify wrap mode for rows and columns\");for(var e=0;e<2;++e)if(l.indexOf(t[e])<0)throw new Error(\"gl-texture2d: Unknown wrap mode \"+t);this._wrapS=t[0],this._wrapT=t[1];var r=this.gl;return this.bind(),r.texParameteri(r.TEXTURE_2D,r.TEXTURE_WRAP_S,this._wrapS),r.texParameteri(r.TEXTURE_2D,r.TEXTURE_WRAP_T,this._wrapT),t}},shape:{get:function(){return this._shapeVector},set:function(t){if(Array.isArray(t)){if(2!==t.length)throw new Error(\"gl-texture2d: Invalid texture shape\")}else t=[0|t,0|t];return h(this,0|t[0],0|t[1]),[0|t[0],0|t[1]]}},width:{get:function(){return this._shape[0]},set:function(t){return h(this,t|=0,this._shape[1]),t}},height:{get:function(){return this._shape[1]},set:function(t){return t|=0,h(this,this._shape[0],t),t}}}),p.bind=function(t){var e=this.gl;return void 0!==t&&e.activeTexture(e.TEXTURE0+(0|t)),e.bindTexture(e.TEXTURE_2D,this.handle),void 0!==t?0|t:e.getParameter(e.ACTIVE_TEXTURE)-e.TEXTURE0},p.dispose=function(){this.gl.deleteTexture(this.handle)},p.generateMipmap=function(){this.bind(),this.gl.generateMipmap(this.gl.TEXTURE_2D);for(var t=Math.min(this._shape[0],this._shape[1]),e=0;t>0;++e,t>>>=1)this._mipLevels.indexOf(e)<0&&this._mipLevels.push(e)},p.setPixels=function(t,e,r,o){var s=this.gl;this.bind(),Array.isArray(e)?(o=r,r=0|e[1],e=0|e[0]):(e=e||0,r=r||0),o=o||0;var l=c(t)?t:t.raw;if(l)this._mipLevels.indexOf(o)<0?(s.texImage2D(s.TEXTURE_2D,0,this.format,this.format,this.type,l),this._mipLevels.push(o)):s.texSubImage2D(s.TEXTURE_2D,o,e,r,this.format,this.type,l);else{if(!(t.shape&&t.stride&&t.data))throw new Error(\"gl-texture2d: Unsupported data type\");if(t.shape.length<2||e+t.shape[1]>this._shape[1]>>>o||r+t.shape[0]>this._shape[0]>>>o||e<0||r<0)throw new Error(\"gl-texture2d: Texture dimensions are out of bounds\");!function(t,e,r,o,s,l,c,h){var f=h.dtype,p=h.shape.slice();if(p.length<2||p.length>3)throw new Error(\"gl-texture2d: Invalid ndarray, must be 2d or 3d\");var m=0,g=0,y=d(p,h.stride.slice());if(\"float32\"===f?m=t.FLOAT:\"float64\"===f?(m=t.FLOAT,y=!1,f=\"float32\"):\"uint8\"===f?m=t.UNSIGNED_BYTE:(m=t.UNSIGNED_BYTE,y=!1,f=\"uint8\"),2===p.length)g=t.LUMINANCE,p=[p[0],p[1],1],h=n(h.data,p,[h.stride[0],h.stride[1],1],h.offset);else{if(3!==p.length)throw new Error(\"gl-texture2d: Invalid shape for texture\");if(1===p[2])g=t.ALPHA;else 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i=this.computedMatrix,a=(Math.exp(this.computedRadius[0]),i[1]),o=i[5],s=i[9],l=c(a,o,s);a/=l,o/=l,s/=l;var u=i[0],h=i[4],f=i[8],p=u*a+h*o+f*s,d=c(u-=a*p,h-=o*p,f-=s*p),m=(u/=d)*e+a*r,g=(h/=d)*e+o*r,y=(f/=d)*e+s*r;this.center.move(t,m,g,y);var v=Math.exp(this.computedRadius[0]);v=Math.max(1e-4,v+n),this.radius.set(t,Math.log(v))},p.translate=function(t,e,r,n){this.center.move(t,e||0,r||0,n||0)},p.setMatrix=function(t,e,r,n){var a=1;\"number\"==typeof r&&(a=0|r),(a<0||a>3)&&(a=1);var o=(a+2)%3;e||(this.recalcMatrix(t),e=this.computedMatrix);var s=e[a],l=e[a+4],h=e[a+8];if(n){var f=Math.abs(s),p=Math.abs(l),d=Math.abs(h),m=Math.max(f,p,d);f===m?(s=s<0?-1:1,l=h=0):d===m?(h=h<0?-1:1,s=l=0):(l=l<0?-1:1,s=h=0)}else{var g=c(s,l,h);s/=g,l/=g,h/=g}var y,v,x=e[o],_=e[o+4],b=e[o+8],w=x*s+_*l+b*h,T=c(x-=s*w,_-=l*w,b-=h*w),k=l*(b/=T)-h*(_/=T),A=h*(x/=T)-s*b,M=s*_-l*x,S=c(k,A,M);if(k/=S,A/=S,M/=S,this.center.jump(t,H,G,Z),this.radius.idle(t),this.up.jump(t,s,l,h),this.right.jump(t,x,_,b),2===a){var 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e=0,r=this.outputs;e<r.length;e+=1)t(r[e])},tr.prototype.outputDefined=function(){return this.outputs.every((function(t){return t.outputDefined()}))},tr.prototype.serialize=function(){for(var t=[\"step\",this.input.serialize()],e=0;e<this.labels.length;e++)e>0&&t.push(this.labels[e]),t.push(this.outputs[e].serialize());return t};var rr=Object.freeze({__proto__:null,number:er,color:function(t,e,r){return new ce(er(t.r,e.r,r),er(t.g,e.g,r),er(t.b,e.b,r),er(t.a,e.a,r))},array:function(t,e,r){return t.map((function(t,n){return er(t,e[n],r)}))}}),nr=.95047,ir=1,ar=1.08883,or=4/29,sr=6/29,lr=3*sr*sr,cr=sr*sr*sr,ur=Math.PI/180,hr=180/Math.PI;function fr(t){return t>cr?Math.pow(t,1/3):t/lr+or}function pr(t){return t>sr?t*t*t:lr*(t-or)}function dr(t){return 255*(t<=.0031308?12.92*t:1.055*Math.pow(t,1/2.4)-.055)}function mr(t){return(t/=255)<=.04045?t/12.92:Math.pow((t+.055)/1.055,2.4)}function gr(t){var e=mr(t.r),r=mr(t.g),n=mr(t.b),i=fr((.4124564*e+.3575761*r+.1804375*n)/nr),a=fr((.2126729*e+.7151522*r+.072175*n)/ir);return{l:116*a-16,a:500*(i-a),b:200*(a-fr((.0193339*e+.119192*r+.9503041*n)/ar)),alpha:t.a}}function yr(t){var e=(t.l+16)/116,r=isNaN(t.a)?e:e+t.a/500,n=isNaN(t.b)?e:e-t.b/200;return e=ir*pr(e),r=nr*pr(r),n=ar*pr(n),new ce(dr(3.2404542*r-1.5371385*e-.4985314*n),dr(-.969266*r+1.8760108*e+.041556*n),dr(.0556434*r-.2040259*e+1.0572252*n),t.alpha)}function vr(t,e,r){var n=e-t;return t+r*(n>180||n<-180?n-360*Math.round(n/360):n)}var xr={forward:gr,reverse:yr,interpolate:function(t,e,r){return{l:er(t.l,e.l,r),a:er(t.a,e.a,r),b:er(t.b,e.b,r),alpha:er(t.alpha,e.alpha,r)}}},_r={forward:function(t){var e=gr(t),r=e.l,n=e.a,i=e.b,a=Math.atan2(i,n)*hr;return{h:a<0?a+360:a,c:Math.sqrt(n*n+i*i),l:r,alpha:t.a}},reverse:function(t){var e=t.h*ur,r=t.c;return 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a=Qe(e,n),o=e[a],s=e[a+1],l=wr.interpolationFactor(this.interpolation,n,o,s),c=r[a].evaluate(t),u=r[a+1].evaluate(t);return\"interpolate\"===this.operator?rr[this.type.kind.toLowerCase()](c,u,l):\"interpolate-hcl\"===this.operator?_r.reverse(_r.interpolate(_r.forward(c),_r.forward(u),l)):xr.reverse(xr.interpolate(xr.forward(c),xr.forward(u),l))},wr.prototype.eachChild=function(t){t(this.input);for(var e=0,r=this.outputs;e<r.length;e+=1)t(r[e])},wr.prototype.outputDefined=function(){return this.outputs.every((function(t){return t.outputDefined()}))},wr.prototype.serialize=function(){var t;t=\"linear\"===this.interpolation.name?[\"linear\"]:\"exponential\"===this.interpolation.name?1===this.interpolation.base?[\"linear\"]:[\"exponential\",this.interpolation.base]:[\"cubic-bezier\"].concat(this.interpolation.controlPoints);for(var e=[this.operator,t,this.input.serialize()],r=0;r<this.labels.length;r++)e.push(this.labels[r],this.outputs[r].serialize());return e};var kr=function(t,e){this.type=t,this.args=e};kr.parse=function(t,e){if(t.length<2)return e.error(\"Expectected at least one argument.\");var r=null,n=e.expectedType;n&&\"value\"!==n.kind&&(r=n);for(var i=[],a=0,o=t.slice(1);a<o.length;a+=1){var s=o[a],l=e.parse(s,1+i.length,r,void 0,{typeAnnotation:\"omit\"});if(!l)return null;r=r||l.type,i.push(l)}var c=n&&i.some((function(t){return ie(n,t.type)}));return new kr(c?Jt:r,i)},kr.prototype.evaluate=function(t){for(var e,r=null,n=0,i=0,a=this.args;i<a.length&&(n++,(r=a[i].evaluate(t))&&r instanceof pe&&!r.available&&(e||(e=r.name),r=null,n===this.args.length&&(r=e)),null===r);i+=1);return r},kr.prototype.eachChild=function(t){this.args.forEach(t)},kr.prototype.outputDefined=function(){return this.args.every((function(t){return t.outputDefined()}))},kr.prototype.serialize=function(){var t=[\"coalesce\"];return this.eachChild((function(e){t.push(e.serialize())})),t};var Ar=function(t,e){this.type=e.type,this.bindings=[].concat(t),this.result=e};Ar.prototype.evaluate=function(t){return this.result.evaluate(t)},Ar.prototype.eachChild=function(t){for(var e=0,r=this.bindings;e<r.length;e+=1)t(r[e][1]);t(this.result)},Ar.parse=function(t,e){if(t.length<4)return e.error(\"Expected at least 3 arguments, but found \"+(t.length-1)+\" instead.\");for(var r=[],n=1;n<t.length-1;n+=2){var i=t[n];if(\"string\"!=typeof i)return e.error(\"Expected string, but found \"+typeof i+\" instead.\",n);if(/[^a-zA-Z0-9_]/.test(i))return e.error(\"Variable names must contain only alphanumeric characters or '_'.\",n);var a=e.parse(t[n+1],n+1);if(!a)return null;r.push([i,a])}var o=e.parse(t[t.length-1],t.length-1,e.expectedType,r);return o?new Ar(r,o):null},Ar.prototype.outputDefined=function(){return this.result.outputDefined()},Ar.prototype.serialize=function(){for(var t=[\"let\"],e=0,r=this.bindings;e<r.length;e+=1){var n=r[e],i=n[0],a=n[1];t.push(i,a.serialize())}return t.push(this.result.serialize()),t};var Mr=function(t,e,r){this.type=t,this.index=e,this.input=r};Mr.parse=function(t,e){if(3!==t.length)return e.error(\"Expected 2 arguments, but found \"+(t.length-1)+\" instead.\");var r=e.parse(t[1],1,Zt),n=e.parse(t[2],2,ee(e.expectedType||Jt));if(!r||!n)return null;var i=n.type;return new Mr(i.itemType,r,n)},Mr.prototype.evaluate=function(t){var e=this.index.evaluate(t),r=this.input.evaluate(t);if(e<0)throw new xe(\"Array index out of bounds: \"+e+\" < 0.\");if(e>=r.length)throw new xe(\"Array index out of bounds: \"+e+\" > \"+(r.length-1)+\".\");if(e!==Math.floor(e))throw new xe(\"Array index must be an integer, but found \"+e+\" instead.\");return r[e]},Mr.prototype.eachChild=function(t){t(this.index),t(this.input)},Mr.prototype.outputDefined=function(){return!1},Mr.prototype.serialize=function(){return[\"at\",this.index.serialize(),this.input.serialize()]};var Sr=function(t,e){this.type=Yt,this.needle=t,this.haystack=e};Sr.parse=function(t,e){if(3!==t.length)return e.error(\"Expected 2 arguments, but found \"+(t.length-1)+\" instead.\");var r=e.parse(t[1],1,Jt),n=e.parse(t[2],2,Jt);return r&&n?ae(r.type,[Yt,Wt,Zt,Gt,Jt])?new Sr(r,n):e.error(\"Expected first argument to be of type boolean, string, number or null, but found \"+re(r.type)+\" instead\"):null},Sr.prototype.evaluate=function(t){var e=this.needle.evaluate(t),r=this.haystack.evaluate(t);if(!r)return!1;if(!oe(e,[\"boolean\",\"string\",\"number\",\"null\"]))throw new xe(\"Expected first argument to be of type boolean, string, number or null, but found \"+re(ge(e))+\" instead.\");if(!oe(r,[\"string\",\"array\"]))throw new xe(\"Expected second argument to be of type array or string, but found \"+re(ge(r))+\" instead.\");return r.indexOf(e)>=0},Sr.prototype.eachChild=function(t){t(this.needle),t(this.haystack)},Sr.prototype.outputDefined=function(){return!0},Sr.prototype.serialize=function(){return[\"in\",this.needle.serialize(),this.haystack.serialize()]};var Er=function(t,e,r){this.type=Zt,this.needle=t,this.haystack=e,this.fromIndex=r};Er.parse=function(t,e){if(t.length<=2||t.length>=5)return e.error(\"Expected 3 or 4 arguments, but found \"+(t.length-1)+\" instead.\");var r=e.parse(t[1],1,Jt),n=e.parse(t[2],2,Jt);if(!r||!n)return null;if(!ae(r.type,[Yt,Wt,Zt,Gt,Jt]))return e.error(\"Expected first argument to be of type boolean, string, number or null, but found \"+re(r.type)+\" instead\");if(4===t.length){var i=e.parse(t[3],3,Zt);return i?new Er(r,n,i):null}return new Er(r,n)},Er.prototype.evaluate=function(t){var e=this.needle.evaluate(t),r=this.haystack.evaluate(t);if(!oe(e,[\"boolean\",\"string\",\"number\",\"null\"]))throw new xe(\"Expected first argument to be of type boolean, string, number or null, but found \"+re(ge(e))+\" instead.\");if(!oe(r,[\"string\",\"array\"]))throw new xe(\"Expected second argument to be of type array or string, but found \"+re(ge(r))+\" instead.\");if(this.fromIndex){var n=this.fromIndex.evaluate(t);return r.indexOf(e,n)}return r.indexOf(e)},Er.prototype.eachChild=function(t){t(this.needle),t(this.haystack),this.fromIndex&&t(this.fromIndex)},Er.prototype.outputDefined=function(){return!1},Er.prototype.serialize=function(){if(null!=this.fromIndex&&void 0!==this.fromIndex){var t=this.fromIndex.serialize();return[\"index-of\",this.needle.serialize(),this.haystack.serialize(),t]}return[\"index-of\",this.needle.serialize(),this.haystack.serialize()]};var Cr=function(t,e,r,n,i,a){this.inputType=t,this.type=e,this.input=r,this.cases=n,this.outputs=i,this.otherwise=a};Cr.parse=function(t,e){if(t.length<5)return e.error(\"Expected at least 4 arguments, but found only \"+(t.length-1)+\".\");if(t.length%2!=1)return e.error(\"Expected an even number of 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t[0],t[1].outputDefined()}))&&this.otherwise.outputDefined()},Lr.prototype.serialize=function(){var t=[\"case\"];return this.eachChild((function(e){t.push(e.serialize())})),t};var Ir=function(t,e,r,n){this.type=t,this.input=e,this.beginIndex=r,this.endIndex=n};function Pr(t,e){return\"==\"===t||\"!=\"===t?\"boolean\"===e.kind||\"string\"===e.kind||\"number\"===e.kind||\"null\"===e.kind||\"value\"===e.kind:\"string\"===e.kind||\"number\"===e.kind||\"value\"===e.kind}function zr(t,e,r,n){return 0===n.compare(e,r)}function Or(t,e,r){var n=\"==\"!==t&&\"!=\"!==t;return function(){function i(t,e,r){this.type=Yt,this.lhs=t,this.rhs=e,this.collator=r,this.hasUntypedArgument=\"value\"===t.type.kind||\"value\"===e.type.kind}return i.parse=function(t,e){if(3!==t.length&&4!==t.length)return e.error(\"Expected two or three arguments.\");var r=t[0],a=e.parse(t[1],1,Jt);if(!a)return null;if(!Pr(r,a.type))return e.concat(1).error('\"'+r+\"\\\" comparisons are not supported for type 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Xr([new qt(\"\",\"data expressions not supported\")]);var i=Xe(r,[\"zoom\"]);if(!i&&!Jr(e))return Xr([new qt(\"\",\"zoom expressions not supported\")]);var a=gn(r);if(!a&&!i)return Xr([new qt(\"\",'\"zoom\" expression may only be used as input to a top-level \"step\" or \"interpolate\" expression.')]);if(a instanceof qt)return Xr([a]);if(a instanceof wr&&!Kr(e))return Xr([new qt(\"\",'\"interpolate\" expressions cannot be used with this property')]);if(!a)return Yr(new fn(n?\"constant\":\"source\",t.value));var o=a instanceof wr?a.interpolation:void 0;return Yr(new pn(n?\"camera\":\"composite\",t.value,a.labels,o))}pn.prototype.evaluateWithoutErrorHandling=function(t,e,r,n,i,a){return this._styleExpression.evaluateWithoutErrorHandling(t,e,r,n,i,a)},pn.prototype.evaluate=function(t,e,r,n,i,a){return this._styleExpression.evaluate(t,e,r,n,i,a)},pn.prototype.interpolationFactor=function(t,e,r){return this.interpolationType?wr.interpolationFactor(this.interpolationType,t,e,r):0};var mn=function(t,e){this._parameters=t,this._specification=e,jt(this,rn(this._parameters,this._specification))};function gn(t){var e=null;if(t instanceof Ar)e=gn(t.result);else if(t instanceof kr)for(var r=0,n=t.args;r<n.length;r+=1){var i=n[r];if(e=gn(i))break}else(t instanceof tr||t instanceof wr)&&t.input instanceof Ee&&\"zoom\"===t.input.name&&(e=t);return e instanceof qt||t.eachChild((function(t){var r=gn(t);r instanceof qt?e=r:!e&&r?e=new qt(\"\",'\"zoom\" expression may only be used as input to a top-level \"step\" or \"interpolate\" expression.'):e&&r&&e!==r&&(e=new qt(\"\",'Only one zoom-based \"step\" or \"interpolate\" subexpression may be used in an expression.'))})),e}function yn(t){var e=t.key,r=t.value,n=t.valueSpec||{},i=t.objectElementValidators||{},a=t.style,o=t.styleSpec,s=[],l=Qr(r);if(\"object\"!==l)return[new Bt(e,r,\"object expected, \"+l+\" found\")];for(var c in r){var u=c.split(\".\")[0],h=n[u]||n[\"*\"],f=void 0;if(i[u])f=i[u];else if(n[u])f=Hn;else if(i[\"*\"])f=i[\"*\"];else{if(!n[\"*\"]){s.push(new Bt(e,r[c],'unknown property \"'+c+'\"'));continue}f=Hn}s=s.concat(f({key:(e?e+\".\":e)+c,value:r[c],valueSpec:h,style:a,styleSpec:o,object:r,objectKey:c},r))}for(var p in n)i[p]||n[p].required&&void 0===n[p].default&&void 0===r[p]&&s.push(new Bt(e,r,'missing required property \"'+p+'\"'));return s}function vn(t){var e=t.value,r=t.valueSpec,n=t.style,i=t.styleSpec,a=t.key,o=t.arrayElementValidator||Hn;if(\"array\"!==Qr(e))return[new Bt(a,e,\"array expected, \"+Qr(e)+\" found\")];if(r.length&&e.length!==r.length)return[new Bt(a,e,\"array length \"+r.length+\" expected, length \"+e.length+\" found\")];if(r[\"min-length\"]&&e.length<r[\"min-length\"])return[new Bt(a,e,\"array length at least \"+r[\"min-length\"]+\" expected, length \"+e.length+\" found\")];var s={type:r.value,values:r.values};i.$version<7&&(s.function=r.function),\"object\"===Qr(r.value)&&(s=r.value);for(var l=[],c=0;c<e.length;c++)l=l.concat(o({array:e,arrayIndex:c,value:e[c],valueSpec:s,style:n,styleSpec:i,key:a+\"[\"+c+\"]\"}));return l}function xn(t){var e=t.key,r=t.value,n=t.valueSpec,i=Qr(r);return\"number\"===i&&r!=r&&(i=\"NaN\"),\"number\"!==i?[new Bt(e,r,\"number expected, \"+i+\" found\")]:\"minimum\"in n&&r<n.minimum?[new Bt(e,r,r+\" is less than the minimum value \"+n.minimum)]:\"maximum\"in n&&r>n.maximum?[new Bt(e,r,r+\" is greater than the maximum value \"+n.maximum)]:[]}function _n(t){var e,r,n,i=t.valueSpec,a=Ut(t.value.type),o={},s=\"categorical\"!==a&&void 0===t.value.property,l=!s,c=\"array\"===Qr(t.value.stops)&&\"array\"===Qr(t.value.stops[0])&&\"object\"===Qr(t.value.stops[0][0]),u=yn({key:t.key,value:t.value,valueSpec:t.styleSpec.function,style:t.style,styleSpec:t.styleSpec,objectElementValidators:{stops:function(t){if(\"identity\"===a)return[new Bt(t.key,t.value,'identity function may not have a \"stops\" property')];var e=[],r=t.value;return e=e.concat(vn({key:t.key,value:r,valueSpec:t.valueSpec,style:t.style,styleSpec:t.styleSpec,arrayElementValidator:h})),\"array\"===Qr(r)&&0===r.length&&e.push(new Bt(t.key,r,\"array must have at least one stop\")),e},default:function(t){return Hn({key:t.key,value:t.value,valueSpec:i,style:t.style,styleSpec:t.styleSpec})}}});return\"identity\"===a&&s&&u.push(new Bt(t.key,t.value,'missing required property \"property\"')),\"identity\"===a||t.value.stops||u.push(new Bt(t.key,t.value,'missing required property \"stops\"')),\"exponential\"===a&&t.valueSpec.expression&&!Kr(t.valueSpec)&&u.push(new Bt(t.key,t.value,\"exponential functions not supported\")),t.styleSpec.$version>=8&&(l&&!$r(t.valueSpec)?u.push(new Bt(t.key,t.value,\"property functions not supported\")):s&&!Jr(t.valueSpec)&&u.push(new Bt(t.key,t.value,\"zoom functions not supported\"))),\"categorical\"!==a&&!c||void 0!==t.value.property||u.push(new Bt(t.key,t.value,'\"property\" property is required')),u;function h(t){var e=[],a=t.value,s=t.key;if(\"array\"!==Qr(a))return[new Bt(s,a,\"array expected, \"+Qr(a)+\" found\")];if(2!==a.length)return[new Bt(s,a,\"array length 2 expected, length \"+a.length+\" found\")];if(c){if(\"object\"!==Qr(a[0]))return[new Bt(s,a,\"object expected, \"+Qr(a[0])+\" found\")];if(void 0===a[0].zoom)return[new Bt(s,a,\"object stop key must have zoom\")];if(void 0===a[0].value)return[new Bt(s,a,\"object stop key must have value\")];if(n&&n>Ut(a[0].zoom))return[new Bt(s,a[0].zoom,\"stop zoom values must appear in ascending order\")];Ut(a[0].zoom)!==n&&(n=Ut(a[0].zoom),r=void 0,o={}),e=e.concat(yn({key:s+\"[0]\",value:a[0],valueSpec:{zoom:{}},style:t.style,styleSpec:t.styleSpec,objectElementValidators:{zoom:xn,value:f}}))}else e=e.concat(f({key:s+\"[0]\",value:a[0],valueSpec:{},style:t.style,styleSpec:t.styleSpec},a));return un(Vt(a[1]))?e.concat([new Bt(s+\"[1]\",a[1],\"expressions are not allowed in function stops.\")]):e.concat(Hn({key:s+\"[1]\",value:a[1],valueSpec:i,style:t.style,styleSpec:t.styleSpec}))}function f(t,n){var s=Qr(t.value),l=Ut(t.value),c=null!==t.value?t.value:n;if(e){if(s!==e)return[new Bt(t.key,c,s+\" stop domain type must match previous stop domain type \"+e)]}else e=s;if(\"number\"!==s&&\"string\"!==s&&\"boolean\"!==s)return[new Bt(t.key,c,\"stop domain value must be a number, string, or boolean\")];if(\"number\"!==s&&\"categorical\"!==a){var u=\"number expected, \"+s+\" found\";return $r(i)&&void 0===a&&(u+='\\nIf you intended to use a categorical function, specify `\"type\": \"categorical\"`.'),[new Bt(t.key,c,u)]}return\"categorical\"!==a||\"number\"!==s||isFinite(l)&&Math.floor(l)===l?\"categorical\"!==a&&\"number\"===s&&void 0!==r&&l<r?[new Bt(t.key,c,\"stop domain values must appear in ascending order\")]:(r=l,\"categorical\"===a&&l in o?[new Bt(t.key,c,\"stop domain values must be unique\")]:(o[l]=!0,[])):[new Bt(t.key,c,\"integer expected, found \"+l)]}}function bn(t){var e=(\"property\"===t.expressionContext?dn:hn)(Vt(t.value),t.valueSpec);if(\"error\"===e.result)return e.value.map((function(e){return new Bt(\"\"+t.key+e.key,t.value,e.message)}));var r=e.value.expression||e.value._styleExpression.expression;if(\"property\"===t.expressionContext&&\"text-font\"===t.propertyKey&&!r.outputDefined())return[new Bt(t.key,t.value,'Invalid data expression for \"'+t.propertyKey+'\". Output values must be contained as literals within the expression.')];if(\"property\"===t.expressionContext&&\"layout\"===t.propertyType&&!Ye(r))return[new Bt(t.key,t.value,'\"feature-state\" data expressions are not supported with layout properties.')];if(\"filter\"===t.expressionContext&&!Ye(r))return[new Bt(t.key,t.value,'\"feature-state\" data expressions are not supported with filters.')];if(t.expressionContext&&0===t.expressionContext.indexOf(\"cluster\")){if(!Xe(r,[\"zoom\",\"feature-state\"]))return[new Bt(t.key,t.value,'\"zoom\" and \"feature-state\" expressions are not supported with cluster properties.')];if(\"cluster-initial\"===t.expressionContext&&!We(r))return[new Bt(t.key,t.value,\"Feature data expressions are not supported with initial expression part of cluster properties.\")]}return[]}function wn(t){var e=t.key,r=t.value,n=t.valueSpec,i=[];return Array.isArray(n.values)?-1===n.values.indexOf(Ut(r))&&i.push(new Bt(e,r,\"expected one of [\"+n.values.join(\", \")+\"], \"+JSON.stringify(r)+\" found\")):-1===Object.keys(n.values).indexOf(Ut(r))&&i.push(new Bt(e,r,\"expected one of [\"+Object.keys(n.values).join(\", \")+\"], \"+JSON.stringify(r)+\" found\")),i}function Tn(t){if(!0===t||!1===t)return!0;if(!Array.isArray(t)||0===t.length)return!1;switch(t[0]){case\"has\":return t.length>=2&&\"$id\"!==t[1]&&\"$type\"!==t[1];case\"in\":return t.length>=3&&(\"string\"!=typeof t[1]||Array.isArray(t[2]));case\"!in\":case\"!has\":case\"none\":return!1;case\"==\":case\"!=\":case\">\":case\">=\":case\"<\":case\"<=\":return 3!==t.length||Array.isArray(t[1])||Array.isArray(t[2]);case\"any\":case\"all\":for(var e=0,r=t.slice(1);e<r.length;e+=1){var n=r[e];if(!Tn(n)&&\"boolean\"!=typeof n)return!1}return!0;default:return!0}}mn.deserialize=function(t){return new mn(t._parameters,t._specification)},mn.serialize=function(t){return{_parameters:t._parameters,_specification:t._specification}};var kn={type:\"boolean\",default:!1,transition:!1,\"property-type\":\"data-driven\",expression:{interpolated:!1,parameters:[\"zoom\",\"feature\"]}};function An(t){if(null==t)return{filter:function(){return!0},needGeometry:!1};Tn(t)||(t=En(t));var e=hn(t,kn);if(\"error\"===e.result)throw new Error(e.value.map((function(t){return t.key+\": \"+t.message})).join(\", \"));return{filter:function(t,r,n){return e.value.evaluate(t,r,{},n)},needGeometry:Sn(t)}}function Mn(t,e){return t<e?-1:t>e?1:0}function Sn(t){if(!Array.isArray(t))return!1;if(\"within\"===t[0])return!0;for(var e=1;e<t.length;e++)if(Sn(t[e]))return!0;return!1}function En(t){if(!t)return!0;var e,r=t[0];return t.length<=1?\"any\"!==r:\"==\"===r?Cn(t[1],t[2],\"==\"):\"!=\"===r?Pn(Cn(t[1],t[2],\"==\")):\"<\"===r||\">\"===r||\"<=\"===r||\">=\"===r?Cn(t[1],t[2],r):\"any\"===r?(e=t.slice(1),[\"any\"].concat(e.map(En))):\"all\"===r?[\"all\"].concat(t.slice(1).map(En)):\"none\"===r?[\"all\"].concat(t.slice(1).map(En).map(Pn)):\"in\"===r?Ln(t[1],t.slice(2)):\"!in\"===r?Pn(Ln(t[1],t.slice(2))):\"has\"===r?In(t[1]):\"!has\"===r?Pn(In(t[1])):\"within\"!==r||t}function Cn(t,e,r){switch(t){case\"$type\":return[\"filter-type-\"+r,e];case\"$id\":return[\"filter-id-\"+r,e];default:return[\"filter-\"+r,t,e]}}function Ln(t,e){if(0===e.length)return!1;switch(t){case\"$type\":return[\"filter-type-in\",[\"literal\",e]];case\"$id\":return[\"filter-id-in\",[\"literal\",e]];default:return e.length>200&&!e.some((function(t){return typeof t!=typeof e[0]}))?[\"filter-in-large\",t,[\"literal\",e.sort(Mn)]]:[\"filter-in-small\",t,[\"literal\",e]]}}function In(t){switch(t){case\"$type\":return!0;case\"$id\":return[\"filter-has-id\"];default:return[\"filter-has\",t]}}function Pn(t){return[\"!\",t]}function zn(t){return Tn(Vt(t.value))?bn(jt({},t,{expressionContext:\"filter\",valueSpec:{value:\"boolean\"}})):On(t)}function On(t){var e=t.value,r=t.key;if(\"array\"!==Qr(e))return[new Bt(r,e,\"array expected, \"+Qr(e)+\" found\")];var n,i=t.styleSpec,a=[];if(e.length<1)return[new Bt(r,e,\"filter array must have at least 1 element\")];switch(a=a.concat(wn({key:r+\"[0]\",value:e[0],valueSpec:i.filter_operator,style:t.style,styleSpec:t.styleSpec})),Ut(e[0])){case\"<\":case\"<=\":case\">\":case\">=\":e.length>=2&&\"$type\"===Ut(e[1])&&a.push(new Bt(r,e,'\"$type\" cannot be use with operator \"'+e[0]+'\"'));case\"==\":case\"!=\":3!==e.length&&a.push(new Bt(r,e,'filter array for operator \"'+e[0]+'\" must have 3 elements'));case\"in\":case\"!in\":e.length>=2&&\"string\"!==(n=Qr(e[1]))&&a.push(new Bt(r+\"[1]\",e[1],\"string expected, \"+n+\" found\"));for(var o=2;o<e.length;o++)n=Qr(e[o]),\"$type\"===Ut(e[1])?a=a.concat(wn({key:r+\"[\"+o+\"]\",value:e[o],valueSpec:i.geometry_type,style:t.style,styleSpec:t.styleSpec})):\"string\"!==n&&\"number\"!==n&&\"boolean\"!==n&&a.push(new Bt(r+\"[\"+o+\"]\",e[o],\"string, number, or boolean expected, \"+n+\" found\"));break;case\"any\":case\"all\":case\"none\":for(var s=1;s<e.length;s++)a=a.concat(On({key:r+\"[\"+s+\"]\",value:e[s],style:t.style,styleSpec:t.styleSpec}));break;case\"has\":case\"!has\":n=Qr(e[1]),2!==e.length?a.push(new Bt(r,e,'filter array for \"'+e[0]+'\" operator must have 2 elements')):\"string\"!==n&&a.push(new Bt(r+\"[1]\",e[1],\"string expected, \"+n+\" found\"));break;case\"within\":n=Qr(e[1]),2!==e.length?a.push(new Bt(r,e,'filter array for \"'+e[0]+'\" operator must have 2 elements')):\"object\"!==n&&a.push(new Bt(r+\"[1]\",e[1],\"object expected, \"+n+\" found\"))}return a}function Dn(t,e){var r=t.key,n=t.style,i=t.styleSpec,a=t.value,o=t.objectKey,s=i[e+\"_\"+t.layerType];if(!s)return[];var l=o.match(/^(.*)-transition$/);if(\"paint\"===e&&l&&s[l[1]]&&s[l[1]].transition)return Hn({key:r,value:a,valueSpec:i.transition,style:n,styleSpec:i});var c,u=t.valueSpec||s[o];if(!u)return[new Bt(r,a,'unknown property \"'+o+'\"')];if(\"string\"===Qr(a)&&$r(u)&&!u.tokens&&(c=/^{([^}]+)}$/.exec(a)))return[new Bt(r,a,'\"'+o+'\" does not support interpolation syntax\\nUse an identity property function instead: `{ \"type\": \"identity\", \"property\": '+JSON.stringify(c[1])+\" }`.\")];var h=[];return\"symbol\"===t.layerType&&(\"text-field\"===o&&n&&!n.glyphs&&h.push(new Bt(r,a,'use of \"text-field\" requires a style \"glyphs\" property')),\"text-font\"===o&&tn(Vt(a))&&\"identity\"===Ut(a.type)&&h.push(new Bt(r,a,'\"text-font\" does not support identity functions'))),h.concat(Hn({key:t.key,value:a,valueSpec:u,style:n,styleSpec:i,expressionContext:\"property\",propertyType:e,propertyKey:o}))}function Rn(t){return Dn(t,\"paint\")}function Fn(t){return Dn(t,\"layout\")}function Bn(t){var e=[],r=t.value,n=t.key,i=t.style,a=t.styleSpec;r.type||r.ref||e.push(new Bt(n,r,'either \"type\" or \"ref\" is required'));var o,s=Ut(r.type),l=Ut(r.ref);if(r.id)for(var c=Ut(r.id),u=0;u<t.arrayIndex;u++){var h=i.layers[u];Ut(h.id)===c&&e.push(new Bt(n,r.id,'duplicate layer id \"'+r.id+'\", previously used at line '+h.id.__line__))}if(\"ref\"in r)[\"type\",\"source\",\"source-layer\",\"filter\",\"layout\"].forEach((function(t){t in r&&e.push(new Bt(n,r[t],'\"'+t+'\" is prohibited for ref layers'))})),i.layers.forEach((function(t){Ut(t.id)===l&&(o=t)})),o?o.ref?e.push(new Bt(n,r.ref,\"ref cannot reference another ref layer\")):s=Ut(o.type):e.push(new Bt(n,r.ref,'ref layer \"'+l+'\" not found'));else if(\"background\"!==s)if(r.source){var f=i.sources&&i.sources[r.source],p=f&&Ut(f.type);f?\"vector\"===p&&\"raster\"===s?e.push(new Bt(n,r.source,'layer \"'+r.id+'\" requires a raster source')):\"raster\"===p&&\"raster\"!==s?e.push(new Bt(n,r.source,'layer \"'+r.id+'\" requires a vector source')):\"vector\"!==p||r[\"source-layer\"]?\"raster-dem\"===p&&\"hillshade\"!==s?e.push(new Bt(n,r.source,\"raster-dem source can only be used with layer type 'hillshade'.\")):\"line\"!==s||!r.paint||!r.paint[\"line-gradient\"]||\"geojson\"===p&&f.lineMetrics||e.push(new Bt(n,r,'layer \"'+r.id+'\" specifies a line-gradient, which requires a GeoJSON source with `lineMetrics` enabled.')):e.push(new Bt(n,r,'layer \"'+r.id+'\" must specify a \"source-layer\"')):e.push(new Bt(n,r.source,'source \"'+r.source+'\" not found'))}else e.push(new Bt(n,r,'missing required property \"source\"'));return e=e.concat(yn({key:n,value:r,valueSpec:a.layer,style:t.style,styleSpec:t.styleSpec,objectElementValidators:{\"*\":function(){return[]},type:function(){return Hn({key:n+\".type\",value:r.type,valueSpec:a.layer.type,style:t.style,styleSpec:t.styleSpec,object:r,objectKey:\"type\"})},filter:zn,layout:function(t){return yn({layer:r,key:t.key,value:t.value,style:t.style,styleSpec:t.styleSpec,objectElementValidators:{\"*\":function(t){return Fn(jt({layerType:s},t))}}})},paint:function(t){return yn({layer:r,key:t.key,value:t.value,style:t.style,styleSpec:t.styleSpec,objectElementValidators:{\"*\":function(t){return Rn(jt({layerType:s},t))}}})}}})),e}function Nn(t){var e=t.value,r=t.key,n=Qr(e);return\"string\"!==n?[new Bt(r,e,\"string expected, \"+n+\" found\")]:[]}var jn={promoteId:function(t){var e=t.key,r=t.value;if(\"string\"===Qr(r))return Nn({key:e,value:r});var n=[];for(var i in r)n.push.apply(n,Nn({key:e+\".\"+i,value:r[i]}));return n}};function Un(t){var e=t.value,r=t.key,n=t.styleSpec,i=t.style;if(!e.type)return[new Bt(r,e,'\"type\" is required')];var a,o=Ut(e.type);switch(o){case\"vector\":case\"raster\":case\"raster-dem\":return yn({key:r,value:e,valueSpec:n[\"source_\"+o.replace(\"-\",\"_\")],style:t.style,styleSpec:n,objectElementValidators:jn});case\"geojson\":if(a=yn({key:r,value:e,valueSpec:n.source_geojson,style:i,styleSpec:n,objectElementValidators:jn}),e.cluster)for(var s in e.clusterProperties){var l=e.clusterProperties[s],c=l[0],u=l[1],h=\"string\"==typeof c?[c,[\"accumulated\"],[\"get\",s]]:c;a.push.apply(a,bn({key:r+\".\"+s+\".map\",value:u,expressionContext:\"cluster-map\"})),a.push.apply(a,bn({key:r+\".\"+s+\".reduce\",value:h,expressionContext:\"cluster-reduce\"}))}return a;case\"video\":return yn({key:r,value:e,valueSpec:n.source_video,style:i,styleSpec:n});case\"image\":return yn({key:r,value:e,valueSpec:n.source_image,style:i,styleSpec:n});case\"canvas\":return[new Bt(r,null,\"Please use runtime APIs to add canvas 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0===e?t.specification.default:e,t.specification)};Di.prototype.isDataDriven=function(){return\"source\"===this.expression.kind||\"composite\"===this.expression.kind},Di.prototype.possiblyEvaluate=function(t,e,r){return this.property.possiblyEvaluate(this,t,e,r)};var Ri=function(t){this.property=t,this.value=new Di(t,void 0)};Ri.prototype.transitioned=function(t,e){return new Bi(this.property,this.value,e,p({},t.transition,this.transition),t.now)},Ri.prototype.untransitioned=function(){return new Bi(this.property,this.value,null,{},0)};var Fi=function(t){this._properties=t,this._values=Object.create(t.defaultTransitionablePropertyValues)};Fi.prototype.getValue=function(t){return w(this._values[t].value.value)},Fi.prototype.setValue=function(t,e){this._values.hasOwnProperty(t)||(this._values[t]=new Ri(this._values[t].property)),this._values[t].value=new Di(this._values[t].property,null===e?void 0:w(e))},Fi.prototype.getTransition=function(t){return w(this._values[t].transition)},Fi.prototype.setTransition=function(t,e){this._values.hasOwnProperty(t)||(this._values[t]=new Ri(this._values[t].property)),this._values[t].transition=w(e)||void 0},Fi.prototype.serialize=function(){for(var t={},e=0,r=Object.keys(this._values);e<r.length;e+=1){var n=r[e],i=this.getValue(n);void 0!==i&&(t[n]=i);var a=this.getTransition(n);void 0!==a&&(t[n+\"-transition\"]=a)}return t},Fi.prototype.transitioned=function(t,e){for(var r=new Ni(this._properties),n=0,i=Object.keys(this._values);n<i.length;n+=1){var a=i[n];r._values[a]=this._values[a].transitioned(t,e._values[a])}return r},Fi.prototype.untransitioned=function(){for(var t=new Ni(this._properties),e=0,r=Object.keys(this._values);e<r.length;e+=1){var n=r[e];t._values[n]=this._values[n].untransitioned()}return t};var Bi=function(t,e,r,n,i){this.property=t,this.value=e,this.begin=i+n.delay||0,this.end=this.begin+n.duration||0,t.specification.transition&&(n.delay||n.duration)&&(this.prior=r)};Bi.prototype.possiblyEvaluate=function(t,e,r){var n=t.now||0,i=this.value.possiblyEvaluate(t,e,r),a=this.prior;if(a){if(n>this.end)return this.prior=null,i;if(this.value.isDataDriven())return this.prior=null,i;if(n<this.begin)return a.possiblyEvaluate(t,e,r);var o=(n-this.begin)/(this.end-this.begin);return this.property.interpolate(a.possiblyEvaluate(t,e,r),i,function(t){if(t<=0)return 0;if(t>=1)return 1;var e=t*t,r=e*t;return 4*(t<.5?r:3*(t-e)+r-.75)}(o))}return i};var Ni=function(t){this._properties=t,this._values=Object.create(t.defaultTransitioningPropertyValues)};Ni.prototype.possiblyEvaluate=function(t,e,r){for(var n=new Vi(this._properties),i=0,a=Object.keys(this._values);i<a.length;i+=1){var o=a[i];n._values[o]=this._values[o].possiblyEvaluate(t,e,r)}return n},Ni.prototype.hasTransition=function(){for(var t=0,e=Object.keys(this._values);t<e.length;t+=1){var r=e[t];if(this._values[r].prior)return!0}return!1};var ji=function(t){this._properties=t,this._values=Object.create(t.defaultPropertyValues)};ji.prototype.getValue=function(t){return w(this._values[t].value)},ji.prototype.setValue=function(t,e){this._values[t]=new Di(this._values[t].property,null===e?void 0:w(e))},ji.prototype.serialize=function(){for(var t={},e=0,r=Object.keys(this._values);e<r.length;e+=1){var n=r[e],i=this.getValue(n);void 0!==i&&(t[n]=i)}return t},ji.prototype.possiblyEvaluate=function(t,e,r){for(var n=new Vi(this._properties),i=0,a=Object.keys(this._values);i<a.length;i+=1){var o=a[i];n._values[o]=this._values[o].possiblyEvaluate(t,e,r)}return n};var Ui=function(t,e,r){this.property=t,this.value=e,this.parameters=r};Ui.prototype.isConstant=function(){return\"constant\"===this.value.kind},Ui.prototype.constantOr=function(t){return\"constant\"===this.value.kind?this.value.value:t},Ui.prototype.evaluate=function(t,e,r,n){return this.property.evaluate(this.value,this.parameters,t,e,r,n)};var Vi=function(t){this._properties=t,this._values=Object.create(t.defaultPossiblyEvaluatedValues)};Vi.prototype.get=function(t){return this._values[t]};var qi=function(t){this.specification=t};qi.prototype.possiblyEvaluate=function(t,e){return t.expression.evaluate(e)},qi.prototype.interpolate=function(t,e,r){var n=rr[this.specification.type];return n?n(t,e,r):t};var Hi=function(t,e){this.specification=t,this.overrides=e};Hi.prototype.possiblyEvaluate=function(t,e,r,n){return\"constant\"===t.expression.kind||\"camera\"===t.expression.kind?new Ui(this,{kind:\"constant\",value:t.expression.evaluate(e,null,{},r,n)},e):new Ui(this,t.expression,e)},Hi.prototype.interpolate=function(t,e,r){if(\"constant\"!==t.value.kind||\"constant\"!==e.value.kind)return t;if(void 0===t.value.value||void 0===e.value.value)return new Ui(this,{kind:\"constant\",value:void 0},t.parameters);var n=rr[this.specification.type];return n?new Ui(this,{kind:\"constant\",value:n(t.value.value,e.value.value,r)},t.parameters):t},Hi.prototype.evaluate=function(t,e,r,n,i,a){return\"constant\"===t.kind?t.value:t.evaluate(e,r,n,i,a)};var Gi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.possiblyEvaluate=function(t,e,r,n){if(void 0===t.value)return new Ui(this,{kind:\"constant\",value:void 0},e);if(\"constant\"===t.expression.kind){var i=t.expression.evaluate(e,null,{},r,n),a=\"resolvedImage\"===t.property.specification.type&&\"string\"!=typeof i?i.name:i,o=this._calculate(a,a,a,e);return new Ui(this,{kind:\"constant\",value:o},e)}if(\"camera\"===t.expression.kind){var s=this._calculate(t.expression.evaluate({zoom:e.zoom-1}),t.expression.evaluate({zoom:e.zoom}),t.expression.evaluate({zoom:e.zoom+1}),e);return new Ui(this,{kind:\"constant\",value:s},e)}return new Ui(this,t.expression,e)},e.prototype.evaluate=function(t,e,r,n,i,a){if(\"source\"===t.kind){var o=t.evaluate(e,r,n,i,a);return this._calculate(o,o,o,e)}return\"composite\"===t.kind?this._calculate(t.evaluate({zoom:Math.floor(e.zoom)-1},r,n),t.evaluate({zoom:Math.floor(e.zoom)},r,n),t.evaluate({zoom:Math.floor(e.zoom)+1},r,n),e):t.value},e.prototype._calculate=function(t,e,r,n){return n.zoom>n.zoomHistory.lastIntegerZoom?{from:t,to:e}:{from:r,to:e}},e.prototype.interpolate=function(t){return t},e}(Hi),Zi=function(t){this.specification=t};Zi.prototype.possiblyEvaluate=function(t,e,r,n){if(void 0!==t.value){if(\"constant\"===t.expression.kind){var i=t.expression.evaluate(e,null,{},r,n);return this._calculate(i,i,i,e)}return this._calculate(t.expression.evaluate(new Oi(Math.floor(e.zoom-1),e)),t.expression.evaluate(new Oi(Math.floor(e.zoom),e)),t.expression.evaluate(new Oi(Math.floor(e.zoom+1),e)),e)}},Zi.prototype._calculate=function(t,e,r,n){return n.zoom>n.zoomHistory.lastIntegerZoom?{from:t,to:e}:{from:r,to:e}},Zi.prototype.interpolate=function(t){return t};var Wi=function(t){this.specification=t};Wi.prototype.possiblyEvaluate=function(t,e,r,n){return!!t.expression.evaluate(e,null,{},r,n)},Wi.prototype.interpolate=function(){return!1};var Yi=function(t){for(var e in this.properties=t,this.defaultPropertyValues={},this.defaultTransitionablePropertyValues={},this.defaultTransitioningPropertyValues={},this.defaultPossiblyEvaluatedValues={},this.overridableProperties=[],t){var r=t[e];r.specification.overridable&&this.overridableProperties.push(e);var n=this.defaultPropertyValues[e]=new Di(r,void 0),i=this.defaultTransitionablePropertyValues[e]=new Ri(r);this.defaultTransitioningPropertyValues[e]=i.untransitioned(),this.defaultPossiblyEvaluatedValues[e]=n.possiblyEvaluate({})}};oi(\"DataDrivenProperty\",Hi),oi(\"DataConstantProperty\",qi),oi(\"CrossFadedDataDrivenProperty\",Gi),oi(\"CrossFadedProperty\",Zi),oi(\"ColorRampProperty\",Wi);var Xi=\"-transition\",$i=function(t){function e(e,r){if(t.call(this),this.id=e.id,this.type=e.type,this._featureFilter={filter:function(){return!0},needGeometry:!1},\"custom\"!==e.type&&(this.metadata=e.metadata,this.minzoom=e.minzoom,this.maxzoom=e.maxzoom,\"background\"!==e.type&&(this.source=e.source,this.sourceLayer=e[\"source-layer\"],this.filter=e.filter),r.layout&&(this._unevaluatedLayout=new ji(r.layout)),r.paint)){for(var n in this._transitionablePaint=new Fi(r.paint),e.paint)this.setPaintProperty(n,e.paint[n],{validate:!1});for(var i in e.layout)this.setLayoutProperty(i,e.layout[i],{validate:!1});this._transitioningPaint=this._transitionablePaint.untransitioned(),this.paint=new Vi(r.paint)}}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.getCrossfadeParameters=function(){return this._crossfadeParameters},e.prototype.getLayoutProperty=function(t){return\"visibility\"===t?this.visibility:this._unevaluatedLayout.getValue(t)},e.prototype.setLayoutProperty=function(t,e,r){if(void 0===r&&(r={}),null!=e){var n=\"layers.\"+this.id+\".layout.\"+t;if(this._validate(Kn,n,t,e,r))return}\"visibility\"!==t?this._unevaluatedLayout.setValue(t,e):this.visibility=e},e.prototype.getPaintProperty=function(t){return x(t,Xi)?this._transitionablePaint.getTransition(t.slice(0,-11)):this._transitionablePaint.getValue(t)},e.prototype.setPaintProperty=function(t,e,r){if(void 0===r&&(r={}),null!=e){var n=\"layers.\"+this.id+\".paint.\"+t;if(this._validate(Jn,n,t,e,r))return!1}if(x(t,Xi))return this._transitionablePaint.setTransition(t.slice(0,-11),e||void 0),!1;var i=this._transitionablePaint._values[t],a=\"cross-faded-data-driven\"===i.property.specification[\"property-type\"],o=i.value.isDataDriven(),s=i.value;this._transitionablePaint.setValue(t,e),this._handleSpecialPaintPropertyUpdate(t);var l=this._transitionablePaint._values[t].value;return l.isDataDriven()||o||a||this._handleOverridablePaintPropertyUpdate(t,s,l)},e.prototype._handleSpecialPaintPropertyUpdate=function(t){},e.prototype._handleOverridablePaintPropertyUpdate=function(t,e,r){return!1},e.prototype.isHidden=function(t){return!!(this.minzoom&&t<this.minzoom)||!!(this.maxzoom&&t>=this.maxzoom)||\"none\"===this.visibility},e.prototype.updateTransitions=function(t){this._transitioningPaint=this._transitionablePaint.transitioned(t,this._transitioningPaint)},e.prototype.hasTransition=function(){return this._transitioningPaint.hasTransition()},e.prototype.recalculate=function(t,e){t.getCrossfadeParameters&&(this._crossfadeParameters=t.getCrossfadeParameters()),this._unevaluatedLayout&&(this.layout=this._unevaluatedLayout.possiblyEvaluate(t,void 0,e)),this.paint=this._transitioningPaint.possiblyEvaluate(t,void 0,e)},e.prototype.serialize=function(){var t={id:this.id,type:this.type,source:this.source,\"source-layer\":this.sourceLayer,metadata:this.metadata,minzoom:this.minzoom,maxzoom:this.maxzoom,filter:this.filter,layout:this._unevaluatedLayout&&this._unevaluatedLayout.serialize(),paint:this._transitionablePaint&&this._transitionablePaint.serialize()};return this.visibility&&(t.layout=t.layout||{},t.layout.visibility=this.visibility),b(t,(function(t,e){return!(void 0===t||\"layout\"===e&&!Object.keys(t).length||\"paint\"===e&&!Object.keys(t).length)}))},e.prototype._validate=function(t,e,r,n,i){return void 0===i&&(i={}),(!i||!1!==i.validate)&&Qn(this,t.call(Xn,{key:e,layerType:this.type,objectKey:r,value:n,styleSpec:Ft,style:{glyphs:!0,sprite:!0}}))},e.prototype.is3D=function(){return!1},e.prototype.isTileClipped=function(){return!1},e.prototype.hasOffscreenPass=function(){return!1},e.prototype.resize=function(){},e.prototype.isStateDependent=function(){for(var t in this.paint._values){var e=this.paint.get(t);if(e instanceof Ui&&$r(e.property.specification)&&(\"source\"===e.value.kind||\"composite\"===e.value.kind)&&e.value.isStateDependent)return!0}return!1},e}(Rt),Ji={Int8:Int8Array,Uint8:Uint8Array,Int16:Int16Array,Uint16:Uint16Array,Int32:Int32Array,Uint32:Uint32Array,Float32:Float32Array},Ki=function(t,e){this._structArray=t,this._pos1=e*this.size,this._pos2=this._pos1/2,this._pos4=this._pos1/4,this._pos8=this._pos1/8},Qi=function(){this.isTransferred=!1,this.capacity=-1,this.resize(0)};function ta(t,e){void 0===e&&(e=1);var r=0,n=0;return{members:t.map((function(t){var i,a=(i=t.type,Ji[i].BYTES_PER_ELEMENT),o=r=ea(r,Math.max(e,a)),s=t.components||1;return n=Math.max(n,a),r+=a*s,{name:t.name,type:t.type,components:s,offset:o}})),size:ea(r,Math.max(n,e)),alignment:e}}function ea(t,e){return Math.ceil(t/e)*e}Qi.serialize=function(t,e){return t._trim(),e&&(t.isTransferred=!0,e.push(t.arrayBuffer)),{length:t.length,arrayBuffer:t.arrayBuffer}},Qi.deserialize=function(t){var e=Object.create(this.prototype);return e.arrayBuffer=t.arrayBuffer,e.length=t.length,e.capacity=t.arrayBuffer.byteLength/e.bytesPerElement,e._refreshViews(),e},Qi.prototype._trim=function(){this.length!==this.capacity&&(this.capacity=this.length,this.arrayBuffer=this.arrayBuffer.slice(0,this.length*this.bytesPerElement),this._refreshViews())},Qi.prototype.clear=function(){this.length=0},Qi.prototype.resize=function(t){this.reserve(t),this.length=t},Qi.prototype.reserve=function(t){if(t>this.capacity){this.capacity=Math.max(t,Math.floor(5*this.capacity),128),this.arrayBuffer=new ArrayBuffer(this.capacity*this.bytesPerElement);var e=this.uint8;this._refreshViews(),e&&this.uint8.set(e)}},Qi.prototype._refreshViews=function(){throw new Error(\"_refreshViews() must be implemented by each concrete StructArray layout\")};var ra=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e){var r=this.length;return this.resize(r+1),this.emplace(r,t,e)},e.prototype.emplace=function(t,e,r){var n=2*t;return this.int16[n+0]=e,this.int16[n+1]=r,t},e}(Qi);ra.prototype.bytesPerElement=4,oi(\"StructArrayLayout2i4\",ra);var na=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n){var i=this.length;return this.resize(i+1),this.emplace(i,t,e,r,n)},e.prototype.emplace=function(t,e,r,n,i){var a=4*t;return this.int16[a+0]=e,this.int16[a+1]=r,this.int16[a+2]=n,this.int16[a+3]=i,t},e}(Qi);na.prototype.bytesPerElement=8,oi(\"StructArrayLayout4i8\",na);var ia=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a){var o=this.length;return this.resize(o+1),this.emplace(o,t,e,r,n,i,a)},e.prototype.emplace=function(t,e,r,n,i,a,o){var s=6*t;return this.int16[s+0]=e,this.int16[s+1]=r,this.int16[s+2]=n,this.int16[s+3]=i,this.int16[s+4]=a,this.int16[s+5]=o,t},e}(Qi);ia.prototype.bytesPerElement=12,oi(\"StructArrayLayout2i4i12\",ia);var aa=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a){var o=this.length;return this.resize(o+1),this.emplace(o,t,e,r,n,i,a)},e.prototype.emplace=function(t,e,r,n,i,a,o){var s=4*t,l=8*t;return this.int16[s+0]=e,this.int16[s+1]=r,this.uint8[l+4]=n,this.uint8[l+5]=i,this.uint8[l+6]=a,this.uint8[l+7]=o,t},e}(Qi);aa.prototype.bytesPerElement=8,oi(\"StructArrayLayout2i4ub8\",aa);var oa=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e){var r=this.length;return this.resize(r+1),this.emplace(r,t,e)},e.prototype.emplace=function(t,e,r){var n=2*t;return this.float32[n+0]=e,this.float32[n+1]=r,t},e}(Qi);oa.prototype.bytesPerElement=8,oi(\"StructArrayLayout2f8\",oa);var sa=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s,l,c){var u=this.length;return this.resize(u+1),this.emplace(u,t,e,r,n,i,a,o,s,l,c)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,c,u){var h=10*t;return this.uint16[h+0]=e,this.uint16[h+1]=r,this.uint16[h+2]=n,this.uint16[h+3]=i,this.uint16[h+4]=a,this.uint16[h+5]=o,this.uint16[h+6]=s,this.uint16[h+7]=l,this.uint16[h+8]=c,this.uint16[h+9]=u,t},e}(Qi);sa.prototype.bytesPerElement=20,oi(\"StructArrayLayout10ui20\",sa);var la=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s,l,c,u,h){var f=this.length;return this.resize(f+1),this.emplace(f,t,e,r,n,i,a,o,s,l,c,u,h)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,c,u,h,f){var p=12*t;return this.int16[p+0]=e,this.int16[p+1]=r,this.int16[p+2]=n,this.int16[p+3]=i,this.uint16[p+4]=a,this.uint16[p+5]=o,this.uint16[p+6]=s,this.uint16[p+7]=l,this.int16[p+8]=c,this.int16[p+9]=u,this.int16[p+10]=h,this.int16[p+11]=f,t},e}(Qi);la.prototype.bytesPerElement=24,oi(\"StructArrayLayout4i4ui4i24\",la);var ca=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r){var n=this.length;return this.resize(n+1),this.emplace(n,t,e,r)},e.prototype.emplace=function(t,e,r,n){var i=3*t;return this.float32[i+0]=e,this.float32[i+1]=r,this.float32[i+2]=n,t},e}(Qi);ca.prototype.bytesPerElement=12,oi(\"StructArrayLayout3f12\",ca);var ua=function(t){function e(){t.apply(this,arguments)}return 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this.resize(c+1),this.emplace(c,t,e,r,n,i,a,o,s,l)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,c){var u=10*t,h=5*t;return this.int16[u+0]=e,this.int16[u+1]=r,this.int16[u+2]=n,this.int16[u+3]=i,this.int16[u+4]=a,this.int16[u+5]=o,this.uint32[h+3]=s,this.uint16[u+8]=l,this.uint16[u+9]=c,t},e}(Qi);ha.prototype.bytesPerElement=20,oi(\"StructArrayLayout6i1ul2ui20\",ha);var fa=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a){var o=this.length;return this.resize(o+1),this.emplace(o,t,e,r,n,i,a)},e.prototype.emplace=function(t,e,r,n,i,a,o){var s=6*t;return 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this._structArray.uint16[this._pos2+11]},r.verticalTextBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+12]},r.iconBoxStartIndex.get=function(){return this._structArray.uint16[this._pos2+13]},r.iconBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+14]},r.verticalIconBoxStartIndex.get=function(){return this._structArray.uint16[this._pos2+15]},r.verticalIconBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+16]},r.featureIndex.get=function(){return this._structArray.uint16[this._pos2+17]},r.numHorizontalGlyphVertices.get=function(){return this._structArray.uint16[this._pos2+18]},r.numVerticalGlyphVertices.get=function(){return this._structArray.uint16[this._pos2+19]},r.numIconVertices.get=function(){return this._structArray.uint16[this._pos2+20]},r.numVerticalIconVertices.get=function(){return this._structArray.uint16[this._pos2+21]},r.useRuntimeCollisionCircles.get=function(){return 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so=function(t,e,r,n,i,a){this.expression=t,this.uniformNames=e.map((function(t){return\"u_\"+t+\"_t\"})),this.type=r,this.useIntegerZoom=n,this.zoom=i,this.maxValue=0,this.paintVertexAttributes=e.map((function(t){return{name:\"a_\"+t,type:\"Float32\",components:\"color\"===r?4:2,offset:0}})),this.paintVertexArray=new a};so.prototype.populatePaintArray=function(t,e,r,n,i){var a=this.expression.evaluate(new Oi(this.zoom),e,{},n,[],i),o=this.expression.evaluate(new Oi(this.zoom+1),e,{},n,[],i),s=this.paintVertexArray.length;this.paintVertexArray.resize(t),this._setPaintValue(s,t,a,o)},so.prototype.updatePaintArray=function(t,e,r,n){var i=this.expression.evaluate({zoom:this.zoom},r,n),a=this.expression.evaluate({zoom:this.zoom+1},r,n);this._setPaintValue(t,e,i,a)},so.prototype._setPaintValue=function(t,e,r,n){if(\"color\"===this.type)for(var i=no(r),a=no(n),o=t;o<e;o++)this.paintVertexArray.emplace(o,i[0],i[1],a[0],a[1]);else{for(var s=t;s<e;s++)this.paintVertexArray.emplace(s,r,n);this.maxValue=Math.max(this.maxValue,Math.abs(r),Math.abs(n))}},so.prototype.upload=function(t){this.paintVertexArray&&this.paintVertexArray.arrayBuffer&&(this.paintVertexBuffer&&this.paintVertexBuffer.buffer?this.paintVertexBuffer.updateData(this.paintVertexArray):this.paintVertexBuffer=t.createVertexBuffer(this.paintVertexArray,this.paintVertexAttributes,this.expression.isStateDependent))},so.prototype.destroy=function(){this.paintVertexBuffer&&this.paintVertexBuffer.destroy()},so.prototype.setUniform=function(t,e){var r=this.useIntegerZoom?Math.floor(e.zoom):e.zoom,n=h(this.expression.interpolationFactor(r,this.zoom,this.zoom+1),0,1);t.set(n)},so.prototype.getBinding=function(t,e,r){return new $a(t,e)};var lo=function(t,e,r,n,i,a){this.expression=t,this.type=e,this.useIntegerZoom=r,this.zoom=n,this.layerId=a,this.zoomInPaintVertexArray=new i,this.zoomOutPaintVertexArray=new i};lo.prototype.populatePaintArray=function(t,e,r){var n=this.zoomInPaintVertexArray.length;this.zoomInPaintVertexArray.resize(t),this.zoomOutPaintVertexArray.resize(t),this._setPaintValues(n,t,e.patterns&&e.patterns[this.layerId],r)},lo.prototype.updatePaintArray=function(t,e,r,n,i){this._setPaintValues(t,e,r.patterns&&r.patterns[this.layerId],i)},lo.prototype._setPaintValues=function(t,e,r,n){if(n&&r){var i=r.min,a=r.mid,o=r.max,s=n[i],l=n[a],c=n[o];if(s&&l&&c)for(var u=t;u<e;u++)this.zoomInPaintVertexArray.emplace(u,l.tl[0],l.tl[1],l.br[0],l.br[1],s.tl[0],s.tl[1],s.br[0],s.br[1],l.pixelRatio,s.pixelRatio),this.zoomOutPaintVertexArray.emplace(u,l.tl[0],l.tl[1],l.br[0],l.br[1],c.tl[0],c.tl[1],c.br[0],c.br[1],l.pixelRatio,c.pixelRatio)}},lo.prototype.upload=function(t){this.zoomInPaintVertexArray&&this.zoomInPaintVertexArray.arrayBuffer&&this.zoomOutPaintVertexArray&&this.zoomOutPaintVertexArray.arrayBuffer&&(this.zoomInPaintVertexBuffer=t.createVertexBuffer(this.zoomInPaintVertexArray,Fa.members,this.expression.isStateDependent),this.zoomOutPaintVertexBuffer=t.createVertexBuffer(this.zoomOutPaintVertexArray,Fa.members,this.expression.isStateDependent))},lo.prototype.destroy=function(){this.zoomOutPaintVertexBuffer&&this.zoomOutPaintVertexBuffer.destroy(),this.zoomInPaintVertexBuffer&&this.zoomInPaintVertexBuffer.destroy()};var co=function(t,e,r){this.binders={},this._buffers=[];var n=[];for(var i in t.paint._values)if(r(i)){var a=t.paint.get(i);if(a instanceof Ui&&$r(a.property.specification)){var o=ho(i,t.type),s=a.value,l=a.property.specification.type,c=a.property.useIntegerZoom,u=a.property.specification[\"property-type\"],h=\"cross-faded\"===u||\"cross-faded-data-driven\"===u;if(\"constant\"===s.kind)this.binders[i]=h?new ao(s.value,o):new io(s.value,o,l),n.push(\"/u_\"+i);else if(\"source\"===s.kind||h){var f=fo(i,l,\"source\");this.binders[i]=h?new lo(s,l,c,e,f,t.id):new oo(s,o,l,f),n.push(\"/a_\"+i)}else{var p=fo(i,l,\"composite\");this.binders[i]=new so(s,o,l,c,e,p),n.push(\"/z_\"+i)}}}this.cacheKey=n.sort().join(\"\")};co.prototype.getMaxValue=function(t){var e=this.binders[t];return e instanceof oo||e instanceof so?e.maxValue:0},co.prototype.populatePaintArrays=function(t,e,r,n,i){for(var a in this.binders){var o=this.binders[a];(o instanceof oo||o instanceof so||o instanceof lo)&&o.populatePaintArray(t,e,r,n,i)}},co.prototype.setConstantPatternPositions=function(t,e){for(var r in this.binders){var n=this.binders[r];n instanceof ao&&n.setConstantPatternPositions(t,e)}},co.prototype.updatePaintArrays=function(t,e,r,n,i){var a=!1;for(var o in t)for(var s=0,l=e.getPositions(o);s<l.length;s+=1){var c=l[s],u=r.feature(c.index);for(var h in this.binders){var f=this.binders[h];if((f instanceof oo||f instanceof so||f instanceof lo)&&!0===f.expression.isStateDependent){var p=n.paint.get(h);f.expression=p.value,f.updatePaintArray(c.start,c.end,u,t[o],i),a=!0}}}return a},co.prototype.defines=function(){var t=[];for(var e in this.binders){var r=this.binders[e];(r instanceof io||r instanceof ao)&&t.push.apply(t,r.uniformNames.map((function(t){return\"#define HAS_UNIFORM_\"+t})))}return t},co.prototype.getBinderAttributes=function(){var t=[];for(var e in this.binders){var r=this.binders[e];if(r instanceof oo||r instanceof so)for(var n=0;n<r.paintVertexAttributes.length;n++)t.push(r.paintVertexAttributes[n].name);else if(r instanceof lo)for(var i=0;i<Fa.members.length;i++)t.push(Fa.members[i].name)}return t},co.prototype.getBinderUniforms=function(){var t=[];for(var e in this.binders){var r=this.binders[e];if(r instanceof io||r instanceof ao||r instanceof so)for(var n=0,i=r.uniformNames;n<i.length;n+=1){var a=i[n];t.push(a)}}return t},co.prototype.getPaintVertexBuffers=function(){return this._buffers},co.prototype.getUniforms=function(t,e){var r=[];for(var n in this.binders){var i=this.binders[n];if(i instanceof io||i instanceof ao||i instanceof so)for(var a=0,o=i.uniformNames;a<o.length;a+=1){var s=o[a];if(e[s]){var l=i.getBinding(t,e[s],s);r.push({name:s,property:n,binding:l})}}}return r},co.prototype.setUniforms=function(t,e,r,n){for(var i=0,a=e;i<a.length;i+=1){var o=a[i],s=o.name,l=o.property,c=o.binding;this.binders[l].setUniform(c,n,r.get(l),s)}},co.prototype.updatePaintBuffers=function(t){for(var e in this._buffers=[],this.binders){var r=this.binders[e];if(t&&r instanceof lo){var n=2===t.fromScale?r.zoomInPaintVertexBuffer:r.zoomOutPaintVertexBuffer;n&&this._buffers.push(n)}else(r instanceof oo||r instanceof so)&&r.paintVertexBuffer&&this._buffers.push(r.paintVertexBuffer)}},co.prototype.upload=function(t){for(var e in this.binders){var r=this.binders[e];(r instanceof oo||r instanceof so||r instanceof lo)&&r.upload(t)}this.updatePaintBuffers()},co.prototype.destroy=function(){for(var t in this.binders){var e=this.binders[t];(e instanceof oo||e instanceof so||e instanceof lo)&&e.destroy()}};var uo=function(t,e,r){void 0===r&&(r=function(){return!0}),this.programConfigurations={};for(var n=0,i=t;n<i.length;n+=1){var a=i[n];this.programConfigurations[a.id]=new co(a,e,r)}this.needsUpload=!1,this._featureMap=new qa,this._bufferOffset=0};function ho(t,e){return{\"text-opacity\":[\"opacity\"],\"icon-opacity\":[\"opacity\"],\"text-color\":[\"fill_color\"],\"icon-color\":[\"fill_color\"],\"text-halo-color\":[\"halo_color\"],\"icon-halo-color\":[\"halo_color\"],\"text-halo-blur\":[\"halo_blur\"],\"icon-halo-blur\":[\"halo_blur\"],\"text-halo-width\":[\"halo_width\"],\"icon-halo-width\":[\"halo_width\"],\"line-gap-width\":[\"gapwidth\"],\"line-pattern\":[\"pattern_to\",\"pattern_from\",\"pixel_ratio_to\",\"pixel_ratio_from\"],\"fill-pattern\":[\"pattern_to\",\"pattern_from\",\"pixel_ratio_to\",\"pixel_ratio_from\"],\"fill-extrusion-pattern\":[\"pattern_to\",\"pattern_from\",\"pixel_ratio_to\",\"pixel_ratio_from\"]}[t]||[t.replace(e+\"-\",\"\").replace(/-/g,\"_\")]}function fo(t,e,r){var n={color:{source:oa,composite:Ta},number:{source:va,composite:oa}},i=function(t){return{\"line-pattern\":{source:sa,composite:sa},\"fill-pattern\":{source:sa,composite:sa},\"fill-extrusion-pattern\":{source:sa,composite:sa}}[t]}(t);return 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c=t.readVarint();n=7&c,i=c>>3}if(i--,1===n||2===n)o+=t.readSVarint(),s+=t.readSVarint(),1===n&&(e&&l.push(e),e=[]),e.push(new a(o,s));else{if(7!==n)throw new Error(\"unknown command \"+n);e&&e.push(e[0].clone())}}return e&&l.push(e),l},Ws.prototype.bbox=function(){var t=this._pbf;t.pos=this._geometry;for(var e=t.readVarint()+t.pos,r=1,n=0,i=0,a=0,o=1/0,s=-1/0,l=1/0,c=-1/0;t.pos<e;){if(n<=0){var u=t.readVarint();r=7&u,n=u>>3}if(n--,1===r||2===r)(i+=t.readSVarint())<o&&(o=i),i>s&&(s=i),(a+=t.readSVarint())<l&&(l=a),a>c&&(c=a);else if(7!==r)throw new Error(\"unknown command \"+r)}return[o,l,s,c]},Ws.prototype.toGeoJSON=function(t,e,r){var n,i,a=this.extent*Math.pow(2,r),o=this.extent*t,s=this.extent*e,l=this.loadGeometry(),c=Ws.types[this.type];function u(t){for(var e=0;e<t.length;e++){var r=t[e],n=180-360*(r.y+s)/a;t[e]=[360*(r.x+o)/a-180,360/Math.PI*Math.atan(Math.exp(n*Math.PI/180))-90]}}switch(this.type){case 1:var h=[];for(n=0;n<l.length;n++)h[n]=l[n][0];u(l=h);break;case 2:for(n=0;n<l.length;n++)u(l[n]);break;case 3:for(l=function(t){var e=t.length;if(e<=1)return[t];for(var r,n,i=[],a=0;a<e;a++){var o=Xs(t[a]);0!==o&&(void 0===n&&(n=o<0),n===o<0?(r&&i.push(r),r=[t[a]]):r.push(t[a]))}return r&&i.push(r),i}(l),n=0;n<l.length;n++)for(i=0;i<l[n].length;i++)u(l[n][i])}1===l.length?l=l[0]:c=\"Multi\"+c;var f={type:\"Feature\",geometry:{type:c,coordinates:l},properties:this.properties};return\"id\"in this&&(f.id=this.id),f};var $s=Js;function Js(t,e){this.version=1,this.name=null,this.extent=4096,this.length=0,this._pbf=t,this._keys=[],this._values=[],this._features=[],t.readFields(Ks,this,e),this.length=this._features.length}function Ks(t,e,r){15===t?e.version=r.readVarint():1===t?e.name=r.readString():5===t?e.extent=r.readVarint():2===t?e._features.push(r.pos):3===t?e._keys.push(r.readString()):4===t&&e._values.push(function(t){for(var e=null,r=t.readVarint()+t.pos;t.pos<r;){var n=t.readVarint()>>3;e=1===n?t.readString():2===n?t.readFloat():3===n?t.readDouble():4===n?t.readVarint64():5===n?t.readVarint():6===n?t.readSVarint():7===n?t.readBoolean():null}return e}(r))}function Qs(t,e,r){if(3===t){var n=new $s(r,r.readVarint()+r.pos);n.length&&(e[n.name]=n)}}Js.prototype.feature=function(t){if(t<0||t>=this._features.length)throw new Error(\"feature index out of bounds\");this._pbf.pos=this._features[t];var e=this._pbf.readVarint()+this._pbf.pos;return new Zs(this._pbf,e,this.extent,this._keys,this._values)};var tl={VectorTile:function(t,e){this.layers=t.readFields(Qs,{},e)},VectorTileFeature:Zs,VectorTileLayer:$s},el=tl.VectorTileFeature.types,rl=Math.pow(2,13);function nl(t,e,r,n,i,a,o,s){t.emplaceBack(e,r,2*Math.floor(n*rl)+o,i*rl*2,a*rl*2,Math.round(s))}var il=function(t){this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map((function(t){return t.id})),this.index=t.index,this.hasPattern=!1,this.layoutVertexArray=new ia,this.indexArray=new ma,this.programConfigurations=new uo(t.layers,t.zoom),this.segments=new Da,this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id}))};function al(t,e){return t.x===e.x&&(t.x<0||t.x>po)||t.y===e.y&&(t.y<0||t.y>po)}il.prototype.populate=function(t,e,r){this.features=[],this.hasPattern=Ns(\"fill-extrusion\",this.layers,e);for(var n=0,i=t;n<i.length;n+=1){var a=i[n],o=a.feature,s=a.id,l=a.index,c=a.sourceLayerIndex,u=this.layers[0]._featureFilter.needGeometry,h=vo(o,u);if(this.layers[0]._featureFilter.filter(new Oi(this.zoom),h,r)){var f={id:s,sourceLayerIndex:c,index:l,geometry:u?h.geometry:yo(o),properties:o.properties,type:o.type,patterns:{}};this.hasPattern?this.features.push(js(\"fill-extrusion\",this.layers,f,this.zoom,e)):this.addFeature(f,f.geometry,l,r,{}),e.featureIndex.insert(o,f.geometry,l,c,this.index,!0)}}},il.prototype.addFeatures=function(t,e,r){for(var n=0,i=this.features;n<i.length;n+=1){var a=i[n],o=a.geometry;this.addFeature(a,o,a.index,e,r)}},il.prototype.update=function(t,e,r){this.stateDependentLayers.length&&this.programConfigurations.updatePaintArrays(t,e,this.stateDependentLayers,r)},il.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length},il.prototype.uploadPending=function(){return!this.uploaded||this.programConfigurations.needsUpload},il.prototype.upload=function(t){this.uploaded||(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,Gs),this.indexBuffer=t.createIndexBuffer(this.indexArray)),this.programConfigurations.upload(t),this.uploaded=!0},il.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy())},il.prototype.addFeature=function(t,e,r,n,i){for(var a=0,o=Fs(e,500);a<o.length;a+=1){for(var s=o[a],l=0,c=0,u=s;c<u.length;c+=1)l+=u[c].length;for(var h=this.segments.prepareSegment(4,this.layoutVertexArray,this.indexArray),f=0,p=s;f<p.length;f+=1){var d=p[f];if(0!==d.length&&!((P=d).every((function(t){return t.x<0}))||P.every((function(t){return t.x>po}))||P.every((function(t){return t.y<0}))||P.every((function(t){return t.y>po}))))for(var m=0,g=0;g<d.length;g++){var y=d[g];if(g>=1){var v=d[g-1];if(!al(y,v)){h.vertexLength+4>Da.MAX_VERTEX_ARRAY_LENGTH&&(h=this.segments.prepareSegment(4,this.layoutVertexArray,this.indexArray));var x=y.sub(v)._perp()._unit(),_=v.dist(y);m+_>32768&&(m=0),nl(this.layoutVertexArray,y.x,y.y,x.x,x.y,0,0,m),nl(this.layoutVertexArray,y.x,y.y,x.x,x.y,0,1,m),m+=_,nl(this.layoutVertexArray,v.x,v.y,x.x,x.y,0,0,m),nl(this.layoutVertexArray,v.x,v.y,x.x,x.y,0,1,m);var b=h.vertexLength;this.indexArray.emplaceBack(b,b+2,b+1),this.indexArray.emplaceBack(b+1,b+2,b+3),h.vertexLength+=4,h.primitiveLength+=2}}}}if(h.vertexLength+l>Da.MAX_VERTEX_ARRAY_LENGTH&&(h=this.segments.prepareSegment(l,this.layoutVertexArray,this.indexArray)),\"Polygon\"===el[t.type]){for(var w=[],T=[],k=h.vertexLength,A=0,M=s;A<M.length;A+=1){var S=M[A];if(0!==S.length){S!==s[0]&&T.push(w.length/2);for(var E=0;E<S.length;E++){var C=S[E];nl(this.layoutVertexArray,C.x,C.y,0,0,1,1,0),w.push(C.x),w.push(C.y)}}}for(var L=as(w,T),I=0;I<L.length;I+=3)this.indexArray.emplaceBack(k+L[I],k+L[I+2],k+L[I+1]);h.primitiveLength+=L.length/3,h.vertexLength+=l}}var P;this.programConfigurations.populatePaintArrays(this.layoutVertexArray.length,t,r,i,n)},oi(\"FillExtrusionBucket\",il,{omit:[\"layers\",\"features\"]});var ol={paint:new Yi({\"fill-extrusion-opacity\":new qi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-opacity\"]),\"fill-extrusion-color\":new Hi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-color\"]),\"fill-extrusion-translate\":new qi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-translate\"]),\"fill-extrusion-translate-anchor\":new qi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-translate-anchor\"]),\"fill-extrusion-pattern\":new Gi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-pattern\"]),\"fill-extrusion-height\":new Hi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-height\"]),\"fill-extrusion-base\":new Hi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-base\"]),\"fill-extrusion-vertical-gradient\":new qi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-vertical-gradient\"])})},sl=function(t){function e(e){t.call(this,e,ol)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.createBucket=function(t){return new il(t)},e.prototype.queryRadius=function(){return zo(this.paint.get(\"fill-extrusion-translate\"))},e.prototype.is3D=function(){return!0},e.prototype.queryIntersectsFeature=function(t,e,r,n,i,o,s,l){var c=Oo(t,this.paint.get(\"fill-extrusion-translate\"),this.paint.get(\"fill-extrusion-translate-anchor\"),o.angle,s),u=this.paint.get(\"fill-extrusion-height\").evaluate(e,r),h=this.paint.get(\"fill-extrusion-base\").evaluate(e,r),f=function(t,e,r,n){for(var i=[],o=0,s=t;o<s.length;o+=1){var l=s[o],c=[l.x,l.y,n,1];qo(c,c,e),i.push(new a(c[0]/c[3],c[1]/c[3]))}return i}(c,l,0,0),p=function(t,e,r,n){for(var i=[],o=[],s=n[8]*e,l=n[9]*e,c=n[10]*e,u=n[11]*e,h=n[8]*r,f=n[9]*r,p=n[10]*r,d=n[11]*r,m=0,g=t;m<g.length;m+=1){for(var y=[],v=[],x=0,_=g[m];x<_.length;x+=1){var b=_[x],w=b.x,T=b.y,k=n[0]*w+n[4]*T+n[12],A=n[1]*w+n[5]*T+n[13],M=n[2]*w+n[6]*T+n[14],S=n[3]*w+n[7]*T+n[15],E=M+c,C=S+u,L=k+h,I=A+f,P=M+p,z=S+d,O=new a((k+s)/C,(A+l)/C);O.z=E/C,y.push(O);var D=new a(L/z,I/z);D.z=P/z,v.push(D)}i.push(y),o.push(v)}return[i,o]}(n,h,u,l);return function(t,e,r){var n=1/0;To(r,e)&&(n=cl(r,e[0]));for(var i=0;i<e.length;i++)for(var a=e[i],o=t[i],s=0;s<a.length-1;s++){var l=a[s],c=a[s+1],u=o[s],h=[l,c,o[s+1],u,l];bo(r,h)&&(n=Math.min(n,cl(r,h)))}return n!==1/0&&n}(p[0],p[1],f)},e}($i);function ll(t,e){return t.x*e.x+t.y*e.y}function cl(t,e){if(1===t.length){for(var r,n=0,i=e[n++];!r||i.equals(r);)if(!(r=e[n++]))return 1/0;for(;n<e.length;n++){var a=e[n],o=t[0],s=r.sub(i),l=a.sub(i),c=o.sub(i),u=ll(s,s),h=ll(s,l),f=ll(l,l),p=ll(c,s),d=ll(c,l),m=u*f-h*h,g=(f*p-h*d)/m,y=(u*d-h*p)/m,v=1-g-y,x=i.z*v+r.z*g+a.z*y;if(isFinite(x))return x}return 1/0}for(var _=1/0,b=0,w=e;b<w.length;b+=1){var T=w[b];_=Math.min(_,T.z)}return _}var ul=ta([{name:\"a_pos_normal\",components:2,type:\"Int16\"},{name:\"a_data\",components:4,type:\"Uint8\"}],4).members,hl=ta([{name:\"a_uv_x\",components:1,type:\"Float32\"},{name:\"a_split_index\",components:1,type:\"Float32\"}]).members,fl=tl.VectorTileFeature.types,pl=Math.cos(Math.PI/180*37.5),dl=Math.pow(2,14)/.5,ml=function(t){var e=this;this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map((function(t){return t.id})),this.index=t.index,this.hasPattern=!1,this.patternFeatures=[],this.lineClipsArray=[],this.gradients={},this.layers.forEach((function(t){e.gradients[t.id]={}})),this.layoutVertexArray=new aa,this.layoutVertexArray2=new oa,this.indexArray=new ma,this.programConfigurations=new uo(t.layers,t.zoom),this.segments=new Da,this.maxLineLength=0,this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id}))};ml.prototype.populate=function(t,e,r){this.hasPattern=Ns(\"line\",this.layers,e);for(var n=this.layers[0].layout.get(\"line-sort-key\"),i=[],a=0,o=t;a<o.length;a+=1){var s=o[a],l=s.feature,c=s.id,u=s.index,h=s.sourceLayerIndex,f=this.layers[0]._featureFilter.needGeometry,p=vo(l,f);if(this.layers[0]._featureFilter.filter(new Oi(this.zoom),p,r)){var d=n?n.evaluate(p,{},r):void 0,m={id:c,properties:l.properties,type:l.type,sourceLayerIndex:h,index:u,geometry:f?p.geometry:yo(l),patterns:{},sortKey:d};i.push(m)}}n&&i.sort((function(t,e){return t.sortKey-e.sortKey}));for(var g=0,y=i;g<y.length;g+=1){var v=y[g],x=v,_=x.geometry,b=x.index,w=x.sourceLayerIndex;if(this.hasPattern){var T=js(\"line\",this.layers,v,this.zoom,e);this.patternFeatures.push(T)}else this.addFeature(v,_,b,r,{});var k=t[b].feature;e.featureIndex.insert(k,_,b,w,this.index)}},ml.prototype.update=function(t,e,r){this.stateDependentLayers.length&&this.programConfigurations.updatePaintArrays(t,e,this.stateDependentLayers,r)},ml.prototype.addFeatures=function(t,e,r){for(var n=0,i=this.patternFeatures;n<i.length;n+=1){var a=i[n];this.addFeature(a,a.geometry,a.index,e,r)}},ml.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length},ml.prototype.uploadPending=function(){return!this.uploaded||this.programConfigurations.needsUpload},ml.prototype.upload=function(t){this.uploaded||(0!==this.layoutVertexArray2.length&&(this.layoutVertexBuffer2=t.createVertexBuffer(this.layoutVertexArray2,hl)),this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,ul),this.indexBuffer=t.createIndexBuffer(this.indexArray)),this.programConfigurations.upload(t),this.uploaded=!0},ml.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy())},ml.prototype.lineFeatureClips=function(t){if(t.properties&&t.properties.hasOwnProperty(\"mapbox_clip_start\")&&t.properties.hasOwnProperty(\"mapbox_clip_end\"))return{start:+t.properties.mapbox_clip_start,end:+t.properties.mapbox_clip_end}},ml.prototype.addFeature=function(t,e,r,n,i){var a=this.layers[0].layout,o=a.get(\"line-join\").evaluate(t,{}),s=a.get(\"line-cap\"),l=a.get(\"line-miter-limit\"),c=a.get(\"line-round-limit\");this.lineClips=this.lineFeatureClips(t);for(var u=0,h=e;u<h.length;u+=1){var f=h[u];this.addLine(f,t,o,s,l,c)}this.programConfigurations.populatePaintArrays(this.layoutVertexArray.length,t,r,i,n)},ml.prototype.addLine=function(t,e,r,n,i,a){if(this.distance=0,this.scaledDistance=0,this.totalDistance=0,this.lineClips){this.lineClipsArray.push(this.lineClips);for(var o=0;o<t.length-1;o++)this.totalDistance+=t[o].dist(t[o+1]);this.updateScaledDistance(),this.maxLineLength=Math.max(this.maxLineLength,this.totalDistance)}for(var s=\"Polygon\"===fl[e.type],l=t.length;l>=2&&t[l-1].equals(t[l-2]);)l--;for(var c=0;c<l-1&&t[c].equals(t[c+1]);)c++;if(!(l<(s?3:2))){\"bevel\"===r&&(i=1.05);var u,h=this.overscaling<=16?15*po/(512*this.overscaling):0,f=this.segments.prepareSegment(10*l,this.layoutVertexArray,this.indexArray),p=void 0,d=void 0,m=void 0,g=void 0;this.e1=this.e2=-1,s&&(u=t[l-2],g=t[c].sub(u)._unit()._perp());for(var y=c;y<l;y++)if(!(d=y===l-1?s?t[c+1]:void 0:t[y+1])||!t[y].equals(d)){g&&(m=g),u&&(p=u),u=t[y],g=d?d.sub(u)._unit()._perp():m;var v=(m=m||g).add(g);0===v.x&&0===v.y||v._unit();var x=m.x*g.x+m.y*g.y,_=v.x*g.x+v.y*g.y,b=0!==_?1/_:1/0,w=2*Math.sqrt(2-2*_),T=_<pl&&p&&d,k=m.x*g.y-m.y*g.x>0;if(T&&y>c){var A=u.dist(p);if(A>2*h){var M=u.sub(u.sub(p)._mult(h/A)._round());this.updateDistance(p,M),this.addCurrentVertex(M,m,0,0,f),p=M}}var S=p&&d,E=S?r:s?\"butt\":n;if(S&&\"round\"===E&&(b<a?E=\"miter\":b<=2&&(E=\"fakeround\")),\"miter\"===E&&b>i&&(E=\"bevel\"),\"bevel\"===E&&(b>2&&(E=\"flipbevel\"),b<i&&(E=\"miter\")),p&&this.updateDistance(p,u),\"miter\"===E)v._mult(b),this.addCurrentVertex(u,v,0,0,f);else if(\"flipbevel\"===E){if(b>100)v=g.mult(-1);else{var C=b*m.add(g).mag()/m.sub(g).mag();v._perp()._mult(C*(k?-1:1))}this.addCurrentVertex(u,v,0,0,f),this.addCurrentVertex(u,v.mult(-1),0,0,f)}else if(\"bevel\"===E||\"fakeround\"===E){var L=-Math.sqrt(b*b-1),I=k?L:0,P=k?0:L;if(p&&this.addCurrentVertex(u,m,I,P,f),\"fakeround\"===E)for(var z=Math.round(180*w/Math.PI/20),O=1;O<z;O++){var D=O/z;if(.5!==D){var R=D-.5;D+=D*R*(D-1)*((1.0904+x*(x*(3.55645-1.43519*x)-3.2452))*R*R+(.848013+x*(.215638*x-1.06021)))}var F=g.sub(m)._mult(D)._add(m)._unit()._mult(k?-1:1);this.addHalfVertex(u,F.x,F.y,!1,k,0,f)}d&&this.addCurrentVertex(u,g,-I,-P,f)}else if(\"butt\"===E)this.addCurrentVertex(u,v,0,0,f);else if(\"square\"===E){var B=p?1:-1;this.addCurrentVertex(u,v,B,B,f)}else\"round\"===E&&(p&&(this.addCurrentVertex(u,m,0,0,f),this.addCurrentVertex(u,m,1,1,f,!0)),d&&(this.addCurrentVertex(u,g,-1,-1,f,!0),this.addCurrentVertex(u,g,0,0,f)));if(T&&y<l-1){var N=u.dist(d);if(N>2*h){var j=u.add(d.sub(u)._mult(h/N)._round());this.updateDistance(u,j),this.addCurrentVertex(j,g,0,0,f),u=j}}}}},ml.prototype.addCurrentVertex=function(t,e,r,n,i,a){void 0===a&&(a=!1);var o=e.x+e.y*r,s=e.y-e.x*r,l=-e.x+e.y*n,c=-e.y-e.x*n;this.addHalfVertex(t,o,s,a,!1,r,i),this.addHalfVertex(t,l,c,a,!0,-n,i),this.distance>dl/2&&0===this.totalDistance&&(this.distance=0,this.addCurrentVertex(t,e,r,n,i,a))},ml.prototype.addHalfVertex=function(t,e,r,n,i,a,o){var s=t.x,l=t.y,c=.5*(this.lineClips?this.scaledDistance*(dl-1):this.scaledDistance);if(this.layoutVertexArray.emplaceBack((s<<1)+(n?1:0),(l<<1)+(i?1:0),Math.round(63*e)+128,Math.round(63*r)+128,1+(0===a?0:a<0?-1:1)|(63&c)<<2,c>>6),this.lineClips){var u=(this.scaledDistance-this.lineClips.start)/(this.lineClips.end-this.lineClips.start);this.layoutVertexArray2.emplaceBack(u,this.lineClipsArray.length)}var 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r=(7&t)<<4;e.buf[e.pos++]|=r|((t>>>=3)?128:0),t&&(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),t&&(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),t&&(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),t&&(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),t&&(e.buf[e.pos++]=127&t)))))}(n,e)}(t,this):(this.realloc(4),this.buf[this.pos++]=127&t|(t>127?128:0),t<=127||(this.buf[this.pos++]=127&(t>>>=7)|(t>127?128:0),t<=127||(this.buf[this.pos++]=127&(t>>>=7)|(t>127?128:0),t<=127||(this.buf[this.pos++]=t>>>7&127))))},writeSVarint:function(t){this.writeVarint(t<0?2*-t-1:2*t)},writeBoolean:function(t){this.writeVarint(Boolean(t))},writeString:function(t){t=String(t),this.realloc(4*t.length),this.pos++;var e=this.pos;this.pos=function(t,e,r){for(var n,i,a=0;a<e.length;a++){if((n=e.charCodeAt(a))>55295&&n<57344){if(!i){n>56319||a+1===e.length?(t[r++]=239,t[r++]=191,t[r++]=189):i=n;continue}if(n<56320){t[r++]=239,t[r++]=191,t[r++]=189,i=n;continue}n=i-55296<<10|n-56320|65536,i=null}else i&&(t[r++]=239,t[r++]=191,t[r++]=189,i=null);n<128?t[r++]=n:(n<2048?t[r++]=n>>6|192:(n<65536?t[r++]=n>>12|224:(t[r++]=n>>18|240,t[r++]=n>>12&63|128),t[r++]=n>>6&63|128),t[r++]=63&n|128)}return r}(this.buf,t,this.pos);var r=this.pos-e;r>=128&&Nl(e,r,this),this.pos=e-1,this.writeVarint(r),this.pos+=r},writeFloat:function(t){this.realloc(4),Il(this.buf,t,this.pos,!0,23,4),this.pos+=4},writeDouble:function(t){this.realloc(8),Il(this.buf,t,this.pos,!0,52,8),this.pos+=8},writeBytes:function(t){var e=t.length;this.writeVarint(e),this.realloc(e);for(var r=0;r<e;r++)this.buf[this.pos++]=t[r]},writeRawMessage:function(t,e){this.pos++;var r=this.pos;t(e,this);var n=this.pos-r;n>=128&&Nl(r,n,this),this.pos=r-1,this.writeVarint(n),this.pos+=n},writeMessage:function(t,e,r){this.writeTag(t,zl.Bytes),this.writeRawMessage(e,r)},writePackedVarint:function(t,e){e.length&&this.writeMessage(t,jl,e)},writePackedSVarint:function(t,e){e.length&&this.writeMessage(t,Ul,e)},writePackedBoolean:function(t,e){e.length&&this.writeMessage(t,Hl,e)},writePackedFloat:function(t,e){e.length&&this.writeMessage(t,Vl,e)},writePackedDouble:function(t,e){e.length&&this.writeMessage(t,ql,e)},writePackedFixed32:function(t,e){e.length&&this.writeMessage(t,Gl,e)},writePackedSFixed32:function(t,e){e.length&&this.writeMessage(t,Zl,e)},writePackedFixed64:function(t,e){e.length&&this.writeMessage(t,Wl,e)},writePackedSFixed64:function(t,e){e.length&&this.writeMessage(t,Yl,e)},writeBytesField:function(t,e){this.writeTag(t,zl.Bytes),this.writeBytes(e)},writeFixed32Field:function(t,e){this.writeTag(t,zl.Fixed32),this.writeFixed32(e)},writeSFixed32Field:function(t,e){this.writeTag(t,zl.Fixed32),this.writeSFixed32(e)},writeFixed64Field:function(t,e){this.writeTag(t,zl.Fixed64),this.writeFixed64(e)},writeSFixed64Field:function(t,e){this.writeTag(t,zl.Fixed64),this.writeSFixed64(e)},writeVarintField:function(t,e){this.writeTag(t,zl.Varint),this.writeVarint(e)},writeSVarintField:function(t,e){this.writeTag(t,zl.Varint),this.writeSVarint(e)},writeStringField:function(t,e){this.writeTag(t,zl.Bytes),this.writeString(e)},writeFloatField:function(t,e){this.writeTag(t,zl.Fixed32),this.writeFloat(e)},writeDoubleField:function(t,e){this.writeTag(t,zl.Fixed64),this.writeDouble(e)},writeBooleanField:function(t,e){this.writeVarintField(t,Boolean(e))}};var Kl=3;function Ql(t,e,r){1===t&&r.readMessage(tc,e)}function tc(t,e,r){if(3===t){var n=r.readMessage(ec,{}),i=n.id,a=n.bitmap,o=n.width,s=n.height,l=n.left,c=n.top,u=n.advance;e.push({id:i,bitmap:new Jo({width:o+2*Kl,height:s+2*Kl},a),metrics:{width:o,height:s,left:l,top:c,advance:u}})}}function ec(t,e,r){1===t?e.id=r.readVarint():2===t?e.bitmap=r.readBytes():3===t?e.width=r.readVarint():4===t?e.height=r.readVarint():5===t?e.left=r.readSVarint():6===t?e.top=r.readSVarint():7===t&&(e.advance=r.readVarint())}var rc=Kl;function nc(t){for(var e=0,r=0,n=0,i=t;n<i.length;n+=1){var a=i[n];e+=a.w*a.h,r=Math.max(r,a.w)}t.sort((function(t,e){return e.h-t.h}));for(var o=[{x:0,y:0,w:Math.max(Math.ceil(Math.sqrt(e/.95)),r),h:1/0}],s=0,l=0,c=0,u=t;c<u.length;c+=1)for(var h=u[c],f=o.length-1;f>=0;f--){var p=o[f];if(!(h.w>p.w||h.h>p.h)){if(h.x=p.x,h.y=p.y,l=Math.max(l,h.y+h.h),s=Math.max(s,h.x+h.w),h.w===p.w&&h.h===p.h){var d=o.pop();f<o.length&&(o[f]=d)}else 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Ko({width:o||1,height:s||1});for(var c in t){var u=t[c],h=r[c].paddedRect;Ko.copy(u.data,l,{x:0,y:0},{x:h.x+ic,y:h.y+ic},u.data)}for(var f in e){var p=e[f],d=n[f].paddedRect,m=d.x+ic,g=d.y+ic,y=p.data.width,v=p.data.height;Ko.copy(p.data,l,{x:0,y:0},{x:m,y:g},p.data),Ko.copy(p.data,l,{x:0,y:v-1},{x:m,y:g-1},{width:y,height:1}),Ko.copy(p.data,l,{x:0,y:0},{x:m,y:g+v},{width:y,height:1}),Ko.copy(p.data,l,{x:y-1,y:0},{x:m-1,y:g},{width:1,height:v}),Ko.copy(p.data,l,{x:0,y:0},{x:m+y,y:g},{width:1,height:v})}this.image=l,this.iconPositions=r,this.patternPositions=n};sc.prototype.addImages=function(t,e,r){for(var n in t){var i=t[n],a={x:0,y:0,w:i.data.width+2*ic,h:i.data.height+2*ic};r.push(a),e[n]=new ac(a,i),i.hasRenderCallback&&this.haveRenderCallbacks.push(n)}},sc.prototype.patchUpdatedImages=function(t,e){for(var r in t.dispatchRenderCallbacks(this.haveRenderCallbacks),t.updatedImages)this.patchUpdatedImage(this.iconPositions[r],t.getImage(r),e),this.patchUpdatedImage(this.patternPositions[r],t.getImage(r),e)},sc.prototype.patchUpdatedImage=function(t,e,r){if(t&&e&&t.version!==e.version){t.version=e.version;var n=t.tl,i=n[0],a=n[1];r.update(e.data,void 0,{x:i,y:a})}},oi(\"ImagePosition\",ac),oi(\"ImageAtlas\",sc);var lc={horizontal:1,vertical:2,horizontalOnly:3},cc=-17;var uc=function(){this.scale=1,this.fontStack=\"\",this.imageName=null};uc.forText=function(t,e){var r=new uc;return r.scale=t||1,r.fontStack=e,r},uc.forImage=function(t){var e=new uc;return e.imageName=t,e};var hc=function(){this.text=\"\",this.sectionIndex=[],this.sections=[],this.imageSectionID=null};function fc(t,e,r,n,i,a,o,s,l,c,u,h,f,p,d,m){var g,y=hc.fromFeature(t,i);h===lc.vertical&&y.verticalizePunctuation();var v=zi.processBidirectionalText,x=zi.processStyledBidirectionalText;if(v&&1===y.sections.length){g=[];for(var _=0,b=v(y.toString(),_c(y,c,a,e,n,p,d));_<b.length;_+=1){var w=b[_],T=new hc;T.text=w,T.sections=y.sections;for(var k=0;k<w.length;k++)T.sectionIndex.push(0);g.push(T)}}else if(x){g=[];for(var A=0,M=x(y.text,y.sectionIndex,_c(y,c,a,e,n,p,d));A<M.length;A+=1){var S=M[A],E=new hc;E.text=S[0],E.sectionIndex=S[1],E.sections=y.sections,g.push(E)}}else g=function(t,e){for(var r=[],n=t.text,i=0,a=0,o=e;a<o.length;a+=1){var s=o[a];r.push(t.substring(i,s)),i=s}return i<n.length&&r.push(t.substring(i,n.length)),r}(y,_c(y,c,a,e,n,p,d));var C=[],L={positionedLines:C,text:y.toString(),top:u[1],bottom:u[1],left:u[0],right:u[0],writingMode:h,iconsInText:!1,verticalizable:!1};return function(t,e,r,n,i,a,o,s,l,c,u,h){for(var f=0,p=cc,d=0,m=0,g=\"right\"===s?1:\"left\"===s?0:.5,y=0,v=0,x=i;v<x.length;v+=1){var _=x[v];_.trim();var b=_.getMaxScale(),w=(b-1)*Cl,T={positionedGlyphs:[],lineOffset:0};t.positionedLines[y]=T;var k=T.positionedGlyphs,A=0;if(_.length()){for(var M=0;M<_.length();M++){var S=_.getSection(M),E=_.getSectionIndex(M),C=_.getCharCode(M),L=0,I=null,P=null,z=null,O=Cl,D=!(l===lc.horizontal||!u&&!mi(C)||u&&(pc[C]||yi(C)));if(S.imageName){var R=n[S.imageName];if(!R)continue;z=S.imageName,t.iconsInText=t.iconsInText||!0,P=R.paddedRect;var F=R.displaySize;S.scale=S.scale*Cl/h,I={width:F[0],height:F[1],left:ic,top:-rc,advance:D?F[1]:F[0]},L=w+(Cl-F[1]*S.scale),O=I.advance;var B=D?F[0]*S.scale-Cl*b:F[1]*S.scale-Cl*b;B>0&&B>A&&(A=B)}else{var N=r[S.fontStack],j=N&&N[C];if(j&&j.rect)P=j.rect,I=j.metrics;else{var U=e[S.fontStack],V=U&&U[C];if(!V)continue;I=V.metrics}L=(b-S.scale)*Cl}D?(t.verticalizable=!0,k.push({glyph:C,imageName:z,x:f,y:p+L,vertical:D,scale:S.scale,fontStack:S.fontStack,sectionIndex:E,metrics:I,rect:P}),f+=O*S.scale+c):(k.push({glyph:C,imageName:z,x:f,y:p+L,vertical:D,scale:S.scale,fontStack:S.fontStack,sectionIndex:E,metrics:I,rect:P}),f+=I.advance*S.scale+c)}if(0!==k.length){var q=f-c;d=Math.max(q,d),wc(k,0,k.length-1,g,A)}f=0;var H=a*b+A;T.lineOffset=Math.max(A,w),p+=H,m=Math.max(H,m),++y}else p+=a,++y}var G=p-cc,Z=bc(o),W=Z.horizontalAlign,Y=Z.verticalAlign;(function(t,e,r,n,i,a,o,s,l){var c=(e-r)*i,u=0;u=a!==o?-s*n-cc:(-n*l+.5)*o;for(var h=0,f=t;h<f.length;h+=1)for(var p=0,d=f[h].positionedGlyphs;p<d.length;p+=1){var m=d[p];m.x+=c,m.y+=u}})(t.positionedLines,g,W,Y,d,m,a,G,i.length),t.top+=-Y*G,t.bottom=t.top+G,t.left+=-W*d,t.right=t.left+d}(L,e,r,n,g,o,s,l,h,c,f,m),!function(t){for(var e=0,r=t;e<r.length;e+=1)if(0!==r[e].positionedGlyphs.length)return!1;return!0}(C)&&L}hc.fromFeature=function(t,e){for(var r=new hc,n=0;n<t.sections.length;n++){var i=t.sections[n];i.image?r.addImageSection(i):r.addTextSection(i,e)}return r},hc.prototype.length=function(){return this.text.length},hc.prototype.getSection=function(t){return this.sections[this.sectionIndex[t]]},hc.prototype.getSectionIndex=function(t){return this.sectionIndex[t]},hc.prototype.getCharCode=function(t){return this.text.charCodeAt(t)},hc.prototype.verticalizePunctuation=function(){this.text=function(t){for(var e=\"\",r=0;r<t.length;r++){var n=t.charCodeAt(r+1)||null,i=t.charCodeAt(r-1)||null;n&&gi(n)&&!El[t[r+1]]||i&&gi(i)&&!El[t[r-1]]||!El[t[r]]?e+=t[r]:e+=El[t[r]]}return e}(this.text)},hc.prototype.trim=function(){for(var t=0,e=0;e<this.text.length&&pc[this.text.charCodeAt(e)];e++)t++;for(var r=this.text.length,n=this.text.length-1;n>=0&&n>=t&&pc[this.text.charCodeAt(n)];n--)r--;this.text=this.text.substring(t,r),this.sectionIndex=this.sectionIndex.slice(t,r)},hc.prototype.substring=function(t,e){var r=new hc;return r.text=this.text.substring(t,e),r.sectionIndex=this.sectionIndex.slice(t,e),r.sections=this.sections,r},hc.prototype.toString=function(){return this.text},hc.prototype.getMaxScale=function(){var t=this;return this.sectionIndex.reduce((function(e,r){return Math.max(e,t.sections[r].scale)}),0)},hc.prototype.addTextSection=function(t,e){this.text+=t.text,this.sections.push(uc.forText(t.scale,t.fontStack||e));for(var r=this.sections.length-1,n=0;n<t.text.length;++n)this.sectionIndex.push(r)},hc.prototype.addImageSection=function(t){var e=t.image?t.image.name:\"\";if(0!==e.length){var r=this.getNextImageSectionCharCode();r?(this.text+=String.fromCharCode(r),this.sections.push(uc.forImage(e)),this.sectionIndex.push(this.sections.length-1)):k(\"Reached maximum number of images 6401\")}else k(\"Can't add FormattedSection with an empty image.\")},hc.prototype.getNextImageSectionCharCode=function(){return this.imageSectionID?this.imageSectionID>=63743?null:++this.imageSectionID:(this.imageSectionID=57344,this.imageSectionID)};var pc={9:!0,10:!0,11:!0,12:!0,13:!0,32:!0},dc={};function mc(t,e,r,n,i,a){if(e.imageName){var o=n[e.imageName];return o?o.displaySize[0]*e.scale*Cl/a+i:0}var s=r[e.fontStack],l=s&&s[t];return 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a(0,0);u.push({tl:O,tr:D,bl:R,br:F,tex:y,writingMode:e.writingMode,glyphOffset:S,sectionIndex:g.sectionIndex,isSDF:x,pixelOffsetTL:W,pixelOffsetBR:Y,minFontScaleX:0,minFontScaleY:0})}}return u}(0,r,l,i,o,s,n,t.allowVerticalPlacement),y=t.textSizeData,v=null;\"source\"===y.kind?(v=[Ac*i.layout.get(\"text-size\").evaluate(s,{})])[0]>eu&&k(t.layerIds[0]+': Value for \"text-size\" is >= '+tu+'. Reduce your \"text-size\".'):\"composite\"===y.kind&&((v=[Ac*d.compositeTextSizes[0].evaluate(s,{},m),Ac*d.compositeTextSizes[1].evaluate(s,{},m)])[0]>eu||v[1]>eu)&&k(t.layerIds[0]+': Value for \"text-size\" is >= '+tu+'. Reduce your \"text-size\".'),t.addSymbols(t.text,g,v,l,o,s,u,e,c.lineStartIndex,c.lineLength,p,m);for(var x=0,_=h;x<_.length;x+=1)f[_[x]]=t.text.placedSymbolArray.length-1;return 4*g.length}function nu(t){for(var e in t)return t[e];return null}function iu(t,e,r,n){var i=t.compareText;if(e in i){for(var a=i[e],o=a.length-1;o>=0;o--)if(n.dist(a[o])<r)return!0}else i[e]=[];return i[e].push(n),!1}var au=tl.VectorTileFeature.types,ou=[{name:\"a_fade_opacity\",components:1,type:\"Uint8\",offset:0}];function su(t,e,r,n,i,a,o,s,l,c,u,h,f){var p=s?Math.min(eu,Math.round(s[0])):0,d=s?Math.min(eu,Math.round(s[1])):0;t.emplaceBack(e,r,Math.round(32*n),Math.round(32*i),a,o,(p<<1)+(l?1:0),d,16*c,16*u,256*h,256*f)}function lu(t,e,r){t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r)}function cu(t){for(var e=0,r=t.sections;e<r.length;e+=1)if(_i(r[e].text))return!0;return!1}var uu=function(t){this.layoutVertexArray=new la,this.indexArray=new ma,this.programConfigurations=t,this.segments=new Da,this.dynamicLayoutVertexArray=new ca,this.opacityVertexArray=new ua,this.placedSymbolArray=new Sa};uu.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length&&0===this.indexArray.length&&0===this.dynamicLayoutVertexArray.length&&0===this.opacityVertexArray.length},uu.prototype.upload=function(t,e,r,n){this.isEmpty()||(r&&(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,wl.members),this.indexBuffer=t.createIndexBuffer(this.indexArray,e),this.dynamicLayoutVertexBuffer=t.createVertexBuffer(this.dynamicLayoutVertexArray,Tl.members,!0),this.opacityVertexBuffer=t.createVertexBuffer(this.opacityVertexArray,ou,!0),this.opacityVertexBuffer.itemSize=1),(r||n)&&this.programConfigurations.upload(t))},uu.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy(),this.dynamicLayoutVertexBuffer.destroy(),this.opacityVertexBuffer.destroy())},oi(\"SymbolBuffers\",uu);var hu=function(t,e,r){this.layoutVertexArray=new t,this.layoutAttributes=e,this.indexArray=new r,this.segments=new Da,this.collisionVertexArray=new da};hu.prototype.upload=function(t){this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,this.layoutAttributes),this.indexBuffer=t.createIndexBuffer(this.indexArray),this.collisionVertexBuffer=t.createVertexBuffer(this.collisionVertexArray,kl.members,!0)},hu.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.segments.destroy(),this.collisionVertexBuffer.destroy())},oi(\"CollisionBuffers\",hu);var fu=function(t){this.collisionBoxArray=t.collisionBoxArray,this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map((function(t){return t.id})),this.index=t.index,this.pixelRatio=t.pixelRatio,this.sourceLayerIndex=t.sourceLayerIndex,this.hasPattern=!1,this.hasRTLText=!1,this.sortKeyRanges=[],this.collisionCircleArray=[],this.placementInvProjMatrix=Bo([]),this.placementViewportMatrix=Bo([]);var e=this.layers[0]._unevaluatedLayout._values;this.textSizeData=Mc(this.zoom,e[\"text-size\"]),this.iconSizeData=Mc(this.zoom,e[\"icon-size\"]);var r=this.layers[0].layout,n=r.get(\"symbol-sort-key\"),i=r.get(\"symbol-z-order\");this.canOverlap=r.get(\"text-allow-overlap\")||r.get(\"icon-allow-overlap\")||r.get(\"text-ignore-placement\")||r.get(\"icon-ignore-placement\"),this.sortFeaturesByKey=\"viewport-y\"!==i&&void 0!==n.constantOr(1);var a=\"viewport-y\"===i||\"auto\"===i&&!this.sortFeaturesByKey;this.sortFeaturesByY=a&&this.canOverlap,\"point\"===r.get(\"symbol-placement\")&&(this.writingModes=r.get(\"text-writing-mode\").map((function(t){return lc[t]}))),this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id})),this.sourceID=t.sourceID};fu.prototype.createArrays=function(){this.text=new uu(new uo(this.layers,this.zoom,(function(t){return/^text/.test(t)}))),this.icon=new uu(new uo(this.layers,this.zoom,(function(t){return/^icon/.test(t)}))),this.glyphOffsetArray=new La,this.lineVertexArray=new Ia,this.symbolInstances=new Ca},fu.prototype.calculateGlyphDependencies=function(t,e,r,n,i){for(var a=0;a<t.length;a++)if(e[t.charCodeAt(a)]=!0,(r||n)&&i){var o=El[t.charAt(a)];o&&(e[o.charCodeAt(0)]=!0)}},fu.prototype.populate=function(t,e,r){var n=this.layers[0],i=n.layout,a=i.get(\"text-font\"),o=i.get(\"text-field\"),s=i.get(\"icon-image\"),l=(\"constant\"!==o.value.kind||o.value.value instanceof fe&&!o.value.value.isEmpty()||o.value.value.toString().length>0)&&(\"constant\"!==a.value.kind||a.value.value.length>0),c=\"constant\"!==s.value.kind||!!s.value.value||Object.keys(s.parameters).length>0,u=i.get(\"symbol-sort-key\");if(this.features=[],l||c){for(var h=e.iconDependencies,f=e.glyphDependencies,p=e.availableImages,d=new Oi(this.zoom),m=0,g=t;m<g.length;m+=1){var y=g[m],v=y.feature,x=y.id,_=y.index,b=y.sourceLayerIndex,w=n._featureFilter.needGeometry,T=vo(v,w);if(n._featureFilter.filter(d,T,r)){w||(T.geometry=yo(v));var k=void 0;if(l){var A=n.getValueAndResolveTokens(\"text-field\",T,r,p),M=fe.factory(A);cu(M)&&(this.hasRTLText=!0),(!this.hasRTLText||\"unavailable\"===Ii()||this.hasRTLText&&zi.isParsed())&&(k=Sl(M,n,T))}var S=void 0;if(c){var E=n.getValueAndResolveTokens(\"icon-image\",T,r,p);S=E instanceof pe?E:pe.fromString(E)}if(k||S){var C=this.sortFeaturesByKey?u.evaluate(T,{},r):void 0,L={id:x,text:k,icon:S,index:_,sourceLayerIndex:b,geometry:T.geometry,properties:v.properties,type:au[v.type],sortKey:C};if(this.features.push(L),S&&(h[S.name]=!0),k){var I=a.evaluate(T,{},r).join(\",\"),P=\"map\"===i.get(\"text-rotation-alignment\")&&\"point\"!==i.get(\"symbol-placement\");this.allowVerticalPlacement=this.writingModes&&this.writingModes.indexOf(lc.vertical)>=0;for(var z=0,O=k.sections;z<O.length;z+=1){var D=O[z];if(D.image)h[D.image.name]=!0;else{var R=di(k.toString()),F=D.fontStack||I,B=f[F]=f[F]||{};this.calculateGlyphDependencies(D.text,B,P,this.allowVerticalPlacement,R)}}}}}}\"line\"===i.get(\"symbol-placement\")&&(this.features=function(t){var e={},r={},n=[],i=0;function a(e){n.push(t[e]),i++}function o(t,e,i){var a=r[t];return delete r[t],r[e]=a,n[a].geometry[0].pop(),n[a].geometry[0]=n[a].geometry[0].concat(i[0]),a}function s(t,r,i){var a=e[r];return delete e[r],e[t]=a,n[a].geometry[0].shift(),n[a].geometry[0]=i[0].concat(n[a].geometry[0]),a}function l(t,e,r){var n=r?e[0][e[0].length-1]:e[0][0];return t+\":\"+n.x+\":\"+n.y}for(var c=0;c<t.length;c++){var u=t[c],h=u.geometry,f=u.text?u.text.toString():null;if(f){var p=l(f,h),d=l(f,h,!0);if(p in r&&d in e&&r[p]!==e[d]){var m=s(p,d,h),g=o(p,d,n[m].geometry);delete e[p],delete r[d],r[l(f,n[g].geometry,!0)]=g,n[m].geometry=null}else p in r?o(p,d,h):d in e?s(p,d,h):(a(c),e[p]=i-1,r[d]=i-1)}else a(c)}return n.filter((function(t){return t.geometry}))}(this.features)),this.sortFeaturesByKey&&this.features.sort((function(t,e){return t.sortKey-e.sortKey}))}},fu.prototype.update=function(t,e,r){this.stateDependentLayers.length&&(this.text.programConfigurations.updatePaintArrays(t,e,this.layers,r),this.icon.programConfigurations.updatePaintArrays(t,e,this.layers,r))},fu.prototype.isEmpty=function(){return 0===this.symbolInstances.length&&!this.hasRTLText},fu.prototype.uploadPending=function(){return!this.uploaded||this.text.programConfigurations.needsUpload||this.icon.programConfigurations.needsUpload},fu.prototype.upload=function(t){!this.uploaded&&this.hasDebugData()&&(this.textCollisionBox.upload(t),this.iconCollisionBox.upload(t)),this.text.upload(t,this.sortFeaturesByY,!this.uploaded,this.text.programConfigurations.needsUpload),this.icon.upload(t,this.sortFeaturesByY,!this.uploaded,this.icon.programConfigurations.needsUpload),this.uploaded=!0},fu.prototype.destroyDebugData=function(){this.textCollisionBox.destroy(),this.iconCollisionBox.destroy()},fu.prototype.destroy=function(){this.text.destroy(),this.icon.destroy(),this.hasDebugData()&&this.destroyDebugData()},fu.prototype.addToLineVertexArray=function(t,e){var r=this.lineVertexArray.length;if(void 0!==t.segment){for(var n=t.dist(e[t.segment+1]),i=t.dist(e[t.segment]),a={},o=t.segment+1;o<e.length;o++)a[o]={x:e[o].x,y:e[o].y,tileUnitDistanceFromAnchor:n},o<e.length-1&&(n+=e[o+1].dist(e[o]));for(var s=t.segment||0;s>=0;s--)a[s]={x:e[s].x,y:e[s].y,tileUnitDistanceFromAnchor:i},s>0&&(i+=e[s-1].dist(e[s]));for(var l=0;l<e.length;l++){var c=a[l];this.lineVertexArray.emplaceBack(c.x,c.y,c.tileUnitDistanceFromAnchor)}}return{lineStartIndex:r,lineLength:this.lineVertexArray.length-r}},fu.prototype.addSymbols=function(t,e,r,n,i,a,o,s,l,c,u,h){for(var f=t.indexArray,p=t.layoutVertexArray,d=t.segments.prepareSegment(4*e.length,p,f,this.canOverlap?a.sortKey:void 0),m=this.glyphOffsetArray.length,g=d.vertexLength,y=this.allowVerticalPlacement&&o===lc.vertical?Math.PI/2:0,v=a.text&&a.text.sections,x=0;x<e.length;x++){var _=e[x],b=_.tl,w=_.tr,T=_.bl,k=_.br,A=_.tex,M=_.pixelOffsetTL,S=_.pixelOffsetBR,E=_.minFontScaleX,C=_.minFontScaleY,L=_.glyphOffset,I=_.isSDF,P=_.sectionIndex,z=d.vertexLength,O=L[1];su(p,s.x,s.y,b.x,O+b.y,A.x,A.y,r,I,M.x,M.y,E,C),su(p,s.x,s.y,w.x,O+w.y,A.x+A.w,A.y,r,I,S.x,M.y,E,C),su(p,s.x,s.y,T.x,O+T.y,A.x,A.y+A.h,r,I,M.x,S.y,E,C),su(p,s.x,s.y,k.x,O+k.y,A.x+A.w,A.y+A.h,r,I,S.x,S.y,E,C),lu(t.dynamicLayoutVertexArray,s,y),f.emplaceBack(z,z+1,z+2),f.emplaceBack(z+1,z+2,z+3),d.vertexLength+=4,d.primitiveLength+=2,this.glyphOffsetArray.emplaceBack(L[0]),x!==e.length-1&&P===e[x+1].sectionIndex||t.programConfigurations.populatePaintArrays(p.length,a,a.index,{},h,v&&v[P])}t.placedSymbolArray.emplaceBack(s.x,s.y,m,this.glyphOffsetArray.length-m,g,l,c,s.segment,r?r[0]:0,r?r[1]:0,n[0],n[1],o,0,!1,0,u)},fu.prototype._addCollisionDebugVertex=function(t,e,r,n,i,a){return e.emplaceBack(0,0),t.emplaceBack(r.x,r.y,n,i,Math.round(a.x),Math.round(a.y))},fu.prototype.addCollisionDebugVertices=function(t,e,r,n,i,o,s){var l=i.segments.prepareSegment(4,i.layoutVertexArray,i.indexArray),c=l.vertexLength,u=i.layoutVertexArray,h=i.collisionVertexArray,f=s.anchorX,p=s.anchorY;this._addCollisionDebugVertex(u,h,o,f,p,new a(t,e)),this._addCollisionDebugVertex(u,h,o,f,p,new a(r,e)),this._addCollisionDebugVertex(u,h,o,f,p,new a(r,n)),this._addCollisionDebugVertex(u,h,o,f,p,new a(t,n)),l.vertexLength+=4;var d=i.indexArray;d.emplaceBack(c,c+1),d.emplaceBack(c+1,c+2),d.emplaceBack(c+2,c+3),d.emplaceBack(c+3,c),l.primitiveLength+=4},fu.prototype.addDebugCollisionBoxes=function(t,e,r,n){for(var i=t;i<e;i++){var a=this.collisionBoxArray.get(i),o=a.x1,s=a.y1,l=a.x2,c=a.y2;this.addCollisionDebugVertices(o,s,l,c,n?this.textCollisionBox:this.iconCollisionBox,a.anchorPoint,r)}},fu.prototype.generateCollisionDebugBuffers=function(){this.hasDebugData()&&this.destroyDebugData(),this.textCollisionBox=new hu(fa,Al.members,ba),this.iconCollisionBox=new hu(fa,Al.members,ba);for(var t=0;t<this.symbolInstances.length;t++){var e=this.symbolInstances.get(t);this.addDebugCollisionBoxes(e.textBoxStartIndex,e.textBoxEndIndex,e,!0),this.addDebugCollisionBoxes(e.verticalTextBoxStartIndex,e.verticalTextBoxEndIndex,e,!0),this.addDebugCollisionBoxes(e.iconBoxStartIndex,e.iconBoxEndIndex,e,!1),this.addDebugCollisionBoxes(e.verticalIconBoxStartIndex,e.verticalIconBoxEndIndex,e,!1)}},fu.prototype._deserializeCollisionBoxesForSymbol=function(t,e,r,n,i,a,o,s,l){for(var c={},u=e;u<r;u++){var h=t.get(u);c.textBox={x1:h.x1,y1:h.y1,x2:h.x2,y2:h.y2,anchorPointX:h.anchorPointX,anchorPointY:h.anchorPointY},c.textFeatureIndex=h.featureIndex;break}for(var f=n;f<i;f++){var p=t.get(f);c.verticalTextBox={x1:p.x1,y1:p.y1,x2:p.x2,y2:p.y2,anchorPointX:p.anchorPointX,anchorPointY:p.anchorPointY},c.verticalTextFeatureIndex=p.featureIndex;break}for(var d=a;d<o;d++){var m=t.get(d);c.iconBox={x1:m.x1,y1:m.y1,x2:m.x2,y2:m.y2,anchorPointX:m.anchorPointX,anchorPointY:m.anchorPointY},c.iconFeatureIndex=m.featureIndex;break}for(var g=s;g<l;g++){var y=t.get(g);c.verticalIconBox={x1:y.x1,y1:y.y1,x2:y.x2,y2:y.y2,anchorPointX:y.anchorPointX,anchorPointY:y.anchorPointY},c.verticalIconFeatureIndex=y.featureIndex;break}return c},fu.prototype.deserializeCollisionBoxes=function(t){this.collisionArrays=[];for(var e=0;e<this.symbolInstances.length;e++){var r=this.symbolInstances.get(e);this.collisionArrays.push(this._deserializeCollisionBoxesForSymbol(t,r.textBoxStartIndex,r.textBoxEndIndex,r.verticalTextBoxStartIndex,r.verticalTextBoxEndIndex,r.iconBoxStartIndex,r.iconBoxEndIndex,r.verticalIconBoxStartIndex,r.verticalIconBoxEndIndex))}},fu.prototype.hasTextData=function(){return this.text.segments.get().length>0},fu.prototype.hasIconData=function(){return this.icon.segments.get().length>0},fu.prototype.hasDebugData=function(){return this.textCollisionBox&&this.iconCollisionBox},fu.prototype.hasTextCollisionBoxData=function(){return this.hasDebugData()&&this.textCollisionBox.segments.get().length>0},fu.prototype.hasIconCollisionBoxData=function(){return this.hasDebugData()&&this.iconCollisionBox.segments.get().length>0},fu.prototype.addIndicesForPlacedSymbol=function(t,e){for(var r=t.placedSymbolArray.get(e),n=r.vertexStartIndex+4*r.numGlyphs,i=r.vertexStartIndex;i<n;i+=4)t.indexArray.emplaceBack(i,i+1,i+2),t.indexArray.emplaceBack(i+1,i+2,i+3)},fu.prototype.getSortedSymbolIndexes=function(t){if(this.sortedAngle===t&&void 0!==this.symbolInstanceIndexes)return this.symbolInstanceIndexes;for(var e=Math.sin(t),r=Math.cos(t),n=[],i=[],a=[],o=0;o<this.symbolInstances.length;++o){a.push(o);var s=this.symbolInstances.get(o);n.push(0|Math.round(e*s.anchorX+r*s.anchorY)),i.push(s.featureIndex)}return a.sort((function(t,e){return n[t]-n[e]||i[e]-i[t]})),a},fu.prototype.addToSortKeyRanges=function(t,e){var r=this.sortKeyRanges[this.sortKeyRanges.length-1];r&&r.sortKey===e?r.symbolInstanceEnd=t+1:this.sortKeyRanges.push({sortKey:e,symbolInstanceStart:t,symbolInstanceEnd:t+1})},fu.prototype.sortFeatures=function(t){var e=this;if(this.sortFeaturesByY&&this.sortedAngle!==t&&!(this.text.segments.get().length>1||this.icon.segments.get().length>1)){this.symbolInstanceIndexes=this.getSortedSymbolIndexes(t),this.sortedAngle=t,this.text.indexArray.clear(),this.icon.indexArray.clear(),this.featureSortOrder=[];for(var r=0,n=this.symbolInstanceIndexes;r<n.length;r+=1){var i=n[r],a=this.symbolInstances.get(i);this.featureSortOrder.push(a.featureIndex),[a.rightJustifiedTextSymbolIndex,a.centerJustifiedTextSymbolIndex,a.leftJustifiedTextSymbolIndex].forEach((function(t,r,n){t>=0&&n.indexOf(t)===r&&e.addIndicesForPlacedSymbol(e.text,t)})),a.verticalPlacedTextSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.text,a.verticalPlacedTextSymbolIndex),a.placedIconSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.icon,a.placedIconSymbolIndex),a.verticalPlacedIconSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.icon,a.verticalPlacedIconSymbolIndex)}this.text.indexBuffer&&this.text.indexBuffer.updateData(this.text.indexArray),this.icon.indexBuffer&&this.icon.indexBuffer.updateData(this.icon.indexArray)}},oi(\"SymbolBucket\",fu,{omit:[\"layers\",\"collisionBoxArray\",\"features\",\"compareText\"]}),fu.MAX_GLYPHS=65535,fu.addDynamicAttributes=lu;var pu=new Yi({\"symbol-placement\":new qi(Ft.layout_symbol[\"symbol-placement\"]),\"symbol-spacing\":new qi(Ft.layout_symbol[\"symbol-spacing\"]),\"symbol-avoid-edges\":new qi(Ft.layout_symbol[\"symbol-avoid-edges\"]),\"symbol-sort-key\":new Hi(Ft.layout_symbol[\"symbol-sort-key\"]),\"symbol-z-order\":new qi(Ft.layout_symbol[\"symbol-z-order\"]),\"icon-allow-overlap\":new qi(Ft.layout_symbol[\"icon-allow-overlap\"]),\"icon-ignore-placement\":new qi(Ft.layout_symbol[\"icon-ignore-placement\"]),\"icon-optional\":new qi(Ft.layout_symbol[\"icon-optional\"]),\"icon-rotation-alignment\":new qi(Ft.layout_symbol[\"icon-rotation-alignment\"]),\"icon-size\":new Hi(Ft.layout_symbol[\"icon-size\"]),\"icon-text-fit\":new qi(Ft.layout_symbol[\"icon-text-fit\"]),\"icon-text-fit-padding\":new qi(Ft.layout_symbol[\"icon-text-fit-padding\"]),\"icon-image\":new Hi(Ft.layout_symbol[\"icon-image\"]),\"icon-rotate\":new Hi(Ft.layout_symbol[\"icon-rotate\"]),\"icon-padding\":new qi(Ft.layout_symbol[\"icon-padding\"]),\"icon-keep-upright\":new qi(Ft.layout_symbol[\"icon-keep-upright\"]),\"icon-offset\":new Hi(Ft.layout_symbol[\"icon-offset\"]),\"icon-anchor\":new Hi(Ft.layout_symbol[\"icon-anchor\"]),\"icon-pitch-alignment\":new qi(Ft.layout_symbol[\"icon-pitch-alignment\"]),\"text-pitch-alignment\":new qi(Ft.layout_symbol[\"text-pitch-alignment\"]),\"text-rotation-alignment\":new qi(Ft.layout_symbol[\"text-rotation-alignment\"]),\"text-field\":new Hi(Ft.layout_symbol[\"text-field\"]),\"text-font\":new Hi(Ft.layout_symbol[\"text-font\"]),\"text-size\":new Hi(Ft.layout_symbol[\"text-size\"]),\"text-max-width\":new Hi(Ft.layout_symbol[\"text-max-width\"]),\"text-line-height\":new qi(Ft.layout_symbol[\"text-line-height\"]),\"text-letter-spacing\":new Hi(Ft.layout_symbol[\"text-letter-spacing\"]),\"text-justify\":new Hi(Ft.layout_symbol[\"text-justify\"]),\"text-radial-offset\":new Hi(Ft.layout_symbol[\"text-radial-offset\"]),\"text-variable-anchor\":new qi(Ft.layout_symbol[\"text-variable-anchor\"]),\"text-anchor\":new Hi(Ft.layout_symbol[\"text-anchor\"]),\"text-max-angle\":new qi(Ft.layout_symbol[\"text-max-angle\"]),\"text-writing-mode\":new qi(Ft.layout_symbol[\"text-writing-mode\"]),\"text-rotate\":new Hi(Ft.layout_symbol[\"text-rotate\"]),\"text-padding\":new qi(Ft.layout_symbol[\"text-padding\"]),\"text-keep-upright\":new qi(Ft.layout_symbol[\"text-keep-upright\"]),\"text-transform\":new Hi(Ft.layout_symbol[\"text-transform\"]),\"text-offset\":new Hi(Ft.layout_symbol[\"text-offset\"]),\"text-allow-overlap\":new qi(Ft.layout_symbol[\"text-allow-overlap\"]),\"text-ignore-placement\":new qi(Ft.layout_symbol[\"text-ignore-placement\"]),\"text-optional\":new qi(Ft.layout_symbol[\"text-optional\"])}),du={paint:new Yi({\"icon-opacity\":new Hi(Ft.paint_symbol[\"icon-opacity\"]),\"icon-color\":new Hi(Ft.paint_symbol[\"icon-color\"]),\"icon-halo-color\":new Hi(Ft.paint_symbol[\"icon-halo-color\"]),\"icon-halo-width\":new Hi(Ft.paint_symbol[\"icon-halo-width\"]),\"icon-halo-blur\":new Hi(Ft.paint_symbol[\"icon-halo-blur\"]),\"icon-translate\":new qi(Ft.paint_symbol[\"icon-translate\"]),\"icon-translate-anchor\":new qi(Ft.paint_symbol[\"icon-translate-anchor\"]),\"text-opacity\":new Hi(Ft.paint_symbol[\"text-opacity\"]),\"text-color\":new Hi(Ft.paint_symbol[\"text-color\"],{runtimeType:Xt,getOverride:function(t){return t.textColor},hasOverride:function(t){return!!t.textColor}}),\"text-halo-color\":new Hi(Ft.paint_symbol[\"text-halo-color\"]),\"text-halo-width\":new Hi(Ft.paint_symbol[\"text-halo-width\"]),\"text-halo-blur\":new Hi(Ft.paint_symbol[\"text-halo-blur\"]),\"text-translate\":new qi(Ft.paint_symbol[\"text-translate\"]),\"text-translate-anchor\":new qi(Ft.paint_symbol[\"text-translate-anchor\"])}),layout:pu},mu=function(t){this.type=t.property.overrides?t.property.overrides.runtimeType:Gt,this.defaultValue=t};mu.prototype.evaluate=function(t){if(t.formattedSection){var e=this.defaultValue.property.overrides;if(e&&e.hasOverride(t.formattedSection))return e.getOverride(t.formattedSection)}return t.feature&&t.featureState?this.defaultValue.evaluate(t.feature,t.featureState):this.defaultValue.property.specification.default},mu.prototype.eachChild=function(t){this.defaultValue.isConstant()||t(this.defaultValue.value._styleExpression.expression)},mu.prototype.outputDefined=function(){return!1},mu.prototype.serialize=function(){return null},oi(\"FormatSectionOverride\",mu,{omit:[\"defaultValue\"]});var gu=function(t){function e(e){t.call(this,e,du)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.recalculate=function(e,r){if(t.prototype.recalculate.call(this,e,r),\"auto\"===this.layout.get(\"icon-rotation-alignment\")&&(\"point\"!==this.layout.get(\"symbol-placement\")?this.layout._values[\"icon-rotation-alignment\"]=\"map\":this.layout._values[\"icon-rotation-alignment\"]=\"viewport\"),\"auto\"===this.layout.get(\"text-rotation-alignment\")&&(\"point\"!==this.layout.get(\"symbol-placement\")?this.layout._values[\"text-rotation-alignment\"]=\"map\":this.layout._values[\"text-rotation-alignment\"]=\"viewport\"),\"auto\"===this.layout.get(\"text-pitch-alignment\")&&(this.layout._values[\"text-pitch-alignment\"]=this.layout.get(\"text-rotation-alignment\")),\"auto\"===this.layout.get(\"icon-pitch-alignment\")&&(this.layout._values[\"icon-pitch-alignment\"]=this.layout.get(\"icon-rotation-alignment\")),\"point\"===this.layout.get(\"symbol-placement\")){var n=this.layout.get(\"text-writing-mode\");if(n){for(var i=[],a=0,o=n;a<o.length;a+=1){var s=o[a];i.indexOf(s)<0&&i.push(s)}this.layout._values[\"text-writing-mode\"]=i}else this.layout._values[\"text-writing-mode\"]=[\"horizontal\"]}this._setPaintOverrides()},e.prototype.getValueAndResolveTokens=function(t,e,r,n){var i=this.layout.get(t).evaluate(e,{},r,n),a=this._unevaluatedLayout._values[t];return a.isDataDriven()||un(a.value)||!i?i:function(t,e){return e.replace(/{([^{}]+)}/g,(function(e,r){return r in t?String(t[r]):\"\"}))}(e.properties,i)},e.prototype.createBucket=function(t){return new fu(t)},e.prototype.queryRadius=function(){return 0},e.prototype.queryIntersectsFeature=function(){return!1},e.prototype._setPaintOverrides=function(){for(var t=0,r=du.paint.overridableProperties;t<r.length;t+=1){var n=r[t];if(e.hasPaintOverride(this.layout,n)){var i,a=this.paint.get(n),o=new mu(a),s=new cn(o,a.property.specification);i=\"constant\"===a.value.kind||\"source\"===a.value.kind?new fn(\"source\",s):new pn(\"composite\",s,a.value.zoomStops,a.value._interpolationType),this.paint._values[n]=new Ui(a.property,i,a.parameters)}}},e.prototype._handleOverridablePaintPropertyUpdate=function(t,r,n){return!(!this.layout||r.isDataDriven()||n.isDataDriven())&&e.hasPaintOverride(this.layout,t)},e.hasPaintOverride=function(t,e){var r=t.get(\"text-field\"),n=du.paint.properties[e],i=!1,a=function(t){for(var e=0,r=t;e<r.length;e+=1){var a=r[e];if(n.overrides&&n.overrides.hasOverride(a))return void(i=!0)}};if(\"constant\"===r.value.kind&&r.value.value instanceof fe)a(r.value.value.sections);else if(\"source\"===r.value.kind){var o=function(t){if(!i)if(t instanceof ve&&ge(t.value)===Qt){var e=t.value;a(e.sections)}else t instanceof we?a(t.sections):t.eachChild(o)},s=r.value;s._styleExpression&&o(s._styleExpression.expression)}return i},e}($i),yu={paint:new Yi({\"background-color\":new qi(Ft.paint_background[\"background-color\"]),\"background-pattern\":new Zi(Ft.paint_background[\"background-pattern\"]),\"background-opacity\":new qi(Ft.paint_background[\"background-opacity\"])})},vu=function(t){function e(e){t.call(this,e,yu)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}($i),xu={paint:new Yi({\"raster-opacity\":new qi(Ft.paint_raster[\"raster-opacity\"]),\"raster-hue-rotate\":new qi(Ft.paint_raster[\"raster-hue-rotate\"]),\"raster-brightness-min\":new qi(Ft.paint_raster[\"raster-brightness-min\"]),\"raster-brightness-max\":new qi(Ft.paint_raster[\"raster-brightness-max\"]),\"raster-saturation\":new qi(Ft.paint_raster[\"raster-saturation\"]),\"raster-contrast\":new qi(Ft.paint_raster[\"raster-contrast\"]),\"raster-resampling\":new qi(Ft.paint_raster[\"raster-resampling\"]),\"raster-fade-duration\":new qi(Ft.paint_raster[\"raster-fade-duration\"])})},_u=function(t){function e(e){t.call(this,e,xu)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}($i);var bu=function(t){function e(e){t.call(this,e,{}),this.implementation=e}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.is3D=function(){return\"3d\"===this.implementation.renderingMode},e.prototype.hasOffscreenPass=function(){return void 0!==this.implementation.prerender},e.prototype.recalculate=function(){},e.prototype.updateTransitions=function(){},e.prototype.hasTransition=function(){},e.prototype.serialize=function(){},e.prototype.onAdd=function(t){this.implementation.onAdd&&this.implementation.onAdd(t,t.painter.context.gl)},e.prototype.onRemove=function(t){this.implementation.onRemove&&this.implementation.onRemove(t,t.painter.context.gl)},e}($i),wu={circle:Go,heatmap:es,hillshade:ns,fill:Hs,\"fill-extrusion\":sl,line:_l,symbol:gu,background:vu,raster:_u};var Tu=s.HTMLImageElement,ku=s.HTMLCanvasElement,Au=s.HTMLVideoElement,Mu=s.ImageData,Su=s.ImageBitmap,Eu=function(t,e,r,n){this.context=t,this.format=r,this.texture=t.gl.createTexture(),this.update(e,n)};Eu.prototype.update=function(t,e,r){var n=t.width,i=t.height,a=!(this.size&&this.size[0]===n&&this.size[1]===i||r),o=this.context,s=o.gl;if(this.useMipmap=Boolean(e&&e.useMipmap),s.bindTexture(s.TEXTURE_2D,this.texture),o.pixelStoreUnpackFlipY.set(!1),o.pixelStoreUnpack.set(1),o.pixelStoreUnpackPremultiplyAlpha.set(this.format===s.RGBA&&(!e||!1!==e.premultiply)),a)this.size=[n,i],t instanceof Tu||t instanceof ku||t instanceof Au||t instanceof Mu||Su&&t instanceof Su?s.texImage2D(s.TEXTURE_2D,0,this.format,this.format,s.UNSIGNED_BYTE,t):s.texImage2D(s.TEXTURE_2D,0,this.format,n,i,0,this.format,s.UNSIGNED_BYTE,t.data);else{var l=r||{x:0,y:0},c=l.x,u=l.y;t instanceof Tu||t instanceof ku||t instanceof Au||t instanceof Mu||Su&&t instanceof Su?s.texSubImage2D(s.TEXTURE_2D,0,c,u,s.RGBA,s.UNSIGNED_BYTE,t):s.texSubImage2D(s.TEXTURE_2D,0,c,u,n,i,s.RGBA,s.UNSIGNED_BYTE,t.data)}this.useMipmap&&this.isSizePowerOfTwo()&&s.generateMipmap(s.TEXTURE_2D)},Eu.prototype.bind=function(t,e,r){var n=this.context.gl;n.bindTexture(n.TEXTURE_2D,this.texture),r!==n.LINEAR_MIPMAP_NEAREST||this.isSizePowerOfTwo()||(r=n.LINEAR),t!==this.filter&&(n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MAG_FILTER,t),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MIN_FILTER,r||t),this.filter=t),e!==this.wrap&&(n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_S,e),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_T,e),this.wrap=e)},Eu.prototype.isSizePowerOfTwo=function(){return this.size[0]===this.size[1]&&Math.log(this.size[0])/Math.LN2%1==0},Eu.prototype.destroy=function(){this.context.gl.deleteTexture(this.texture),this.texture=null};var Cu=function(t){var e=this;this._callback=t,this._triggered=!1,\"undefined\"!=typeof MessageChannel&&(this._channel=new MessageChannel,this._channel.port2.onmessage=function(){e._triggered=!1,e._callback()})};Cu.prototype.trigger=function(){var t=this;this._triggered||(this._triggered=!0,this._channel?this._channel.port1.postMessage(!0):setTimeout((function(){t._triggered=!1,t._callback()}),0))},Cu.prototype.remove=function(){delete this._channel,this._callback=function(){}};var Lu=function(t,e,r){this.target=t,this.parent=e,this.mapId=r,this.callbacks={},this.tasks={},this.taskQueue=[],this.cancelCallbacks={},v([\"receive\",\"process\"],this),this.invoker=new Cu(this.process),this.target.addEventListener(\"message\",this.receive,!1),this.globalScope=S()?t:s};function Iu(t,e,r){var n=2*Math.PI*6378137/256/Math.pow(2,r);return[t*n-2*Math.PI*6378137/2,e*n-2*Math.PI*6378137/2]}Lu.prototype.send=function(t,e,r,n,i){var a=this;void 0===i&&(i=!1);var o=Math.round(1e18*Math.random()).toString(36).substring(0,10);r&&(this.callbacks[o]=r);var s=L(this.globalScope)?void 0:[];return this.target.postMessage({id:o,type:t,hasCallback:!!r,targetMapId:n,mustQueue:i,sourceMapId:this.mapId,data:ui(e,s)},s),{cancel:function(){r&&delete a.callbacks[o],a.target.postMessage({id:o,type:\"<cancel>\",targetMapId:n,sourceMapId:a.mapId})}}},Lu.prototype.receive=function(t){var e=t.data,r=e.id;if(r&&(!e.targetMapId||this.mapId===e.targetMapId))if(\"<cancel>\"===e.type){delete this.tasks[r];var n=this.cancelCallbacks[r];delete this.cancelCallbacks[r],n&&n()}else S()||e.mustQueue?(this.tasks[r]=e,this.taskQueue.push(r),this.invoker.trigger()):this.processTask(r,e)},Lu.prototype.process=function(){if(this.taskQueue.length){var t=this.taskQueue.shift(),e=this.tasks[t];delete this.tasks[t],this.taskQueue.length&&this.invoker.trigger(),e&&this.processTask(t,e)}},Lu.prototype.processTask=function(t,e){var r=this;if(\"<response>\"===e.type){var n=this.callbacks[t];delete this.callbacks[t],n&&(e.error?n(hi(e.error)):n(null,hi(e.data)))}else{var i=!1,a=L(this.globalScope)?void 0:[],o=e.hasCallback?function(e,n){i=!0,delete r.cancelCallbacks[t],r.target.postMessage({id:t,type:\"<response>\",sourceMapId:r.mapId,error:e?ui(e):null,data:ui(n,a)},a)}:function(t){i=!0},s=null,l=hi(e.data);if(this.parent[e.type])s=this.parent[e.type](e.sourceMapId,l,o);else if(this.parent.getWorkerSource){var c=e.type.split(\".\");s=this.parent.getWorkerSource(e.sourceMapId,c[0],l.source)[c[1]](l,o)}else o(new Error(\"Could not find function \"+e.type));!i&&s&&s.cancel&&(this.cancelCallbacks[t]=s.cancel)}},Lu.prototype.remove=function(){this.invoker.remove(),this.target.removeEventListener(\"message\",this.receive,!1)};var Pu=function(t,e){t&&(e?this.setSouthWest(t).setNorthEast(e):4===t.length?this.setSouthWest([t[0],t[1]]).setNorthEast([t[2],t[3]]):this.setSouthWest(t[0]).setNorthEast(t[1]))};Pu.prototype.setNorthEast=function(t){return this._ne=t instanceof Ou?new Ou(t.lng,t.lat):Ou.convert(t),this},Pu.prototype.setSouthWest=function(t){return this._sw=t instanceof Ou?new Ou(t.lng,t.lat):Ou.convert(t),this},Pu.prototype.extend=function(t){var e,r,n=this._sw,i=this._ne;if(t instanceof Ou)e=t,r=t;else{if(!(t instanceof Pu)){if(Array.isArray(t)){if(4===t.length||t.every(Array.isArray)){var a=t;return this.extend(Pu.convert(a))}var o=t;return this.extend(Ou.convert(o))}return this}if(e=t._sw,r=t._ne,!e||!r)return this}return n||i?(n.lng=Math.min(e.lng,n.lng),n.lat=Math.min(e.lat,n.lat),i.lng=Math.max(r.lng,i.lng),i.lat=Math.max(r.lat,i.lat)):(this._sw=new Ou(e.lng,e.lat),this._ne=new Ou(r.lng,r.lat)),this},Pu.prototype.getCenter=function(){return new Ou((this._sw.lng+this._ne.lng)/2,(this._sw.lat+this._ne.lat)/2)},Pu.prototype.getSouthWest=function(){return this._sw},Pu.prototype.getNorthEast=function(){return this._ne},Pu.prototype.getNorthWest=function(){return new Ou(this.getWest(),this.getNorth())},Pu.prototype.getSouthEast=function(){return new Ou(this.getEast(),this.getSouth())},Pu.prototype.getWest=function(){return this._sw.lng},Pu.prototype.getSouth=function(){return this._sw.lat},Pu.prototype.getEast=function(){return this._ne.lng},Pu.prototype.getNorth=function(){return this._ne.lat},Pu.prototype.toArray=function(){return[this._sw.toArray(),this._ne.toArray()]},Pu.prototype.toString=function(){return\"LngLatBounds(\"+this._sw.toString()+\", \"+this._ne.toString()+\")\"},Pu.prototype.isEmpty=function(){return!(this._sw&&this._ne)},Pu.prototype.contains=function(t){var e=Ou.convert(t),r=e.lng,n=e.lat,i=this._sw.lat<=n&&n<=this._ne.lat,a=this._sw.lng<=r&&r<=this._ne.lng;return this._sw.lng>this._ne.lng&&(a=this._sw.lng>=r&&r>=this._ne.lng),i&&a},Pu.convert=function(t){return!t||t instanceof Pu?t:new Pu(t)};var zu=6371008.8,Ou=function(t,e){if(isNaN(t)||isNaN(e))throw new Error(\"Invalid LngLat object: (\"+t+\", \"+e+\")\");if(this.lng=+t,this.lat=+e,this.lat>90||this.lat<-90)throw new Error(\"Invalid LngLat latitude value: must be between -90 and 90\")};Ou.prototype.wrap=function(){return new Ou(f(this.lng,-180,180),this.lat)},Ou.prototype.toArray=function(){return[this.lng,this.lat]},Ou.prototype.toString=function(){return\"LngLat(\"+this.lng+\", \"+this.lat+\")\"},Ou.prototype.distanceTo=function(t){var e=Math.PI/180,r=this.lat*e,n=t.lat*e,i=Math.sin(r)*Math.sin(n)+Math.cos(r)*Math.cos(n)*Math.cos((t.lng-this.lng)*e);return zu*Math.acos(Math.min(i,1))},Ou.prototype.toBounds=function(t){void 0===t&&(t=0);var e=360*t/40075017,r=e/Math.cos(Math.PI/180*this.lat);return new Pu(new Ou(this.lng-r,this.lat-e),new Ou(this.lng+r,this.lat+e))},Ou.convert=function(t){if(t instanceof Ou)return t;if(Array.isArray(t)&&(2===t.length||3===t.length))return new Ou(Number(t[0]),Number(t[1]));if(!Array.isArray(t)&&\"object\"==typeof t&&null!==t)return new Ou(Number(\"lng\"in t?t.lng:t.lon),Number(t.lat));throw new Error(\"`LngLatLike` argument must be specified as a LngLat instance, an object {lng: <lng>, lat: <lat>}, an object {lon: <lng>, lat: <lat>}, or an array of [<lng>, <lat>]\")};var Du=2*Math.PI*zu;function Ru(t){return Du*Math.cos(t*Math.PI/180)}function Fu(t){return(180+t)/360}function Bu(t){return(180-180/Math.PI*Math.log(Math.tan(Math.PI/4+t*Math.PI/360)))/360}function Nu(t,e){return t/Ru(e)}function ju(t){var e=180-360*t;return 360/Math.PI*Math.atan(Math.exp(e*Math.PI/180))-90}var Uu=function(t,e,r){void 0===r&&(r=0),this.x=+t,this.y=+e,this.z=+r};Uu.fromLngLat=function(t,e){void 0===e&&(e=0);var r=Ou.convert(t);return new Uu(Fu(r.lng),Bu(r.lat),Nu(e,r.lat))},Uu.prototype.toLngLat=function(){return new Ou(360*this.x-180,ju(this.y))},Uu.prototype.toAltitude=function(){return t=this.z,e=this.y,t*Ru(ju(e));var t,e},Uu.prototype.meterInMercatorCoordinateUnits=function(){return 1/Du*(t=ju(this.y),1/Math.cos(t*Math.PI/180));var t};var Vu=function(t,e,r){this.z=t,this.x=e,this.y=r,this.key=Gu(0,t,t,e,r)};Vu.prototype.equals=function(t){return this.z===t.z&&this.x===t.x&&this.y===t.y},Vu.prototype.url=function(t,e){var r,n,i,a,o,s=(r=this.x,n=this.y,i=this.z,a=Iu(256*r,256*(n=Math.pow(2,i)-n-1),i),o=Iu(256*(r+1),256*(n+1),i),a[0]+\",\"+a[1]+\",\"+o[0]+\",\"+o[1]),l=function(t,e,r){for(var n,i=\"\",a=t;a>0;a--)i+=(e&(n=1<<a-1)?1:0)+(r&n?2:0);return i}(this.z,this.x,this.y);return t[(this.x+this.y)%t.length].replace(\"{prefix}\",(this.x%16).toString(16)+(this.y%16).toString(16)).replace(\"{z}\",String(this.z)).replace(\"{x}\",String(this.x)).replace(\"{y}\",String(\"tms\"===e?Math.pow(2,this.z)-this.y-1:this.y)).replace(\"{quadkey}\",l).replace(\"{bbox-epsg-3857}\",s)},Vu.prototype.getTilePoint=function(t){var e=Math.pow(2,this.z);return new a((t.x*e-this.x)*po,(t.y*e-this.y)*po)},Vu.prototype.toString=function(){return this.z+\"/\"+this.x+\"/\"+this.y};var qu=function(t,e){this.wrap=t,this.canonical=e,this.key=Gu(t,e.z,e.z,e.x,e.y)},Hu=function(t,e,r,n,i){this.overscaledZ=t,this.wrap=e,this.canonical=new Vu(r,+n,+i),this.key=Gu(e,t,r,n,i)};function Gu(t,e,r,n,i){(t*=2)<0&&(t=-1*t-1);var a=1<<r;return(a*a*t+a*i+n).toString(36)+r.toString(36)+e.toString(36)}Hu.prototype.equals=function(t){return this.overscaledZ===t.overscaledZ&&this.wrap===t.wrap&&this.canonical.equals(t.canonical)},Hu.prototype.scaledTo=function(t){var e=this.canonical.z-t;return t>this.canonical.z?new Hu(t,this.wrap,this.canonical.z,this.canonical.x,this.canonical.y):new Hu(t,this.wrap,t,this.canonical.x>>e,this.canonical.y>>e)},Hu.prototype.calculateScaledKey=function(t,e){var r=this.canonical.z-t;return t>this.canonical.z?Gu(this.wrap*+e,t,this.canonical.z,this.canonical.x,this.canonical.y):Gu(this.wrap*+e,t,t,this.canonical.x>>r,this.canonical.y>>r)},Hu.prototype.isChildOf=function(t){if(t.wrap!==this.wrap)return!1;var e=this.canonical.z-t.canonical.z;return 0===t.overscaledZ||t.overscaledZ<this.overscaledZ&&t.canonical.x===this.canonical.x>>e&&t.canonical.y===this.canonical.y>>e},Hu.prototype.children=function(t){if(this.overscaledZ>=t)return[new Hu(this.overscaledZ+1,this.wrap,this.canonical.z,this.canonical.x,this.canonical.y)];var e=this.canonical.z+1,r=2*this.canonical.x,n=2*this.canonical.y;return[new Hu(e,this.wrap,e,r,n),new Hu(e,this.wrap,e,r+1,n),new Hu(e,this.wrap,e,r,n+1),new Hu(e,this.wrap,e,r+1,n+1)]},Hu.prototype.isLessThan=function(t){return this.wrap<t.wrap||!(this.wrap>t.wrap)&&(this.overscaledZ<t.overscaledZ||!(this.overscaledZ>t.overscaledZ)&&(this.canonical.x<t.canonical.x||!(this.canonical.x>t.canonical.x)&&this.canonical.y<t.canonical.y))},Hu.prototype.wrapped=function(){return new Hu(this.overscaledZ,0,this.canonical.z,this.canonical.x,this.canonical.y)},Hu.prototype.unwrapTo=function(t){return new Hu(this.overscaledZ,t,this.canonical.z,this.canonical.x,this.canonical.y)},Hu.prototype.overscaleFactor=function(){return Math.pow(2,this.overscaledZ-this.canonical.z)},Hu.prototype.toUnwrapped=function(){return new qu(this.wrap,this.canonical)},Hu.prototype.toString=function(){return this.overscaledZ+\"/\"+this.canonical.x+\"/\"+this.canonical.y},Hu.prototype.getTilePoint=function(t){return this.canonical.getTilePoint(new Uu(t.x-this.wrap,t.y))},oi(\"CanonicalTileID\",Vu),oi(\"OverscaledTileID\",Hu,{omit:[\"posMatrix\"]});var Zu=function(t,e,r){if(this.uid=t,e.height!==e.width)throw new RangeError(\"DEM tiles must be square\");if(r&&\"mapbox\"!==r&&\"terrarium\"!==r)return k('\"'+r+'\" is not a valid encoding type. Valid types include \"mapbox\" and \"terrarium\".');this.stride=e.height;var n=this.dim=e.height-2;this.data=new Uint32Array(e.data.buffer),this.encoding=r||\"mapbox\";for(var i=0;i<n;i++)this.data[this._idx(-1,i)]=this.data[this._idx(0,i)],this.data[this._idx(n,i)]=this.data[this._idx(n-1,i)],this.data[this._idx(i,-1)]=this.data[this._idx(i,0)],this.data[this._idx(i,n)]=this.data[this._idx(i,n-1)];this.data[this._idx(-1,-1)]=this.data[this._idx(0,0)],this.data[this._idx(n,-1)]=this.data[this._idx(n-1,0)],this.data[this._idx(-1,n)]=this.data[this._idx(0,n-1)],this.data[this._idx(n,n)]=this.data[this._idx(n-1,n-1)]};Zu.prototype.get=function(t,e){var r=new Uint8Array(this.data.buffer),n=4*this._idx(t,e);return(\"terrarium\"===this.encoding?this._unpackTerrarium:this._unpackMapbox)(r[n],r[n+1],r[n+2])},Zu.prototype.getUnpackVector=function(){return\"terrarium\"===this.encoding?[256,1,1/256,32768]:[6553.6,25.6,.1,1e4]},Zu.prototype._idx=function(t,e){if(t<-1||t>=this.dim+1||e<-1||e>=this.dim+1)throw new RangeError(\"out of range source coordinates for DEM data\");return(e+1)*this.stride+(t+1)},Zu.prototype._unpackMapbox=function(t,e,r){return(256*t*256+256*e+r)/10-1e4},Zu.prototype._unpackTerrarium=function(t,e,r){return 256*t+e+r/256-32768},Zu.prototype.getPixels=function(){return new Ko({width:this.stride,height:this.stride},new Uint8Array(this.data.buffer))},Zu.prototype.backfillBorder=function(t,e,r){if(this.dim!==t.dim)throw new Error(\"dem dimension mismatch\");var n=e*this.dim,i=e*this.dim+this.dim,a=r*this.dim,o=r*this.dim+this.dim;switch(e){case-1:n=i-1;break;case 1:i=n+1}switch(r){case-1:a=o-1;break;case 1:o=a+1}for(var s=-e*this.dim,l=-r*this.dim,c=a;c<o;c++)for(var u=n;u<i;u++)this.data[this._idx(u,c)]=t.data[this._idx(u+s,c+l)]},oi(\"DEMData\",Zu);var Wu=function(t){this._stringToNumber={},this._numberToString=[];for(var e=0;e<t.length;e++){var r=t[e];this._stringToNumber[r]=e,this._numberToString[e]=r}};Wu.prototype.encode=function(t){return this._stringToNumber[t]},Wu.prototype.decode=function(t){return this._numberToString[t]};var Yu=function(t,e,r,n,i){this.type=\"Feature\",this._vectorTileFeature=t,t._z=e,t._x=r,t._y=n,this.properties=t.properties,this.id=i},Xu={geometry:{configurable:!0}};Xu.geometry.get=function(){return void 0===this._geometry&&(this._geometry=this._vectorTileFeature.toGeoJSON(this._vectorTileFeature._x,this._vectorTileFeature._y,this._vectorTileFeature._z).geometry),this._geometry},Xu.geometry.set=function(t){this._geometry=t},Yu.prototype.toJSON=function(){var t={geometry:this.geometry};for(var e in this)\"_geometry\"!==e&&\"_vectorTileFeature\"!==e&&(t[e]=this[e]);return t},Object.defineProperties(Yu.prototype,Xu);var $u=function(){this.state={},this.stateChanges={},this.deletedStates={}};$u.prototype.updateState=function(t,e,r){var n=String(e);if(this.stateChanges[t]=this.stateChanges[t]||{},this.stateChanges[t][n]=this.stateChanges[t][n]||{},p(this.stateChanges[t][n],r),null===this.deletedStates[t])for(var i in this.deletedStates[t]={},this.state[t])i!==n&&(this.deletedStates[t][i]=null);else if(this.deletedStates[t]&&null===this.deletedStates[t][n])for(var a in this.deletedStates[t][n]={},this.state[t][n])r[a]||(this.deletedStates[t][n][a]=null);else for(var o in r)this.deletedStates[t]&&this.deletedStates[t][n]&&null===this.deletedStates[t][n][o]&&delete this.deletedStates[t][n][o]},$u.prototype.removeFeatureState=function(t,e,r){if(null!==this.deletedStates[t]){var n=String(e);if(this.deletedStates[t]=this.deletedStates[t]||{},r&&void 0!==e)null!==this.deletedStates[t][n]&&(this.deletedStates[t][n]=this.deletedStates[t][n]||{},this.deletedStates[t][n][r]=null);else if(void 0!==e)if(this.stateChanges[t]&&this.stateChanges[t][n])for(r in this.deletedStates[t][n]={},this.stateChanges[t][n])this.deletedStates[t][n][r]=null;else this.deletedStates[t][n]=null;else this.deletedStates[t]=null}},$u.prototype.getState=function(t,e){var r=String(e),n=this.state[t]||{},i=this.stateChanges[t]||{},a=p({},n[r],i[r]);if(null===this.deletedStates[t])return{};if(this.deletedStates[t]){var o=this.deletedStates[t][e];if(null===o)return{};for(var s in o)delete a[s]}return a},$u.prototype.initializeTileState=function(t,e){t.setFeatureState(this.state,e)},$u.prototype.coalesceChanges=function(t,e){var r={};for(var n in this.stateChanges){this.state[n]=this.state[n]||{};var i={};for(var a in this.stateChanges[n])this.state[n][a]||(this.state[n][a]={}),p(this.state[n][a],this.stateChanges[n][a]),i[a]=this.state[n][a];r[n]=i}for(var o in this.deletedStates){this.state[o]=this.state[o]||{};var s={};if(null===this.deletedStates[o])for(var l in this.state[o])s[l]={},this.state[o][l]={};else for(var c in this.deletedStates[o]){if(null===this.deletedStates[o][c])this.state[o][c]={};else for(var u=0,h=Object.keys(this.deletedStates[o][c]);u<h.length;u+=1){var f=h[u];delete this.state[o][c][f]}s[c]=this.state[o][c]}r[o]=r[o]||{},p(r[o],s)}if(this.stateChanges={},this.deletedStates={},0!==Object.keys(r).length)for(var d in t)t[d].setFeatureState(r,e)};var Ju=function(t,e){this.tileID=t,this.x=t.canonical.x,this.y=t.canonical.y,this.z=t.canonical.z,this.grid=new ti(po,16,0),this.grid3D=new ti(po,16,0),this.featureIndexArray=new za,this.promoteId=e};function Ku(t,e,r,n,i){return _(t,(function(t,a){var o=e instanceof Vi?e.get(a):null;return o&&o.evaluate?o.evaluate(r,n,i):o}))}function Qu(t){for(var e=1/0,r=1/0,n=-1/0,i=-1/0,a=0,o=t;a<o.length;a+=1){var s=o[a];e=Math.min(e,s.x),r=Math.min(r,s.y),n=Math.max(n,s.x),i=Math.max(i,s.y)}return{minX:e,minY:r,maxX:n,maxY:i}}function th(t,e){return e-t}Ju.prototype.insert=function(t,e,r,n,i,a){var o=this.featureIndexArray.length;this.featureIndexArray.emplaceBack(r,n,i);for(var s=a?this.grid3D:this.grid,l=0;l<e.length;l++){for(var c=e[l],u=[1/0,1/0,-1/0,-1/0],h=0;h<c.length;h++){var f=c[h];u[0]=Math.min(u[0],f.x),u[1]=Math.min(u[1],f.y),u[2]=Math.max(u[2],f.x),u[3]=Math.max(u[3],f.y)}u[0]<po&&u[1]<po&&u[2]>=0&&u[3]>=0&&s.insert(o,u[0],u[1],u[2],u[3])}},Ju.prototype.loadVTLayers=function(){return this.vtLayers||(this.vtLayers=new tl.VectorTile(new Pl(this.rawTileData)).layers,this.sourceLayerCoder=new Wu(this.vtLayers?Object.keys(this.vtLayers).sort():[\"_geojsonTileLayer\"])),this.vtLayers},Ju.prototype.query=function(t,e,r,n){var i=this;this.loadVTLayers();for(var o=t.params||{},s=po/t.tileSize/t.scale,l=An(o.filter),c=t.queryGeometry,u=t.queryPadding*s,h=Qu(c),f=this.grid.query(h.minX-u,h.minY-u,h.maxX+u,h.maxY+u),p=Qu(t.cameraQueryGeometry),d=0,m=this.grid3D.query(p.minX-u,p.minY-u,p.maxX+u,p.maxY+u,(function(e,r,n,i){return function(t,e,r,n,i){for(var o=0,s=t;o<s.length;o+=1){var l=s[o];if(e<=l.x&&r<=l.y&&n>=l.x&&i>=l.y)return!0}var c=[new a(e,r),new a(e,i),new a(n,i),new a(n,r)];if(t.length>2)for(var u=0,h=c;u<h.length;u+=1)if(Lo(t,h[u]))return!0;for(var f=0;f<t.length-1;f++)if(Io(t[f],t[f+1],c))return!0;return!1}(t.cameraQueryGeometry,e-u,r-u,n+u,i+u)}));d<m.length;d+=1){var g=m[d];f.push(g)}f.sort(th);for(var y,v={},x=function(a){var u=f[a];if(u!==y){y=u;var h=i.featureIndexArray.get(u),p=null;i.loadMatchingFeature(v,h.bucketIndex,h.sourceLayerIndex,h.featureIndex,l,o.layers,o.availableImages,e,r,n,(function(e,r,n){return p||(p=yo(e)),r.queryIntersectsFeature(c,e,n,p,i.z,t.transform,s,t.pixelPosMatrix)}))}},_=0;_<f.length;_++)x(_);return v},Ju.prototype.loadMatchingFeature=function(t,e,r,n,i,a,o,s,l,c,u){var h=this.bucketLayerIDs[e];if(!a||function(t,e){for(var r=0;r<t.length;r++)if(e.indexOf(t[r])>=0)return!0;return!1}(a,h)){var f=this.sourceLayerCoder.decode(r),d=this.vtLayers[f].feature(n);if(i.needGeometry){var m=vo(d,!0);if(!i.filter(new Oi(this.tileID.overscaledZ),m,this.tileID.canonical))return}else if(!i.filter(new Oi(this.tileID.overscaledZ),d))return;for(var g=this.getId(d,f),y=0;y<h.length;y++){var v=h[y];if(!(a&&a.indexOf(v)<0)){var x=s[v];if(x){var _={};void 0!==g&&c&&(_=c.getState(x.sourceLayer||\"_geojsonTileLayer\",g));var b=p({},l[v]);b.paint=Ku(b.paint,x.paint,d,_,o),b.layout=Ku(b.layout,x.layout,d,_,o);var w=!u||u(d,x,_);if(w){var T=new Yu(d,this.z,this.x,this.y,g);T.layer=b;var k=t[v];void 0===k&&(k=t[v]=[]),k.push({featureIndex:n,feature:T,intersectionZ:w})}}}}}},Ju.prototype.lookupSymbolFeatures=function(t,e,r,n,i,a,o,s){var l={};this.loadVTLayers();for(var c=An(i),u=0,h=t;u<h.length;u+=1){var f=h[u];this.loadMatchingFeature(l,r,n,f,c,a,o,s,e)}return l},Ju.prototype.hasLayer=function(t){for(var e=0,r=this.bucketLayerIDs;e<r.length;e+=1)for(var n=0,i=r[e];n<i.length;n+=1)if(t===i[n])return!0;return!1},Ju.prototype.getId=function(t,e){var r=t.id;if(this.promoteId){var n=\"string\"==typeof this.promoteId?this.promoteId:this.promoteId[e];\"boolean\"==typeof(r=t.properties[n])&&(r=Number(r))}return r},oi(\"FeatureIndex\",Ju,{omit:[\"rawTileData\",\"sourceLayerCoder\"]});var eh=function(t,e){this.tileID=t,this.uid=m(),this.uses=0,this.tileSize=e,this.buckets={},this.expirationTime=null,this.queryPadding=0,this.hasSymbolBuckets=!1,this.hasRTLText=!1,this.dependencies={},this.expiredRequestCount=0,this.state=\"loading\"};eh.prototype.registerFadeDuration=function(t){var e=t+this.timeAdded;e<N.now()||this.fadeEndTime&&e<this.fadeEndTime||(this.fadeEndTime=e)},eh.prototype.wasRequested=function(){return\"errored\"===this.state||\"loaded\"===this.state||\"reloading\"===this.state},eh.prototype.loadVectorData=function(t,e,r){if(this.hasData()&&this.unloadVectorData(),this.state=\"loaded\",t){for(var n in t.featureIndex&&(this.latestFeatureIndex=t.featureIndex,t.rawTileData?(this.latestRawTileData=t.rawTileData,this.latestFeatureIndex.rawTileData=t.rawTileData):this.latestRawTileData&&(this.latestFeatureIndex.rawTileData=this.latestRawTileData)),this.collisionBoxArray=t.collisionBoxArray,this.buckets=function(t,e){var r={};if(!e)return r;for(var n=function(){var t=a[i],n=t.layerIds.map((function(t){return e.getLayer(t)})).filter(Boolean);if(0!==n.length){t.layers=n,t.stateDependentLayerIds&&(t.stateDependentLayers=t.stateDependentLayerIds.map((function(t){return n.filter((function(e){return e.id===t}))[0]})));for(var o=0,s=n;o<s.length;o+=1){var l=s[o];r[l.id]=t}}},i=0,a=t;i<a.length;i+=1)n();return r}(t.buckets,e.style),this.hasSymbolBuckets=!1,this.buckets){var i=this.buckets[n];if(i instanceof fu){if(this.hasSymbolBuckets=!0,!r)break;i.justReloaded=!0}}if(this.hasRTLText=!1,this.hasSymbolBuckets)for(var a in this.buckets){var o=this.buckets[a];if(o instanceof fu&&o.hasRTLText){this.hasRTLText=!0,zi.isLoading()||zi.isLoaded()||\"deferred\"!==Ii()||Pi();break}}for(var s in this.queryPadding=0,this.buckets){var l=this.buckets[s];this.queryPadding=Math.max(this.queryPadding,e.style.getLayer(s).queryRadius(l))}t.imageAtlas&&(this.imageAtlas=t.imageAtlas),t.glyphAtlasImage&&(this.glyphAtlasImage=t.glyphAtlasImage)}else this.collisionBoxArray=new Aa},eh.prototype.unloadVectorData=function(){for(var t in this.buckets)this.buckets[t].destroy();this.buckets={},this.imageAtlasTexture&&this.imageAtlasTexture.destroy(),this.imageAtlas&&(this.imageAtlas=null),this.glyphAtlasTexture&&this.glyphAtlasTexture.destroy(),this.latestFeatureIndex=null,this.state=\"unloaded\"},eh.prototype.getBucket=function(t){return this.buckets[t.id]},eh.prototype.upload=function(t){for(var e in this.buckets){var r=this.buckets[e];r.uploadPending()&&r.upload(t)}var n=t.gl;this.imageAtlas&&!this.imageAtlas.uploaded&&(this.imageAtlasTexture=new Eu(t,this.imageAtlas.image,n.RGBA),this.imageAtlas.uploaded=!0),this.glyphAtlasImage&&(this.glyphAtlasTexture=new Eu(t,this.glyphAtlasImage,n.ALPHA),this.glyphAtlasImage=null)},eh.prototype.prepare=function(t){this.imageAtlas&&this.imageAtlas.patchUpdatedImages(t,this.imageAtlasTexture)},eh.prototype.queryRenderedFeatures=function(t,e,r,n,i,a,o,s,l,c){return this.latestFeatureIndex&&this.latestFeatureIndex.rawTileData?this.latestFeatureIndex.query({queryGeometry:n,cameraQueryGeometry:i,scale:a,tileSize:this.tileSize,pixelPosMatrix:c,transform:s,params:o,queryPadding:this.queryPadding*l},t,e,r):{}},eh.prototype.querySourceFeatures=function(t,e){var r=this.latestFeatureIndex;if(r&&r.rawTileData){var n=r.loadVTLayers(),i=e?e.sourceLayer:\"\",a=n._geojsonTileLayer||n[i];if(a)for(var o=An(e&&e.filter),s=this.tileID.canonical,l=s.z,c=s.x,u=s.y,h={z:l,x:c,y:u},f=0;f<a.length;f++){var p=a.feature(f);if(o.needGeometry){var d=vo(p,!0);if(!o.filter(new Oi(this.tileID.overscaledZ),d,this.tileID.canonical))continue}else if(!o.filter(new Oi(this.tileID.overscaledZ),p))continue;var m=r.getId(p,i),g=new Yu(p,l,c,u,m);g.tile=h,t.push(g)}}},eh.prototype.hasData=function(){return\"loaded\"===this.state||\"reloading\"===this.state||\"expired\"===this.state},eh.prototype.patternsLoaded=function(){return this.imageAtlas&&!!Object.keys(this.imageAtlas.patternPositions).length},eh.prototype.setExpiryData=function(t){var e=this.expirationTime;if(t.cacheControl){var r=E(t.cacheControl);r[\"max-age\"]&&(this.expirationTime=Date.now()+1e3*r[\"max-age\"])}else t.expires&&(this.expirationTime=new Date(t.expires).getTime());if(this.expirationTime){var n=Date.now(),i=!1;if(this.expirationTime>n)i=!1;else if(e)if(this.expirationTime<e)i=!0;else{var a=this.expirationTime-e;a?this.expirationTime=n+Math.max(a,3e4):i=!0}else i=!0;i?(this.expiredRequestCount++,this.state=\"expired\"):this.expiredRequestCount=0}},eh.prototype.getExpiryTimeout=function(){if(this.expirationTime)return this.expiredRequestCount?1e3*(1<<Math.min(this.expiredRequestCount-1,31)):Math.min(this.expirationTime-(new Date).getTime(),Math.pow(2,31)-1)},eh.prototype.setFeatureState=function(t,e){if(this.latestFeatureIndex&&this.latestFeatureIndex.rawTileData&&0!==Object.keys(t).length){var r=this.latestFeatureIndex.loadVTLayers();for(var n in this.buckets)if(e.style.hasLayer(n)){var i=this.buckets[n],a=i.layers[0].sourceLayer||\"_geojsonTileLayer\",o=r[a],s=t[a];if(o&&s&&0!==Object.keys(s).length){i.update(s,o,this.imageAtlas&&this.imageAtlas.patternPositions||{});var l=e&&e.style&&e.style.getLayer(n);l&&(this.queryPadding=Math.max(this.queryPadding,l.queryRadius(i)))}}}},eh.prototype.holdingForFade=function(){return void 0!==this.symbolFadeHoldUntil},eh.prototype.symbolFadeFinished=function(){return!this.symbolFadeHoldUntil||this.symbolFadeHoldUntil<N.now()},eh.prototype.clearFadeHold=function(){this.symbolFadeHoldUntil=void 0},eh.prototype.setHoldDuration=function(t){this.symbolFadeHoldUntil=N.now()+t},eh.prototype.setDependencies=function(t,e){for(var r={},n=0,i=e;n<i.length;n+=1)r[i[n]]=!0;this.dependencies[t]=r},eh.prototype.hasDependency=function(t,e){for(var r=0,n=t;r<n.length;r+=1){var i=n[r],a=this.dependencies[i];if(a)for(var o=0,s=e;o<s.length;o+=1)if(a[s[o]])return!0}return!1};var rh=s.performance,nh=function(t){this._marks={start:[t.url,\"start\"].join(\"#\"),end:[t.url,\"end\"].join(\"#\"),measure:t.url.toString()},rh.mark(this._marks.start)};nh.prototype.finish=function(){rh.mark(this._marks.end);var t=rh.getEntriesByName(this._marks.measure);return 0===t.length&&(rh.measure(this._marks.measure,this._marks.start,this._marks.end),t=rh.getEntriesByName(this._marks.measure),rh.clearMarks(this._marks.start),rh.clearMarks(this._marks.end),rh.clearMeasures(this._marks.measure)),t},t.Actor=Lu,t.AlphaImage=Jo,t.CanonicalTileID=Vu,t.CollisionBoxArray=Aa,t.Color=ce,t.DEMData=Zu,t.DataConstantProperty=qi,t.DictionaryCoder=Wu,t.EXTENT=po,t.ErrorEvent=Dt,t.EvaluationParameters=Oi,t.Event=Ot,t.Evented=Rt,t.FeatureIndex=Ju,t.FillBucket=Us,t.FillExtrusionBucket=il,t.ImageAtlas=sc,t.ImagePosition=ac,t.LineBucket=ml,t.LngLat=Ou,t.LngLatBounds=Pu,t.MercatorCoordinate=Uu,t.ONE_EM=Cl,t.OverscaledTileID=Hu,t.Point=a,t.Point$1=a,t.Properties=Yi,t.Protobuf=Pl,t.RGBAImage=Ko,t.RequestManager=Z,t.RequestPerformance=nh,t.ResourceType=bt,t.SegmentVector=Da,t.SourceFeatureState=$u,t.StructArrayLayout1ui2=wa,t.StructArrayLayout2f1f2i16=pa,t.StructArrayLayout2i4=ra,t.StructArrayLayout3ui6=ma,t.StructArrayLayout4i8=na,t.SymbolBucket=fu,t.Texture=Eu,t.Tile=eh,t.Transitionable=Fi,t.Uniform1f=$a,t.Uniform1i=Xa,t.Uniform2f=Ja,t.Uniform3f=Ka,t.Uniform4f=Qa,t.UniformColor=to,t.UniformMatrix4f=ro,t.UnwrappedTileID=qu,t.ValidationError=Bt,t.WritingMode=lc,t.ZoomHistory=fi,t.add=function(t,e,r){return t[0]=e[0]+r[0],t[1]=e[1]+r[1],t[2]=e[2]+r[2],t},t.addDynamicAttributes=lu,t.asyncAll=function(t,e,r){if(!t.length)return r(null,[]);var n=t.length,i=new Array(t.length),a=null;t.forEach((function(t,o){e(t,(function(t,e){t&&(a=t),i[o]=e,0==--n&&r(a,i)}))}))},t.bezier=c,t.bindAll=v,t.browser=N,t.cacheEntryPossiblyAdded=function(t){++xt>ft&&(t.getActor().send(\"enforceCacheSizeLimit\",ht),xt=0)},t.clamp=h,t.clearTileCache=function(t){var e=s.caches.delete(ut);t&&e.catch(t).then((function(){return t()}))},t.clipLine=Fc,t.clone=function(t){var e=new Fo(16);return e[0]=t[0],e[1]=t[1],e[2]=t[2],e[3]=t[3],e[4]=t[4],e[5]=t[5],e[6]=t[6],e[7]=t[7],e[8]=t[8],e[9]=t[9],e[10]=t[10],e[11]=t[11],e[12]=t[12],e[13]=t[13],e[14]=t[14],e[15]=t[15],e},t.clone$1=w,t.clone$2=function(t){var e=new Fo(3);return e[0]=t[0],e[1]=t[1],e[2]=t[2],e},t.collisionCircleLayout=Ml,t.config=j,t.create=function(){var t=new Fo(16);return Fo!=Float32Array&&(t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[11]=0,t[12]=0,t[13]=0,t[14]=0),t[0]=1,t[5]=1,t[10]=1,t[15]=1,t},t.create$1=function(){var t=new Fo(9);return Fo!=Float32Array&&(t[1]=0,t[2]=0,t[3]=0,t[5]=0,t[6]=0,t[7]=0),t[0]=1,t[4]=1,t[8]=1,t},t.create$2=function(){var t=new Fo(4);return Fo!=Float32Array&&(t[1]=0,t[2]=0),t[0]=1,t[3]=1,t},t.createCommonjsModule=e,t.createExpression=hn,t.createLayout=ta,t.createStyleLayer=function(t){return\"custom\"===t.type?new bu(t):new wu[t.type](t)},t.cross=function(t,e,r){var n=e[0],i=e[1],a=e[2],o=r[0],s=r[1],l=r[2];return t[0]=i*l-a*s,t[1]=a*o-n*l,t[2]=n*s-i*o,t},t.deepEqual=function t(e,r){if(Array.isArray(e)){if(!Array.isArray(r)||e.length!==r.length)return!1;for(var n=0;n<e.length;n++)if(!t(e[n],r[n]))return!1;return!0}if(\"object\"==typeof e&&null!==e&&null!==r){if(\"object\"!=typeof r)return!1;if(Object.keys(e).length!==Object.keys(r).length)return!1;for(var i in e)if(!t(e[i],r[i]))return!1;return!0}return 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r=t.tileID.canonical;if(!this._geoJSONIndex)return e(null,null);var n=this._geoJSONIndex.getTile(r.z,r.x,r.y);if(!n)return e(null,null);var i=new g(n.features),a=b(i);0===a.byteOffset&&a.byteLength===a.buffer.byteLength||(a=new Uint8Array(a)),e(null,{vectorTile:i,rawData:a.buffer})}V.prototype.load=function(t){var e=this.options,r=e.log,n=e.minZoom,i=e.maxZoom,a=e.nodeSize;r&&console.time(\"total time\");var o=\"prepare \"+t.length+\" points\";r&&console.time(o),this.points=t;for(var s=[],l=0;l<t.length;l++)t[l].geometry&&s.push(H(t[l],l));this.trees[i+1]=new j(s,$,J,a,Float32Array),r&&console.timeEnd(o);for(var c=i;c>=n;c--){var u=+Date.now();s=this._cluster(s,c),this.trees[c]=new j(s,$,J,a,Float32Array),r&&console.log(\"z%d: %d clusters in %dms\",c,s.length,+Date.now()-u)}return r&&console.timeEnd(\"total time\"),this},V.prototype.getClusters=function(t,e){var r=((t[0]+180)%360+360)%360-180,n=Math.max(-90,Math.min(90,t[1])),i=180===t[2]?180:((t[2]+180)%360+360)%360-180,a=Math.max(-90,Math.min(90,t[3]));if(t[2]-t[0]>=360)r=-180,i=180;else if(r>i){var o=this.getClusters([r,n,180,a],e),s=this.getClusters([-180,n,i,a],e);return o.concat(s)}for(var l=this.trees[this._limitZoom(e)],c=[],u=0,h=l.range(W(r),Y(a),W(i),Y(n));u<h.length;u+=1){var f=h[u],p=l.points[f];c.push(p.numPoints?G(p):this.points[p.index])}return c},V.prototype.getChildren=function(t){var e=this._getOriginId(t),r=this._getOriginZoom(t),n=\"No cluster with the specified id.\",i=this.trees[r];if(!i)throw new Error(n);var a=i.points[e];if(!a)throw new Error(n);for(var o=this.options.radius/(this.options.extent*Math.pow(2,r-1)),s=[],l=0,c=i.within(a.x,a.y,o);l<c.length;l+=1){var u=c[l],h=i.points[u];h.parentId===t&&s.push(h.numPoints?G(h):this.points[h.index])}if(0===s.length)throw new Error(n);return s},V.prototype.getLeaves=function(t,e,r){e=e||10,r=r||0;var n=[];return this._appendLeaves(n,t,e,r,0),n},V.prototype.getTile=function(t,e,r){var n=this.trees[this._limitZoom(t)],i=Math.pow(2,t),a=this.options,o=a.extent,s=a.radius/o,l=(r-s)/i,c=(r+1+s)/i,u={features:[]};return this._addTileFeatures(n.range((e-s)/i,l,(e+1+s)/i,c),n.points,e,r,i,u),0===e&&this._addTileFeatures(n.range(1-s/i,l,1,c),n.points,i,r,i,u),e===i-1&&this._addTileFeatures(n.range(0,l,s/i,c),n.points,-1,r,i,u),u.features.length?u:null},V.prototype.getClusterExpansionZoom=function(t){for(var e=this._getOriginZoom(t)-1;e<=this.options.maxZoom;){var r=this.getChildren(t);if(e++,1!==r.length)break;t=r[0].properties.cluster_id}return e},V.prototype._appendLeaves=function(t,e,r,n,i){for(var a=0,o=this.getChildren(e);a<o.length;a+=1){var s=o[a],l=s.properties;if(l&&l.cluster?i+l.point_count<=n?i+=l.point_count:i=this._appendLeaves(t,l.cluster_id,r,n,i):i<n?i++:t.push(s),t.length===r)break}return i},V.prototype._addTileFeatures=function(t,e,r,n,i,a){for(var o=0,s=t;o<s.length;o+=1){var l=e[s[o]],c=l.numPoints,u={type:1,geometry:[[Math.round(this.options.extent*(l.x*i-r)),Math.round(this.options.extent*(l.y*i-n))]],tags:c?Z(l):this.points[l.index].properties},h=void 0;c?h=l.id:this.options.generateId?h=l.index:this.points[l.index].id&&(h=this.points[l.index].id),void 0!==h&&(u.id=h),a.features.push(u)}},V.prototype._limitZoom=function(t){return Math.max(this.options.minZoom,Math.min(+t,this.options.maxZoom+1))},V.prototype._cluster=function(t,e){for(var r=[],n=this.options,i=n.radius,a=n.extent,o=n.reduce,s=n.minPoints,l=i/(a*Math.pow(2,e)),c=0;c<t.length;c++){var u=t[c];if(!(u.zoom<=e)){u.zoom=e;for(var h=this.trees[e+1],f=h.within(u.x,u.y,l),p=u.numPoints||1,d=p,m=0,g=f;m<g.length;m+=1){var y=g[m],v=h.points[y];v.zoom>e&&(d+=v.numPoints||1)}if(d>=s){for(var x=u.x*p,_=u.y*p,b=o&&p>1?this._map(u,!0):null,w=(c<<5)+(e+1)+this.points.length,T=0,k=f;T<k.length;T+=1){var A=k[T],M=h.points[A];if(!(M.zoom<=e)){M.zoom=e;var S=M.numPoints||1;x+=M.x*S,_+=M.y*S,M.parentId=w,o&&(b||(b=this._map(u,!0)),o(b,this._map(M)))}}u.parentId=w,r.push(q(x/d,_/d,w,d,b))}else if(r.push(u),d>1)for(var E=0,C=f;E<C.length;E+=1){var L=C[E],I=h.points[L];I.zoom<=e||(I.zoom=e,r.push(I))}}}return r},V.prototype._getOriginId=function(t){return t-this.points.length>>5},V.prototype._getOriginZoom=function(t){return(t-this.points.length)%32},V.prototype._map=function(t,e){if(t.numPoints)return e?X({},t.properties):t.properties;var r=this.points[t.index].properties,n=this.options.map(r);return e&&n===r?X({},n):n},Tt.prototype.options={maxZoom:14,indexMaxZoom:5,indexMaxPoints:1e5,tolerance:3,extent:4096,buffer:64,lineMetrics:!1,promoteId:null,generateId:!1,debug:0},Tt.prototype.splitTile=function(t,e,r,n,i,a,o){for(var s=[t,e,r,n],l=this.options,c=l.debug;s.length;){n=s.pop(),r=s.pop(),e=s.pop(),t=s.pop();var u=1<<e,h=kt(e,r,n),f=this.tiles[h];if(!f&&(c>1&&console.time(\"creation\"),f=this.tiles[h]=_t(t,e,r,n,l),this.tileCoords.push({z:e,x:r,y:n}),c)){c>1&&(console.log(\"tile z%d-%d-%d (features: %d, points: %d, simplified: %d)\",e,r,n,f.numFeatures,f.numPoints,f.numSimplified),console.timeEnd(\"creation\"));var p=\"z\"+e;this.stats[p]=(this.stats[p]||0)+1,this.total++}if(f.source=t,i){if(e===l.maxZoom||e===i)continue;var d=1<<i-e;if(r!==Math.floor(a/d)||n!==Math.floor(o/d))continue}else if(e===l.indexMaxZoom||f.numPoints<=l.indexMaxPoints)continue;if(f.source=null,0!==t.length){c>1&&console.time(\"clipping\");var m,g,y,v,x,_,b=.5*l.buffer/l.extent,w=.5-b,T=.5+b,k=1+b;m=g=y=v=null,x=lt(t,u,r-b,r+T,0,f.minX,f.maxX,l),_=lt(t,u,r+w,r+k,0,f.minX,f.maxX,l),t=null,x&&(m=lt(x,u,n-b,n+T,1,f.minY,f.maxY,l),g=lt(x,u,n+w,n+k,1,f.minY,f.maxY,l),x=null),_&&(y=lt(_,u,n-b,n+T,1,f.minY,f.maxY,l),v=lt(_,u,n+w,n+k,1,f.minY,f.maxY,l),_=null),c>1&&console.timeEnd(\"clipping\"),s.push(m||[],e+1,2*r,2*n),s.push(g||[],e+1,2*r,2*n+1),s.push(y||[],e+1,2*r+1,2*n),s.push(v||[],e+1,2*r+1,2*n+1)}}},Tt.prototype.getTile=function(t,e,r){var n=this.options,i=n.extent,a=n.debug;if(t<0||t>24)return null;var o=1<<t,s=kt(t,e=(e%o+o)%o,r);if(this.tiles[s])return vt(this.tiles[s],i);a>1&&console.log(\"drilling down to z%d-%d-%d\",t,e,r);for(var l,c=t,u=e,h=r;!l&&c>0;)c--,u=Math.floor(u/2),h=Math.floor(h/2),l=this.tiles[kt(c,u,h)];return l&&l.source?(a>1&&console.log(\"found parent tile z%d-%d-%d\",c,u,h),a>1&&console.time(\"drilling down\"),this.splitTile(l.source,c,u,h,t,e,r),a>1&&console.timeEnd(\"drilling down\"),this.tiles[s]?vt(this.tiles[s],i):null):null};var Mt=function(e){function r(t,r,n,i){e.call(this,t,r,n,At),i&&(this.loadGeoJSON=i)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.loadData=function(t,e){this._pendingCallback&&this._pendingCallback(null,{abandoned:!0}),this._pendingCallback=e,this._pendingLoadDataParams=t,this._state&&\"Idle\"!==this._state?this._state=\"NeedsLoadData\":(this._state=\"Coalescing\",this._loadData())},r.prototype._loadData=function(){var e=this;if(this._pendingCallback&&this._pendingLoadDataParams){var r=this._pendingCallback,n=this._pendingLoadDataParams;delete this._pendingCallback,delete this._pendingLoadDataParams;var i=!!(n&&n.request&&n.request.collectResourceTiming)&&new t.RequestPerformance(n.request);this.loadGeoJSON(n,(function(a,o){if(a||!o)return r(a);if(\"object\"!=typeof o)return r(new Error(\"Input data given to '\"+n.source+\"' is not a valid GeoJSON 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i=n[r];o.accumulated=t[i],t[i]=a[i].evaluate(o,s)}},r}(n)).load(o.features):function(t,e){return new Tt(t,e)}(o,n.geojsonVtOptions)}catch(a){return r(a)}e.loaded={};var c={};if(i){var u=i.finish();u&&(c.resourceTiming={},c.resourceTiming[n.source]=JSON.parse(JSON.stringify(u)))}r(null,c)}))}},r.prototype.coalesce=function(){\"Coalescing\"===this._state?this._state=\"Idle\":\"NeedsLoadData\"===this._state&&(this._state=\"Coalescing\",this._loadData())},r.prototype.reloadTile=function(t,r){var n=this.loaded,i=t.uid;return n&&n[i]?e.prototype.reloadTile.call(this,t,r):this.loadTile(t,r)},r.prototype.loadGeoJSON=function(e,r){if(e.request)t.getJSON(e.request,r);else{if(\"string\"!=typeof e.data)return r(new Error(\"Input data given to '\"+e.source+\"' is not a valid GeoJSON object.\"));try{return r(null,JSON.parse(e.data))}catch(t){return r(new Error(\"Input data given to '\"+e.source+\"' is not a valid GeoJSON object.\"))}}},r.prototype.removeSource=function(t,e){this._pendingCallback&&this._pendingCallback(null,{abandoned:!0}),e()},r.prototype.getClusterExpansionZoom=function(t,e){try{e(null,this._geoJSONIndex.getClusterExpansionZoom(t.clusterId))}catch(t){e(t)}},r.prototype.getClusterChildren=function(t,e){try{e(null,this._geoJSONIndex.getChildren(t.clusterId))}catch(t){e(t)}},r.prototype.getClusterLeaves=function(t,e){try{e(null,this._geoJSONIndex.getLeaves(t.clusterId,t.limit,t.offset))}catch(t){e(t)}},r}(l);var St=function(e){var r=this;this.self=e,this.actor=new t.Actor(e,this),this.layerIndexes={},this.availableImages={},this.workerSourceTypes={vector:l,geojson:Mt},this.workerSources={},this.demWorkerSources={},this.self.registerWorkerSource=function(t,e){if(r.workerSourceTypes[t])throw new Error('Worker source with name \"'+t+'\" already registered.');r.workerSourceTypes[t]=e},this.self.registerRTLTextPlugin=function(e){if(t.plugin.isParsed())throw new Error(\"RTL text plugin already 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t.Point(r.clientX-n.left-e.clientLeft,r.clientY-n.top-e.clientTop)},r.touchPos=function(e,r){for(var n=e.getBoundingClientRect(),i=[],a=0;a<r.length;a++)i.push(new t.Point(r[a].clientX-n.left-e.clientLeft,r[a].clientY-n.top-e.clientTop));return i},r.mouseButton=function(e){return void 0!==t.window.InstallTrigger&&2===e.button&&e.ctrlKey&&t.window.navigator.platform.toUpperCase().indexOf(\"MAC\")>=0?0:e.button},r.remove=function(t){t.parentNode&&t.parentNode.removeChild(t)};var f=function(e){function r(){e.call(this),this.images={},this.updatedImages={},this.callbackDispatchedThisFrame={},this.loaded=!1,this.requestors=[],this.patterns={},this.atlasImage=new t.RGBAImage({width:1,height:1}),this.dirty=!0}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.isLoaded=function(){return this.loaded},r.prototype.setLoaded=function(t){if(this.loaded!==t&&(this.loaded=t,t)){for(var e=0,r=this.requestors;e<r.length;e+=1){var n=r[e],i=n.ids,a=n.callback;this._notify(i,a)}this.requestors=[]}},r.prototype.getImage=function(t){return this.images[t]},r.prototype.addImage=function(t,e){this._validate(t,e)&&(this.images[t]=e)},r.prototype._validate=function(e,r){var n=!0;return this._validateStretch(r.stretchX,r.data&&r.data.width)||(this.fire(new t.ErrorEvent(new Error('Image \"'+e+'\" has invalid \"stretchX\" value'))),n=!1),this._validateStretch(r.stretchY,r.data&&r.data.height)||(this.fire(new t.ErrorEvent(new Error('Image \"'+e+'\" has invalid \"stretchY\" value'))),n=!1),this._validateContent(r.content,r)||(this.fire(new t.ErrorEvent(new Error('Image \"'+e+'\" has invalid \"content\" value'))),n=!1),n},r.prototype._validateStretch=function(t,e){if(!t)return!0;for(var r=0,n=0,i=t;n<i.length;n+=1){var a=i[n];if(a[0]<r||a[1]<a[0]||e<a[1])return!1;r=a[1]}return!0},r.prototype._validateContent=function(t,e){return!(t&&(4!==t.length||t[0]<0||e.data.width<t[0]||t[1]<0||e.data.height<t[1]||t[2]<0||e.data.width<t[2]||t[3]<0||e.data.height<t[3]||t[2]<t[0]||t[3]<t[1]))},r.prototype.updateImage=function(t,e){var r=this.images[t];e.version=r.version+1,this.images[t]=e,this.updatedImages[t]=!0},r.prototype.removeImage=function(t){var e=this.images[t];delete this.images[t],delete this.patterns[t],e.userImage&&e.userImage.onRemove&&e.userImage.onRemove()},r.prototype.listImages=function(){return Object.keys(this.images)},r.prototype.getImages=function(t,e){var r=!0;if(!this.isLoaded())for(var n=0,i=t;n<i.length;n+=1){var a=i[n];this.images[a]||(r=!1)}this.isLoaded()||r?this._notify(t,e):this.requestors.push({ids:t,callback:e})},r.prototype._notify=function(e,r){for(var n={},i=0,a=e;i<a.length;i+=1){var o=a[i];this.images[o]||this.fire(new t.Event(\"styleimagemissing\",{id:o}));var s=this.images[o];s?n[o]={data:s.data.clone(),pixelRatio:s.pixelRatio,sdf:s.sdf,version:s.version,stretchX:s.stretchX,stretchY:s.stretchY,content:s.content,hasRenderCallback:Boolean(s.userImage&&s.userImage.render)}:t.warnOnce('Image \"'+o+'\" could not be loaded. Please make sure you have added the image with map.addImage() or a \"sprite\" property in your style. You can provide missing images by listening for the \"styleimagemissing\" map event.')}r(null,n)},r.prototype.getPixelSize=function(){var t=this.atlasImage;return{width:t.width,height:t.height}},r.prototype.getPattern=function(e){var r=this.patterns[e],n=this.getImage(e);if(!n)return null;if(r&&r.position.version===n.version)return r.position;if(r)r.position.version=n.version;else{var i={w:n.data.width+2,h:n.data.height+2,x:0,y:0},a=new t.ImagePosition(i,n);this.patterns[e]={bin:i,position:a}}return this._updatePatternAtlas(),this.patterns[e].position},r.prototype.bind=function(e){var r=e.gl;this.atlasTexture?this.dirty&&(this.atlasTexture.update(this.atlasImage),this.dirty=!1):this.atlasTexture=new t.Texture(e,this.atlasImage,r.RGBA),this.atlasTexture.bind(r.LINEAR,r.CLAMP_TO_EDGE)},r.prototype._updatePatternAtlas=function(){var e=[];for(var r in this.patterns)e.push(this.patterns[r].bin);var n=t.potpack(e),i=n.w,a=n.h,o=this.atlasImage;for(var s in o.resize({width:i||1,height:a||1}),this.patterns){var l=this.patterns[s].bin,c=l.x+1,u=l.y+1,h=this.images[s].data,f=h.width,p=h.height;t.RGBAImage.copy(h,o,{x:0,y:0},{x:c,y:u},{width:f,height:p}),t.RGBAImage.copy(h,o,{x:0,y:p-1},{x:c,y:u-1},{width:f,height:1}),t.RGBAImage.copy(h,o,{x:0,y:0},{x:c,y:u+p},{width:f,height:1}),t.RGBAImage.copy(h,o,{x:f-1,y:0},{x:c-1,y:u},{width:1,height:p}),t.RGBAImage.copy(h,o,{x:0,y:0},{x:c+f,y:u},{width:1,height:p})}this.dirty=!0},r.prototype.beginFrame=function(){this.callbackDispatchedThisFrame={}},r.prototype.dispatchRenderCallbacks=function(t){for(var e=0,r=t;e<r.length;e+=1){var n=r[e];if(!this.callbackDispatchedThisFrame[n]){this.callbackDispatchedThisFrame[n]=!0;var i=this.images[n];h(i)&&this.updateImage(n,i)}}},r}(t.Evented);var p=g,d=g,m=1e20;function g(t,e,r,n,i,a){this.fontSize=t||24,this.buffer=void 0===e?3:e,this.cutoff=n||.25,this.fontFamily=i||\"sans-serif\",this.fontWeight=a||\"normal\",this.radius=r||8;var o=this.size=this.fontSize+2*this.buffer;this.canvas=document.createElement(\"canvas\"),this.canvas.width=this.canvas.height=o,this.ctx=this.canvas.getContext(\"2d\"),this.ctx.font=this.fontWeight+\" \"+this.fontSize+\"px \"+this.fontFamily,this.ctx.textBaseline=\"middle\",this.ctx.fillStyle=\"black\",this.gridOuter=new Float64Array(o*o),this.gridInner=new Float64Array(o*o),this.f=new Float64Array(o),this.d=new Float64Array(o),this.z=new Float64Array(o+1),this.v=new Int16Array(o),this.middle=Math.round(o/2*(navigator.userAgent.indexOf(\"Gecko/\")>=0?1.2:1))}function y(t,e,r,n,i,a,o){for(var s=0;s<e;s++){for(var l=0;l<r;l++)n[l]=t[l*e+s];for(v(n,i,a,o,r),l=0;l<r;l++)t[l*e+s]=i[l]}for(l=0;l<r;l++){for(s=0;s<e;s++)n[s]=t[l*e+s];for(v(n,i,a,o,e),s=0;s<e;s++)t[l*e+s]=Math.sqrt(i[s])}}function v(t,e,r,n,i){r[0]=0,n[0]=-m,n[1]=+m;for(var a=1,o=0;a<i;a++){for(var s=(t[a]+a*a-(t[r[o]]+r[o]*r[o]))/(2*a-2*r[o]);s<=n[o];)o--,s=(t[a]+a*a-(t[r[o]]+r[o]*r[o]))/(2*a-2*r[o]);r[++o]=a,n[o]=s,n[o+1]=+m}for(a=0,o=0;a<i;a++){for(;n[o+1]<a;)o++;e[a]=(a-r[o])*(a-r[o])+t[r[o]]}}g.prototype.draw=function(t){this.ctx.clearRect(0,0,this.size,this.size),this.ctx.fillText(t,this.buffer,this.middle);for(var e=this.ctx.getImageData(0,0,this.size,this.size),r=new Uint8ClampedArray(this.size*this.size),n=0;n<this.size*this.size;n++){var i=e.data[4*n+3]/255;this.gridOuter[n]=1===i?0:0===i?m:Math.pow(Math.max(0,.5-i),2),this.gridInner[n]=1===i?m:0===i?0:Math.pow(Math.max(0,i-.5),2)}for(y(this.gridOuter,this.size,this.size,this.f,this.d,this.v,this.z),y(this.gridInner,this.size,this.size,this.f,this.d,this.v,this.z),n=0;n<this.size*this.size;n++){var a=this.gridOuter[n]-this.gridInner[n];r[n]=Math.max(0,Math.min(255,Math.round(255-255*(a/this.radius+this.cutoff))))}return r},p.default=d;var x=function(t,e){this.requestManager=t,this.localIdeographFontFamily=e,this.entries={}};x.prototype.setURL=function(t){this.url=t},x.prototype.getGlyphs=function(e,r){var n=this,i=[];for(var a in e)for(var o=0,s=e[a];o<s.length;o+=1){var l=s[o];i.push({stack:a,id:l})}t.asyncAll(i,(function(t,e){var r=t.stack,i=t.id,a=n.entries[r];a||(a=n.entries[r]={glyphs:{},requests:{},ranges:{}});var o=a.glyphs[i];if(void 0===o){if(o=n._tinySDF(a,r,i))return a.glyphs[i]=o,void e(null,{stack:r,id:i,glyph:o});var s=Math.floor(i/256);if(256*s>65535)e(new Error(\"glyphs > 65535 not supported\"));else if(a.ranges[s])e(null,{stack:r,id:i,glyph:o});else{var l=a.requests[s];l||(l=a.requests[s]=[],x.loadGlyphRange(r,s,n.url,n.requestManager,(function(t,e){if(e){for(var r in e)n._doesCharSupportLocalGlyph(+r)||(a.glyphs[+r]=e[+r]);a.ranges[s]=!0}for(var i=0,o=l;i<o.length;i+=1)(0,o[i])(t,e);delete a.requests[s]}))),l.push((function(t,n){t?e(t):n&&e(null,{stack:r,id:i,glyph:n[i]||null})}))}}else e(null,{stack:r,id:i,glyph:o})}),(function(t,e){if(t)r(t);else if(e){for(var n={},i=0,a=e;i<a.length;i+=1){var o=a[i],s=o.stack,l=o.id,c=o.glyph;(n[s]||(n[s]={}))[l]=c&&{id:c.id,bitmap:c.bitmap.clone(),metrics:c.metrics}}r(null,n)}}))},x.prototype._doesCharSupportLocalGlyph=function(e){return!!this.localIdeographFontFamily&&(t.isChar[\"CJK Unified Ideographs\"](e)||t.isChar[\"Hangul Syllables\"](e)||t.isChar.Hiragana(e)||t.isChar.Katakana(e))},x.prototype._tinySDF=function(e,r,n){var i=this.localIdeographFontFamily;if(i&&this._doesCharSupportLocalGlyph(n)){var a=e.tinySDF;if(!a){var o=\"400\";/bold/i.test(r)?o=\"900\":/medium/i.test(r)?o=\"500\":/light/i.test(r)&&(o=\"200\"),a=e.tinySDF=new x.TinySDF(24,3,8,.25,i,o)}return{id:n,bitmap:new t.AlphaImage({width:30,height:30},a.draw(String.fromCharCode(n))),metrics:{width:24,height:24,left:0,top:-8,advance:24}}}},x.loadGlyphRange=function(e,r,n,i,a){var o=256*r,s=o+255,l=i.transformRequest(i.normalizeGlyphsURL(n).replace(\"{fontstack}\",e).replace(\"{range}\",o+\"-\"+s),t.ResourceType.Glyphs);t.getArrayBuffer(l,(function(e,r){if(e)a(e);else if(r){for(var n={},i=0,o=t.parseGlyphPBF(r);i<o.length;i+=1){var s=o[i];n[s.id]=s}a(null,n)}}))},x.TinySDF=p;var _=function(){this.specification=t.styleSpec.light.position};_.prototype.possiblyEvaluate=function(e,r){return t.sphericalToCartesian(e.expression.evaluate(r))},_.prototype.interpolate=function(e,r,n){return{x:t.number(e.x,r.x,n),y:t.number(e.y,r.y,n),z:t.number(e.z,r.z,n)}};var b=new t.Properties({anchor:new t.DataConstantProperty(t.styleSpec.light.anchor),position:new _,color:new t.DataConstantProperty(t.styleSpec.light.color),intensity:new t.DataConstantProperty(t.styleSpec.light.intensity)}),w=\"-transition\",T=function(e){function r(r){e.call(this),this._transitionable=new t.Transitionable(b),this.setLight(r),this._transitioning=this._transitionable.untransitioned()}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.getLight=function(){return this._transitionable.serialize()},r.prototype.setLight=function(e,r){if(void 0===r&&(r={}),!this._validate(t.validateLight,e,r))for(var n in e){var i=e[n];t.endsWith(n,w)?this._transitionable.setTransition(n.slice(0,-11),i):this._transitionable.setValue(n,i)}},r.prototype.updateTransitions=function(t){this._transitioning=this._transitionable.transitioned(t,this._transitioning)},r.prototype.hasTransition=function(){return this._transitioning.hasTransition()},r.prototype.recalculate=function(t){this.properties=this._transitioning.possiblyEvaluate(t)},r.prototype._validate=function(e,r,n){return(!n||!1!==n.validate)&&t.emitValidationErrors(this,e.call(t.validateStyle,t.extend({value:r,style:{glyphs:!0,sprite:!0},styleSpec:t.styleSpec})))},r}(t.Evented),k=function(t,e){this.width=t,this.height=e,this.nextRow=0,this.data=new Uint8Array(this.width*this.height),this.dashEntry={}};k.prototype.getDash=function(t,e){var r=t.join(\",\")+String(e);return this.dashEntry[r]||(this.dashEntry[r]=this.addDash(t,e)),this.dashEntry[r]},k.prototype.getDashRanges=function(t,e,r){var n=[],i=t.length%2==1?-t[t.length-1]*r:0,a=t[0]*r,o=!0;n.push({left:i,right:a,isDash:o,zeroLength:0===t[0]});for(var s=t[0],l=1;l<t.length;l++){o=!o;var c=t[l];i=s*r,a=(s+=c)*r,n.push({left:i,right:a,isDash:o,zeroLength:0===c})}return n},k.prototype.addRoundDash=function(t,e,r){for(var n=e/2,i=-r;i<=r;i++)for(var a=this.nextRow+r+i,o=this.width*a,s=0,l=t[s],c=0;c<this.width;c++){c/l.right>1&&(l=t[++s]);var u=Math.abs(c-l.left),h=Math.abs(c-l.right),f=Math.min(u,h),p=void 0,d=i/r*(n+1);if(l.isDash){var m=n-Math.abs(d);p=Math.sqrt(f*f+m*m)}else p=n-Math.sqrt(f*f+d*d);this.data[o+c]=Math.max(0,Math.min(255,p+128))}},k.prototype.addRegularDash=function(t){for(var e=t.length-1;e>=0;--e){var r=t[e],n=t[e+1];r.zeroLength?t.splice(e,1):n&&n.isDash===r.isDash&&(n.left=r.left,t.splice(e,1))}var i=t[0],a=t[t.length-1];i.isDash===a.isDash&&(i.left=a.left-this.width,a.right=i.right+this.width);for(var o=this.width*this.nextRow,s=0,l=t[s],c=0;c<this.width;c++){c/l.right>1&&(l=t[++s]);var u=Math.abs(c-l.left),h=Math.abs(c-l.right),f=Math.min(u,h),p=l.isDash?f:-f;this.data[o+c]=Math.max(0,Math.min(255,p+128))}},k.prototype.addDash=function(e,r){var n=r?7:0,i=2*n+1;if(this.nextRow+i>this.height)return t.warnOnce(\"LineAtlas out of space\"),null;for(var a=0,o=0;o<e.length;o++)a+=e[o];if(0!==a){var s=this.width/a,l=this.getDashRanges(e,this.width,s);r?this.addRoundDash(l,s,n):this.addRegularDash(l)}var c={y:(this.nextRow+n+.5)/this.height,height:2*n/this.height,width:a};return this.nextRow+=i,this.dirty=!0,c},k.prototype.bind=function(t){var e=t.gl;this.texture?(e.bindTexture(e.TEXTURE_2D,this.texture),this.dirty&&(this.dirty=!1,e.texSubImage2D(e.TEXTURE_2D,0,0,0,this.width,this.height,e.ALPHA,e.UNSIGNED_BYTE,this.data))):(this.texture=e.createTexture(),e.bindTexture(e.TEXTURE_2D,this.texture),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_WRAP_S,e.REPEAT),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_WRAP_T,e.REPEAT),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MIN_FILTER,e.LINEAR),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MAG_FILTER,e.LINEAR),e.texImage2D(e.TEXTURE_2D,0,e.ALPHA,this.width,this.height,0,e.ALPHA,e.UNSIGNED_BYTE,this.data))};var A=function e(r,n){this.workerPool=r,this.actors=[],this.currentActor=0,this.id=t.uniqueId();for(var i=this.workerPool.acquire(this.id),a=0;a<i.length;a++){var o=i[a],s=new e.Actor(o,n,this.id);s.name=\"Worker \"+a,this.actors.push(s)}};function M(e,r,n){var i=function(i,a){if(i)return n(i);if(a){var o=t.pick(t.extend(a,e),[\"tiles\",\"minzoom\",\"maxzoom\",\"attribution\",\"mapbox_logo\",\"bounds\",\"scheme\",\"tileSize\",\"encoding\"]);a.vector_layers&&(o.vectorLayers=a.vector_layers,o.vectorLayerIds=o.vectorLayers.map((function(t){return t.id}))),o.tiles=r.canonicalizeTileset(o,e.url),n(null,o)}};return e.url?t.getJSON(r.transformRequest(r.normalizeSourceURL(e.url),t.ResourceType.Source),i):t.browser.frame((function(){return i(null,e)}))}A.prototype.broadcast=function(e,r,n){n=n||function(){},t.asyncAll(this.actors,(function(t,n){t.send(e,r,n)}),n)},A.prototype.getActor=function(){return this.currentActor=(this.currentActor+1)%this.actors.length,this.actors[this.currentActor]},A.prototype.remove=function(){this.actors.forEach((function(t){t.remove()})),this.actors=[],this.workerPool.release(this.id)},A.Actor=t.Actor;var S=function(e,r,n){this.bounds=t.LngLatBounds.convert(this.validateBounds(e)),this.minzoom=r||0,this.maxzoom=n||24};S.prototype.validateBounds=function(t){return Array.isArray(t)&&4===t.length?[Math.max(-180,t[0]),Math.max(-90,t[1]),Math.min(180,t[2]),Math.min(90,t[3])]:[-180,-90,180,90]},S.prototype.contains=function(e){var r=Math.pow(2,e.z),n=Math.floor(t.mercatorXfromLng(this.bounds.getWest())*r),i=Math.floor(t.mercatorYfromLat(this.bounds.getNorth())*r),a=Math.ceil(t.mercatorXfromLng(this.bounds.getEast())*r),o=Math.ceil(t.mercatorYfromLat(this.bounds.getSouth())*r);return e.x>=n&&e.x<a&&e.y>=i&&e.y<o};var E=function(e){function r(r,n,i,a){if(e.call(this),this.id=r,this.dispatcher=i,this.type=\"vector\",this.minzoom=0,this.maxzoom=22,this.scheme=\"xyz\",this.tileSize=512,this.reparseOverscaled=!0,this.isTileClipped=!0,this._loaded=!1,t.extend(this,t.pick(n,[\"url\",\"scheme\",\"tileSize\",\"promoteId\"])),this._options=t.extend({type:\"vector\"},n),this._collectResourceTiming=n.collectResourceTiming,512!==this.tileSize)throw new Error(\"vector tile sources must have a tileSize of 512\");this.setEventedParent(a)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this._loaded=!1,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._tileJSONRequest=M(this._options,this.map._requestManager,(function(r,n){e._tileJSONRequest=null,e._loaded=!0,r?e.fire(new t.ErrorEvent(r)):n&&(t.extend(e,n),n.bounds&&(e.tileBounds=new S(n.bounds,e.minzoom,e.maxzoom)),t.postTurnstileEvent(n.tiles,e.map._requestManager._customAccessToken),t.postMapLoadEvent(n.tiles,e.map._getMapId(),e.map._requestManager._skuToken,e.map._requestManager._customAccessToken),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})))}))},r.prototype.loaded=function(){return this._loaded},r.prototype.hasTile=function(t){return!this.tileBounds||this.tileBounds.contains(t.canonical)},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.setSourceProperty=function(t){this._tileJSONRequest&&this._tileJSONRequest.cancel(),t(),this.map.style.sourceCaches[this.id].clearTiles(),this.load()},r.prototype.setTiles=function(t){var e=this;return this.setSourceProperty((function(){e._options.tiles=t})),this},r.prototype.setUrl=function(t){var e=this;return this.setSourceProperty((function(){e.url=t,e._options.url=t})),this},r.prototype.onRemove=function(){this._tileJSONRequest&&(this._tileJSONRequest.cancel(),this._tileJSONRequest=null)},r.prototype.serialize=function(){return t.extend({},this._options)},r.prototype.loadTile=function(e,r){var n=this.map._requestManager.normalizeTileURL(e.tileID.canonical.url(this.tiles,this.scheme)),i={request:this.map._requestManager.transformRequest(n,t.ResourceType.Tile),uid:e.uid,tileID:e.tileID,zoom:e.tileID.overscaledZ,tileSize:this.tileSize*e.tileID.overscaleFactor(),type:this.type,source:this.id,pixelRatio:t.browser.devicePixelRatio,showCollisionBoxes:this.map.showCollisionBoxes,promoteId:this.promoteId};function a(n,i){return delete e.request,e.aborted?r(null):n&&404!==n.status?r(n):(i&&i.resourceTiming&&(e.resourceTiming=i.resourceTiming),this.map._refreshExpiredTiles&&i&&e.setExpiryData(i),e.loadVectorData(i,this.map.painter),t.cacheEntryPossiblyAdded(this.dispatcher),r(null),void(e.reloadCallback&&(this.loadTile(e,e.reloadCallback),e.reloadCallback=null)))}i.request.collectResourceTiming=this._collectResourceTiming,e.actor&&\"expired\"!==e.state?\"loading\"===e.state?e.reloadCallback=r:e.request=e.actor.send(\"reloadTile\",i,a.bind(this)):(e.actor=this.dispatcher.getActor(),e.request=e.actor.send(\"loadTile\",i,a.bind(this)))},r.prototype.abortTile=function(t){t.request&&(t.request.cancel(),delete t.request),t.actor&&t.actor.send(\"abortTile\",{uid:t.uid,type:this.type,source:this.id},void 0)},r.prototype.unloadTile=function(t){t.unloadVectorData(),t.actor&&t.actor.send(\"removeTile\",{uid:t.uid,type:this.type,source:this.id},void 0)},r.prototype.hasTransition=function(){return!1},r}(t.Evented),C=function(e){function r(r,n,i,a){e.call(this),this.id=r,this.dispatcher=i,this.setEventedParent(a),this.type=\"raster\",this.minzoom=0,this.maxzoom=22,this.roundZoom=!0,this.scheme=\"xyz\",this.tileSize=512,this._loaded=!1,this._options=t.extend({type:\"raster\"},n),t.extend(this,t.pick(n,[\"url\",\"scheme\",\"tileSize\"]))}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this._loaded=!1,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._tileJSONRequest=M(this._options,this.map._requestManager,(function(r,n){e._tileJSONRequest=null,e._loaded=!0,r?e.fire(new t.ErrorEvent(r)):n&&(t.extend(e,n),n.bounds&&(e.tileBounds=new S(n.bounds,e.minzoom,e.maxzoom)),t.postTurnstileEvent(n.tiles),t.postMapLoadEvent(n.tiles,e.map._getMapId(),e.map._requestManager._skuToken),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})))}))},r.prototype.loaded=function(){return this._loaded},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.onRemove=function(){this._tileJSONRequest&&(this._tileJSONRequest.cancel(),this._tileJSONRequest=null)},r.prototype.serialize=function(){return t.extend({},this._options)},r.prototype.hasTile=function(t){return!this.tileBounds||this.tileBounds.contains(t.canonical)},r.prototype.loadTile=function(e,r){var n=this,i=this.map._requestManager.normalizeTileURL(e.tileID.canonical.url(this.tiles,this.scheme),this.tileSize);e.request=t.getImage(this.map._requestManager.transformRequest(i,t.ResourceType.Tile),(function(i,a){if(delete e.request,e.aborted)e.state=\"unloaded\",r(null);else if(i)e.state=\"errored\",r(i);else if(a){n.map._refreshExpiredTiles&&e.setExpiryData(a),delete a.cacheControl,delete a.expires;var o=n.map.painter.context,s=o.gl;e.texture=n.map.painter.getTileTexture(a.width),e.texture?e.texture.update(a,{useMipmap:!0}):(e.texture=new t.Texture(o,a,s.RGBA,{useMipmap:!0}),e.texture.bind(s.LINEAR,s.CLAMP_TO_EDGE,s.LINEAR_MIPMAP_NEAREST),o.extTextureFilterAnisotropic&&s.texParameterf(s.TEXTURE_2D,o.extTextureFilterAnisotropic.TEXTURE_MAX_ANISOTROPY_EXT,o.extTextureFilterAnisotropicMax)),e.state=\"loaded\",t.cacheEntryPossiblyAdded(n.dispatcher),r(null)}}))},r.prototype.abortTile=function(t,e){t.request&&(t.request.cancel(),delete t.request),e()},r.prototype.unloadTile=function(t,e){t.texture&&this.map.painter.saveTileTexture(t.texture),e()},r.prototype.hasTransition=function(){return!1},r}(t.Evented),L=function(e){function r(r,n,i,a){e.call(this,r,n,i,a),this.type=\"raster-dem\",this.maxzoom=22,this._options=t.extend({type:\"raster-dem\"},n),this.encoding=n.encoding||\"mapbox\"}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.serialize=function(){return{type:\"raster-dem\",url:this.url,tileSize:this.tileSize,tiles:this.tiles,bounds:this.bounds,encoding:this.encoding}},r.prototype.loadTile=function(e,r){var n=this.map._requestManager.normalizeTileURL(e.tileID.canonical.url(this.tiles,this.scheme),this.tileSize);function i(t,n){t&&(e.state=\"errored\",r(t)),n&&(e.dem=n,e.needsHillshadePrepare=!0,e.state=\"loaded\",r(null))}e.request=t.getImage(this.map._requestManager.transformRequest(n,t.ResourceType.Tile),function(n,a){if(delete e.request,e.aborted)e.state=\"unloaded\",r(null);else if(n)e.state=\"errored\",r(n);else if(a){this.map._refreshExpiredTiles&&e.setExpiryData(a),delete a.cacheControl,delete a.expires;var o=t.window.ImageBitmap&&a instanceof t.window.ImageBitmap&&t.offscreenCanvasSupported()?a:t.browser.getImageData(a,1),s={uid:e.uid,coord:e.tileID,source:this.id,rawImageData:o,encoding:this.encoding};e.actor&&\"expired\"!==e.state||(e.actor=this.dispatcher.getActor(),e.actor.send(\"loadDEMTile\",s,i.bind(this)))}}.bind(this)),e.neighboringTiles=this._getNeighboringTiles(e.tileID)},r.prototype._getNeighboringTiles=function(e){var r=e.canonical,n=Math.pow(2,r.z),i=(r.x-1+n)%n,a=0===r.x?e.wrap-1:e.wrap,o=(r.x+1+n)%n,s=r.x+1===n?e.wrap+1:e.wrap,l={};return l[new t.OverscaledTileID(e.overscaledZ,a,r.z,i,r.y).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,s,r.z,o,r.y).key]={backfilled:!1},r.y>0&&(l[new t.OverscaledTileID(e.overscaledZ,a,r.z,i,r.y-1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,e.wrap,r.z,r.x,r.y-1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,s,r.z,o,r.y-1).key]={backfilled:!1}),r.y+1<n&&(l[new t.OverscaledTileID(e.overscaledZ,a,r.z,i,r.y+1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,e.wrap,r.z,r.x,r.y+1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,s,r.z,o,r.y+1).key]={backfilled:!1}),l},r.prototype.unloadTile=function(t){t.demTexture&&this.map.painter.saveTileTexture(t.demTexture),t.fbo&&(t.fbo.destroy(),delete t.fbo),t.dem&&delete t.dem,delete t.neighboringTiles,t.state=\"unloaded\",t.actor&&t.actor.send(\"removeDEMTile\",{uid:t.uid,source:this.id})},r}(C),I=function(e){function r(r,n,i,a){e.call(this),this.id=r,this.type=\"geojson\",this.minzoom=0,this.maxzoom=18,this.tileSize=512,this.isTileClipped=!0,this.reparseOverscaled=!0,this._removed=!1,this._loaded=!1,this.actor=i.getActor(),this.setEventedParent(a),this._data=n.data,this._options=t.extend({},n),this._collectResourceTiming=n.collectResourceTiming,this._resourceTiming=[],void 0!==n.maxzoom&&(this.maxzoom=n.maxzoom),n.type&&(this.type=n.type),n.attribution&&(this.attribution=n.attribution),this.promoteId=n.promoteId;var o=t.EXTENT/this.tileSize;this.workerOptions=t.extend({source:this.id,cluster:n.cluster||!1,geojsonVtOptions:{buffer:(void 0!==n.buffer?n.buffer:128)*o,tolerance:(void 0!==n.tolerance?n.tolerance:.375)*o,extent:t.EXTENT,maxZoom:this.maxzoom,lineMetrics:n.lineMetrics||!1,generateId:n.generateId||!1},superclusterOptions:{maxZoom:void 0!==n.clusterMaxZoom?Math.min(n.clusterMaxZoom,this.maxzoom-1):this.maxzoom-1,minPoints:Math.max(2,n.clusterMinPoints||2),extent:t.EXTENT,radius:(n.clusterRadius||50)*o,log:!1,generateId:n.generateId||!1},clusterProperties:n.clusterProperties,filter:n.filter},n.workerOptions)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._updateWorkerData((function(r){if(r)e.fire(new t.ErrorEvent(r));else{var n={dataType:\"source\",sourceDataType:\"metadata\"};e._collectResourceTiming&&e._resourceTiming&&e._resourceTiming.length>0&&(n.resourceTiming=e._resourceTiming,e._resourceTiming=[]),e.fire(new t.Event(\"data\",n))}}))},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.setData=function(e){var r=this;return this._data=e,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._updateWorkerData((function(e){if(e)r.fire(new t.ErrorEvent(e));else{var n={dataType:\"source\",sourceDataType:\"content\"};r._collectResourceTiming&&r._resourceTiming&&r._resourceTiming.length>0&&(n.resourceTiming=r._resourceTiming,r._resourceTiming=[]),r.fire(new t.Event(\"data\",n))}})),this},r.prototype.getClusterExpansionZoom=function(t,e){return this.actor.send(\"geojson.getClusterExpansionZoom\",{clusterId:t,source:this.id},e),this},r.prototype.getClusterChildren=function(t,e){return this.actor.send(\"geojson.getClusterChildren\",{clusterId:t,source:this.id},e),this},r.prototype.getClusterLeaves=function(t,e,r,n){return this.actor.send(\"geojson.getClusterLeaves\",{source:this.id,clusterId:t,limit:e,offset:r},n),this},r.prototype._updateWorkerData=function(e){var r=this;this._loaded=!1;var n=t.extend({},this.workerOptions),i=this._data;\"string\"==typeof i?(n.request=this.map._requestManager.transformRequest(t.browser.resolveURL(i),t.ResourceType.Source),n.request.collectResourceTiming=this._collectResourceTiming):n.data=JSON.stringify(i),this.actor.send(this.type+\".loadData\",n,(function(t,i){r._removed||i&&i.abandoned||(r._loaded=!0,i&&i.resourceTiming&&i.resourceTiming[r.id]&&(r._resourceTiming=i.resourceTiming[r.id].slice(0)),r.actor.send(r.type+\".coalesce\",{source:n.source},null),e(t))}))},r.prototype.loaded=function(){return this._loaded},r.prototype.loadTile=function(e,r){var n=this,i=e.actor?\"reloadTile\":\"loadTile\";e.actor=this.actor;var a={type:this.type,uid:e.uid,tileID:e.tileID,zoom:e.tileID.overscaledZ,maxZoom:this.maxzoom,tileSize:this.tileSize,source:this.id,pixelRatio:t.browser.devicePixelRatio,showCollisionBoxes:this.map.showCollisionBoxes,promoteId:this.promoteId};e.request=this.actor.send(i,a,(function(t,a){return delete e.request,e.unloadVectorData(),e.aborted?r(null):t?r(t):(e.loadVectorData(a,n.map.painter,\"reloadTile\"===i),r(null))}))},r.prototype.abortTile=function(t){t.request&&(t.request.cancel(),delete t.request),t.aborted=!0},r.prototype.unloadTile=function(t){t.unloadVectorData(),this.actor.send(\"removeTile\",{uid:t.uid,type:this.type,source:this.id})},r.prototype.onRemove=function(){this._removed=!0,this.actor.send(\"removeSource\",{type:this.type,source:this.id})},r.prototype.serialize=function(){return t.extend({},this._options,{type:this.type,data:this._data})},r.prototype.hasTransition=function(){return!1},r}(t.Evented),P=t.createLayout([{name:\"a_pos\",type:\"Int16\",components:2},{name:\"a_texture_pos\",type:\"Int16\",components:2}]),z=function(e){function r(t,r,n,i){e.call(this),this.id=t,this.dispatcher=n,this.coordinates=r.coordinates,this.type=\"image\",this.minzoom=0,this.maxzoom=22,this.tileSize=512,this.tiles={},this._loaded=!1,this.setEventedParent(i),this.options=r}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(e,r){var n=this;this._loaded=!1,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this.url=this.options.url,t.getImage(this.map._requestManager.transformRequest(this.url,t.ResourceType.Image),(function(i,a){n._loaded=!0,i?n.fire(new t.ErrorEvent(i)):a&&(n.image=a,e&&(n.coordinates=e),r&&r(),n._finishLoading())}))},r.prototype.loaded=function(){return this._loaded},r.prototype.updateImage=function(t){var e=this;return this.image&&t.url?(this.options.url=t.url,this.load(t.coordinates,(function(){e.texture=null})),this):this},r.prototype._finishLoading=function(){this.map&&(this.setCoordinates(this.coordinates),this.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})))},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.setCoordinates=function(e){var r=this;this.coordinates=e;var n=e.map(t.MercatorCoordinate.fromLngLat);this.tileID=function(e){for(var r=1/0,n=1/0,i=-1/0,a=-1/0,o=0,s=e;o<s.length;o+=1){var l=s[o];r=Math.min(r,l.x),n=Math.min(n,l.y),i=Math.max(i,l.x),a=Math.max(a,l.y)}var c=i-r,u=a-n,h=Math.max(c,u),f=Math.max(0,Math.floor(-Math.log(h)/Math.LN2)),p=Math.pow(2,f);return new t.CanonicalTileID(f,Math.floor((r+i)/2*p),Math.floor((n+a)/2*p))}(n),this.minzoom=this.maxzoom=this.tileID.z;var i=n.map((function(t){return r.tileID.getTilePoint(t)._round()}));return this._boundsArray=new t.StructArrayLayout4i8,this._boundsArray.emplaceBack(i[0].x,i[0].y,0,0),this._boundsArray.emplaceBack(i[1].x,i[1].y,t.EXTENT,0),this._boundsArray.emplaceBack(i[3].x,i[3].y,0,t.EXTENT),this._boundsArray.emplaceBack(i[2].x,i[2].y,t.EXTENT,t.EXTENT),this.boundsBuffer&&(this.boundsBuffer.destroy(),delete this.boundsBuffer),this.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})),this},r.prototype.prepare=function(){if(0!==Object.keys(this.tiles).length&&this.image){var e=this.map.painter.context,r=e.gl;for(var n in this.boundsBuffer||(this.boundsBuffer=e.createVertexBuffer(this._boundsArray,P.members)),this.boundsSegments||(this.boundsSegments=t.SegmentVector.simpleSegment(0,0,4,2)),this.texture||(this.texture=new t.Texture(e,this.image,r.RGBA),this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE)),this.tiles){var i=this.tiles[n];\"loaded\"!==i.state&&(i.state=\"loaded\",i.texture=this.texture)}}},r.prototype.loadTile=function(t,e){this.tileID&&this.tileID.equals(t.tileID.canonical)?(this.tiles[String(t.tileID.wrap)]=t,t.buckets={},e(null)):(t.state=\"errored\",e(null))},r.prototype.serialize=function(){return{type:\"image\",url:this.options.url,coordinates:this.coordinates}},r.prototype.hasTransition=function(){return!1},r}(t.Evented);var O=function(e){function r(t,r,n,i){e.call(this,t,r,n,i),this.roundZoom=!0,this.type=\"video\",this.options=r}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this._loaded=!1;var r=this.options;this.urls=[];for(var n=0,i=r.urls;n<i.length;n+=1){var a=i[n];this.urls.push(this.map._requestManager.transformRequest(a,t.ResourceType.Source).url)}t.getVideo(this.urls,(function(r,n){e._loaded=!0,r?e.fire(new t.ErrorEvent(r)):n&&(e.video=n,e.video.loop=!0,e.video.addEventListener(\"playing\",(function(){e.map.triggerRepaint()})),e.map&&e.video.play(),e._finishLoading())}))},r.prototype.pause=function(){this.video&&this.video.pause()},r.prototype.play=function(){this.video&&this.video.play()},r.prototype.seek=function(e){if(this.video){var r=this.video.seekable;e<r.start(0)||e>r.end(0)?this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+this.id,null,\"Playback for this video can be set only between the \"+r.start(0)+\" and \"+r.end(0)+\"-second mark.\"))):this.video.currentTime=e}},r.prototype.getVideo=function(){return this.video},r.prototype.onAdd=function(t){this.map||(this.map=t,this.load(),this.video&&(this.video.play(),this.setCoordinates(this.coordinates)))},r.prototype.prepare=function(){if(!(0===Object.keys(this.tiles).length||this.video.readyState<2)){var e=this.map.painter.context,r=e.gl;for(var n in this.boundsBuffer||(this.boundsBuffer=e.createVertexBuffer(this._boundsArray,P.members)),this.boundsSegments||(this.boundsSegments=t.SegmentVector.simpleSegment(0,0,4,2)),this.texture?this.video.paused||(this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE),r.texSubImage2D(r.TEXTURE_2D,0,0,0,r.RGBA,r.UNSIGNED_BYTE,this.video)):(this.texture=new t.Texture(e,this.video,r.RGBA),this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE)),this.tiles){var i=this.tiles[n];\"loaded\"!==i.state&&(i.state=\"loaded\",i.texture=this.texture)}}},r.prototype.serialize=function(){return{type:\"video\",urls:this.urls,coordinates:this.coordinates}},r.prototype.hasTransition=function(){return this.video&&!this.video.paused},r}(z),D=function(e){function r(r,n,i,a){e.call(this,r,n,i,a),n.coordinates?Array.isArray(n.coordinates)&&4===n.coordinates.length&&!n.coordinates.some((function(t){return!Array.isArray(t)||2!==t.length||t.some((function(t){return\"number\"!=typeof t}))}))||this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'\"coordinates\" property must be an array of 4 longitude/latitude array pairs'))):this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'missing required property \"coordinates\"'))),n.animate&&\"boolean\"!=typeof n.animate&&this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'optional \"animate\" property must be a boolean value'))),n.canvas?\"string\"==typeof n.canvas||n.canvas instanceof t.window.HTMLCanvasElement||this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'\"canvas\" must be either a string representing the ID of the canvas element from which to read, or an HTMLCanvasElement instance'))):this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'missing required property \"canvas\"'))),this.options=n,this.animate=void 0===n.animate||n.animate}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){this._loaded=!0,this.canvas||(this.canvas=this.options.canvas instanceof t.window.HTMLCanvasElement?this.options.canvas:t.window.document.getElementById(this.options.canvas)),this.width=this.canvas.width,this.height=this.canvas.height,this._hasInvalidDimensions()?this.fire(new t.ErrorEvent(new Error(\"Canvas dimensions cannot be less than or equal to zero.\"))):(this.play=function(){this._playing=!0,this.map.triggerRepaint()},this.pause=function(){this._playing&&(this.prepare(),this._playing=!1)},this._finishLoading())},r.prototype.getCanvas=function(){return this.canvas},r.prototype.onAdd=function(t){this.map=t,this.load(),this.canvas&&this.animate&&this.play()},r.prototype.onRemove=function(){this.pause()},r.prototype.prepare=function(){var e=!1;if(this.canvas.width!==this.width&&(this.width=this.canvas.width,e=!0),this.canvas.height!==this.height&&(this.height=this.canvas.height,e=!0),!this._hasInvalidDimensions()&&0!==Object.keys(this.tiles).length){var r=this.map.painter.context,n=r.gl;for(var i in this.boundsBuffer||(this.boundsBuffer=r.createVertexBuffer(this._boundsArray,P.members)),this.boundsSegments||(this.boundsSegments=t.SegmentVector.simpleSegment(0,0,4,2)),this.texture?(e||this._playing)&&this.texture.update(this.canvas,{premultiply:!0}):this.texture=new t.Texture(r,this.canvas,n.RGBA,{premultiply:!0}),this.tiles){var a=this.tiles[i];\"loaded\"!==a.state&&(a.state=\"loaded\",a.texture=this.texture)}}},r.prototype.serialize=function(){return{type:\"canvas\",coordinates:this.coordinates}},r.prototype.hasTransition=function(){return this._playing},r.prototype._hasInvalidDimensions=function(){for(var t=0,e=[this.canvas.width,this.canvas.height];t<e.length;t+=1){var r=e[t];if(isNaN(r)||r<=0)return!0}return!1},r}(z),R={vector:E,raster:C,\"raster-dem\":L,geojson:I,video:O,image:z,canvas:D};function F(e,r){var n=t.identity([]);return t.translate(n,n,[1,1,0]),t.scale(n,n,[.5*e.width,.5*e.height,1]),t.multiply(n,n,e.calculatePosMatrix(r.toUnwrapped()))}function B(t,e,r,n,i,a){var o=function(t,e,r){if(t)for(var n=0,i=t;n<i.length;n+=1){var a=e[i[n]];if(a&&a.source===r&&\"fill-extrusion\"===a.type)return!0}else for(var o in e){var s=e[o];if(s.source===r&&\"fill-extrusion\"===s.type)return!0}return!1}(i&&i.layers,e,t.id),s=a.maxPitchScaleFactor(),l=t.tilesIn(n,s,o);l.sort(N);for(var c=[],u=0,h=l;u<h.length;u+=1){var f=h[u];c.push({wrappedTileID:f.tileID.wrapped().key,queryResults:f.tile.queryRenderedFeatures(e,r,t._state,f.queryGeometry,f.cameraQueryGeometry,f.scale,i,a,s,F(t.transform,f.tileID))})}var p=function(t){for(var e={},r={},n=0,i=t;n<i.length;n+=1){var a=i[n],o=a.queryResults,s=a.wrappedTileID,l=r[s]=r[s]||{};for(var c in o)for(var u=o[c],h=l[c]=l[c]||{},f=e[c]=e[c]||[],p=0,d=u;p<d.length;p+=1){var m=d[p];h[m.featureIndex]||(h[m.featureIndex]=!0,f.push(m))}}return e}(c);for(var d in p)p[d].forEach((function(e){var r=e.feature,n=t.getFeatureState(r.layer[\"source-layer\"],r.id);r.source=r.layer.source,r.layer[\"source-layer\"]&&(r.sourceLayer=r.layer[\"source-layer\"]),r.state=n}));return p}function N(t,e){var r=t.tileID,n=e.tileID;return r.overscaledZ-n.overscaledZ||r.canonical.y-n.canonical.y||r.wrap-n.wrap||r.canonical.x-n.canonical.x}var j=function(t,e){this.max=t,this.onRemove=e,this.reset()};j.prototype.reset=function(){for(var t in this.data)for(var e=0,r=this.data[t];e<r.length;e+=1){var n=r[e];n.timeout&&clearTimeout(n.timeout),this.onRemove(n.value)}return this.data={},this.order=[],this},j.prototype.add=function(t,e,r){var n=this,i=t.wrapped().key;void 0===this.data[i]&&(this.data[i]=[]);var a={value:e,timeout:void 0};if(void 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Mt=function(t,e,r){this.func=t,this.mask=e,this.range=r};Mt.ReadOnly=!1,Mt.ReadWrite=!0,Mt.disabled=new Mt(519,Mt.ReadOnly,[0,1]);var St=7680,Et=function(t,e,r,n,i,a){this.test=t,this.ref=e,this.mask=r,this.fail=n,this.depthFail=i,this.pass=a};Et.disabled=new Et({func:519,mask:0},0,0,St,St,St);var Ct=function(t,e,r){this.blendFunction=t,this.blendColor=e,this.mask=r};Ct.Replace=[1,0],Ct.disabled=new Ct(Ct.Replace,t.Color.transparent,[!1,!1,!1,!1]),Ct.unblended=new Ct(Ct.Replace,t.Color.transparent,[!0,!0,!0,!0]),Ct.alphaBlended=new Ct([1,771],t.Color.transparent,[!0,!0,!0,!0]);var Lt=function(t,e,r){this.enable=t,this.mode=e,this.frontFace=r};Lt.disabled=new Lt(!1,1029,2305),Lt.backCCW=new Lt(!0,1029,2305);var It=function(t){this.gl=t,this.extVertexArrayObject=this.gl.getExtension(\"OES_vertex_array_object\"),this.clearColor=new G(this),this.clearDepth=new Z(this),this.clearStencil=new W(this),this.colorMask=new Y(this),this.depthMask=new X(this),this.stencilMask=new $(this),this.stencilFunc=new J(this),this.stencilOp=new K(this),this.stencilTest=new Q(this),this.depthRange=new tt(this),this.depthTest=new et(this),this.depthFunc=new rt(this),this.blend=new nt(this),this.blendFunc=new it(this),this.blendColor=new at(this),this.blendEquation=new ot(this),this.cullFace=new st(this),this.cullFaceSide=new lt(this),this.frontFace=new ct(this),this.program=new ut(this),this.activeTexture=new ht(this),this.viewport=new ft(this),this.bindFramebuffer=new pt(this),this.bindRenderbuffer=new dt(this),this.bindTexture=new mt(this),this.bindVertexBuffer=new gt(this),this.bindElementBuffer=new yt(this),this.bindVertexArrayOES=this.extVertexArrayObject&&new vt(this),this.pixelStoreUnpack=new xt(this),this.pixelStoreUnpackPremultiplyAlpha=new _t(this),this.pixelStoreUnpackFlipY=new bt(this),this.extTextureFilterAnisotropic=t.getExtension(\"EXT_texture_filter_anisotropic\")||t.getExtension(\"MOZ_EXT_texture_filter_anisotropic\")||t.getExtension(\"WEBKIT_EXT_texture_filter_anisotropic\"),this.extTextureFilterAnisotropic&&(this.extTextureFilterAnisotropicMax=t.getParameter(this.extTextureFilterAnisotropic.MAX_TEXTURE_MAX_ANISOTROPY_EXT)),this.extTextureHalfFloat=t.getExtension(\"OES_texture_half_float\"),this.extTextureHalfFloat&&(t.getExtension(\"OES_texture_half_float_linear\"),this.extRenderToTextureHalfFloat=t.getExtension(\"EXT_color_buffer_half_float\")),this.extTimerQuery=t.getExtension(\"EXT_disjoint_timer_query\"),this.maxTextureSize=t.getParameter(t.MAX_TEXTURE_SIZE)};It.prototype.setDefault=function(){this.unbindVAO(),this.clearColor.setDefault(),this.clearDepth.setDefault(),this.clearStencil.setDefault(),this.colorMask.setDefault(),this.depthMask.setDefault(),this.stencilMask.setDefault(),this.stencilFunc.setDefault(),this.stencilOp.setDefault(),this.stencilTest.setDefault(),this.depthRange.setDefault(),this.depthTest.setDefault(),this.depthFunc.setDefault(),this.blend.setDefault(),this.blendFunc.setDefault(),this.blendColor.setDefault(),this.blendEquation.setDefault(),this.cullFace.setDefault(),this.cullFaceSide.setDefault(),this.frontFace.setDefault(),this.program.setDefault(),this.activeTexture.setDefault(),this.bindFramebuffer.setDefault(),this.pixelStoreUnpack.setDefault(),this.pixelStoreUnpackPremultiplyAlpha.setDefault(),this.pixelStoreUnpackFlipY.setDefault()},It.prototype.setDirty=function(){this.clearColor.dirty=!0,this.clearDepth.dirty=!0,this.clearStencil.dirty=!0,this.colorMask.dirty=!0,this.depthMask.dirty=!0,this.stencilMask.dirty=!0,this.stencilFunc.dirty=!0,this.stencilOp.dirty=!0,this.stencilTest.dirty=!0,this.depthRange.dirty=!0,this.depthTest.dirty=!0,this.depthFunc.dirty=!0,this.blend.dirty=!0,this.blendFunc.dirty=!0,this.blendColor.dirty=!0,this.blendEquation.dirty=!0,this.cullFace.dirty=!0,this.cullFaceSide.dirty=!0,this.frontFace.dirty=!0,this.program.dirty=!0,this.activeTexture.dirty=!0,this.viewport.dirty=!0,this.bindFramebuffer.dirty=!0,this.bindRenderbuffer.dirty=!0,this.bindTexture.dirty=!0,this.bindVertexBuffer.dirty=!0,this.bindElementBuffer.dirty=!0,this.extVertexArrayObject&&(this.bindVertexArrayOES.dirty=!0),this.pixelStoreUnpack.dirty=!0,this.pixelStoreUnpackPremultiplyAlpha.dirty=!0,this.pixelStoreUnpackFlipY.dirty=!0},It.prototype.createIndexBuffer=function(t,e){return new U(this,t,e)},It.prototype.createVertexBuffer=function(t,e,r){return new q(this,t,e,r)},It.prototype.createRenderbuffer=function(t,e,r){var n=this.gl,i=n.createRenderbuffer();return this.bindRenderbuffer.set(i),n.renderbufferStorage(n.RENDERBUFFER,t,e,r),this.bindRenderbuffer.set(null),i},It.prototype.createFramebuffer=function(t,e,r){return new At(this,t,e,r)},It.prototype.clear=function(t){var e=t.color,r=t.depth,n=this.gl,i=0;e&&(i|=n.COLOR_BUFFER_BIT,this.clearColor.set(e),this.colorMask.set([!0,!0,!0,!0])),void 0!==r&&(i|=n.DEPTH_BUFFER_BIT,this.depthRange.set([0,1]),this.clearDepth.set(r),this.depthMask.set(!0)),n.clear(i)},It.prototype.setCullFace=function(t){!1===t.enable?this.cullFace.set(!1):(this.cullFace.set(!0),this.cullFaceSide.set(t.mode),this.frontFace.set(t.frontFace))},It.prototype.setDepthMode=function(t){t.func!==this.gl.ALWAYS||t.mask?(this.depthTest.set(!0),this.depthFunc.set(t.func),this.depthMask.set(t.mask),this.depthRange.set(t.range)):this.depthTest.set(!1)},It.prototype.setStencilMode=function(t){t.test.func!==this.gl.ALWAYS||t.mask?(this.stencilTest.set(!0),this.stencilMask.set(t.mask),this.stencilOp.set([t.fail,t.depthFail,t.pass]),this.stencilFunc.set({func:t.test.func,ref:t.ref,mask:t.test.mask})):this.stencilTest.set(!1)},It.prototype.setColorMode=function(e){t.deepEqual(e.blendFunction,Ct.Replace)?this.blend.set(!1):(this.blend.set(!0),this.blendFunc.set(e.blendFunction),this.blendColor.set(e.blendColor)),this.colorMask.set(e.mask)},It.prototype.unbindVAO=function(){this.extVertexArrayObject&&this.bindVertexArrayOES.set(null)};var Pt=function(e){function r(r,n,i){var a=this;e.call(this),this.id=r,this.dispatcher=i,this.on(\"data\",(function(t){\"source\"===t.dataType&&\"metadata\"===t.sourceDataType&&(a._sourceLoaded=!0),a._sourceLoaded&&!a._paused&&\"source\"===t.dataType&&\"content\"===t.sourceDataType&&(a.reload(),a.transform&&a.update(a.transform))})),this.on(\"error\",(function(){a._sourceErrored=!0})),this._source=function(e,r,n,i){var a=new R[r.type](e,r,n,i);if(a.id!==e)throw new Error(\"Expected Source id to be \"+e+\" instead of \"+a.id);return t.bindAll([\"load\",\"abort\",\"unload\",\"serialize\",\"prepare\"],a),a}(r,n,i,this),this._tiles={},this._cache=new j(0,this._unloadTile.bind(this)),this._timers={},this._cacheTimers={},this._maxTileCacheSize=null,this._loadedParentTiles={},this._coveredTiles={},this._state=new t.SourceFeatureState}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.onAdd=function(t){this.map=t,this._maxTileCacheSize=t?t._maxTileCacheSize:null,this._source&&this._source.onAdd&&this._source.onAdd(t)},r.prototype.onRemove=function(t){this._source&&this._source.onRemove&&this._source.onRemove(t)},r.prototype.loaded=function(){if(this._sourceErrored)return!0;if(!this._sourceLoaded)return!1;if(!this._source.loaded())return!1;for(var t in this._tiles){var e=this._tiles[t];if(\"loaded\"!==e.state&&\"errored\"!==e.state)return!1}return!0},r.prototype.getSource=function(){return this._source},r.prototype.pause=function(){this._paused=!0},r.prototype.resume=function(){if(this._paused){var t=this._shouldReloadOnResume;this._paused=!1,this._shouldReloadOnResume=!1,t&&this.reload(),this.transform&&this.update(this.transform)}},r.prototype._loadTile=function(t,e){return this._source.loadTile(t,e)},r.prototype._unloadTile=function(t){if(this._source.unloadTile)return this._source.unloadTile(t,(function(){}))},r.prototype._abortTile=function(t){if(this._source.abortTile)return this._source.abortTile(t,(function(){}))},r.prototype.serialize=function(){return this._source.serialize()},r.prototype.prepare=function(t){for(var e in this._source.prepare&&this._source.prepare(),this._state.coalesceChanges(this._tiles,this.map?this.map.painter:null),this._tiles){var r=this._tiles[e];r.upload(t),r.prepare(this.map.style.imageManager)}},r.prototype.getIds=function(){return t.values(this._tiles).map((function(t){return t.tileID})).sort(zt).map((function(t){return t.key}))},r.prototype.getRenderableIds=function(e){var r=this,n=[];for(var i in this._tiles)this._isIdRenderable(i,e)&&n.push(this._tiles[i]);return e?n.sort((function(e,n){var i=e.tileID,a=n.tileID,o=new t.Point(i.canonical.x,i.canonical.y)._rotate(r.transform.angle),s=new t.Point(a.canonical.x,a.canonical.y)._rotate(r.transform.angle);return i.overscaledZ-a.overscaledZ||s.y-o.y||s.x-o.x})).map((function(t){return t.tileID.key})):n.map((function(t){return t.tileID})).sort(zt).map((function(t){return t.key}))},r.prototype.hasRenderableParent=function(t){var e=this.findLoadedParent(t,0);return!!e&&this._isIdRenderable(e.tileID.key)},r.prototype._isIdRenderable=function(t,e){return this._tiles[t]&&this._tiles[t].hasData()&&!this._coveredTiles[t]&&(e||!this._tiles[t].holdingForFade())},r.prototype.reload=function(){if(this._paused)this._shouldReloadOnResume=!0;else for(var t in this._cache.reset(),this._tiles)\"errored\"!==this._tiles[t].state&&this._reloadTile(t,\"reloading\")},r.prototype._reloadTile=function(t,e){var r=this._tiles[t];r&&(\"loading\"!==r.state&&(r.state=e),this._loadTile(r,this._tileLoaded.bind(this,r,t,e)))},r.prototype._tileLoaded=function(e,r,n,i){if(i)return e.state=\"errored\",void(404!==i.status?this._source.fire(new t.ErrorEvent(i,{tile:e})):this.update(this.transform));e.timeAdded=t.browser.now(),\"expired\"===n&&(e.refreshedUponExpiration=!0),this._setTileReloadTimer(r,e),\"raster-dem\"===this.getSource().type&&e.dem&&this._backfillDEM(e),this._state.initializeTileState(e,this.map?this.map.painter:null),this._source.fire(new t.Event(\"data\",{dataType:\"source\",tile:e,coord:e.tileID}))},r.prototype._backfillDEM=function(t){for(var e=this.getRenderableIds(),r=0;r<e.length;r++){var n=e[r];if(t.neighboringTiles&&t.neighboringTiles[n]){var i=this.getTileByID(n);a(t,i),a(i,t)}}function a(t,e){t.needsHillshadePrepare=!0;var r=e.tileID.canonical.x-t.tileID.canonical.x,n=e.tileID.canonical.y-t.tileID.canonical.y,i=Math.pow(2,t.tileID.canonical.z),a=e.tileID.key;0===r&&0===n||Math.abs(n)>1||(Math.abs(r)>1&&(1===Math.abs(r+i)?r+=i:1===Math.abs(r-i)&&(r-=i)),e.dem&&t.dem&&(t.dem.backfillBorder(e.dem,r,n),t.neighboringTiles&&t.neighboringTiles[a]&&(t.neighboringTiles[a].backfilled=!0)))}},r.prototype.getTile=function(t){return this.getTileByID(t.key)},r.prototype.getTileByID=function(t){return this._tiles[t]},r.prototype._retainLoadedChildren=function(t,e,r,n){for(var i in this._tiles){var a=this._tiles[i];if(!(n[i]||!a.hasData()||a.tileID.overscaledZ<=e||a.tileID.overscaledZ>r)){for(var o=a.tileID;a&&a.tileID.overscaledZ>e+1;){var s=a.tileID.scaledTo(a.tileID.overscaledZ-1);(a=this._tiles[s.key])&&a.hasData()&&(o=s)}for(var l=o;l.overscaledZ>e;)if(t[(l=l.scaledTo(l.overscaledZ-1)).key]){n[o.key]=o;break}}}},r.prototype.findLoadedParent=function(t,e){if(t.key in this._loadedParentTiles){var r=this._loadedParentTiles[t.key];return r&&r.tileID.overscaledZ>=e?r:null}for(var n=t.overscaledZ-1;n>=e;n--){var i=t.scaledTo(n),a=this._getLoadedTile(i);if(a)return a}},r.prototype._getLoadedTile=function(t){var e=this._tiles[t.key];return e&&e.hasData()?e:this._cache.getByKey(t.wrapped().key)},r.prototype.updateCacheSize=function(t){var e=(Math.ceil(t.width/this._source.tileSize)+1)*(Math.ceil(t.height/this._source.tileSize)+1),r=Math.floor(5*e),n=\"number\"==typeof this._maxTileCacheSize?Math.min(this._maxTileCacheSize,r):r;this._cache.setMaxSize(n)},r.prototype.handleWrapJump=function(t){var e=(t-(void 0===this._prevLng?t:this._prevLng))/360,r=Math.round(e);if(this._prevLng=t,r){var n={};for(var i in this._tiles){var a=this._tiles[i];a.tileID=a.tileID.unwrapTo(a.tileID.wrap+r),n[a.tileID.key]=a}for(var o in this._tiles=n,this._timers)clearTimeout(this._timers[o]),delete this._timers[o];for(var s in this._tiles){var l=this._tiles[s];this._setTileReloadTimer(s,l)}}},r.prototype.update=function(e){var n=this;if(this.transform=e,this._sourceLoaded&&!this._paused){var i;this.updateCacheSize(e),this.handleWrapJump(this.transform.center.lng),this._coveredTiles={},this.used?this._source.tileID?i=e.getVisibleUnwrappedCoordinates(this._source.tileID).map((function(e){return new t.OverscaledTileID(e.canonical.z,e.wrap,e.canonical.z,e.canonical.x,e.canonical.y)})):(i=e.coveringTiles({tileSize:this._source.tileSize,minzoom:this._source.minzoom,maxzoom:this._source.maxzoom,roundZoom:this._source.roundZoom,reparseOverscaled:this._source.reparseOverscaled}),this._source.hasTile&&(i=i.filter((function(t){return n._source.hasTile(t)})))):i=[];var a=e.coveringZoomLevel(this._source),o=Math.max(a-r.maxOverzooming,this._source.minzoom),s=Math.max(a+r.maxUnderzooming,this._source.minzoom),l=this._updateRetainedTiles(i,a);if(Ot(this._source.type)){for(var c={},u={},h=0,f=Object.keys(l);h<f.length;h+=1){var p=f[h],d=l[p],m=this._tiles[p];if(m&&!(m.fadeEndTime&&m.fadeEndTime<=t.browser.now())){var g=this.findLoadedParent(d,o);g&&(this._addTile(g.tileID),c[g.tileID.key]=g.tileID),u[p]=d}}for(var y in this._retainLoadedChildren(u,a,s,l),c)l[y]||(this._coveredTiles[y]=!0,l[y]=c[y])}for(var v in l)this._tiles[v].clearFadeHold();for(var x=0,_=t.keysDifference(this._tiles,l);x<_.length;x+=1){var b=_[x],w=this._tiles[b];w.hasSymbolBuckets&&!w.holdingForFade()?w.setHoldDuration(this.map._fadeDuration):w.hasSymbolBuckets&&!w.symbolFadeFinished()||this._removeTile(b)}this._updateLoadedParentTileCache()}},r.prototype.releaseSymbolFadeTiles=function(){for(var t in this._tiles)this._tiles[t].holdingForFade()&&this._removeTile(t)},r.prototype._updateRetainedTiles=function(t,e){for(var n={},i={},a=Math.max(e-r.maxOverzooming,this._source.minzoom),o=Math.max(e+r.maxUnderzooming,this._source.minzoom),s={},l=0,c=t;l<c.length;l+=1){var u=c[l],h=this._addTile(u);n[u.key]=u,h.hasData()||e<this._source.maxzoom&&(s[u.key]=u)}this._retainLoadedChildren(s,e,o,n);for(var f=0,p=t;f<p.length;f+=1){var d=p[f],m=this._tiles[d.key];if(!m.hasData()){if(e+1>this._source.maxzoom){var g=d.children(this._source.maxzoom)[0],y=this.getTile(g);if(y&&y.hasData()){n[g.key]=g;continue}}else{var v=d.children(this._source.maxzoom);if(n[v[0].key]&&n[v[1].key]&&n[v[2].key]&&n[v[3].key])continue}for(var x=m.wasRequested(),_=d.overscaledZ-1;_>=a;--_){var b=d.scaledTo(_);if(i[b.key])break;if(i[b.key]=!0,!(m=this.getTile(b))&&x&&(m=this._addTile(b)),m&&(n[b.key]=b,x=m.wasRequested(),m.hasData()))break}}}return n},r.prototype._updateLoadedParentTileCache=function(){for(var t in this._loadedParentTiles={},this._tiles){for(var e=[],r=void 0,n=this._tiles[t].tileID;n.overscaledZ>0;){if(n.key in this._loadedParentTiles){r=this._loadedParentTiles[n.key];break}e.push(n.key);var i=n.scaledTo(n.overscaledZ-1);if(r=this._getLoadedTile(i))break;n=i}for(var a=0,o=e;a<o.length;a+=1){var s=o[a];this._loadedParentTiles[s]=r}}},r.prototype._addTile=function(e){var r=this._tiles[e.key];if(r)return r;(r=this._cache.getAndRemove(e))&&(this._setTileReloadTimer(e.key,r),r.tileID=e,this._state.initializeTileState(r,this.map?this.map.painter:null),this._cacheTimers[e.key]&&(clearTimeout(this._cacheTimers[e.key]),delete this._cacheTimers[e.key],this._setTileReloadTimer(e.key,r)));var n=Boolean(r);return n||(r=new t.Tile(e,this._source.tileSize*e.overscaleFactor()),this._loadTile(r,this._tileLoaded.bind(this,r,e.key,r.state))),r?(r.uses++,this._tiles[e.key]=r,n||this._source.fire(new t.Event(\"dataloading\",{tile:r,coord:r.tileID,dataType:\"source\"})),r):null},r.prototype._setTileReloadTimer=function(t,e){var r=this;t in this._timers&&(clearTimeout(this._timers[t]),delete this._timers[t]);var n=e.getExpiryTimeout();n&&(this._timers[t]=setTimeout((function(){r._reloadTile(t,\"expired\"),delete r._timers[t]}),n))},r.prototype._removeTile=function(t){var e=this._tiles[t];e&&(e.uses--,delete this._tiles[t],this._timers[t]&&(clearTimeout(this._timers[t]),delete this._timers[t]),e.uses>0||(e.hasData()&&\"reloading\"!==e.state?this._cache.add(e.tileID,e,e.getExpiryTimeout()):(e.aborted=!0,this._abortTile(e),this._unloadTile(e))))},r.prototype.clearTiles=function(){for(var t in this._shouldReloadOnResume=!1,this._paused=!1,this._tiles)this._removeTile(t);this._cache.reset()},r.prototype.tilesIn=function(e,r,n){var i=this,a=[],o=this.transform;if(!o)return a;for(var s=n?o.getCameraQueryGeometry(e):e,l=e.map((function(t){return o.pointCoordinate(t)})),c=s.map((function(t){return o.pointCoordinate(t)})),u=this.getIds(),h=1/0,f=1/0,p=-1/0,d=-1/0,m=0,g=c;m<g.length;m+=1){var y=g[m];h=Math.min(h,y.x),f=Math.min(f,y.y),p=Math.max(p,y.x),d=Math.max(d,y.y)}for(var v=function(e){var n=i._tiles[u[e]];if(!n.holdingForFade()){var s=n.tileID,m=Math.pow(2,o.zoom-n.tileID.overscaledZ),g=r*n.queryPadding*t.EXTENT/n.tileSize/m,y=[s.getTilePoint(new t.MercatorCoordinate(h,f)),s.getTilePoint(new t.MercatorCoordinate(p,d))];if(y[0].x-g<t.EXTENT&&y[0].y-g<t.EXTENT&&y[1].x+g>=0&&y[1].y+g>=0){var v=l.map((function(t){return s.getTilePoint(t)})),x=c.map((function(t){return s.getTilePoint(t)}));a.push({tile:n,tileID:s,queryGeometry:v,cameraQueryGeometry:x,scale:m})}}},x=0;x<u.length;x++)v(x);return a},r.prototype.getVisibleCoordinates=function(t){for(var e=this,r=this.getRenderableIds(t).map((function(t){return e._tiles[t].tileID})),n=0,i=r;n<i.length;n+=1){var a=i[n];a.posMatrix=this.transform.calculatePosMatrix(a.toUnwrapped())}return r},r.prototype.hasTransition=function(){if(this._source.hasTransition())return!0;if(Ot(this._source.type))for(var e in this._tiles){var r=this._tiles[e];if(void 0!==r.fadeEndTime&&r.fadeEndTime>=t.browser.now())return!0}return!1},r.prototype.setFeatureState=function(t,e,r){t=t||\"_geojsonTileLayer\",this._state.updateState(t,e,r)},r.prototype.removeFeatureState=function(t,e,r){t=t||\"_geojsonTileLayer\",this._state.removeFeatureState(t,e,r)},r.prototype.getFeatureState=function(t,e){return t=t||\"_geojsonTileLayer\",this._state.getState(t,e)},r.prototype.setDependencies=function(t,e,r){var n=this._tiles[t];n&&n.setDependencies(e,r)},r.prototype.reloadTilesForDependencies=function(t,e){for(var r in this._tiles)this._tiles[r].hasDependency(t,e)&&this._reloadTile(r,\"reloading\");this._cache.filter((function(r){return!r.hasDependency(t,e)}))},r}(t.Evented);function zt(t,e){var r=Math.abs(2*t.wrap)-+(t.wrap<0),n=Math.abs(2*e.wrap)-+(e.wrap<0);return t.overscaledZ-e.overscaledZ||n-r||e.canonical.y-t.canonical.y||e.canonical.x-t.canonical.x}function Ot(t){return\"raster\"===t||\"image\"===t||\"video\"===t}function Dt(){return new t.window.Worker(oa.workerUrl)}Pt.maxOverzooming=10,Pt.maxUnderzooming=3;var Rt=\"mapboxgl_preloaded_worker_pool\",Ft=function(){this.active={}};Ft.prototype.acquire=function(t){if(!this.workers)for(this.workers=[];this.workers.length<Ft.workerCount;)this.workers.push(new Dt);return this.active[t]=!0,this.workers.slice()},Ft.prototype.release=function(t){delete this.active[t],0===this.numActive()&&(this.workers.forEach((function(t){t.terminate()})),this.workers=null)},Ft.prototype.isPreloaded=function(){return!!this.active[Rt]},Ft.prototype.numActive=function(){return Object.keys(this.active).length};var Bt,Nt=Math.floor(t.browser.hardwareConcurrency/2);function jt(){return Bt||(Bt=new Ft),Bt}function Ut(e,r){var n={};for(var i in e)\"ref\"!==i&&(n[i]=e[i]);return t.refProperties.forEach((function(t){t in r&&(n[t]=r[t])})),n}function Vt(t){t=t.slice();for(var e=Object.create(null),r=0;r<t.length;r++)e[t[r].id]=t[r];for(var n=0;n<t.length;n++)\"ref\"in t[n]&&(t[n]=Ut(t[n],e[t[n].ref]));return t}Ft.workerCount=Math.max(Math.min(Nt,6),1);var qt={setStyle:\"setStyle\",addLayer:\"addLayer\",removeLayer:\"removeLayer\",setPaintProperty:\"setPaintProperty\",setLayoutProperty:\"setLayoutProperty\",setFilter:\"setFilter\",addSource:\"addSource\",removeSource:\"removeSource\",setGeoJSONSourceData:\"setGeoJSONSourceData\",setLayerZoomRange:\"setLayerZoomRange\",setLayerProperty:\"setLayerProperty\",setCenter:\"setCenter\",setZoom:\"setZoom\",setBearing:\"setBearing\",setPitch:\"setPitch\",setSprite:\"setSprite\",setGlyphs:\"setGlyphs\",setTransition:\"setTransition\",setLight:\"setLight\"};function Ht(t,e,r){r.push({command:qt.addSource,args:[t,e[t]]})}function Gt(t,e,r){e.push({command:qt.removeSource,args:[t]}),r[t]=!0}function Zt(t,e,r,n){Gt(t,r,n),Ht(t,e,r)}function Wt(e,r,n){var i;for(i in e[n])if(e[n].hasOwnProperty(i)&&\"data\"!==i&&!t.deepEqual(e[n][i],r[n][i]))return!1;for(i in r[n])if(r[n].hasOwnProperty(i)&&\"data\"!==i&&!t.deepEqual(e[n][i],r[n][i]))return!1;return!0}function Yt(e,r,n,i,a,o){var s;for(s in r=r||{},e=e||{})e.hasOwnProperty(s)&&(t.deepEqual(e[s],r[s])||n.push({command:o,args:[i,s,r[s],a]}));for(s in r)r.hasOwnProperty(s)&&!e.hasOwnProperty(s)&&(t.deepEqual(e[s],r[s])||n.push({command:o,args:[i,s,r[s],a]}))}function Xt(t){return t.id}function $t(t,e){return t[e.id]=e,t}function Jt(e,r){if(!e)return[{command:qt.setStyle,args:[r]}];var n=[];try{if(!t.deepEqual(e.version,r.version))return[{command:qt.setStyle,args:[r]}];t.deepEqual(e.center,r.center)||n.push({command:qt.setCenter,args:[r.center]}),t.deepEqual(e.zoom,r.zoom)||n.push({command:qt.setZoom,args:[r.zoom]}),t.deepEqual(e.bearing,r.bearing)||n.push({command:qt.setBearing,args:[r.bearing]}),t.deepEqual(e.pitch,r.pitch)||n.push({command:qt.setPitch,args:[r.pitch]}),t.deepEqual(e.sprite,r.sprite)||n.push({command:qt.setSprite,args:[r.sprite]}),t.deepEqual(e.glyphs,r.glyphs)||n.push({command:qt.setGlyphs,args:[r.glyphs]}),t.deepEqual(e.transition,r.transition)||n.push({command:qt.setTransition,args:[r.transition]}),t.deepEqual(e.light,r.light)||n.push({command:qt.setLight,args:[r.light]});var i={},a=[];!function(e,r,n,i){var a;for(a in r=r||{},e=e||{})e.hasOwnProperty(a)&&(r.hasOwnProperty(a)||Gt(a,n,i));for(a in r)r.hasOwnProperty(a)&&(e.hasOwnProperty(a)?t.deepEqual(e[a],r[a])||(\"geojson\"===e[a].type&&\"geojson\"===r[a].type&&Wt(e,r,a)?n.push({command:qt.setGeoJSONSourceData,args:[a,r[a].data]}):Zt(a,r,n,i)):Ht(a,r,n))}(e.sources,r.sources,a,i);var o=[];e.layers&&e.layers.forEach((function(t){i[t.source]?n.push({command:qt.removeLayer,args:[t.id]}):o.push(t)})),n=n.concat(a),function(e,r,n){r=r||[];var i,a,o,s,l,c,u,h=(e=e||[]).map(Xt),f=r.map(Xt),p=e.reduce($t,{}),d=r.reduce($t,{}),m=h.slice(),g=Object.create(null);for(i=0,a=0;i<h.length;i++)o=h[i],d.hasOwnProperty(o)?a++:(n.push({command:qt.removeLayer,args:[o]}),m.splice(m.indexOf(o,a),1));for(i=0,a=0;i<f.length;i++)o=f[f.length-1-i],m[m.length-1-i]!==o&&(p.hasOwnProperty(o)?(n.push({command:qt.removeLayer,args:[o]}),m.splice(m.lastIndexOf(o,m.length-a),1)):a++,c=m[m.length-i],n.push({command:qt.addLayer,args:[d[o],c]}),m.splice(m.length-i,0,o),g[o]=!0);for(i=0;i<f.length;i++)if(s=p[o=f[i]],l=d[o],!g[o]&&!t.deepEqual(s,l))if(t.deepEqual(s.source,l.source)&&t.deepEqual(s[\"source-layer\"],l[\"source-layer\"])&&t.deepEqual(s.type,l.type)){for(u in Yt(s.layout,l.layout,n,o,null,qt.setLayoutProperty),Yt(s.paint,l.paint,n,o,null,qt.setPaintProperty),t.deepEqual(s.filter,l.filter)||n.push({command:qt.setFilter,args:[o,l.filter]}),t.deepEqual(s.minzoom,l.minzoom)&&t.deepEqual(s.maxzoom,l.maxzoom)||n.push({command:qt.setLayerZoomRange,args:[o,l.minzoom,l.maxzoom]}),s)s.hasOwnProperty(u)&&\"layout\"!==u&&\"paint\"!==u&&\"filter\"!==u&&\"metadata\"!==u&&\"minzoom\"!==u&&\"maxzoom\"!==u&&(0===u.indexOf(\"paint.\")?Yt(s[u],l[u],n,o,u.slice(6),qt.setPaintProperty):t.deepEqual(s[u],l[u])||n.push({command:qt.setLayerProperty,args:[o,u,l[u]]}));for(u in l)l.hasOwnProperty(u)&&!s.hasOwnProperty(u)&&\"layout\"!==u&&\"paint\"!==u&&\"filter\"!==u&&\"metadata\"!==u&&\"minzoom\"!==u&&\"maxzoom\"!==u&&(0===u.indexOf(\"paint.\")?Yt(s[u],l[u],n,o,u.slice(6),qt.setPaintProperty):t.deepEqual(s[u],l[u])||n.push({command:qt.setLayerProperty,args:[o,u,l[u]]}))}else n.push({command:qt.removeLayer,args:[o]}),c=m[m.lastIndexOf(o)+1],n.push({command:qt.addLayer,args:[l,c]})}(o,r.layers,n)}catch(t){console.warn(\"Unable to compute style diff:\",t),n=[{command:qt.setStyle,args:[r]}]}return n}var Kt=function(t,e){this.reset(t,e)};Kt.prototype.reset=function(t,e){this.points=t||[],this._distances=[0];for(var r=1;r<this.points.length;r++)this._distances[r]=this._distances[r-1]+this.points[r].dist(this.points[r-1]);this.length=this._distances[this._distances.length-1],this.padding=Math.min(e||0,.5*this.length),this.paddedLength=this.length-2*this.padding},Kt.prototype.lerp=function(e){if(1===this.points.length)return this.points[0];e=t.clamp(e,0,1);for(var r=1,n=this._distances[r],i=e*this.paddedLength+this.padding;n<i&&r<this._distances.length;)n=this._distances[++r];var a=r-1,o=this._distances[a],s=n-o,l=s>0?(i-o)/s:0;return this.points[a].mult(1-l).add(this.points[r].mult(l))};var Qt=function(t,e,r){var n=this.boxCells=[],i=this.circleCells=[];this.xCellCount=Math.ceil(t/r),this.yCellCount=Math.ceil(e/r);for(var a=0;a<this.xCellCount*this.yCellCount;a++)n.push([]),i.push([]);this.circleKeys=[],this.boxKeys=[],this.bboxes=[],this.circles=[],this.width=t,this.height=e,this.xScale=this.xCellCount/t,this.yScale=this.yCellCount/e,this.boxUid=0,this.circleUid=0};function te(e,r,n,i,a){var o=t.create();return r?(t.scale(o,o,[1/a,1/a,1]),n||t.rotateZ(o,o,i.angle)):t.multiply(o,i.labelPlaneMatrix,e),o}function ee(e,r,n,i,a){if(r){var o=t.clone(e);return t.scale(o,o,[a,a,1]),n||t.rotateZ(o,o,-i.angle),o}return i.glCoordMatrix}function re(e,r){var n=[e.x,e.y,0,1];pe(n,n,r);var i=n[3];return{point:new t.Point(n[0]/i,n[1]/i),signedDistanceFromCamera:i}}function ne(t,e){return.5+t/e*.5}function ie(t,e){var r=t[0]/t[3],n=t[1]/t[3];return r>=-e[0]&&r<=e[0]&&n>=-e[1]&&n<=e[1]}function ae(e,r,n,i,a,o,s,l){var c=i?e.textSizeData:e.iconSizeData,u=t.evaluateSizeForZoom(c,n.transform.zoom),h=[256/n.width*2+1,256/n.height*2+1],f=i?e.text.dynamicLayoutVertexArray:e.icon.dynamicLayoutVertexArray;f.clear();for(var p=e.lineVertexArray,d=i?e.text.placedSymbolArray:e.icon.placedSymbolArray,m=n.transform.width/n.transform.height,g=!1,y=0;y<d.length;y++){var v=d.get(y);if(v.hidden||v.writingMode===t.WritingMode.vertical&&!g)fe(v.numGlyphs,f);else{g=!1;var x=[v.anchorX,v.anchorY,0,1];if(t.transformMat4(x,x,r),ie(x,h)){var _=x[3],b=ne(n.transform.cameraToCenterDistance,_),w=t.evaluateSizeForFeature(c,u,v),T=s?w/b:w*b,k=new t.Point(v.anchorX,v.anchorY),A=re(k,a).point,M={},S=le(v,T,!1,l,r,a,o,e.glyphOffsetArray,p,f,A,k,M,m);g=S.useVertical,(S.notEnoughRoom||g||S.needsFlipping&&le(v,T,!0,l,r,a,o,e.glyphOffsetArray,p,f,A,k,M,m).notEnoughRoom)&&fe(v.numGlyphs,f)}else fe(v.numGlyphs,f)}}i?e.text.dynamicLayoutVertexBuffer.updateData(f):e.icon.dynamicLayoutVertexBuffer.updateData(f)}function oe(t,e,r,n,i,a,o,s,l,c,u){var h=s.glyphStartIndex+s.numGlyphs,f=s.lineStartIndex,p=s.lineStartIndex+s.lineLength,d=e.getoffsetX(s.glyphStartIndex),m=e.getoffsetX(h-1),g=ue(t*d,r,n,i,a,o,s.segment,f,p,l,c,u);if(!g)return null;var y=ue(t*m,r,n,i,a,o,s.segment,f,p,l,c,u);return y?{first:g,last:y}:null}function se(e,r,n,i){return e===t.WritingMode.horizontal&&Math.abs(n.y-r.y)>Math.abs(n.x-r.x)*i?{useVertical:!0}:(e===t.WritingMode.vertical?r.y<n.y:r.x>n.x)?{needsFlipping:!0}:null}function le(e,r,n,i,a,o,s,l,c,u,h,f,p,d){var m,g=r/24,y=e.lineOffsetX*g,v=e.lineOffsetY*g;if(e.numGlyphs>1){var x=e.glyphStartIndex+e.numGlyphs,_=e.lineStartIndex,b=e.lineStartIndex+e.lineLength,w=oe(g,l,y,v,n,h,f,e,c,o,p);if(!w)return{notEnoughRoom:!0};var T=re(w.first.point,s).point,k=re(w.last.point,s).point;if(i&&!n){var A=se(e.writingMode,T,k,d);if(A)return A}m=[w.first];for(var M=e.glyphStartIndex+1;M<x-1;M++)m.push(ue(g*l.getoffsetX(M),y,v,n,h,f,e.segment,_,b,c,o,p));m.push(w.last)}else{if(i&&!n){var S=re(f,a).point,E=e.lineStartIndex+e.segment+1,C=new t.Point(c.getx(E),c.gety(E)),L=re(C,a),I=L.signedDistanceFromCamera>0?L.point:ce(f,C,S,1,a),P=se(e.writingMode,S,I,d);if(P)return P}var z=ue(g*l.getoffsetX(e.glyphStartIndex),y,v,n,h,f,e.segment,e.lineStartIndex,e.lineStartIndex+e.lineLength,c,o,p);if(!z)return{notEnoughRoom:!0};m=[z]}for(var O=0,D=m;O<D.length;O+=1){var R=D[O];t.addDynamicAttributes(u,R.point,R.angle)}return{}}function ce(t,e,r,n,i){var a=re(t.add(t.sub(e)._unit()),i).point,o=r.sub(a);return r.add(o._mult(n/o.mag()))}function ue(e,r,n,i,a,o,s,l,c,u,h,f){var p=i?e-r:e+r,d=p>0?1:-1,m=0;i&&(d*=-1,m=Math.PI),d<0&&(m+=Math.PI);for(var g=d>0?l+s:l+s+1,y=a,v=a,x=0,_=0,b=Math.abs(p),w=[];x+_<=b;){if((g+=d)<l||g>=c)return null;if(v=y,w.push(y),void 0===(y=f[g])){var T=new t.Point(u.getx(g),u.gety(g)),k=re(T,h);if(k.signedDistanceFromCamera>0)y=f[g]=k.point;else{var A=g-d;y=ce(0===x?o:new t.Point(u.getx(A),u.gety(A)),T,v,b-x+1,h)}}x+=_,_=v.dist(y)}var M=(b-x)/_,S=y.sub(v),E=S.mult(M)._add(v);E._add(S._unit()._perp()._mult(n*d));var C=m+Math.atan2(y.y-v.y,y.x-v.x);return w.push(E),{point:E,angle:C,path:w}}Qt.prototype.keysLength=function(){return this.boxKeys.length+this.circleKeys.length},Qt.prototype.insert=function(t,e,r,n,i){this._forEachCell(e,r,n,i,this._insertBoxCell,this.boxUid++),this.boxKeys.push(t),this.bboxes.push(e),this.bboxes.push(r),this.bboxes.push(n),this.bboxes.push(i)},Qt.prototype.insertCircle=function(t,e,r,n){this._forEachCell(e-n,r-n,e+n,r+n,this._insertCircleCell,this.circleUid++),this.circleKeys.push(t),this.circles.push(e),this.circles.push(r),this.circles.push(n)},Qt.prototype._insertBoxCell=function(t,e,r,n,i,a){this.boxCells[i].push(a)},Qt.prototype._insertCircleCell=function(t,e,r,n,i,a){this.circleCells[i].push(a)},Qt.prototype._query=function(t,e,r,n,i,a){if(r<0||t>this.width||n<0||e>this.height)return!i&&[];var o=[];if(t<=0&&e<=0&&this.width<=r&&this.height<=n){if(i)return!0;for(var s=0;s<this.boxKeys.length;s++)o.push({key:this.boxKeys[s],x1:this.bboxes[4*s],y1:this.bboxes[4*s+1],x2:this.bboxes[4*s+2],y2:this.bboxes[4*s+3]});for(var l=0;l<this.circleKeys.length;l++){var c=this.circles[3*l],u=this.circles[3*l+1],h=this.circles[3*l+2];o.push({key:this.circleKeys[l],x1:c-h,y1:u-h,x2:c+h,y2:u+h})}return a?o.filter(a):o}var f={hitTest:i,seenUids:{box:{},circle:{}}};return this._forEachCell(t,e,r,n,this._queryCell,o,f,a),i?o.length>0:o},Qt.prototype._queryCircle=function(t,e,r,n,i){var a=t-r,o=t+r,s=e-r,l=e+r;if(o<0||a>this.width||l<0||s>this.height)return!n&&[];var c=[],u={hitTest:n,circle:{x:t,y:e,radius:r},seenUids:{box:{},circle:{}}};return this._forEachCell(a,s,o,l,this._queryCellCircle,c,u,i),n?c.length>0:c},Qt.prototype.query=function(t,e,r,n,i){return this._query(t,e,r,n,!1,i)},Qt.prototype.hitTest=function(t,e,r,n,i){return this._query(t,e,r,n,!0,i)},Qt.prototype.hitTestCircle=function(t,e,r,n){return this._queryCircle(t,e,r,!0,n)},Qt.prototype._queryCell=function(t,e,r,n,i,a,o,s){var l=o.seenUids,c=this.boxCells[i];if(null!==c)for(var u=this.bboxes,h=0,f=c;h<f.length;h+=1){var p=f[h];if(!l.box[p]){l.box[p]=!0;var d=4*p;if(t<=u[d+2]&&e<=u[d+3]&&r>=u[d+0]&&n>=u[d+1]&&(!s||s(this.boxKeys[p]))){if(o.hitTest)return a.push(!0),!0;a.push({key:this.boxKeys[p],x1:u[d],y1:u[d+1],x2:u[d+2],y2:u[d+3]})}}}var m=this.circleCells[i];if(null!==m)for(var g=this.circles,y=0,v=m;y<v.length;y+=1){var x=v[y];if(!l.circle[x]){l.circle[x]=!0;var _=3*x;if(this._circleAndRectCollide(g[_],g[_+1],g[_+2],t,e,r,n)&&(!s||s(this.circleKeys[x]))){if(o.hitTest)return a.push(!0),!0;var b=g[_],w=g[_+1],T=g[_+2];a.push({key:this.circleKeys[x],x1:b-T,y1:w-T,x2:b+T,y2:w+T})}}}},Qt.prototype._queryCellCircle=function(t,e,r,n,i,a,o,s){var l=o.circle,c=o.seenUids,u=this.boxCells[i];if(null!==u)for(var h=this.bboxes,f=0,p=u;f<p.length;f+=1){var d=p[f];if(!c.box[d]){c.box[d]=!0;var m=4*d;if(this._circleAndRectCollide(l.x,l.y,l.radius,h[m+0],h[m+1],h[m+2],h[m+3])&&(!s||s(this.boxKeys[d])))return a.push(!0),!0}}var g=this.circleCells[i];if(null!==g)for(var y=this.circles,v=0,x=g;v<x.length;v+=1){var _=x[v];if(!c.circle[_]){c.circle[_]=!0;var b=3*_;if(this._circlesCollide(y[b],y[b+1],y[b+2],l.x,l.y,l.radius)&&(!s||s(this.circleKeys[_])))return a.push(!0),!0}}},Qt.prototype._forEachCell=function(t,e,r,n,i,a,o,s){for(var l=this._convertToXCellCoord(t),c=this._convertToYCellCoord(e),u=this._convertToXCellCoord(r),h=this._convertToYCellCoord(n),f=l;f<=u;f++)for(var p=c;p<=h;p++){var d=this.xCellCount*p+f;if(i.call(this,t,e,r,n,d,a,o,s))return}},Qt.prototype._convertToXCellCoord=function(t){return Math.max(0,Math.min(this.xCellCount-1,Math.floor(t*this.xScale)))},Qt.prototype._convertToYCellCoord=function(t){return Math.max(0,Math.min(this.yCellCount-1,Math.floor(t*this.yScale)))},Qt.prototype._circlesCollide=function(t,e,r,n,i,a){var o=n-t,s=i-e,l=r+a;return l*l>o*o+s*s},Qt.prototype._circleAndRectCollide=function(t,e,r,n,i,a,o){var s=(a-n)/2,l=Math.abs(t-(n+s));if(l>s+r)return!1;var c=(o-i)/2,u=Math.abs(e-(i+c));if(u>c+r)return!1;if(l<=s||u<=c)return!0;var h=l-s,f=u-c;return h*h+f*f<=r*r};var he=new Float32Array([-1/0,-1/0,0,-1/0,-1/0,0,-1/0,-1/0,0,-1/0,-1/0,0]);function fe(t,e){for(var r=0;r<t;r++){var n=e.length;e.resize(n+4),e.float32.set(he,3*n)}}function pe(t,e,r){var n=e[0],i=e[1];return t[0]=r[0]*n+r[4]*i+r[12],t[1]=r[1]*n+r[5]*i+r[13],t[3]=r[3]*n+r[7]*i+r[15],t}var de=100,me=function(t,e,r){void 0===e&&(e=new Qt(t.width+200,t.height+200,25)),void 0===r&&(r=new Qt(t.width+200,t.height+200,25)),this.transform=t,this.grid=e,this.ignoredGrid=r,this.pitchfactor=Math.cos(t._pitch)*t.cameraToCenterDistance,this.screenRightBoundary=t.width+de,this.screenBottomBoundary=t.height+de,this.gridRightBoundary=t.width+200,this.gridBottomBoundary=t.height+200};function ge(e,r,n){return r*(t.EXTENT/(e.tileSize*Math.pow(2,n-e.tileID.overscaledZ)))}me.prototype.placeCollisionBox=function(t,e,r,n,i){var a=this.projectAndGetPerspectiveRatio(n,t.anchorPointX,t.anchorPointY),o=r*a.perspectiveRatio,s=t.x1*o+a.point.x,l=t.y1*o+a.point.y,c=t.x2*o+a.point.x,u=t.y2*o+a.point.y;return!this.isInsideGrid(s,l,c,u)||!e&&this.grid.hitTest(s,l,c,u,i)?{box:[],offscreen:!1}:{box:[s,l,c,u],offscreen:this.isOffscreen(s,l,c,u)}},me.prototype.placeCollisionCircles=function(e,r,n,i,a,o,s,l,c,u,h,f,p){var d=[],m=new t.Point(r.anchorX,r.anchorY),g=re(m,o),y=ne(this.transform.cameraToCenterDistance,g.signedDistanceFromCamera),v=(u?a/y:a*y)/t.ONE_EM,x=re(m,s).point,_=oe(v,i,r.lineOffsetX*v,r.lineOffsetY*v,!1,x,m,r,n,s,{}),b=!1,w=!1,T=!0;if(_){for(var k=.5*f*y+p,A=new t.Point(-100,-100),M=new t.Point(this.screenRightBoundary,this.screenBottomBoundary),S=new Kt,E=_.first,C=_.last,L=[],I=E.path.length-1;I>=1;I--)L.push(E.path[I]);for(var P=1;P<C.path.length;P++)L.push(C.path[P]);var z=2.5*k;if(l){var O=L.map((function(t){return re(t,l)}));L=O.some((function(t){return t.signedDistanceFromCamera<=0}))?[]:O.map((function(t){return t.point}))}var D=[];if(L.length>0){for(var R=L[0].clone(),F=L[0].clone(),B=1;B<L.length;B++)R.x=Math.min(R.x,L[B].x),R.y=Math.min(R.y,L[B].y),F.x=Math.max(F.x,L[B].x),F.y=Math.max(F.y,L[B].y);D=R.x>=A.x&&F.x<=M.x&&R.y>=A.y&&F.y<=M.y?[L]:F.x<A.x||R.x>M.x||F.y<A.y||R.y>M.y?[]:t.clipLine([L],A.x,A.y,M.x,M.y)}for(var N=0,j=D;N<j.length;N+=1){var U=j[N];S.reset(U,.25*k);var V;V=S.length<=.5*k?1:Math.ceil(S.paddedLength/z)+1;for(var q=0;q<V;q++){var H=q/Math.max(V-1,1),G=S.lerp(H),Z=G.x+de,W=G.y+de;d.push(Z,W,k,0);var Y=Z-k,X=W-k,$=Z+k,J=W+k;if(T=T&&this.isOffscreen(Y,X,$,J),w=w||this.isInsideGrid(Y,X,$,J),!e&&this.grid.hitTestCircle(Z,W,k,h)&&(b=!0,!c))return{circles:[],offscreen:!1,collisionDetected:b}}}}return{circles:!c&&b||!w?[]:d,offscreen:T,collisionDetected:b}},me.prototype.queryRenderedSymbols=function(e){if(0===e.length||0===this.grid.keysLength()&&0===this.ignoredGrid.keysLength())return{};for(var r=[],n=1/0,i=1/0,a=-1/0,o=-1/0,s=0,l=e;s<l.length;s+=1){var c=l[s],u=new t.Point(c.x+de,c.y+de);n=Math.min(n,u.x),i=Math.min(i,u.y),a=Math.max(a,u.x),o=Math.max(o,u.y),r.push(u)}for(var h={},f={},p=0,d=this.grid.query(n,i,a,o).concat(this.ignoredGrid.query(n,i,a,o));p<d.length;p+=1){var m=d[p],g=m.key;if(void 0===h[g.bucketInstanceId]&&(h[g.bucketInstanceId]={}),!h[g.bucketInstanceId][g.featureIndex]){var y=[new t.Point(m.x1,m.y1),new t.Point(m.x2,m.y1),new t.Point(m.x2,m.y2),new t.Point(m.x1,m.y2)];t.polygonIntersectsPolygon(r,y)&&(h[g.bucketInstanceId][g.featureIndex]=!0,void 0===f[g.bucketInstanceId]&&(f[g.bucketInstanceId]=[]),f[g.bucketInstanceId].push(g.featureIndex))}}return f},me.prototype.insertCollisionBox=function(t,e,r,n,i){var a={bucketInstanceId:r,featureIndex:n,collisionGroupID:i};(e?this.ignoredGrid:this.grid).insert(a,t[0],t[1],t[2],t[3])},me.prototype.insertCollisionCircles=function(t,e,r,n,i){for(var a=e?this.ignoredGrid:this.grid,o={bucketInstanceId:r,featureIndex:n,collisionGroupID:i},s=0;s<t.length;s+=4)a.insertCircle(o,t[s],t[s+1],t[s+2])},me.prototype.projectAndGetPerspectiveRatio=function(e,r,n){var i=[r,n,0,1];return pe(i,i,e),{point:new t.Point((i[0]/i[3]+1)/2*this.transform.width+de,(-i[1]/i[3]+1)/2*this.transform.height+de),perspectiveRatio:.5+this.transform.cameraToCenterDistance/i[3]*.5}},me.prototype.isOffscreen=function(t,e,r,n){return r<de||t>=this.screenRightBoundary||n<de||e>this.screenBottomBoundary},me.prototype.isInsideGrid=function(t,e,r,n){return r>=0&&t<this.gridRightBoundary&&n>=0&&e<this.gridBottomBoundary},me.prototype.getViewportMatrix=function(){var e=t.identity([]);return t.translate(e,e,[-100,-100,0]),e};var ye=function(t,e,r,n){this.opacity=t?Math.max(0,Math.min(1,t.opacity+(t.placed?e:-e))):n&&r?1:0,this.placed=r};ye.prototype.isHidden=function(){return 0===this.opacity&&!this.placed};var ve=function(t,e,r,n,i){this.text=new ye(t?t.text:null,e,r,i),this.icon=new ye(t?t.icon:null,e,n,i)};ve.prototype.isHidden=function(){return this.text.isHidden()&&this.icon.isHidden()};var xe=function(t,e,r){this.text=t,this.icon=e,this.skipFade=r},_e=function(){this.invProjMatrix=t.create(),this.viewportMatrix=t.create(),this.circles=[]},be=function(t,e,r,n,i){this.bucketInstanceId=t,this.featureIndex=e,this.sourceLayerIndex=r,this.bucketIndex=n,this.tileID=i},we=function(t){this.crossSourceCollisions=t,this.maxGroupID=0,this.collisionGroups={}};function Te(e,r,n,i,a){var o=t.getAnchorAlignment(e),s=-(o.horizontalAlign-.5)*r,l=-(o.verticalAlign-.5)*n,c=t.evaluateVariableOffset(e,i);return new t.Point(s+c[0]*a,l+c[1]*a)}function ke(e,r,n,i,a,o){var s=e.x1,l=e.x2,c=e.y1,u=e.y2,h=e.anchorPointX,f=e.anchorPointY,p=new t.Point(r,n);return i&&p._rotate(a?o:-o),{x1:s+p.x,y1:c+p.y,x2:l+p.x,y2:u+p.y,anchorPointX:h,anchorPointY:f}}we.prototype.get=function(t){if(this.crossSourceCollisions)return{ID:0,predicate:null};if(!this.collisionGroups[t]){var e=++this.maxGroupID;this.collisionGroups[t]={ID:e,predicate:function(t){return t.collisionGroupID===e}}}return this.collisionGroups[t]};var Ae=function(t,e,r,n){this.transform=t.clone(),this.collisionIndex=new me(this.transform),this.placements={},this.opacities={},this.variableOffsets={},this.stale=!1,this.commitTime=0,this.fadeDuration=e,this.retainedQueryData={},this.collisionGroups=new we(r),this.collisionCircleArrays={},this.prevPlacement=n,n&&(n.prevPlacement=void 0),this.placedOrientations={}};function Me(t,e,r,n,i){t.emplaceBack(e?1:0,r?1:0,n||0,i||0),t.emplaceBack(e?1:0,r?1:0,n||0,i||0),t.emplaceBack(e?1:0,r?1:0,n||0,i||0),t.emplaceBack(e?1:0,r?1:0,n||0,i||0)}Ae.prototype.getBucketParts=function(e,r,n,i){var a=n.getBucket(r),o=n.latestFeatureIndex;if(a&&o&&r.id===a.layerIds[0]){var s=n.collisionBoxArray,l=a.layers[0].layout,c=Math.pow(2,this.transform.zoom-n.tileID.overscaledZ),u=n.tileSize/t.EXTENT,h=this.transform.calculatePosMatrix(n.tileID.toUnwrapped()),f=\"map\"===l.get(\"text-pitch-alignment\"),p=\"map\"===l.get(\"text-rotation-alignment\"),d=ge(n,1,this.transform.zoom),m=te(h,f,p,this.transform,d),g=null;if(f){var y=ee(h,f,p,this.transform,d);g=t.multiply([],this.transform.labelPlaneMatrix,y)}this.retainedQueryData[a.bucketInstanceId]=new be(a.bucketInstanceId,o,a.sourceLayerIndex,a.index,n.tileID);var v={bucket:a,layout:l,posMatrix:h,textLabelPlaneMatrix:m,labelToScreenMatrix:g,scale:c,textPixelRatio:u,holdingForFade:n.holdingForFade(),collisionBoxArray:s,partiallyEvaluatedTextSize:t.evaluateSizeForZoom(a.textSizeData,this.transform.zoom),collisionGroup:this.collisionGroups.get(a.sourceID)};if(i)for(var x=0,_=a.sortKeyRanges;x<_.length;x+=1){var b=_[x],w=b.sortKey,T=b.symbolInstanceStart,k=b.symbolInstanceEnd;e.push({sortKey:w,symbolInstanceStart:T,symbolInstanceEnd:k,parameters:v})}else e.push({symbolInstanceStart:0,symbolInstanceEnd:a.symbolInstances.length,parameters:v})}},Ae.prototype.attemptAnchorPlacement=function(t,e,r,n,i,a,o,s,l,c,u,h,f,p,d){var m,g=[h.textOffset0,h.textOffset1],y=Te(t,r,n,g,i),v=this.collisionIndex.placeCollisionBox(ke(e,y.x,y.y,a,o,this.transform.angle),u,s,l,c.predicate);if(!d||0!==this.collisionIndex.placeCollisionBox(ke(d,y.x,y.y,a,o,this.transform.angle),u,s,l,c.predicate).box.length)return v.box.length>0?(this.prevPlacement&&this.prevPlacement.variableOffsets[h.crossTileID]&&this.prevPlacement.placements[h.crossTileID]&&this.prevPlacement.placements[h.crossTileID].text&&(m=this.prevPlacement.variableOffsets[h.crossTileID].anchor),this.variableOffsets[h.crossTileID]={textOffset:g,width:r,height:n,anchor:t,textBoxScale:i,prevAnchor:m},this.markUsedJustification(f,t,h,p),f.allowVerticalPlacement&&(this.markUsedOrientation(f,p,h),this.placedOrientations[h.crossTileID]=p),{shift:y,placedGlyphBoxes:v}):void 0},Ae.prototype.placeLayerBucketPart=function(e,r,n){var i=this,a=e.parameters,o=a.bucket,s=a.layout,l=a.posMatrix,c=a.textLabelPlaneMatrix,u=a.labelToScreenMatrix,h=a.textPixelRatio,f=a.holdingForFade,p=a.collisionBoxArray,d=a.partiallyEvaluatedTextSize,m=a.collisionGroup,g=s.get(\"text-optional\"),y=s.get(\"icon-optional\"),v=s.get(\"text-allow-overlap\"),x=s.get(\"icon-allow-overlap\"),_=\"map\"===s.get(\"text-rotation-alignment\"),b=\"map\"===s.get(\"text-pitch-alignment\"),w=\"none\"!==s.get(\"icon-text-fit\"),T=\"viewport-y\"===s.get(\"symbol-z-order\"),k=v&&(x||!o.hasIconData()||y),A=x&&(v||!o.hasTextData()||g);!o.collisionArrays&&p&&o.deserializeCollisionBoxes(p);var M=function(e,a){if(!r[e.crossTileID])if(f)i.placements[e.crossTileID]=new xe(!1,!1,!1);else{var p,T=!1,M=!1,S=!0,E=null,C={box:null,offscreen:null},L={box:null,offscreen:null},I=null,P=null,z=0,O=0,D=0;a.textFeatureIndex?z=a.textFeatureIndex:e.useRuntimeCollisionCircles&&(z=e.featureIndex),a.verticalTextFeatureIndex&&(O=a.verticalTextFeatureIndex);var R=a.textBox;if(R){var F=function(r){var n=t.WritingMode.horizontal;if(o.allowVerticalPlacement&&!r&&i.prevPlacement){var a=i.prevPlacement.placedOrientations[e.crossTileID];a&&(i.placedOrientations[e.crossTileID]=a,n=a,i.markUsedOrientation(o,n,e))}return n},B=function(r,n){if(o.allowVerticalPlacement&&e.numVerticalGlyphVertices>0&&a.verticalTextBox)for(var i=0,s=o.writingModes;i<s.length&&(s[i]===t.WritingMode.vertical?(C=n(),L=C):C=r(),!(C&&C.box&&C.box.length));i+=1);else C=r()};if(s.get(\"text-variable-anchor\")){var N=s.get(\"text-variable-anchor\");if(i.prevPlacement&&i.prevPlacement.variableOffsets[e.crossTileID]){var j=i.prevPlacement.variableOffsets[e.crossTileID];N.indexOf(j.anchor)>0&&(N=N.filter((function(t){return t!==j.anchor}))).unshift(j.anchor)}var U=function(t,r,n){for(var a=t.x2-t.x1,s=t.y2-t.y1,c=e.textBoxScale,u=w&&!x?r:null,f={box:[],offscreen:!1},p=v?2*N.length:N.length,d=0;d<p;++d){var g=N[d%N.length],y=d>=N.length,k=i.attemptAnchorPlacement(g,t,a,s,c,_,b,h,l,m,y,e,o,n,u);if(k&&(f=k.placedGlyphBoxes)&&f.box&&f.box.length){T=!0,E=k.shift;break}}return f};B((function(){return U(R,a.iconBox,t.WritingMode.horizontal)}),(function(){var r=a.verticalTextBox,n=C&&C.box&&C.box.length;return o.allowVerticalPlacement&&!n&&e.numVerticalGlyphVertices>0&&r?U(r,a.verticalIconBox,t.WritingMode.vertical):{box:null,offscreen:null}})),C&&(T=C.box,S=C.offscreen);var V=F(C&&C.box);if(!T&&i.prevPlacement){var q=i.prevPlacement.variableOffsets[e.crossTileID];q&&(i.variableOffsets[e.crossTileID]=q,i.markUsedJustification(o,q.anchor,e,V))}}else{var H=function(t,r){var n=i.collisionIndex.placeCollisionBox(t,v,h,l,m.predicate);return n&&n.box&&n.box.length&&(i.markUsedOrientation(o,r,e),i.placedOrientations[e.crossTileID]=r),n};B((function(){return H(R,t.WritingMode.horizontal)}),(function(){var r=a.verticalTextBox;return o.allowVerticalPlacement&&e.numVerticalGlyphVertices>0&&r?H(r,t.WritingMode.vertical):{box:null,offscreen:null}})),F(C&&C.box&&C.box.length)}}if(T=(p=C)&&p.box&&p.box.length>0,S=p&&p.offscreen,e.useRuntimeCollisionCircles){var G=o.text.placedSymbolArray.get(e.centerJustifiedTextSymbolIndex),Z=t.evaluateSizeForFeature(o.textSizeData,d,G),W=s.get(\"text-padding\"),Y=e.collisionCircleDiameter;I=i.collisionIndex.placeCollisionCircles(v,G,o.lineVertexArray,o.glyphOffsetArray,Z,l,c,u,n,b,m.predicate,Y,W),T=v||I.circles.length>0&&!I.collisionDetected,S=S&&I.offscreen}if(a.iconFeatureIndex&&(D=a.iconFeatureIndex),a.iconBox){var X=function(t){var e=w&&E?ke(t,E.x,E.y,_,b,i.transform.angle):t;return i.collisionIndex.placeCollisionBox(e,x,h,l,m.predicate)};M=L&&L.box&&L.box.length&&a.verticalIconBox?(P=X(a.verticalIconBox)).box.length>0:(P=X(a.iconBox)).box.length>0,S=S&&P.offscreen}var $=g||0===e.numHorizontalGlyphVertices&&0===e.numVerticalGlyphVertices,J=y||0===e.numIconVertices;if($||J?J?$||(M=M&&T):T=M&&T:M=T=M&&T,T&&p&&p.box&&(L&&L.box&&O?i.collisionIndex.insertCollisionBox(p.box,s.get(\"text-ignore-placement\"),o.bucketInstanceId,O,m.ID):i.collisionIndex.insertCollisionBox(p.box,s.get(\"text-ignore-placement\"),o.bucketInstanceId,z,m.ID)),M&&P&&i.collisionIndex.insertCollisionBox(P.box,s.get(\"icon-ignore-placement\"),o.bucketInstanceId,D,m.ID),I&&(T&&i.collisionIndex.insertCollisionCircles(I.circles,s.get(\"text-ignore-placement\"),o.bucketInstanceId,z,m.ID),n)){var K=o.bucketInstanceId,Q=i.collisionCircleArrays[K];void 0===Q&&(Q=i.collisionCircleArrays[K]=new _e);for(var tt=0;tt<I.circles.length;tt+=4)Q.circles.push(I.circles[tt+0]),Q.circles.push(I.circles[tt+1]),Q.circles.push(I.circles[tt+2]),Q.circles.push(I.collisionDetected?1:0)}i.placements[e.crossTileID]=new xe(T||k,M||A,S||o.justReloaded),r[e.crossTileID]=!0}};if(T)for(var S=o.getSortedSymbolIndexes(this.transform.angle),E=S.length-1;E>=0;--E){var C=S[E];M(o.symbolInstances.get(C),o.collisionArrays[C])}else for(var L=e.symbolInstanceStart;L<e.symbolInstanceEnd;L++)M(o.symbolInstances.get(L),o.collisionArrays[L]);if(n&&o.bucketInstanceId in this.collisionCircleArrays){var I=this.collisionCircleArrays[o.bucketInstanceId];t.invert(I.invProjMatrix,l),I.viewportMatrix=this.collisionIndex.getViewportMatrix()}o.justReloaded=!1},Ae.prototype.markUsedJustification=function(e,r,n,i){var a,o={left:n.leftJustifiedTextSymbolIndex,center:n.centerJustifiedTextSymbolIndex,right:n.rightJustifiedTextSymbolIndex};a=i===t.WritingMode.vertical?n.verticalPlacedTextSymbolIndex:o[t.getAnchorJustification(r)];for(var s=0,l=[n.leftJustifiedTextSymbolIndex,n.centerJustifiedTextSymbolIndex,n.rightJustifiedTextSymbolIndex,n.verticalPlacedTextSymbolIndex];s<l.length;s+=1){var c=l[s];c>=0&&(e.text.placedSymbolArray.get(c).crossTileID=a>=0&&c!==a?0:n.crossTileID)}},Ae.prototype.markUsedOrientation=function(e,r,n){for(var i=r===t.WritingMode.horizontal||r===t.WritingMode.horizontalOnly?r:0,a=r===t.WritingMode.vertical?r:0,o=0,s=[n.leftJustifiedTextSymbolIndex,n.centerJustifiedTextSymbolIndex,n.rightJustifiedTextSymbolIndex];o<s.length;o+=1){var l=s[o];e.text.placedSymbolArray.get(l).placedOrientation=i}n.verticalPlacedTextSymbolIndex&&(e.text.placedSymbolArray.get(n.verticalPlacedTextSymbolIndex).placedOrientation=a)},Ae.prototype.commit=function(t){this.commitTime=t,this.zoomAtLastRecencyCheck=this.transform.zoom;var e=this.prevPlacement,r=!1;this.prevZoomAdjustment=e?e.zoomAdjustment(this.transform.zoom):0;var n=e?e.symbolFadeChange(t):1,i=e?e.opacities:{},a=e?e.variableOffsets:{},o=e?e.placedOrientations:{};for(var s in this.placements){var l=this.placements[s],c=i[s];c?(this.opacities[s]=new ve(c,n,l.text,l.icon),r=r||l.text!==c.text.placed||l.icon!==c.icon.placed):(this.opacities[s]=new ve(null,n,l.text,l.icon,l.skipFade),r=r||l.text||l.icon)}for(var u in i){var h=i[u];if(!this.opacities[u]){var f=new ve(h,n,!1,!1);f.isHidden()||(this.opacities[u]=f,r=r||h.text.placed||h.icon.placed)}}for(var p in a)this.variableOffsets[p]||!this.opacities[p]||this.opacities[p].isHidden()||(this.variableOffsets[p]=a[p]);for(var d in o)this.placedOrientations[d]||!this.opacities[d]||this.opacities[d].isHidden()||(this.placedOrientations[d]=o[d]);r?this.lastPlacementChangeTime=t:\"number\"!=typeof this.lastPlacementChangeTime&&(this.lastPlacementChangeTime=e?e.lastPlacementChangeTime:t)},Ae.prototype.updateLayerOpacities=function(t,e){for(var r={},n=0,i=e;n<i.length;n+=1){var a=i[n],o=a.getBucket(t);o&&a.latestFeatureIndex&&t.id===o.layerIds[0]&&this.updateBucketOpacities(o,r,a.collisionBoxArray)}},Ae.prototype.updateBucketOpacities=function(e,r,n){var i=this;e.hasTextData()&&e.text.opacityVertexArray.clear(),e.hasIconData()&&e.icon.opacityVertexArray.clear(),e.hasIconCollisionBoxData()&&e.iconCollisionBox.collisionVertexArray.clear(),e.hasTextCollisionBoxData()&&e.textCollisionBox.collisionVertexArray.clear();var a=e.layers[0].layout,o=new ve(null,0,!1,!1,!0),s=a.get(\"text-allow-overlap\"),l=a.get(\"icon-allow-overlap\"),c=a.get(\"text-variable-anchor\"),u=\"map\"===a.get(\"text-rotation-alignment\"),h=\"map\"===a.get(\"text-pitch-alignment\"),f=\"none\"!==a.get(\"icon-text-fit\"),p=new ve(null,0,s&&(l||!e.hasIconData()||a.get(\"icon-optional\")),l&&(s||!e.hasTextData()||a.get(\"text-optional\")),!0);!e.collisionArrays&&n&&(e.hasIconCollisionBoxData()||e.hasTextCollisionBoxData())&&e.deserializeCollisionBoxes(n);for(var d=function(t,e,r){for(var n=0;n<e/4;n++)t.opacityVertexArray.emplaceBack(r)},m=function(n){var a=e.symbolInstances.get(n),s=a.numHorizontalGlyphVertices,l=a.numVerticalGlyphVertices,m=a.crossTileID,g=r[m],y=i.opacities[m];g?y=o:y||(y=p,i.opacities[m]=y),r[m]=!0;var v=s>0||l>0,x=a.numIconVertices>0,_=i.placedOrientations[a.crossTileID],b=_===t.WritingMode.vertical,w=_===t.WritingMode.horizontal||_===t.WritingMode.horizontalOnly;if(v){var T=Oe(y.text),k=b?De:T;d(e.text,s,k);var A=w?De:T;d(e.text,l,A);var M=y.text.isHidden();[a.rightJustifiedTextSymbolIndex,a.centerJustifiedTextSymbolIndex,a.leftJustifiedTextSymbolIndex].forEach((function(t){t>=0&&(e.text.placedSymbolArray.get(t).hidden=M||b?1:0)})),a.verticalPlacedTextSymbolIndex>=0&&(e.text.placedSymbolArray.get(a.verticalPlacedTextSymbolIndex).hidden=M||w?1:0);var S=i.variableOffsets[a.crossTileID];S&&i.markUsedJustification(e,S.anchor,a,_);var E=i.placedOrientations[a.crossTileID];E&&(i.markUsedJustification(e,\"left\",a,E),i.markUsedOrientation(e,E,a))}if(x){var C=Oe(y.icon),L=!(f&&a.verticalPlacedIconSymbolIndex&&b);if(a.placedIconSymbolIndex>=0){var I=L?C:De;d(e.icon,a.numIconVertices,I),e.icon.placedSymbolArray.get(a.placedIconSymbolIndex).hidden=y.icon.isHidden()}if(a.verticalPlacedIconSymbolIndex>=0){var P=L?De:C;d(e.icon,a.numVerticalIconVertices,P),e.icon.placedSymbolArray.get(a.verticalPlacedIconSymbolIndex).hidden=y.icon.isHidden()}}if(e.hasIconCollisionBoxData()||e.hasTextCollisionBoxData()){var z=e.collisionArrays[n];if(z){var O=new t.Point(0,0);if(z.textBox||z.verticalTextBox){var D=!0;if(c){var R=i.variableOffsets[m];R?(O=Te(R.anchor,R.width,R.height,R.textOffset,R.textBoxScale),u&&O._rotate(h?i.transform.angle:-i.transform.angle)):D=!1}z.textBox&&Me(e.textCollisionBox.collisionVertexArray,y.text.placed,!D||b,O.x,O.y),z.verticalTextBox&&Me(e.textCollisionBox.collisionVertexArray,y.text.placed,!D||w,O.x,O.y)}var F=Boolean(!w&&z.verticalIconBox);z.iconBox&&Me(e.iconCollisionBox.collisionVertexArray,y.icon.placed,F,f?O.x:0,f?O.y:0),z.verticalIconBox&&Me(e.iconCollisionBox.collisionVertexArray,y.icon.placed,!F,f?O.x:0,f?O.y:0)}}},g=0;g<e.symbolInstances.length;g++)m(g);if(e.sortFeatures(this.transform.angle),this.retainedQueryData[e.bucketInstanceId]&&(this.retainedQueryData[e.bucketInstanceId].featureSortOrder=e.featureSortOrder),e.hasTextData()&&e.text.opacityVertexBuffer&&e.text.opacityVertexBuffer.updateData(e.text.opacityVertexArray),e.hasIconData()&&e.icon.opacityVertexBuffer&&e.icon.opacityVertexBuffer.updateData(e.icon.opacityVertexArray),e.hasIconCollisionBoxData()&&e.iconCollisionBox.collisionVertexBuffer&&e.iconCollisionBox.collisionVertexBuffer.updateData(e.iconCollisionBox.collisionVertexArray),e.hasTextCollisionBoxData()&&e.textCollisionBox.collisionVertexBuffer&&e.textCollisionBox.collisionVertexBuffer.updateData(e.textCollisionBox.collisionVertexArray),e.bucketInstanceId in this.collisionCircleArrays){var y=this.collisionCircleArrays[e.bucketInstanceId];e.placementInvProjMatrix=y.invProjMatrix,e.placementViewportMatrix=y.viewportMatrix,e.collisionCircleArray=y.circles,delete this.collisionCircleArrays[e.bucketInstanceId]}},Ae.prototype.symbolFadeChange=function(t){return 0===this.fadeDuration?1:(t-this.commitTime)/this.fadeDuration+this.prevZoomAdjustment},Ae.prototype.zoomAdjustment=function(t){return Math.max(0,(this.transform.zoom-t)/1.5)},Ae.prototype.hasTransitions=function(t){return this.stale||t-this.lastPlacementChangeTime<this.fadeDuration},Ae.prototype.stillRecent=function(t,e){var r=this.zoomAtLastRecencyCheck===e?1-this.zoomAdjustment(e):1;return this.zoomAtLastRecencyCheck=e,this.commitTime+this.fadeDuration*r>t},Ae.prototype.setStale=function(){this.stale=!0};var Se=Math.pow(2,25),Ee=Math.pow(2,24),Ce=Math.pow(2,17),Le=Math.pow(2,16),Ie=Math.pow(2,9),Pe=Math.pow(2,8),ze=Math.pow(2,1);function Oe(t){if(0===t.opacity&&!t.placed)return 0;if(1===t.opacity&&t.placed)return 4294967295;var e=t.placed?1:0,r=Math.floor(127*t.opacity);return r*Se+e*Ee+r*Ce+e*Le+r*Ie+e*Pe+r*ze+e}var De=0,Re=function(t){this._sortAcrossTiles=\"viewport-y\"!==t.layout.get(\"symbol-z-order\")&&void 0!==t.layout.get(\"symbol-sort-key\").constantOr(1),this._currentTileIndex=0,this._currentPartIndex=0,this._seenCrossTileIDs={},this._bucketParts=[]};Re.prototype.continuePlacement=function(t,e,r,n,i){for(var a=this._bucketParts;this._currentTileIndex<t.length;){var o=t[this._currentTileIndex];if(e.getBucketParts(a,n,o,this._sortAcrossTiles),this._currentTileIndex++,i())return!0}for(this._sortAcrossTiles&&(this._sortAcrossTiles=!1,a.sort((function(t,e){return t.sortKey-e.sortKey})));this._currentPartIndex<a.length;){var s=a[this._currentPartIndex];if(e.placeLayerBucketPart(s,this._seenCrossTileIDs,r),this._currentPartIndex++,i())return!0}return!1};var Fe=function(t,e,r,n,i,a,o){this.placement=new Ae(t,i,a,o),this._currentPlacementIndex=e.length-1,this._forceFullPlacement=r,this._showCollisionBoxes=n,this._done=!1};Fe.prototype.isDone=function(){return this._done},Fe.prototype.continuePlacement=function(e,r,n){for(var i=this,a=t.browser.now(),o=function(){var e=t.browser.now()-a;return!i._forceFullPlacement&&e>2};this._currentPlacementIndex>=0;){var s=r[e[this._currentPlacementIndex]],l=this.placement.collisionIndex.transform.zoom;if(\"symbol\"===s.type&&(!s.minzoom||s.minzoom<=l)&&(!s.maxzoom||s.maxzoom>l)){if(this._inProgressLayer||(this._inProgressLayer=new Re(s)),this._inProgressLayer.continuePlacement(n[s.source],this.placement,this._showCollisionBoxes,s,o))return;delete this._inProgressLayer}this._currentPlacementIndex--}this._done=!0},Fe.prototype.commit=function(t){return this.placement.commit(t),this.placement};var Be=512/t.EXTENT/2,Ne=function(t,e,r){this.tileID=t,this.indexedSymbolInstances={},this.bucketInstanceId=r;for(var n=0;n<e.length;n++){var i=e.get(n),a=i.key;this.indexedSymbolInstances[a]||(this.indexedSymbolInstances[a]=[]),this.indexedSymbolInstances[a].push({crossTileID:i.crossTileID,coord:this.getScaledCoordinates(i,t)})}};Ne.prototype.getScaledCoordinates=function(e,r){var n=r.canonical.z-this.tileID.canonical.z,i=Be/Math.pow(2,n);return{x:Math.floor((r.canonical.x*t.EXTENT+e.anchorX)*i),y:Math.floor((r.canonical.y*t.EXTENT+e.anchorY)*i)}},Ne.prototype.findMatches=function(t,e,r){for(var n=this.tileID.canonical.z<e.canonical.z?1:Math.pow(2,this.tileID.canonical.z-e.canonical.z),i=0;i<t.length;i++){var a=t.get(i);if(!a.crossTileID){var o=this.indexedSymbolInstances[a.key];if(o)for(var s=this.getScaledCoordinates(a,e),l=0,c=o;l<c.length;l+=1){var u=c[l];if(Math.abs(u.coord.x-s.x)<=n&&Math.abs(u.coord.y-s.y)<=n&&!r[u.crossTileID]){r[u.crossTileID]=!0,a.crossTileID=u.crossTileID;break}}}}};var je=function(){this.maxCrossTileID=0};je.prototype.generate=function(){return++this.maxCrossTileID};var Ue=function(){this.indexes={},this.usedCrossTileIDs={},this.lng=0};Ue.prototype.handleWrapJump=function(t){var e=Math.round((t-this.lng)/360);if(0!==e)for(var r in this.indexes){var n=this.indexes[r],i={};for(var a in n){var o=n[a];o.tileID=o.tileID.unwrapTo(o.tileID.wrap+e),i[o.tileID.key]=o}this.indexes[r]=i}this.lng=t},Ue.prototype.addBucket=function(t,e,r){if(this.indexes[t.overscaledZ]&&this.indexes[t.overscaledZ][t.key]){if(this.indexes[t.overscaledZ][t.key].bucketInstanceId===e.bucketInstanceId)return!1;this.removeBucketCrossTileIDs(t.overscaledZ,this.indexes[t.overscaledZ][t.key])}for(var n=0;n<e.symbolInstances.length;n++)e.symbolInstances.get(n).crossTileID=0;this.usedCrossTileIDs[t.overscaledZ]||(this.usedCrossTileIDs[t.overscaledZ]={});var i=this.usedCrossTileIDs[t.overscaledZ];for(var a in this.indexes){var o=this.indexes[a];if(Number(a)>t.overscaledZ)for(var s in o){var l=o[s];l.tileID.isChildOf(t)&&l.findMatches(e.symbolInstances,t,i)}else{var c=o[t.scaledTo(Number(a)).key];c&&c.findMatches(e.symbolInstances,t,i)}}for(var u=0;u<e.symbolInstances.length;u++){var h=e.symbolInstances.get(u);h.crossTileID||(h.crossTileID=r.generate(),i[h.crossTileID]=!0)}return void 0===this.indexes[t.overscaledZ]&&(this.indexes[t.overscaledZ]={}),this.indexes[t.overscaledZ][t.key]=new Ne(t,e.symbolInstances,e.bucketInstanceId),!0},Ue.prototype.removeBucketCrossTileIDs=function(t,e){for(var r in e.indexedSymbolInstances)for(var n=0,i=e.indexedSymbolInstances[r];n<i.length;n+=1){var a=i[n];delete this.usedCrossTileIDs[t][a.crossTileID]}},Ue.prototype.removeStaleBuckets=function(t){var e=!1;for(var r in this.indexes){var n=this.indexes[r];for(var i in n)t[n[i].bucketInstanceId]||(this.removeBucketCrossTileIDs(r,n[i]),delete n[i],e=!0)}return e};var Ve=function(){this.layerIndexes={},this.crossTileIDs=new je,this.maxBucketInstanceId=0,this.bucketsInCurrentPlacement={}};Ve.prototype.addLayer=function(t,e,r){var n=this.layerIndexes[t.id];void 0===n&&(n=this.layerIndexes[t.id]=new Ue);var i=!1,a={};n.handleWrapJump(r);for(var o=0,s=e;o<s.length;o+=1){var l=s[o],c=l.getBucket(t);c&&t.id===c.layerIds[0]&&(c.bucketInstanceId||(c.bucketInstanceId=++this.maxBucketInstanceId),n.addBucket(l.tileID,c,this.crossTileIDs)&&(i=!0),a[c.bucketInstanceId]=!0)}return n.removeStaleBuckets(a)&&(i=!0),i},Ve.prototype.pruneUnusedLayers=function(t){var e={};for(var r in t.forEach((function(t){e[t]=!0})),this.layerIndexes)e[r]||delete this.layerIndexes[r]};var qe=function(e,r){return t.emitValidationErrors(e,r&&r.filter((function(t){return\"source.canvas\"!==t.identifier})))},He=t.pick(qt,[\"addLayer\",\"removeLayer\",\"setPaintProperty\",\"setLayoutProperty\",\"setFilter\",\"addSource\",\"removeSource\",\"setLayerZoomRange\",\"setLight\",\"setTransition\",\"setGeoJSONSourceData\"]),Ge=t.pick(qt,[\"setCenter\",\"setZoom\",\"setBearing\",\"setPitch\"]),Ze=function(){var e={},r=t.styleSpec.$version;for(var n in t.styleSpec.$root){var i=t.styleSpec.$root[n];if(i.required){var a;null!=(a=\"version\"===n?r:\"array\"===i.type?[]:{})&&(e[n]=a)}}return e}(),We=function(e){function r(n,i){var a=this;void 0===i&&(i={}),e.call(this),this.map=n,this.dispatcher=new A(jt(),this),this.imageManager=new f,this.imageManager.setEventedParent(this),this.glyphManager=new x(n._requestManager,i.localIdeographFontFamily),this.lineAtlas=new k(256,512),this.crossTileSymbolIndex=new Ve,this._layers={},this._serializedLayers={},this._order=[],this.sourceCaches={},this.zoomHistory=new t.ZoomHistory,this._loaded=!1,this._availableImages=[],this._resetUpdates(),this.dispatcher.broadcast(\"setReferrer\",t.getReferrer());var o=this;this._rtlTextPluginCallback=r.registerForPluginStateChange((function(e){var r={pluginStatus:e.pluginStatus,pluginURL:e.pluginURL};o.dispatcher.broadcast(\"syncRTLPluginState\",r,(function(e,r){if(t.triggerPluginCompletionEvent(e),r&&r.every((function(t){return t})))for(var n in o.sourceCaches)o.sourceCaches[n].reload()}))})),this.on(\"data\",(function(t){if(\"source\"===t.dataType&&\"metadata\"===t.sourceDataType){var e=a.sourceCaches[t.sourceId];if(e){var r=e.getSource();if(r&&r.vectorLayerIds)for(var n in a._layers){var i=a._layers[n];i.source===r.id&&a._validateLayer(i)}}}}))}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.loadURL=function(e,r){var n=this;void 0===r&&(r={}),this.fire(new t.Event(\"dataloading\",{dataType:\"style\"}));var i=\"boolean\"==typeof r.validate?r.validate:!t.isMapboxURL(e);e=this.map._requestManager.normalizeStyleURL(e,r.accessToken);var a=this.map._requestManager.transformRequest(e,t.ResourceType.Style);this._request=t.getJSON(a,(function(e,r){n._request=null,e?n.fire(new t.ErrorEvent(e)):r&&n._load(r,i)}))},r.prototype.loadJSON=function(e,r){var n=this;void 0===r&&(r={}),this.fire(new t.Event(\"dataloading\",{dataType:\"style\"})),this._request=t.browser.frame((function(){n._request=null,n._load(e,!1!==r.validate)}))},r.prototype.loadEmpty=function(){this.fire(new t.Event(\"dataloading\",{dataType:\"style\"})),this._load(Ze,!1)},r.prototype._load=function(e,r){if(!r||!qe(this,t.validateStyle(e))){for(var n in this._loaded=!0,this.stylesheet=e,e.sources)this.addSource(n,e.sources[n],{validate:!1});e.sprite?this._loadSprite(e.sprite):this.imageManager.setLoaded(!0),this.glyphManager.setURL(e.glyphs);var i=Vt(this.stylesheet.layers);this._order=i.map((function(t){return t.id})),this._layers={},this._serializedLayers={};for(var a=0,o=i;a<o.length;a+=1){var s=o[a];(s=t.createStyleLayer(s)).setEventedParent(this,{layer:{id:s.id}}),this._layers[s.id]=s,this._serializedLayers[s.id]=s.serialize()}this.dispatcher.broadcast(\"setLayers\",this._serializeLayers(this._order)),this.light=new T(this.stylesheet.light),this.fire(new t.Event(\"data\",{dataType:\"style\"})),this.fire(new t.Event(\"style.load\"))}},r.prototype._loadSprite=function(e){var r=this;this._spriteRequest=function(e,r,n){var i,a,o,s=t.browser.devicePixelRatio>1?\"@2x\":\"\",l=t.getJSON(r.transformRequest(r.normalizeSpriteURL(e,s,\".json\"),t.ResourceType.SpriteJSON),(function(t,e){l=null,o||(o=t,i=e,u())})),c=t.getImage(r.transformRequest(r.normalizeSpriteURL(e,s,\".png\"),t.ResourceType.SpriteImage),(function(t,e){c=null,o||(o=t,a=e,u())}));function u(){if(o)n(o);else if(i&&a){var e=t.browser.getImageData(a),r={};for(var s in i){var l=i[s],c=l.width,u=l.height,h=l.x,f=l.y,p=l.sdf,d=l.pixelRatio,m=l.stretchX,g=l.stretchY,y=l.content,v=new t.RGBAImage({width:c,height:u});t.RGBAImage.copy(e,v,{x:h,y:f},{x:0,y:0},{width:c,height:u}),r[s]={data:v,pixelRatio:d,sdf:p,stretchX:m,stretchY:g,content:y}}n(null,r)}}return{cancel:function(){l&&(l.cancel(),l=null),c&&(c.cancel(),c=null)}}}(e,this.map._requestManager,(function(e,n){if(r._spriteRequest=null,e)r.fire(new t.ErrorEvent(e));else if(n)for(var i in n)r.imageManager.addImage(i,n[i]);r.imageManager.setLoaded(!0),r._availableImages=r.imageManager.listImages(),r.dispatcher.broadcast(\"setImages\",r._availableImages),r.fire(new t.Event(\"data\",{dataType:\"style\"}))}))},r.prototype._validateLayer=function(e){var r=this.sourceCaches[e.source];if(r){var n=e.sourceLayer;if(n){var i=r.getSource();(\"geojson\"===i.type||i.vectorLayerIds&&-1===i.vectorLayerIds.indexOf(n))&&this.fire(new t.ErrorEvent(new Error('Source layer \"'+n+'\" does not exist on source \"'+i.id+'\" as specified by style layer \"'+e.id+'\"')))}}},r.prototype.loaded=function(){if(!this._loaded)return!1;if(Object.keys(this._updatedSources).length)return!1;for(var t in this.sourceCaches)if(!this.sourceCaches[t].loaded())return!1;return!!this.imageManager.isLoaded()},r.prototype._serializeLayers=function(t){for(var e=[],r=0,n=t;r<n.length;r+=1){var i=n[r],a=this._layers[i];\"custom\"!==a.type&&e.push(a.serialize())}return e},r.prototype.hasTransitions=function(){if(this.light&&this.light.hasTransition())return!0;for(var t in this.sourceCaches)if(this.sourceCaches[t].hasTransition())return!0;for(var e in this._layers)if(this._layers[e].hasTransition())return!0;return!1},r.prototype._checkLoaded=function(){if(!this._loaded)throw new Error(\"Style is not done loading\")},r.prototype.update=function(e){if(this._loaded){var r=this._changed;if(this._changed){var n=Object.keys(this._updatedLayers),i=Object.keys(this._removedLayers);for(var a in(n.length||i.length)&&this._updateWorkerLayers(n,i),this._updatedSources){var o=this._updatedSources[a];\"reload\"===o?this._reloadSource(a):\"clear\"===o&&this._clearSource(a)}for(var s in this._updateTilesForChangedImages(),this._updatedPaintProps)this._layers[s].updateTransitions(e);this.light.updateTransitions(e),this._resetUpdates()}var l={};for(var c in this.sourceCaches){var u=this.sourceCaches[c];l[c]=u.used,u.used=!1}for(var h=0,f=this._order;h<f.length;h+=1){var p=f[h],d=this._layers[p];d.recalculate(e,this._availableImages),!d.isHidden(e.zoom)&&d.source&&(this.sourceCaches[d.source].used=!0)}for(var m in l){var g=this.sourceCaches[m];l[m]!==g.used&&g.fire(new t.Event(\"data\",{sourceDataType:\"visibility\",dataType:\"source\",sourceId:m}))}this.light.recalculate(e),this.z=e.zoom,r&&this.fire(new t.Event(\"data\",{dataType:\"style\"}))}},r.prototype._updateTilesForChangedImages=function(){var t=Object.keys(this._changedImages);if(t.length){for(var e in this.sourceCaches)this.sourceCaches[e].reloadTilesForDependencies([\"icons\",\"patterns\"],t);this._changedImages={}}},r.prototype._updateWorkerLayers=function(t,e){this.dispatcher.broadcast(\"updateLayers\",{layers:this._serializeLayers(t),removedIds:e})},r.prototype._resetUpdates=function(){this._changed=!1,this._updatedLayers={},this._removedLayers={},this._updatedSources={},this._updatedPaintProps={},this._changedImages={}},r.prototype.setState=function(e){var r=this;if(this._checkLoaded(),qe(this,t.validateStyle(e)))return!1;(e=t.clone$1(e)).layers=Vt(e.layers);var n=Jt(this.serialize(),e).filter((function(t){return!(t.command in Ge)}));if(0===n.length)return!1;var i=n.filter((function(t){return!(t.command in He)}));if(i.length>0)throw new Error(\"Unimplemented: \"+i.map((function(t){return t.command})).join(\", \")+\".\");return n.forEach((function(t){\"setTransition\"!==t.command&&r[t.command].apply(r,t.args)})),this.stylesheet=e,!0},r.prototype.addImage=function(e,r){if(this.getImage(e))return this.fire(new t.ErrorEvent(new Error(\"An image with this name already exists.\")));this.imageManager.addImage(e,r),this._afterImageUpdated(e)},r.prototype.updateImage=function(t,e){this.imageManager.updateImage(t,e)},r.prototype.getImage=function(t){return this.imageManager.getImage(t)},r.prototype.removeImage=function(e){if(!this.getImage(e))return this.fire(new t.ErrorEvent(new Error(\"No image with this name exists.\")));this.imageManager.removeImage(e),this._afterImageUpdated(e)},r.prototype._afterImageUpdated=function(e){this._availableImages=this.imageManager.listImages(),this._changedImages[e]=!0,this._changed=!0,this.dispatcher.broadcast(\"setImages\",this._availableImages),this.fire(new t.Event(\"data\",{dataType:\"style\"}))},r.prototype.listImages=function(){return this._checkLoaded(),this.imageManager.listImages()},r.prototype.addSource=function(e,r,n){var i=this;if(void 0===n&&(n={}),this._checkLoaded(),void 0!==this.sourceCaches[e])throw new Error(\"There is already a source with this ID\");if(!r.type)throw new Error(\"The type property must be defined, but only the following properties were given: \"+Object.keys(r).join(\", \")+\".\");if(!([\"vector\",\"raster\",\"geojson\",\"video\",\"image\"].indexOf(r.type)>=0&&this._validate(t.validateStyle.source,\"sources.\"+e,r,null,n))){this.map&&this.map._collectResourceTiming&&(r.collectResourceTiming=!0);var a=this.sourceCaches[e]=new Pt(e,r,this.dispatcher);a.style=this,a.setEventedParent(this,(function(){return{isSourceLoaded:i.loaded(),source:a.serialize(),sourceId:e}})),a.onAdd(this.map),this._changed=!0}},r.prototype.removeSource=function(e){if(this._checkLoaded(),void 0===this.sourceCaches[e])throw new Error(\"There is no source with this ID\");for(var r in this._layers)if(this._layers[r].source===e)return this.fire(new t.ErrorEvent(new Error('Source \"'+e+'\" cannot be removed while layer \"'+r+'\" is using it.')));var n=this.sourceCaches[e];delete this.sourceCaches[e],delete this._updatedSources[e],n.fire(new t.Event(\"data\",{sourceDataType:\"metadata\",dataType:\"source\",sourceId:e})),n.setEventedParent(null),n.clearTiles(),n.onRemove&&n.onRemove(this.map),this._changed=!0},r.prototype.setGeoJSONSourceData=function(t,e){this._checkLoaded(),this.sourceCaches[t].getSource().setData(e),this._changed=!0},r.prototype.getSource=function(t){return this.sourceCaches[t]&&this.sourceCaches[t].getSource()},r.prototype.addLayer=function(e,r,n){void 0===n&&(n={}),this._checkLoaded();var i=e.id;if(this.getLayer(i))this.fire(new t.ErrorEvent(new Error('Layer with id \"'+i+'\" already exists on this map')));else{var a;if(\"custom\"===e.type){if(qe(this,t.validateCustomStyleLayer(e)))return;a=t.createStyleLayer(e)}else{if(\"object\"==typeof e.source&&(this.addSource(i,e.source),e=t.clone$1(e),e=t.extend(e,{source:i})),this._validate(t.validateStyle.layer,\"layers.\"+i,e,{arrayIndex:-1},n))return;a=t.createStyleLayer(e),this._validateLayer(a),a.setEventedParent(this,{layer:{id:i}}),this._serializedLayers[a.id]=a.serialize()}var o=r?this._order.indexOf(r):this._order.length;if(r&&-1===o)this.fire(new t.ErrorEvent(new Error('Layer with id \"'+r+'\" does not exist on this map.')));else{if(this._order.splice(o,0,i),this._layerOrderChanged=!0,this._layers[i]=a,this._removedLayers[i]&&a.source&&\"custom\"!==a.type){var s=this._removedLayers[i];delete this._removedLayers[i],s.type!==a.type?this._updatedSources[a.source]=\"clear\":(this._updatedSources[a.source]=\"reload\",this.sourceCaches[a.source].pause())}this._updateLayer(a),a.onAdd&&a.onAdd(this.map)}}},r.prototype.moveLayer=function(e,r){if(this._checkLoaded(),this._changed=!0,this._layers[e]){if(e!==r){var n=this._order.indexOf(e);this._order.splice(n,1);var i=r?this._order.indexOf(r):this._order.length;r&&-1===i?this.fire(new t.ErrorEvent(new Error('Layer with id \"'+r+'\" does not exist on this map.'))):(this._order.splice(i,0,e),this._layerOrderChanged=!0)}}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be moved.\")))},r.prototype.removeLayer=function(e){this._checkLoaded();var r=this._layers[e];if(r){r.setEventedParent(null);var n=this._order.indexOf(e);this._order.splice(n,1),this._layerOrderChanged=!0,this._changed=!0,this._removedLayers[e]=r,delete this._layers[e],delete this._serializedLayers[e],delete this._updatedLayers[e],delete this._updatedPaintProps[e],r.onRemove&&r.onRemove(this.map)}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be removed.\")))},r.prototype.getLayer=function(t){return this._layers[t]},r.prototype.hasLayer=function(t){return t in this._layers},r.prototype.setLayerZoomRange=function(e,r,n){this._checkLoaded();var i=this.getLayer(e);i?i.minzoom===r&&i.maxzoom===n||(null!=r&&(i.minzoom=r),null!=n&&(i.maxzoom=n),this._updateLayer(i)):this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot have zoom extent.\")))},r.prototype.setFilter=function(e,r,n){void 0===n&&(n={}),this._checkLoaded();var i=this.getLayer(e);if(i){if(!t.deepEqual(i.filter,r))return null==r?(i.filter=void 0,void this._updateLayer(i)):void(this._validate(t.validateStyle.filter,\"layers.\"+i.id+\".filter\",r,null,n)||(i.filter=t.clone$1(r),this._updateLayer(i)))}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be filtered.\")))},r.prototype.getFilter=function(e){return t.clone$1(this.getLayer(e).filter)},r.prototype.setLayoutProperty=function(e,r,n,i){void 0===i&&(i={}),this._checkLoaded();var a=this.getLayer(e);a?t.deepEqual(a.getLayoutProperty(r),n)||(a.setLayoutProperty(r,n,i),this._updateLayer(a)):this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be styled.\")))},r.prototype.getLayoutProperty=function(e,r){var n=this.getLayer(e);if(n)return n.getLayoutProperty(r);this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style.\")))},r.prototype.setPaintProperty=function(e,r,n,i){void 0===i&&(i={}),this._checkLoaded();var a=this.getLayer(e);a?t.deepEqual(a.getPaintProperty(r),n)||(a.setPaintProperty(r,n,i)&&this._updateLayer(a),this._changed=!0,this._updatedPaintProps[e]=!0):this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be styled.\")))},r.prototype.getPaintProperty=function(t,e){return this.getLayer(t).getPaintProperty(e)},r.prototype.setFeatureState=function(e,r){this._checkLoaded();var n=e.source,i=e.sourceLayer,a=this.sourceCaches[n];if(void 0!==a){var o=a.getSource().type;\"geojson\"===o&&i?this.fire(new t.ErrorEvent(new Error(\"GeoJSON sources cannot have a sourceLayer parameter.\"))):\"vector\"!==o||i?(void 0===e.id&&this.fire(new t.ErrorEvent(new Error(\"The feature id parameter must be provided.\"))),a.setFeatureState(i,e.id,r)):this.fire(new t.ErrorEvent(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}else this.fire(new t.ErrorEvent(new Error(\"The source '\"+n+\"' does not exist in the map's style.\")))},r.prototype.removeFeatureState=function(e,r){this._checkLoaded();var n=e.source,i=this.sourceCaches[n];if(void 0!==i){var a=i.getSource().type,o=\"vector\"===a?e.sourceLayer:void 0;\"vector\"!==a||o?r&&\"string\"!=typeof e.id&&\"number\"!=typeof e.id?this.fire(new t.ErrorEvent(new Error(\"A feature id is required to remove its specific state property.\"))):i.removeFeatureState(o,e.id,r):this.fire(new t.ErrorEvent(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}else this.fire(new t.ErrorEvent(new Error(\"The source '\"+n+\"' does not exist in the map's style.\")))},r.prototype.getFeatureState=function(e){this._checkLoaded();var r=e.source,n=e.sourceLayer,i=this.sourceCaches[r];if(void 0!==i){if(\"vector\"!==i.getSource().type||n)return void 0===e.id&&this.fire(new t.ErrorEvent(new Error(\"The feature id parameter must be provided.\"))),i.getFeatureState(n,e.id);this.fire(new t.ErrorEvent(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}else this.fire(new t.ErrorEvent(new Error(\"The source '\"+r+\"' does not exist in the map's style.\")))},r.prototype.getTransition=function(){return t.extend({duration:300,delay:0},this.stylesheet&&this.stylesheet.transition)},r.prototype.serialize=function(){return t.filterObject({version:this.stylesheet.version,name:this.stylesheet.name,metadata:this.stylesheet.metadata,light:this.stylesheet.light,center:this.stylesheet.center,zoom:this.stylesheet.zoom,bearing:this.stylesheet.bearing,pitch:this.stylesheet.pitch,sprite:this.stylesheet.sprite,glyphs:this.stylesheet.glyphs,transition:this.stylesheet.transition,sources:t.mapObject(this.sourceCaches,(function(t){return t.serialize()})),layers:this._serializeLayers(this._order)},(function(t){return void 0!==t}))},r.prototype._updateLayer=function(t){this._updatedLayers[t.id]=!0,t.source&&!this._updatedSources[t.source]&&\"raster\"!==this.sourceCaches[t.source].getSource().type&&(this._updatedSources[t.source]=\"reload\",this.sourceCaches[t.source].pause()),this._changed=!0},r.prototype._flattenAndSortRenderedFeatures=function(t){for(var e=this,r=function(t){return\"fill-extrusion\"===e._layers[t].type},n={},i=[],a=this._order.length-1;a>=0;a--){var o=this._order[a];if(r(o)){n[o]=a;for(var s=0,l=t;s<l.length;s+=1){var c=l[s][o];if(c)for(var u=0,h=c;u<h.length;u+=1){var f=h[u];i.push(f)}}}}i.sort((function(t,e){return e.intersectionZ-t.intersectionZ}));for(var p=[],d=this._order.length-1;d>=0;d--){var m=this._order[d];if(r(m))for(var g=i.length-1;g>=0;g--){var y=i[g].feature;if(n[y.layer.id]<d)break;p.push(y),i.pop()}else for(var v=0,x=t;v<x.length;v+=1){var _=x[v][m];if(_)for(var b=0,w=_;b<w.length;b+=1){var T=w[b];p.push(T.feature)}}}return p},r.prototype.queryRenderedFeatures=function(e,r,n){r&&r.filter&&this._validate(t.validateStyle.filter,\"queryRenderedFeatures.filter\",r.filter,null,r);var i={};if(r&&r.layers){if(!Array.isArray(r.layers))return this.fire(new t.ErrorEvent(new Error(\"parameters.layers must be an Array.\"))),[];for(var a=0,o=r.layers;a<o.length;a+=1){var s=o[a],l=this._layers[s];if(!l)return this.fire(new t.ErrorEvent(new Error(\"The layer '\"+s+\"' does not exist in the map's style and cannot be queried for features.\"))),[];i[l.source]=!0}}var c=[];for(var u in r.availableImages=this._availableImages,this.sourceCaches)r.layers&&!i[u]||c.push(B(this.sourceCaches[u],this._layers,this._serializedLayers,e,r,n));return this.placement&&c.push(function(t,e,r,n,i,a,o){for(var s={},l=a.queryRenderedSymbols(n),c=[],u=0,h=Object.keys(l).map(Number);u<h.length;u+=1){var f=h[u];c.push(o[f])}c.sort(N);for(var p=function(){var r=m[d],n=r.featureIndex.lookupSymbolFeatures(l[r.bucketInstanceId],e,r.bucketIndex,r.sourceLayerIndex,i.filter,i.layers,i.availableImages,t);for(var a in n){var o=s[a]=s[a]||[],c=n[a];c.sort((function(t,e){var n=r.featureSortOrder;if(n){var i=n.indexOf(t.featureIndex);return n.indexOf(e.featureIndex)-i}return e.featureIndex-t.featureIndex}));for(var u=0,h=c;u<h.length;u+=1){var f=h[u];o.push(f)}}},d=0,m=c;d<m.length;d+=1)p();var g=function(e){s[e].forEach((function(n){var i=n.feature,a=t[e],o=r[a.source].getFeatureState(i.layer[\"source-layer\"],i.id);i.source=i.layer.source,i.layer[\"source-layer\"]&&(i.sourceLayer=i.layer[\"source-layer\"]),i.state=o}))};for(var y in s)g(y);return s}(this._layers,this._serializedLayers,this.sourceCaches,e,r,this.placement.collisionIndex,this.placement.retainedQueryData)),this._flattenAndSortRenderedFeatures(c)},r.prototype.querySourceFeatures=function(e,r){r&&r.filter&&this._validate(t.validateStyle.filter,\"querySourceFeatures.filter\",r.filter,null,r);var n=this.sourceCaches[e];return n?function(t,e){for(var r=t.getRenderableIds().map((function(e){return t.getTileByID(e)})),n=[],i={},a=0;a<r.length;a++){var o=r[a],s=o.tileID.canonical.key;i[s]||(i[s]=!0,o.querySourceFeatures(n,e))}return n}(n,r):[]},r.prototype.addSourceType=function(t,e,n){return r.getSourceType(t)?n(new Error('A source type called \"'+t+'\" already exists.')):(r.setSourceType(t,e),e.workerSourceURL?void this.dispatcher.broadcast(\"loadWorkerSource\",{name:t,url:e.workerSourceURL},n):n(null,null))},r.prototype.getLight=function(){return this.light.getLight()},r.prototype.setLight=function(e,r){void 0===r&&(r={}),this._checkLoaded();var n=this.light.getLight(),i=!1;for(var a in e)if(!t.deepEqual(e[a],n[a])){i=!0;break}if(i){var o={now:t.browser.now(),transition:t.extend({duration:300,delay:0},this.stylesheet.transition)};this.light.setLight(e,r),this.light.updateTransitions(o)}},r.prototype._validate=function(e,r,n,i,a){return void 0===a&&(a={}),(!a||!1!==a.validate)&&qe(this,e.call(t.validateStyle,t.extend({key:r,style:this.serialize(),value:n,styleSpec:t.styleSpec},i)))},r.prototype._remove=function(){for(var e in this._request&&(this._request.cancel(),this._request=null),this._spriteRequest&&(this._spriteRequest.cancel(),this._spriteRequest=null),t.evented.off(\"pluginStateChange\",this._rtlTextPluginCallback),this._layers)this._layers[e].setEventedParent(null);for(var r in this.sourceCaches)this.sourceCaches[r].clearTiles(),this.sourceCaches[r].setEventedParent(null);this.imageManager.setEventedParent(null),this.setEventedParent(null),this.dispatcher.remove()},r.prototype._clearSource=function(t){this.sourceCaches[t].clearTiles()},r.prototype._reloadSource=function(t){this.sourceCaches[t].resume(),this.sourceCaches[t].reload()},r.prototype._updateSources=function(t){for(var e in this.sourceCaches)this.sourceCaches[e].update(t)},r.prototype._generateCollisionBoxes=function(){for(var t in this.sourceCaches)this._reloadSource(t)},r.prototype._updatePlacement=function(e,r,n,i,a){void 0===a&&(a=!1);for(var o=!1,s=!1,l={},c=0,u=this._order;c<u.length;c+=1){var h=u[c],f=this._layers[h];if(\"symbol\"===f.type){if(!l[f.source]){var p=this.sourceCaches[f.source];l[f.source]=p.getRenderableIds(!0).map((function(t){return p.getTileByID(t)})).sort((function(t,e){return e.tileID.overscaledZ-t.tileID.overscaledZ||(t.tileID.isLessThan(e.tileID)?-1:1)}))}var d=this.crossTileSymbolIndex.addLayer(f,l[f.source],e.center.lng);o=o||d}}if(this.crossTileSymbolIndex.pruneUnusedLayers(this._order),((a=a||this._layerOrderChanged||0===n)||!this.pauseablePlacement||this.pauseablePlacement.isDone()&&!this.placement.stillRecent(t.browser.now(),e.zoom))&&(this.pauseablePlacement=new Fe(e,this._order,a,r,n,i,this.placement),this._layerOrderChanged=!1),this.pauseablePlacement.isDone()?this.placement.setStale():(this.pauseablePlacement.continuePlacement(this._order,this._layers,l),this.pauseablePlacement.isDone()&&(this.placement=this.pauseablePlacement.commit(t.browser.now()),s=!0),o&&this.pauseablePlacement.placement.setStale()),s||o)for(var m=0,g=this._order;m<g.length;m+=1){var y=g[m],v=this._layers[y];\"symbol\"===v.type&&this.placement.updateLayerOpacities(v,l[v.source])}return!this.pauseablePlacement.isDone()||this.placement.hasTransitions(t.browser.now())},r.prototype._releaseSymbolFadeTiles=function(){for(var t in this.sourceCaches)this.sourceCaches[t].releaseSymbolFadeTiles()},r.prototype.getImages=function(t,e,r){this.imageManager.getImages(e.icons,r),this._updateTilesForChangedImages();var n=this.sourceCaches[e.source];n&&n.setDependencies(e.tileID.key,e.type,e.icons)},r.prototype.getGlyphs=function(t,e,r){this.glyphManager.getGlyphs(e.stacks,r)},r.prototype.getResource=function(e,r,n){return t.makeRequest(r,n)},r}(t.Evented);We.getSourceType=function(t){return R[t]},We.setSourceType=function(t,e){R[t]=e},We.registerForPluginStateChange=t.registerForPluginStateChange;var Ye=t.createLayout([{name:\"a_pos\",type:\"Int16\",components:2}]),Xe=br(\"#ifdef GL_ES\\nprecision mediump float;\\n#else\\n#if !defined(lowp)\\n#define lowp\\n#endif\\n#if !defined(mediump)\\n#define mediump\\n#endif\\n#if !defined(highp)\\n#define highp\\n#endif\\n#endif\",\"#ifdef GL_ES\\nprecision highp float;\\n#else\\n#if !defined(lowp)\\n#define lowp\\n#endif\\n#if !defined(mediump)\\n#define mediump\\n#endif\\n#if !defined(highp)\\n#define highp\\n#endif\\n#endif\\nvec2 unpack_float(const float packedValue) {int packedIntValue=int(packedValue);int v0=packedIntValue/256;return vec2(v0,packedIntValue-v0*256);}vec2 unpack_opacity(const float packedOpacity) {int intOpacity=int(packedOpacity)/2;return vec2(float(intOpacity)/127.0,mod(packedOpacity,2.0));}vec4 decode_color(const vec2 encodedColor) {return vec4(unpack_float(encodedColor[0])/255.0,unpack_float(encodedColor[1])/255.0\\n);}float unpack_mix_vec2(const vec2 packedValue,const float t) {return mix(packedValue[0],packedValue[1],t);}vec4 unpack_mix_color(const vec4 packedColors,const float t) {vec4 minColor=decode_color(vec2(packedColors[0],packedColors[1]));vec4 maxColor=decode_color(vec2(packedColors[2],packedColors[3]));return mix(minColor,maxColor,t);}vec2 get_pattern_pos(const vec2 pixel_coord_upper,const vec2 pixel_coord_lower,const vec2 pattern_size,const float tile_units_to_pixels,const vec2 pos) {vec2 offset=mod(mod(mod(pixel_coord_upper,pattern_size)*256.0,pattern_size)*256.0+pixel_coord_lower,pattern_size);return (tile_units_to_pixels*pos+offset)/pattern_size;}\"),$e=br(\"uniform vec4 u_color;uniform float u_opacity;void main() {gl_FragColor=u_color*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);}\"),Je=br(\"uniform vec2 u_pattern_tl_a;uniform vec2 u_pattern_br_a;uniform vec2 u_pattern_tl_b;uniform vec2 u_pattern_br_b;uniform vec2 u_texsize;uniform float u_mix;uniform float u_opacity;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;void main() {vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(u_pattern_tl_a/u_texsize,u_pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(u_pattern_tl_b/u_texsize,u_pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);gl_FragColor=mix(color1,color2,u_mix)*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pattern_size_a;uniform vec2 u_pattern_size_b;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform float u_scale_a;uniform float u_scale_b;uniform float u_tile_units_to_pixels;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,u_scale_a*u_pattern_size_a,u_tile_units_to_pixels,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,u_scale_b*u_pattern_size_b,u_tile_units_to_pixels,a_pos);}\"),Ke=br(\"varying vec3 v_data;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define mediump float radius\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define highp vec4 stroke_color\\n#pragma mapbox: define mediump float stroke_width\\n#pragma mapbox: define lowp float stroke_opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize mediump float radius\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize highp vec4 stroke_color\\n#pragma mapbox: initialize mediump float stroke_width\\n#pragma mapbox: initialize lowp float stroke_opacity\\nvec2 extrude=v_data.xy;float extrude_length=length(extrude);lowp float antialiasblur=v_data.z;float antialiased_blur=-max(blur,antialiasblur);float opacity_t=smoothstep(0.0,antialiased_blur,extrude_length-1.0);float color_t=stroke_width < 0.01 ? 0.0 : smoothstep(antialiased_blur,0.0,extrude_length-radius/(radius+stroke_width));gl_FragColor=opacity_t*mix(color*opacity,stroke_color*stroke_opacity,color_t);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform bool u_scale_with_map;uniform bool u_pitch_with_map;uniform vec2 u_extrude_scale;uniform lowp float u_device_pixel_ratio;uniform highp float u_camera_to_center_distance;attribute vec2 a_pos;varying vec3 v_data;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define mediump float radius\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define highp vec4 stroke_color\\n#pragma mapbox: define mediump float stroke_width\\n#pragma mapbox: define lowp float stroke_opacity\\nvoid main(void) {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize mediump float radius\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize highp vec4 stroke_color\\n#pragma mapbox: initialize mediump float stroke_width\\n#pragma mapbox: initialize lowp float stroke_opacity\\nvec2 extrude=vec2(mod(a_pos,2.0)*2.0-1.0);vec2 circle_center=floor(a_pos*0.5);if (u_pitch_with_map) {vec2 corner_position=circle_center;if (u_scale_with_map) {corner_position+=extrude*(radius+stroke_width)*u_extrude_scale;} else {vec4 projected_center=u_matrix*vec4(circle_center,0,1);corner_position+=extrude*(radius+stroke_width)*u_extrude_scale*(projected_center.w/u_camera_to_center_distance);}gl_Position=u_matrix*vec4(corner_position,0,1);} else {gl_Position=u_matrix*vec4(circle_center,0,1);if (u_scale_with_map) {gl_Position.xy+=extrude*(radius+stroke_width)*u_extrude_scale*u_camera_to_center_distance;} else {gl_Position.xy+=extrude*(radius+stroke_width)*u_extrude_scale*gl_Position.w;}}lowp float antialiasblur=1.0/u_device_pixel_ratio/(radius+stroke_width);v_data=vec3(extrude.x,extrude.y,antialiasblur);}\"),Qe=br(\"void main() {gl_FragColor=vec4(1.0);}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);}\"),tr=br(\"uniform highp float u_intensity;varying vec2 v_extrude;\\n#pragma mapbox: define highp float weight\\n#define GAUSS_COEF 0.3989422804014327\\nvoid main() {\\n#pragma mapbox: initialize highp float weight\\nfloat d=-0.5*3.0*3.0*dot(v_extrude,v_extrude);float val=weight*u_intensity*GAUSS_COEF*exp(d);gl_FragColor=vec4(val,1.0,1.0,1.0);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform float u_extrude_scale;uniform float u_opacity;uniform float u_intensity;attribute vec2 a_pos;varying vec2 v_extrude;\\n#pragma mapbox: define highp float weight\\n#pragma mapbox: define mediump float radius\\nconst highp float ZERO=1.0/255.0/16.0;\\n#define GAUSS_COEF 0.3989422804014327\\nvoid main(void) {\\n#pragma mapbox: initialize highp float weight\\n#pragma mapbox: initialize mediump float radius\\nvec2 unscaled_extrude=vec2(mod(a_pos,2.0)*2.0-1.0);float S=sqrt(-2.0*log(ZERO/weight/u_intensity/GAUSS_COEF))/3.0;v_extrude=S*unscaled_extrude;vec2 extrude=v_extrude*radius*u_extrude_scale;vec4 pos=vec4(floor(a_pos*0.5)+extrude,0,1);gl_Position=u_matrix*pos;}\"),er=br(\"uniform sampler2D u_image;uniform sampler2D u_color_ramp;uniform float u_opacity;varying vec2 v_pos;void main() {float t=texture2D(u_image,v_pos).r;vec4 color=texture2D(u_color_ramp,vec2(t,0.5));gl_FragColor=color*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(0.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_world;attribute vec2 a_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos*u_world,0,1);v_pos.x=a_pos.x;v_pos.y=1.0-a_pos.y;}\"),rr=br(\"varying float v_placed;varying float v_notUsed;void main() {float alpha=0.5;gl_FragColor=vec4(1.0,0.0,0.0,1.0)*alpha;if (v_placed > 0.5) {gl_FragColor=vec4(0.0,0.0,1.0,0.5)*alpha;}if (v_notUsed > 0.5) {gl_FragColor*=.1;}}\",\"attribute vec2 a_pos;attribute vec2 a_anchor_pos;attribute vec2 a_extrude;attribute vec2 a_placed;attribute vec2 a_shift;uniform mat4 u_matrix;uniform vec2 u_extrude_scale;uniform float u_camera_to_center_distance;varying float v_placed;varying float v_notUsed;void main() {vec4 projectedPoint=u_matrix*vec4(a_anchor_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float collision_perspective_ratio=clamp(0.5+0.5*(u_camera_to_center_distance/camera_to_anchor_distance),0.0,4.0);gl_Position=u_matrix*vec4(a_pos,0.0,1.0);gl_Position.xy+=(a_extrude+a_shift)*u_extrude_scale*gl_Position.w*collision_perspective_ratio;v_placed=a_placed.x;v_notUsed=a_placed.y;}\"),nr=br(\"varying float v_radius;varying vec2 v_extrude;varying float v_perspective_ratio;varying float v_collision;void main() {float alpha=0.5*min(v_perspective_ratio,1.0);float stroke_radius=0.9*max(v_perspective_ratio,1.0);float distance_to_center=length(v_extrude);float distance_to_edge=abs(distance_to_center-v_radius);float opacity_t=smoothstep(-stroke_radius,0.0,-distance_to_edge);vec4 color=mix(vec4(0.0,0.0,1.0,0.5),vec4(1.0,0.0,0.0,1.0),v_collision);gl_FragColor=color*alpha*opacity_t;}\",\"attribute vec2 a_pos;attribute float a_radius;attribute vec2 a_flags;uniform mat4 u_matrix;uniform mat4 u_inv_matrix;uniform vec2 u_viewport_size;uniform float u_camera_to_center_distance;varying float v_radius;varying vec2 v_extrude;varying float v_perspective_ratio;varying float v_collision;vec3 toTilePosition(vec2 screenPos) {vec4 rayStart=u_inv_matrix*vec4(screenPos,-1.0,1.0);vec4 rayEnd  =u_inv_matrix*vec4(screenPos, 1.0,1.0);rayStart.xyz/=rayStart.w;rayEnd.xyz  /=rayEnd.w;highp float t=(0.0-rayStart.z)/(rayEnd.z-rayStart.z);return mix(rayStart.xyz,rayEnd.xyz,t);}void main() {vec2 quadCenterPos=a_pos;float radius=a_radius;float collision=a_flags.x;float vertexIdx=a_flags.y;vec2 quadVertexOffset=vec2(mix(-1.0,1.0,float(vertexIdx >=2.0)),mix(-1.0,1.0,float(vertexIdx >=1.0 && vertexIdx <=2.0)));vec2 quadVertexExtent=quadVertexOffset*radius;vec3 tilePos=toTilePosition(quadCenterPos);vec4 clipPos=u_matrix*vec4(tilePos,1.0);highp float camera_to_anchor_distance=clipPos.w;highp float collision_perspective_ratio=clamp(0.5+0.5*(u_camera_to_center_distance/camera_to_anchor_distance),0.0,4.0);float padding_factor=1.2;v_radius=radius;v_extrude=quadVertexExtent*padding_factor;v_perspective_ratio=collision_perspective_ratio;v_collision=collision;gl_Position=vec4(clipPos.xyz/clipPos.w,1.0)+vec4(quadVertexExtent*padding_factor/u_viewport_size*2.0,0.0,0.0);}\"),ir=br(\"uniform highp vec4 u_color;uniform sampler2D u_overlay;varying vec2 v_uv;void main() {vec4 overlay_color=texture2D(u_overlay,v_uv);gl_FragColor=mix(u_color,overlay_color,overlay_color.a);}\",\"attribute vec2 a_pos;varying vec2 v_uv;uniform mat4 u_matrix;uniform float u_overlay_scale;void main() {v_uv=a_pos/8192.0;gl_Position=u_matrix*vec4(a_pos*u_overlay_scale,0,1);}\"),ar=br(\"#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float opacity\\ngl_FragColor=color*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float opacity\\ngl_Position=u_matrix*vec4(a_pos,0,1);}\"),or=br(\"varying vec2 v_pos;\\n#pragma mapbox: define highp vec4 outline_color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 outline_color\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_pos-gl_FragCoord.xy);float alpha=1.0-smoothstep(0.0,1.0,dist);gl_FragColor=outline_color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;uniform vec2 u_world;varying vec2 v_pos;\\n#pragma mapbox: define highp vec4 outline_color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 outline_color\\n#pragma mapbox: initialize lowp float opacity\\ngl_Position=u_matrix*vec4(a_pos,0,1);v_pos=(gl_Position.xy/gl_Position.w+1.0)/2.0*u_world;}\"),sr=br(\"uniform vec2 u_texsize;uniform sampler2D u_image;uniform float u_fade;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec2 v_pos;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);float dist=length(v_pos-gl_FragCoord.xy);float alpha=1.0-smoothstep(0.0,1.0,dist);gl_FragColor=mix(color1,color2,u_fade)*alpha*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_world;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform vec3 u_scale;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec2 v_pos;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;gl_Position=u_matrix*vec4(a_pos,0,1);vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileRatio,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileRatio,a_pos);v_pos=(gl_Position.xy/gl_Position.w+1.0)/2.0*u_world;}\"),lr=br(\"uniform vec2 u_texsize;uniform float u_fade;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);gl_FragColor=mix(color1,color2,u_fade)*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform vec3 u_scale;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileZoomRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;gl_Position=u_matrix*vec4(a_pos,0,1);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileZoomRatio,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileZoomRatio,a_pos);}\"),cr=br(\"varying vec4 v_color;void main() {gl_FragColor=v_color;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec3 u_lightcolor;uniform lowp vec3 u_lightpos;uniform lowp float u_lightintensity;uniform float u_vertical_gradient;uniform lowp float u_opacity;attribute vec2 a_pos;attribute vec4 a_normal_ed;varying vec4 v_color;\\n#pragma mapbox: define highp float base\\n#pragma mapbox: define highp float height\\n#pragma mapbox: define highp vec4 color\\nvoid main() {\\n#pragma mapbox: initialize highp float base\\n#pragma mapbox: initialize highp float height\\n#pragma mapbox: initialize highp vec4 color\\nvec3 normal=a_normal_ed.xyz;base=max(0.0,base);height=max(0.0,height);float t=mod(normal.x,2.0);gl_Position=u_matrix*vec4(a_pos,t > 0.0 ? height : base,1);float colorvalue=color.r*0.2126+color.g*0.7152+color.b*0.0722;v_color=vec4(0.0,0.0,0.0,1.0);vec4 ambientlight=vec4(0.03,0.03,0.03,1.0);color+=ambientlight;float directional=clamp(dot(normal/16384.0,u_lightpos),0.0,1.0);directional=mix((1.0-u_lightintensity),max((1.0-colorvalue+u_lightintensity),1.0),directional);if (normal.y !=0.0) {directional*=((1.0-u_vertical_gradient)+(u_vertical_gradient*clamp((t+base)*pow(height/150.0,0.5),mix(0.7,0.98,1.0-u_lightintensity),1.0)));}v_color.r+=clamp(color.r*directional*u_lightcolor.r,mix(0.0,0.3,1.0-u_lightcolor.r),1.0);v_color.g+=clamp(color.g*directional*u_lightcolor.g,mix(0.0,0.3,1.0-u_lightcolor.g),1.0);v_color.b+=clamp(color.b*directional*u_lightcolor.b,mix(0.0,0.3,1.0-u_lightcolor.b),1.0);v_color*=u_opacity;}\"),ur=br(\"uniform vec2 u_texsize;uniform float u_fade;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec4 v_lighting;\\n#pragma mapbox: define lowp float base\\n#pragma mapbox: define lowp float height\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float base\\n#pragma mapbox: initialize lowp float height\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);vec4 mixedColor=mix(color1,color2,u_fade);gl_FragColor=mixedColor*v_lighting;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform float u_height_factor;uniform vec3 u_scale;uniform float u_vertical_gradient;uniform lowp float u_opacity;uniform vec3 u_lightcolor;uniform lowp vec3 u_lightpos;uniform lowp float u_lightintensity;attribute vec2 a_pos;attribute vec4 a_normal_ed;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec4 v_lighting;\\n#pragma mapbox: define lowp float base\\n#pragma mapbox: define lowp float height\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float base\\n#pragma mapbox: initialize lowp float height\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec3 normal=a_normal_ed.xyz;float edgedistance=a_normal_ed.w;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;base=max(0.0,base);height=max(0.0,height);float t=mod(normal.x,2.0);float z=t > 0.0 ? height : base;gl_Position=u_matrix*vec4(a_pos,z,1);vec2 pos=normal.x==1.0 && normal.y==0.0 && normal.z==16384.0\\n? a_pos\\n: vec2(edgedistance,z*u_height_factor);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileRatio,pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileRatio,pos);v_lighting=vec4(0.0,0.0,0.0,1.0);float directional=clamp(dot(normal/16383.0,u_lightpos),0.0,1.0);directional=mix((1.0-u_lightintensity),max((0.5+u_lightintensity),1.0),directional);if (normal.y !=0.0) {directional*=((1.0-u_vertical_gradient)+(u_vertical_gradient*clamp((t+base)*pow(height/150.0,0.5),mix(0.7,0.98,1.0-u_lightintensity),1.0)));}v_lighting.rgb+=clamp(directional*u_lightcolor,mix(vec3(0.0),vec3(0.3),1.0-u_lightcolor),vec3(1.0));v_lighting*=u_opacity;}\"),hr=br(\"#ifdef GL_ES\\nprecision highp float;\\n#endif\\nuniform sampler2D u_image;varying vec2 v_pos;uniform vec2 u_dimension;uniform float u_zoom;uniform vec4 u_unpack;float getElevation(vec2 coord,float bias) {vec4 data=texture2D(u_image,coord)*255.0;data.a=-1.0;return dot(data,u_unpack)/4.0;}void main() {vec2 epsilon=1.0/u_dimension;float a=getElevation(v_pos+vec2(-epsilon.x,-epsilon.y),0.0);float b=getElevation(v_pos+vec2(0,-epsilon.y),0.0);float c=getElevation(v_pos+vec2(epsilon.x,-epsilon.y),0.0);float d=getElevation(v_pos+vec2(-epsilon.x,0),0.0);float e=getElevation(v_pos,0.0);float f=getElevation(v_pos+vec2(epsilon.x,0),0.0);float g=getElevation(v_pos+vec2(-epsilon.x,epsilon.y),0.0);float h=getElevation(v_pos+vec2(0,epsilon.y),0.0);float i=getElevation(v_pos+vec2(epsilon.x,epsilon.y),0.0);float exaggerationFactor=u_zoom < 2.0 ? 0.4 : u_zoom < 4.5 ? 0.35 : 0.3;float exaggeration=u_zoom < 15.0 ? (u_zoom-15.0)*exaggerationFactor : 0.0;vec2 deriv=vec2((c+f+f+i)-(a+d+d+g),(g+h+h+i)-(a+b+b+c))/pow(2.0,exaggeration+(19.2562-u_zoom));gl_FragColor=clamp(vec4(deriv.x/2.0+0.5,deriv.y/2.0+0.5,1.0,1.0),0.0,1.0);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_dimension;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);highp vec2 epsilon=1.0/u_dimension;float scale=(u_dimension.x-2.0)/u_dimension.x;v_pos=(a_texture_pos/8192.0)*scale+epsilon;}\"),fr=br(\"uniform sampler2D u_image;varying vec2 v_pos;uniform vec2 u_latrange;uniform vec2 u_light;uniform vec4 u_shadow;uniform vec4 u_highlight;uniform vec4 u_accent;\\n#define PI 3.141592653589793\\nvoid main() {vec4 pixel=texture2D(u_image,v_pos);vec2 deriv=((pixel.rg*2.0)-1.0);float scaleFactor=cos(radians((u_latrange[0]-u_latrange[1])*(1.0-v_pos.y)+u_latrange[1]));float slope=atan(1.25*length(deriv)/scaleFactor);float aspect=deriv.x !=0.0 ? atan(deriv.y,-deriv.x) : PI/2.0*(deriv.y > 0.0 ? 1.0 :-1.0);float intensity=u_light.x;float azimuth=u_light.y+PI;float base=1.875-intensity*1.75;float maxValue=0.5*PI;float scaledSlope=intensity !=0.5 ? ((pow(base,slope)-1.0)/(pow(base,maxValue)-1.0))*maxValue : slope;float accent=cos(scaledSlope);vec4 accent_color=(1.0-accent)*u_accent*clamp(intensity*2.0,0.0,1.0);float shade=abs(mod((aspect+azimuth)/PI+0.5,2.0)-1.0);vec4 shade_color=mix(u_shadow,u_highlight,shade)*sin(scaledSlope)*clamp(intensity*2.0,0.0,1.0);gl_FragColor=accent_color*(1.0-shade_color.a)+shade_color;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos=a_texture_pos/8192.0;}\"),pr=br(\"uniform lowp float u_device_pixel_ratio;varying vec2 v_width2;varying vec2 v_normal;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform vec2 u_units_to_pixels;uniform lowp float u_device_pixel_ratio;varying vec2 v_normal;varying vec2 v_width2;varying float v_gamma_scale;varying highp float v_linesofar;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float width\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;v_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*2.0;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_width2=vec2(outset,inset);}\"),dr=br(\"uniform lowp float u_device_pixel_ratio;uniform sampler2D u_image;varying vec2 v_width2;varying vec2 v_normal;varying float v_gamma_scale;varying highp vec2 v_uv;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);vec4 color=texture2D(u_image,v_uv);gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\nattribute vec2 a_pos_normal;attribute vec4 a_data;attribute float a_uv_x;attribute float a_split_index;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;uniform vec2 u_units_to_pixels;uniform float u_image_height;varying vec2 v_normal;varying vec2 v_width2;varying float v_gamma_scale;varying highp vec2 v_uv;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float width\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;highp float texel_height=1.0/u_image_height;highp float half_texel_height=0.5*texel_height;v_uv=vec2(a_uv_x,a_split_index*texel_height-half_texel_height);vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_width2=vec2(outset,inset);}\"),mr=br(\"uniform lowp float u_device_pixel_ratio;uniform vec2 u_texsize;uniform float u_fade;uniform mediump vec3 u_scale;uniform sampler2D u_image;varying vec2 v_normal;varying vec2 v_width2;varying float v_linesofar;varying float v_gamma_scale;varying float v_width;\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileZoomRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;vec2 pattern_size_a=vec2(display_size_a.x*fromScale/tileZoomRatio,display_size_a.y);vec2 pattern_size_b=vec2(display_size_b.x*toScale/tileZoomRatio,display_size_b.y);float aspect_a=display_size_a.y/v_width;float aspect_b=display_size_b.y/v_width;float dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);float x_a=mod(v_linesofar/pattern_size_a.x*aspect_a,1.0);float x_b=mod(v_linesofar/pattern_size_b.x*aspect_b,1.0);float y=0.5*v_normal.y+0.5;vec2 texel_size=1.0/u_texsize;vec2 pos_a=mix(pattern_tl_a*texel_size-texel_size,pattern_br_a*texel_size+texel_size,vec2(x_a,y));vec2 pos_b=mix(pattern_tl_b*texel_size-texel_size,pattern_br_b*texel_size+texel_size,vec2(x_b,y));vec4 color=mix(texture2D(u_image,pos_a),texture2D(u_image,pos_b),u_fade);gl_FragColor=color*alpha*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\n#define LINE_DISTANCE_SCALE 2.0\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform vec2 u_units_to_pixels;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;varying vec2 v_normal;varying vec2 v_width2;varying float v_linesofar;varying float v_gamma_scale;varying float v_width;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize mediump float width\\n#pragma mapbox: initialize lowp float floorwidth\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;float a_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*LINE_DISTANCE_SCALE;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_linesofar=a_linesofar;v_width2=vec2(outset,inset);v_width=floorwidth;}\"),gr=br(\"uniform lowp float u_device_pixel_ratio;uniform sampler2D u_image;uniform float u_sdfgamma;uniform float u_mix;varying vec2 v_normal;varying vec2 v_width2;varying vec2 v_tex_a;varying vec2 v_tex_b;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float width\\n#pragma mapbox: initialize lowp float floorwidth\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);float sdfdist_a=texture2D(u_image,v_tex_a).a;float sdfdist_b=texture2D(u_image,v_tex_b).a;float sdfdist=mix(sdfdist_a,sdfdist_b,u_mix);alpha*=smoothstep(0.5-u_sdfgamma/floorwidth,0.5+u_sdfgamma/floorwidth,sdfdist);gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\n#define LINE_DISTANCE_SCALE 2.0\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;uniform vec2 u_patternscale_a;uniform float u_tex_y_a;uniform vec2 u_patternscale_b;uniform float u_tex_y_b;uniform vec2 u_units_to_pixels;varying vec2 v_normal;varying vec2 v_width2;varying vec2 v_tex_a;varying vec2 v_tex_b;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float width\\n#pragma mapbox: initialize lowp float floorwidth\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;float a_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*LINE_DISTANCE_SCALE;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_tex_a=vec2(a_linesofar*u_patternscale_a.x/floorwidth,normal.y*u_patternscale_a.y+u_tex_y_a);v_tex_b=vec2(a_linesofar*u_patternscale_b.x/floorwidth,normal.y*u_patternscale_b.y+u_tex_y_b);v_width2=vec2(outset,inset);}\"),yr=br(\"uniform float u_fade_t;uniform float u_opacity;uniform sampler2D u_image0;uniform sampler2D u_image1;varying vec2 v_pos0;varying vec2 v_pos1;uniform float u_brightness_low;uniform float u_brightness_high;uniform float u_saturation_factor;uniform float u_contrast_factor;uniform vec3 u_spin_weights;void main() {vec4 color0=texture2D(u_image0,v_pos0);vec4 color1=texture2D(u_image1,v_pos1);if (color0.a > 0.0) {color0.rgb=color0.rgb/color0.a;}if (color1.a > 0.0) {color1.rgb=color1.rgb/color1.a;}vec4 color=mix(color0,color1,u_fade_t);color.a*=u_opacity;vec3 rgb=color.rgb;rgb=vec3(dot(rgb,u_spin_weights.xyz),dot(rgb,u_spin_weights.zxy),dot(rgb,u_spin_weights.yzx));float average=(color.r+color.g+color.b)/3.0;rgb+=(average-rgb)*u_saturation_factor;rgb=(rgb-0.5)*u_contrast_factor+0.5;vec3 u_high_vec=vec3(u_brightness_low,u_brightness_low,u_brightness_low);vec3 u_low_vec=vec3(u_brightness_high,u_brightness_high,u_brightness_high);gl_FragColor=vec4(mix(u_high_vec,u_low_vec,rgb)*color.a,color.a);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_tl_parent;uniform float u_scale_parent;uniform float u_buffer_scale;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos0;varying vec2 v_pos1;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos0=(((a_texture_pos/8192.0)-0.5)/u_buffer_scale )+0.5;v_pos1=(v_pos0*u_scale_parent)+u_tl_parent;}\"),vr=br(\"uniform sampler2D u_texture;varying vec2 v_tex;varying float v_fade_opacity;\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\nlowp float alpha=opacity*v_fade_opacity;gl_FragColor=texture2D(u_texture,v_tex)*alpha;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"const float PI=3.141592653589793;attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec4 a_pixeloffset;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform highp float u_camera_to_center_distance;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform float u_fade_change;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform vec2 u_texsize;varying vec2 v_tex;varying float v_fade_opacity;\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);vec2 a_pxoffset=a_pixeloffset.xy;vec2 a_minFontScale=a_pixeloffset.zw/256.0;highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec4 projectedPoint=u_matrix*vec4(a_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=u_is_text ? size/24.0 : size;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=u_matrix*vec4(a_pos+vec2(1,0),0,1);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy,0.0,1.0);gl_Position=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*max(a_minFontScale,fontScale)+a_pxoffset/16.0),0.0,1.0);v_tex=a_tex/u_texsize;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;v_fade_opacity=max(0.0,min(1.0,fade_opacity[0]+fade_change));}\"),xr=br(\"#define SDF_PX 8.0\\nuniform bool u_is_halo;uniform sampler2D u_texture;uniform highp float u_gamma_scale;uniform lowp float u_device_pixel_ratio;uniform bool u_is_text;varying vec2 v_data0;varying vec3 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nfloat EDGE_GAMMA=0.105/u_device_pixel_ratio;vec2 tex=v_data0.xy;float gamma_scale=v_data1.x;float size=v_data1.y;float fade_opacity=v_data1[2];float fontScale=u_is_text ? size/24.0 : size;lowp vec4 color=fill_color;highp float gamma=EDGE_GAMMA/(fontScale*u_gamma_scale);lowp float buff=(256.0-64.0)/256.0;if (u_is_halo) {color=halo_color;gamma=(halo_blur*1.19/SDF_PX+EDGE_GAMMA)/(fontScale*u_gamma_scale);buff=(6.0-halo_width/fontScale)/SDF_PX;}lowp float dist=texture2D(u_texture,tex).a;highp float gamma_scaled=gamma*gamma_scale;highp float alpha=smoothstep(buff-gamma_scaled,buff+gamma_scaled,dist);gl_FragColor=color*(alpha*opacity*fade_opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"const float PI=3.141592653589793;attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec4 a_pixeloffset;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform highp float u_camera_to_center_distance;uniform float u_fade_change;uniform vec2 u_texsize;varying vec2 v_data0;varying vec3 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);vec2 a_pxoffset=a_pixeloffset.xy;highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec4 projectedPoint=u_matrix*vec4(a_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=u_is_text ? size/24.0 : size;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=u_matrix*vec4(a_pos+vec2(1,0),0,1);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy,0.0,1.0);gl_Position=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*fontScale+a_pxoffset),0.0,1.0);float gamma_scale=gl_Position.w;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;float interpolated_fade_opacity=max(0.0,min(1.0,fade_opacity[0]+fade_change));v_data0=a_tex/u_texsize;v_data1=vec3(gamma_scale,size,interpolated_fade_opacity);}\"),_r=br(\"#define SDF_PX 8.0\\n#define SDF 1.0\\n#define ICON 0.0\\nuniform bool u_is_halo;uniform sampler2D u_texture;uniform sampler2D u_texture_icon;uniform highp float u_gamma_scale;uniform lowp float u_device_pixel_ratio;varying vec4 v_data0;varying vec4 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nfloat fade_opacity=v_data1[2];if (v_data1.w==ICON) {vec2 tex_icon=v_data0.zw;lowp float alpha=opacity*fade_opacity;gl_FragColor=texture2D(u_texture_icon,tex_icon)*alpha;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\nreturn;}vec2 tex=v_data0.xy;float EDGE_GAMMA=0.105/u_device_pixel_ratio;float gamma_scale=v_data1.x;float size=v_data1.y;float fontScale=size/24.0;lowp vec4 color=fill_color;highp float gamma=EDGE_GAMMA/(fontScale*u_gamma_scale);lowp float buff=(256.0-64.0)/256.0;if (u_is_halo) {color=halo_color;gamma=(halo_blur*1.19/SDF_PX+EDGE_GAMMA)/(fontScale*u_gamma_scale);buff=(6.0-halo_width/fontScale)/SDF_PX;}lowp float dist=texture2D(u_texture,tex).a;highp float gamma_scaled=gamma*gamma_scale;highp float alpha=smoothstep(buff-gamma_scaled,buff+gamma_scaled,dist);gl_FragColor=color*(alpha*opacity*fade_opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"const float PI=3.141592653589793;attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform highp float u_camera_to_center_distance;uniform float u_fade_change;uniform vec2 u_texsize;uniform vec2 u_texsize_icon;varying vec4 v_data0;varying vec4 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);float is_sdf=a_size[0]-2.0*a_size_min;highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec4 projectedPoint=u_matrix*vec4(a_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=size/24.0;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=u_matrix*vec4(a_pos+vec2(1,0),0,1);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy,0.0,1.0);gl_Position=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*fontScale),0.0,1.0);float gamma_scale=gl_Position.w;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;float interpolated_fade_opacity=max(0.0,min(1.0,fade_opacity[0]+fade_change));v_data0.xy=a_tex/u_texsize;v_data0.zw=a_tex/u_texsize_icon;v_data1=vec4(gamma_scale,size,interpolated_fade_opacity,is_sdf);}\");function br(t,e){var r=/#pragma mapbox: ([\\w]+) ([\\w]+) ([\\w]+) ([\\w]+)/g,n=e.match(/attribute ([\\w]+) ([\\w]+)/g),i=t.match(/uniform ([\\w]+) ([\\w]+)([\\s]*)([\\w]*)/g),a=e.match(/uniform ([\\w]+) ([\\w]+)([\\s]*)([\\w]*)/g),o=a?a.concat(i):i,s={};return{fragmentSource:t=t.replace(r,(function(t,e,r,n,i){return s[i]=!0,\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\nvarying \"+r+\" \"+n+\" \"+i+\";\\n#else\\nuniform \"+r+\" \"+n+\" u_\"+i+\";\\n#endif\\n\":\"\\n#ifdef HAS_UNIFORM_u_\"+i+\"\\n    \"+r+\" \"+n+\" \"+i+\" = u_\"+i+\";\\n#endif\\n\"})),vertexSource:e=e.replace(r,(function(t,e,r,n,i){var a=\"float\"===n?\"vec2\":\"vec4\",o=i.match(/color/)?\"color\":a;return s[i]?\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\nuniform lowp float u_\"+i+\"_t;\\nattribute \"+r+\" \"+a+\" a_\"+i+\";\\nvarying \"+r+\" \"+n+\" \"+i+\";\\n#else\\nuniform \"+r+\" \"+n+\" u_\"+i+\";\\n#endif\\n\":\"vec4\"===o?\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\n    \"+i+\" = a_\"+i+\";\\n#else\\n    \"+r+\" \"+n+\" \"+i+\" = u_\"+i+\";\\n#endif\\n\":\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\n    \"+i+\" = unpack_mix_\"+o+\"(a_\"+i+\", u_\"+i+\"_t);\\n#else\\n    \"+r+\" \"+n+\" \"+i+\" = u_\"+i+\";\\n#endif\\n\":\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\nuniform lowp float u_\"+i+\"_t;\\nattribute \"+r+\" \"+a+\" a_\"+i+\";\\n#else\\nuniform \"+r+\" \"+n+\" u_\"+i+\";\\n#endif\\n\":\"vec4\"===o?\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\n    \"+r+\" \"+n+\" \"+i+\" = a_\"+i+\";\\n#else\\n    \"+r+\" \"+n+\" \"+i+\" = u_\"+i+\";\\n#endif\\n\":\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\n    \"+r+\" \"+n+\" \"+i+\" = unpack_mix_\"+o+\"(a_\"+i+\", u_\"+i+\"_t);\\n#else\\n    \"+r+\" \"+n+\" \"+i+\" = u_\"+i+\";\\n#endif\\n\"})),staticAttributes:n,staticUniforms:o}}var wr=Object.freeze({__proto__:null,prelude:Xe,background:$e,backgroundPattern:Je,circle:Ke,clippingMask:Qe,heatmap:tr,heatmapTexture:er,collisionBox:rr,collisionCircle:nr,debug:ir,fill:ar,fillOutline:or,fillOutlinePattern:sr,fillPattern:lr,fillExtrusion:cr,fillExtrusionPattern:ur,hillshadePrepare:hr,hillshade:fr,line:pr,lineGradient:dr,linePattern:mr,lineSDF:gr,raster:yr,symbolIcon:vr,symbolSDF:xr,symbolTextAndIcon:_r}),Tr=function(){this.boundProgram=null,this.boundLayoutVertexBuffer=null,this.boundPaintVertexBuffers=[],this.boundIndexBuffer=null,this.boundVertexOffset=null,this.boundDynamicVertexBuffer=null,this.vao=null};function kr(t){for(var e=[],r=0;r<t.length;r++)if(null!==t[r]){var n=t[r].split(\" \");e.push(n.pop())}return e}Tr.prototype.bind=function(t,e,r,n,i,a,o,s){this.context=t;for(var l=this.boundPaintVertexBuffers.length!==n.length,c=0;!l&&c<n.length;c++)this.boundPaintVertexBuffers[c]!==n[c]&&(l=!0);var u=!this.vao||this.boundProgram!==e||this.boundLayoutVertexBuffer!==r||l||this.boundIndexBuffer!==i||this.boundVertexOffset!==a||this.boundDynamicVertexBuffer!==o||this.boundDynamicVertexBuffer2!==s;!t.extVertexArrayObject||u?this.freshBind(e,r,n,i,a,o,s):(t.bindVertexArrayOES.set(this.vao),o&&o.bind(),i&&i.dynamicDraw&&i.bind(),s&&s.bind())},Tr.prototype.freshBind=function(t,e,r,n,i,a,o){var s,l=t.numAttributes,c=this.context,u=c.gl;if(c.extVertexArrayObject)this.vao&&this.destroy(),this.vao=c.extVertexArrayObject.createVertexArrayOES(),c.bindVertexArrayOES.set(this.vao),s=0,this.boundProgram=t,this.boundLayoutVertexBuffer=e,this.boundPaintVertexBuffers=r,this.boundIndexBuffer=n,this.boundVertexOffset=i,this.boundDynamicVertexBuffer=a,this.boundDynamicVertexBuffer2=o;else{s=c.currentNumAttributes||0;for(var h=l;h<s;h++)u.disableVertexAttribArray(h)}e.enableAttributes(u,t);for(var f=0,p=r;f<p.length;f+=1)p[f].enableAttributes(u,t);a&&a.enableAttributes(u,t),o&&o.enableAttributes(u,t),e.bind(),e.setVertexAttribPointers(u,t,i);for(var d=0,m=r;d<m.length;d+=1){var g=m[d];g.bind(),g.setVertexAttribPointers(u,t,i)}a&&(a.bind(),a.setVertexAttribPointers(u,t,i)),n&&n.bind(),o&&(o.bind(),o.setVertexAttribPointers(u,t,i)),c.currentNumAttributes=l},Tr.prototype.destroy=function(){this.vao&&(this.context.extVertexArrayObject.deleteVertexArrayOES(this.vao),this.vao=null)};var Ar=function(t,e,r,n,i,a){var o=t.gl;this.program=o.createProgram();for(var s=kr(r.staticAttributes),l=n?n.getBinderAttributes():[],c=s.concat(l),u=r.staticUniforms?kr(r.staticUniforms):[],h=n?n.getBinderUniforms():[],f=[],p=0,d=u.concat(h);p<d.length;p+=1){var m=d[p];f.indexOf(m)<0&&f.push(m)}var g=n?n.defines():[];a&&g.push(\"#define OVERDRAW_INSPECTOR;\");var y=g.concat(Xe.fragmentSource,r.fragmentSource).join(\"\\n\"),v=g.concat(Xe.vertexSource,r.vertexSource).join(\"\\n\"),x=o.createShader(o.FRAGMENT_SHADER);if(o.isContextLost())this.failedToCreate=!0;else{o.shaderSource(x,y),o.compileShader(x),o.attachShader(this.program,x);var _=o.createShader(o.VERTEX_SHADER);if(o.isContextLost())this.failedToCreate=!0;else{o.shaderSource(_,v),o.compileShader(_),o.attachShader(this.program,_),this.attributes={};var b={};this.numAttributes=c.length;for(var w=0;w<this.numAttributes;w++)c[w]&&(o.bindAttribLocation(this.program,w,c[w]),this.attributes[c[w]]=w);o.linkProgram(this.program),o.deleteShader(_),o.deleteShader(x);for(var T=0;T<f.length;T++){var k=f[T];if(k&&!b[k]){var A=o.getUniformLocation(this.program,k);A&&(b[k]=A)}}this.fixedUniforms=i(t,b),this.binderUniforms=n?n.getUniforms(t,b):[]}}};function Mr(t,e,r){var n=1/ge(r,1,e.transform.tileZoom),i=Math.pow(2,r.tileID.overscaledZ),a=r.tileSize*Math.pow(2,e.transform.tileZoom)/i,o=a*(r.tileID.canonical.x+r.tileID.wrap*i),s=a*r.tileID.canonical.y;return{u_image:0,u_texsize:r.imageAtlasTexture.size,u_scale:[n,t.fromScale,t.toScale],u_fade:t.t,u_pixel_coord_upper:[o>>16,s>>16],u_pixel_coord_lower:[65535&o,65535&s]}}Ar.prototype.draw=function(t,e,r,n,i,a,o,s,l,c,u,h,f,p,d,m){var g,y=t.gl;if(!this.failedToCreate){for(var v in t.program.set(this.program),t.setDepthMode(r),t.setStencilMode(n),t.setColorMode(i),t.setCullFace(a),this.fixedUniforms)this.fixedUniforms[v].set(o[v]);p&&p.setUniforms(t,this.binderUniforms,h,{zoom:f});for(var x=(g={},g[y.LINES]=2,g[y.TRIANGLES]=3,g[y.LINE_STRIP]=1,g)[e],_=0,b=u.get();_<b.length;_+=1){var w=b[_],T=w.vaos||(w.vaos={});(T[s]||(T[s]=new Tr)).bind(t,this,l,p?p.getPaintVertexBuffers():[],c,w.vertexOffset,d,m),y.drawElements(e,w.primitiveLength*x,y.UNSIGNED_SHORT,w.primitiveOffset*x*2)}}};var Sr=function(e,r,n,i){var a=r.style.light,o=a.properties.get(\"position\"),s=[o.x,o.y,o.z],l=t.create$1();\"viewport\"===a.properties.get(\"anchor\")&&t.fromRotation(l,-r.transform.angle),t.transformMat3(s,s,l);var c=a.properties.get(\"color\");return{u_matrix:e,u_lightpos:s,u_lightintensity:a.properties.get(\"intensity\"),u_lightcolor:[c.r,c.g,c.b],u_vertical_gradient:+n,u_opacity:i}},Er=function(e,r,n,i,a,o,s){return t.extend(Sr(e,r,n,i),Mr(o,r,s),{u_height_factor:-Math.pow(2,a.overscaledZ)/s.tileSize/8})},Cr=function(t){return{u_matrix:t}},Lr=function(e,r,n,i){return t.extend(Cr(e),Mr(n,r,i))},Ir=function(t,e){return{u_matrix:t,u_world:e}},Pr=function(e,r,n,i,a){return t.extend(Lr(e,r,n,i),{u_world:a})},zr=function(e,r,n,i){var a,o,s=e.transform;if(\"map\"===i.paint.get(\"circle-pitch-alignment\")){var l=ge(n,1,s.zoom);a=!0,o=[l,l]}else a=!1,o=s.pixelsToGLUnits;return{u_camera_to_center_distance:s.cameraToCenterDistance,u_scale_with_map:+(\"map\"===i.paint.get(\"circle-pitch-scale\")),u_matrix:e.translatePosMatrix(r.posMatrix,n,i.paint.get(\"circle-translate\"),i.paint.get(\"circle-translate-anchor\")),u_pitch_with_map:+a,u_device_pixel_ratio:t.browser.devicePixelRatio,u_extrude_scale:o}},Or=function(t,e,r){var n=ge(r,1,e.zoom),i=Math.pow(2,e.zoom-r.tileID.overscaledZ),a=r.tileID.overscaleFactor();return{u_matrix:t,u_camera_to_center_distance:e.cameraToCenterDistance,u_pixels_to_tile_units:n,u_extrude_scale:[e.pixelsToGLUnits[0]/(n*i),e.pixelsToGLUnits[1]/(n*i)],u_overscale_factor:a}},Dr=function(t,e,r){return{u_matrix:t,u_inv_matrix:e,u_camera_to_center_distance:r.cameraToCenterDistance,u_viewport_size:[r.width,r.height]}},Rr=function(t,e,r){return void 0===r&&(r=1),{u_matrix:t,u_color:e,u_overlay:0,u_overlay_scale:r}},Fr=function(t){return{u_matrix:t}},Br=function(t,e,r,n){return{u_matrix:t,u_extrude_scale:ge(e,1,r),u_intensity:n}},Nr=function(e,r,n,i){var a=t.create();t.ortho(a,0,e.width,e.height,0,0,1);var o=e.context.gl;return{u_matrix:a,u_world:[o.drawingBufferWidth,o.drawingBufferHeight],u_image:n,u_color_ramp:i,u_opacity:r.paint.get(\"heatmap-opacity\")}},jr=function(e,r,n){var i=n.paint.get(\"hillshade-shadow-color\"),a=n.paint.get(\"hillshade-highlight-color\"),o=n.paint.get(\"hillshade-accent-color\"),s=n.paint.get(\"hillshade-illumination-direction\")*(Math.PI/180);\"viewport\"===n.paint.get(\"hillshade-illumination-anchor\")&&(s-=e.transform.angle);var l,c,u,h=!e.options.moving;return{u_matrix:e.transform.calculatePosMatrix(r.tileID.toUnwrapped(),h),u_image:0,u_latrange:(l=r.tileID,c=Math.pow(2,l.canonical.z),u=l.canonical.y,[new t.MercatorCoordinate(0,u/c).toLngLat().lat,new t.MercatorCoordinate(0,(u+1)/c).toLngLat().lat]),u_light:[n.paint.get(\"hillshade-exaggeration\"),s],u_shadow:i,u_highlight:a,u_accent:o}},Ur=function(e,r){var n=r.stride,i=t.create();return t.ortho(i,0,t.EXTENT,-t.EXTENT,0,0,1),t.translate(i,i,[0,-t.EXTENT,0]),{u_matrix:i,u_image:1,u_dimension:[n,n],u_zoom:e.overscaledZ,u_unpack:r.getUnpackVector()}};var Vr=function(e,r,n){var i=e.transform;return{u_matrix:Wr(e,r,n),u_ratio:1/ge(r,1,i.zoom),u_device_pixel_ratio:t.browser.devicePixelRatio,u_units_to_pixels:[1/i.pixelsToGLUnits[0],1/i.pixelsToGLUnits[1]]}},qr=function(e,r,n,i){return t.extend(Vr(e,r,n),{u_image:0,u_image_height:i})},Hr=function(e,r,n,i){var a=e.transform,o=Zr(r,a);return{u_matrix:Wr(e,r,n),u_texsize:r.imageAtlasTexture.size,u_ratio:1/ge(r,1,a.zoom),u_device_pixel_ratio:t.browser.devicePixelRatio,u_image:0,u_scale:[o,i.fromScale,i.toScale],u_fade:i.t,u_units_to_pixels:[1/a.pixelsToGLUnits[0],1/a.pixelsToGLUnits[1]]}},Gr=function(e,r,n,i,a){var o=e.transform,s=e.lineAtlas,l=Zr(r,o),c=\"round\"===n.layout.get(\"line-cap\"),u=s.getDash(i.from,c),h=s.getDash(i.to,c),f=u.width*a.fromScale,p=h.width*a.toScale;return t.extend(Vr(e,r,n),{u_patternscale_a:[l/f,-u.height/2],u_patternscale_b:[l/p,-h.height/2],u_sdfgamma:s.width/(256*Math.min(f,p)*t.browser.devicePixelRatio)/2,u_image:0,u_tex_y_a:u.y,u_tex_y_b:h.y,u_mix:a.t})};function Zr(t,e){return 1/ge(t,1,e.tileZoom)}function Wr(t,e,r){return t.translatePosMatrix(e.tileID.posMatrix,e,r.paint.get(\"line-translate\"),r.paint.get(\"line-translate-anchor\"))}var Yr=function(t,e,r,n,i){return{u_matrix:t,u_tl_parent:e,u_scale_parent:r,u_buffer_scale:1,u_fade_t:n.mix,u_opacity:n.opacity*i.paint.get(\"raster-opacity\"),u_image0:0,u_image1:1,u_brightness_low:i.paint.get(\"raster-brightness-min\"),u_brightness_high:i.paint.get(\"raster-brightness-max\"),u_saturation_factor:(o=i.paint.get(\"raster-saturation\"),o>0?1-1/(1.001-o):-o),u_contrast_factor:(a=i.paint.get(\"raster-contrast\"),a>0?1/(1-a):1+a),u_spin_weights:Xr(i.paint.get(\"raster-hue-rotate\"))};var a,o};function Xr(t){t*=Math.PI/180;var e=Math.sin(t),r=Math.cos(t);return[(2*r+1)/3,(-Math.sqrt(3)*e-r+1)/3,(Math.sqrt(3)*e-r+1)/3]}var $r,Jr=function(t,e,r,n,i,a,o,s,l,c){var u=i.transform;return{u_is_size_zoom_constant:+(\"constant\"===t||\"source\"===t),u_is_size_feature_constant:+(\"constant\"===t||\"camera\"===t),u_size_t:e?e.uSizeT:0,u_size:e?e.uSize:0,u_camera_to_center_distance:u.cameraToCenterDistance,u_pitch:u.pitch/360*2*Math.PI,u_rotate_symbol:+r,u_aspect_ratio:u.width/u.height,u_fade_change:i.options.fadeDuration?i.symbolFadeChange:1,u_matrix:a,u_label_plane_matrix:o,u_coord_matrix:s,u_is_text:+l,u_pitch_with_map:+n,u_texsize:c,u_texture:0}},Kr=function(e,r,n,i,a,o,s,l,c,u,h){var f=a.transform;return t.extend(Jr(e,r,n,i,a,o,s,l,c,u),{u_gamma_scale:i?Math.cos(f._pitch)*f.cameraToCenterDistance:1,u_device_pixel_ratio:t.browser.devicePixelRatio,u_is_halo:+h})},Qr=function(e,r,n,i,a,o,s,l,c,u){return t.extend(Kr(e,r,n,i,a,o,s,l,!0,c,!0),{u_texsize_icon:u,u_texture_icon:1})},tn=function(t,e,r){return{u_matrix:t,u_opacity:e,u_color:r}},en=function(e,r,n,i,a,o){return t.extend(function(t,e,r,n){var i=r.imageManager.getPattern(t.from.toString()),a=r.imageManager.getPattern(t.to.toString()),o=r.imageManager.getPixelSize(),s=o.width,l=o.height,c=Math.pow(2,n.tileID.overscaledZ),u=n.tileSize*Math.pow(2,r.transform.tileZoom)/c,h=u*(n.tileID.canonical.x+n.tileID.wrap*c),f=u*n.tileID.canonical.y;return{u_image:0,u_pattern_tl_a:i.tl,u_pattern_br_a:i.br,u_pattern_tl_b:a.tl,u_pattern_br_b:a.br,u_texsize:[s,l],u_mix:e.t,u_pattern_size_a:i.displaySize,u_pattern_size_b:a.displaySize,u_scale_a:e.fromScale,u_scale_b:e.toScale,u_tile_units_to_pixels:1/ge(n,1,r.transform.tileZoom),u_pixel_coord_upper:[h>>16,f>>16],u_pixel_coord_lower:[65535&h,65535&f]}}(i,o,n,a),{u_matrix:e,u_opacity:r})},rn={fillExtrusion:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_lightpos:new t.Uniform3f(e,r.u_lightpos),u_lightintensity:new t.Uniform1f(e,r.u_lightintensity),u_lightcolor:new t.Uniform3f(e,r.u_lightcolor),u_vertical_gradient:new t.Uniform1f(e,r.u_vertical_gradient),u_opacity:new t.Uniform1f(e,r.u_opacity)}},fillExtrusionPattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_lightpos:new t.Uniform3f(e,r.u_lightpos),u_lightintensity:new t.Uniform1f(e,r.u_lightintensity),u_lightcolor:new t.Uniform3f(e,r.u_lightcolor),u_vertical_gradient:new t.Uniform1f(e,r.u_vertical_gradient),u_height_factor:new t.Uniform1f(e,r.u_height_factor),u_image:new t.Uniform1i(e,r.u_image),u_texsize:new t.Uniform2f(e,r.u_texsize),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade),u_opacity:new t.Uniform1f(e,r.u_opacity)}},fill:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},fillPattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_image:new t.Uniform1i(e,r.u_image),u_texsize:new t.Uniform2f(e,r.u_texsize),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade)}},fillOutline:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_world:new t.Uniform2f(e,r.u_world)}},fillOutlinePattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_world:new t.Uniform2f(e,r.u_world),u_image:new t.Uniform1i(e,r.u_image),u_texsize:new t.Uniform2f(e,r.u_texsize),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade)}},circle:function(e,r){return{u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_scale_with_map:new t.Uniform1i(e,r.u_scale_with_map),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_extrude_scale:new t.Uniform2f(e,r.u_extrude_scale),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},collisionBox:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pixels_to_tile_units:new t.Uniform1f(e,r.u_pixels_to_tile_units),u_extrude_scale:new t.Uniform2f(e,r.u_extrude_scale),u_overscale_factor:new t.Uniform1f(e,r.u_overscale_factor)}},collisionCircle:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_inv_matrix:new t.UniformMatrix4f(e,r.u_inv_matrix),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_viewport_size:new t.Uniform2f(e,r.u_viewport_size)}},debug:function(e,r){return{u_color:new t.UniformColor(e,r.u_color),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_overlay:new t.Uniform1i(e,r.u_overlay),u_overlay_scale:new t.Uniform1f(e,r.u_overlay_scale)}},clippingMask:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},heatmap:function(e,r){return{u_extrude_scale:new t.Uniform1f(e,r.u_extrude_scale),u_intensity:new t.Uniform1f(e,r.u_intensity),u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},heatmapTexture:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_world:new t.Uniform2f(e,r.u_world),u_image:new t.Uniform1i(e,r.u_image),u_color_ramp:new t.Uniform1i(e,r.u_color_ramp),u_opacity:new t.Uniform1f(e,r.u_opacity)}},hillshade:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_image:new t.Uniform1i(e,r.u_image),u_latrange:new t.Uniform2f(e,r.u_latrange),u_light:new t.Uniform2f(e,r.u_light),u_shadow:new t.UniformColor(e,r.u_shadow),u_highlight:new t.UniformColor(e,r.u_highlight),u_accent:new t.UniformColor(e,r.u_accent)}},hillshadePrepare:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_image:new t.Uniform1i(e,r.u_image),u_dimension:new t.Uniform2f(e,r.u_dimension),u_zoom:new t.Uniform1f(e,r.u_zoom),u_unpack:new t.Uniform4f(e,r.u_unpack)}},line:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels)}},lineGradient:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels),u_image:new t.Uniform1i(e,r.u_image),u_image_height:new t.Uniform1f(e,r.u_image_height)}},linePattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_texsize:new t.Uniform2f(e,r.u_texsize),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_image:new t.Uniform1i(e,r.u_image),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade)}},lineSDF:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels),u_patternscale_a:new t.Uniform2f(e,r.u_patternscale_a),u_patternscale_b:new t.Uniform2f(e,r.u_patternscale_b),u_sdfgamma:new t.Uniform1f(e,r.u_sdfgamma),u_image:new t.Uniform1i(e,r.u_image),u_tex_y_a:new t.Uniform1f(e,r.u_tex_y_a),u_tex_y_b:new t.Uniform1f(e,r.u_tex_y_b),u_mix:new t.Uniform1f(e,r.u_mix)}},raster:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_tl_parent:new t.Uniform2f(e,r.u_tl_parent),u_scale_parent:new t.Uniform1f(e,r.u_scale_parent),u_buffer_scale:new t.Uniform1f(e,r.u_buffer_scale),u_fade_t:new t.Uniform1f(e,r.u_fade_t),u_opacity:new t.Uniform1f(e,r.u_opacity),u_image0:new t.Uniform1i(e,r.u_image0),u_image1:new t.Uniform1i(e,r.u_image1),u_brightness_low:new t.Uniform1f(e,r.u_brightness_low),u_brightness_high:new t.Uniform1f(e,r.u_brightness_high),u_saturation_factor:new t.Uniform1f(e,r.u_saturation_factor),u_contrast_factor:new t.Uniform1f(e,r.u_contrast_factor),u_spin_weights:new t.Uniform3f(e,r.u_spin_weights)}},symbolIcon:function(e,r){return{u_is_size_zoom_constant:new t.Uniform1i(e,r.u_is_size_zoom_constant),u_is_size_feature_constant:new t.Uniform1i(e,r.u_is_size_feature_constant),u_size_t:new t.Uniform1f(e,r.u_size_t),u_size:new t.Uniform1f(e,r.u_size),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pitch:new t.Uniform1f(e,r.u_pitch),u_rotate_symbol:new t.Uniform1i(e,r.u_rotate_symbol),u_aspect_ratio:new t.Uniform1f(e,r.u_aspect_ratio),u_fade_change:new t.Uniform1f(e,r.u_fade_change),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_label_plane_matrix:new t.UniformMatrix4f(e,r.u_label_plane_matrix),u_coord_matrix:new t.UniformMatrix4f(e,r.u_coord_matrix),u_is_text:new t.Uniform1i(e,r.u_is_text),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_texsize:new t.Uniform2f(e,r.u_texsize),u_texture:new t.Uniform1i(e,r.u_texture)}},symbolSDF:function(e,r){return{u_is_size_zoom_constant:new t.Uniform1i(e,r.u_is_size_zoom_constant),u_is_size_feature_constant:new t.Uniform1i(e,r.u_is_size_feature_constant),u_size_t:new t.Uniform1f(e,r.u_size_t),u_size:new t.Uniform1f(e,r.u_size),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pitch:new t.Uniform1f(e,r.u_pitch),u_rotate_symbol:new t.Uniform1i(e,r.u_rotate_symbol),u_aspect_ratio:new t.Uniform1f(e,r.u_aspect_ratio),u_fade_change:new t.Uniform1f(e,r.u_fade_change),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_label_plane_matrix:new t.UniformMatrix4f(e,r.u_label_plane_matrix),u_coord_matrix:new t.UniformMatrix4f(e,r.u_coord_matrix),u_is_text:new t.Uniform1i(e,r.u_is_text),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_texsize:new t.Uniform2f(e,r.u_texsize),u_texture:new t.Uniform1i(e,r.u_texture),u_gamma_scale:new t.Uniform1f(e,r.u_gamma_scale),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_is_halo:new t.Uniform1i(e,r.u_is_halo)}},symbolTextAndIcon:function(e,r){return{u_is_size_zoom_constant:new t.Uniform1i(e,r.u_is_size_zoom_constant),u_is_size_feature_constant:new t.Uniform1i(e,r.u_is_size_feature_constant),u_size_t:new t.Uniform1f(e,r.u_size_t),u_size:new t.Uniform1f(e,r.u_size),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pitch:new t.Uniform1f(e,r.u_pitch),u_rotate_symbol:new t.Uniform1i(e,r.u_rotate_symbol),u_aspect_ratio:new t.Uniform1f(e,r.u_aspect_ratio),u_fade_change:new t.Uniform1f(e,r.u_fade_change),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_label_plane_matrix:new t.UniformMatrix4f(e,r.u_label_plane_matrix),u_coord_matrix:new t.UniformMatrix4f(e,r.u_coord_matrix),u_is_text:new t.Uniform1i(e,r.u_is_text),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_texsize:new t.Uniform2f(e,r.u_texsize),u_texsize_icon:new t.Uniform2f(e,r.u_texsize_icon),u_texture:new t.Uniform1i(e,r.u_texture),u_texture_icon:new t.Uniform1i(e,r.u_texture_icon),u_gamma_scale:new t.Uniform1f(e,r.u_gamma_scale),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_is_halo:new t.Uniform1i(e,r.u_is_halo)}},background:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_opacity:new t.Uniform1f(e,r.u_opacity),u_color:new t.UniformColor(e,r.u_color)}},backgroundPattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_opacity:new t.Uniform1f(e,r.u_opacity),u_image:new t.Uniform1i(e,r.u_image),u_pattern_tl_a:new t.Uniform2f(e,r.u_pattern_tl_a),u_pattern_br_a:new t.Uniform2f(e,r.u_pattern_br_a),u_pattern_tl_b:new t.Uniform2f(e,r.u_pattern_tl_b),u_pattern_br_b:new t.Uniform2f(e,r.u_pattern_br_b),u_texsize:new t.Uniform2f(e,r.u_texsize),u_mix:new t.Uniform1f(e,r.u_mix),u_pattern_size_a:new t.Uniform2f(e,r.u_pattern_size_a),u_pattern_size_b:new t.Uniform2f(e,r.u_pattern_size_b),u_scale_a:new t.Uniform1f(e,r.u_scale_a),u_scale_b:new t.Uniform1f(e,r.u_scale_b),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_tile_units_to_pixels:new t.Uniform1f(e,r.u_tile_units_to_pixels)}}};function nn(e,r,n,i,a,o,s){for(var l=e.context,c=l.gl,u=e.useProgram(\"collisionBox\"),h=[],f=0,p=0,d=0;d<i.length;d++){var m=i[d],g=r.getTile(m),y=g.getBucket(n);if(y){var v=m.posMatrix;0===a[0]&&0===a[1]||(v=e.translatePosMatrix(m.posMatrix,g,a,o));var x=s?y.textCollisionBox:y.iconCollisionBox,_=y.collisionCircleArray;if(_.length>0){var b=t.create(),w=v;t.mul(b,y.placementInvProjMatrix,e.transform.glCoordMatrix),t.mul(b,b,y.placementViewportMatrix),h.push({circleArray:_,circleOffset:p,transform:w,invTransform:b}),p=f+=_.length/4}x&&u.draw(l,c.LINES,Mt.disabled,Et.disabled,e.colorModeForRenderPass(),Lt.disabled,Or(v,e.transform,g),n.id,x.layoutVertexBuffer,x.indexBuffer,x.segments,null,e.transform.zoom,null,null,x.collisionVertexBuffer)}}if(s&&h.length){var T=e.useProgram(\"collisionCircle\"),k=new t.StructArrayLayout2f1f2i16;k.resize(4*f),k._trim();for(var A=0,M=0,S=h;M<S.length;M+=1)for(var E=S[M],C=0;C<E.circleArray.length/4;C++){var L=4*C,I=E.circleArray[L+0],P=E.circleArray[L+1],z=E.circleArray[L+2],O=E.circleArray[L+3];k.emplace(A++,I,P,z,O,0),k.emplace(A++,I,P,z,O,1),k.emplace(A++,I,P,z,O,2),k.emplace(A++,I,P,z,O,3)}(!$r||$r.length<2*f)&&($r=function(e){var r=2*e,n=new t.StructArrayLayout3ui6;n.resize(r),n._trim();for(var i=0;i<r;i++){var a=6*i;n.uint16[a+0]=4*i+0,n.uint16[a+1]=4*i+1,n.uint16[a+2]=4*i+2,n.uint16[a+3]=4*i+2,n.uint16[a+4]=4*i+3,n.uint16[a+5]=4*i+0}return n}(f));for(var D=l.createIndexBuffer($r,!0),R=l.createVertexBuffer(k,t.collisionCircleLayout.members,!0),F=0,B=h;F<B.length;F+=1){var N=B[F],j=Dr(N.transform,N.invTransform,e.transform);T.draw(l,c.TRIANGLES,Mt.disabled,Et.disabled,e.colorModeForRenderPass(),Lt.disabled,j,n.id,R,D,t.SegmentVector.simpleSegment(0,2*N.circleOffset,N.circleArray.length,N.circleArray.length/2),null,e.transform.zoom,null,null,null)}R.destroy(),D.destroy()}}var an=t.identity(new Float32Array(16));function on(e,r,n,i,a,o){var s=t.getAnchorAlignment(e),l=-(s.horizontalAlign-.5)*r,c=-(s.verticalAlign-.5)*n,u=t.evaluateVariableOffset(e,i);return new t.Point((l/a+u[0])*o,(c/a+u[1])*o)}function sn(e,r,n,i,a,o,s,l,c,u,h){var f=e.text.placedSymbolArray,p=e.text.dynamicLayoutVertexArray,d=e.icon.dynamicLayoutVertexArray,m={};p.clear();for(var g=0;g<f.length;g++){var y=f.get(g),v=e.allowVerticalPlacement&&!y.placedOrientation,x=y.hidden||!y.crossTileID||v?null:i[y.crossTileID];if(x){var _=new t.Point(y.anchorX,y.anchorY),b=re(_,n?l:s),w=ne(o.cameraToCenterDistance,b.signedDistanceFromCamera),T=a.evaluateSizeForFeature(e.textSizeData,u,y)*w/t.ONE_EM;n&&(T*=e.tilePixelRatio/c);for(var k=x.width,A=x.height,M=on(x.anchor,k,A,x.textOffset,x.textBoxScale,T),S=n?re(_.add(M),s).point:b.point.add(r?M.rotate(-o.angle):M),E=e.allowVerticalPlacement&&y.placedOrientation===t.WritingMode.vertical?Math.PI/2:0,C=0;C<y.numGlyphs;C++)t.addDynamicAttributes(p,S,E);h&&y.associatedIconIndex>=0&&(m[y.associatedIconIndex]={shiftedAnchor:S,angle:E})}else fe(y.numGlyphs,p)}if(h){d.clear();for(var L=e.icon.placedSymbolArray,I=0;I<L.length;I++){var P=L.get(I);if(P.hidden)fe(P.numGlyphs,d);else{var z=m[I];if(z)for(var O=0;O<P.numGlyphs;O++)t.addDynamicAttributes(d,z.shiftedAnchor,z.angle);else fe(P.numGlyphs,d)}}e.icon.dynamicLayoutVertexBuffer.updateData(d)}e.text.dynamicLayoutVertexBuffer.updateData(p)}function ln(t,e,r){return r.iconsInText&&e?\"symbolTextAndIcon\":t?\"symbolSDF\":\"symbolIcon\"}function cn(e,r,n,i,a,o,s,l,c,u,h,f){for(var p=e.context,d=p.gl,m=e.transform,g=\"map\"===l,y=\"map\"===c,v=g&&\"point\"!==n.layout.get(\"symbol-placement\"),x=g&&!y&&!v,_=void 0!==n.layout.get(\"symbol-sort-key\").constantOr(1),b=!1,w=e.depthModeForSublayer(0,Mt.ReadOnly),T=n.layout.get(\"text-variable-anchor\"),k=[],A=0,M=i;A<M.length;A+=1){var S=M[A],E=r.getTile(S),C=E.getBucket(n);if(C){var L=a?C.text:C.icon;if(L&&L.segments.get().length){var I=L.programConfigurations.get(n.id),P=a||C.sdfIcons,z=a?C.textSizeData:C.iconSizeData,O=y||0!==m.pitch,D=e.useProgram(ln(P,a,C),I),R=t.evaluateSizeForZoom(z,m.zoom),F=void 0,B=[0,0],N=void 0,j=void 0,U=null,V=void 0;if(a){if(N=E.glyphAtlasTexture,j=d.LINEAR,F=E.glyphAtlasTexture.size,C.iconsInText){B=E.imageAtlasTexture.size,U=E.imageAtlasTexture;var q=\"composite\"===z.kind||\"camera\"===z.kind;V=O||e.options.rotating||e.options.zooming||q?d.LINEAR:d.NEAREST}}else{var H=1!==n.layout.get(\"icon-size\").constantOr(0)||C.iconsNeedLinear;N=E.imageAtlasTexture,j=P||e.options.rotating||e.options.zooming||H||O?d.LINEAR:d.NEAREST,F=E.imageAtlasTexture.size}var G=ge(E,1,e.transform.zoom),Z=te(S.posMatrix,y,g,e.transform,G),W=ee(S.posMatrix,y,g,e.transform,G),Y=T&&C.hasTextData(),X=\"none\"!==n.layout.get(\"icon-text-fit\")&&Y&&C.hasIconData();v&&ae(C,S.posMatrix,e,a,Z,W,y,u);var $=e.translatePosMatrix(S.posMatrix,E,o,s),J=v||a&&T||X?an:Z,K=e.translatePosMatrix(W,E,o,s,!0),Q=P&&0!==n.paint.get(a?\"text-halo-width\":\"icon-halo-width\").constantOr(1),tt={program:D,buffers:L,uniformValues:P?C.iconsInText?Qr(z.kind,R,x,y,e,$,J,K,F,B):Kr(z.kind,R,x,y,e,$,J,K,a,F,!0):Jr(z.kind,R,x,y,e,$,J,K,a,F),atlasTexture:N,atlasTextureIcon:U,atlasInterpolation:j,atlasInterpolationIcon:V,isSDF:P,hasHalo:Q};if(_&&C.canOverlap){b=!0;for(var et=0,rt=L.segments.get();et<rt.length;et+=1){var nt=rt[et];k.push({segments:new t.SegmentVector([nt]),sortKey:nt.sortKey,state:tt})}}else k.push({segments:L.segments,sortKey:0,state:tt})}}}b&&k.sort((function(t,e){return t.sortKey-e.sortKey}));for(var it=0,at=k;it<at.length;it+=1){var ot=at[it],st=ot.state;if(p.activeTexture.set(d.TEXTURE0),st.atlasTexture.bind(st.atlasInterpolation,d.CLAMP_TO_EDGE),st.atlasTextureIcon&&(p.activeTexture.set(d.TEXTURE1),st.atlasTextureIcon&&st.atlasTextureIcon.bind(st.atlasInterpolationIcon,d.CLAMP_TO_EDGE)),st.isSDF){var lt=st.uniformValues;st.hasHalo&&(lt.u_is_halo=1,un(st.buffers,ot.segments,n,e,st.program,w,h,f,lt)),lt.u_is_halo=0}un(st.buffers,ot.segments,n,e,st.program,w,h,f,st.uniformValues)}}function un(t,e,r,n,i,a,o,s,l){var c=n.context,u=c.gl;i.draw(c,u.TRIANGLES,a,o,s,Lt.disabled,l,r.id,t.layoutVertexBuffer,t.indexBuffer,e,r.paint,n.transform.zoom,t.programConfigurations.get(r.id),t.dynamicLayoutVertexBuffer,t.opacityVertexBuffer)}function hn(t,e,r,n,i,a,o){var s,l,c,u,h,f=t.context.gl,p=r.paint.get(\"fill-pattern\"),d=p&&p.constantOr(1),m=r.getCrossfadeParameters();o?(l=d&&!r.getPaintProperty(\"fill-outline-color\")?\"fillOutlinePattern\":\"fillOutline\",s=f.LINES):(l=d?\"fillPattern\":\"fill\",s=f.TRIANGLES);for(var g=0,y=n;g<y.length;g+=1){var v=y[g],x=e.getTile(v);if(!d||x.patternsLoaded()){var _=x.getBucket(r);if(_){var b=_.programConfigurations.get(r.id),w=t.useProgram(l,b);d&&(t.context.activeTexture.set(f.TEXTURE0),x.imageAtlasTexture.bind(f.LINEAR,f.CLAMP_TO_EDGE),b.updatePaintBuffers(m));var T=p.constantOr(null);if(T&&x.imageAtlas){var k=x.imageAtlas,A=k.patternPositions[T.to.toString()],M=k.patternPositions[T.from.toString()];A&&M&&b.setConstantPatternPositions(A,M)}var S=t.translatePosMatrix(v.posMatrix,x,r.paint.get(\"fill-translate\"),r.paint.get(\"fill-translate-anchor\"));if(o){u=_.indexBuffer2,h=_.segments2;var E=[f.drawingBufferWidth,f.drawingBufferHeight];c=\"fillOutlinePattern\"===l&&d?Pr(S,t,m,x,E):Ir(S,E)}else u=_.indexBuffer,h=_.segments,c=d?Lr(S,t,m,x):Cr(S);w.draw(t.context,s,i,t.stencilModeForClipping(v),a,Lt.disabled,c,r.id,_.layoutVertexBuffer,u,h,r.paint,t.transform.zoom,b)}}}}function fn(t,e,r,n,i,a,o){for(var s=t.context,l=s.gl,c=r.paint.get(\"fill-extrusion-pattern\"),u=c.constantOr(1),h=r.getCrossfadeParameters(),f=r.paint.get(\"fill-extrusion-opacity\"),p=0,d=n;p<d.length;p+=1){var m=d[p],g=e.getTile(m),y=g.getBucket(r);if(y){var v=y.programConfigurations.get(r.id),x=t.useProgram(u?\"fillExtrusionPattern\":\"fillExtrusion\",v);u&&(t.context.activeTexture.set(l.TEXTURE0),g.imageAtlasTexture.bind(l.LINEAR,l.CLAMP_TO_EDGE),v.updatePaintBuffers(h));var _=c.constantOr(null);if(_&&g.imageAtlas){var b=g.imageAtlas,w=b.patternPositions[_.to.toString()],T=b.patternPositions[_.from.toString()];w&&T&&v.setConstantPatternPositions(w,T)}var k=t.translatePosMatrix(m.posMatrix,g,r.paint.get(\"fill-extrusion-translate\"),r.paint.get(\"fill-extrusion-translate-anchor\")),A=r.paint.get(\"fill-extrusion-vertical-gradient\"),M=u?Er(k,t,A,f,m,h,g):Sr(k,t,A,f);x.draw(s,s.gl.TRIANGLES,i,a,o,Lt.backCCW,M,r.id,y.layoutVertexBuffer,y.indexBuffer,y.segments,r.paint,t.transform.zoom,v)}}}function pn(t,e,r,n,i,a){var o=t.context,s=o.gl,l=e.fbo;if(l){var c=t.useProgram(\"hillshade\");o.activeTexture.set(s.TEXTURE0),s.bindTexture(s.TEXTURE_2D,l.colorAttachment.get());var u=jr(t,e,r);c.draw(o,s.TRIANGLES,n,i,a,Lt.disabled,u,r.id,t.rasterBoundsBuffer,t.quadTriangleIndexBuffer,t.rasterBoundsSegments)}}function dn(e,r,n,i,a,o){var s=e.context,l=s.gl,c=r.dem;if(c&&c.data){var u=c.dim,h=c.stride,f=c.getPixels();if(s.activeTexture.set(l.TEXTURE1),s.pixelStoreUnpackPremultiplyAlpha.set(!1),r.demTexture=r.demTexture||e.getTileTexture(h),r.demTexture){var p=r.demTexture;p.update(f,{premultiply:!1}),p.bind(l.NEAREST,l.CLAMP_TO_EDGE)}else r.demTexture=new t.Texture(s,f,l.RGBA,{premultiply:!1}),r.demTexture.bind(l.NEAREST,l.CLAMP_TO_EDGE);s.activeTexture.set(l.TEXTURE0);var d=r.fbo;if(!d){var m=new t.Texture(s,{width:u,height:u,data:null},l.RGBA);m.bind(l.LINEAR,l.CLAMP_TO_EDGE),(d=r.fbo=s.createFramebuffer(u,u,!0)).colorAttachment.set(m.texture)}s.bindFramebuffer.set(d.framebuffer),s.viewport.set([0,0,u,u]),e.useProgram(\"hillshadePrepare\").draw(s,l.TRIANGLES,i,a,o,Lt.disabled,Ur(r.tileID,c),n.id,e.rasterBoundsBuffer,e.quadTriangleIndexBuffer,e.rasterBoundsSegments),r.needsHillshadePrepare=!1}}function mn(e,r,n,i,a){var o=i.paint.get(\"raster-fade-duration\");if(o>0){var s=t.browser.now(),l=(s-e.timeAdded)/o,c=r?(s-r.timeAdded)/o:-1,u=n.getSource(),h=a.coveringZoomLevel({tileSize:u.tileSize,roundZoom:u.roundZoom}),f=!r||Math.abs(r.tileID.overscaledZ-h)>Math.abs(e.tileID.overscaledZ-h),p=f&&e.refreshedUponExpiration?1:t.clamp(f?l:1-c,0,1);return e.refreshedUponExpiration&&l>=1&&(e.refreshedUponExpiration=!1),r?{opacity:1,mix:1-p}:{opacity:p,mix:0}}return{opacity:1,mix:0}}var gn=new t.Color(1,0,0,1),yn=new t.Color(0,1,0,1),vn=new t.Color(0,0,1,1),xn=new t.Color(1,0,1,1),_n=new t.Color(0,1,1,1);function bn(t){var e=t.transform.padding;wn(t,t.transform.height-(e.top||0),3,gn),wn(t,e.bottom||0,3,yn),Tn(t,e.left||0,3,vn),Tn(t,t.transform.width-(e.right||0),3,xn);var r=t.transform.centerPoint;!function(t,e,r,n){var i=20,a=2;kn(t,e-a/2,r-i/2,a,i,n),kn(t,e-i/2,r-a/2,i,a,n)}(t,r.x,t.transform.height-r.y,_n)}function wn(t,e,r,n){kn(t,0,e+r/2,t.transform.width,r,n)}function Tn(t,e,r,n){kn(t,e-r/2,0,r,t.transform.height,n)}function kn(e,r,n,i,a,o){var s=e.context,l=s.gl;l.enable(l.SCISSOR_TEST),l.scissor(r*t.browser.devicePixelRatio,n*t.browser.devicePixelRatio,i*t.browser.devicePixelRatio,a*t.browser.devicePixelRatio),s.clear({color:o}),l.disable(l.SCISSOR_TEST)}function An(e,r,n){var i=e.context,a=i.gl,o=n.posMatrix,s=e.useProgram(\"debug\"),l=Mt.disabled,c=Et.disabled,u=e.colorModeForRenderPass(),h=\"$debug\";i.activeTexture.set(a.TEXTURE0),e.emptyTexture.bind(a.LINEAR,a.CLAMP_TO_EDGE),s.draw(i,a.LINE_STRIP,l,c,u,Lt.disabled,Rr(o,t.Color.red),h,e.debugBuffer,e.tileBorderIndexBuffer,e.debugSegments);var f=r.getTileByID(n.key).latestRawTileData,p=f&&f.byteLength||0,d=Math.floor(p/1024),m=r.getTile(n).tileSize,g=512/Math.min(m,512)*(n.overscaledZ/e.transform.zoom)*.5,y=n.canonical.toString();n.overscaledZ!==n.canonical.z&&(y+=\" => \"+n.overscaledZ),function(t,e){t.initDebugOverlayCanvas();var r=t.debugOverlayCanvas,n=t.context.gl,i=t.debugOverlayCanvas.getContext(\"2d\");i.clearRect(0,0,r.width,r.height),i.shadowColor=\"white\",i.shadowBlur=2,i.lineWidth=1.5,i.strokeStyle=\"white\",i.textBaseline=\"top\",i.font=\"bold 36px Open Sans, sans-serif\",i.fillText(e,5,5),i.strokeText(e,5,5),t.debugOverlayTexture.update(r),t.debugOverlayTexture.bind(n.LINEAR,n.CLAMP_TO_EDGE)}(e,y+\" \"+d+\"kb\"),s.draw(i,a.TRIANGLES,l,c,Ct.alphaBlended,Lt.disabled,Rr(o,t.Color.transparent,g),h,e.debugBuffer,e.quadTriangleIndexBuffer,e.debugSegments)}var Mn={symbol:function(e,r,n,i,a){if(\"translucent\"===e.renderPass){var o=Et.disabled,s=e.colorModeForRenderPass();n.layout.get(\"text-variable-anchor\")&&function(e,r,n,i,a,o,s){for(var l=r.transform,c=\"map\"===a,u=\"map\"===o,h=0,f=e;h<f.length;h+=1){var p=f[h],d=i.getTile(p),m=d.getBucket(n);if(m&&m.text&&m.text.segments.get().length){var g=m.textSizeData,y=t.evaluateSizeForZoom(g,l.zoom),v=ge(d,1,r.transform.zoom),x=te(p.posMatrix,u,c,r.transform,v),_=\"none\"!==n.layout.get(\"icon-text-fit\")&&m.hasIconData();if(y){var b=Math.pow(2,l.zoom-d.tileID.overscaledZ);sn(m,c,u,s,t.symbolSize,l,x,p.posMatrix,b,y,_)}}}}(i,e,n,r,n.layout.get(\"text-rotation-alignment\"),n.layout.get(\"text-pitch-alignment\"),a),0!==n.paint.get(\"icon-opacity\").constantOr(1)&&cn(e,r,n,i,!1,n.paint.get(\"icon-translate\"),n.paint.get(\"icon-translate-anchor\"),n.layout.get(\"icon-rotation-alignment\"),n.layout.get(\"icon-pitch-alignment\"),n.layout.get(\"icon-keep-upright\"),o,s),0!==n.paint.get(\"text-opacity\").constantOr(1)&&cn(e,r,n,i,!0,n.paint.get(\"text-translate\"),n.paint.get(\"text-translate-anchor\"),n.layout.get(\"text-rotation-alignment\"),n.layout.get(\"text-pitch-alignment\"),n.layout.get(\"text-keep-upright\"),o,s),r.map.showCollisionBoxes&&(nn(e,r,n,i,n.paint.get(\"text-translate\"),n.paint.get(\"text-translate-anchor\"),!0),nn(e,r,n,i,n.paint.get(\"icon-translate\"),n.paint.get(\"icon-translate-anchor\"),!1))}},circle:function(e,r,n,i){if(\"translucent\"===e.renderPass){var a=n.paint.get(\"circle-opacity\"),o=n.paint.get(\"circle-stroke-width\"),s=n.paint.get(\"circle-stroke-opacity\"),l=void 0!==n.layout.get(\"circle-sort-key\").constantOr(1);if(0!==a.constantOr(1)||0!==o.constantOr(1)&&0!==s.constantOr(1)){for(var c=e.context,u=c.gl,h=e.depthModeForSublayer(0,Mt.ReadOnly),f=Et.disabled,p=e.colorModeForRenderPass(),d=[],m=0;m<i.length;m++){var g=i[m],y=r.getTile(g),v=y.getBucket(n);if(v){var x=v.programConfigurations.get(n.id),_={programConfiguration:x,program:e.useProgram(\"circle\",x),layoutVertexBuffer:v.layoutVertexBuffer,indexBuffer:v.indexBuffer,uniformValues:zr(e,g,y,n)};if(l)for(var b=0,w=v.segments.get();b<w.length;b+=1){var T=w[b];d.push({segments:new t.SegmentVector([T]),sortKey:T.sortKey,state:_})}else d.push({segments:v.segments,sortKey:0,state:_})}}l&&d.sort((function(t,e){return t.sortKey-e.sortKey}));for(var k=0,A=d;k<A.length;k+=1){var M=A[k],S=M.state,E=S.programConfiguration,C=S.program,L=S.layoutVertexBuffer,I=S.indexBuffer,P=S.uniformValues,z=M.segments;C.draw(c,u.TRIANGLES,h,f,p,Lt.disabled,P,n.id,L,I,z,n.paint,e.transform.zoom,E)}}}},heatmap:function(e,r,n,i){if(0!==n.paint.get(\"heatmap-opacity\"))if(\"offscreen\"===e.renderPass){var a=e.context,o=a.gl,s=Et.disabled,l=new Ct([o.ONE,o.ONE],t.Color.transparent,[!0,!0,!0,!0]);(function(t,e,r){var n=t.gl;t.activeTexture.set(n.TEXTURE1),t.viewport.set([0,0,e.width/4,e.height/4]);var i=r.heatmapFbo;if(i)n.bindTexture(n.TEXTURE_2D,i.colorAttachment.get()),t.bindFramebuffer.set(i.framebuffer);else{var a=n.createTexture();n.bindTexture(n.TEXTURE_2D,a),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_S,n.CLAMP_TO_EDGE),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_T,n.CLAMP_TO_EDGE),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MIN_FILTER,n.LINEAR),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MAG_FILTER,n.LINEAR),i=r.heatmapFbo=t.createFramebuffer(e.width/4,e.height/4,!1),function(t,e,r,n){var i=t.gl,a=t.extRenderToTextureHalfFloat?t.extTextureHalfFloat.HALF_FLOAT_OES:i.UNSIGNED_BYTE;i.texImage2D(i.TEXTURE_2D,0,i.RGBA,e.width/4,e.height/4,0,i.RGBA,a,null),n.colorAttachment.set(r)}(t,e,a,i)}})(a,e,n),a.clear({color:t.Color.transparent});for(var c=0;c<i.length;c++){var u=i[c];if(!r.hasRenderableParent(u)){var h=r.getTile(u),f=h.getBucket(n);if(f){var p=f.programConfigurations.get(n.id),d=e.useProgram(\"heatmap\",p),m=e.transform.zoom;d.draw(a,o.TRIANGLES,Mt.disabled,s,l,Lt.disabled,Br(u.posMatrix,h,m,n.paint.get(\"heatmap-intensity\")),n.id,f.layoutVertexBuffer,f.indexBuffer,f.segments,n.paint,e.transform.zoom,p)}}}a.viewport.set([0,0,e.width,e.height])}else\"translucent\"===e.renderPass&&(e.context.setColorMode(e.colorModeForRenderPass()),function(e,r){var n=e.context,i=n.gl,a=r.heatmapFbo;if(a){n.activeTexture.set(i.TEXTURE0),i.bindTexture(i.TEXTURE_2D,a.colorAttachment.get()),n.activeTexture.set(i.TEXTURE1);var o=r.colorRampTexture;o||(o=r.colorRampTexture=new t.Texture(n,r.colorRamp,i.RGBA)),o.bind(i.LINEAR,i.CLAMP_TO_EDGE),e.useProgram(\"heatmapTexture\").draw(n,i.TRIANGLES,Mt.disabled,Et.disabled,e.colorModeForRenderPass(),Lt.disabled,Nr(e,r,0,1),r.id,e.viewportBuffer,e.quadTriangleIndexBuffer,e.viewportSegments,r.paint,e.transform.zoom)}}(e,n))},line:function(e,r,n,i){if(\"translucent\"===e.renderPass){var a=n.paint.get(\"line-opacity\"),o=n.paint.get(\"line-width\");if(0!==a.constantOr(1)&&0!==o.constantOr(1))for(var s=e.depthModeForSublayer(0,Mt.ReadOnly),l=e.colorModeForRenderPass(),c=n.paint.get(\"line-dasharray\"),u=n.paint.get(\"line-pattern\"),h=u.constantOr(1),f=n.paint.get(\"line-gradient\"),p=n.getCrossfadeParameters(),d=h?\"linePattern\":c?\"lineSDF\":f?\"lineGradient\":\"line\",m=e.context,g=m.gl,y=!0,v=0,x=i;v<x.length;v+=1){var _=x[v],b=r.getTile(_);if(!h||b.patternsLoaded()){var w=b.getBucket(n);if(w){var T=w.programConfigurations.get(n.id),k=e.context.program.get(),A=e.useProgram(d,T),M=y||A.program!==k,S=u.constantOr(null);if(S&&b.imageAtlas){var E=b.imageAtlas,C=E.patternPositions[S.to.toString()],L=E.patternPositions[S.from.toString()];C&&L&&T.setConstantPatternPositions(C,L)}var I=h?Hr(e,b,n,p):c?Gr(e,b,n,c,p):f?qr(e,b,n,w.lineClipsArray.length):Vr(e,b,n);if(h)m.activeTexture.set(g.TEXTURE0),b.imageAtlasTexture.bind(g.LINEAR,g.CLAMP_TO_EDGE),T.updatePaintBuffers(p);else if(c&&(M||e.lineAtlas.dirty))m.activeTexture.set(g.TEXTURE0),e.lineAtlas.bind(m);else if(f){var P=w.gradients[n.id],z=P.texture;if(n.gradientVersion!==P.version){var O=256;if(n.stepInterpolant){var D=r.getSource().maxzoom,R=_.canonical.z===D?Math.ceil(1<<e.transform.maxZoom-_.canonical.z):1,F=w.maxLineLength/t.EXTENT*1024*R;O=t.clamp(t.nextPowerOfTwo(F),256,m.maxTextureSize)}P.gradient=t.renderColorRamp({expression:n.gradientExpression(),evaluationKey:\"lineProgress\",resolution:O,image:P.gradient||void 0,clips:w.lineClipsArray}),P.texture?P.texture.update(P.gradient):P.texture=new t.Texture(m,P.gradient,g.RGBA),P.version=n.gradientVersion,z=P.texture}m.activeTexture.set(g.TEXTURE0),z.bind(n.stepInterpolant?g.NEAREST:g.LINEAR,g.CLAMP_TO_EDGE)}A.draw(m,g.TRIANGLES,s,e.stencilModeForClipping(_),l,Lt.disabled,I,n.id,w.layoutVertexBuffer,w.indexBuffer,w.segments,n.paint,e.transform.zoom,T,w.layoutVertexBuffer2),y=!1}}}}},fill:function(e,r,n,i){var a=n.paint.get(\"fill-color\"),o=n.paint.get(\"fill-opacity\");if(0!==o.constantOr(1)){var s=e.colorModeForRenderPass(),l=n.paint.get(\"fill-pattern\"),c=e.opaquePassEnabledForLayer()&&!l.constantOr(1)&&1===a.constantOr(t.Color.transparent).a&&1===o.constantOr(0)?\"opaque\":\"translucent\";if(e.renderPass===c){var u=e.depthModeForSublayer(1,\"opaque\"===e.renderPass?Mt.ReadWrite:Mt.ReadOnly);hn(e,r,n,i,u,s,!1)}if(\"translucent\"===e.renderPass&&n.paint.get(\"fill-antialias\")){var h=e.depthModeForSublayer(n.getPaintProperty(\"fill-outline-color\")?2:0,Mt.ReadOnly);hn(e,r,n,i,h,s,!0)}}},\"fill-extrusion\":function(t,e,r,n){var i=r.paint.get(\"fill-extrusion-opacity\");if(0!==i&&\"translucent\"===t.renderPass){var a=new Mt(t.context.gl.LEQUAL,Mt.ReadWrite,t.depthRangeFor3D);if(1!==i||r.paint.get(\"fill-extrusion-pattern\").constantOr(1))fn(t,e,r,n,a,Et.disabled,Ct.disabled),fn(t,e,r,n,a,t.stencilModeFor3D(),t.colorModeForRenderPass());else{var o=t.colorModeForRenderPass();fn(t,e,r,n,a,Et.disabled,o)}}},hillshade:function(t,e,r,n){if(\"offscreen\"===t.renderPass||\"translucent\"===t.renderPass){for(var i=t.context,a=t.depthModeForSublayer(0,Mt.ReadOnly),o=t.colorModeForRenderPass(),s=\"translucent\"===t.renderPass?t.stencilConfigForOverlap(n):[{},n],l=s[0],c=0,u=s[1];c<u.length;c+=1){var h=u[c],f=e.getTile(h);f.needsHillshadePrepare&&\"offscreen\"===t.renderPass?dn(t,f,r,a,Et.disabled,o):\"translucent\"===t.renderPass&&pn(t,f,r,a,l[h.overscaledZ],o)}i.viewport.set([0,0,t.width,t.height])}},raster:function(t,e,r,n){if(\"translucent\"===t.renderPass&&0!==r.paint.get(\"raster-opacity\")&&n.length)for(var i=t.context,a=i.gl,o=e.getSource(),s=t.useProgram(\"raster\"),l=t.colorModeForRenderPass(),c=o instanceof z?[{},n]:t.stencilConfigForOverlap(n),u=c[0],h=c[1],f=h[h.length-1].overscaledZ,p=!t.options.moving,d=0,m=h;d<m.length;d+=1){var g=m[d],y=t.depthModeForSublayer(g.overscaledZ-f,1===r.paint.get(\"raster-opacity\")?Mt.ReadWrite:Mt.ReadOnly,a.LESS),v=e.getTile(g),x=t.transform.calculatePosMatrix(g.toUnwrapped(),p);v.registerFadeDuration(r.paint.get(\"raster-fade-duration\"));var _=e.findLoadedParent(g,0),b=mn(v,_,e,r,t.transform),w=void 0,T=void 0,k=\"nearest\"===r.paint.get(\"raster-resampling\")?a.NEAREST:a.LINEAR;i.activeTexture.set(a.TEXTURE0),v.texture.bind(k,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST),i.activeTexture.set(a.TEXTURE1),_?(_.texture.bind(k,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST),w=Math.pow(2,_.tileID.overscaledZ-v.tileID.overscaledZ),T=[v.tileID.canonical.x*w%1,v.tileID.canonical.y*w%1]):v.texture.bind(k,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST);var A=Yr(x,T||[0,0],w||1,b,r);o instanceof z?s.draw(i,a.TRIANGLES,y,Et.disabled,l,Lt.disabled,A,r.id,o.boundsBuffer,t.quadTriangleIndexBuffer,o.boundsSegments):s.draw(i,a.TRIANGLES,y,u[g.overscaledZ],l,Lt.disabled,A,r.id,t.rasterBoundsBuffer,t.quadTriangleIndexBuffer,t.rasterBoundsSegments)}},background:function(t,e,r){var n=r.paint.get(\"background-color\"),i=r.paint.get(\"background-opacity\");if(0!==i){var a=t.context,o=a.gl,s=t.transform,l=s.tileSize,c=r.paint.get(\"background-pattern\");if(!t.isPatternMissing(c)){var u=!c&&1===n.a&&1===i&&t.opaquePassEnabledForLayer()?\"opaque\":\"translucent\";if(t.renderPass===u){var h=Et.disabled,f=t.depthModeForSublayer(0,\"opaque\"===u?Mt.ReadWrite:Mt.ReadOnly),p=t.colorModeForRenderPass(),d=t.useProgram(c?\"backgroundPattern\":\"background\"),m=s.coveringTiles({tileSize:l});c&&(a.activeTexture.set(o.TEXTURE0),t.imageManager.bind(t.context));for(var g=r.getCrossfadeParameters(),y=0,v=m;y<v.length;y+=1){var x=v[y],_=t.transform.calculatePosMatrix(x.toUnwrapped()),b=c?en(_,i,t,c,{tileID:x,tileSize:l},g):tn(_,i,n);d.draw(a,o.TRIANGLES,f,h,p,Lt.disabled,b,r.id,t.tileExtentBuffer,t.quadTriangleIndexBuffer,t.tileExtentSegments)}}}}},debug:function(t,e,r){for(var n=0;n<r.length;n++)An(t,e,r[n])},custom:function(t,e,r){var n=t.context,i=r.implementation;if(\"offscreen\"===t.renderPass){var a=i.prerender;a&&(t.setCustomLayerDefaults(),n.setColorMode(t.colorModeForRenderPass()),a.call(i,n.gl,t.transform.customLayerMatrix()),n.setDirty(),t.setBaseState())}else if(\"translucent\"===t.renderPass){t.setCustomLayerDefaults(),n.setColorMode(t.colorModeForRenderPass()),n.setStencilMode(Et.disabled);var o=\"3d\"===i.renderingMode?new Mt(t.context.gl.LEQUAL,Mt.ReadWrite,t.depthRangeFor3D):t.depthModeForSublayer(0,Mt.ReadOnly);n.setDepthMode(o),i.render(n.gl,t.transform.customLayerMatrix()),n.setDirty(),t.setBaseState(),n.bindFramebuffer.set(null)}}},Sn=function(t,e){this.context=new It(t),this.transform=e,this._tileTextures={},this.setup(),this.numSublayers=Pt.maxUnderzooming+Pt.maxOverzooming+1,this.depthEpsilon=1/Math.pow(2,16),this.crossTileSymbolIndex=new Ve,this.gpuTimers={}};Sn.prototype.resize=function(e,r){if(this.width=e*t.browser.devicePixelRatio,this.height=r*t.browser.devicePixelRatio,this.context.viewport.set([0,0,this.width,this.height]),this.style)for(var n=0,i=this.style._order;n<i.length;n+=1){var a=i[n];this.style._layers[a].resize()}},Sn.prototype.setup=function(){var e=this.context,r=new t.StructArrayLayout2i4;r.emplaceBack(0,0),r.emplaceBack(t.EXTENT,0),r.emplaceBack(0,t.EXTENT),r.emplaceBack(t.EXTENT,t.EXTENT),this.tileExtentBuffer=e.createVertexBuffer(r,Ye.members),this.tileExtentSegments=t.SegmentVector.simpleSegment(0,0,4,2);var n=new t.StructArrayLayout2i4;n.emplaceBack(0,0),n.emplaceBack(t.EXTENT,0),n.emplaceBack(0,t.EXTENT),n.emplaceBack(t.EXTENT,t.EXTENT),this.debugBuffer=e.createVertexBuffer(n,Ye.members),this.debugSegments=t.SegmentVector.simpleSegment(0,0,4,5);var i=new t.StructArrayLayout4i8;i.emplaceBack(0,0,0,0),i.emplaceBack(t.EXTENT,0,t.EXTENT,0),i.emplaceBack(0,t.EXTENT,0,t.EXTENT),i.emplaceBack(t.EXTENT,t.EXTENT,t.EXTENT,t.EXTENT),this.rasterBoundsBuffer=e.createVertexBuffer(i,P.members),this.rasterBoundsSegments=t.SegmentVector.simpleSegment(0,0,4,2);var a=new t.StructArrayLayout2i4;a.emplaceBack(0,0),a.emplaceBack(1,0),a.emplaceBack(0,1),a.emplaceBack(1,1),this.viewportBuffer=e.createVertexBuffer(a,Ye.members),this.viewportSegments=t.SegmentVector.simpleSegment(0,0,4,2);var o=new t.StructArrayLayout1ui2;o.emplaceBack(0),o.emplaceBack(1),o.emplaceBack(3),o.emplaceBack(2),o.emplaceBack(0),this.tileBorderIndexBuffer=e.createIndexBuffer(o);var s=new t.StructArrayLayout3ui6;s.emplaceBack(0,1,2),s.emplaceBack(2,1,3),this.quadTriangleIndexBuffer=e.createIndexBuffer(s),this.emptyTexture=new t.Texture(e,{width:1,height:1,data:new Uint8Array([0,0,0,0])},e.gl.RGBA);var l=this.context.gl;this.stencilClearMode=new Et({func:l.ALWAYS,mask:0},0,255,l.ZERO,l.ZERO,l.ZERO)},Sn.prototype.clearStencil=function(){var e=this.context,r=e.gl;this.nextStencilID=1,this.currentStencilSource=void 0;var n=t.create();t.ortho(n,0,this.width,this.height,0,0,1),t.scale(n,n,[r.drawingBufferWidth,r.drawingBufferHeight,0]),this.useProgram(\"clippingMask\").draw(e,r.TRIANGLES,Mt.disabled,this.stencilClearMode,Ct.disabled,Lt.disabled,Fr(n),\"$clipping\",this.viewportBuffer,this.quadTriangleIndexBuffer,this.viewportSegments)},Sn.prototype._renderTileClippingMasks=function(t,e){if(this.currentStencilSource!==t.source&&t.isTileClipped()&&e&&e.length){this.currentStencilSource=t.source;var r=this.context,n=r.gl;this.nextStencilID+e.length>256&&this.clearStencil(),r.setColorMode(Ct.disabled),r.setDepthMode(Mt.disabled);var i=this.useProgram(\"clippingMask\");this._tileClippingMaskIDs={};for(var a=0,o=e;a<o.length;a+=1){var s=o[a],l=this._tileClippingMaskIDs[s.key]=this.nextStencilID++;i.draw(r,n.TRIANGLES,Mt.disabled,new Et({func:n.ALWAYS,mask:0},l,255,n.KEEP,n.KEEP,n.REPLACE),Ct.disabled,Lt.disabled,Fr(s.posMatrix),\"$clipping\",this.tileExtentBuffer,this.quadTriangleIndexBuffer,this.tileExtentSegments)}}},Sn.prototype.stencilModeFor3D=function(){this.currentStencilSource=void 0,this.nextStencilID+1>256&&this.clearStencil();var t=this.nextStencilID++,e=this.context.gl;return new Et({func:e.NOTEQUAL,mask:255},t,255,e.KEEP,e.KEEP,e.REPLACE)},Sn.prototype.stencilModeForClipping=function(t){var e=this.context.gl;return new Et({func:e.EQUAL,mask:255},this._tileClippingMaskIDs[t.key],0,e.KEEP,e.KEEP,e.REPLACE)},Sn.prototype.stencilConfigForOverlap=function(t){var e,r=this.context.gl,n=t.sort((function(t,e){return e.overscaledZ-t.overscaledZ})),i=n[n.length-1].overscaledZ,a=n[0].overscaledZ-i+1;if(a>1){this.currentStencilSource=void 0,this.nextStencilID+a>256&&this.clearStencil();for(var o={},s=0;s<a;s++)o[s+i]=new Et({func:r.GEQUAL,mask:255},s+this.nextStencilID,255,r.KEEP,r.KEEP,r.REPLACE);return this.nextStencilID+=a,[o,n]}return[(e={},e[i]=Et.disabled,e),n]},Sn.prototype.colorModeForRenderPass=function(){var e=this.context.gl;if(this._showOverdrawInspector){var r=1/8;return new Ct([e.CONSTANT_COLOR,e.ONE],new t.Color(r,r,r,0),[!0,!0,!0,!0])}return\"opaque\"===this.renderPass?Ct.unblended:Ct.alphaBlended},Sn.prototype.depthModeForSublayer=function(t,e,r){if(!this.opaquePassEnabledForLayer())return Mt.disabled;var n=1-((1+this.currentLayer)*this.numSublayers+t)*this.depthEpsilon;return new Mt(r||this.context.gl.LEQUAL,e,[n,n])},Sn.prototype.opaquePassEnabledForLayer=function(){return this.currentLayer<this.opaquePassCutoff},Sn.prototype.render=function(e,r){var n=this;this.style=e,this.options=r,this.lineAtlas=e.lineAtlas,this.imageManager=e.imageManager,this.glyphManager=e.glyphManager,this.symbolFadeChange=e.placement.symbolFadeChange(t.browser.now()),this.imageManager.beginFrame();var i=this.style._order,a=this.style.sourceCaches;for(var o in a){var s=a[o];s.used&&s.prepare(this.context)}var l,c,u={},h={},f={};for(var p in a){var d=a[p];u[p]=d.getVisibleCoordinates(),h[p]=u[p].slice().reverse(),f[p]=d.getVisibleCoordinates(!0).reverse()}this.opaquePassCutoff=1/0;for(var m=0;m<i.length;m++){var g=i[m];if(this.style._layers[g].is3D()){this.opaquePassCutoff=m;break}}this.renderPass=\"offscreen\";for(var y=0,v=i;y<v.length;y+=1){var x=v[y],_=this.style._layers[x];if(_.hasOffscreenPass()&&!_.isHidden(this.transform.zoom)){var b=h[_.source];(\"custom\"===_.type||b.length)&&this.renderLayer(this,a[_.source],_,b)}}for(this.context.bindFramebuffer.set(null),this.context.clear({color:r.showOverdrawInspector?t.Color.black:t.Color.transparent,depth:1}),this.clearStencil(),this._showOverdrawInspector=r.showOverdrawInspector,this.depthRangeFor3D=[0,1-(e._order.length+2)*this.numSublayers*this.depthEpsilon],this.renderPass=\"opaque\",this.currentLayer=i.length-1;this.currentLayer>=0;this.currentLayer--){var w=this.style._layers[i[this.currentLayer]],T=a[w.source],k=u[w.source];this._renderTileClippingMasks(w,k),this.renderLayer(this,T,w,k)}for(this.renderPass=\"translucent\",this.currentLayer=0;this.currentLayer<i.length;this.currentLayer++){var A=this.style._layers[i[this.currentLayer]],M=a[A.source],S=(\"symbol\"===A.type?f:h)[A.source];this._renderTileClippingMasks(A,u[A.source]),this.renderLayer(this,M,A,S)}this.options.showTileBoundaries&&(t.values(this.style._layers).forEach((function(t){t.source&&!t.isHidden(n.transform.zoom)&&(t.source!==(c&&c.id)&&(c=n.style.sourceCaches[t.source]),(!l||l.getSource().maxzoom<c.getSource().maxzoom)&&(l=c))})),l&&Mn.debug(this,l,l.getVisibleCoordinates())),this.options.showPadding&&bn(this),this.context.setDefault()},Sn.prototype.renderLayer=function(t,e,r,n){r.isHidden(this.transform.zoom)||(\"background\"===r.type||\"custom\"===r.type||n.length)&&(this.id=r.id,this.gpuTimingStart(r),Mn[r.type](t,e,r,n,this.style.placement.variableOffsets),this.gpuTimingEnd())},Sn.prototype.gpuTimingStart=function(t){if(this.options.gpuTiming){var e=this.context.extTimerQuery,r=this.gpuTimers[t.id];r||(r=this.gpuTimers[t.id]={calls:0,cpuTime:0,query:e.createQueryEXT()}),r.calls++,e.beginQueryEXT(e.TIME_ELAPSED_EXT,r.query)}},Sn.prototype.gpuTimingEnd=function(){if(this.options.gpuTiming){var t=this.context.extTimerQuery;t.endQueryEXT(t.TIME_ELAPSED_EXT)}},Sn.prototype.collectGpuTimers=function(){var t=this.gpuTimers;return this.gpuTimers={},t},Sn.prototype.queryGpuTimers=function(t){var e={};for(var r in t){var n=t[r],i=this.context.extTimerQuery,a=i.getQueryObjectEXT(n.query,i.QUERY_RESULT_EXT)/1e6;i.deleteQueryEXT(n.query),e[r]=a}return e},Sn.prototype.translatePosMatrix=function(e,r,n,i,a){if(!n[0]&&!n[1])return e;var o=a?\"map\"===i?this.transform.angle:0:\"viewport\"===i?-this.transform.angle:0;if(o){var s=Math.sin(o),l=Math.cos(o);n=[n[0]*l-n[1]*s,n[0]*s+n[1]*l]}var c=[a?n[0]:ge(r,n[0],this.transform.zoom),a?n[1]:ge(r,n[1],this.transform.zoom),0],u=new Float32Array(16);return t.translate(u,e,c),u},Sn.prototype.saveTileTexture=function(t){var e=this._tileTextures[t.size[0]];e?e.push(t):this._tileTextures[t.size[0]]=[t]},Sn.prototype.getTileTexture=function(t){var e=this._tileTextures[t];return e&&e.length>0?e.pop():null},Sn.prototype.isPatternMissing=function(t){if(!t)return!1;if(!t.from||!t.to)return!0;var e=this.imageManager.getPattern(t.from.toString()),r=this.imageManager.getPattern(t.to.toString());return!e||!r},Sn.prototype.useProgram=function(t,e){this.cache=this.cache||{};var r=\"\"+t+(e?e.cacheKey:\"\")+(this._showOverdrawInspector?\"/overdraw\":\"\");return this.cache[r]||(this.cache[r]=new Ar(this.context,t,wr[t],e,rn[t],this._showOverdrawInspector)),this.cache[r]},Sn.prototype.setCustomLayerDefaults=function(){this.context.unbindVAO(),this.context.cullFace.setDefault(),this.context.activeTexture.setDefault(),this.context.pixelStoreUnpack.setDefault(),this.context.pixelStoreUnpackPremultiplyAlpha.setDefault(),this.context.pixelStoreUnpackFlipY.setDefault()},Sn.prototype.setBaseState=function(){var t=this.context.gl;this.context.cullFace.set(!1),this.context.viewport.set([0,0,this.width,this.height]),this.context.blendEquation.set(t.FUNC_ADD)},Sn.prototype.initDebugOverlayCanvas=function(){if(null==this.debugOverlayCanvas){this.debugOverlayCanvas=t.window.document.createElement(\"canvas\"),this.debugOverlayCanvas.width=512,this.debugOverlayCanvas.height=512;var e=this.context.gl;this.debugOverlayTexture=new t.Texture(this.context,this.debugOverlayCanvas,e.RGBA)}},Sn.prototype.destroy=function(){this.emptyTexture.destroy(),this.debugOverlayTexture&&this.debugOverlayTexture.destroy()};var En=function(t,e){this.points=t,this.planes=e};En.fromInvProjectionMatrix=function(e,r,n){var i=Math.pow(2,n),a=[[-1,1,-1,1],[1,1,-1,1],[1,-1,-1,1],[-1,-1,-1,1],[-1,1,1,1],[1,1,1,1],[1,-1,1,1],[-1,-1,1,1]].map((function(r){return t.transformMat4([],r,e)})).map((function(e){return t.scale$1([],e,1/e[3]/r*i)})),o=[[0,1,2],[6,5,4],[0,3,7],[2,1,5],[3,2,6],[0,4,5]].map((function(e){var r=t.sub([],a[e[0]],a[e[1]]),n=t.sub([],a[e[2]],a[e[1]]),i=t.normalize([],t.cross([],r,n)),o=-t.dot(i,a[e[1]]);return i.concat(o)}));return new En(a,o)};var Cn=function(e,r){this.min=e,this.max=r,this.center=t.scale$2([],t.add([],this.min,this.max),.5)};Cn.prototype.quadrant=function(e){for(var r=[e%2==0,e<2],n=t.clone$2(this.min),i=t.clone$2(this.max),a=0;a<r.length;a++)n[a]=r[a]?this.min[a]:this.center[a],i[a]=r[a]?this.center[a]:this.max[a];return i[2]=this.max[2],new Cn(n,i)},Cn.prototype.distanceX=function(t){return Math.max(Math.min(this.max[0],t[0]),this.min[0])-t[0]},Cn.prototype.distanceY=function(t){return Math.max(Math.min(this.max[1],t[1]),this.min[1])-t[1]},Cn.prototype.intersects=function(e){for(var r=[[this.min[0],this.min[1],0,1],[this.max[0],this.min[1],0,1],[this.max[0],this.max[1],0,1],[this.min[0],this.max[1],0,1]],n=!0,i=0;i<e.planes.length;i++){for(var a=e.planes[i],o=0,s=0;s<r.length;s++)o+=t.dot$1(a,r[s])>=0;if(0===o)return 0;o!==r.length&&(n=!1)}if(n)return 2;for(var l=0;l<3;l++){for(var c=Number.MAX_VALUE,u=-Number.MAX_VALUE,h=0;h<e.points.length;h++){var f=e.points[h][l]-this.min[l];c=Math.min(c,f),u=Math.max(u,f)}if(u<0||c>this.max[l]-this.min[l])return 0}return 1};var Ln=function(t,e,r,n){if(void 0===t&&(t=0),void 0===e&&(e=0),void 0===r&&(r=0),void 0===n&&(n=0),isNaN(t)||t<0||isNaN(e)||e<0||isNaN(r)||r<0||isNaN(n)||n<0)throw new Error(\"Invalid value for edge-insets, top, bottom, left and right must all be numbers\");this.top=t,this.bottom=e,this.left=r,this.right=n};Ln.prototype.interpolate=function(e,r,n){return null!=r.top&&null!=e.top&&(this.top=t.number(e.top,r.top,n)),null!=r.bottom&&null!=e.bottom&&(this.bottom=t.number(e.bottom,r.bottom,n)),null!=r.left&&null!=e.left&&(this.left=t.number(e.left,r.left,n)),null!=r.right&&null!=e.right&&(this.right=t.number(e.right,r.right,n)),this},Ln.prototype.getCenter=function(e,r){var n=t.clamp((this.left+e-this.right)/2,0,e),i=t.clamp((this.top+r-this.bottom)/2,0,r);return new t.Point(n,i)},Ln.prototype.equals=function(t){return this.top===t.top&&this.bottom===t.bottom&&this.left===t.left&&this.right===t.right},Ln.prototype.clone=function(){return new Ln(this.top,this.bottom,this.left,this.right)},Ln.prototype.toJSON=function(){return{top:this.top,bottom:this.bottom,left:this.left,right:this.right}};var In=function(e,r,n,i,a){this.tileSize=512,this.maxValidLatitude=85.051129,this._renderWorldCopies=void 0===a||a,this._minZoom=e||0,this._maxZoom=r||22,this._minPitch=null==n?0:n,this._maxPitch=null==i?60:i,this.setMaxBounds(),this.width=0,this.height=0,this._center=new t.LngLat(0,0),this.zoom=0,this.angle=0,this._fov=.6435011087932844,this._pitch=0,this._unmodified=!0,this._edgeInsets=new Ln,this._posMatrixCache={},this._alignedPosMatrixCache={}},Pn={minZoom:{configurable:!0},maxZoom:{configurable:!0},minPitch:{configurable:!0},maxPitch:{configurable:!0},renderWorldCopies:{configurable:!0},worldSize:{configurable:!0},centerOffset:{configurable:!0},size:{configurable:!0},bearing:{configurable:!0},pitch:{configurable:!0},fov:{configurable:!0},zoom:{configurable:!0},center:{configurable:!0},padding:{configurable:!0},centerPoint:{configurable:!0},unmodified:{configurable:!0},point:{configurable:!0}};In.prototype.clone=function(){var t=new In(this._minZoom,this._maxZoom,this._minPitch,this.maxPitch,this._renderWorldCopies);return t.tileSize=this.tileSize,t.latRange=this.latRange,t.width=this.width,t.height=this.height,t._center=this._center,t.zoom=this.zoom,t.angle=this.angle,t._fov=this._fov,t._pitch=this._pitch,t._unmodified=this._unmodified,t._edgeInsets=this._edgeInsets.clone(),t._calcMatrices(),t},Pn.minZoom.get=function(){return this._minZoom},Pn.minZoom.set=function(t){this._minZoom!==t&&(this._minZoom=t,this.zoom=Math.max(this.zoom,t))},Pn.maxZoom.get=function(){return this._maxZoom},Pn.maxZoom.set=function(t){this._maxZoom!==t&&(this._maxZoom=t,this.zoom=Math.min(this.zoom,t))},Pn.minPitch.get=function(){return this._minPitch},Pn.minPitch.set=function(t){this._minPitch!==t&&(this._minPitch=t,this.pitch=Math.max(this.pitch,t))},Pn.maxPitch.get=function(){return this._maxPitch},Pn.maxPitch.set=function(t){this._maxPitch!==t&&(this._maxPitch=t,this.pitch=Math.min(this.pitch,t))},Pn.renderWorldCopies.get=function(){return this._renderWorldCopies},Pn.renderWorldCopies.set=function(t){void 0===t?t=!0:null===t&&(t=!1),this._renderWorldCopies=t},Pn.worldSize.get=function(){return this.tileSize*this.scale},Pn.centerOffset.get=function(){return this.centerPoint._sub(this.size._div(2))},Pn.size.get=function(){return new t.Point(this.width,this.height)},Pn.bearing.get=function(){return-this.angle/Math.PI*180},Pn.bearing.set=function(e){var r=-t.wrap(e,-180,180)*Math.PI/180;this.angle!==r&&(this._unmodified=!1,this.angle=r,this._calcMatrices(),this.rotationMatrix=t.create$2(),t.rotate(this.rotationMatrix,this.rotationMatrix,this.angle))},Pn.pitch.get=function(){return this._pitch/Math.PI*180},Pn.pitch.set=function(e){var r=t.clamp(e,this.minPitch,this.maxPitch)/180*Math.PI;this._pitch!==r&&(this._unmodified=!1,this._pitch=r,this._calcMatrices())},Pn.fov.get=function(){return this._fov/Math.PI*180},Pn.fov.set=function(t){t=Math.max(.01,Math.min(60,t)),this._fov!==t&&(this._unmodified=!1,this._fov=t/180*Math.PI,this._calcMatrices())},Pn.zoom.get=function(){return this._zoom},Pn.zoom.set=function(t){var e=Math.min(Math.max(t,this.minZoom),this.maxZoom);this._zoom!==e&&(this._unmodified=!1,this._zoom=e,this.scale=this.zoomScale(e),this.tileZoom=Math.floor(e),this.zoomFraction=e-this.tileZoom,this._constrain(),this._calcMatrices())},Pn.center.get=function(){return this._center},Pn.center.set=function(t){t.lat===this._center.lat&&t.lng===this._center.lng||(this._unmodified=!1,this._center=t,this._constrain(),this._calcMatrices())},Pn.padding.get=function(){return this._edgeInsets.toJSON()},Pn.padding.set=function(t){this._edgeInsets.equals(t)||(this._unmodified=!1,this._edgeInsets.interpolate(this._edgeInsets,t,1),this._calcMatrices())},Pn.centerPoint.get=function(){return this._edgeInsets.getCenter(this.width,this.height)},In.prototype.isPaddingEqual=function(t){return this._edgeInsets.equals(t)},In.prototype.interpolatePadding=function(t,e,r){this._unmodified=!1,this._edgeInsets.interpolate(t,e,r),this._constrain(),this._calcMatrices()},In.prototype.coveringZoomLevel=function(t){var e=(t.roundZoom?Math.round:Math.floor)(this.zoom+this.scaleZoom(this.tileSize/t.tileSize));return Math.max(0,e)},In.prototype.getVisibleUnwrappedCoordinates=function(e){var r=[new t.UnwrappedTileID(0,e)];if(this._renderWorldCopies)for(var n=this.pointCoordinate(new t.Point(0,0)),i=this.pointCoordinate(new t.Point(this.width,0)),a=this.pointCoordinate(new t.Point(this.width,this.height)),o=this.pointCoordinate(new t.Point(0,this.height)),s=Math.floor(Math.min(n.x,i.x,a.x,o.x)),l=Math.floor(Math.max(n.x,i.x,a.x,o.x)),c=s-1;c<=l+1;c++)0!==c&&r.push(new t.UnwrappedTileID(c,e));return r},In.prototype.coveringTiles=function(e){var r=this.coveringZoomLevel(e),n=r;if(void 0!==e.minzoom&&r<e.minzoom)return[];void 0!==e.maxzoom&&r>e.maxzoom&&(r=e.maxzoom);var i=t.MercatorCoordinate.fromLngLat(this.center),a=Math.pow(2,r),o=[a*i.x,a*i.y,0],s=En.fromInvProjectionMatrix(this.invProjMatrix,this.worldSize,r),l=e.minzoom||0;this.pitch<=60&&this._edgeInsets.top<.1&&(l=r);var c=function(t){return{aabb:new Cn([t*a,0,0],[(t+1)*a,a,0]),zoom:0,x:0,y:0,wrap:t,fullyVisible:!1}},u=[],h=[],f=r,p=e.reparseOverscaled?n:r;if(this._renderWorldCopies)for(var d=1;d<=3;d++)u.push(c(-d)),u.push(c(d));for(u.push(c(0));u.length>0;){var m=u.pop(),g=m.x,y=m.y,v=m.fullyVisible;if(!v){var x=m.aabb.intersects(s);if(0===x)continue;v=2===x}var _=m.aabb.distanceX(o),b=m.aabb.distanceY(o),w=Math.max(Math.abs(_),Math.abs(b)),T=3+(1<<f-m.zoom)-2;if(m.zoom===f||w>T&&m.zoom>=l)h.push({tileID:new t.OverscaledTileID(m.zoom===f?p:m.zoom,m.wrap,m.zoom,g,y),distanceSq:t.sqrLen([o[0]-.5-g,o[1]-.5-y])});else for(var k=0;k<4;k++){var A=(g<<1)+k%2,M=(y<<1)+(k>>1);u.push({aabb:m.aabb.quadrant(k),zoom:m.zoom+1,x:A,y:M,wrap:m.wrap,fullyVisible:v})}}return h.sort((function(t,e){return t.distanceSq-e.distanceSq})).map((function(t){return t.tileID}))},In.prototype.resize=function(t,e){this.width=t,this.height=e,this.pixelsToGLUnits=[2/t,-2/e],this._constrain(),this._calcMatrices()},Pn.unmodified.get=function(){return this._unmodified},In.prototype.zoomScale=function(t){return Math.pow(2,t)},In.prototype.scaleZoom=function(t){return Math.log(t)/Math.LN2},In.prototype.project=function(e){var r=t.clamp(e.lat,-this.maxValidLatitude,this.maxValidLatitude);return new t.Point(t.mercatorXfromLng(e.lng)*this.worldSize,t.mercatorYfromLat(r)*this.worldSize)},In.prototype.unproject=function(e){return new t.MercatorCoordinate(e.x/this.worldSize,e.y/this.worldSize).toLngLat()},Pn.point.get=function(){return this.project(this.center)},In.prototype.setLocationAtPoint=function(e,r){var n=this.pointCoordinate(r),i=this.pointCoordinate(this.centerPoint),a=this.locationCoordinate(e),o=new t.MercatorCoordinate(a.x-(n.x-i.x),a.y-(n.y-i.y));this.center=this.coordinateLocation(o),this._renderWorldCopies&&(this.center=this.center.wrap())},In.prototype.locationPoint=function(t){return this.coordinatePoint(this.locationCoordinate(t))},In.prototype.pointLocation=function(t){return this.coordinateLocation(this.pointCoordinate(t))},In.prototype.locationCoordinate=function(e){return t.MercatorCoordinate.fromLngLat(e)},In.prototype.coordinateLocation=function(t){return t.toLngLat()},In.prototype.pointCoordinate=function(e){var r=[e.x,e.y,0,1],n=[e.x,e.y,1,1];t.transformMat4(r,r,this.pixelMatrixInverse),t.transformMat4(n,n,this.pixelMatrixInverse);var i=r[3],a=n[3],o=r[0]/i,s=n[0]/a,l=r[1]/i,c=n[1]/a,u=r[2]/i,h=n[2]/a,f=u===h?0:(0-u)/(h-u);return new t.MercatorCoordinate(t.number(o,s,f)/this.worldSize,t.number(l,c,f)/this.worldSize)},In.prototype.coordinatePoint=function(e){var r=[e.x*this.worldSize,e.y*this.worldSize,0,1];return t.transformMat4(r,r,this.pixelMatrix),new t.Point(r[0]/r[3],r[1]/r[3])},In.prototype.getBounds=function(){return(new t.LngLatBounds).extend(this.pointLocation(new t.Point(0,0))).extend(this.pointLocation(new t.Point(this.width,0))).extend(this.pointLocation(new t.Point(this.width,this.height))).extend(this.pointLocation(new t.Point(0,this.height)))},In.prototype.getMaxBounds=function(){return this.latRange&&2===this.latRange.length&&this.lngRange&&2===this.lngRange.length?new t.LngLatBounds([this.lngRange[0],this.latRange[0]],[this.lngRange[1],this.latRange[1]]):null},In.prototype.setMaxBounds=function(t){t?(this.lngRange=[t.getWest(),t.getEast()],this.latRange=[t.getSouth(),t.getNorth()],this._constrain()):(this.lngRange=null,this.latRange=[-this.maxValidLatitude,this.maxValidLatitude])},In.prototype.calculatePosMatrix=function(e,r){void 0===r&&(r=!1);var n=e.key,i=r?this._alignedPosMatrixCache:this._posMatrixCache;if(i[n])return i[n];var a=e.canonical,o=this.worldSize/this.zoomScale(a.z),s=a.x+Math.pow(2,a.z)*e.wrap,l=t.identity(new Float64Array(16));return t.translate(l,l,[s*o,a.y*o,0]),t.scale(l,l,[o/t.EXTENT,o/t.EXTENT,1]),t.multiply(l,r?this.alignedProjMatrix:this.projMatrix,l),i[n]=new Float32Array(l),i[n]},In.prototype.customLayerMatrix=function(){return this.mercatorMatrix.slice()},In.prototype._constrain=function(){if(this.center&&this.width&&this.height&&!this._constraining){this._constraining=!0;var e,r,n,i,a=-90,o=90,s=-180,l=180,c=this.size,u=this._unmodified;if(this.latRange){var h=this.latRange;a=t.mercatorYfromLat(h[1])*this.worldSize,e=(o=t.mercatorYfromLat(h[0])*this.worldSize)-a<c.y?c.y/(o-a):0}if(this.lngRange){var f=this.lngRange;s=t.mercatorXfromLng(f[0])*this.worldSize,r=(l=t.mercatorXfromLng(f[1])*this.worldSize)-s<c.x?c.x/(l-s):0}var p=this.point,d=Math.max(r||0,e||0);if(d)return this.center=this.unproject(new t.Point(r?(l+s)/2:p.x,e?(o+a)/2:p.y)),this.zoom+=this.scaleZoom(d),this._unmodified=u,void(this._constraining=!1);if(this.latRange){var m=p.y,g=c.y/2;m-g<a&&(i=a+g),m+g>o&&(i=o-g)}if(this.lngRange){var y=p.x,v=c.x/2;y-v<s&&(n=s+v),y+v>l&&(n=l-v)}void 0===n&&void 0===i||(this.center=this.unproject(new t.Point(void 0!==n?n:p.x,void 0!==i?i:p.y))),this._unmodified=u,this._constraining=!1}},In.prototype._calcMatrices=function(){if(this.height){var e=this._fov/2,r=this.centerOffset;this.cameraToCenterDistance=.5/Math.tan(e)*this.height;var n=Math.PI/2+this._pitch,i=this._fov*(.5+r.y/this.height),a=Math.sin(i)*this.cameraToCenterDistance/Math.sin(t.clamp(Math.PI-n-i,.01,Math.PI-.01)),o=this.point,s=o.x,l=o.y,c=1.01*(Math.cos(Math.PI/2-this._pitch)*a+this.cameraToCenterDistance),u=this.height/50,h=new Float64Array(16);t.perspective(h,this._fov,this.width/this.height,u,c),h[8]=2*-r.x/this.width,h[9]=2*r.y/this.height,t.scale(h,h,[1,-1,1]),t.translate(h,h,[0,0,-this.cameraToCenterDistance]),t.rotateX(h,h,this._pitch),t.rotateZ(h,h,this.angle),t.translate(h,h,[-s,-l,0]),this.mercatorMatrix=t.scale([],h,[this.worldSize,this.worldSize,this.worldSize]),t.scale(h,h,[1,1,t.mercatorZfromAltitude(1,this.center.lat)*this.worldSize,1]),this.projMatrix=h,this.invProjMatrix=t.invert([],this.projMatrix);var f=this.width%2/2,p=this.height%2/2,d=Math.cos(this.angle),m=Math.sin(this.angle),g=s-Math.round(s)+d*f+m*p,y=l-Math.round(l)+d*p+m*f,v=new Float64Array(h);if(t.translate(v,v,[g>.5?g-1:g,y>.5?y-1:y,0]),this.alignedProjMatrix=v,h=t.create(),t.scale(h,h,[this.width/2,-this.height/2,1]),t.translate(h,h,[1,-1,0]),this.labelPlaneMatrix=h,h=t.create(),t.scale(h,h,[1,-1,1]),t.translate(h,h,[-1,-1,0]),t.scale(h,h,[2/this.width,2/this.height,1]),this.glCoordMatrix=h,this.pixelMatrix=t.multiply(new Float64Array(16),this.labelPlaneMatrix,this.projMatrix),!(h=t.invert(new Float64Array(16),this.pixelMatrix)))throw new Error(\"failed to invert matrix\");this.pixelMatrixInverse=h,this._posMatrixCache={},this._alignedPosMatrixCache={}}},In.prototype.maxPitchScaleFactor=function(){if(!this.pixelMatrixInverse)return 1;var e=this.pointCoordinate(new t.Point(0,0)),r=[e.x*this.worldSize,e.y*this.worldSize,0,1];return t.transformMat4(r,r,this.pixelMatrix)[3]/this.cameraToCenterDistance},In.prototype.getCameraPoint=function(){var e=this._pitch,r=Math.tan(e)*(this.cameraToCenterDistance||1);return this.centerPoint.add(new t.Point(0,r))},In.prototype.getCameraQueryGeometry=function(e){var r=this.getCameraPoint();if(1===e.length)return[e[0],r];for(var n=r.x,i=r.y,a=r.x,o=r.y,s=0,l=e;s<l.length;s+=1){var c=l[s];n=Math.min(n,c.x),i=Math.min(i,c.y),a=Math.max(a,c.x),o=Math.max(o,c.y)}return[new t.Point(n,i),new t.Point(a,i),new t.Point(a,o),new t.Point(n,o),new t.Point(n,i)]},Object.defineProperties(In.prototype,Pn);var zn=function(e){var r,n,i,a,o;this._hashName=e&&encodeURIComponent(e),t.bindAll([\"_getCurrentHash\",\"_onHashChange\",\"_updateHash\"],this),this._updateHash=(r=this._updateHashUnthrottled.bind(this),n=300,i=!1,a=null,o=function(){a=null,i&&(r(),a=setTimeout(o,n),i=!1)},function(){return i=!0,a||o(),a})};zn.prototype.addTo=function(e){return this._map=e,t.window.addEventListener(\"hashchange\",this._onHashChange,!1),this._map.on(\"moveend\",this._updateHash),this},zn.prototype.remove=function(){return t.window.removeEventListener(\"hashchange\",this._onHashChange,!1),this._map.off(\"moveend\",this._updateHash),clearTimeout(this._updateHash()),delete this._map,this},zn.prototype.getHashString=function(e){var r=this._map.getCenter(),n=Math.round(100*this._map.getZoom())/100,i=Math.ceil((n*Math.LN2+Math.log(512/360/.5))/Math.LN10),a=Math.pow(10,i),o=Math.round(r.lng*a)/a,s=Math.round(r.lat*a)/a,l=this._map.getBearing(),c=this._map.getPitch(),u=\"\";if(u+=e?\"/\"+o+\"/\"+s+\"/\"+n:n+\"/\"+s+\"/\"+o,(l||c)&&(u+=\"/\"+Math.round(10*l)/10),c&&(u+=\"/\"+Math.round(c)),this._hashName){var h=this._hashName,f=!1,p=t.window.location.hash.slice(1).split(\"&\").map((function(t){var e=t.split(\"=\")[0];return e===h?(f=!0,e+\"=\"+u):t})).filter((function(t){return t}));return f||p.push(h+\"=\"+u),\"#\"+p.join(\"&\")}return\"#\"+u},zn.prototype._getCurrentHash=function(){var e,r=this,n=t.window.location.hash.replace(\"#\",\"\");return this._hashName?(n.split(\"&\").map((function(t){return t.split(\"=\")})).forEach((function(t){t[0]===r._hashName&&(e=t)})),(e&&e[1]||\"\").split(\"/\")):n.split(\"/\")},zn.prototype._onHashChange=function(){var t=this._getCurrentHash();if(t.length>=3&&!t.some((function(t){return isNaN(t)}))){var e=this._map.dragRotate.isEnabled()&&this._map.touchZoomRotate.isEnabled()?+(t[3]||0):this._map.getBearing();return this._map.jumpTo({center:[+t[2],+t[1]],zoom:+t[0],bearing:e,pitch:+(t[4]||0)}),!0}return!1},zn.prototype._updateHashUnthrottled=function(){var e=t.window.location.href.replace(/(#.+)?$/,this.getHashString());try{t.window.history.replaceState(t.window.history.state,null,e)}catch(t){}};var On={linearity:.3,easing:t.bezier(0,0,.3,1)},Dn=t.extend({deceleration:2500,maxSpeed:1400},On),Rn=t.extend({deceleration:20,maxSpeed:1400},On),Fn=t.extend({deceleration:1e3,maxSpeed:360},On),Bn=t.extend({deceleration:1e3,maxSpeed:90},On),Nn=function(t){this._map=t,this.clear()};function jn(t,e){(!t.duration||t.duration<e.duration)&&(t.duration=e.duration,t.easing=e.easing)}function Un(e,r,n){var i=n.maxSpeed,a=n.linearity,o=n.deceleration,s=t.clamp(e*a/(r/1e3),-i,i),l=Math.abs(s)/(o*a);return{easing:n.easing,duration:1e3*l,amount:s*(l/2)}}Nn.prototype.clear=function(){this._inertiaBuffer=[]},Nn.prototype.record=function(e){this._drainInertiaBuffer(),this._inertiaBuffer.push({time:t.browser.now(),settings:e})},Nn.prototype._drainInertiaBuffer=function(){for(var e=this._inertiaBuffer,r=t.browser.now();e.length>0&&r-e[0].time>160;)e.shift()},Nn.prototype._onMoveEnd=function(e){if(this._drainInertiaBuffer(),!(this._inertiaBuffer.length<2)){for(var r={zoom:0,bearing:0,pitch:0,pan:new t.Point(0,0),pinchAround:void 0,around:void 0},n=0,i=this._inertiaBuffer;n<i.length;n+=1){var a=i[n].settings;r.zoom+=a.zoomDelta||0,r.bearing+=a.bearingDelta||0,r.pitch+=a.pitchDelta||0,a.panDelta&&r.pan._add(a.panDelta),a.around&&(r.around=a.around),a.pinchAround&&(r.pinchAround=a.pinchAround)}var o=this._inertiaBuffer[this._inertiaBuffer.length-1].time-this._inertiaBuffer[0].time,s={};if(r.pan.mag()){var l=Un(r.pan.mag(),o,t.extend({},Dn,e||{}));s.offset=r.pan.mult(l.amount/r.pan.mag()),s.center=this._map.transform.center,jn(s,l)}if(r.zoom){var c=Un(r.zoom,o,Rn);s.zoom=this._map.transform.zoom+c.amount,jn(s,c)}if(r.bearing){var u=Un(r.bearing,o,Fn);s.bearing=this._map.transform.bearing+t.clamp(u.amount,-179,179),jn(s,u)}if(r.pitch){var h=Un(r.pitch,o,Bn);s.pitch=this._map.transform.pitch+h.amount,jn(s,h)}if(s.zoom||s.bearing){var f=void 0===r.pinchAround?r.around:r.pinchAround;s.around=f?this._map.unproject(f):this._map.getCenter()}return this.clear(),t.extend(s,{noMoveStart:!0})}};var Vn=function(e){function n(n,i,a,o){void 0===o&&(o={});var s=r.mousePos(i.getCanvasContainer(),a),l=i.unproject(s);e.call(this,n,t.extend({point:s,lngLat:l,originalEvent:a},o)),this._defaultPrevented=!1,this.target=i}e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n;var i={defaultPrevented:{configurable:!0}};return n.prototype.preventDefault=function(){this._defaultPrevented=!0},i.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(n.prototype,i),n}(t.Event),qn=function(e){function n(n,i,a){var o=\"touchend\"===n?a.changedTouches:a.touches,s=r.touchPos(i.getCanvasContainer(),o),l=s.map((function(t){return i.unproject(t)})),c=s.reduce((function(t,e,r,n){return t.add(e.div(n.length))}),new t.Point(0,0)),u=i.unproject(c);e.call(this,n,{points:s,point:c,lngLats:l,lngLat:u,originalEvent:a}),this._defaultPrevented=!1}e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n;var i={defaultPrevented:{configurable:!0}};return n.prototype.preventDefault=function(){this._defaultPrevented=!0},i.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(n.prototype,i),n}(t.Event),Hn=function(t){function e(e,r,n){t.call(this,e,{originalEvent:n}),this._defaultPrevented=!1}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={defaultPrevented:{configurable:!0}};return e.prototype.preventDefault=function(){this._defaultPrevented=!0},r.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(e.prototype,r),e}(t.Event),Gn=function(t,e){this._map=t,this._clickTolerance=e.clickTolerance};Gn.prototype.reset=function(){delete this._mousedownPos},Gn.prototype.wheel=function(t){return this._firePreventable(new Hn(t.type,this._map,t))},Gn.prototype.mousedown=function(t,e){return this._mousedownPos=e,this._firePreventable(new Vn(t.type,this._map,t))},Gn.prototype.mouseup=function(t){this._map.fire(new Vn(t.type,this._map,t))},Gn.prototype.click=function(t,e){this._mousedownPos&&this._mousedownPos.dist(e)>=this._clickTolerance||this._map.fire(new Vn(t.type,this._map,t))},Gn.prototype.dblclick=function(t){return this._firePreventable(new Vn(t.type,this._map,t))},Gn.prototype.mouseover=function(t){this._map.fire(new Vn(t.type,this._map,t))},Gn.prototype.mouseout=function(t){this._map.fire(new Vn(t.type,this._map,t))},Gn.prototype.touchstart=function(t){return this._firePreventable(new qn(t.type,this._map,t))},Gn.prototype.touchmove=function(t){this._map.fire(new qn(t.type,this._map,t))},Gn.prototype.touchend=function(t){this._map.fire(new qn(t.type,this._map,t))},Gn.prototype.touchcancel=function(t){this._map.fire(new qn(t.type,this._map,t))},Gn.prototype._firePreventable=function(t){if(this._map.fire(t),t.defaultPrevented)return{}},Gn.prototype.isEnabled=function(){return!0},Gn.prototype.isActive=function(){return!1},Gn.prototype.enable=function(){},Gn.prototype.disable=function(){};var Zn=function(t){this._map=t};Zn.prototype.reset=function(){this._delayContextMenu=!1,delete this._contextMenuEvent},Zn.prototype.mousemove=function(t){this._map.fire(new Vn(t.type,this._map,t))},Zn.prototype.mousedown=function(){this._delayContextMenu=!0},Zn.prototype.mouseup=function(){this._delayContextMenu=!1,this._contextMenuEvent&&(this._map.fire(new Vn(\"contextmenu\",this._map,this._contextMenuEvent)),delete this._contextMenuEvent)},Zn.prototype.contextmenu=function(t){this._delayContextMenu?this._contextMenuEvent=t:this._map.fire(new Vn(t.type,this._map,t)),this._map.listens(\"contextmenu\")&&t.preventDefault()},Zn.prototype.isEnabled=function(){return!0},Zn.prototype.isActive=function(){return!1},Zn.prototype.enable=function(){},Zn.prototype.disable=function(){};var Wn=function(t,e){this._map=t,this._el=t.getCanvasContainer(),this._container=t.getContainer(),this._clickTolerance=e.clickTolerance||1};function Yn(t,e){for(var r={},n=0;n<t.length;n++)r[t[n].identifier]=e[n];return r}Wn.prototype.isEnabled=function(){return!!this._enabled},Wn.prototype.isActive=function(){return!!this._active},Wn.prototype.enable=function(){this.isEnabled()||(this._enabled=!0)},Wn.prototype.disable=function(){this.isEnabled()&&(this._enabled=!1)},Wn.prototype.mousedown=function(t,e){this.isEnabled()&&t.shiftKey&&0===t.button&&(r.disableDrag(),this._startPos=this._lastPos=e,this._active=!0)},Wn.prototype.mousemoveWindow=function(t,e){if(this._active){var n=e;if(!(this._lastPos.equals(n)||!this._box&&n.dist(this._startPos)<this._clickTolerance)){var i=this._startPos;this._lastPos=n,this._box||(this._box=r.create(\"div\",\"mapboxgl-boxzoom\",this._container),this._container.classList.add(\"mapboxgl-crosshair\"),this._fireEvent(\"boxzoomstart\",t));var a=Math.min(i.x,n.x),o=Math.max(i.x,n.x),s=Math.min(i.y,n.y),l=Math.max(i.y,n.y);r.setTransform(this._box,\"translate(\"+a+\"px,\"+s+\"px)\"),this._box.style.width=o-a+\"px\",this._box.style.height=l-s+\"px\"}}},Wn.prototype.mouseupWindow=function(e,n){var i=this;if(this._active&&0===e.button){var a=this._startPos,o=n;if(this.reset(),r.suppressClick(),a.x!==o.x||a.y!==o.y)return this._map.fire(new t.Event(\"boxzoomend\",{originalEvent:e})),{cameraAnimation:function(t){return t.fitScreenCoordinates(a,o,i._map.getBearing(),{linear:!0})}};this._fireEvent(\"boxzoomcancel\",e)}},Wn.prototype.keydown=function(t){this._active&&27===t.keyCode&&(this.reset(),this._fireEvent(\"boxzoomcancel\",t))},Wn.prototype.reset=function(){this._active=!1,this._container.classList.remove(\"mapboxgl-crosshair\"),this._box&&(r.remove(this._box),this._box=null),r.enableDrag(),delete this._startPos,delete this._lastPos},Wn.prototype._fireEvent=function(e,r){return this._map.fire(new t.Event(e,{originalEvent:r}))};var Xn=function(t){this.reset(),this.numTouches=t.numTouches};Xn.prototype.reset=function(){delete this.centroid,delete this.startTime,delete this.touches,this.aborted=!1},Xn.prototype.touchstart=function(e,r,n){(this.centroid||n.length>this.numTouches)&&(this.aborted=!0),this.aborted||(void 0===this.startTime&&(this.startTime=e.timeStamp),n.length===this.numTouches&&(this.centroid=function(e){for(var r=new t.Point(0,0),n=0,i=e;n<i.length;n+=1){var a=i[n];r._add(a)}return r.div(e.length)}(r),this.touches=Yn(n,r)))},Xn.prototype.touchmove=function(t,e,r){if(!this.aborted&&this.centroid){var n=Yn(r,e);for(var i in this.touches){var a=this.touches[i],o=n[i];(!o||o.dist(a)>30)&&(this.aborted=!0)}}},Xn.prototype.touchend=function(t,e,r){if((!this.centroid||t.timeStamp-this.startTime>500)&&(this.aborted=!0),0===r.length){var n=!this.aborted&&this.centroid;if(this.reset(),n)return n}};var $n=function(t){this.singleTap=new Xn(t),this.numTaps=t.numTaps,this.reset()};$n.prototype.reset=function(){this.lastTime=1/0,delete this.lastTap,this.count=0,this.singleTap.reset()},$n.prototype.touchstart=function(t,e,r){this.singleTap.touchstart(t,e,r)},$n.prototype.touchmove=function(t,e,r){this.singleTap.touchmove(t,e,r)},$n.prototype.touchend=function(t,e,r){var n=this.singleTap.touchend(t,e,r);if(n){var i=t.timeStamp-this.lastTime<500,a=!this.lastTap||this.lastTap.dist(n)<30;if(i&&a||this.reset(),this.count++,this.lastTime=t.timeStamp,this.lastTap=n,this.count===this.numTaps)return this.reset(),n}};var Jn=function(){this._zoomIn=new $n({numTouches:1,numTaps:2}),this._zoomOut=new $n({numTouches:2,numTaps:1}),this.reset()};Jn.prototype.reset=function(){this._active=!1,this._zoomIn.reset(),this._zoomOut.reset()},Jn.prototype.touchstart=function(t,e,r){this._zoomIn.touchstart(t,e,r),this._zoomOut.touchstart(t,e,r)},Jn.prototype.touchmove=function(t,e,r){this._zoomIn.touchmove(t,e,r),this._zoomOut.touchmove(t,e,r)},Jn.prototype.touchend=function(t,e,r){var n=this,i=this._zoomIn.touchend(t,e,r),a=this._zoomOut.touchend(t,e,r);return i?(this._active=!0,t.preventDefault(),setTimeout((function(){return n.reset()}),0),{cameraAnimation:function(e){return e.easeTo({duration:300,zoom:e.getZoom()+1,around:e.unproject(i)},{originalEvent:t})}}):a?(this._active=!0,t.preventDefault(),setTimeout((function(){return n.reset()}),0),{cameraAnimation:function(e){return e.easeTo({duration:300,zoom:e.getZoom()-1,around:e.unproject(a)},{originalEvent:t})}}):void 0},Jn.prototype.touchcancel=function(){this.reset()},Jn.prototype.enable=function(){this._enabled=!0},Jn.prototype.disable=function(){this._enabled=!1,this.reset()},Jn.prototype.isEnabled=function(){return this._enabled},Jn.prototype.isActive=function(){return this._active};var Kn={};Kn[0]=1,Kn[2]=2;var Qn=function(t){this.reset(),this._clickTolerance=t.clickTolerance||1};Qn.prototype.reset=function(){this._active=!1,this._moved=!1,delete this._lastPoint,delete this._eventButton},Qn.prototype._correctButton=function(t,e){return!1},Qn.prototype._move=function(t,e){return{}},Qn.prototype.mousedown=function(t,e){if(!this._lastPoint){var n=r.mouseButton(t);this._correctButton(t,n)&&(this._lastPoint=e,this._eventButton=n)}},Qn.prototype.mousemoveWindow=function(t,e){var r=this._lastPoint;if(r)if(t.preventDefault(),function(t,e){var r=Kn[e];return void 0===t.buttons||(t.buttons&r)!==r}(t,this._eventButton))this.reset();else if(this._moved||!(e.dist(r)<this._clickTolerance))return this._moved=!0,this._lastPoint=e,this._move(r,e)},Qn.prototype.mouseupWindow=function(t){this._lastPoint&&r.mouseButton(t)===this._eventButton&&(this._moved&&r.suppressClick(),this.reset())},Qn.prototype.enable=function(){this._enabled=!0},Qn.prototype.disable=function(){this._enabled=!1,this.reset()},Qn.prototype.isEnabled=function(){return this._enabled},Qn.prototype.isActive=function(){return this._active};var ti=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.mousedown=function(e,r){t.prototype.mousedown.call(this,e,r),this._lastPoint&&(this._active=!0)},e.prototype._correctButton=function(t,e){return 0===e&&!t.ctrlKey},e.prototype._move=function(t,e){return{around:e,panDelta:e.sub(t)}},e}(Qn),ei=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._correctButton=function(t,e){return 0===e&&t.ctrlKey||2===e},e.prototype._move=function(t,e){var r=.8*(e.x-t.x);if(r)return this._active=!0,{bearingDelta:r}},e.prototype.contextmenu=function(t){t.preventDefault()},e}(Qn),ri=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._correctButton=function(t,e){return 0===e&&t.ctrlKey||2===e},e.prototype._move=function(t,e){var r=-.5*(e.y-t.y);if(r)return this._active=!0,{pitchDelta:r}},e.prototype.contextmenu=function(t){t.preventDefault()},e}(Qn),ni=function(t){this._minTouches=1,this._clickTolerance=t.clickTolerance||1,this.reset()};ni.prototype.reset=function(){this._active=!1,this._touches={},this._sum=new t.Point(0,0)},ni.prototype.touchstart=function(t,e,r){return this._calculateTransform(t,e,r)},ni.prototype.touchmove=function(t,e,r){if(this._active&&!(r.length<this._minTouches))return t.preventDefault(),this._calculateTransform(t,e,r)},ni.prototype.touchend=function(t,e,r){this._calculateTransform(t,e,r),this._active&&r.length<this._minTouches&&this.reset()},ni.prototype.touchcancel=function(){this.reset()},ni.prototype._calculateTransform=function(e,r,n){n.length>0&&(this._active=!0);var i=Yn(n,r),a=new t.Point(0,0),o=new t.Point(0,0),s=0;for(var l in i){var c=i[l],u=this._touches[l];u&&(a._add(c),o._add(c.sub(u)),s++,i[l]=c)}if(this._touches=i,!(s<this._minTouches)&&o.mag()){var h=o.div(s);if(this._sum._add(h),!(this._sum.mag()<this._clickTolerance))return{around:a.div(s),panDelta:h}}},ni.prototype.enable=function(){this._enabled=!0},ni.prototype.disable=function(){this._enabled=!1,this.reset()},ni.prototype.isEnabled=function(){return this._enabled},ni.prototype.isActive=function(){return this._active};var ii=function(){this.reset()};function ai(t,e,r){for(var n=0;n<t.length;n++)if(t[n].identifier===r)return e[n]}ii.prototype.reset=function(){this._active=!1,delete this._firstTwoTouches},ii.prototype._start=function(t){},ii.prototype._move=function(t,e,r){return{}},ii.prototype.touchstart=function(t,e,r){this._firstTwoTouches||r.length<2||(this._firstTwoTouches=[r[0].identifier,r[1].identifier],this._start([e[0],e[1]]))},ii.prototype.touchmove=function(t,e,r){if(this._firstTwoTouches){t.preventDefault();var n=this._firstTwoTouches,i=n[0],a=n[1],o=ai(r,e,i),s=ai(r,e,a);if(o&&s){var l=this._aroundCenter?null:o.add(s).div(2);return this._move([o,s],l,t)}}},ii.prototype.touchend=function(t,e,n){if(this._firstTwoTouches){var i=this._firstTwoTouches,a=i[0],o=i[1],s=ai(n,e,a),l=ai(n,e,o);s&&l||(this._active&&r.suppressClick(),this.reset())}},ii.prototype.touchcancel=function(){this.reset()},ii.prototype.enable=function(t){this._enabled=!0,this._aroundCenter=!!t&&\"center\"===t.around},ii.prototype.disable=function(){this._enabled=!1,this.reset()},ii.prototype.isEnabled=function(){return this._enabled},ii.prototype.isActive=function(){return this._active};function oi(t,e){return Math.log(t/e)/Math.LN2}var si=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.reset=function(){t.prototype.reset.call(this),delete this._distance,delete this._startDistance},e.prototype._start=function(t){this._startDistance=this._distance=t[0].dist(t[1])},e.prototype._move=function(t,e){var r=this._distance;if(this._distance=t[0].dist(t[1]),this._active||!(Math.abs(oi(this._distance,this._startDistance))<.1))return this._active=!0,{zoomDelta:oi(this._distance,r),pinchAround:e}},e}(ii);function li(t,e){return 180*t.angleWith(e)/Math.PI}var ci=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.reset=function(){t.prototype.reset.call(this),delete this._minDiameter,delete this._startVector,delete this._vector},e.prototype._start=function(t){this._startVector=this._vector=t[0].sub(t[1]),this._minDiameter=t[0].dist(t[1])},e.prototype._move=function(t,e){var r=this._vector;if(this._vector=t[0].sub(t[1]),this._active||!this._isBelowThreshold(this._vector))return this._active=!0,{bearingDelta:li(this._vector,r),pinchAround:e}},e.prototype._isBelowThreshold=function(t){this._minDiameter=Math.min(this._minDiameter,t.mag());var e=25/(Math.PI*this._minDiameter)*360,r=li(t,this._startVector);return Math.abs(r)<e},e}(ii);function ui(t){return Math.abs(t.y)>Math.abs(t.x)}var hi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.reset=function(){t.prototype.reset.call(this),this._valid=void 0,delete this._firstMove,delete this._lastPoints},e.prototype._start=function(t){this._lastPoints=t,ui(t[0].sub(t[1]))&&(this._valid=!1)},e.prototype._move=function(t,e,r){var n=t[0].sub(this._lastPoints[0]),i=t[1].sub(this._lastPoints[1]);if(this._valid=this.gestureBeginsVertically(n,i,r.timeStamp),this._valid)return this._lastPoints=t,this._active=!0,{pitchDelta:(n.y+i.y)/2*-.5}},e.prototype.gestureBeginsVertically=function(t,e,r){if(void 0!==this._valid)return this._valid;var n=t.mag()>=2,i=e.mag()>=2;if(n||i){if(!n||!i)return void 0===this._firstMove&&(this._firstMove=r),r-this._firstMove<100&&void 0;var a=t.y>0==e.y>0;return ui(t)&&ui(e)&&a}},e}(ii),fi={panStep:100,bearingStep:15,pitchStep:10},pi=function(){var t=fi;this._panStep=t.panStep,this._bearingStep=t.bearingStep,this._pitchStep=t.pitchStep,this._rotationDisabled=!1};function di(t){return t*(2-t)}pi.prototype.reset=function(){this._active=!1},pi.prototype.keydown=function(t){var e=this;if(!(t.altKey||t.ctrlKey||t.metaKey)){var r=0,n=0,i=0,a=0,o=0;switch(t.keyCode){case 61:case 107:case 171:case 187:r=1;break;case 189:case 109:case 173:r=-1;break;case 37:t.shiftKey?n=-1:(t.preventDefault(),a=-1);break;case 39:t.shiftKey?n=1:(t.preventDefault(),a=1);break;case 38:t.shiftKey?i=1:(t.preventDefault(),o=-1);break;case 40:t.shiftKey?i=-1:(t.preventDefault(),o=1);break;default:return}return this._rotationDisabled&&(n=0,i=0),{cameraAnimation:function(s){var l=s.getZoom();s.easeTo({duration:300,easeId:\"keyboardHandler\",easing:di,zoom:r?Math.round(l)+r*(t.shiftKey?2:1):l,bearing:s.getBearing()+n*e._bearingStep,pitch:s.getPitch()+i*e._pitchStep,offset:[-a*e._panStep,-o*e._panStep],center:s.getCenter()},{originalEvent:t})}}}},pi.prototype.enable=function(){this._enabled=!0},pi.prototype.disable=function(){this._enabled=!1,this.reset()},pi.prototype.isEnabled=function(){return this._enabled},pi.prototype.isActive=function(){return this._active},pi.prototype.disableRotation=function(){this._rotationDisabled=!0},pi.prototype.enableRotation=function(){this._rotationDisabled=!1};var mi=4.000244140625,gi=function(e,r){this._map=e,this._el=e.getCanvasContainer(),this._handler=r,this._delta=0,this._defaultZoomRate=.01,this._wheelZoomRate=.0022222222222222222,t.bindAll([\"_onTimeout\"],this)};gi.prototype.setZoomRate=function(t){this._defaultZoomRate=t},gi.prototype.setWheelZoomRate=function(t){this._wheelZoomRate=t},gi.prototype.isEnabled=function(){return!!this._enabled},gi.prototype.isActive=function(){return!!this._active||void 0!==this._finishTimeout},gi.prototype.isZooming=function(){return!!this._zooming},gi.prototype.enable=function(t){this.isEnabled()||(this._enabled=!0,this._aroundCenter=t&&\"center\"===t.around)},gi.prototype.disable=function(){this.isEnabled()&&(this._enabled=!1)},gi.prototype.wheel=function(e){if(this.isEnabled()){var r=e.deltaMode===t.window.WheelEvent.DOM_DELTA_LINE?40*e.deltaY:e.deltaY,n=t.browser.now(),i=n-(this._lastWheelEventTime||0);this._lastWheelEventTime=n,0!==r&&r%mi==0?this._type=\"wheel\":0!==r&&Math.abs(r)<4?this._type=\"trackpad\":i>400?(this._type=null,this._lastValue=r,this._timeout=setTimeout(this._onTimeout,40,e)):this._type||(this._type=Math.abs(i*r)<200?\"trackpad\":\"wheel\",this._timeout&&(clearTimeout(this._timeout),this._timeout=null,r+=this._lastValue)),e.shiftKey&&r&&(r/=4),this._type&&(this._lastWheelEvent=e,this._delta-=r,this._active||this._start(e)),e.preventDefault()}},gi.prototype._onTimeout=function(t){this._type=\"wheel\",this._delta-=this._lastValue,this._active||this._start(t)},gi.prototype._start=function(e){if(this._delta){this._frameId&&(this._frameId=null),this._active=!0,this.isZooming()||(this._zooming=!0),this._finishTimeout&&(clearTimeout(this._finishTimeout),delete this._finishTimeout);var n=r.mousePos(this._el,e);this._around=t.LngLat.convert(this._aroundCenter?this._map.getCenter():this._map.unproject(n)),this._aroundPoint=this._map.transform.locationPoint(this._around),this._frameId||(this._frameId=!0,this._handler._triggerRenderFrame())}},gi.prototype.renderFrame=function(){var e=this;if(this._frameId&&(this._frameId=null,this.isActive())){var r=this._map.transform;if(0!==this._delta){var n=\"wheel\"===this._type&&Math.abs(this._delta)>mi?this._wheelZoomRate:this._defaultZoomRate,i=2/(1+Math.exp(-Math.abs(this._delta*n)));this._delta<0&&0!==i&&(i=1/i);var a=\"number\"==typeof this._targetZoom?r.zoomScale(this._targetZoom):r.scale;this._targetZoom=Math.min(r.maxZoom,Math.max(r.minZoom,r.scaleZoom(a*i))),\"wheel\"===this._type&&(this._startZoom=r.zoom,this._easing=this._smoothOutEasing(200)),this._delta=0}var o,s=\"number\"==typeof this._targetZoom?this._targetZoom:r.zoom,l=this._startZoom,c=this._easing,u=!1;if(\"wheel\"===this._type&&l&&c){var h=Math.min((t.browser.now()-this._lastWheelEventTime)/200,1),f=c(h);o=t.number(l,s,f),h<1?this._frameId||(this._frameId=!0):u=!0}else o=s,u=!0;return this._active=!0,u&&(this._active=!1,this._finishTimeout=setTimeout((function(){e._zooming=!1,e._handler._triggerRenderFrame(),delete e._targetZoom,delete e._finishTimeout}),200)),{noInertia:!0,needsRenderFrame:!u,zoomDelta:o-r.zoom,around:this._aroundPoint,originalEvent:this._lastWheelEvent}}},gi.prototype._smoothOutEasing=function(e){var r=t.ease;if(this._prevEase){var n=this._prevEase,i=(t.browser.now()-n.start)/n.duration,a=n.easing(i+.01)-n.easing(i),o=.27/Math.sqrt(a*a+1e-4)*.01,s=Math.sqrt(.0729-o*o);r=t.bezier(o,s,.25,1)}return this._prevEase={start:t.browser.now(),duration:e,easing:r},r},gi.prototype.reset=function(){this._active=!1};var yi=function(t,e){this._clickZoom=t,this._tapZoom=e};yi.prototype.enable=function(){this._clickZoom.enable(),this._tapZoom.enable()},yi.prototype.disable=function(){this._clickZoom.disable(),this._tapZoom.disable()},yi.prototype.isEnabled=function(){return this._clickZoom.isEnabled()&&this._tapZoom.isEnabled()},yi.prototype.isActive=function(){return this._clickZoom.isActive()||this._tapZoom.isActive()};var vi=function(){this.reset()};vi.prototype.reset=function(){this._active=!1},vi.prototype.dblclick=function(t,e){return t.preventDefault(),{cameraAnimation:function(r){r.easeTo({duration:300,zoom:r.getZoom()+(t.shiftKey?-1:1),around:r.unproject(e)},{originalEvent:t})}}},vi.prototype.enable=function(){this._enabled=!0},vi.prototype.disable=function(){this._enabled=!1,this.reset()},vi.prototype.isEnabled=function(){return this._enabled},vi.prototype.isActive=function(){return this._active};var xi=function(){this._tap=new $n({numTouches:1,numTaps:1}),this.reset()};xi.prototype.reset=function(){this._active=!1,delete this._swipePoint,delete this._swipeTouch,delete this._tapTime,this._tap.reset()},xi.prototype.touchstart=function(t,e,r){this._swipePoint||(this._tapTime&&t.timeStamp-this._tapTime>500&&this.reset(),this._tapTime?r.length>0&&(this._swipePoint=e[0],this._swipeTouch=r[0].identifier):this._tap.touchstart(t,e,r))},xi.prototype.touchmove=function(t,e,r){if(this._tapTime){if(this._swipePoint){if(r[0].identifier!==this._swipeTouch)return;var n=e[0],i=n.y-this._swipePoint.y;return this._swipePoint=n,t.preventDefault(),this._active=!0,{zoomDelta:i/128}}}else this._tap.touchmove(t,e,r)},xi.prototype.touchend=function(t,e,r){this._tapTime?this._swipePoint&&0===r.length&&this.reset():this._tap.touchend(t,e,r)&&(this._tapTime=t.timeStamp)},xi.prototype.touchcancel=function(){this.reset()},xi.prototype.enable=function(){this._enabled=!0},xi.prototype.disable=function(){this._enabled=!1,this.reset()},xi.prototype.isEnabled=function(){return this._enabled},xi.prototype.isActive=function(){return this._active};var _i=function(t,e,r){this._el=t,this._mousePan=e,this._touchPan=r};_i.prototype.enable=function(t){this._inertiaOptions=t||{},this._mousePan.enable(),this._touchPan.enable(),this._el.classList.add(\"mapboxgl-touch-drag-pan\")},_i.prototype.disable=function(){this._mousePan.disable(),this._touchPan.disable(),this._el.classList.remove(\"mapboxgl-touch-drag-pan\")},_i.prototype.isEnabled=function(){return this._mousePan.isEnabled()&&this._touchPan.isEnabled()},_i.prototype.isActive=function(){return this._mousePan.isActive()||this._touchPan.isActive()};var bi=function(t,e,r){this._pitchWithRotate=t.pitchWithRotate,this._mouseRotate=e,this._mousePitch=r};bi.prototype.enable=function(){this._mouseRotate.enable(),this._pitchWithRotate&&this._mousePitch.enable()},bi.prototype.disable=function(){this._mouseRotate.disable(),this._mousePitch.disable()},bi.prototype.isEnabled=function(){return this._mouseRotate.isEnabled()&&(!this._pitchWithRotate||this._mousePitch.isEnabled())},bi.prototype.isActive=function(){return this._mouseRotate.isActive()||this._mousePitch.isActive()};var wi=function(t,e,r,n){this._el=t,this._touchZoom=e,this._touchRotate=r,this._tapDragZoom=n,this._rotationDisabled=!1,this._enabled=!0};wi.prototype.enable=function(t){this._touchZoom.enable(t),this._rotationDisabled||this._touchRotate.enable(t),this._tapDragZoom.enable(),this._el.classList.add(\"mapboxgl-touch-zoom-rotate\")},wi.prototype.disable=function(){this._touchZoom.disable(),this._touchRotate.disable(),this._tapDragZoom.disable(),this._el.classList.remove(\"mapboxgl-touch-zoom-rotate\")},wi.prototype.isEnabled=function(){return this._touchZoom.isEnabled()&&(this._rotationDisabled||this._touchRotate.isEnabled())&&this._tapDragZoom.isEnabled()},wi.prototype.isActive=function(){return this._touchZoom.isActive()||this._touchRotate.isActive()||this._tapDragZoom.isActive()},wi.prototype.disableRotation=function(){this._rotationDisabled=!0,this._touchRotate.disable()},wi.prototype.enableRotation=function(){this._rotationDisabled=!1,this._touchZoom.isEnabled()&&this._touchRotate.enable()};var Ti=function(t){return t.zoom||t.drag||t.pitch||t.rotate},ki=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(t.Event);function Ai(t){return t.panDelta&&t.panDelta.mag()||t.zoomDelta||t.bearingDelta||t.pitchDelta}var Mi=function(e,n){this._map=e,this._el=this._map.getCanvasContainer(),this._handlers=[],this._handlersById={},this._changes=[],this._inertia=new Nn(e),this._bearingSnap=n.bearingSnap,this._previousActiveHandlers={},this._eventsInProgress={},this._addDefaultHandlers(n),t.bindAll([\"handleEvent\",\"handleWindowEvent\"],this);var i=this._el;this._listeners=[[i,\"touchstart\",{passive:!0}],[i,\"touchmove\",{passive:!1}],[i,\"touchend\",void 0],[i,\"touchcancel\",void 0],[i,\"mousedown\",void 0],[i,\"mousemove\",void 0],[i,\"mouseup\",void 0],[t.window.document,\"mousemove\",{capture:!0}],[t.window.document,\"mouseup\",void 0],[i,\"mouseover\",void 0],[i,\"mouseout\",void 0],[i,\"dblclick\",void 0],[i,\"click\",void 0],[i,\"keydown\",{capture:!1}],[i,\"keyup\",void 0],[i,\"wheel\",{passive:!1}],[i,\"contextmenu\",void 0],[t.window,\"blur\",void 0]];for(var a=0,o=this._listeners;a<o.length;a+=1){var s=o[a],l=s[0],c=s[1],u=s[2];r.addEventListener(l,c,l===t.window.document?this.handleWindowEvent:this.handleEvent,u)}};Mi.prototype.destroy=function(){for(var e=0,n=this._listeners;e<n.length;e+=1){var i=n[e],a=i[0],o=i[1],s=i[2];r.removeEventListener(a,o,a===t.window.document?this.handleWindowEvent:this.handleEvent,s)}},Mi.prototype._addDefaultHandlers=function(t){var e=this._map,r=e.getCanvasContainer();this._add(\"mapEvent\",new Gn(e,t));var n=e.boxZoom=new Wn(e,t);this._add(\"boxZoom\",n);var i=new Jn,a=new vi;e.doubleClickZoom=new yi(a,i),this._add(\"tapZoom\",i),this._add(\"clickZoom\",a);var o=new xi;this._add(\"tapDragZoom\",o);var s=e.touchPitch=new hi;this._add(\"touchPitch\",s);var l=new ei(t),c=new ri(t);e.dragRotate=new bi(t,l,c),this._add(\"mouseRotate\",l,[\"mousePitch\"]),this._add(\"mousePitch\",c,[\"mouseRotate\"]);var u=new ti(t),h=new ni(t);e.dragPan=new _i(r,u,h),this._add(\"mousePan\",u),this._add(\"touchPan\",h,[\"touchZoom\",\"touchRotate\"]);var f=new ci,p=new si;e.touchZoomRotate=new wi(r,p,f,o),this._add(\"touchRotate\",f,[\"touchPan\",\"touchZoom\"]),this._add(\"touchZoom\",p,[\"touchPan\",\"touchRotate\"]);var d=e.scrollZoom=new gi(e,this);this._add(\"scrollZoom\",d,[\"mousePan\"]);var m=e.keyboard=new pi;this._add(\"keyboard\",m),this._add(\"blockableMapEvent\",new Zn(e));for(var g=0,y=[\"boxZoom\",\"doubleClickZoom\",\"tapDragZoom\",\"touchPitch\",\"dragRotate\",\"dragPan\",\"touchZoomRotate\",\"scrollZoom\",\"keyboard\"];g<y.length;g+=1){var v=y[g];t.interactive&&t[v]&&e[v].enable(t[v])}},Mi.prototype._add=function(t,e,r){this._handlers.push({handlerName:t,handler:e,allowed:r}),this._handlersById[t]=e},Mi.prototype.stop=function(t){if(!this._updatingCamera){for(var e=0,r=this._handlers;e<r.length;e+=1)r[e].handler.reset();this._inertia.clear(),this._fireEvents({},{},t),this._changes=[]}},Mi.prototype.isActive=function(){for(var t=0,e=this._handlers;t<e.length;t+=1)if(e[t].handler.isActive())return!0;return!1},Mi.prototype.isZooming=function(){return!!this._eventsInProgress.zoom||this._map.scrollZoom.isZooming()},Mi.prototype.isRotating=function(){return!!this._eventsInProgress.rotate},Mi.prototype.isMoving=function(){return Boolean(Ti(this._eventsInProgress))||this.isZooming()},Mi.prototype._blockedByActive=function(t,e,r){for(var n in t)if(n!==r&&(!e||e.indexOf(n)<0))return!0;return!1},Mi.prototype.handleWindowEvent=function(t){this.handleEvent(t,t.type+\"Window\")},Mi.prototype._getMapTouches=function(t){for(var e=[],r=0,n=t;r<n.length;r+=1){var i=n[r],a=i.target;this._el.contains(a)&&e.push(i)}return e},Mi.prototype.handleEvent=function(t,e){if(\"blur\"!==t.type){this._updatingCamera=!0;for(var n=\"renderFrame\"===t.type?void 0:t,i={needsRenderFrame:!1},a={},o={},s=t.touches?this._getMapTouches(t.touches):void 0,l=s?r.touchPos(this._el,s):r.mousePos(this._el,t),c=0,u=this._handlers;c<u.length;c+=1){var h=u[c],f=h.handlerName,p=h.handler,d=h.allowed;if(p.isEnabled()){var m=void 0;this._blockedByActive(o,d,f)?p.reset():p[e||t.type]&&(m=p[e||t.type](t,l,s),this.mergeHandlerResult(i,a,m,f,n),m&&m.needsRenderFrame&&this._triggerRenderFrame()),(m||p.isActive())&&(o[f]=p)}}var g={};for(var y in this._previousActiveHandlers)o[y]||(g[y]=n);this._previousActiveHandlers=o,(Object.keys(g).length||Ai(i))&&(this._changes.push([i,a,g]),this._triggerRenderFrame()),(Object.keys(o).length||Ai(i))&&this._map._stop(!0),this._updatingCamera=!1;var v=i.cameraAnimation;v&&(this._inertia.clear(),this._fireEvents({},{},!0),this._changes=[],v(this._map))}else this.stop(!0)},Mi.prototype.mergeHandlerResult=function(e,r,n,i,a){if(n){t.extend(e,n);var o={handlerName:i,originalEvent:n.originalEvent||a};void 0!==n.zoomDelta&&(r.zoom=o),void 0!==n.panDelta&&(r.drag=o),void 0!==n.pitchDelta&&(r.pitch=o),void 0!==n.bearingDelta&&(r.rotate=o)}},Mi.prototype._applyChanges=function(){for(var e={},r={},n={},i=0,a=this._changes;i<a.length;i+=1){var o=a[i],s=o[0],l=o[1],c=o[2];s.panDelta&&(e.panDelta=(e.panDelta||new t.Point(0,0))._add(s.panDelta)),s.zoomDelta&&(e.zoomDelta=(e.zoomDelta||0)+s.zoomDelta),s.bearingDelta&&(e.bearingDelta=(e.bearingDelta||0)+s.bearingDelta),s.pitchDelta&&(e.pitchDelta=(e.pitchDelta||0)+s.pitchDelta),void 0!==s.around&&(e.around=s.around),void 0!==s.pinchAround&&(e.pinchAround=s.pinchAround),s.noInertia&&(e.noInertia=s.noInertia),t.extend(r,l),t.extend(n,c)}this._updateMapTransform(e,r,n),this._changes=[]},Mi.prototype._updateMapTransform=function(t,e,r){var n=this._map,i=n.transform;if(!Ai(t))return this._fireEvents(e,r,!0);var a=t.panDelta,o=t.zoomDelta,s=t.bearingDelta,l=t.pitchDelta,c=t.around,u=t.pinchAround;void 0!==u&&(c=u),n._stop(!0),c=c||n.transform.centerPoint;var h=i.pointLocation(a?c.sub(a):c);s&&(i.bearing+=s),l&&(i.pitch+=l),o&&(i.zoom+=o),i.setLocationAtPoint(h,c),this._map._update(),t.noInertia||this._inertia.record(t),this._fireEvents(e,r,!0)},Mi.prototype._fireEvents=function(e,r,n){var i=this,a=Ti(this._eventsInProgress),o=Ti(e),s={};for(var l in e){var c=e[l].originalEvent;this._eventsInProgress[l]||(s[l+\"start\"]=c),this._eventsInProgress[l]=e[l]}for(var u in!a&&o&&this._fireEvent(\"movestart\",o.originalEvent),s)this._fireEvent(u,s[u]);for(var h in o&&this._fireEvent(\"move\",o.originalEvent),e){var f=e[h].originalEvent;this._fireEvent(h,f)}var p,d={};for(var m in this._eventsInProgress){var g=this._eventsInProgress[m],y=g.handlerName,v=g.originalEvent;this._handlersById[y].isActive()||(delete this._eventsInProgress[m],p=r[y]||v,d[m+\"end\"]=p)}for(var x in d)this._fireEvent(x,d[x]);var _=Ti(this._eventsInProgress);if(n&&(a||o)&&!_){this._updatingCamera=!0;var b=this._inertia._onMoveEnd(this._map.dragPan._inertiaOptions),w=function(t){return 0!==t&&-i._bearingSnap<t&&t<i._bearingSnap};b?(w(b.bearing||this._map.getBearing())&&(b.bearing=0),this._map.easeTo(b,{originalEvent:p})):(this._map.fire(new t.Event(\"moveend\",{originalEvent:p})),w(this._map.getBearing())&&this._map.resetNorth()),this._updatingCamera=!1}},Mi.prototype._fireEvent=function(e,r){this._map.fire(new t.Event(e,r?{originalEvent:r}:{}))},Mi.prototype._requestFrame=function(){var t=this;return this._map.triggerRepaint(),this._map._renderTaskQueue.add((function(e){delete t._frameId,t.handleEvent(new ki(\"renderFrame\",{timeStamp:e})),t._applyChanges()}))},Mi.prototype._triggerRenderFrame=function(){void 0===this._frameId&&(this._frameId=this._requestFrame())};var Si=function(e){function r(r,n){e.call(this),this._moving=!1,this._zooming=!1,this.transform=r,this._bearingSnap=n.bearingSnap,t.bindAll([\"_renderFrameCallback\"],this)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.getCenter=function(){return new t.LngLat(this.transform.center.lng,this.transform.center.lat)},r.prototype.setCenter=function(t,e){return this.jumpTo({center:t},e)},r.prototype.panBy=function(e,r,n){return e=t.Point.convert(e).mult(-1),this.panTo(this.transform.center,t.extend({offset:e},r),n)},r.prototype.panTo=function(e,r,n){return this.easeTo(t.extend({center:e},r),n)},r.prototype.getZoom=function(){return this.transform.zoom},r.prototype.setZoom=function(t,e){return this.jumpTo({zoom:t},e),this},r.prototype.zoomTo=function(e,r,n){return this.easeTo(t.extend({zoom:e},r),n)},r.prototype.zoomIn=function(t,e){return this.zoomTo(this.getZoom()+1,t,e),this},r.prototype.zoomOut=function(t,e){return this.zoomTo(this.getZoom()-1,t,e),this},r.prototype.getBearing=function(){return this.transform.bearing},r.prototype.setBearing=function(t,e){return this.jumpTo({bearing:t},e),this},r.prototype.getPadding=function(){return this.transform.padding},r.prototype.setPadding=function(t,e){return this.jumpTo({padding:t},e),this},r.prototype.rotateTo=function(e,r,n){return this.easeTo(t.extend({bearing:e},r),n)},r.prototype.resetNorth=function(e,r){return this.rotateTo(0,t.extend({duration:1e3},e),r),this},r.prototype.resetNorthPitch=function(e,r){return this.easeTo(t.extend({bearing:0,pitch:0,duration:1e3},e),r),this},r.prototype.snapToNorth=function(t,e){return Math.abs(this.getBearing())<this._bearingSnap?this.resetNorth(t,e):this},r.prototype.getPitch=function(){return this.transform.pitch},r.prototype.setPitch=function(t,e){return this.jumpTo({pitch:t},e),this},r.prototype.cameraForBounds=function(e,r){e=t.LngLatBounds.convert(e);var n=r&&r.bearing||0;return this._cameraForBoxAndBearing(e.getNorthWest(),e.getSouthEast(),n,r)},r.prototype._cameraForBoxAndBearing=function(e,r,n,i){var a={top:0,bottom:0,right:0,left:0};if(\"number\"==typeof(i=t.extend({padding:a,offset:[0,0],maxZoom:this.transform.maxZoom},i)).padding){var o=i.padding;i.padding={top:o,bottom:o,right:o,left:o}}i.padding=t.extend(a,i.padding);var s=this.transform,l=s.padding,c=s.project(t.LngLat.convert(e)),u=s.project(t.LngLat.convert(r)),h=c.rotate(-n*Math.PI/180),f=u.rotate(-n*Math.PI/180),p=new t.Point(Math.max(h.x,f.x),Math.max(h.y,f.y)),d=new t.Point(Math.min(h.x,f.x),Math.min(h.y,f.y)),m=p.sub(d),g=(s.width-(l.left+l.right+i.padding.left+i.padding.right))/m.x,y=(s.height-(l.top+l.bottom+i.padding.top+i.padding.bottom))/m.y;if(!(y<0||g<0)){var v=Math.min(s.scaleZoom(s.scale*Math.min(g,y)),i.maxZoom),x=\"number\"==typeof i.offset.x?new t.Point(i.offset.x,i.offset.y):t.Point.convert(i.offset),_=(i.padding.left-i.padding.right)/2,b=(i.padding.top-i.padding.bottom)/2,w=new t.Point(_,b).rotate(n*Math.PI/180),T=x.add(w).mult(s.scale/s.zoomScale(v));return{center:s.unproject(c.add(u).div(2).sub(T)),zoom:v,bearing:n}}t.warnOnce(\"Map cannot fit within canvas with the given bounds, padding, and/or offset.\")},r.prototype.fitBounds=function(t,e,r){return this._fitInternal(this.cameraForBounds(t,e),e,r)},r.prototype.fitScreenCoordinates=function(e,r,n,i,a){return this._fitInternal(this._cameraForBoxAndBearing(this.transform.pointLocation(t.Point.convert(e)),this.transform.pointLocation(t.Point.convert(r)),n,i),i,a)},r.prototype._fitInternal=function(e,r,n){return e?(delete(r=t.extend(e,r)).padding,r.linear?this.easeTo(r,n):this.flyTo(r,n)):this},r.prototype.jumpTo=function(e,r){this.stop();var n=this.transform,i=!1,a=!1,o=!1;return\"zoom\"in e&&n.zoom!==+e.zoom&&(i=!0,n.zoom=+e.zoom),void 0!==e.center&&(n.center=t.LngLat.convert(e.center)),\"bearing\"in e&&n.bearing!==+e.bearing&&(a=!0,n.bearing=+e.bearing),\"pitch\"in e&&n.pitch!==+e.pitch&&(o=!0,n.pitch=+e.pitch),null==e.padding||n.isPaddingEqual(e.padding)||(n.padding=e.padding),this.fire(new t.Event(\"movestart\",r)).fire(new t.Event(\"move\",r)),i&&this.fire(new t.Event(\"zoomstart\",r)).fire(new t.Event(\"zoom\",r)).fire(new t.Event(\"zoomend\",r)),a&&this.fire(new t.Event(\"rotatestart\",r)).fire(new t.Event(\"rotate\",r)).fire(new t.Event(\"rotateend\",r)),o&&this.fire(new t.Event(\"pitchstart\",r)).fire(new t.Event(\"pitch\",r)).fire(new t.Event(\"pitchend\",r)),this.fire(new t.Event(\"moveend\",r))},r.prototype.easeTo=function(e,r){var n=this;this._stop(!1,e.easeId),(!1===(e=t.extend({offset:[0,0],duration:500,easing:t.ease},e)).animate||!e.essential&&t.browser.prefersReducedMotion)&&(e.duration=0);var i=this.transform,a=this.getZoom(),o=this.getBearing(),s=this.getPitch(),l=this.getPadding(),c=\"zoom\"in e?+e.zoom:a,u=\"bearing\"in e?this._normalizeBearing(e.bearing,o):o,h=\"pitch\"in e?+e.pitch:s,f=\"padding\"in e?e.padding:i.padding,p=t.Point.convert(e.offset),d=i.centerPoint.add(p),m=i.pointLocation(d),g=t.LngLat.convert(e.center||m);this._normalizeCenter(g);var y,v,x=i.project(m),_=i.project(g).sub(x),b=i.zoomScale(c-a);e.around&&(y=t.LngLat.convert(e.around),v=i.locationPoint(y));var w={moving:this._moving,zooming:this._zooming,rotating:this._rotating,pitching:this._pitching};return this._zooming=this._zooming||c!==a,this._rotating=this._rotating||o!==u,this._pitching=this._pitching||h!==s,this._padding=!i.isPaddingEqual(f),this._easeId=e.easeId,this._prepareEase(r,e.noMoveStart,w),this._ease((function(e){if(n._zooming&&(i.zoom=t.number(a,c,e)),n._rotating&&(i.bearing=t.number(o,u,e)),n._pitching&&(i.pitch=t.number(s,h,e)),n._padding&&(i.interpolatePadding(l,f,e),d=i.centerPoint.add(p)),y)i.setLocationAtPoint(y,v);else{var m=i.zoomScale(i.zoom-a),g=c>a?Math.min(2,b):Math.max(.5,b),w=Math.pow(g,1-e),T=i.unproject(x.add(_.mult(e*w)).mult(m));i.setLocationAtPoint(i.renderWorldCopies?T.wrap():T,d)}n._fireMoveEvents(r)}),(function(t){n._afterEase(r,t)}),e),this},r.prototype._prepareEase=function(e,r,n){void 0===n&&(n={}),this._moving=!0,r||n.moving||this.fire(new t.Event(\"movestart\",e)),this._zooming&&!n.zooming&&this.fire(new t.Event(\"zoomstart\",e)),this._rotating&&!n.rotating&&this.fire(new t.Event(\"rotatestart\",e)),this._pitching&&!n.pitching&&this.fire(new t.Event(\"pitchstart\",e))},r.prototype._fireMoveEvents=function(e){this.fire(new t.Event(\"move\",e)),this._zooming&&this.fire(new t.Event(\"zoom\",e)),this._rotating&&this.fire(new t.Event(\"rotate\",e)),this._pitching&&this.fire(new t.Event(\"pitch\",e))},r.prototype._afterEase=function(e,r){if(!this._easeId||!r||this._easeId!==r){delete this._easeId;var n=this._zooming,i=this._rotating,a=this._pitching;this._moving=!1,this._zooming=!1,this._rotating=!1,this._pitching=!1,this._padding=!1,n&&this.fire(new t.Event(\"zoomend\",e)),i&&this.fire(new t.Event(\"rotateend\",e)),a&&this.fire(new t.Event(\"pitchend\",e)),this.fire(new t.Event(\"moveend\",e))}},r.prototype.flyTo=function(e,r){var n=this;if(!e.essential&&t.browser.prefersReducedMotion){var i=t.pick(e,[\"center\",\"zoom\",\"bearing\",\"pitch\",\"around\"]);return this.jumpTo(i,r)}this.stop(),e=t.extend({offset:[0,0],speed:1.2,curve:1.42,easing:t.ease},e);var a=this.transform,o=this.getZoom(),s=this.getBearing(),l=this.getPitch(),c=this.getPadding(),u=\"zoom\"in e?t.clamp(+e.zoom,a.minZoom,a.maxZoom):o,h=\"bearing\"in e?this._normalizeBearing(e.bearing,s):s,f=\"pitch\"in e?+e.pitch:l,p=\"padding\"in e?e.padding:a.padding,d=a.zoomScale(u-o),m=t.Point.convert(e.offset),g=a.centerPoint.add(m),y=a.pointLocation(g),v=t.LngLat.convert(e.center||y);this._normalizeCenter(v);var x=a.project(y),_=a.project(v).sub(x),b=e.curve,w=Math.max(a.width,a.height),T=w/d,k=_.mag();if(\"minZoom\"in e){var A=t.clamp(Math.min(e.minZoom,o,u),a.minZoom,a.maxZoom),M=w/a.zoomScale(A-o);b=Math.sqrt(M/k*2)}var S=b*b;function E(t){var e=(T*T-w*w+(t?-1:1)*S*S*k*k)/(2*(t?T:w)*S*k);return Math.log(Math.sqrt(e*e+1)-e)}function C(t){return(Math.exp(t)-Math.exp(-t))/2}function L(t){return(Math.exp(t)+Math.exp(-t))/2}var I=E(0),P=function(t){return L(I)/L(I+b*t)},z=function(t){return w*((L(I)*(C(e=I+b*t)/L(e))-C(I))/S)/k;var e},O=(E(1)-I)/b;if(Math.abs(k)<1e-6||!isFinite(O)){if(Math.abs(w-T)<1e-6)return this.easeTo(e,r);var D=T<w?-1:1;O=Math.abs(Math.log(T/w))/b,z=function(){return 0},P=function(t){return Math.exp(D*b*t)}}if(\"duration\"in e)e.duration=+e.duration;else{var R=\"screenSpeed\"in e?+e.screenSpeed/b:+e.speed;e.duration=1e3*O/R}return e.maxDuration&&e.duration>e.maxDuration&&(e.duration=0),this._zooming=!0,this._rotating=s!==h,this._pitching=f!==l,this._padding=!a.isPaddingEqual(p),this._prepareEase(r,!1),this._ease((function(e){var i=e*O,d=1/P(i);a.zoom=1===e?u:o+a.scaleZoom(d),n._rotating&&(a.bearing=t.number(s,h,e)),n._pitching&&(a.pitch=t.number(l,f,e)),n._padding&&(a.interpolatePadding(c,p,e),g=a.centerPoint.add(m));var y=1===e?v:a.unproject(x.add(_.mult(z(i))).mult(d));a.setLocationAtPoint(a.renderWorldCopies?y.wrap():y,g),n._fireMoveEvents(r)}),(function(){return n._afterEase(r)}),e),this},r.prototype.isEasing=function(){return!!this._easeFrameId},r.prototype.stop=function(){return this._stop()},r.prototype._stop=function(t,e){if(this._easeFrameId&&(this._cancelRenderFrame(this._easeFrameId),delete this._easeFrameId,delete this._onEaseFrame),this._onEaseEnd){var r=this._onEaseEnd;delete this._onEaseEnd,r.call(this,e)}if(!t){var n=this.handlers;n&&n.stop(!1)}return this},r.prototype._ease=function(e,r,n){!1===n.animate||0===n.duration?(e(1),r()):(this._easeStart=t.browser.now(),this._easeOptions=n,this._onEaseFrame=e,this._onEaseEnd=r,this._easeFrameId=this._requestRenderFrame(this._renderFrameCallback))},r.prototype._renderFrameCallback=function(){var e=Math.min((t.browser.now()-this._easeStart)/this._easeOptions.duration,1);this._onEaseFrame(this._easeOptions.easing(e)),e<1?this._easeFrameId=this._requestRenderFrame(this._renderFrameCallback):this.stop()},r.prototype._normalizeBearing=function(e,r){e=t.wrap(e,-180,180);var n=Math.abs(e-r);return Math.abs(e-360-r)<n&&(e-=360),Math.abs(e+360-r)<n&&(e+=360),e},r.prototype._normalizeCenter=function(t){var e=this.transform;if(e.renderWorldCopies&&!e.lngRange){var r=t.lng-e.center.lng;t.lng+=r>180?-360:r<-180?360:0}},r}(t.Evented),Ei=function(e){void 0===e&&(e={}),this.options=e,t.bindAll([\"_toggleAttribution\",\"_updateEditLink\",\"_updateData\",\"_updateCompact\"],this)};Ei.prototype.getDefaultPosition=function(){return\"bottom-right\"},Ei.prototype.onAdd=function(t){var e=this.options&&this.options.compact;return this._map=t,this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-attrib\"),this._compactButton=r.create(\"button\",\"mapboxgl-ctrl-attrib-button\",this._container),this._compactButton.addEventListener(\"click\",this._toggleAttribution),this._setElementTitle(this._compactButton,\"ToggleAttribution\"),this._innerContainer=r.create(\"div\",\"mapboxgl-ctrl-attrib-inner\",this._container),this._innerContainer.setAttribute(\"role\",\"list\"),e&&this._container.classList.add(\"mapboxgl-compact\"),this._updateAttributions(),this._updateEditLink(),this._map.on(\"styledata\",this._updateData),this._map.on(\"sourcedata\",this._updateData),this._map.on(\"moveend\",this._updateEditLink),void 0===e&&(this._map.on(\"resize\",this._updateCompact),this._updateCompact()),this._container},Ei.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"styledata\",this._updateData),this._map.off(\"sourcedata\",this._updateData),this._map.off(\"moveend\",this._updateEditLink),this._map.off(\"resize\",this._updateCompact),this._map=void 0,this._attribHTML=void 0},Ei.prototype._setElementTitle=function(t,e){var r=this._map._getUIString(\"AttributionControl.\"+e);t.title=r,t.setAttribute(\"aria-label\",r)},Ei.prototype._toggleAttribution=function(){this._container.classList.contains(\"mapboxgl-compact-show\")?(this._container.classList.remove(\"mapboxgl-compact-show\"),this._compactButton.setAttribute(\"aria-pressed\",\"false\")):(this._container.classList.add(\"mapboxgl-compact-show\"),this._compactButton.setAttribute(\"aria-pressed\",\"true\"))},Ei.prototype._updateEditLink=function(){var e=this._editLink;e||(e=this._editLink=this._container.querySelector(\".mapbox-improve-map\"));var r=[{key:\"owner\",value:this.styleOwner},{key:\"id\",value:this.styleId},{key:\"access_token\",value:this._map._requestManager._customAccessToken||t.config.ACCESS_TOKEN}];if(e){var n=r.reduce((function(t,e,n){return e.value&&(t+=e.key+\"=\"+e.value+(n<r.length-1?\"&\":\"\")),t}),\"?\");e.href=t.config.FEEDBACK_URL+\"/\"+n+(this._map._hash?this._map._hash.getHashString(!0):\"\"),e.rel=\"noopener nofollow\",this._setElementTitle(e,\"MapFeedback\")}},Ei.prototype._updateData=function(t){!t||\"metadata\"!==t.sourceDataType&&\"visibility\"!==t.sourceDataType&&\"style\"!==t.dataType||(this._updateAttributions(),this._updateEditLink())},Ei.prototype._updateAttributions=function(){if(this._map.style){var t=[];if(this.options.customAttribution&&(Array.isArray(this.options.customAttribution)?t=t.concat(this.options.customAttribution.map((function(t){return\"string\"!=typeof t?\"\":t}))):\"string\"==typeof this.options.customAttribution&&t.push(this.options.customAttribution)),this._map.style.stylesheet){var e=this._map.style.stylesheet;this.styleOwner=e.owner,this.styleId=e.id}var r=this._map.style.sourceCaches;for(var n in r){var i=r[n];if(i.used){var a=i.getSource();a.attribution&&t.indexOf(a.attribution)<0&&t.push(a.attribution)}}t.sort((function(t,e){return t.length-e.length}));var o=(t=t.filter((function(e,r){for(var n=r+1;n<t.length;n++)if(t[n].indexOf(e)>=0)return!1;return!0}))).join(\" | \");o!==this._attribHTML&&(this._attribHTML=o,t.length?(this._innerContainer.innerHTML=o,this._container.classList.remove(\"mapboxgl-attrib-empty\")):this._container.classList.add(\"mapboxgl-attrib-empty\"),this._editLink=null)}},Ei.prototype._updateCompact=function(){this._map.getCanvasContainer().offsetWidth<=640?this._container.classList.add(\"mapboxgl-compact\"):this._container.classList.remove(\"mapboxgl-compact\",\"mapboxgl-compact-show\")};var Ci=function(){t.bindAll([\"_updateLogo\"],this),t.bindAll([\"_updateCompact\"],this)};Ci.prototype.onAdd=function(t){this._map=t,this._container=r.create(\"div\",\"mapboxgl-ctrl\");var e=r.create(\"a\",\"mapboxgl-ctrl-logo\");return e.target=\"_blank\",e.rel=\"noopener nofollow\",e.href=\"https://www.mapbox.com/\",e.setAttribute(\"aria-label\",this._map._getUIString(\"LogoControl.Title\")),e.setAttribute(\"rel\",\"noopener nofollow\"),this._container.appendChild(e),this._container.style.display=\"none\",this._map.on(\"sourcedata\",this._updateLogo),this._updateLogo(),this._map.on(\"resize\",this._updateCompact),this._updateCompact(),this._container},Ci.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"sourcedata\",this._updateLogo),this._map.off(\"resize\",this._updateCompact)},Ci.prototype.getDefaultPosition=function(){return\"bottom-left\"},Ci.prototype._updateLogo=function(t){t&&\"metadata\"!==t.sourceDataType||(this._container.style.display=this._logoRequired()?\"block\":\"none\")},Ci.prototype._logoRequired=function(){if(this._map.style){var t=this._map.style.sourceCaches;for(var e in t)if(t[e].getSource().mapbox_logo)return!0;return!1}},Ci.prototype._updateCompact=function(){var t=this._container.children;if(t.length){var e=t[0];this._map.getCanvasContainer().offsetWidth<250?e.classList.add(\"mapboxgl-compact\"):e.classList.remove(\"mapboxgl-compact\")}};var Li=function(){this._queue=[],this._id=0,this._cleared=!1,this._currentlyRunning=!1};Li.prototype.add=function(t){var e=++this._id;return this._queue.push({callback:t,id:e,cancelled:!1}),e},Li.prototype.remove=function(t){for(var e=this._currentlyRunning,r=0,n=e?this._queue.concat(e):this._queue;r<n.length;r+=1){var i=n[r];if(i.id===t)return void(i.cancelled=!0)}},Li.prototype.run=function(t){void 0===t&&(t=0);var e=this._currentlyRunning=this._queue;this._queue=[];for(var r=0,n=e;r<n.length;r+=1){var i=n[r];if(!i.cancelled&&(i.callback(t),this._cleared))break}this._cleared=!1,this._currentlyRunning=!1},Li.prototype.clear=function(){this._currentlyRunning&&(this._cleared=!0),this._queue=[]};var Ii={\"AttributionControl.ToggleAttribution\":\"Toggle attribution\",\"AttributionControl.MapFeedback\":\"Map feedback\",\"FullscreenControl.Enter\":\"Enter fullscreen\",\"FullscreenControl.Exit\":\"Exit fullscreen\",\"GeolocateControl.FindMyLocation\":\"Find my location\",\"GeolocateControl.LocationNotAvailable\":\"Location not available\",\"LogoControl.Title\":\"Mapbox logo\",\"NavigationControl.ResetBearing\":\"Reset bearing to north\",\"NavigationControl.ZoomIn\":\"Zoom in\",\"NavigationControl.ZoomOut\":\"Zoom out\",\"ScaleControl.Feet\":\"ft\",\"ScaleControl.Meters\":\"m\",\"ScaleControl.Kilometers\":\"km\",\"ScaleControl.Miles\":\"mi\",\"ScaleControl.NauticalMiles\":\"nm\"},Pi=t.window.HTMLImageElement,zi=t.window.HTMLElement,Oi=t.window.ImageBitmap,Di=60,Ri={center:[0,0],zoom:0,bearing:0,pitch:0,minZoom:-2,maxZoom:22,minPitch:0,maxPitch:Di,interactive:!0,scrollZoom:!0,boxZoom:!0,dragRotate:!0,dragPan:!0,keyboard:!0,doubleClickZoom:!0,touchZoomRotate:!0,touchPitch:!0,bearingSnap:7,clickTolerance:3,pitchWithRotate:!0,hash:!1,attributionControl:!0,failIfMajorPerformanceCaveat:!1,preserveDrawingBuffer:!1,trackResize:!0,renderWorldCopies:!0,refreshExpiredTiles:!0,maxTileCacheSize:null,localIdeographFontFamily:\"sans-serif\",transformRequest:null,accessToken:null,fadeDuration:300,crossSourceCollisions:!0},Fi=function(n){function i(e){var r=this;if(null!=(e=t.extend({},Ri,e)).minZoom&&null!=e.maxZoom&&e.minZoom>e.maxZoom)throw new Error(\"maxZoom must be greater than or equal to minZoom\");if(null!=e.minPitch&&null!=e.maxPitch&&e.minPitch>e.maxPitch)throw new Error(\"maxPitch must be greater than or equal to minPitch\");if(null!=e.minPitch&&e.minPitch<0)throw new Error(\"minPitch must be greater than or equal to 0\");if(null!=e.maxPitch&&e.maxPitch>Di)throw new Error(\"maxPitch must be less than or equal to 60\");var i=new In(e.minZoom,e.maxZoom,e.minPitch,e.maxPitch,e.renderWorldCopies);if(n.call(this,i,e),this._interactive=e.interactive,this._maxTileCacheSize=e.maxTileCacheSize,this._failIfMajorPerformanceCaveat=e.failIfMajorPerformanceCaveat,this._preserveDrawingBuffer=e.preserveDrawingBuffer,this._antialias=e.antialias,this._trackResize=e.trackResize,this._bearingSnap=e.bearingSnap,this._refreshExpiredTiles=e.refreshExpiredTiles,this._fadeDuration=e.fadeDuration,this._crossSourceCollisions=e.crossSourceCollisions,this._crossFadingFactor=1,this._collectResourceTiming=e.collectResourceTiming,this._renderTaskQueue=new Li,this._controls=[],this._mapId=t.uniqueId(),this._locale=t.extend({},Ii,e.locale),this._clickTolerance=e.clickTolerance,this._requestManager=new t.RequestManager(e.transformRequest,e.accessToken),\"string\"==typeof e.container){if(this._container=t.window.document.getElementById(e.container),!this._container)throw new Error(\"Container '\"+e.container+\"' not found.\")}else{if(!(e.container instanceof zi))throw new Error(\"Invalid type: 'container' must be a String or HTMLElement.\");this._container=e.container}if(e.maxBounds&&this.setMaxBounds(e.maxBounds),t.bindAll([\"_onWindowOnline\",\"_onWindowResize\",\"_onMapScroll\",\"_contextLost\",\"_contextRestored\"],this),this._setupContainer(),this._setupPainter(),void 0===this.painter)throw new Error(\"Failed to initialize WebGL.\");this.on(\"move\",(function(){return r._update(!1)})),this.on(\"moveend\",(function(){return r._update(!1)})),this.on(\"zoom\",(function(){return r._update(!0)})),void 0!==t.window&&(t.window.addEventListener(\"online\",this._onWindowOnline,!1),t.window.addEventListener(\"resize\",this._onWindowResize,!1),t.window.addEventListener(\"orientationchange\",this._onWindowResize,!1)),this.handlers=new Mi(this,e);var a=\"string\"==typeof e.hash&&e.hash||void 0;this._hash=e.hash&&new zn(a).addTo(this),this._hash&&this._hash._onHashChange()||(this.jumpTo({center:e.center,zoom:e.zoom,bearing:e.bearing,pitch:e.pitch}),e.bounds&&(this.resize(),this.fitBounds(e.bounds,t.extend({},e.fitBoundsOptions,{duration:0})))),this.resize(),this._localIdeographFontFamily=e.localIdeographFontFamily,e.style&&this.setStyle(e.style,{localIdeographFontFamily:e.localIdeographFontFamily}),e.attributionControl&&this.addControl(new Ei({customAttribution:e.customAttribution})),this.addControl(new Ci,e.logoPosition),this.on(\"style.load\",(function(){r.transform.unmodified&&r.jumpTo(r.style.stylesheet)})),this.on(\"data\",(function(e){r._update(\"style\"===e.dataType),r.fire(new t.Event(e.dataType+\"data\",e))})),this.on(\"dataloading\",(function(e){r.fire(new t.Event(e.dataType+\"dataloading\",e))}))}n&&(i.__proto__=n),i.prototype=Object.create(n&&n.prototype),i.prototype.constructor=i;var a={showTileBoundaries:{configurable:!0},showPadding:{configurable:!0},showCollisionBoxes:{configurable:!0},showOverdrawInspector:{configurable:!0},repaint:{configurable:!0},vertices:{configurable:!0},version:{configurable:!0}};return i.prototype._getMapId=function(){return this._mapId},i.prototype.addControl=function(e,r){if(void 0===r&&(r=e.getDefaultPosition?e.getDefaultPosition():\"top-right\"),!e||!e.onAdd)return this.fire(new t.ErrorEvent(new Error(\"Invalid argument to map.addControl(). Argument must be a control with onAdd and onRemove methods.\")));var n=e.onAdd(this);this._controls.push(e);var i=this._controlPositions[r];return-1!==r.indexOf(\"bottom\")?i.insertBefore(n,i.firstChild):i.appendChild(n),this},i.prototype.removeControl=function(e){if(!e||!e.onRemove)return this.fire(new t.ErrorEvent(new Error(\"Invalid argument to map.removeControl(). Argument must be a control with onAdd and onRemove methods.\")));var r=this._controls.indexOf(e);return r>-1&&this._controls.splice(r,1),e.onRemove(this),this},i.prototype.hasControl=function(t){return this._controls.indexOf(t)>-1},i.prototype.resize=function(e){var r=this._containerDimensions(),n=r[0],i=r[1];this._resizeCanvas(n,i),this.transform.resize(n,i),this.painter.resize(n,i);var a=!this._moving;return a&&(this.stop(),this.fire(new t.Event(\"movestart\",e)).fire(new t.Event(\"move\",e))),this.fire(new t.Event(\"resize\",e)),a&&this.fire(new t.Event(\"moveend\",e)),this},i.prototype.getBounds=function(){return this.transform.getBounds()},i.prototype.getMaxBounds=function(){return this.transform.getMaxBounds()},i.prototype.setMaxBounds=function(e){return this.transform.setMaxBounds(t.LngLatBounds.convert(e)),this._update()},i.prototype.setMinZoom=function(t){if((t=null==t?-2:t)>=-2&&t<=this.transform.maxZoom)return this.transform.minZoom=t,this._update(),this.getZoom()<t&&this.setZoom(t),this;throw new Error(\"minZoom must be between -2 and the current maxZoom, inclusive\")},i.prototype.getMinZoom=function(){return this.transform.minZoom},i.prototype.setMaxZoom=function(t){if((t=null==t?22:t)>=this.transform.minZoom)return this.transform.maxZoom=t,this._update(),this.getZoom()>t&&this.setZoom(t),this;throw new Error(\"maxZoom must be greater than the current minZoom\")},i.prototype.getMaxZoom=function(){return this.transform.maxZoom},i.prototype.setMinPitch=function(t){if((t=null==t?0:t)<0)throw new Error(\"minPitch must be greater than or equal to 0\");if(t>=0&&t<=this.transform.maxPitch)return this.transform.minPitch=t,this._update(),this.getPitch()<t&&this.setPitch(t),this;throw new Error(\"minPitch must be between 0 and the current maxPitch, inclusive\")},i.prototype.getMinPitch=function(){return this.transform.minPitch},i.prototype.setMaxPitch=function(t){if((t=null==t?Di:t)>Di)throw new Error(\"maxPitch must be less than or equal to 60\");if(t>=this.transform.minPitch)return this.transform.maxPitch=t,this._update(),this.getPitch()>t&&this.setPitch(t),this;throw new Error(\"maxPitch must be greater than the current minPitch\")},i.prototype.getMaxPitch=function(){return this.transform.maxPitch},i.prototype.getRenderWorldCopies=function(){return this.transform.renderWorldCopies},i.prototype.setRenderWorldCopies=function(t){return this.transform.renderWorldCopies=t,this._update()},i.prototype.project=function(e){return this.transform.locationPoint(t.LngLat.convert(e))},i.prototype.unproject=function(e){return this.transform.pointLocation(t.Point.convert(e))},i.prototype.isMoving=function(){return this._moving||this.handlers.isMoving()},i.prototype.isZooming=function(){return this._zooming||this.handlers.isZooming()},i.prototype.isRotating=function(){return this._rotating||this.handlers.isRotating()},i.prototype._createDelegatedListener=function(t,e,r){var n,i=this;if(\"mouseenter\"===t||\"mouseover\"===t){var a=!1;return{layer:e,listener:r,delegates:{mousemove:function(n){var o=i.getLayer(e)?i.queryRenderedFeatures(n.point,{layers:[e]}):[];o.length?a||(a=!0,r.call(i,new Vn(t,i,n.originalEvent,{features:o}))):a=!1},mouseout:function(){a=!1}}}}if(\"mouseleave\"===t||\"mouseout\"===t){var o=!1;return{layer:e,listener:r,delegates:{mousemove:function(n){(i.getLayer(e)?i.queryRenderedFeatures(n.point,{layers:[e]}):[]).length?o=!0:o&&(o=!1,r.call(i,new Vn(t,i,n.originalEvent)))},mouseout:function(e){o&&(o=!1,r.call(i,new Vn(t,i,e.originalEvent)))}}}}return{layer:e,listener:r,delegates:(n={},n[t]=function(t){var n=i.getLayer(e)?i.queryRenderedFeatures(t.point,{layers:[e]}):[];n.length&&(t.features=n,r.call(i,t),delete t.features)},n)}},i.prototype.on=function(t,e,r){if(void 0===r)return n.prototype.on.call(this,t,e);var i=this._createDelegatedListener(t,e,r);for(var a in this._delegatedListeners=this._delegatedListeners||{},this._delegatedListeners[t]=this._delegatedListeners[t]||[],this._delegatedListeners[t].push(i),i.delegates)this.on(a,i.delegates[a]);return this},i.prototype.once=function(t,e,r){if(void 0===r)return n.prototype.once.call(this,t,e);var i=this._createDelegatedListener(t,e,r);for(var a in i.delegates)this.once(a,i.delegates[a]);return this},i.prototype.off=function(t,e,r){var i=this;if(void 0===r)return n.prototype.off.call(this,t,e);return this._delegatedListeners&&this._delegatedListeners[t]&&function(n){for(var a=n[t],o=0;o<a.length;o++){var s=a[o];if(s.layer===e&&s.listener===r){for(var l in s.delegates)i.off(l,s.delegates[l]);return a.splice(o,1),i}}}(this._delegatedListeners),this},i.prototype.queryRenderedFeatures=function(e,r){if(!this.style)return[];var n;if(void 0!==r||void 0===e||e instanceof t.Point||Array.isArray(e)||(r=e,e=void 0),r=r||{},(e=e||[[0,0],[this.transform.width,this.transform.height]])instanceof t.Point||\"number\"==typeof e[0])n=[t.Point.convert(e)];else{var i=t.Point.convert(e[0]),a=t.Point.convert(e[1]);n=[i,new t.Point(a.x,i.y),a,new t.Point(i.x,a.y),i]}return this.style.queryRenderedFeatures(n,r,this.transform)},i.prototype.querySourceFeatures=function(t,e){return this.style.querySourceFeatures(t,e)},i.prototype.setStyle=function(e,r){return!1!==(r=t.extend({},{localIdeographFontFamily:this._localIdeographFontFamily},r)).diff&&r.localIdeographFontFamily===this._localIdeographFontFamily&&this.style&&e?(this._diffStyle(e,r),this):(this._localIdeographFontFamily=r.localIdeographFontFamily,this._updateStyle(e,r))},i.prototype._getUIString=function(t){var e=this._locale[t];if(null==e)throw new Error(\"Missing UI string '\"+t+\"'\");return e},i.prototype._updateStyle=function(t,e){return this.style&&(this.style.setEventedParent(null),this.style._remove()),t?(this.style=new We(this,e||{}),this.style.setEventedParent(this,{style:this.style}),\"string\"==typeof t?this.style.loadURL(t):this.style.loadJSON(t),this):(delete this.style,this)},i.prototype._lazyInitEmptyStyle=function(){this.style||(this.style=new We(this,{}),this.style.setEventedParent(this,{style:this.style}),this.style.loadEmpty())},i.prototype._diffStyle=function(e,r){var n=this;if(\"string\"==typeof e){var i=this._requestManager.normalizeStyleURL(e),a=this._requestManager.transformRequest(i,t.ResourceType.Style);t.getJSON(a,(function(e,i){e?n.fire(new t.ErrorEvent(e)):i&&n._updateDiff(i,r)}))}else\"object\"==typeof e&&this._updateDiff(e,r)},i.prototype._updateDiff=function(e,r){try{this.style.setState(e)&&this._update(!0)}catch(n){t.warnOnce(\"Unable to perform style diff: \"+(n.message||n.error||n)+\".  Rebuilding the style from scratch.\"),this._updateStyle(e,r)}},i.prototype.getStyle=function(){if(this.style)return this.style.serialize()},i.prototype.isStyleLoaded=function(){return this.style?this.style.loaded():t.warnOnce(\"There is no style added to the map.\")},i.prototype.addSource=function(t,e){return this._lazyInitEmptyStyle(),this.style.addSource(t,e),this._update(!0)},i.prototype.isSourceLoaded=function(e){var r=this.style&&this.style.sourceCaches[e];if(void 0!==r)return r.loaded();this.fire(new t.ErrorEvent(new Error(\"There is no source with ID '\"+e+\"'\")))},i.prototype.areTilesLoaded=function(){var t=this.style&&this.style.sourceCaches;for(var e in t){var r=t[e]._tiles;for(var n in r){var i=r[n];if(\"loaded\"!==i.state&&\"errored\"!==i.state)return!1}}return!0},i.prototype.addSourceType=function(t,e,r){return this._lazyInitEmptyStyle(),this.style.addSourceType(t,e,r)},i.prototype.removeSource=function(t){return this.style.removeSource(t),this._update(!0)},i.prototype.getSource=function(t){return this.style.getSource(t)},i.prototype.addImage=function(e,r,n){void 0===n&&(n={});var i=n.pixelRatio;void 0===i&&(i=1);var a=n.sdf;void 0===a&&(a=!1);var o=n.stretchX,s=n.stretchY,l=n.content;this._lazyInitEmptyStyle();if(r instanceof Pi||Oi&&r instanceof Oi){var c=t.browser.getImageData(r),u=c.width,h=c.height,f=c.data;this.style.addImage(e,{data:new t.RGBAImage({width:u,height:h},f),pixelRatio:i,stretchX:o,stretchY:s,content:l,sdf:a,version:0})}else{if(void 0===r.width||void 0===r.height)return this.fire(new t.ErrorEvent(new Error(\"Invalid arguments to map.addImage(). The second argument must be an `HTMLImageElement`, `ImageData`, `ImageBitmap`, or object with `width`, `height`, and `data` properties with the same format as `ImageData`\")));var p=r.width,d=r.height,m=r.data,g=r;this.style.addImage(e,{data:new t.RGBAImage({width:p,height:d},new Uint8Array(m)),pixelRatio:i,stretchX:o,stretchY:s,content:l,sdf:a,version:0,userImage:g}),g.onAdd&&g.onAdd(this,e)}},i.prototype.updateImage=function(e,r){var n=this.style.getImage(e);if(!n)return this.fire(new t.ErrorEvent(new Error(\"The map has no image with that id. If you are adding a new image use `map.addImage(...)` instead.\")));var i=r instanceof Pi||Oi&&r instanceof Oi?t.browser.getImageData(r):r,a=i.width,o=i.height,s=i.data;if(void 0===a||void 0===o)return this.fire(new t.ErrorEvent(new Error(\"Invalid arguments to map.updateImage(). The second argument must be an `HTMLImageElement`, `ImageData`, `ImageBitmap`, or object with `width`, `height`, and `data` properties with the same format as `ImageData`\")));if(a!==n.data.width||o!==n.data.height)return this.fire(new t.ErrorEvent(new Error(\"The width and height of the updated image must be that same as the previous version of the image\")));var l=!(r instanceof Pi||Oi&&r instanceof Oi);n.data.replace(s,l),this.style.updateImage(e,n)},i.prototype.hasImage=function(e){return e?!!this.style.getImage(e):(this.fire(new t.ErrorEvent(new Error(\"Missing required image id\"))),!1)},i.prototype.removeImage=function(t){this.style.removeImage(t)},i.prototype.loadImage=function(e,r){t.getImage(this._requestManager.transformRequest(e,t.ResourceType.Image),r)},i.prototype.listImages=function(){return this.style.listImages()},i.prototype.addLayer=function(t,e){return this._lazyInitEmptyStyle(),this.style.addLayer(t,e),this._update(!0)},i.prototype.moveLayer=function(t,e){return this.style.moveLayer(t,e),this._update(!0)},i.prototype.removeLayer=function(t){return this.style.removeLayer(t),this._update(!0)},i.prototype.getLayer=function(t){return this.style.getLayer(t)},i.prototype.setLayerZoomRange=function(t,e,r){return this.style.setLayerZoomRange(t,e,r),this._update(!0)},i.prototype.setFilter=function(t,e,r){return void 0===r&&(r={}),this.style.setFilter(t,e,r),this._update(!0)},i.prototype.getFilter=function(t){return this.style.getFilter(t)},i.prototype.setPaintProperty=function(t,e,r,n){return void 0===n&&(n={}),this.style.setPaintProperty(t,e,r,n),this._update(!0)},i.prototype.getPaintProperty=function(t,e){return this.style.getPaintProperty(t,e)},i.prototype.setLayoutProperty=function(t,e,r,n){return void 0===n&&(n={}),this.style.setLayoutProperty(t,e,r,n),this._update(!0)},i.prototype.getLayoutProperty=function(t,e){return this.style.getLayoutProperty(t,e)},i.prototype.setLight=function(t,e){return void 0===e&&(e={}),this._lazyInitEmptyStyle(),this.style.setLight(t,e),this._update(!0)},i.prototype.getLight=function(){return this.style.getLight()},i.prototype.setFeatureState=function(t,e){return this.style.setFeatureState(t,e),this._update()},i.prototype.removeFeatureState=function(t,e){return this.style.removeFeatureState(t,e),this._update()},i.prototype.getFeatureState=function(t){return this.style.getFeatureState(t)},i.prototype.getContainer=function(){return this._container},i.prototype.getCanvasContainer=function(){return this._canvasContainer},i.prototype.getCanvas=function(){return this._canvas},i.prototype._containerDimensions=function(){var t=0,e=0;return this._container&&(t=this._container.clientWidth||400,e=this._container.clientHeight||300),[t,e]},i.prototype._detectMissingCSS=function(){\"rgb(250, 128, 114)\"!==t.window.getComputedStyle(this._missingCSSCanary).getPropertyValue(\"background-color\")&&t.warnOnce(\"This page appears to be missing CSS declarations for Mapbox GL JS, which may cause the map to display incorrectly. Please ensure your page includes mapbox-gl.css, as described in https://www.mapbox.com/mapbox-gl-js/api/.\")},i.prototype._setupContainer=function(){var t=this._container;t.classList.add(\"mapboxgl-map\"),(this._missingCSSCanary=r.create(\"div\",\"mapboxgl-canary\",t)).style.visibility=\"hidden\",this._detectMissingCSS();var e=this._canvasContainer=r.create(\"div\",\"mapboxgl-canvas-container\",t);this._interactive&&e.classList.add(\"mapboxgl-interactive\"),this._canvas=r.create(\"canvas\",\"mapboxgl-canvas\",e),this._canvas.addEventListener(\"webglcontextlost\",this._contextLost,!1),this._canvas.addEventListener(\"webglcontextrestored\",this._contextRestored,!1),this._canvas.setAttribute(\"tabindex\",\"0\"),this._canvas.setAttribute(\"aria-label\",\"Map\"),this._canvas.setAttribute(\"role\",\"region\");var n=this._containerDimensions();this._resizeCanvas(n[0],n[1]);var i=this._controlContainer=r.create(\"div\",\"mapboxgl-control-container\",t),a=this._controlPositions={};[\"top-left\",\"top-right\",\"bottom-left\",\"bottom-right\"].forEach((function(t){a[t]=r.create(\"div\",\"mapboxgl-ctrl-\"+t,i)})),this._container.addEventListener(\"scroll\",this._onMapScroll,!1)},i.prototype._resizeCanvas=function(e,r){var n=t.browser.devicePixelRatio||1;this._canvas.width=n*e,this._canvas.height=n*r,this._canvas.style.width=e+\"px\",this._canvas.style.height=r+\"px\"},i.prototype._setupPainter=function(){var r=t.extend({},e.webGLContextAttributes,{failIfMajorPerformanceCaveat:this._failIfMajorPerformanceCaveat,preserveDrawingBuffer:this._preserveDrawingBuffer,antialias:this._antialias||!1}),n=this._canvas.getContext(\"webgl\",r)||this._canvas.getContext(\"experimental-webgl\",r);n?(this.painter=new Sn(n,this.transform),t.webpSupported.testSupport(n)):this.fire(new t.ErrorEvent(new Error(\"Failed to initialize WebGL\")))},i.prototype._contextLost=function(e){e.preventDefault(),this._frame&&(this._frame.cancel(),this._frame=null),this.fire(new t.Event(\"webglcontextlost\",{originalEvent:e}))},i.prototype._contextRestored=function(e){this._setupPainter(),this.resize(),this._update(),this.fire(new t.Event(\"webglcontextrestored\",{originalEvent:e}))},i.prototype._onMapScroll=function(t){if(t.target===this._container)return this._container.scrollTop=0,this._container.scrollLeft=0,!1},i.prototype.loaded=function(){return!this._styleDirty&&!this._sourcesDirty&&!!this.style&&this.style.loaded()},i.prototype._update=function(t){return this.style?(this._styleDirty=this._styleDirty||t,this._sourcesDirty=!0,this.triggerRepaint(),this):this},i.prototype._requestRenderFrame=function(t){return this._update(),this._renderTaskQueue.add(t)},i.prototype._cancelRenderFrame=function(t){this._renderTaskQueue.remove(t)},i.prototype._render=function(e){var r,n=this,i=0,a=this.painter.context.extTimerQuery;if(this.listens(\"gpu-timing-frame\")&&(r=a.createQueryEXT(),a.beginQueryEXT(a.TIME_ELAPSED_EXT,r),i=t.browser.now()),this.painter.context.setDirty(),this.painter.setBaseState(),this._renderTaskQueue.run(e),!this._removed){var o=!1;if(this.style&&this._styleDirty){this._styleDirty=!1;var s=this.transform.zoom,l=t.browser.now();this.style.zoomHistory.update(s,l);var c=new t.EvaluationParameters(s,{now:l,fadeDuration:this._fadeDuration,zoomHistory:this.style.zoomHistory,transition:this.style.getTransition()}),u=c.crossFadingFactor();1===u&&u===this._crossFadingFactor||(o=!0,this._crossFadingFactor=u),this.style.update(c)}if(this.style&&this._sourcesDirty&&(this._sourcesDirty=!1,this.style._updateSources(this.transform)),this._placementDirty=this.style&&this.style._updatePlacement(this.painter.transform,this.showCollisionBoxes,this._fadeDuration,this._crossSourceCollisions),this.painter.render(this.style,{showTileBoundaries:this.showTileBoundaries,showOverdrawInspector:this._showOverdrawInspector,rotating:this.isRotating(),zooming:this.isZooming(),moving:this.isMoving(),fadeDuration:this._fadeDuration,showPadding:this.showPadding,gpuTiming:!!this.listens(\"gpu-timing-layer\")}),this.fire(new t.Event(\"render\")),this.loaded()&&!this._loaded&&(this._loaded=!0,this.fire(new t.Event(\"load\"))),this.style&&(this.style.hasTransitions()||o)&&(this._styleDirty=!0),this.style&&!this._placementDirty&&this.style._releaseSymbolFadeTiles(),this.listens(\"gpu-timing-frame\")){var h=t.browser.now()-i;a.endQueryEXT(a.TIME_ELAPSED_EXT,r),setTimeout((function(){var e=a.getQueryObjectEXT(r,a.QUERY_RESULT_EXT)/1e6;a.deleteQueryEXT(r),n.fire(new t.Event(\"gpu-timing-frame\",{cpuTime:h,gpuTime:e}))}),50)}if(this.listens(\"gpu-timing-layer\")){var f=this.painter.collectGpuTimers();setTimeout((function(){var e=n.painter.queryGpuTimers(f);n.fire(new t.Event(\"gpu-timing-layer\",{layerTimes:e}))}),50)}var p=this._sourcesDirty||this._styleDirty||this._placementDirty;return p||this._repaint?this.triggerRepaint():!this.isMoving()&&this.loaded()&&this.fire(new t.Event(\"idle\")),!this._loaded||this._fullyLoaded||p||(this._fullyLoaded=!0),this}},i.prototype.remove=function(){this._hash&&this._hash.remove();for(var e=0,r=this._controls;e<r.length;e+=1)r[e].onRemove(this);this._controls=[],this._frame&&(this._frame.cancel(),this._frame=null),this._renderTaskQueue.clear(),this.painter.destroy(),this.handlers.destroy(),delete this.handlers,this.setStyle(null),void 0!==t.window&&(t.window.removeEventListener(\"resize\",this._onWindowResize,!1),t.window.removeEventListener(\"orientationchange\",this._onWindowResize,!1),t.window.removeEventListener(\"online\",this._onWindowOnline,!1));var n=this.painter.context.gl.getExtension(\"WEBGL_lose_context\");n&&n.loseContext&&n.loseContext(),Bi(this._canvasContainer),Bi(this._controlContainer),Bi(this._missingCSSCanary),this._container.classList.remove(\"mapboxgl-map\"),this._removed=!0,this.fire(new t.Event(\"remove\"))},i.prototype.triggerRepaint=function(){var e=this;this.style&&!this._frame&&(this._frame=t.browser.frame((function(t){e._frame=null,e._render(t)})))},i.prototype._onWindowOnline=function(){this._update()},i.prototype._onWindowResize=function(t){this._trackResize&&this.resize({originalEvent:t})._update()},a.showTileBoundaries.get=function(){return!!this._showTileBoundaries},a.showTileBoundaries.set=function(t){this._showTileBoundaries!==t&&(this._showTileBoundaries=t,this._update())},a.showPadding.get=function(){return!!this._showPadding},a.showPadding.set=function(t){this._showPadding!==t&&(this._showPadding=t,this._update())},a.showCollisionBoxes.get=function(){return!!this._showCollisionBoxes},a.showCollisionBoxes.set=function(t){this._showCollisionBoxes!==t&&(this._showCollisionBoxes=t,t?this.style._generateCollisionBoxes():this._update())},a.showOverdrawInspector.get=function(){return!!this._showOverdrawInspector},a.showOverdrawInspector.set=function(t){this._showOverdrawInspector!==t&&(this._showOverdrawInspector=t,this._update())},a.repaint.get=function(){return!!this._repaint},a.repaint.set=function(t){this._repaint!==t&&(this._repaint=t,this.triggerRepaint())},a.vertices.get=function(){return!!this._vertices},a.vertices.set=function(t){this._vertices=t,this._update()},i.prototype._setCacheLimits=function(e,r){t.setCacheLimits(e,r)},a.version.get=function(){return t.version},Object.defineProperties(i.prototype,a),i}(Si);function Bi(t){t.parentNode&&t.parentNode.removeChild(t)}var Ni={showCompass:!0,showZoom:!0,visualizePitch:!1},ji=function(e){var n=this;this.options=t.extend({},Ni,e),this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),this._container.addEventListener(\"contextmenu\",(function(t){return t.preventDefault()})),this.options.showZoom&&(t.bindAll([\"_setButtonTitle\",\"_updateZoomButtons\"],this),this._zoomInButton=this._createButton(\"mapboxgl-ctrl-zoom-in\",(function(t){return n._map.zoomIn({},{originalEvent:t})})),r.create(\"span\",\"mapboxgl-ctrl-icon\",this._zoomInButton).setAttribute(\"aria-hidden\",!0),this._zoomOutButton=this._createButton(\"mapboxgl-ctrl-zoom-out\",(function(t){return n._map.zoomOut({},{originalEvent:t})})),r.create(\"span\",\"mapboxgl-ctrl-icon\",this._zoomOutButton).setAttribute(\"aria-hidden\",!0)),this.options.showCompass&&(t.bindAll([\"_rotateCompassArrow\"],this),this._compass=this._createButton(\"mapboxgl-ctrl-compass\",(function(t){n.options.visualizePitch?n._map.resetNorthPitch({},{originalEvent:t}):n._map.resetNorth({},{originalEvent:t})})),this._compassIcon=r.create(\"span\",\"mapboxgl-ctrl-icon\",this._compass),this._compassIcon.setAttribute(\"aria-hidden\",!0))};ji.prototype._updateZoomButtons=function(){var t=this._map.getZoom(),e=t===this._map.getMaxZoom(),r=t===this._map.getMinZoom();this._zoomInButton.disabled=e,this._zoomOutButton.disabled=r,this._zoomInButton.setAttribute(\"aria-disabled\",e.toString()),this._zoomOutButton.setAttribute(\"aria-disabled\",r.toString())},ji.prototype._rotateCompassArrow=function(){var t=this.options.visualizePitch?\"scale(\"+1/Math.pow(Math.cos(this._map.transform.pitch*(Math.PI/180)),.5)+\") rotateX(\"+this._map.transform.pitch+\"deg) rotateZ(\"+this._map.transform.angle*(180/Math.PI)+\"deg)\":\"rotate(\"+this._map.transform.angle*(180/Math.PI)+\"deg)\";this._compassIcon.style.transform=t},ji.prototype.onAdd=function(t){return this._map=t,this.options.showZoom&&(this._setButtonTitle(this._zoomInButton,\"ZoomIn\"),this._setButtonTitle(this._zoomOutButton,\"ZoomOut\"),this._map.on(\"zoom\",this._updateZoomButtons),this._updateZoomButtons()),this.options.showCompass&&(this._setButtonTitle(this._compass,\"ResetBearing\"),this.options.visualizePitch&&this._map.on(\"pitch\",this._rotateCompassArrow),this._map.on(\"rotate\",this._rotateCompassArrow),this._rotateCompassArrow(),this._handler=new Ui(this._map,this._compass,this.options.visualizePitch)),this._container},ji.prototype.onRemove=function(){r.remove(this._container),this.options.showZoom&&this._map.off(\"zoom\",this._updateZoomButtons),this.options.showCompass&&(this.options.visualizePitch&&this._map.off(\"pitch\",this._rotateCompassArrow),this._map.off(\"rotate\",this._rotateCompassArrow),this._handler.off(),delete this._handler),delete this._map},ji.prototype._createButton=function(t,e){var n=r.create(\"button\",t,this._container);return n.type=\"button\",n.addEventListener(\"click\",e),n},ji.prototype._setButtonTitle=function(t,e){var r=this._map._getUIString(\"NavigationControl.\"+e);t.title=r,t.setAttribute(\"aria-label\",r)};var Ui=function(e,n,i){void 0===i&&(i=!1),this._clickTolerance=10,this.element=n,this.mouseRotate=new ei({clickTolerance:e.dragRotate._mouseRotate._clickTolerance}),this.map=e,i&&(this.mousePitch=new ri({clickTolerance:e.dragRotate._mousePitch._clickTolerance})),t.bindAll([\"mousedown\",\"mousemove\",\"mouseup\",\"touchstart\",\"touchmove\",\"touchend\",\"reset\"],this),r.addEventListener(n,\"mousedown\",this.mousedown),r.addEventListener(n,\"touchstart\",this.touchstart,{passive:!1}),r.addEventListener(n,\"touchmove\",this.touchmove),r.addEventListener(n,\"touchend\",this.touchend),r.addEventListener(n,\"touchcancel\",this.reset)};function Vi(e,r,n){if(e=new t.LngLat(e.lng,e.lat),r){var i=new t.LngLat(e.lng-360,e.lat),a=new t.LngLat(e.lng+360,e.lat),o=n.locationPoint(e).distSqr(r);n.locationPoint(i).distSqr(r)<o?e=i:n.locationPoint(a).distSqr(r)<o&&(e=a)}for(;Math.abs(e.lng-n.center.lng)>180;){var s=n.locationPoint(e);if(s.x>=0&&s.y>=0&&s.x<=n.width&&s.y<=n.height)break;e.lng>n.center.lng?e.lng-=360:e.lng+=360}return e}Ui.prototype.down=function(t,e){this.mouseRotate.mousedown(t,e),this.mousePitch&&this.mousePitch.mousedown(t,e),r.disableDrag()},Ui.prototype.move=function(t,e){var r=this.map,n=this.mouseRotate.mousemoveWindow(t,e);if(n&&n.bearingDelta&&r.setBearing(r.getBearing()+n.bearingDelta),this.mousePitch){var i=this.mousePitch.mousemoveWindow(t,e);i&&i.pitchDelta&&r.setPitch(r.getPitch()+i.pitchDelta)}},Ui.prototype.off=function(){var t=this.element;r.removeEventListener(t,\"mousedown\",this.mousedown),r.removeEventListener(t,\"touchstart\",this.touchstart,{passive:!1}),r.removeEventListener(t,\"touchmove\",this.touchmove),r.removeEventListener(t,\"touchend\",this.touchend),r.removeEventListener(t,\"touchcancel\",this.reset),this.offTemp()},Ui.prototype.offTemp=function(){r.enableDrag(),r.removeEventListener(t.window,\"mousemove\",this.mousemove),r.removeEventListener(t.window,\"mouseup\",this.mouseup)},Ui.prototype.mousedown=function(e){this.down(t.extend({},e,{ctrlKey:!0,preventDefault:function(){return e.preventDefault()}}),r.mousePos(this.element,e)),r.addEventListener(t.window,\"mousemove\",this.mousemove),r.addEventListener(t.window,\"mouseup\",this.mouseup)},Ui.prototype.mousemove=function(t){this.move(t,r.mousePos(this.element,t))},Ui.prototype.mouseup=function(t){this.mouseRotate.mouseupWindow(t),this.mousePitch&&this.mousePitch.mouseupWindow(t),this.offTemp()},Ui.prototype.touchstart=function(t){1!==t.targetTouches.length?this.reset():(this._startPos=this._lastPos=r.touchPos(this.element,t.targetTouches)[0],this.down({type:\"mousedown\",button:0,ctrlKey:!0,preventDefault:function(){return t.preventDefault()}},this._startPos))},Ui.prototype.touchmove=function(t){1!==t.targetTouches.length?this.reset():(this._lastPos=r.touchPos(this.element,t.targetTouches)[0],this.move({preventDefault:function(){return t.preventDefault()}},this._lastPos))},Ui.prototype.touchend=function(t){0===t.targetTouches.length&&this._startPos&&this._lastPos&&this._startPos.dist(this._lastPos)<this._clickTolerance&&this.element.click(),this.reset()},Ui.prototype.reset=function(){this.mouseRotate.reset(),this.mousePitch&&this.mousePitch.reset(),delete this._startPos,delete this._lastPos,this.offTemp()};var qi={center:\"translate(-50%,-50%)\",top:\"translate(-50%,0)\",\"top-left\":\"translate(0,0)\",\"top-right\":\"translate(-100%,0)\",bottom:\"translate(-50%,-100%)\",\"bottom-left\":\"translate(0,-100%)\",\"bottom-right\":\"translate(-100%,-100%)\",left:\"translate(0,-50%)\",right:\"translate(-100%,-50%)\"};function Hi(t,e,r){var n=t.classList;for(var i in qi)n.remove(\"mapboxgl-\"+r+\"-anchor-\"+i);n.add(\"mapboxgl-\"+r+\"-anchor-\"+e)}var Gi,Zi=function(e){function n(n,i){if(e.call(this),(n instanceof t.window.HTMLElement||i)&&(n=t.extend({element:n},i)),t.bindAll([\"_update\",\"_onMove\",\"_onUp\",\"_addDragHandler\",\"_onMapClick\",\"_onKeyPress\"],this),this._anchor=n&&n.anchor||\"center\",this._color=n&&n.color||\"#3FB1CE\",this._scale=n&&n.scale||1,this._draggable=n&&n.draggable||!1,this._clickTolerance=n&&n.clickTolerance||0,this._isDragging=!1,this._state=\"inactive\",this._rotation=n&&n.rotation||0,this._rotationAlignment=n&&n.rotationAlignment||\"auto\",this._pitchAlignment=n&&n.pitchAlignment&&\"auto\"!==n.pitchAlignment?n.pitchAlignment:this._rotationAlignment,n&&n.element)this._element=n.element,this._offset=t.Point.convert(n&&n.offset||[0,0]);else{this._defaultMarker=!0,this._element=r.create(\"div\"),this._element.setAttribute(\"aria-label\",\"Map marker\");var a=r.createNS(\"http://www.w3.org/2000/svg\",\"svg\");a.setAttributeNS(null,\"display\",\"block\"),a.setAttributeNS(null,\"height\",\"41px\"),a.setAttributeNS(null,\"width\",\"27px\"),a.setAttributeNS(null,\"viewBox\",\"0 0 27 41\");var o=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");o.setAttributeNS(null,\"stroke\",\"none\"),o.setAttributeNS(null,\"stroke-width\",\"1\"),o.setAttributeNS(null,\"fill\",\"none\"),o.setAttributeNS(null,\"fill-rule\",\"evenodd\");var s=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");s.setAttributeNS(null,\"fill-rule\",\"nonzero\");var l=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");l.setAttributeNS(null,\"transform\",\"translate(3.0, 29.0)\"),l.setAttributeNS(null,\"fill\",\"#000000\");for(var c=0,u=[{rx:\"10.5\",ry:\"5.25002273\"},{rx:\"10.5\",ry:\"5.25002273\"},{rx:\"9.5\",ry:\"4.77275007\"},{rx:\"8.5\",ry:\"4.29549936\"},{rx:\"7.5\",ry:\"3.81822308\"},{rx:\"6.5\",ry:\"3.34094679\"},{rx:\"5.5\",ry:\"2.86367051\"},{rx:\"4.5\",ry:\"2.38636864\"}];c<u.length;c+=1){var h=u[c],f=r.createNS(\"http://www.w3.org/2000/svg\",\"ellipse\");f.setAttributeNS(null,\"opacity\",\"0.04\"),f.setAttributeNS(null,\"cx\",\"10.5\"),f.setAttributeNS(null,\"cy\",\"5.80029008\"),f.setAttributeNS(null,\"rx\",h.rx),f.setAttributeNS(null,\"ry\",h.ry),l.appendChild(f)}var p=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");p.setAttributeNS(null,\"fill\",this._color);var d=r.createNS(\"http://www.w3.org/2000/svg\",\"path\");d.setAttributeNS(null,\"d\",\"M27,13.5 C27,19.074644 20.250001,27.000002 14.75,34.500002 C14.016665,35.500004 12.983335,35.500004 12.25,34.500002 C6.7499993,27.000002 0,19.222562 0,13.5 C0,6.0441559 6.0441559,0 13.5,0 C20.955844,0 27,6.0441559 27,13.5 Z\"),p.appendChild(d);var m=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");m.setAttributeNS(null,\"opacity\",\"0.25\"),m.setAttributeNS(null,\"fill\",\"#000000\");var g=r.createNS(\"http://www.w3.org/2000/svg\",\"path\");g.setAttributeNS(null,\"d\",\"M13.5,0 C6.0441559,0 0,6.0441559 0,13.5 C0,19.222562 6.7499993,27 12.25,34.5 C13,35.522727 14.016664,35.500004 14.75,34.5 C20.250001,27 27,19.074644 27,13.5 C27,6.0441559 20.955844,0 13.5,0 Z M13.5,1 C20.415404,1 26,6.584596 26,13.5 C26,15.898657 24.495584,19.181431 22.220703,22.738281 C19.945823,26.295132 16.705119,30.142167 13.943359,33.908203 C13.743445,34.180814 13.612715,34.322738 13.5,34.441406 C13.387285,34.322738 13.256555,34.180814 13.056641,33.908203 C10.284481,30.127985 7.4148684,26.314159 5.015625,22.773438 C2.6163816,19.232715 1,15.953538 1,13.5 C1,6.584596 6.584596,1 13.5,1 Z\"),m.appendChild(g);var y=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");y.setAttributeNS(null,\"transform\",\"translate(6.0, 7.0)\"),y.setAttributeNS(null,\"fill\",\"#FFFFFF\");var v=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");v.setAttributeNS(null,\"transform\",\"translate(8.0, 8.0)\");var x=r.createNS(\"http://www.w3.org/2000/svg\",\"circle\");x.setAttributeNS(null,\"fill\",\"#000000\"),x.setAttributeNS(null,\"opacity\",\"0.25\"),x.setAttributeNS(null,\"cx\",\"5.5\"),x.setAttributeNS(null,\"cy\",\"5.5\"),x.setAttributeNS(null,\"r\",\"5.4999962\");var _=r.createNS(\"http://www.w3.org/2000/svg\",\"circle\");_.setAttributeNS(null,\"fill\",\"#FFFFFF\"),_.setAttributeNS(null,\"cx\",\"5.5\"),_.setAttributeNS(null,\"cy\",\"5.5\"),_.setAttributeNS(null,\"r\",\"5.4999962\"),v.appendChild(x),v.appendChild(_),s.appendChild(l),s.appendChild(p),s.appendChild(m),s.appendChild(y),s.appendChild(v),a.appendChild(s),a.setAttributeNS(null,\"height\",41*this._scale+\"px\"),a.setAttributeNS(null,\"width\",27*this._scale+\"px\"),this._element.appendChild(a),this._offset=t.Point.convert(n&&n.offset||[0,-14])}this._element.classList.add(\"mapboxgl-marker\"),this._element.addEventListener(\"dragstart\",(function(t){t.preventDefault()})),this._element.addEventListener(\"mousedown\",(function(t){t.preventDefault()})),Hi(this._element,this._anchor,\"marker\"),this._popup=null}return e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n,n.prototype.addTo=function(t){return this.remove(),this._map=t,t.getCanvasContainer().appendChild(this._element),t.on(\"move\",this._update),t.on(\"moveend\",this._update),this.setDraggable(this._draggable),this._update(),this._map.on(\"click\",this._onMapClick),this},n.prototype.remove=function(){return this._map&&(this._map.off(\"click\",this._onMapClick),this._map.off(\"move\",this._update),this._map.off(\"moveend\",this._update),this._map.off(\"mousedown\",this._addDragHandler),this._map.off(\"touchstart\",this._addDragHandler),this._map.off(\"mouseup\",this._onUp),this._map.off(\"touchend\",this._onUp),this._map.off(\"mousemove\",this._onMove),this._map.off(\"touchmove\",this._onMove),delete this._map),r.remove(this._element),this._popup&&this._popup.remove(),this},n.prototype.getLngLat=function(){return this._lngLat},n.prototype.setLngLat=function(e){return this._lngLat=t.LngLat.convert(e),this._pos=null,this._popup&&this._popup.setLngLat(this._lngLat),this._update(),this},n.prototype.getElement=function(){return this._element},n.prototype.setPopup=function(t){if(this._popup&&(this._popup.remove(),this._popup=null,this._element.removeEventListener(\"keypress\",this._onKeyPress),this._originalTabIndex||this._element.removeAttribute(\"tabindex\")),t){if(!(\"offset\"in t.options)){var e=13.5,r=Math.sqrt(Math.pow(e,2)/2);t.options.offset=this._defaultMarker?{top:[0,0],\"top-left\":[0,0],\"top-right\":[0,0],bottom:[0,-38.1],\"bottom-left\":[r,-1*(24.6+r)],\"bottom-right\":[-r,-1*(24.6+r)],left:[e,-24.6],right:[-13.5,-24.6]}:this._offset}this._popup=t,this._lngLat&&this._popup.setLngLat(this._lngLat),this._originalTabIndex=this._element.getAttribute(\"tabindex\"),this._originalTabIndex||this._element.setAttribute(\"tabindex\",\"0\"),this._element.addEventListener(\"keypress\",this._onKeyPress)}return this},n.prototype._onKeyPress=function(t){var e=t.code,r=t.charCode||t.keyCode;\"Space\"!==e&&\"Enter\"!==e&&32!==r&&13!==r||this.togglePopup()},n.prototype._onMapClick=function(t){var e=t.originalEvent.target,r=this._element;this._popup&&(e===r||r.contains(e))&&this.togglePopup()},n.prototype.getPopup=function(){return this._popup},n.prototype.togglePopup=function(){var t=this._popup;return t?(t.isOpen()?t.remove():t.addTo(this._map),this):this},n.prototype._update=function(t){if(this._map){this._map.transform.renderWorldCopies&&(this._lngLat=Vi(this._lngLat,this._pos,this._map.transform)),this._pos=this._map.project(this._lngLat)._add(this._offset);var e=\"\";\"viewport\"===this._rotationAlignment||\"auto\"===this._rotationAlignment?e=\"rotateZ(\"+this._rotation+\"deg)\":\"map\"===this._rotationAlignment&&(e=\"rotateZ(\"+(this._rotation-this._map.getBearing())+\"deg)\");var n=\"\";\"viewport\"===this._pitchAlignment||\"auto\"===this._pitchAlignment?n=\"rotateX(0deg)\":\"map\"===this._pitchAlignment&&(n=\"rotateX(\"+this._map.getPitch()+\"deg)\"),t&&\"moveend\"!==t.type||(this._pos=this._pos.round()),r.setTransform(this._element,qi[this._anchor]+\" translate(\"+this._pos.x+\"px, \"+this._pos.y+\"px) \"+n+\" \"+e)}},n.prototype.getOffset=function(){return this._offset},n.prototype.setOffset=function(e){return this._offset=t.Point.convert(e),this._update(),this},n.prototype._onMove=function(e){if(!this._isDragging){var r=this._clickTolerance||this._map._clickTolerance;this._isDragging=e.point.dist(this._pointerdownPos)>=r}this._isDragging&&(this._pos=e.point.sub(this._positionDelta),this._lngLat=this._map.unproject(this._pos),this.setLngLat(this._lngLat),this._element.style.pointerEvents=\"none\",\"pending\"===this._state&&(this._state=\"active\",this.fire(new t.Event(\"dragstart\"))),this.fire(new t.Event(\"drag\")))},n.prototype._onUp=function(){this._element.style.pointerEvents=\"auto\",this._positionDelta=null,this._pointerdownPos=null,this._isDragging=!1,this._map.off(\"mousemove\",this._onMove),this._map.off(\"touchmove\",this._onMove),\"active\"===this._state&&this.fire(new t.Event(\"dragend\")),this._state=\"inactive\"},n.prototype._addDragHandler=function(t){this._element.contains(t.originalEvent.target)&&(t.preventDefault(),this._positionDelta=t.point.sub(this._pos).add(this._offset),this._pointerdownPos=t.point,this._state=\"pending\",this._map.on(\"mousemove\",this._onMove),this._map.on(\"touchmove\",this._onMove),this._map.once(\"mouseup\",this._onUp),this._map.once(\"touchend\",this._onUp))},n.prototype.setDraggable=function(t){return this._draggable=!!t,this._map&&(t?(this._map.on(\"mousedown\",this._addDragHandler),this._map.on(\"touchstart\",this._addDragHandler)):(this._map.off(\"mousedown\",this._addDragHandler),this._map.off(\"touchstart\",this._addDragHandler))),this},n.prototype.isDraggable=function(){return this._draggable},n.prototype.setRotation=function(t){return this._rotation=t||0,this._update(),this},n.prototype.getRotation=function(){return this._rotation},n.prototype.setRotationAlignment=function(t){return this._rotationAlignment=t||\"auto\",this._update(),this},n.prototype.getRotationAlignment=function(){return this._rotationAlignment},n.prototype.setPitchAlignment=function(t){return this._pitchAlignment=t&&\"auto\"!==t?t:this._rotationAlignment,this._update(),this},n.prototype.getPitchAlignment=function(){return this._pitchAlignment},n}(t.Evented),Wi={positionOptions:{enableHighAccuracy:!1,maximumAge:0,timeout:6e3},fitBoundsOptions:{maxZoom:15},trackUserLocation:!1,showAccuracyCircle:!0,showUserLocation:!0};var Yi=0,Xi=!1,$i=function(e){function n(r){e.call(this),this.options=t.extend({},Wi,r),t.bindAll([\"_onSuccess\",\"_onError\",\"_onZoom\",\"_finish\",\"_setupUI\",\"_updateCamera\",\"_updateMarker\"],this)}return e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n,n.prototype.onAdd=function(e){return this._map=e,this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),n=this._setupUI,void 0!==Gi?n(Gi):void 0!==t.window.navigator.permissions?t.window.navigator.permissions.query({name:\"geolocation\"}).then((function(t){Gi=\"denied\"!==t.state,n(Gi)})):(Gi=!!t.window.navigator.geolocation,n(Gi)),this._container;var n},n.prototype.onRemove=function(){void 0!==this._geolocationWatchID&&(t.window.navigator.geolocation.clearWatch(this._geolocationWatchID),this._geolocationWatchID=void 0),this.options.showUserLocation&&this._userLocationDotMarker&&this._userLocationDotMarker.remove(),this.options.showAccuracyCircle&&this._accuracyCircleMarker&&this._accuracyCircleMarker.remove(),r.remove(this._container),this._map.off(\"zoom\",this._onZoom),this._map=void 0,Yi=0,Xi=!1},n.prototype._isOutOfMapMaxBounds=function(t){var e=this._map.getMaxBounds(),r=t.coords;return e&&(r.longitude<e.getWest()||r.longitude>e.getEast()||r.latitude<e.getSouth()||r.latitude>e.getNorth())},n.prototype._setErrorState=function(){switch(this._watchState){case\"WAITING_ACTIVE\":this._watchState=\"ACTIVE_ERROR\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active-error\");break;case\"ACTIVE_LOCK\":this._watchState=\"ACTIVE_ERROR\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\");break;case\"BACKGROUND\":this._watchState=\"BACKGROUND_ERROR\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\")}},n.prototype._onSuccess=function(e){if(this._map){if(this._isOutOfMapMaxBounds(e))return this._setErrorState(),this.fire(new t.Event(\"outofmaxbounds\",e)),this._updateMarker(),void this._finish();if(this.options.trackUserLocation)switch(this._lastKnownPosition=e,this._watchState){case\"WAITING_ACTIVE\":case\"ACTIVE_LOCK\":case\"ACTIVE_ERROR\":this._watchState=\"ACTIVE_LOCK\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active\");break;case\"BACKGROUND\":case\"BACKGROUND_ERROR\":this._watchState=\"BACKGROUND\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\")}this.options.showUserLocation&&\"OFF\"!==this._watchState&&this._updateMarker(e),this.options.trackUserLocation&&\"ACTIVE_LOCK\"!==this._watchState||this._updateCamera(e),this.options.showUserLocation&&this._dotElement.classList.remove(\"mapboxgl-user-location-dot-stale\"),this.fire(new t.Event(\"geolocate\",e)),this._finish()}},n.prototype._updateCamera=function(e){var r=new t.LngLat(e.coords.longitude,e.coords.latitude),n=e.coords.accuracy,i=this._map.getBearing(),a=t.extend({bearing:i},this.options.fitBoundsOptions);this._map.fitBounds(r.toBounds(n),a,{geolocateSource:!0})},n.prototype._updateMarker=function(e){if(e){var r=new t.LngLat(e.coords.longitude,e.coords.latitude);this._accuracyCircleMarker.setLngLat(r).addTo(this._map),this._userLocationDotMarker.setLngLat(r).addTo(this._map),this._accuracy=e.coords.accuracy,this.options.showUserLocation&&this.options.showAccuracyCircle&&this._updateCircleRadius()}else this._userLocationDotMarker.remove(),this._accuracyCircleMarker.remove()},n.prototype._updateCircleRadius=function(){var t=this._map._container.clientHeight/2,e=this._map.unproject([0,t]),r=this._map.unproject([1,t]),n=e.distanceTo(r),i=Math.ceil(2*this._accuracy/n);this._circleElement.style.width=i+\"px\",this._circleElement.style.height=i+\"px\"},n.prototype._onZoom=function(){this.options.showUserLocation&&this.options.showAccuracyCircle&&this._updateCircleRadius()},n.prototype._onError=function(e){if(this._map){if(this.options.trackUserLocation)if(1===e.code){this._watchState=\"OFF\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background-error\"),this._geolocateButton.disabled=!0;var r=this._map._getUIString(\"GeolocateControl.LocationNotAvailable\");this._geolocateButton.title=r,this._geolocateButton.setAttribute(\"aria-label\",r),void 0!==this._geolocationWatchID&&this._clearWatch()}else{if(3===e.code&&Xi)return;this._setErrorState()}\"OFF\"!==this._watchState&&this.options.showUserLocation&&this._dotElement.classList.add(\"mapboxgl-user-location-dot-stale\"),this.fire(new t.Event(\"error\",e)),this._finish()}},n.prototype._finish=function(){this._timeoutId&&clearTimeout(this._timeoutId),this._timeoutId=void 0},n.prototype._setupUI=function(e){var n=this;if(this._container.addEventListener(\"contextmenu\",(function(t){return t.preventDefault()})),this._geolocateButton=r.create(\"button\",\"mapboxgl-ctrl-geolocate\",this._container),r.create(\"span\",\"mapboxgl-ctrl-icon\",this._geolocateButton).setAttribute(\"aria-hidden\",!0),this._geolocateButton.type=\"button\",!1===e){t.warnOnce(\"Geolocation support is not available so the GeolocateControl will be disabled.\");var i=this._map._getUIString(\"GeolocateControl.LocationNotAvailable\");this._geolocateButton.disabled=!0,this._geolocateButton.title=i,this._geolocateButton.setAttribute(\"aria-label\",i)}else{var a=this._map._getUIString(\"GeolocateControl.FindMyLocation\");this._geolocateButton.title=a,this._geolocateButton.setAttribute(\"aria-label\",a)}this.options.trackUserLocation&&(this._geolocateButton.setAttribute(\"aria-pressed\",\"false\"),this._watchState=\"OFF\"),this.options.showUserLocation&&(this._dotElement=r.create(\"div\",\"mapboxgl-user-location-dot\"),this._userLocationDotMarker=new Zi(this._dotElement),this._circleElement=r.create(\"div\",\"mapboxgl-user-location-accuracy-circle\"),this._accuracyCircleMarker=new Zi({element:this._circleElement,pitchAlignment:\"map\"}),this.options.trackUserLocation&&(this._watchState=\"OFF\"),this._map.on(\"zoom\",this._onZoom)),this._geolocateButton.addEventListener(\"click\",this.trigger.bind(this)),this._setup=!0,this.options.trackUserLocation&&this._map.on(\"movestart\",(function(e){var r=e.originalEvent&&\"resize\"===e.originalEvent.type;e.geolocateSource||\"ACTIVE_LOCK\"!==n._watchState||r||(n._watchState=\"BACKGROUND\",n._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\"),n._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),n.fire(new t.Event(\"trackuserlocationend\")))}))},n.prototype.trigger=function(){if(!this._setup)return t.warnOnce(\"Geolocate control triggered before added to a map\"),!1;if(this.options.trackUserLocation){switch(this._watchState){case\"OFF\":this._watchState=\"WAITING_ACTIVE\",this.fire(new t.Event(\"trackuserlocationstart\"));break;case\"WAITING_ACTIVE\":case\"ACTIVE_LOCK\":case\"ACTIVE_ERROR\":case\"BACKGROUND_ERROR\":Yi--,Xi=!1,this._watchState=\"OFF\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background-error\"),this.fire(new t.Event(\"trackuserlocationend\"));break;case\"BACKGROUND\":this._watchState=\"ACTIVE_LOCK\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._lastKnownPosition&&this._updateCamera(this._lastKnownPosition),this.fire(new t.Event(\"trackuserlocationstart\"))}switch(this._watchState){case\"WAITING_ACTIVE\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active\");break;case\"ACTIVE_LOCK\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active\");break;case\"ACTIVE_ERROR\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active-error\");break;case\"BACKGROUND\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\");break;case\"BACKGROUND_ERROR\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background-error\")}if(\"OFF\"===this._watchState&&void 0!==this._geolocationWatchID)this._clearWatch();else if(void 0===this._geolocationWatchID){var e;this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.setAttribute(\"aria-pressed\",\"true\"),++Yi>1?(e={maximumAge:6e5,timeout:0},Xi=!0):(e=this.options.positionOptions,Xi=!1),this._geolocationWatchID=t.window.navigator.geolocation.watchPosition(this._onSuccess,this._onError,e)}}else t.window.navigator.geolocation.getCurrentPosition(this._onSuccess,this._onError,this.options.positionOptions),this._timeoutId=setTimeout(this._finish,1e4);return!0},n.prototype._clearWatch=function(){t.window.navigator.geolocation.clearWatch(this._geolocationWatchID),this._geolocationWatchID=void 0,this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.setAttribute(\"aria-pressed\",\"false\"),this.options.showUserLocation&&this._updateMarker(null)},n}(t.Evented),Ji={maxWidth:100,unit:\"metric\"},Ki=function(e){this.options=t.extend({},Ji,e),t.bindAll([\"_onMove\",\"setUnit\"],this)};function Qi(t,e,r){var n=r&&r.maxWidth||100,i=t._container.clientHeight/2,a=t.unproject([0,i]),o=t.unproject([n,i]),s=a.distanceTo(o);if(r&&\"imperial\"===r.unit){var l=3.2808*s;l>5280?ta(e,n,l/5280,t._getUIString(\"ScaleControl.Miles\")):ta(e,n,l,t._getUIString(\"ScaleControl.Feet\"))}else r&&\"nautical\"===r.unit?ta(e,n,s/1852,t._getUIString(\"ScaleControl.NauticalMiles\")):s>=1e3?ta(e,n,s/1e3,t._getUIString(\"ScaleControl.Kilometers\")):ta(e,n,s,t._getUIString(\"ScaleControl.Meters\"))}function ta(t,e,r,n){var i,a,o,s=(i=r,(a=Math.pow(10,(\"\"+Math.floor(i)).length-1))*((o=i/a)>=10?10:o>=5?5:o>=3?3:o>=2?2:o>=1?1:function(t){var e=Math.pow(10,Math.ceil(-Math.log(t)/Math.LN10));return Math.round(t*e)/e}(o))),l=s/r;t.style.width=e*l+\"px\",t.innerHTML=s+\"&nbsp;\"+n}Ki.prototype.getDefaultPosition=function(){return\"bottom-left\"},Ki.prototype._onMove=function(){Qi(this._map,this._container,this.options)},Ki.prototype.onAdd=function(t){return this._map=t,this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-scale\",t.getContainer()),this._map.on(\"move\",this._onMove),this._onMove(),this._container},Ki.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"move\",this._onMove),this._map=void 0},Ki.prototype.setUnit=function(t){this.options.unit=t,Qi(this._map,this._container,this.options)};var ea=function(e){this._fullscreen=!1,e&&e.container&&(e.container instanceof t.window.HTMLElement?this._container=e.container:t.warnOnce(\"Full screen control 'container' must be a DOM element.\")),t.bindAll([\"_onClickFullscreen\",\"_changeIcon\"],this),\"onfullscreenchange\"in t.window.document?this._fullscreenchange=\"fullscreenchange\":\"onmozfullscreenchange\"in t.window.document?this._fullscreenchange=\"mozfullscreenchange\":\"onwebkitfullscreenchange\"in t.window.document?this._fullscreenchange=\"webkitfullscreenchange\":\"onmsfullscreenchange\"in t.window.document&&(this._fullscreenchange=\"MSFullscreenChange\")};ea.prototype.onAdd=function(e){return this._map=e,this._container||(this._container=this._map.getContainer()),this._controlContainer=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),this._checkFullscreenSupport()?this._setupUI():(this._controlContainer.style.display=\"none\",t.warnOnce(\"This device does not support fullscreen mode.\")),this._controlContainer},ea.prototype.onRemove=function(){r.remove(this._controlContainer),this._map=null,t.window.document.removeEventListener(this._fullscreenchange,this._changeIcon)},ea.prototype._checkFullscreenSupport=function(){return!!(t.window.document.fullscreenEnabled||t.window.document.mozFullScreenEnabled||t.window.document.msFullscreenEnabled||t.window.document.webkitFullscreenEnabled)},ea.prototype._setupUI=function(){var e=this._fullscreenButton=r.create(\"button\",\"mapboxgl-ctrl-fullscreen\",this._controlContainer);r.create(\"span\",\"mapboxgl-ctrl-icon\",e).setAttribute(\"aria-hidden\",!0),e.type=\"button\",this._updateTitle(),this._fullscreenButton.addEventListener(\"click\",this._onClickFullscreen),t.window.document.addEventListener(this._fullscreenchange,this._changeIcon)},ea.prototype._updateTitle=function(){var t=this._getTitle();this._fullscreenButton.setAttribute(\"aria-label\",t),this._fullscreenButton.title=t},ea.prototype._getTitle=function(){return this._map._getUIString(this._isFullscreen()?\"FullscreenControl.Exit\":\"FullscreenControl.Enter\")},ea.prototype._isFullscreen=function(){return this._fullscreen},ea.prototype._changeIcon=function(){(t.window.document.fullscreenElement||t.window.document.mozFullScreenElement||t.window.document.webkitFullscreenElement||t.window.document.msFullscreenElement)===this._container!==this._fullscreen&&(this._fullscreen=!this._fullscreen,this._fullscreenButton.classList.toggle(\"mapboxgl-ctrl-shrink\"),this._fullscreenButton.classList.toggle(\"mapboxgl-ctrl-fullscreen\"),this._updateTitle())},ea.prototype._onClickFullscreen=function(){this._isFullscreen()?t.window.document.exitFullscreen?t.window.document.exitFullscreen():t.window.document.mozCancelFullScreen?t.window.document.mozCancelFullScreen():t.window.document.msExitFullscreen?t.window.document.msExitFullscreen():t.window.document.webkitCancelFullScreen&&t.window.document.webkitCancelFullScreen():this._container.requestFullscreen?this._container.requestFullscreen():this._container.mozRequestFullScreen?this._container.mozRequestFullScreen():this._container.msRequestFullscreen?this._container.msRequestFullscreen():this._container.webkitRequestFullscreen&&this._container.webkitRequestFullscreen()};var ra={closeButton:!0,closeOnClick:!0,focusAfterOpen:!0,className:\"\",maxWidth:\"240px\"},na=[\"a[href]\",\"[tabindex]:not([tabindex='-1'])\",\"[contenteditable]:not([contenteditable='false'])\",\"button:not([disabled])\",\"input:not([disabled])\",\"select:not([disabled])\",\"textarea:not([disabled])\"].join(\", \"),ia=function(e){function n(r){e.call(this),this.options=t.extend(Object.create(ra),r),t.bindAll([\"_update\",\"_onClose\",\"remove\",\"_onMouseMove\",\"_onMouseUp\",\"_onDrag\"],this)}return e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n,n.prototype.addTo=function(e){return this._map&&this.remove(),this._map=e,this.options.closeOnClick&&this._map.on(\"click\",this._onClose),this.options.closeOnMove&&this._map.on(\"move\",this._onClose),this._map.on(\"remove\",this.remove),this._update(),this._focusFirstElement(),this._trackPointer?(this._map.on(\"mousemove\",this._onMouseMove),this._map.on(\"mouseup\",this._onMouseUp),this._container&&this._container.classList.add(\"mapboxgl-popup-track-pointer\"),this._map._canvasContainer.classList.add(\"mapboxgl-track-pointer\")):this._map.on(\"move\",this._update),this.fire(new t.Event(\"open\")),this},n.prototype.isOpen=function(){return!!this._map},n.prototype.remove=function(){return this._content&&r.remove(this._content),this._container&&(r.remove(this._container),delete this._container),this._map&&(this._map.off(\"move\",this._update),this._map.off(\"move\",this._onClose),this._map.off(\"click\",this._onClose),this._map.off(\"remove\",this.remove),this._map.off(\"mousemove\",this._onMouseMove),this._map.off(\"mouseup\",this._onMouseUp),this._map.off(\"drag\",this._onDrag),delete this._map),this.fire(new t.Event(\"close\")),this},n.prototype.getLngLat=function(){return this._lngLat},n.prototype.setLngLat=function(e){return this._lngLat=t.LngLat.convert(e),this._pos=null,this._trackPointer=!1,this._update(),this._map&&(this._map.on(\"move\",this._update),this._map.off(\"mousemove\",this._onMouseMove),this._container&&this._container.classList.remove(\"mapboxgl-popup-track-pointer\"),this._map._canvasContainer.classList.remove(\"mapboxgl-track-pointer\")),this},n.prototype.trackPointer=function(){return this._trackPointer=!0,this._pos=null,this._update(),this._map&&(this._map.off(\"move\",this._update),this._map.on(\"mousemove\",this._onMouseMove),this._map.on(\"drag\",this._onDrag),this._container&&this._container.classList.add(\"mapboxgl-popup-track-pointer\"),this._map._canvasContainer.classList.add(\"mapboxgl-track-pointer\")),this},n.prototype.getElement=function(){return this._container},n.prototype.setText=function(e){return this.setDOMContent(t.window.document.createTextNode(e))},n.prototype.setHTML=function(e){var r,n=t.window.document.createDocumentFragment(),i=t.window.document.createElement(\"body\");for(i.innerHTML=e;r=i.firstChild;)n.appendChild(r);return this.setDOMContent(n)},n.prototype.getMaxWidth=function(){return this._container&&this._container.style.maxWidth},n.prototype.setMaxWidth=function(t){return this.options.maxWidth=t,this._update(),this},n.prototype.setDOMContent=function(t){if(this._content)for(;this._content.hasChildNodes();)this._content.firstChild&&this._content.removeChild(this._content.firstChild);else this._content=r.create(\"div\",\"mapboxgl-popup-content\",this._container);return this._content.appendChild(t),this._createCloseButton(),this._update(),this._focusFirstElement(),this},n.prototype.addClassName=function(t){this._container&&this._container.classList.add(t)},n.prototype.removeClassName=function(t){this._container&&this._container.classList.remove(t)},n.prototype.setOffset=function(t){return this.options.offset=t,this._update(),this},n.prototype.toggleClassName=function(t){if(this._container)return this._container.classList.toggle(t)},n.prototype._createCloseButton=function(){this.options.closeButton&&(this._closeButton=r.create(\"button\",\"mapboxgl-popup-close-button\",this._content),this._closeButton.type=\"button\",this._closeButton.setAttribute(\"aria-label\",\"Close popup\"),this._closeButton.innerHTML=\"&#215;\",this._closeButton.addEventListener(\"click\",this._onClose))},n.prototype._onMouseUp=function(t){this._update(t.point)},n.prototype._onMouseMove=function(t){this._update(t.point)},n.prototype._onDrag=function(t){this._update(t.point)},n.prototype._update=function(t){var e=this,n=this._lngLat||this._trackPointer;if(this._map&&n&&this._content&&(this._container||(this._container=r.create(\"div\",\"mapboxgl-popup\",this._map.getContainer()),this._tip=r.create(\"div\",\"mapboxgl-popup-tip\",this._container),this._container.appendChild(this._content),this.options.className&&this.options.className.split(\" \").forEach((function(t){return e._container.classList.add(t)})),this._trackPointer&&this._container.classList.add(\"mapboxgl-popup-track-pointer\")),this.options.maxWidth&&this._container.style.maxWidth!==this.options.maxWidth&&(this._container.style.maxWidth=this.options.maxWidth),this._map.transform.renderWorldCopies&&!this._trackPointer&&(this._lngLat=Vi(this._lngLat,this._pos,this._map.transform)),!this._trackPointer||t)){var i=this._pos=this._trackPointer&&t?t:this._map.project(this._lngLat),a=this.options.anchor,o=aa(this.options.offset);if(!a){var s,l=this._container.offsetWidth,c=this._container.offsetHeight;s=i.y+o.bottom.y<c?[\"top\"]:i.y>this._map.transform.height-c?[\"bottom\"]:[],i.x<l/2?s.push(\"left\"):i.x>this._map.transform.width-l/2&&s.push(\"right\"),a=0===s.length?\"bottom\":s.join(\"-\")}var u=i.add(o[a]).round();r.setTransform(this._container,qi[a]+\" translate(\"+u.x+\"px,\"+u.y+\"px)\"),Hi(this._container,a,\"popup\")}},n.prototype._focusFirstElement=function(){if(this.options.focusAfterOpen&&this._container){var t=this._container.querySelector(na);t&&t.focus()}},n.prototype._onClose=function(){this.remove()},n}(t.Evented);function aa(e){if(e){if(\"number\"==typeof e){var r=Math.round(Math.sqrt(.5*Math.pow(e,2)));return{center:new t.Point(0,0),top:new t.Point(0,e),\"top-left\":new t.Point(r,r),\"top-right\":new t.Point(-r,r),bottom:new t.Point(0,-e),\"bottom-left\":new t.Point(r,-r),\"bottom-right\":new t.Point(-r,-r),left:new t.Point(e,0),right:new t.Point(-e,0)}}if(e instanceof t.Point||Array.isArray(e)){var n=t.Point.convert(e);return{center:n,top:n,\"top-left\":n,\"top-right\":n,bottom:n,\"bottom-left\":n,\"bottom-right\":n,left:n,right:n}}return{center:t.Point.convert(e.center||[0,0]),top:t.Point.convert(e.top||[0,0]),\"top-left\":t.Point.convert(e[\"top-left\"]||[0,0]),\"top-right\":t.Point.convert(e[\"top-right\"]||[0,0]),bottom:t.Point.convert(e.bottom||[0,0]),\"bottom-left\":t.Point.convert(e[\"bottom-left\"]||[0,0]),\"bottom-right\":t.Point.convert(e[\"bottom-right\"]||[0,0]),left:t.Point.convert(e.left||[0,0]),right:t.Point.convert(e.right||[0,0])}}return aa(new t.Point(0,0))}var oa={version:t.version,supported:e,setRTLTextPlugin:t.setRTLTextPlugin,getRTLTextPluginStatus:t.getRTLTextPluginStatus,Map:Fi,NavigationControl:ji,GeolocateControl:$i,AttributionControl:Ei,ScaleControl:Ki,FullscreenControl:ea,Popup:ia,Marker:Zi,Style:We,LngLat:t.LngLat,LngLatBounds:t.LngLatBounds,Point:t.Point,MercatorCoordinate:t.MercatorCoordinate,Evented:t.Evented,config:t.config,prewarm:function(){jt().acquire(Rt)},clearPrewarmedResources:function(){var t=Bt;t&&(t.isPreloaded()&&1===t.numActive()?(t.release(Rt),Bt=null):console.warn(\"Could not clear WebWorkers since there are active Map instances that still reference it. The pre-warmed WebWorker pool can only be cleared when all map instances have been removed with map.remove()\"))},get accessToken(){return t.config.ACCESS_TOKEN},set accessToken(e){t.config.ACCESS_TOKEN=e},get baseApiUrl(){return t.config.API_URL},set baseApiUrl(e){t.config.API_URL=e},get workerCount(){return Ft.workerCount},set workerCount(t){Ft.workerCount=t},get maxParallelImageRequests(){return t.config.MAX_PARALLEL_IMAGE_REQUESTS},set maxParallelImageRequests(e){t.config.MAX_PARALLEL_IMAGE_REQUESTS=e},clearStorage:function(e){t.clearTileCache(e)},workerUrl:\"\"};return oa})),r}()},27549:function(t,e,r){\"use strict\";t.exports=r(55366)},55366:function(t,e,r){\"use strict\";var n=r(31625),i=r(75144),a=r(5137),o=r(78112),s=r(6807),l=r(68650),c=r(83473),u=r(60201),h=r(10275),f=r(62914);function p(t,e){for(var r=e[0],n=e[1],a=1/(e[2]-r),o=1/(e[3]-n),s=new Array(t.length),l=0,c=t.length/2;l<c;l++)s[2*l]=i((t[2*l]-r)*a,0,1),s[2*l+1]=i((t[2*l+1]-n)*o,0,1);return 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t[0]=e[0],t[1]=e[4],t[2]=e[8],t[3]=e[12],t[4]=e[1],t[5]=e[5],t[6]=e[9],t[7]=e[13],t[8]=e[2],t[9]=e[6],t[10]=e[10],t[11]=e[14],t[12]=e[3],t[13]=e[7],t[14]=e[11],t[15]=e[15];return t}},74024:function(t,e,r){\"use strict\";var n=r(59518),i=r(6807),a=r(81330),o=r(38862),s=r(93103),l=r(162),c=r(68950),u=r(66127),h=r(5137),f=r(29388),p=r(4957),d=r(44626),m=r(44431),g=r(27976),y=r(12673),v=r(83473),x=r(54689).nextPow2,_=new s,b=!1;if(document.body){var w=document.body.appendChild(document.createElement(\"div\"));w.style.font=\"italic small-caps bold condensed 16px/2 cursive\",getComputedStyle(w).fontStretch&&(b=!0),document.body.removeChild(w)}var T=function(t){!function(t){return\"function\"==typeof t&&t._gl&&t.prop&&t.texture&&t.buffer}(t)?this.gl=o(t):(t={regl:t},this.gl=t.regl._gl),this.shader=_.get(this.gl),this.shader?this.regl=this.shader.regl:this.regl=t.regl||a({gl:this.gl}),this.charBuffer=this.regl.buffer({type:\"uint8\",usage:\"stream\"}),this.sizeBuffer=this.regl.buffer({type:\"float\",usage:\"stream\"}),this.shader||(this.shader=this.createShader(),_.set(this.gl,this.shader)),this.batch=[],this.fontSize=[],this.font=[],this.fontAtlas=[],this.draw=this.shader.draw.bind(this),this.render=function(){this.regl._refresh(),this.draw(this.batch)},this.canvas=this.gl.canvas,this.update(f(t)?t:{})};T.prototype.createShader=function(){var t=this.regl,e=t({blend:{enable:!0,color:[0,0,0,1],func:{srcRGB:\"src alpha\",dstRGB:\"one minus src alpha\",srcAlpha:\"one minus dst 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float fontSize, charStep, em, align, baseline;\\n\\t\\t\\tuniform vec4 viewport;\\n\\t\\t\\tuniform vec4 color;\\n\\t\\t\\tuniform vec2 atlasSize, atlasDim, scale, translate, positionOffset;\\n\\t\\t\\tvarying vec2 charCoord, charId;\\n\\t\\t\\tvarying float charWidth;\\n\\t\\t\\tvarying vec4 fontColor;\\n\\t\\t\\tvoid main () {\\n\\t\\t\\t\\tvec2 offset = floor(em * (vec2(align + charOffset, baseline)\\n\\t\\t\\t\\t\\t+ vec2(positionOffset.x, -positionOffset.y)))\\n\\t\\t\\t\\t\\t/ (viewport.zw * scale.xy);\\n\\n\\t\\t\\t\\tvec2 position = (position + translate) * scale;\\n\\t\\t\\t\\tposition += offset * scale;\\n\\n\\t\\t\\t\\tcharCoord = position * viewport.zw + viewport.xy;\\n\\n\\t\\t\\t\\tgl_Position = vec4(position * 2. - 1., 0, 1);\\n\\n\\t\\t\\t\\tgl_PointSize = charStep;\\n\\n\\t\\t\\t\\tcharId.x = mod(char, atlasDim.x);\\n\\t\\t\\t\\tcharId.y = floor(char / atlasDim.x);\\n\\n\\t\\t\\t\\tcharWidth = width * em;\\n\\n\\t\\t\\t\\tfontColor = color / 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return;\\n\\n\\t\\t\\t\\tuv += charId * charStep;\\n\\t\\t\\t\\tuv = uv / atlasSize;\\n\\n\\t\\t\\t\\tvec4 color = fontColor;\\n\\t\\t\\t\\tvec4 mask = texture2D(atlas, uv);\\n\\n\\t\\t\\t\\tfloat maskY = lightness(mask);\\n\\t\\t\\t\\t// float colorY = lightness(color);\\n\\t\\t\\t\\tcolor.a *= maskY;\\n\\t\\t\\t\\tcolor.a *= opacity;\\n\\n\\t\\t\\t\\t// color.a += .1;\\n\\n\\t\\t\\t\\t// antialiasing, see yiq color space y-channel formula\\n\\t\\t\\t\\t// color.rgb += (1. - color.rgb) * (1. - mask.rgb);\\n\\n\\t\\t\\t\\tgl_FragColor = color;\\n\\t\\t\\t}\"});return{regl:t,draw:e,atlas:{}}},T.prototype.update=function(t){var e=this;if(\"string\"==typeof t)t={text:t};else if(!t)return;null!=(t=i(t,{position:\"position positions coord coords coordinates\",font:\"font fontFace fontface typeface cssFont css-font family fontFamily\",fontSize:\"fontSize fontsize size font-size\",text:\"text texts chars characters value values symbols\",align:\"align alignment textAlign 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t.offset&&(t.offset=[t.offset,0]),this.positionOffset=v(t.offset)),t.direction&&(this.direction=t.direction),t.range&&(this.range=t.range,this.scale=[1/(t.range[2]-t.range[0]),1/(t.range[3]-t.range[1])],this.translate=[-t.range[0],-t.range[1]]),t.scale&&(this.scale=t.scale),t.translate&&(this.translate=t.translate),this.scale||(this.scale=[1/this.viewport.width,1/this.viewport.height]),this.translate||(this.translate=[0,0]),this.font.length||t.font||(t.font=T.baseFontSize+\"px sans-serif\");var r,a=!1,o=!1;if(t.font&&(Array.isArray(t.font)?t.font:[t.font]).forEach((function(t,r){if(\"string\"==typeof t)try{t=n.parse(t)}catch(e){t=n.parse(T.baseFontSize+\"px \"+t)}else{var i=t.style,s=t.weight,l=t.stretch,c=t.variant;t=n.parse(n.stringify(t)),i&&(t.style=i),s&&(t.weight=s),l&&(t.stretch=l),c&&(t.variant=c)}var u=n.stringify({size:T.baseFontSize,family:t.family,stretch:b?t.stretch:void 0,variant:t.variant,weight:t.weight,style:t.style}),h=p(t.size),f=Math.round(h[0]*d(h[1]));if(f!==e.fontSize[r]&&(o=!0,e.fontSize[r]=f),!(e.font[r]&&u==e.font[r].baseString||(a=!0,e.font[r]=T.fonts[u],e.font[r]))){var m=t.family.join(\", \"),g=[t.style];t.style!=t.variant&&g.push(t.variant),t.variant!=t.weight&&g.push(t.weight),b&&t.weight!=t.stretch&&g.push(t.stretch),e.font[r]={baseString:u,family:m,weight:t.weight,stretch:t.stretch,style:t.style,variant:t.variant,width:{},kerning:{},metrics:y(m,{origin:\"top\",fontSize:T.baseFontSize,fontStyle:g.join(\" \")})},T.fonts[u]=e.font[r]}})),(a||o)&&this.font.forEach((function(r,i){var a=n.stringify({size:e.fontSize[i],family:r.family,stretch:b?r.stretch:void 0,variant:r.variant,weight:r.weight,style:r.style});if(e.fontAtlas[i]=e.shader.atlas[a],!e.fontAtlas[i]){var o=r.metrics;e.shader.atlas[a]=e.fontAtlas[i]={fontString:a,step:2*Math.ceil(e.fontSize[i]*o.bottom*.5),em:e.fontSize[i],cols:0,rows:0,height:0,width:0,chars:[],ids:{},texture:e.regl.texture()}}null==t.text&&(t.text=e.text)})),\"string\"==typeof t.text&&t.position&&t.position.length>2){for(var s=Array(.5*t.position.length),f=0;f<s.length;f++)s[f]=t.text;t.text=s}if(null!=t.text||a){if(this.textOffsets=[0],Array.isArray(t.text)){this.count=t.text[0].length,this.counts=[this.count];for(var _=1;_<t.text.length;_++)this.textOffsets[_]=this.textOffsets[_-1]+t.text[_-1].length,this.count+=t.text[_].length,this.counts.push(t.text[_].length);this.text=t.text.join(\"\")}else this.text=t.text,this.count=this.text.length,this.counts=[this.count];r=[],this.font.forEach((function(t,n){T.atlasContext.font=t.baseString;for(var i=e.fontAtlas[n],a=0;a<e.text.length;a++){var o=e.text.charAt(a);if(null==i.ids[o]&&(i.ids[o]=i.chars.length,i.chars.push(o),r.push(o)),null==t.width[o]&&(t.width[o]=T.atlasContext.measureText(o).width/T.baseFontSize,e.kerning)){var s=[];for(var l in t.width)s.push(l+o,o+l);g(t.kerning,m(t.family,{pairs:s}))}}}))}if(t.position)if(t.position.length>2){for(var w=!t.position[0].length,k=u.mallocFloat(2*this.count),A=0,M=0;A<this.counts.length;A++){var S=this.counts[A];if(w)for(var E=0;E<S;E++)k[M++]=t.position[2*A],k[M++]=t.position[2*A+1];else for(var C=0;C<S;C++)k[M++]=t.position[A][0],k[M++]=t.position[A][1]}this.position.call?this.position({type:\"float\",data:k}):this.position=this.regl.buffer({type:\"float\",data:k}),u.freeFloat(k)}else this.position.destroy&&this.position.destroy(),this.position={constant:t.position};if(t.text||a){var L=u.mallocUint8(this.count),I=u.mallocFloat(2*this.count);this.textWidth=[];for(var P=0,z=0;P<this.counts.length;P++){for(var 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n=Array.isArray(e.align)?e.align.length>1?e.align[r]:e.align[0]:e.align;if(\"number\"==typeof n)return n;switch(n){case\"right\":case\"end\":return-t;case\"center\":case\"centre\":case\"middle\":return.5*-t}return 0}))),null==this.baseline&&null==t.baseline&&(t.baseline=0),null!=t.baseline&&(this.baseline=t.baseline,Array.isArray(this.baseline)||(this.baseline=[this.baseline]),this.baselineOffset=this.baseline.map((function(t,r){var n=(e.font[r]||e.font[0]).metrics,i=0;return i+=.5*n.bottom,-1*(i+=\"number\"==typeof t?t-n.baseline:-n[t])}))),null!=t.color)if(t.color||(t.color=\"transparent\"),\"string\"!=typeof t.color&&isNaN(t.color)){var H;if(\"number\"==typeof t.color[0]&&t.color.length>this.counts.length){var G=t.color.length;H=u.mallocUint8(G);for(var Z=(t.color.subarray||t.color.slice).bind(t.color),W=0;W<G;W+=4)H.set(l(Z(W,W+4),\"uint8\"),W)}else{var Y=t.color.length;H=u.mallocUint8(4*Y);for(var X=0;X<Y;X++)H.set(l(t.color[X]||0,\"uint8\"),4*X)}this.color=H}else this.color=l(t.color,\"uint8\");if(t.position||t.text||t.color||t.baseline||t.align||t.font||t.offset||t.opacity)if(this.color.length>4||this.baselineOffset.length>1||this.align&&this.align.length>1||this.fontAtlas.length>1||this.positionOffset.length>2){var $=Math.max(.5*this.position.length||0,.25*this.color.length||0,this.baselineOffset.length||0,this.alignOffset.length||0,this.font.length||0,this.opacity.length||0,.5*this.positionOffset.length||0);this.batch=Array($);for(var J=0;J<this.batch.length;J++)this.batch[J]={count:this.counts.length>1?this.counts[J]:this.counts[0],offset:this.textOffsets.length>1?this.textOffsets[J]:this.textOffsets[0],color:this.color?this.color.length<=4?this.color:this.color.subarray(4*J,4*J+4):[0,0,0,255],opacity:Array.isArray(this.opacity)?this.opacity[J]:this.opacity,baseline:null!=this.baselineOffset[J]?this.baselineOffset[J]:this.baselineOffset[0],align:this.align?null!=this.alignOffset[J]?this.alignOffset[J]:this.alignOffset[0]:0,atlas:this.fontAtlas[J]||this.fontAtlas[0],positionOffset:this.positionOffset.length>2?this.positionOffset.subarray(2*J,2*J+2):this.positionOffset}}else this.count?this.batch=[{count:this.count,offset:0,color:this.color||[0,0,0,255],opacity:Array.isArray(this.opacity)?this.opacity[0]:this.opacity,baseline:this.baselineOffset[0],align:this.alignOffset?this.alignOffset[0]:0,atlas:this.fontAtlas[0],positionOffset:this.positionOffset}]:this.batch=[]},T.prototype.destroy=function(){},T.prototype.kerning=!0,T.prototype.position={constant:new Float32Array(2)},T.prototype.translate=null,T.prototype.scale=null,T.prototype.font=null,T.prototype.text=\"\",T.prototype.positionOffset=[0,0],T.prototype.opacity=1,T.prototype.color=new Uint8Array([0,0,0,255]),T.prototype.alignOffset=[0,0],T.maxAtlasSize=1024,T.atlasCanvas=document.createElement(\"canvas\"),T.atlasContext=T.atlasCanvas.getContext(\"2d\",{alpha:!1}),T.baseFontSize=64,T.fonts={},t.exports=T},38862:function(t,e,r){\"use strict\";var n=r(6807);function 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n=t.segments({inverted:!1,regions:[]}),i=0;i<e.coordinates.length;i++)n=t.selectUnion(t.combine(n,r(e.coordinates[i])));return t.polygon(n)}throw new Error(\"PolyBool: Cannot convert GeoJSON object to PolyBool polygon\")},fromPolygon:function(t,e,r){function n(t,r){return e.pointInsideRegion([.5*(t[0][0]+t[1][0]),.5*(t[0][1]+t[1][1])],r)}function i(t){return{region:t,children:[]}}r=t.polygon(t.segments(r));var a=i(null);function o(t,e){for(var r=0;r<t.children.length;r++)if(n(e,(s=t.children[r]).region))return void o(s,e);var a=i(e);for(r=0;r<t.children.length;r++){var s;n((s=t.children[r]).region,e)&&(a.children.push(s),t.children.splice(r,1),r--)}t.children.push(a)}for(var s=0;s<r.regions.length;s++){var l=r.regions[s];l.length<3||o(a,l)}function c(t,e){for(var r=0,n=t[t.length-1][0],i=t[t.length-1][1],a=[],o=0;o<t.length;o++){var s=t[o][0],l=t[o][1];a.push([s,l]),r+=l*n-s*i,n=s,i=l}return r<0!==e&&a.reverse(),a.push([a[0][0],a[0][1]]),a}var u=[];function h(t){var e=[c(t.region,!1)];u.push(e);for(var r=0;r<t.children.length;r++)e.push(f(t.children[r]))}function f(t){for(var e=0;e<t.children.length;e++)h(t.children[e]);return c(t.region,!0)}for(s=0;s<a.children.length;s++)h(a.children[s]);return u.length<=0?{type:\"Polygon\",coordinates:[]}:1==u.length?{type:\"Polygon\",coordinates:u[0]}:{type:\"MultiPolygon\",coordinates:u}}};t.exports=e},26202:function(t,e,r){var n=r(48916);t.exports=function(t,e,r){function i(t,e,n){return{id:r?r.segmentId():-1,start:t,end:e,myFill:{above:n.myFill.above,below:n.myFill.below},otherFill:null}}var a=n.create();function o(t,r){a.insertBefore(t,(function(n){return i=t.isStart,a=t.pt,o=r,s=n.isStart,l=n.pt,c=n.other.pt,(0!==(u=e.pointsCompare(a,l))?u:e.pointsSame(o,c)?0:i!==s?i?1:-1:e.pointAboveOrOnLine(o,s?l:c,s?c:l)?1:-1)<0;var i,a,o,s,l,c,u}))}function s(t,e){var r=function(t,e){var r=n.node({isStart:!0,pt:t.start,seg:t,primary:e,other:null,status:null});return o(r,t.end),r}(t,e);return function(t,e,r){var i=n.node({isStart:!1,pt:e.end,seg:e,primary:r,other:t,status:null});t.other=i,o(i,t.pt)}(r,t,e),r}function l(t,e){var n=i(e,t.seg.end,t.seg);return function(t,e){r&&r.segmentChop(t.seg,e),t.other.remove(),t.seg.end=e,t.other.pt=e,o(t.other,t.pt)}(t,e),s(n,t.primary)}function c(i,o){var s=n.create();function c(t){return s.findTransition((function(r){var n,i,a,o,s,l;return n=t,i=r.ev,a=n.seg.start,o=n.seg.end,s=i.seg.start,l=i.seg.end,(e.pointsCollinear(a,s,l)?e.pointsCollinear(o,s,l)||e.pointAboveOrOnLine(o,s,l)?1:-1:e.pointAboveOrOnLine(a,s,l)?1:-1)>0}))}function u(t,n){var i=t.seg,a=n.seg,o=i.start,s=i.end,c=a.start,u=a.end;r&&r.checkIntersection(i,a);var h=e.linesIntersect(o,s,c,u);if(!1===h){if(!e.pointsCollinear(o,s,c))return!1;if(e.pointsSame(o,u)||e.pointsSame(s,c))return!1;var f=e.pointsSame(o,c),p=e.pointsSame(s,u);if(f&&p)return n;var d=!f&&e.pointBetween(o,c,u),m=!p&&e.pointBetween(s,c,u);if(f)return m?l(n,s):l(t,u),n;d&&(p||(m?l(n,s):l(t,u)),l(n,o))}else 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y,v,x=g();if(x)t?(v=null===f.seg.myFill.below||f.seg.myFill.above!==f.seg.myFill.below)&&(x.seg.myFill.above=!x.seg.myFill.above):x.seg.otherFill=f.seg.myFill,r&&r.segmentUpdate(x.seg),f.other.remove(),f.remove();if(a.getHead()!==f){r&&r.rewind(f.seg);continue}t?(v=null===f.seg.myFill.below||f.seg.myFill.above!==f.seg.myFill.below,f.seg.myFill.below=m?m.seg.myFill.above:i,f.seg.myFill.above=v?!f.seg.myFill.below:f.seg.myFill.below):null===f.seg.otherFill&&(y=m?f.primary===m.primary?m.seg.otherFill.above:m.seg.myFill.above:f.primary?o:i,f.seg.otherFill={above:y,below:y}),r&&r.status(f.seg,!!d&&d.seg,!!m&&m.seg),f.other.status=p.insert(n.node({ev:f}))}else{var _=f.status;if(null===_)throw new Error(\"PolyBool: Zero-length segment detected; your epsilon is probably too small or too large\");if(s.exists(_.prev)&&s.exists(_.next)&&u(_.prev.ev,_.next.ev),r&&r.statusRemove(_.ev.seg),_.remove(),!f.primary){var 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a=n[t],o=n[i],s=a[a.length-1],l=a[a.length-2],c=o[0],u=o[1];e.pointsCollinear(l,s,c)&&(r&&r.chainRemoveTail(t,s),a.pop(),s=l),e.pointsCollinear(s,c,u)&&(r&&r.chainRemoveHead(i,c),o.shift()),r&&r.chainJoin(t,i),n[t]=a.concat(o),n.splice(i,1)}})),i}},17527:function(t){function e(t,e,r){var n=[];return t.forEach((function(t){var i=(t.myFill.above?8:0)+(t.myFill.below?4:0)+(t.otherFill&&t.otherFill.above?2:0)+(t.otherFill&&t.otherFill.below?1:0);0!==e[i]&&n.push({id:r?r.segmentId():-1,start:t.start,end:t.end,myFill:{above:1===e[i],below:2===e[i]},otherFill:null})})),r&&r.selected(n),n}var r={union:function(t,r){return e(t,[0,2,1,0,2,2,0,0,1,0,1,0,0,0,0,0],r)},intersect:function(t,r){return e(t,[0,0,0,0,0,2,0,2,0,0,1,1,0,2,1,0],r)},difference:function(t,r){return e(t,[0,0,0,0,2,0,2,0,1,1,0,0,0,1,2,0],r)},differenceRev:function(t,r){return e(t,[0,2,1,0,0,0,1,1,0,2,0,2,0,0,0,0],r)},xor:function(t,r){return e(t,[0,2,1,0,2,0,0,1,1,0,0,2,0,1,2,0],r)}};t.exports=r},3944:function(t,e,r){\"use 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this.big_endian?16777216*r[t]+65536*r[t+1]+256*r[t+2]+r[t+3]:r[t]+256*r[t+1]+65536*r[t+2]+16777216*r[t+3]},n.prototype.is_subifd_link=function(t,e){return 0===t&&34665===e||0===t&&34853===e||34665===t&&40965===e},n.prototype.exif_format_length=function(t){switch(t){case 1:case 2:case 6:case 7:return 1;case 3:case 8:return 2;case 4:case 9:case 11:return 4;case 5:case 10:case 12:return 8;default:return 0}},n.prototype.exif_format_read=function(t,e){var r;switch(t){case 1:case 2:return this.input[e];case 6:return(r=this.input[e])|33554430*(128&r);case 3:return this.read_uint16(e);case 8:return(r=this.read_uint16(e))|131070*(32768&r);case 4:return this.read_uint32(e);case 9:return 0|this.read_uint32(e);default:return null}},n.prototype.scan_ifd=function(t,n,i){var a=this.read_uint16(n);n+=2;for(var o=0;o<a;o++){var s=this.read_uint16(n),l=this.read_uint16(n+2),c=this.read_uint32(n+4),u=this.exif_format_length(l),h=c*u,f=h<=4?n+8:this.read_uint32(n+8),p=!1;if(f+h>this.input.length)throw 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t&&(t=x[t]),null!=t&&t&&t.count&&t.color&&t.opacity&&t.positions&&t.positions.length>1&&(t.scaleRatio=[t.scale[0]*t.viewport.width,t.scale[1]*t.viewport.height],r(t),t.after&&t.after(t))}function T(t){if(t){null!=t.length?\"number\"==typeof t[0]&&(t=[{positions:t}]):Array.isArray(t)||(t=[t]);var e=0,r=0;if(_.groups=x=t.map((function(t,c){var u=x[c];return t?(\"function\"==typeof t?t={after:t}:\"number\"==typeof t[0]&&(t={positions:t}),t=o(t,{color:\"color colors fill\",capSize:\"capSize cap capsize cap-size\",lineWidth:\"lineWidth line-width width line thickness\",opacity:\"opacity alpha\",range:\"range dataBox\",viewport:\"viewport viewBox\",errors:\"errors error\",positions:\"positions position data points\"}),u||(x[c]=u={id:c,scale:null,translate:null,scaleFract:null,translateFract:null,draw:!0},t=s({},v,t)),a(u,t,[{lineWidth:function(t){return.5*+t},capSize:function(t){return.5*+t},opacity:parseFloat,errors:function(t){return t=l(t),r+=t.length,t},positions:function(t,r){return t=l(t,\"float64\"),r.count=Math.floor(t.length/2),r.bounds=n(t,2),r.offset=e,e+=r.count,t}},{color:function(t,e){var r=e.count;if(t||(t=\"transparent\"),!Array.isArray(t)||\"number\"==typeof t[0]){var n=t;t=Array(r);for(var a=0;a<r;a++)t[a]=n}if(t.length<r)throw Error(\"Not enough colors\");for(var o=new Uint8Array(4*r),s=0;s<r;s++){var l=i(t[s],\"uint8\");o.set(l,4*s)}return o},range:function(t,e,r){var n=e.bounds;return t||(t=n),e.scale=[1/(t[2]-t[0]),1/(t[3]-t[1])],e.translate=[-t[0],-t[1]],e.scaleFract=h(e.scale),e.translateFract=h(e.translate),t},viewport:function(t){var e;return Array.isArray(t)?e={x:t[0],y:t[1],width:t[2]-t[0],height:t[3]-t[1]}:t?(e={x:t.x||t.left||0,y:t.y||t.top||0},t.right?e.width=t.right-e.x:e.width=t.w||t.width||0,t.bottom?e.height=t.bottom-e.y:e.height=t.h||t.height||0):e={x:0,y:0,width:y.drawingBufferWidth,height:y.drawingBufferHeight},e}}]),u):u})),e||r){var f=x.reduce((function(t,e,r){return t+(e?e.count:0)}),0),g=new Float64Array(2*f),b=new Uint8Array(4*f),w=new Float32Array(4*f);x.forEach((function(t,e){if(t){var r=t.positions,n=t.count,i=t.offset,a=t.color,o=t.errors;n&&(b.set(a,4*i),w.set(o,4*i),g.set(r,2*i))}}));var T=u(g);c(T);var k=h(g,T);p(k),d(b),m(w)}}}function k(){c.destroy(),p.destroy(),d.destroy(),m.destroy(),g.destroy()}};var f=[[1,0,0,1,0,0],[1,0,0,-1,0,0],[-1,0,0,-1,0,0],[-1,0,0,-1,0,0],[-1,0,0,1,0,0],[1,0,0,1,0,0],[1,0,-1,0,0,1],[1,0,-1,0,0,-1],[1,0,1,0,0,-1],[1,0,1,0,0,-1],[1,0,1,0,0,1],[1,0,-1,0,0,1],[-1,0,-1,0,0,1],[-1,0,-1,0,0,-1],[-1,0,1,0,0,-1],[-1,0,1,0,0,-1],[-1,0,1,0,0,1],[-1,0,-1,0,0,1],[0,1,1,0,0,0],[0,1,-1,0,0,0],[0,-1,-1,0,0,0],[0,-1,-1,0,0,0],[0,1,1,0,0,0],[0,-1,1,0,0,0],[0,1,0,-1,1,0],[0,1,0,-1,-1,0],[0,1,0,1,-1,0],[0,1,0,1,1,0],[0,1,0,-1,1,0],[0,1,0,1,-1,0],[0,-1,0,-1,1,0],[0,-1,0,-1,-1,0],[0,-1,0,1,-1,0],[0,-1,0,1,1,0],[0,-1,0,-1,1,0],[0,-1,0,1,-1,0]]},49478:function(t,e,r){\"use strict\";var n=r(162),i=r(78112),a=r(27976),o=r(6807),s=r(83473),l=r(25782),c=r(90956),u=r(51498),h=u.float32,f=u.fract32,p=r(93103),d=r(5137),m=r(33055);function g(t,e){if(!(this instanceof g))return new g(t,e);if(\"function\"==typeof t?(e||(e={}),e.regl=t):e=t,e.length&&(e.positions=e),!(t=e.regl).hasExtension(\"ANGLE_instanced_arrays\"))throw Error(\"regl-error2d: `ANGLE_instanced_arrays` extension should be enabled\");this.gl=t._gl,this.regl=t,this.passes=[],this.shaders=g.shaders.has(t)?g.shaders.get(t):g.shaders.set(t,g.createShaders(t)).get(t),this.update(e)}t.exports=g,g.dashMult=2,g.maxPatternLength=256,g.precisionThreshold=3e6,g.maxPoints=1e4,g.maxLines=2048,g.shaders=new p,g.createShaders=function(t){var e,r=t.buffer({usage:\"static\",type:\"float\",data:[0,1,0,0,1,1,1,0]}),n={primitive:\"triangle strip\",instances:t.prop(\"count\"),count:4,offset:0,uniforms:{miterMode:function(t,e){return\"round\"===e.join?2:1},miterLimit:t.prop(\"miterLimit\"),scale:t.prop(\"scale\"),scaleFract:t.prop(\"scaleFract\"),translateFract:t.prop(\"translateFract\"),translate:t.prop(\"translate\"),thickness:t.prop(\"thickness\"),dashTexture:t.prop(\"dashTexture\"),opacity:t.prop(\"opacity\"),pixelRatio:t.context(\"pixelRatio\"),id:t.prop(\"id\"),dashLength:t.prop(\"dashLength\"),viewport:function(t,e){return[e.viewport.x,e.viewport.y,t.viewportWidth,t.viewportHeight]},depth:t.prop(\"depth\")},blend:{enable:!0,color:[0,0,0,0],equation:{rgb:\"add\",alpha:\"add\"},func:{srcRGB:\"src alpha\",dstRGB:\"one minus src alpha\",srcAlpha:\"one minus dst alpha\",dstAlpha:\"one\"}},depth:{enable:function(t,e){return!e.overlay}},stencil:{enable:!1},scissor:{enable:!0,box:t.prop(\"viewport\")},viewport:t.prop(\"viewport\")},i=t(a({vert:\"\\nprecision highp float;\\n\\nattribute vec2 aCoord, bCoord, aCoordFract, bCoordFract;\\nattribute vec4 color;\\nattribute float lineEnd, lineTop;\\n\\nuniform vec2 scale, scaleFract, translate, translateFract;\\nuniform float thickness, pixelRatio, id, depth;\\nuniform vec4 viewport;\\n\\nvarying vec4 fragColor;\\nvarying vec2 tangent;\\n\\nvec2 project(vec2 position, vec2 positionFract, vec2 scale, vec2 scaleFract, vec2 translate, vec2 translateFract) {\\n\\t// the order is important\\n\\treturn position * scale + translate\\n       + positionFract * scale + translateFract\\n       + position * scaleFract\\n       + positionFract * scaleFract;\\n}\\n\\nvoid main() {\\n\\tfloat lineStart = 1. - lineEnd;\\n\\tfloat lineOffset = lineTop * 2. - 1.;\\n\\n\\tvec2 diff = (bCoord + bCoordFract - aCoord - aCoordFract);\\n\\ttangent = normalize(diff * scale * viewport.zw);\\n\\tvec2 normal = vec2(-tangent.y, tangent.x);\\n\\n\\tvec2 position = project(aCoord, aCoordFract, scale, scaleFract, translate, translateFract) * lineStart\\n\\t\\t+ project(bCoord, bCoordFract, scale, scaleFract, translate, translateFract) * lineEnd\\n\\n\\t\\t+ thickness * normal * .5 * lineOffset / viewport.zw;\\n\\n\\tgl_Position = vec4(position * 2.0 - 1.0, depth, 1);\\n\\n\\tfragColor = color / 255.;\\n}\\n\",frag:\"\\nprecision highp float;\\n\\nuniform float dashLength, pixelRatio, thickness, opacity, id;\\nuniform sampler2D dashTexture;\\n\\nvarying vec4 fragColor;\\nvarying vec2 tangent;\\n\\nvoid main() {\\n\\tfloat alpha = 1.;\\n\\n\\tfloat t = fract(dot(tangent, gl_FragCoord.xy) / dashLength) * .5 + .25;\\n\\tfloat dash = texture2D(dashTexture, vec2(t, .5)).r;\\n\\n\\tgl_FragColor = fragColor;\\n\\tgl_FragColor.a *= alpha * opacity * dash;\\n}\\n\",attributes:{lineEnd:{buffer:r,divisor:0,stride:8,offset:0},lineTop:{buffer:r,divisor:0,stride:8,offset:4},aCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:8,divisor:1},bCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:16,divisor:1},aCoordFract:{buffer:t.prop(\"positionFractBuffer\"),stride:8,offset:8,divisor:1},bCoordFract:{buffer:t.prop(\"positionFractBuffer\"),stride:8,offset:16,divisor:1},color:{buffer:t.prop(\"colorBuffer\"),stride:4,offset:0,divisor:1}}},n));try{e=t(a({cull:{enable:!0,face:\"back\"},vert:\"\\nprecision highp float;\\n\\nattribute vec2 aCoord, bCoord, nextCoord, prevCoord;\\nattribute vec4 aColor, bColor;\\nattribute float lineEnd, lineTop;\\n\\nuniform vec2 scale, translate;\\nuniform float thickness, pixelRatio, id, depth;\\nuniform vec4 viewport;\\nuniform float miterLimit, miterMode;\\n\\nvarying vec4 fragColor;\\nvarying vec4 startCutoff, endCutoff;\\nvarying vec2 tangent;\\nvarying vec2 startCoord, endCoord;\\nvarying float enableStartMiter, enableEndMiter;\\n\\nconst float REVERSE_THRESHOLD = -.875;\\nconst float MIN_DIFF = 1e-6;\\n\\n// TODO: possible optimizations: avoid overcalculating all for vertices and calc just one instead\\n// TODO: precalculate dot products, normalize things beforehead etc.\\n// TODO: refactor to rectangular algorithm\\n\\nfloat distToLine(vec2 p, vec2 a, vec2 b) {\\n\\tvec2 diff = b - a;\\n\\tvec2 perp = normalize(vec2(-diff.y, diff.x));\\n\\treturn dot(p - a, perp);\\n}\\n\\nbool isNaN( float val ){\\n  return ( val < 0.0 || 0.0 < val || val == 0.0 ) ? false : true;\\n}\\n\\nvoid main() {\\n\\tvec2 aCoord = aCoord, bCoord = bCoord, prevCoord = prevCoord, nextCoord = nextCoord;\\n\\n  vec2 adjustedScale;\\n  adjustedScale.x = (abs(scale.x) < MIN_DIFF) ? MIN_DIFF : scale.x;\\n  adjustedScale.y = (abs(scale.y) < MIN_DIFF) ? MIN_DIFF : scale.y;\\n\\n  vec2 scaleRatio = adjustedScale * viewport.zw;\\n\\tvec2 normalWidth = thickness / scaleRatio;\\n\\n\\tfloat lineStart = 1. - lineEnd;\\n\\tfloat lineBot = 1. - lineTop;\\n\\n\\tfragColor = (lineStart * aColor + lineEnd * bColor) / 255.;\\n\\n\\tif (isNaN(aCoord.x) || isNaN(aCoord.y) || isNaN(bCoord.x) || isNaN(bCoord.y)) return;\\n\\n\\tif (aCoord == prevCoord) prevCoord = aCoord + normalize(bCoord - aCoord);\\n\\tif (bCoord == nextCoord) nextCoord = bCoord - normalize(bCoord - aCoord);\\n\\n\\n\\tvec2 prevDiff = aCoord - prevCoord;\\n\\tvec2 currDiff = bCoord - aCoord;\\n\\tvec2 nextDiff = nextCoord - bCoord;\\n\\n\\tvec2 prevTangent = normalize(prevDiff * scaleRatio);\\n\\tvec2 currTangent = normalize(currDiff * scaleRatio);\\n\\tvec2 nextTangent = normalize(nextDiff * scaleRatio);\\n\\n\\tvec2 prevNormal = vec2(-prevTangent.y, prevTangent.x);\\n\\tvec2 currNormal = vec2(-currTangent.y, currTangent.x);\\n\\tvec2 nextNormal = vec2(-nextTangent.y, nextTangent.x);\\n\\n\\tvec2 startJoinDirection = normalize(prevTangent - currTangent);\\n\\tvec2 endJoinDirection = normalize(currTangent - nextTangent);\\n\\n\\t// collapsed/unidirectional segment cases\\n\\t// FIXME: there should be more elegant solution\\n\\tvec2 prevTanDiff = abs(prevTangent - currTangent);\\n\\tvec2 nextTanDiff = abs(nextTangent - currTangent);\\n\\tif (max(prevTanDiff.x, prevTanDiff.y) < MIN_DIFF) {\\n\\t\\tstartJoinDirection = currNormal;\\n\\t}\\n\\tif (max(nextTanDiff.x, nextTanDiff.y) < MIN_DIFF) {\\n\\t\\tendJoinDirection = currNormal;\\n\\t}\\n\\tif (aCoord == bCoord) {\\n\\t\\tendJoinDirection = startJoinDirection;\\n\\t\\tcurrNormal = prevNormal;\\n\\t\\tcurrTangent = prevTangent;\\n\\t}\\n\\n\\ttangent = currTangent;\\n\\n\\t//calculate join shifts relative to normals\\n\\tfloat startJoinShift = dot(currNormal, startJoinDirection);\\n\\tfloat endJoinShift = dot(currNormal, endJoinDirection);\\n\\n\\tfloat startMiterRatio = abs(1. / startJoinShift);\\n\\tfloat endMiterRatio = abs(1. / endJoinShift);\\n\\n\\tvec2 startJoin = startJoinDirection * startMiterRatio;\\n\\tvec2 endJoin = endJoinDirection * endMiterRatio;\\n\\n\\tvec2 startTopJoin, startBotJoin, endTopJoin, endBotJoin;\\n\\tstartTopJoin = sign(startJoinShift) * startJoin * .5;\\n\\tstartBotJoin = -startTopJoin;\\n\\n\\tendTopJoin = sign(endJoinShift) * endJoin * .5;\\n\\tendBotJoin = -endTopJoin;\\n\\n\\tvec2 aTopCoord = aCoord + normalWidth * startTopJoin;\\n\\tvec2 bTopCoord = bCoord + normalWidth * endTopJoin;\\n\\tvec2 aBotCoord = aCoord + normalWidth * startBotJoin;\\n\\tvec2 bBotCoord = bCoord + normalWidth * endBotJoin;\\n\\n\\t//miter anti-clipping\\n\\tfloat baClipping = distToLine(bCoord, aCoord, aBotCoord) / dot(normalize(normalWidth * endBotJoin), normalize(normalWidth.yx * vec2(-startBotJoin.y, startBotJoin.x)));\\n\\tfloat abClipping = distToLine(aCoord, bCoord, bTopCoord) / dot(normalize(normalWidth * startBotJoin), normalize(normalWidth.yx * vec2(-endBotJoin.y, endBotJoin.x)));\\n\\n\\t//prevent close to reverse direction switch\\n\\tbool prevReverse = dot(currTangent, prevTangent) <= REVERSE_THRESHOLD && abs(dot(currTangent, prevNormal)) * min(length(prevDiff), length(currDiff)) <  length(normalWidth * currNormal);\\n\\tbool nextReverse = dot(currTangent, nextTangent) <= REVERSE_THRESHOLD && abs(dot(currTangent, nextNormal)) * min(length(nextDiff), length(currDiff)) <  length(normalWidth * currNormal);\\n\\n\\tif (prevReverse) {\\n\\t\\t//make join rectangular\\n\\t\\tvec2 miterShift = normalWidth * startJoinDirection * miterLimit * .5;\\n\\t\\tfloat normalAdjust = 1. - min(miterLimit / startMiterRatio, 1.);\\n\\t\\taBotCoord = aCoord + miterShift - normalAdjust * normalWidth * currNormal * .5;\\n\\t\\taTopCoord = aCoord + miterShift + normalAdjust * normalWidth * currNormal * .5;\\n\\t}\\n\\telse if (!nextReverse && baClipping > 0. && baClipping < length(normalWidth * endBotJoin)) {\\n\\t\\t//handle miter clipping\\n\\t\\tbTopCoord -= normalWidth * endTopJoin;\\n\\t\\tbTopCoord += normalize(endTopJoin * normalWidth) * baClipping;\\n\\t}\\n\\n\\tif (nextReverse) {\\n\\t\\t//make join rectangular\\n\\t\\tvec2 miterShift = normalWidth * endJoinDirection * miterLimit * .5;\\n\\t\\tfloat normalAdjust = 1. - min(miterLimit / endMiterRatio, 1.);\\n\\t\\tbBotCoord = bCoord + miterShift - normalAdjust * normalWidth * currNormal * .5;\\n\\t\\tbTopCoord = bCoord + miterShift + normalAdjust * normalWidth * currNormal * .5;\\n\\t}\\n\\telse if (!prevReverse && abClipping > 0. && abClipping < length(normalWidth * startBotJoin)) {\\n\\t\\t//handle miter clipping\\n\\t\\taBotCoord -= normalWidth * startBotJoin;\\n\\t\\taBotCoord += normalize(startBotJoin * normalWidth) * abClipping;\\n\\t}\\n\\n\\tvec2 aTopPosition = (aTopCoord) * adjustedScale + translate;\\n\\tvec2 aBotPosition = (aBotCoord) * adjustedScale + translate;\\n\\n\\tvec2 bTopPosition = (bTopCoord) * adjustedScale + translate;\\n\\tvec2 bBotPosition = (bBotCoord) * adjustedScale + translate;\\n\\n\\t//position is normalized 0..1 coord on the screen\\n\\tvec2 position = (aTopPosition * lineTop + aBotPosition * lineBot) * lineStart + (bTopPosition * lineTop + bBotPosition * lineBot) * lineEnd;\\n\\n\\tstartCoord = aCoord * scaleRatio + translate * viewport.zw + viewport.xy;\\n\\tendCoord = bCoord * scaleRatio + translate * viewport.zw + viewport.xy;\\n\\n\\tgl_Position = vec4(position  * 2.0 - 1.0, depth, 1);\\n\\n\\tenableStartMiter = step(dot(currTangent, prevTangent), .5);\\n\\tenableEndMiter = step(dot(currTangent, nextTangent), .5);\\n\\n\\t//bevel miter cutoffs\\n\\tif (miterMode == 1.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tvec2 startMiterWidth = vec2(startJoinDirection) * thickness * miterLimit * .5;\\n\\t\\t\\tstartCutoff = vec4(aCoord, aCoord);\\n\\t\\t\\tstartCutoff.zw += vec2(-startJoinDirection.y, startJoinDirection.x) / scaleRatio;\\n\\t\\t\\tstartCutoff = startCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tstartCutoff += viewport.xyxy;\\n\\t\\t\\tstartCutoff += startMiterWidth.xyxy;\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tvec2 endMiterWidth = vec2(endJoinDirection) * thickness * miterLimit * .5;\\n\\t\\t\\tendCutoff = vec4(bCoord, bCoord);\\n\\t\\t\\tendCutoff.zw += vec2(-endJoinDirection.y, endJoinDirection.x)  / scaleRatio;\\n\\t\\t\\tendCutoff = endCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tendCutoff += viewport.xyxy;\\n\\t\\t\\tendCutoff += endMiterWidth.xyxy;\\n\\t\\t}\\n\\t}\\n\\n\\t//round miter cutoffs\\n\\telse if (miterMode == 2.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tvec2 startMiterWidth = vec2(startJoinDirection) * thickness * abs(dot(startJoinDirection, currNormal)) * .5;\\n\\t\\t\\tstartCutoff = vec4(aCoord, aCoord);\\n\\t\\t\\tstartCutoff.zw += vec2(-startJoinDirection.y, startJoinDirection.x) / scaleRatio;\\n\\t\\t\\tstartCutoff = startCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tstartCutoff += viewport.xyxy;\\n\\t\\t\\tstartCutoff += startMiterWidth.xyxy;\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tvec2 endMiterWidth = vec2(endJoinDirection) * thickness * abs(dot(endJoinDirection, currNormal)) * .5;\\n\\t\\t\\tendCutoff = vec4(bCoord, bCoord);\\n\\t\\t\\tendCutoff.zw += vec2(-endJoinDirection.y, endJoinDirection.x)  / scaleRatio;\\n\\t\\t\\tendCutoff = endCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tendCutoff += viewport.xyxy;\\n\\t\\t\\tendCutoff += endMiterWidth.xyxy;\\n\\t\\t}\\n\\t}\\n}\\n\",frag:\"\\nprecision highp float;\\n\\nuniform float dashLength, pixelRatio, thickness, opacity, id, miterMode;\\nuniform sampler2D dashTexture;\\n\\nvarying vec4 fragColor;\\nvarying vec2 tangent;\\nvarying vec4 startCutoff, endCutoff;\\nvarying vec2 startCoord, endCoord;\\nvarying float enableStartMiter, enableEndMiter;\\n\\nfloat distToLine(vec2 p, vec2 a, vec2 b) {\\n\\tvec2 diff = b - a;\\n\\tvec2 perp = normalize(vec2(-diff.y, diff.x));\\n\\treturn dot(p - a, perp);\\n}\\n\\nvoid main() {\\n\\tfloat alpha = 1., distToStart, distToEnd;\\n\\tfloat cutoff = thickness * .5;\\n\\n\\t//bevel miter\\n\\tif (miterMode == 1.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tdistToStart = distToLine(gl_FragCoord.xy, startCutoff.xy, startCutoff.zw);\\n\\t\\t\\tif (distToStart < -1.) {\\n\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\treturn;\\n\\t\\t\\t}\\n\\t\\t\\talpha *= min(max(distToStart + 1., 0.), 1.);\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tdistToEnd = distToLine(gl_FragCoord.xy, endCutoff.xy, endCutoff.zw);\\n\\t\\t\\tif (distToEnd < -1.) {\\n\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\treturn;\\n\\t\\t\\t}\\n\\t\\t\\talpha *= min(max(distToEnd + 1., 0.), 1.);\\n\\t\\t}\\n\\t}\\n\\n\\t// round miter\\n\\telse if (miterMode == 2.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tdistToStart = distToLine(gl_FragCoord.xy, startCutoff.xy, startCutoff.zw);\\n\\t\\t\\tif (distToStart < 0.) {\\n\\t\\t\\t\\tfloat radius = length(gl_FragCoord.xy - startCoord);\\n\\n\\t\\t\\t\\tif(radius > cutoff + .5) {\\n\\t\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\t\\treturn;\\n\\t\\t\\t\\t}\\n\\n\\t\\t\\t\\talpha -= smoothstep(cutoff - .5, cutoff + .5, radius);\\n\\t\\t\\t}\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tdistToEnd = distToLine(gl_FragCoord.xy, endCutoff.xy, endCutoff.zw);\\n\\t\\t\\tif (distToEnd < 0.) {\\n\\t\\t\\t\\tfloat radius = length(gl_FragCoord.xy - endCoord);\\n\\n\\t\\t\\t\\tif(radius > cutoff + .5) {\\n\\t\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\t\\treturn;\\n\\t\\t\\t\\t}\\n\\n\\t\\t\\t\\talpha -= smoothstep(cutoff - .5, cutoff + .5, radius);\\n\\t\\t\\t}\\n\\t\\t}\\n\\t}\\n\\n\\tfloat t = fract(dot(tangent, gl_FragCoord.xy) / dashLength) * .5 + .25;\\n\\tfloat dash = texture2D(dashTexture, vec2(t, .5)).r;\\n\\n\\tgl_FragColor = fragColor;\\n\\tgl_FragColor.a *= alpha * opacity * dash;\\n}\\n\",attributes:{lineEnd:{buffer:r,divisor:0,stride:8,offset:0},lineTop:{buffer:r,divisor:0,stride:8,offset:4},aColor:{buffer:t.prop(\"colorBuffer\"),stride:4,offset:0,divisor:1},bColor:{buffer:t.prop(\"colorBuffer\"),stride:4,offset:4,divisor:1},prevCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:0,divisor:1},aCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:8,divisor:1},bCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:16,divisor:1},nextCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:24,divisor:1}}},n))}catch(t){e=i}return{fill:t({primitive:\"triangle\",elements:function(t,e){return e.triangles},offset:0,vert:\"\\nprecision highp float;\\n\\nattribute vec2 position, positionFract;\\n\\nuniform vec4 color;\\nuniform vec2 scale, scaleFract, translate, translateFract;\\nuniform float pixelRatio, id;\\nuniform vec4 viewport;\\nuniform float opacity;\\n\\nvarying vec4 fragColor;\\n\\nconst float MAX_LINES = 256.;\\n\\nvoid main() {\\n\\tfloat depth = (MAX_LINES - 4. - id) / (MAX_LINES);\\n\\n\\tvec2 position = position * scale + translate\\n       + positionFract * scale + translateFract\\n       + position * scaleFract\\n       + positionFract * scaleFract;\\n\\n\\tgl_Position = vec4(position * 2.0 - 1.0, depth, 1);\\n\\n\\tfragColor = color / 255.;\\n\\tfragColor.a *= opacity;\\n}\\n\",frag:\"\\nprecision highp float;\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n\\tgl_FragColor = fragColor;\\n}\\n\",uniforms:{scale:t.prop(\"scale\"),color:t.prop(\"fill\"),scaleFract:t.prop(\"scaleFract\"),translateFract:t.prop(\"translateFract\"),translate:t.prop(\"translate\"),opacity:t.prop(\"opacity\"),pixelRatio:t.context(\"pixelRatio\"),id:t.prop(\"id\"),viewport:function(t,e){return[e.viewport.x,e.viewport.y,t.viewportWidth,t.viewportHeight]}},attributes:{position:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:8},positionFract:{buffer:t.prop(\"positionFractBuffer\"),stride:8,offset:8}},blend:n.blend,depth:{enable:!1},scissor:n.scissor,stencil:n.stencil,viewport:n.viewport}),rect:i,miter:e}},g.defaults={dashes:null,join:\"miter\",miterLimit:1,thickness:10,cap:\"square\",color:\"black\",opacity:1,overlay:!1,viewport:null,range:null,close:!1,fill:null},g.prototype.render=function(){for(var t,e=[],r=arguments.length;r--;)e[r]=arguments[r];e.length&&(t=this).update.apply(t,e),this.draw()},g.prototype.draw=function(){for(var t=this,e=[],r=arguments.length;r--;)e[r]=arguments[r];return(e.length?e:this.passes).forEach((function(e,r){var n;if(e&&Array.isArray(e))return(n=t).draw.apply(n,e);\"number\"==typeof e&&(e=t.passes[e]),e&&e.count>1&&e.opacity&&(t.regl._refresh(),e.fill&&e.triangles&&e.triangles.length>2&&t.shaders.fill(e),e.thickness&&(e.scale[0]*e.viewport.width>g.precisionThreshold||e.scale[1]*e.viewport.height>g.precisionThreshold||\"rect\"===e.join||!e.join&&(e.thickness<=2||e.count>=g.maxPoints)?t.shaders.rect(e):t.shaders.miter(e)))})),this},g.prototype.update=function(t){var e=this;if(t){null!=t.length?\"number\"==typeof t[0]&&(t=[{positions:t}]):Array.isArray(t)||(t=[t]);var r=this.regl,u=this.gl;if(t.forEach((function(t,p){var y=e.passes[p];if(void 0!==t)if(null!==t){if(\"number\"==typeof t[0]&&(t={positions:t}),t=o(t,{positions:\"positions points data coords\",thickness:\"thickness lineWidth lineWidths line-width linewidth width stroke-width strokewidth strokeWidth\",join:\"lineJoin linejoin join type mode\",miterLimit:\"miterlimit miterLimit\",dashes:\"dash dashes dasharray dash-array dashArray\",color:\"color colour stroke colors colours stroke-color strokeColor\",fill:\"fill fill-color fillColor\",opacity:\"alpha opacity\",overlay:\"overlay crease overlap intersect\",close:\"closed close closed-path closePath\",range:\"range dataBox\",viewport:\"viewport viewBox\",hole:\"holes hole hollow\",splitNull:\"splitNull\"}),y||(e.passes[p]=y={id:p,scale:null,scaleFract:null,translate:null,translateFract:null,count:0,hole:[],depth:0,dashLength:1,dashTexture:r.texture({channels:1,data:new Uint8Array([255]),width:1,height:1,mag:\"linear\",min:\"linear\"}),colorBuffer:r.buffer({usage:\"dynamic\",type:\"uint8\",data:new Uint8Array}),positionBuffer:r.buffer({usage:\"dynamic\",type:\"float\",data:new Uint8Array}),positionFractBuffer:r.buffer({usage:\"dynamic\",type:\"float\",data:new Uint8Array})},t=a({},g.defaults,t)),null!=t.thickness&&(y.thickness=parseFloat(t.thickness)),null!=t.opacity&&(y.opacity=parseFloat(t.opacity)),null!=t.miterLimit&&(y.miterLimit=parseFloat(t.miterLimit)),null!=t.overlay&&(y.overlay=!!t.overlay,p<g.maxLines&&(y.depth=2*(g.maxLines-1-p%g.maxLines)/g.maxLines-1)),null!=t.join&&(y.join=t.join),null!=t.hole&&(y.hole=t.hole),null!=t.fill&&(y.fill=t.fill?n(t.fill,\"uint8\"):null),null!=t.viewport&&(y.viewport=d(t.viewport)),y.viewport||(y.viewport=d([u.drawingBufferWidth,u.drawingBufferHeight])),null!=t.close&&(y.close=t.close),null===t.positions&&(t.positions=[]),t.positions){var v,x;if(t.positions.x&&t.positions.y){var _=t.positions.x,b=t.positions.y;x=y.count=Math.max(_.length,b.length),v=new Float64Array(2*x);for(var w=0;w<x;w++)v[2*w]=_[w],v[2*w+1]=b[w]}else v=s(t.positions,\"float64\"),x=y.count=Math.floor(v.length/2);var T=y.bounds=i(v,2);if(y.fill){for(var k=[],A={},M=0,S=0,E=0,C=y.count;S<C;S++){var L=v[2*S],I=v[2*S+1];isNaN(L)||isNaN(I)||null==L||null==I?(L=v[2*M],I=v[2*M+1],A[S]=M):M=S,k[E++]=L,k[E++]=I}if(t.splitNull){y.count-1 in A||(A[y.count]=y.count-1);var P=Object.keys(A).map(Number).sort((function(t,e){return t-e})),z=[],O=0,D=null!=y.hole?y.hole[0]:null;if(null!=D){var R=m(P,(function(t){return t>=D}));(P=P.slice(0,R)).push(D)}for(var F=function(t){var e=k.slice(2*O,2*P[t]).concat(D?k.slice(2*D):[]),r=(y.hole||[]).map((function(e){return e-D+(P[t]-O)})),n=l(e,r);n=n.map((function(e){return e+O+(e+O<P[t]?0:D-P[t])})),z.push.apply(z,n),O=P[t]+1},B=0;B<P.length;B++)F(B);for(var N=0,j=z.length;N<j;N++)null!=A[z[N]]&&(z[N]=A[z[N]]);y.triangles=z}else{for(var U=l(k,y.hole||[]),V=0,q=U.length;V<q;V++)null!=A[U[V]]&&(U[V]=A[U[V]]);y.triangles=U}}var H=new Float64Array(v);c(H,2,T);var G=new Float64Array(2*x+6);y.close?v[0]===v[2*x-2]&&v[1]===v[2*x-1]?(G[0]=H[2*x-4],G[1]=H[2*x-3]):(G[0]=H[2*x-2],G[1]=H[2*x-1]):(G[0]=H[0],G[1]=H[1]),G.set(H,2),y.close?v[0]===v[2*x-2]&&v[1]===v[2*x-1]?(G[2*x+2]=H[2],G[2*x+3]=H[3],y.count-=1):(G[2*x+2]=H[0],G[2*x+3]=H[1],G[2*x+4]=H[2],G[2*x+5]=H[3]):(G[2*x+2]=H[2*x-2],G[2*x+3]=H[2*x-1],G[2*x+4]=H[2*x-2],G[2*x+5]=H[2*x-1]);var Z=h(G);y.positionBuffer(Z);var W=f(G,Z);y.positionFractBuffer(W)}if(t.range?y.range=t.range:y.range||(y.range=y.bounds),(t.range||t.positions)&&y.count){var Y=y.bounds,X=Y[2]-Y[0],$=Y[3]-Y[1],J=y.range[2]-y.range[0],K=y.range[3]-y.range[1];y.scale=[X/J,$/K],y.translate=[-y.range[0]/J+Y[0]/J||0,-y.range[1]/K+Y[1]/K||0],y.scaleFract=f(y.scale),y.translateFract=f(y.translate)}if(t.dashes){var Q,tt=0;if(!t.dashes||t.dashes.length<2)tt=1,Q=new Uint8Array([255,255,255,255,255,255,255,255]);else{tt=0;for(var et=0;et<t.dashes.length;++et)tt+=t.dashes[et];Q=new Uint8Array(tt*g.dashMult);for(var rt=0,nt=255,it=0;it<2;it++)for(var at=0;at<t.dashes.length;++at){for(var ot=0,st=t.dashes[at]*g.dashMult*.5;ot<st;++ot)Q[rt++]=nt;nt^=255}}y.dashLength=tt,y.dashTexture({channels:1,data:Q,width:Q.length,height:1,mag:\"linear\",min:\"linear\"},0,0)}if(t.color){var lt=y.count,ct=t.color;ct||(ct=\"transparent\");var ut=new Uint8Array(4*lt+4);if(Array.isArray(ct)&&\"number\"!=typeof ct[0]){for(var ht=0;ht<lt;ht++){var ft=n(ct[ht],\"uint8\");ut.set(ft,4*ht)}ut.set(n(ct[0],\"uint8\"),4*lt)}else for(var pt=n(ct,\"uint8\"),dt=0;dt<lt+1;dt++)ut.set(pt,4*dt);y.colorBuffer({usage:\"dynamic\",type:\"uint8\",data:ut})}}else e.passes[p]=null})),t.length<this.passes.length){for(var p=t.length;p<this.passes.length;p++){var y=this.passes[p];y&&(y.colorBuffer.destroy(),y.positionBuffer.destroy(),y.dashTexture.destroy())}this.passes.length=t.length}for(var v=[],x=0;x<this.passes.length;x++)null!==this.passes[x]&&v.push(this.passes[x]);return this.passes=v,this}},g.prototype.destroy=function(){return this.passes.forEach((function(t){t.colorBuffer.destroy(),t.positionBuffer.destroy(),t.dashTexture.destroy()})),this.passes.length=0,this}},62172:function(t,e,r){\"use strict\";function n(t,e){return function(t){if(Array.isArray(t))return t}(t)||function(t,e){var r=null==t?null:\"undefined\"!=typeof Symbol&&t[Symbol.iterator]||t[\"@@iterator\"];if(null!=r){var n,i,a,o,s=[],l=!0,c=!1;try{if(a=(r=r.call(t)).next,0===e){if(Object(r)!==r)return;l=!1}else for(;!(l=(n=a.call(r)).done)&&(s.push(n.value),s.length!==e);l=!0);}catch(t){c=!0,i=t}finally{try{if(!l&&null!=r.return&&(o=r.return(),Object(o)!==o))return}finally{if(c)throw i}}return s}}(t,e)||i(t,e)||function(){throw new TypeError(\"Invalid attempt to destructure non-iterable instance.\\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.\")}()}function i(t,e){if(t){if(\"string\"==typeof t)return a(t,e);var r=Object.prototype.toString.call(t).slice(8,-1);return\"Object\"===r&&t.constructor&&(r=t.constructor.name),\"Map\"===r||\"Set\"===r?Array.from(t):\"Arguments\"===r||/^(?:Ui|I)nt(?:8|16|32)(?:Clamped)?Array$/.test(r)?a(t,e):void 0}}function a(t,e){(null==e||e>t.length)&&(e=t.length);for(var r=0,n=new Array(e);r<e;r++)n[r]=t[r];return n}var o=r(162),s=r(78112),l=r(46762),c=r(27549),u=r(27976),h=r(76765),f=r(6807),p=r(79788),d=r(83473),m=r(39488),g=r(51498),y=r(5137),v=x;function x(t,e){var r=this;if(!(this instanceof x))return new x(t,e);\"function\"==typeof t?(e||(e={}),e.regl=t):(e=t,t=null),e&&e.length&&(e.positions=e);var n,i=(t=e.regl)._gl,a=[];this.tooManyColors=m,n=t.texture({data:new Uint8Array(1020),width:255,height:1,type:\"uint8\",format:\"rgba\",wrapS:\"clamp\",wrapT:\"clamp\",mag:\"nearest\",min:\"nearest\"}),u(this,{regl:t,gl:i,groups:[],markerCache:[null],markerTextures:[null],palette:a,paletteIds:{},paletteTexture:n,maxColors:255,maxSize:100,canvas:i.canvas}),this.update(e);var o={uniforms:{constPointSize:!!e.constPointSize,opacity:t.prop(\"opacity\"),paletteSize:function(t,e){return[r.tooManyColors?0:255,n.height]},pixelRatio:t.context(\"pixelRatio\"),scale:t.prop(\"scale\"),scaleFract:t.prop(\"scaleFract\"),translate:t.prop(\"translate\"),translateFract:t.prop(\"translateFract\"),markerTexture:t.prop(\"markerTexture\"),paletteTexture:n},attributes:{x:function(t,e){return e.xAttr||{buffer:e.positionBuffer,stride:8,offset:0}},y:function(t,e){return e.yAttr||{buffer:e.positionBuffer,stride:8,offset:4}},xFract:function(t,e){return e.xAttr?{constant:[0,0]}:{buffer:e.positionFractBuffer,stride:8,offset:0}},yFract:function(t,e){return e.yAttr?{constant:[0,0]}:{buffer:e.positionFractBuffer,stride:8,offset:4}},size:function(t,e){return e.size.length?{buffer:e.sizeBuffer,stride:2,offset:0}:{constant:[Math.round(255*e.size/r.maxSize)]}},borderSize:function(t,e){return e.borderSize.length?{buffer:e.sizeBuffer,stride:2,offset:1}:{constant:[Math.round(255*e.borderSize/r.maxSize)]}},colorId:function(t,e){return e.color.length?{buffer:e.colorBuffer,stride:r.tooManyColors?8:4,offset:0}:{constant:r.tooManyColors?a.slice(4*e.color,4*e.color+4):[e.color]}},borderColorId:function(t,e){return e.borderColor.length?{buffer:e.colorBuffer,stride:r.tooManyColors?8:4,offset:r.tooManyColors?4:2}:{constant:r.tooManyColors?a.slice(4*e.borderColor,4*e.borderColor+4):[e.borderColor]}},isActive:function(t,e){return!0===e.activation?{constant:[1]}:e.activation?e.activation:{constant:[0]}}},blend:{enable:!0,color:[0,0,0,1],func:{srcRGB:\"src alpha\",dstRGB:\"one minus src alpha\",srcAlpha:\"one minus dst alpha\",dstAlpha:\"one\"}},scissor:{enable:!0,box:t.prop(\"viewport\")},viewport:t.prop(\"viewport\"),stencil:{enable:!1},depth:{enable:!1},elements:t.prop(\"elements\"),count:t.prop(\"count\"),offset:t.prop(\"offset\"),primitive:\"points\"},s=u({},o);s.frag=h([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform float opacity;\\nuniform sampler2D markerTexture;\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragWidth, fragBorderColorLevel, fragColorLevel;\\n\\nfloat smoothStep(float x, float y) {\\n  return 1.0 / (1.0 + exp(50.0*(x - y)));\\n}\\n\\nvoid main() {\\n  float dist = texture2D(markerTexture, gl_PointCoord).r, delta = fragWidth;\\n\\n  // max-distance alpha\\n  if (dist < 0.003) discard;\\n\\n  // null-border case\\n  if (fragBorderColorLevel == fragColorLevel || fragBorderColor.a == 0.) {\\n    float colorAmt = smoothstep(.5 - delta, .5 + delta, dist);\\n    gl_FragColor = vec4(fragColor.rgb, colorAmt * fragColor.a * opacity);\\n  }\\n  else {\\n    float borderColorAmt = smoothstep(fragBorderColorLevel - delta, fragBorderColorLevel + delta, dist);\\n    float colorAmt = smoothstep(fragColorLevel - delta, fragColorLevel + delta, dist);\\n\\n    vec4 color = fragBorderColor;\\n    color.a *= borderColorAmt;\\n    color = mix(color, fragColor, colorAmt);\\n    color.a *= opacity;\\n\\n    gl_FragColor = color;\\n  }\\n\\n}\\n\"]),s.vert=h([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute float x, y, xFract, yFract;\\nattribute float size, borderSize;\\nattribute vec4 colorId, borderColorId;\\nattribute float isActive;\\n\\n// `invariant` effectively turns off optimizations for the position.\\n// We need this because -fast-math on M1 Macs is re-ordering\\n// floating point operations in a way that causes floating point\\n// precision limits to put points in the wrong locations.\\ninvariant gl_Position;\\n\\nuniform bool constPointSize;\\nuniform float pixelRatio;\\nuniform vec2 scale, scaleFract, translate, translateFract, paletteSize;\\nuniform sampler2D paletteTexture;\\n\\nconst float maxSize = 100.;\\nconst float borderLevel = .5;\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragPointSize, fragBorderRadius, fragWidth, fragBorderColorLevel, fragColorLevel;\\n\\nfloat pointSizeScale = (constPointSize) ? 2. : pixelRatio;\\n\\nbool isDirect = (paletteSize.x < 1.);\\n\\nvec4 getColor(vec4 id) {\\n  return isDirect ? id / 255. : texture2D(paletteTexture,\\n    vec2(\\n      (id.x + .5) / paletteSize.x,\\n      (id.y + .5) / paletteSize.y\\n    )\\n  );\\n}\\n\\nvoid main() {\\n  // ignore inactive points\\n  if (isActive == 0.) return;\\n\\n  vec2 position = vec2(x, y);\\n  vec2 positionFract = vec2(xFract, yFract);\\n\\n  vec4 color = getColor(colorId);\\n  vec4 borderColor = getColor(borderColorId);\\n\\n  float size = size * maxSize / 255.;\\n  float borderSize = borderSize * maxSize / 255.;\\n\\n  gl_PointSize = 2. * size * pointSizeScale;\\n  fragPointSize = size * pixelRatio;\\n\\n  vec2 pos = (position + translate) * scale\\n      + (positionFract + translateFract) * scale\\n      + (position + translate) * scaleFract\\n      + (positionFract + translateFract) * scaleFract;\\n\\n  gl_Position = vec4(pos * 2. - 1., 0., 1.);\\n\\n  fragColor = color;\\n  fragBorderColor = borderColor;\\n  fragWidth = 1. / gl_PointSize;\\n\\n  fragBorderColorLevel = clamp(borderLevel - borderLevel * borderSize / size, 0., 1.);\\n  fragColorLevel = clamp(borderLevel + (1. - borderLevel) * borderSize / size, 0., 1.);\\n}\\n\"]),this.drawMarker=t(s);var l=u({},o);l.frag=h([\"precision highp float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragBorderRadius, fragWidth;\\n\\nuniform float opacity;\\n\\nfloat smoothStep(float edge0, float edge1, float x) {\\n\\tfloat t;\\n\\tt = clamp((x - edge0) / (edge1 - edge0), 0.0, 1.0);\\n\\treturn t * t * (3.0 - 2.0 * t);\\n}\\n\\nvoid main() {\\n\\tfloat radius, alpha = 1.0, delta = fragWidth;\\n\\n\\tradius = length(2.0 * gl_PointCoord.xy - 1.0);\\n\\n\\tif (radius > 1.0 + delta) {\\n\\t\\tdiscard;\\n\\t}\\n\\n\\talpha -= smoothstep(1.0 - delta, 1.0 + delta, radius);\\n\\n\\tfloat borderRadius = fragBorderRadius;\\n\\tfloat ratio = smoothstep(borderRadius - delta, borderRadius + delta, radius);\\n\\tvec4 color = mix(fragColor, fragBorderColor, ratio);\\n\\tcolor.a *= alpha * opacity;\\n\\tgl_FragColor = color;\\n}\\n\"]),l.vert=h([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute float x, y, xFract, yFract;\\nattribute float size, borderSize;\\nattribute vec4 colorId, borderColorId;\\nattribute float isActive;\\n\\n// `invariant` effectively turns off optimizations for the position.\\n// We need this because -fast-math on M1 Macs is re-ordering\\n// floating point operations in a way that causes floating point\\n// precision limits to put points in the wrong locations.\\ninvariant gl_Position;\\n\\nuniform bool constPointSize;\\nuniform float pixelRatio;\\nuniform vec2 paletteSize, scale, scaleFract, translate, translateFract;\\nuniform sampler2D paletteTexture;\\n\\nconst float maxSize = 100.;\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragBorderRadius, fragWidth;\\n\\nfloat pointSizeScale = (constPointSize) ? 2. : pixelRatio;\\n\\nbool isDirect = (paletteSize.x < 1.);\\n\\nvec4 getColor(vec4 id) {\\n  return isDirect ? id / 255. : texture2D(paletteTexture,\\n    vec2(\\n      (id.x + .5) / paletteSize.x,\\n      (id.y + .5) / paletteSize.y\\n    )\\n  );\\n}\\n\\nvoid main() {\\n  // ignore inactive points\\n  if (isActive == 0.) return;\\n\\n  vec2 position = vec2(x, y);\\n  vec2 positionFract = vec2(xFract, yFract);\\n\\n  vec4 color = getColor(colorId);\\n  vec4 borderColor = getColor(borderColorId);\\n\\n  float size = size * maxSize / 255.;\\n  float borderSize = borderSize * maxSize / 255.;\\n\\n  gl_PointSize = (size + borderSize) * pointSizeScale;\\n\\n  vec2 pos = (position + translate) * scale\\n      + (positionFract + translateFract) * scale\\n      + (position + translate) * scaleFract\\n      + (positionFract + translateFract) * scaleFract;\\n\\n  gl_Position = vec4(pos * 2. - 1., 0., 1.);\\n\\n  fragBorderRadius = 1. - 2. * borderSize / (size + borderSize);\\n  fragColor = color;\\n  fragBorderColor = borderColor.a == 0. || borderSize == 0. ? vec4(color.rgb, 0.) : borderColor;\\n  fragWidth = 1. / gl_PointSize;\\n}\\n\"]),m&&(l.frag=l.frag.replace(\"smoothstep\",\"smoothStep\"),s.frag=s.frag.replace(\"smoothstep\",\"smoothStep\")),this.drawCircle=t(l)}x.defaults={color:\"black\",borderColor:\"transparent\",borderSize:0,size:12,opacity:1,marker:void 0,viewport:null,range:null,pixelSize:null,count:0,offset:0,bounds:null,positions:[],snap:1e4},x.prototype.render=function(){return arguments.length&&this.update.apply(this,arguments),this.draw(),this},x.prototype.draw=function(){for(var t=this,e=arguments.length,r=new Array(e),n=0;n<e;n++)r[n]=arguments[n];var i=this.groups;if(1===r.length&&Array.isArray(r[0])&&(null===r[0][0]||Array.isArray(r[0][0]))&&(r=r[0]),this.regl._refresh(),r.length)for(var a=0;a<r.length;a++)this.drawItem(a,r[a]);else i.forEach((function(e,r){t.drawItem(r)}));return this},x.prototype.drawItem=function(t,e){var r,n=this.groups,o=n[t];if(\"number\"==typeof e&&(t=e,o=n[e],e=null),o&&o.count&&o.opacity){o.activation[0]&&this.drawCircle(this.getMarkerDrawOptions(0,o,e));for(var s=[],l=1;l<o.activation.length;l++)o.activation[l]&&(!0===o.activation[l]||o.activation[l].data.length)&&s.push.apply(s,function(t){if(Array.isArray(t))return a(t)}(r=this.getMarkerDrawOptions(l,o,e))||function(t){if(\"undefined\"!=typeof Symbol&&null!=t[Symbol.iterator]||null!=t[\"@@iterator\"])return Array.from(t)}(r)||i(r)||function(){throw new TypeError(\"Invalid attempt to spread non-iterable instance.\\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.\")}());s.length&&this.drawMarker(s)}},x.prototype.getMarkerDrawOptions=function(t,e,r){var i=e.range,a=e.tree,o=e.viewport,s=e.activation,l=e.selectionBuffer,c=e.count;if(this.regl,!a)return r?[u({},e,{markerTexture:this.markerTextures[t],activation:s[t],count:r.length,elements:r,offset:0})]:[u({},e,{markerTexture:this.markerTextures[t],activation:s[t],offset:0})];var h=[],f=a.range(i,{lod:!0,px:[(i[2]-i[0])/o.width,(i[3]-i[1])/o.height]});if(r){for(var p=s[t].data,d=new Uint8Array(c),m=0;m<r.length;m++){var g=r[m];d[g]=p?p[g]:1}l.subdata(d)}for(var y=f.length;y--;){var v=n(f[y],2),x=v[0],_=v[1];h.push(u({},e,{markerTexture:this.markerTextures[t],activation:r?l:s[t],offset:x,count:_-x}))}return h},x.prototype.update=function(){for(var t=this,e=arguments.length,r=new Array(e),n=0;n<e;n++)r[n]=arguments[n];if(r.length){1===r.length&&Array.isArray(r[0])&&(r=r[0]);var i=this.groups,a=this.gl,o=this.regl,l=this.maxSize,h=this.maxColors,m=this.palette;this.groups=i=r.map((function(e,r){var n=i[r];if(void 0===e)return n;null===e?e={positions:null}:\"function\"==typeof e?e={ondraw:e}:\"number\"==typeof e[0]&&(e={positions:e}),null===(e=f(e,{positions:\"positions data points\",snap:\"snap cluster lod tree\",size:\"sizes size radius\",borderSize:\"borderSizes borderSize border-size bordersize borderWidth borderWidths border-width borderwidth stroke-width strokeWidth strokewidth outline\",color:\"colors color fill fill-color fillColor\",borderColor:\"borderColors borderColor stroke stroke-color strokeColor\",marker:\"markers marker shape\",range:\"range dataBox databox\",viewport:\"viewport viewPort viewBox viewbox\",opacity:\"opacity alpha transparency\",bounds:\"bound bounds boundaries limits\",tooManyColors:\"tooManyColors palette paletteMode optimizePalette enablePalette\"})).positions&&(e.positions=[]),null!=e.tooManyColors&&(t.tooManyColors=e.tooManyColors),n||(i[r]=n={id:r,scale:null,translate:null,scaleFract:null,translateFract:null,activation:[],selectionBuffer:o.buffer({data:new Uint8Array(0),usage:\"stream\",type:\"uint8\"}),sizeBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"uint8\"}),colorBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"uint8\"}),positionBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"float\"}),positionFractBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"float\"})},e=u({},x.defaults,e)),e.positions&&!(\"marker\"in e)&&(e.marker=n.marker,delete n.marker),e.marker&&!(\"positions\"in e)&&(e.positions=n.positions,delete n.positions);var v=0,_=0;if(p(n,e,[{snap:!0,size:function(t,e){return null==t&&(t=x.defaults.size),v+=t&&t.length?1:0,t},borderSize:function(t,e){return null==t&&(t=x.defaults.borderSize),v+=t&&t.length?1:0,t},opacity:parseFloat,color:function(e,r){return null==e&&(e=x.defaults.color),e=t.updateColor(e),_++,e},borderColor:function(e,r){return null==e&&(e=x.defaults.borderColor),e=t.updateColor(e),_++,e},bounds:function(t,e,r){return\"range\"in r||(r.range=null),t},positions:function(t,e,r){var n=e.snap,i=e.positionBuffer,a=e.positionFractBuffer,l=e.selectionBuffer;if(t.x||t.y)return t.x.length?e.xAttr={buffer:o.buffer(t.x),offset:0,stride:4,count:t.x.length}:e.xAttr={buffer:t.x.buffer,offset:4*t.x.offset||0,stride:4*(t.x.stride||1),count:t.x.count},t.y.length?e.yAttr={buffer:o.buffer(t.y),offset:0,stride:4,count:t.y.length}:e.yAttr={buffer:t.y.buffer,offset:4*t.y.offset||0,stride:4*(t.y.stride||1),count:t.y.count},e.count=Math.max(e.xAttr.count,e.yAttr.count),t;t=d(t,\"float64\");var u=e.count=Math.floor(t.length/2),h=e.bounds=u?s(t,2):null;if(r.range||e.range||(delete e.range,r.range=h),r.marker||e.marker||(delete e.marker,r.marker=null),n&&(!0===n||u>n)?e.tree=c(t,{bounds:h}):n&&n.length&&(e.tree=n),e.tree){var f={primitive:\"points\",usage:\"static\",data:e.tree,type:\"uint32\"};e.elements?e.elements(f):e.elements=o.elements(f)}var p=g.float32(t);return i({data:p,usage:\"dynamic\"}),a({data:g.fract32(t,p),usage:\"dynamic\"}),l({data:new Uint8Array(u),type:\"uint8\",usage:\"stream\"}),t}},{marker:function(e,r,n){var i=r.activation;if(i.forEach((function(t){return t&&t.destroy&&t.destroy()})),i.length=0,e&&\"number\"!=typeof e[0]){for(var a=[],s=0,l=Math.min(e.length,r.count);s<l;s++){var c=t.addMarker(e[s]);a[c]||(a[c]=new Uint8Array(r.count)),a[c][s]=1}for(var u=0;u<a.length;u++)if(a[u]){var h={data:a[u],type:\"uint8\",usage:\"static\"};i[u]?i[u](h):i[u]=o.buffer(h),i[u].data=a[u]}}else i[t.addMarker(e)]=!0;return e},range:function(t,e,r){var n=e.bounds;if(n)return t||(t=n),e.scale=[1/(t[2]-t[0]),1/(t[3]-t[1])],e.translate=[-t[0],-t[1]],e.scaleFract=g.fract(e.scale),e.translateFract=g.fract(e.translate),t},viewport:function(t){return y(t||[a.drawingBufferWidth,a.drawingBufferHeight])}}]),v){var b=n,w=b.count,T=b.size,k=b.borderSize,A=b.sizeBuffer,M=new Uint8Array(2*w);if(T.length||k.length)for(var S=0;S<w;S++)M[2*S]=Math.round(255*(null==T[S]?T:T[S])/l),M[2*S+1]=Math.round(255*(null==k[S]?k:k[S])/l);A({data:M,usage:\"dynamic\"})}if(_){var E,C=n,L=C.count,I=C.color,P=C.borderColor,z=C.colorBuffer;if(t.tooManyColors){if(I.length||P.length){E=new Uint8Array(8*L);for(var O=0;O<L;O++){var D=I[O];E[8*O]=m[4*D],E[8*O+1]=m[4*D+1],E[8*O+2]=m[4*D+2],E[8*O+3]=m[4*D+3];var R=P[O];E[8*O+4]=m[4*R],E[8*O+5]=m[4*R+1],E[8*O+6]=m[4*R+2],E[8*O+7]=m[4*R+3]}}}else if(I.length||P.length){E=new Uint8Array(4*L+2);for(var F=0;F<L;F++)null!=I[F]&&(E[4*F]=I[F]%h,E[4*F+1]=Math.floor(I[F]/h)),null!=P[F]&&(E[4*F+2]=P[F]%h,E[4*F+3]=Math.floor(P[F]/h))}z({data:E||new Uint8Array(0),type:\"uint8\",usage:\"dynamic\"})}return n}))}},x.prototype.addMarker=function(t){var e,r=this.markerTextures,n=this.regl,i=this.markerCache,a=null==t?0:i.indexOf(t);if(a>=0)return a;if(t instanceof Uint8Array||t instanceof Uint8ClampedArray)e=t;else{e=new Uint8Array(t.length);for(var o=0,s=t.length;o<s;o++)e[o]=255*t[o]}var l=Math.floor(Math.sqrt(e.length));return a=r.length,i.push(t),r.push(n.texture({channels:1,data:e,radius:l,mag:\"linear\",min:\"linear\"})),a},x.prototype.updateColor=function(t){var e=this.paletteIds,r=this.palette,n=this.maxColors;Array.isArray(t)||(t=[t]);var i=[];if(\"number\"==typeof t[0]){var a=[];if(Array.isArray(t))for(var s=0;s<t.length;s+=4)a.push(t.slice(s,s+4));else for(var c=0;c<t.length;c+=4)a.push(t.subarray(c,c+4));t=a}for(var u=0;u<t.length;u++){var h=t[u];h=o(h,\"uint8\");var f=l(h,!1);if(null==e[f]){var p=r.length;e[f]=Math.floor(p/4),r[p]=h[0],r[p+1]=h[1],r[p+2]=h[2],r[p+3]=h[3]}i[u]=e[f]}return!this.tooManyColors&&r.length>4*n&&(this.tooManyColors=!0),this.updatePalette(r),1===i.length?i[0]:i},x.prototype.updatePalette=function(t){if(!this.tooManyColors){var e=this.maxColors,r=this.paletteTexture,n=Math.ceil(.25*t.length/e);if(n>1)for(var i=.25*(t=t.slice()).length%e;i<n*e;i++)t.push(0,0,0,0);r.height<n&&r.resize(e,n),r.subimage({width:Math.min(.25*t.length,e),height:n,data:t},0,0)}},x.prototype.destroy=function(){return this.groups.forEach((function(t){t.sizeBuffer.destroy(),t.positionBuffer.destroy(),t.positionFractBuffer.destroy(),t.colorBuffer.destroy(),t.activation.forEach((function(t){return t&&t.destroy&&t.destroy()})),t.selectionBuffer.destroy(),t.elements&&t.elements.destroy()})),this.groups.length=0,this.paletteTexture.destroy(),this.markerTextures.forEach((function(t){return t&&t.destroy&&t.destroy()})),this};var _=r(27976);t.exports=function(t,e){var r=new v(t,e),n=r.render.bind(r);return _(n,{render:n,update:r.update.bind(r),draw:r.draw.bind(r),destroy:r.destroy.bind(r),regl:r.regl,gl:r.gl,canvas:r.gl.canvas,groups:r.groups,markers:r.markerCache,palette:r.palette}),n}},31239:function(t,e,r){\"use strict\";var n=r(62172),i=r(6807),a=r(78112),o=r(16494),s=r(27902),l=r(5137),c=r(83473);function u(t,e){if(!(this instanceof u))return new u(t,e);this.traces=[],this.passes={},this.regl=t,this.scatter=n(t),this.canvas=this.scatter.canvas}function h(t,e,r){return(null!=t.id?t.id:t)<<16|(255&e)<<8|255&r}function f(t,e,r){var n,i,a,o,s=t[e],l=t[r];return s.length>2?(s[0],s[2],n=s[1],i=s[3]):s.length?(n=s[0],i=s[1]):(s.x,n=s.y,s.x,s.width,i=s.y+s.height),l.length>2?(a=l[0],o=l[2],l[1],l[3]):l.length?(a=l[0],o=l[1]):(a=l.x,l.y,o=l.x+l.width,l.y,l.height),[a,n,o,i]}function p(t){if(\"number\"==typeof t)return[t,t,t,t];if(2===t.length)return[t[0],t[1],t[0],t[1]];var e=l(t);return[e.x,e.y,e.x+e.width,e.y+e.height]}t.exports=u,u.prototype.render=function(){for(var t,e=this,r=[],n=arguments.length;n--;)r[n]=arguments[n];return r.length&&(t=this).update.apply(t,r),this.regl.attributes.preserveDrawingBuffer?this.draw():(this.dirty?null==this.planned&&(this.planned=o((function(){e.draw(),e.dirty=!0,e.planned=null}))):(this.draw(),this.dirty=!0,o((function(){e.dirty=!1}))),this)},u.prototype.update=function(){for(var t,e=[],r=arguments.length;r--;)e[r]=arguments[r];if(e.length){for(var n=0;n<e.length;n++)this.updateItem(n,e[n]);this.traces=this.traces.filter(Boolean);for(var i=[],a=0,o=0;o<this.traces.length;o++){for(var s=this.traces[o],l=this.traces[o].passes,c=0;c<l.length;c++)i.push(this.passes[l[c]]);s.passOffset=a,a+=s.passes.length}return(t=this.scatter).update.apply(t,i),this}},u.prototype.updateItem=function(t,e){var r=this.regl;if(null===e)return this.traces[t]=null,this;if(!e)return this;var n,o=i(e,{data:\"data items columns rows values dimensions samples x\",snap:\"snap cluster\",size:\"sizes size radius\",color:\"colors color fill fill-color fillColor\",opacity:\"opacity alpha transparency opaque\",borderSize:\"borderSizes borderSize border-size bordersize borderWidth borderWidths border-width borderwidth stroke-width strokeWidth strokewidth outline\",borderColor:\"borderColors borderColor bordercolor stroke stroke-color strokeColor\",marker:\"markers marker shape\",range:\"range ranges databox dataBox\",viewport:\"viewport viewBox viewbox\",domain:\"domain domains area areas\",padding:\"pad padding paddings pads margin margins\",transpose:\"transpose transposed\",diagonal:\"diagonal diag showDiagonal\",upper:\"upper up top upperhalf upperHalf showupperhalf showUpper showUpperHalf\",lower:\"lower low bottom lowerhalf lowerHalf showlowerhalf showLowerHalf showLower\"}),s=this.traces[t]||(this.traces[t]={id:t,buffer:r.buffer({usage:\"dynamic\",type:\"float\",data:new Uint8Array}),color:\"black\",marker:null,size:12,borderColor:\"transparent\",borderSize:1,viewport:l([r._gl.drawingBufferWidth,r._gl.drawingBufferHeight]),padding:[0,0,0,0],opacity:1,diagonal:!0,upper:!0,lower:!0});if(null!=o.color&&(s.color=o.color),null!=o.size&&(s.size=o.size),null!=o.marker&&(s.marker=o.marker),null!=o.borderColor&&(s.borderColor=o.borderColor),null!=o.borderSize&&(s.borderSize=o.borderSize),null!=o.opacity&&(s.opacity=o.opacity),o.viewport&&(s.viewport=l(o.viewport)),null!=o.diagonal&&(s.diagonal=o.diagonal),null!=o.upper&&(s.upper=o.upper),null!=o.lower&&(s.lower=o.lower),o.data){s.buffer(c(o.data)),s.columns=o.data.length,s.count=o.data[0].length,s.bounds=[];for(var u=0;u<s.columns;u++)s.bounds[u]=a(o.data[u],1)}o.range&&(s.range=o.range,n=s.range&&\"number\"!=typeof s.range[0]),o.domain&&(s.domain=o.domain);var d=!1;null!=o.padding&&(Array.isArray(o.padding)&&o.padding.length===s.columns&&\"number\"==typeof o.padding[o.padding.length-1]?(s.padding=o.padding.map(p),d=!0):s.padding=p(o.padding));var m=s.columns,g=s.count,y=s.viewport.width,v=s.viewport.height,x=s.viewport.x,_=s.viewport.y,b=y/m,w=v/m;s.passes=[];for(var T=0;T<m;T++)for(var k=0;k<m;k++)if((s.diagonal||k!==T)&&(s.upper||!(T>k))&&(s.lower||!(T<k))){var A=h(s.id,T,k),M=this.passes[A]||(this.passes[A]={});if(o.data&&(o.transpose?M.positions={x:{buffer:s.buffer,offset:k,count:g,stride:m},y:{buffer:s.buffer,offset:T,count:g,stride:m}}:M.positions={x:{buffer:s.buffer,offset:k*g,count:g},y:{buffer:s.buffer,offset:T*g,count:g}},M.bounds=f(s.bounds,T,k)),o.domain||o.viewport||o.data){var S=d?f(s.padding,T,k):s.padding;if(s.domain){var E=f(s.domain,T,k),C=E[0],L=E[1],I=E[2],P=E[3];M.viewport=[x+C*y+S[0],_+L*v+S[1],x+I*y-S[2],_+P*v-S[3]]}else M.viewport=[x+k*b+b*S[0],_+T*w+w*S[1],x+(k+1)*b-b*S[2],_+(T+1)*w-w*S[3]]}o.color&&(M.color=s.color),o.size&&(M.size=s.size),o.marker&&(M.marker=s.marker),o.borderSize&&(M.borderSize=s.borderSize),o.borderColor&&(M.borderColor=s.borderColor),o.opacity&&(M.opacity=s.opacity),o.range&&(M.range=n?f(s.range,T,k):s.range||M.bounds),s.passes.push(A)}return this},u.prototype.draw=function(){for(var t,e=[],r=arguments.length;r--;)e[r]=arguments[r];if(e.length){for(var n=[],i=0;i<e.length;i++)if(\"number\"==typeof e[i]){var a=this.traces[e[i]],o=a.passes,l=a.passOffset;n.push.apply(n,s(l,l+o.length))}else if(e[i].length){var c=e[i],u=this.traces[i],h=u.passes,f=u.passOffset;h=h.map((function(t,e){n[f+e]=c}))}(t=this.scatter).draw.apply(t,n)}else this.scatter.draw();return this},u.prototype.destroy=function(){return 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t},toMonthIndex:function(t,e,r){var i=this.intercalaryMonth(t);if(r&&e!==i||e<1||e>12)throw n.local.invalidMonth.replace(/\\{0\\}/,this.local.name);return i?!r&&e<=i?e-1:e:e-1},toChineseMonth:function(t,e){t.year&&(e=(t=t.year()).month());var r=this.intercalaryMonth(t);if(e<0||e>(r?12:11))throw n.local.invalidMonth.replace(/\\{0\\}/,this.local.name);return r?e<r?e+1:e:e+1},intercalaryMonth:function(t){return t=this._validateYear(t),h[t-h[0]]>>13},isIntercalaryMonth:function(t,e){t.year&&(e=(t=t.year()).month());var r=this.intercalaryMonth(t);return!!r&&r===e},leapYear:function(t){return 0!==this.intercalaryMonth(t)},weekOfYear:function(t,e,r){var i,o=this._validateYear(t,n.local.invalidyear),s=f[o-f[0]],l=s>>9&4095,c=s>>5&15,u=31&s;(i=a.newDate(l,c,u)).add(4-(i.dayOfWeek()||7),\"d\");var h=this.toJD(t,e,r)-i.toJD();return 1+Math.floor(h/7)},monthsInYear:function(t){return this.leapYear(t)?13:12},daysInMonth:function(t,e){t.year&&(e=t.month(),t=t.year()),t=this._validateYear(t);var r=h[t-h[0]];if(e>(r>>13?12:11))throw n.local.invalidMonth.replace(/\\{0\\}/,this.local.name);return r&1<<12-e?30:29},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,s,r,n.local.invalidDate);t=this._validateYear(i.year()),e=i.month(),r=i.day();var o=this.isIntercalaryMonth(t,e),s=this.toChineseMonth(t,e),l=function(t,e,r,n,i){var a,o,s;if(\"object\"==typeof t)o=t,a=e||{};else{var l;if(!(\"number\"==typeof t&&t>=1888&&t<=2111))throw new Error(\"Lunar year outside range 1888-2111\");if(!(\"number\"==typeof e&&e>=1&&e<=12))throw new Error(\"Lunar month outside range 1 - 12\");if(!(\"number\"==typeof r&&r>=1&&r<=30))throw new Error(\"Lunar day outside range 1 - 30\");\"object\"==typeof n?(l=!1,a=n):(l=!!n,a={}),o={year:t,month:e,day:r,isIntercalary:l}}s=o.day-1;var c,u=h[o.year-h[0]],p=u>>13;c=p&&(o.month>p||o.isIntercalary)?o.month:o.month-1;for(var d=0;d<c;d++)s+=u&1<<12-d?30:29;var m=f[o.year-f[0]],g=new Date(m>>9&4095,(m>>5&15)-1,(31&m)+s);return a.year=g.getFullYear(),a.month=1+g.getMonth(),a.day=g.getDate(),a}(t,s,r,o);return a.toJD(l.year,l.month,l.day)},fromJD:function(t){var e=a.fromJD(t),r=function(t,e,r,n){var i,a;if(\"object\"==typeof t)i=t,a=e||{};else{if(!(\"number\"==typeof t&&t>=1888&&t<=2111))throw new Error(\"Solar year outside range 1888-2111\");if(!(\"number\"==typeof e&&e>=1&&e<=12))throw new Error(\"Solar month outside range 1 - 12\");if(!(\"number\"==typeof r&&r>=1&&r<=31))throw new Error(\"Solar day outside range 1 - 31\");i={year:t,month:e,day:r},a={}}var o=f[i.year-f[0]],s=i.year<<9|i.month<<5|i.day;a.year=s>=o?i.year:i.year-1,o=f[a.year-f[0]];var l,c=new Date(o>>9&4095,(o>>5&15)-1,31&o),u=new Date(i.year,i.month-1,i.day);l=Math.round((u-c)/864e5);var p,d=h[a.year-h[0]];for(p=0;p<13;p++){var m=d&1<<12-p?30:29;if(l<m)break;l-=m}var g=d>>13;return!g||p<g?(a.isIntercalary=!1,a.month=1+p):p===g?(a.isIntercalary=!0,a.month=p):(a.isIntercalary=!1,a.month=p),a.day=1+l,a}(e.year(),e.month(),e.day()),n=this.toMonthIndex(r.year,r.month,r.isIntercalary);return this.newDate(r.year,n,r.day)},fromString:function(t){var e=t.match(s),r=this._validateYear(+e[1]),n=+e[2],i=!!e[3],a=this.toMonthIndex(r,n,i),o=+e[4];return this.newDate(r,a,o)},add:function(t,e,r){var n=t.year(),i=t.month(),a=this.isIntercalaryMonth(n,i),s=this.toChineseMonth(n,i),l=Object.getPrototypeOf(o.prototype).add.call(this,t,e,r);if(\"y\"===r){var c=l.year(),u=l.month(),h=this.isIntercalaryMonth(c,s),f=a&&h?this.toMonthIndex(c,s,!0):this.toMonthIndex(c,s,!1);f!==u&&l.month(f)}return l}});var s=/^\\s*(-?\\d\\d\\d\\d|\\d\\d)[-/](\\d?\\d)([iI]?)[-/](\\d?\\d)/m,l=/^\\d?\\d[iI]?/m,c=/^闰?十?[一二三四五六七八九]?月/m,u=/^闰?十?[一二三四五六七八九]?/m;n.calendars.chinese=o;var 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n=r(24453),i=r(27976);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Coptic\",jdEpoch:1825029.5,daysPerMonth:[30,30,30,30,30,30,30,30,30,30,30,30,5],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,regionalOptions:{\"\":{name:\"Coptic\",epochs:[\"BAM\",\"AM\"],monthNames:[\"Thout\",\"Paopi\",\"Hathor\",\"Koiak\",\"Tobi\",\"Meshir\",\"Paremhat\",\"Paremoude\",\"Pashons\",\"Paoni\",\"Epip\",\"Mesori\",\"Pi Kogi Enavot\"],monthNamesShort:[\"Tho\",\"Pao\",\"Hath\",\"Koi\",\"Tob\",\"Mesh\",\"Pat\",\"Pad\",\"Pash\",\"Pao\",\"Epi\",\"Meso\",\"PiK\"],dayNames:[\"Tkyriaka\",\"Pesnau\",\"Pshoment\",\"Peftoou\",\"Ptiou\",\"Psoou\",\"Psabbaton\"],dayNamesShort:[\"Tky\",\"Pes\",\"Psh\",\"Pef\",\"Pti\",\"Pso\",\"Psa\"],dayNamesMin:[\"Tk\",\"Pes\",\"Psh\",\"Pef\",\"Pt\",\"Pso\",\"Psa\"],digits:null,dateFormat:\"dd/mm/yyyy\",firstDay:0,isRTL:!1}},leapYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return(t=e.year()+(e.year()<0?1:0))%4==3||t%4==-1},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear||n.regionalOptions[\"\"].invalidYear),13},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(13===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return(t=i.year())<0&&t++,i.day()+30*(i.month()-1)+365*(t-1)+Math.floor(t/4)+this.jdEpoch-1},fromJD:function(t){var e=Math.floor(t)+.5-this.jdEpoch,r=Math.floor((e-Math.floor((e+366)/1461))/365)+1;r<=0&&r--,e=Math.floor(t)+.5-this.newDate(r,1,1).toJD();var n=Math.floor(e/30)+1,i=e-30*(n-1)+1;return this.newDate(r,n,i)}}),n.calendars.coptic=a},28569:function(t,e,r){var n=r(24453),i=r(27976);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Discworld\",jdEpoch:1721425.5,daysPerMonth:[16,32,32,32,32,32,32,32,32,32,32,32,32],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,regionalOptions:{\"\":{name:\"Discworld\",epochs:[\"BUC\",\"UC\"],monthNames:[\"Ick\",\"Offle\",\"February\",\"March\",\"April\",\"May\",\"June\",\"Grune\",\"August\",\"Spune\",\"Sektober\",\"Ember\",\"December\"],monthNamesShort:[\"Ick\",\"Off\",\"Feb\",\"Mar\",\"Apr\",\"May\",\"Jun\",\"Gru\",\"Aug\",\"Spu\",\"Sek\",\"Emb\",\"Dec\"],dayNames:[\"Sunday\",\"Octeday\",\"Monday\",\"Tuesday\",\"Wednesday\",\"Thursday\",\"Friday\",\"Saturday\"],dayNamesShort:[\"Sun\",\"Oct\",\"Mon\",\"Tue\",\"Wed\",\"Thu\",\"Fri\",\"Sat\"],dayNamesMin:[\"Su\",\"Oc\",\"Mo\",\"Tu\",\"We\",\"Th\",\"Fr\",\"Sa\"],digits:null,dateFormat:\"yyyy/mm/dd\",firstDay:2,isRTL:!1}},leapYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),!1},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),13},daysInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),400},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/8)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]},daysInWeek:function(){return 8},dayOfWeek:function(t,e,r){return(this._validate(t,e,r,n.local.invalidDate).day()+1)%8},weekDay:function(t,e,r){var n=this.dayOfWeek(t,e,r);return n>=2&&n<=6},extraInfo:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return{century:o[Math.floor((i.year()-1)/100)+1]||\"\"}},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=i.year()+(i.year()<0?1:0),e=i.month(),(r=i.day())+(e>1?16:0)+(e>2?32*(e-2):0)+400*(t-1)+this.jdEpoch-1},fromJD:function(t){t=Math.floor(t+.5)-Math.floor(this.jdEpoch)-1;var e=Math.floor(t/400)+1;t-=400*(e-1),t+=t>15?16:0;var r=Math.floor(t/32)+1,n=t-32*(r-1)+1;return this.newDate(e<=0?e-1:e,r,n)}});var o={20:\"Fruitbat\",21:\"Anchovy\"};n.calendars.discworld=a},81133:function(t,e,r){var n=r(24453),i=r(27976);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Ethiopian\",jdEpoch:1724220.5,daysPerMonth:[30,30,30,30,30,30,30,30,30,30,30,30,5],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,regionalOptions:{\"\":{name:\"Ethiopian\",epochs:[\"BEE\",\"EE\"],monthNames:[\"Meskerem\",\"Tikemet\",\"Hidar\",\"Tahesas\",\"Tir\",\"Yekatit\",\"Megabit\",\"Miazia\",\"Genbot\",\"Sene\",\"Hamle\",\"Nehase\",\"Pagume\"],monthNamesShort:[\"Mes\",\"Tik\",\"Hid\",\"Tah\",\"Tir\",\"Yek\",\"Meg\",\"Mia\",\"Gen\",\"Sen\",\"Ham\",\"Neh\",\"Pag\"],dayNames:[\"Ehud\",\"Segno\",\"Maksegno\",\"Irob\",\"Hamus\",\"Arb\",\"Kidame\"],dayNamesShort:[\"Ehu\",\"Seg\",\"Mak\",\"Iro\",\"Ham\",\"Arb\",\"Kid\"],dayNamesMin:[\"Eh\",\"Se\",\"Ma\",\"Ir\",\"Ha\",\"Ar\",\"Ki\"],digits:null,dateFormat:\"dd/mm/yyyy\",firstDay:0,isRTL:!1}},leapYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return(t=e.year()+(e.year()<0?1:0))%4==3||t%4==-1},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear||n.regionalOptions[\"\"].invalidYear),13},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(13===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return(t=i.year())<0&&t++,i.day()+30*(i.month()-1)+365*(t-1)+Math.floor(t/4)+this.jdEpoch-1},fromJD:function(t){var e=Math.floor(t)+.5-this.jdEpoch,r=Math.floor((e-Math.floor((e+366)/1461))/365)+1;r<=0&&r--,e=Math.floor(t)+.5-this.newDate(r,1,1).toJD();var n=Math.floor(e/30)+1,i=e-30*(n-1)+1;return this.newDate(r,n,i)}}),n.calendars.ethiopian=a},78295:function(t,e,r){var n=r(24453),i=r(27976);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}function o(t,e){return t-e*Math.floor(t/e)}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Hebrew\",jdEpoch:347995.5,daysPerMonth:[30,29,30,29,30,29,30,29,30,29,30,29,29],hasYearZero:!1,minMonth:1,firstMonth:7,minDay:1,regionalOptions:{\"\":{name:\"Hebrew\",epochs:[\"BAM\",\"AM\"],monthNames:[\"Nisan\",\"Iyar\",\"Sivan\",\"Tammuz\",\"Av\",\"Elul\",\"Tishrei\",\"Cheshvan\",\"Kislev\",\"Tevet\",\"Shevat\",\"Adar\",\"Adar II\"],monthNamesShort:[\"Nis\",\"Iya\",\"Siv\",\"Tam\",\"Av\",\"Elu\",\"Tis\",\"Che\",\"Kis\",\"Tev\",\"She\",\"Ada\",\"Ad2\"],dayNames:[\"Yom Rishon\",\"Yom Sheni\",\"Yom Shlishi\",\"Yom Revi'i\",\"Yom Chamishi\",\"Yom Shishi\",\"Yom Shabbat\"],dayNamesShort:[\"Ris\",\"She\",\"Shl\",\"Rev\",\"Cha\",\"Shi\",\"Sha\"],dayNamesMin:[\"Ri\",\"She\",\"Shl\",\"Re\",\"Ch\",\"Shi\",\"Sha\"],digits:null,dateFormat:\"dd/mm/yyyy\",firstDay:0,isRTL:!1}},leapYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return this._leapYear(e.year())},_leapYear:function(t){return o(7*(t=t<0?t+1:t)+1,19)<7},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),this._leapYear(t.year?t.year():t)?13:12},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInYear:function(t){return t=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year(),this.toJD(-1===t?1:t+1,7,1)-this.toJD(t,7,1)},daysInMonth:function(t,e){return t.year&&(e=t.month(),t=t.year()),this._validate(t,e,this.minDay,n.local.invalidMonth),12===e&&this.leapYear(t)||8===e&&5===o(this.daysInYear(t),10)?30:9===e&&3===o(this.daysInYear(t),10)?29:this.daysPerMonth[e-1]},weekDay:function(t,e,r){return 6!==this.dayOfWeek(t,e,r)},extraInfo:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return{yearType:(this.leapYear(i)?\"embolismic\":\"common\")+\" \"+[\"deficient\",\"regular\",\"complete\"][this.daysInYear(i)%10-3]}},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=i.year(),e=i.month(),r=i.day();var a=t<=0?t+1:t,o=this.jdEpoch+this._delay1(a)+this._delay2(a)+r+1;if(e<7){for(var s=7;s<=this.monthsInYear(t);s++)o+=this.daysInMonth(t,s);for(s=1;s<e;s++)o+=this.daysInMonth(t,s)}else for(s=7;s<e;s++)o+=this.daysInMonth(t,s);return o},_delay1:function(t){var e=Math.floor((235*t-234)/19),r=12084+13753*e,n=29*e+Math.floor(r/25920);return o(3*(n+1),7)<3&&n++,n},_delay2:function(t){var e=this._delay1(t-1),r=this._delay1(t);return this._delay1(t+1)-r==356?2:r-e==382?1:0},fromJD:function(t){t=Math.floor(t)+.5;for(var e=Math.floor(98496*(t-this.jdEpoch)/35975351)-1;t>=this.toJD(-1===e?1:e+1,7,1);)e++;for(var r=t<this.toJD(e,1,1)?7:1;t>this.toJD(e,r,this.daysInMonth(e,r));)r++;var n=t-this.toJD(e,r,1)+1;return this.newDate(e,r,n)}}),n.calendars.hebrew=a},25512:function(t,e,r){var n=r(24453),i=r(27976);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Islamic\",jdEpoch:1948439.5,daysPerMonth:[30,29,30,29,30,29,30,29,30,29,30,29],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,regionalOptions:{\"\":{name:\"Islamic\",epochs:[\"BH\",\"AH\"],monthNames:[\"Muharram\",\"Safar\",\"Rabi' al-awwal\",\"Rabi' al-thani\",\"Jumada al-awwal\",\"Jumada al-thani\",\"Rajab\",\"Sha'aban\",\"Ramadan\",\"Shawwal\",\"Dhu al-Qi'dah\",\"Dhu al-Hijjah\"],monthNamesShort:[\"Muh\",\"Saf\",\"Rab1\",\"Rab2\",\"Jum1\",\"Jum2\",\"Raj\",\"Sha'\",\"Ram\",\"Shaw\",\"DhuQ\",\"DhuH\"],dayNames:[\"Yawm al-ahad\",\"Yawm al-ithnayn\",\"Yawm ath-thulaathaa'\",\"Yawm al-arbi'aa'\",\"Yawm al-khamīs\",\"Yawm al-jum'a\",\"Yawm as-sabt\"],dayNamesShort:[\"Aha\",\"Ith\",\"Thu\",\"Arb\",\"Kha\",\"Jum\",\"Sab\"],dayNamesMin:[\"Ah\",\"It\",\"Th\",\"Ar\",\"Kh\",\"Ju\",\"Sa\"],digits:null,dateFormat:\"yyyy/mm/dd\",firstDay:6,isRTL:!1}},leapYear:function(t){return(11*this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year()+14)%30<11},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInYear:function(t){return this.leapYear(t)?355:354},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(12===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return 5!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=i.year(),e=i.month(),t=t<=0?t+1:t,(r=i.day())+Math.ceil(29.5*(e-1))+354*(t-1)+Math.floor((3+11*t)/30)+this.jdEpoch-1},fromJD:function(t){t=Math.floor(t)+.5;var e=Math.floor((30*(t-this.jdEpoch)+10646)/10631);e=e<=0?e-1:e;var r=Math.min(12,Math.ceil((t-29-this.toJD(e,1,1))/29.5)+1),n=t-this.toJD(e,r,1)+1;return this.newDate(e,r,n)}}),n.calendars.islamic=a},42645:function(t,e,r){var n=r(24453),i=r(27976);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Julian\",jdEpoch:1721423.5,daysPerMonth:[31,28,31,30,31,30,31,31,30,31,30,31],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,regionalOptions:{\"\":{name:\"Julian\",epochs:[\"BC\",\"AD\"],monthNames:[\"January\",\"February\",\"March\",\"April\",\"May\",\"June\",\"July\",\"August\",\"September\",\"October\",\"November\",\"December\"],monthNamesShort:[\"Jan\",\"Feb\",\"Mar\",\"Apr\",\"May\",\"Jun\",\"Jul\",\"Aug\",\"Sep\",\"Oct\",\"Nov\",\"Dec\"],dayNames:[\"Sunday\",\"Monday\",\"Tuesday\",\"Wednesday\",\"Thursday\",\"Friday\",\"Saturday\"],dayNamesShort:[\"Sun\",\"Mon\",\"Tue\",\"Wed\",\"Thu\",\"Fri\",\"Sat\"],dayNamesMin:[\"Su\",\"Mo\",\"Tu\",\"We\",\"Th\",\"Fr\",\"Sa\"],digits:null,dateFormat:\"mm/dd/yyyy\",firstDay:0,isRTL:!1}},leapYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return(t=e.year()<0?e.year()+1:e.year())%4==0},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(4-(n.dayOfWeek()||7),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(2===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=i.year(),e=i.month(),r=i.day(),t<0&&t++,e<=2&&(t--,e+=12),Math.floor(365.25*(t+4716))+Math.floor(30.6001*(e+1))+r-1524.5},fromJD:function(t){var e=Math.floor(t+.5)+1524,r=Math.floor((e-122.1)/365.25),n=Math.floor(365.25*r),i=Math.floor((e-n)/30.6001),a=i-Math.floor(i<14?1:13),o=r-Math.floor(a>2?4716:4715),s=e-n-Math.floor(30.6001*i);return o<=0&&o--,this.newDate(o,a,s)}}),n.calendars.julian=a},62324:function(t,e,r){var n=r(24453),i=r(27976);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}function o(t,e){return t-e*Math.floor(t/e)}function s(t,e){return o(t-1,e)+1}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Mayan\",jdEpoch:584282.5,hasYearZero:!0,minMonth:0,firstMonth:0,minDay:0,regionalOptions:{\"\":{name:\"Mayan\",epochs:[\"\",\"\"],monthNames:[\"0\",\"1\",\"2\",\"3\",\"4\",\"5\",\"6\",\"7\",\"8\",\"9\",\"10\",\"11\",\"12\",\"13\",\"14\",\"15\",\"16\",\"17\"],monthNamesShort:[\"0\",\"1\",\"2\",\"3\",\"4\",\"5\",\"6\",\"7\",\"8\",\"9\",\"10\",\"11\",\"12\",\"13\",\"14\",\"15\",\"16\",\"17\"],dayNames:[\"0\",\"1\",\"2\",\"3\",\"4\",\"5\",\"6\",\"7\",\"8\",\"9\",\"10\",\"11\",\"12\",\"13\",\"14\",\"15\",\"16\",\"17\",\"18\",\"19\"],dayNamesShort:[\"0\",\"1\",\"2\",\"3\",\"4\",\"5\",\"6\",\"7\",\"8\",\"9\",\"10\",\"11\",\"12\",\"13\",\"14\",\"15\",\"16\",\"17\",\"18\",\"19\"],dayNamesMin:[\"0\",\"1\",\"2\",\"3\",\"4\",\"5\",\"6\",\"7\",\"8\",\"9\",\"10\",\"11\",\"12\",\"13\",\"14\",\"15\",\"16\",\"17\",\"18\",\"19\"],digits:null,dateFormat:\"YYYY.m.d\",firstDay:0,isRTL:!1,haabMonths:[\"Pop\",\"Uo\",\"Zip\",\"Zotz\",\"Tzec\",\"Xul\",\"Yaxkin\",\"Mol\",\"Chen\",\"Yax\",\"Zac\",\"Ceh\",\"Mac\",\"Kankin\",\"Muan\",\"Pax\",\"Kayab\",\"Cumku\",\"Uayeb\"],tzolkinMonths:[\"Imix\",\"Ik\",\"Akbal\",\"Kan\",\"Chicchan\",\"Cimi\",\"Manik\",\"Lamat\",\"Muluc\",\"Oc\",\"Chuen\",\"Eb\",\"Ben\",\"Ix\",\"Men\",\"Cib\",\"Caban\",\"Etznab\",\"Cauac\",\"Ahau\"]}},leapYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),!1},formatYear:function(t){t=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year();var e=Math.floor(t/400);return t%=400,t+=t<0?400:0,e+\".\"+Math.floor(t/20)+\".\"+t%20},forYear:function(t){if((t=t.split(\".\")).length<3)throw\"Invalid Mayan year\";for(var e=0,r=0;r<t.length;r++){var n=parseInt(t[r],10);if(Math.abs(n)>19||r>0&&n<0)throw\"Invalid Mayan year\";e=20*e+n}return e},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),18},weekOfYear:function(t,e,r){return this._validate(t,e,r,n.local.invalidDate),0},daysInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),360},daysInMonth:function(t,e){return this._validate(t,e,this.minDay,n.local.invalidMonth),20},daysInWeek:function(){return 5},dayOfWeek:function(t,e,r){return this._validate(t,e,r,n.local.invalidDate).day()},weekDay:function(t,e,r){return this._validate(t,e,r,n.local.invalidDate),!0},extraInfo:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate).toJD(),a=this._toHaab(i),o=this._toTzolkin(i);return{haabMonthName:this.local.haabMonths[a[0]-1],haabMonth:a[0],haabDay:a[1],tzolkinDayName:this.local.tzolkinMonths[o[0]-1],tzolkinDay:o[0],tzolkinTrecena:o[1]}},_toHaab:function(t){var e=o(8+(t-=this.jdEpoch)+340,365);return[Math.floor(e/20)+1,o(e,20)]},_toTzolkin:function(t){return[s(20+(t-=this.jdEpoch),20),s(t+4,13)]},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return i.day()+20*i.month()+360*i.year()+this.jdEpoch},fromJD:function(t){t=Math.floor(t)+.5-this.jdEpoch;var e=Math.floor(t/360);t%=360,t+=t<0?360:0;var r=Math.floor(t/20),n=t%20;return this.newDate(e,r,n)}}),n.calendars.mayan=a},91662:function(t,e,r){var n=r(24453),i=r(27976);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar;var o=n.instance(\"gregorian\");i(a.prototype,{name:\"Nanakshahi\",jdEpoch:2257673.5,daysPerMonth:[31,31,31,31,31,30,30,30,30,30,30,30],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,regionalOptions:{\"\":{name:\"Nanakshahi\",epochs:[\"BN\",\"AN\"],monthNames:[\"Chet\",\"Vaisakh\",\"Jeth\",\"Harh\",\"Sawan\",\"Bhadon\",\"Assu\",\"Katak\",\"Maghar\",\"Poh\",\"Magh\",\"Phagun\"],monthNamesShort:[\"Che\",\"Vai\",\"Jet\",\"Har\",\"Saw\",\"Bha\",\"Ass\",\"Kat\",\"Mgr\",\"Poh\",\"Mgh\",\"Pha\"],dayNames:[\"Somvaar\",\"Mangalvar\",\"Budhvaar\",\"Veervaar\",\"Shukarvaar\",\"Sanicharvaar\",\"Etvaar\"],dayNamesShort:[\"Som\",\"Mangal\",\"Budh\",\"Veer\",\"Shukar\",\"Sanichar\",\"Et\"],dayNamesMin:[\"So\",\"Ma\",\"Bu\",\"Ve\",\"Sh\",\"Sa\",\"Et\"],digits:null,dateFormat:\"dd-mm-yyyy\",firstDay:0,isRTL:!1}},leapYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear||n.regionalOptions[\"\"].invalidYear);return o.leapYear(e.year()+(e.year()<1?1:0)+1469)},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(1-(n.dayOfWeek()||7),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(12===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidMonth);(t=i.year())<0&&t++;for(var a=i.day(),s=1;s<i.month();s++)a+=this.daysPerMonth[s-1];return a+o.toJD(t+1468,3,13)},fromJD:function(t){t=Math.floor(t+.5);for(var e=Math.floor((t-(this.jdEpoch-1))/366);t>=this.toJD(e+1,1,1);)e++;for(var r=t-Math.floor(this.toJD(e,1,1)+.5)+1,n=1;r>this.daysInMonth(e,n);)r-=this.daysInMonth(e,n),n++;return this.newDate(e,n,r)}}),n.calendars.nanakshahi=a},66445:function(t,e,r){var n=r(24453),i=r(27976);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Nepali\",jdEpoch:1700709.5,daysPerMonth:[31,31,32,32,31,30,30,29,30,29,30,30],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,daysPerYear:365,regionalOptions:{\"\":{name:\"Nepali\",epochs:[\"BBS\",\"ABS\"],monthNames:[\"Baisakh\",\"Jestha\",\"Ashadh\",\"Shrawan\",\"Bhadra\",\"Ashwin\",\"Kartik\",\"Mangsir\",\"Paush\",\"Mangh\",\"Falgun\",\"Chaitra\"],monthNamesShort:[\"Bai\",\"Je\",\"As\",\"Shra\",\"Bha\",\"Ash\",\"Kar\",\"Mang\",\"Pau\",\"Ma\",\"Fal\",\"Chai\"],dayNames:[\"Aaitabaar\",\"Sombaar\",\"Manglbaar\",\"Budhabaar\",\"Bihibaar\",\"Shukrabaar\",\"Shanibaar\"],dayNamesShort:[\"Aaita\",\"Som\",\"Mangl\",\"Budha\",\"Bihi\",\"Shukra\",\"Shani\"],dayNamesMin:[\"Aai\",\"So\",\"Man\",\"Bu\",\"Bi\",\"Shu\",\"Sha\"],digits:null,dateFormat:\"dd/mm/yyyy\",firstDay:1,isRTL:!1}},leapYear:function(t){return 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9===e?(o+=r-this.NEPALI_CALENDAR_DATA[l][0])<0&&(o+=a.daysInYear(c)):o+=this.NEPALI_CALENDAR_DATA[l][9]-this.NEPALI_CALENDAR_DATA[l][0],a.newDate(c,1,1).add(o,\"d\").toJD()},fromJD:function(t){var e=n.instance().fromJD(t),r=e.year(),i=e.dayOfYear(),a=r+56;this._createMissingCalendarData(a);for(var o=9,s=this.NEPALI_CALENDAR_DATA[a][0],l=this.NEPALI_CALENDAR_DATA[a][o]-s+1;i>l;)++o>12&&(o=1,a++),l+=this.NEPALI_CALENDAR_DATA[a][o];var c=this.NEPALI_CALENDAR_DATA[a][o]-(l-i);return this.newDate(a,o,c)},_createMissingCalendarData:function(t){var e=this.daysPerMonth.slice(0);e.unshift(17);for(var r=t-1;r<t+2;r++)void 0===this.NEPALI_CALENDAR_DATA[r]&&(this.NEPALI_CALENDAR_DATA[r]=e)},NEPALI_CALENDAR_DATA:{1970:[18,31,31,32,31,31,31,30,29,30,29,30,30],1971:[18,31,31,32,31,32,30,30,29,30,29,30,30],1972:[17,31,32,31,32,31,30,30,30,29,29,30,30],1973:[19,30,32,31,32,31,30,30,30,29,30,29,31],1974:[19,31,31,32,30,31,31,30,29,30,29,30,30],1975:[18,31,31,32,32,30,31,30,29,30,29,30,30],1976:[17,31,32,31,32,31,30,30,30,29,29,30,31],1977:[18,31,32,31,32,31,31,29,30,29,30,29,31],1978:[18,31,31,32,31,31,31,30,29,30,29,30,30],1979:[18,31,31,32,32,31,30,30,29,30,29,30,30],1980:[17,31,32,31,32,31,30,30,30,29,29,30,31],1981:[18,31,31,31,32,31,31,29,30,30,29,30,30],1982:[18,31,31,32,31,31,31,30,29,30,29,30,30],1983:[18,31,31,32,32,31,30,30,29,30,29,30,30],1984:[17,31,32,31,32,31,30,30,30,29,29,30,31],1985:[18,31,31,31,32,31,31,29,30,30,29,30,30],1986:[18,31,31,32,31,31,31,30,29,30,29,30,30],1987:[18,31,32,31,32,31,30,30,29,30,29,30,30],1988:[17,31,32,31,32,31,30,30,30,29,29,30,31],1989:[18,31,31,31,32,31,31,30,29,30,29,30,30],1990:[18,31,31,32,31,31,31,30,29,30,29,30,30],1991:[18,31,32,31,32,31,30,30,29,30,29,30,30],1992:[17,31,32,31,32,31,30,30,30,29,30,29,31],1993:[18,31,31,31,32,31,31,30,29,30,29,30,30],1994:[18,31,31,32,31,31,31,30,29,30,29,30,30],1995:[17,31,32,31,32,31,30,30,30,29,29,30,30],1996:[17,31,32,31,32,31,30,30,30,29,30,29,31],1997:[18,31,31,32,31,31,31,30,29,30,29,30,30],1998:[18,31,31,32,31,31,31,30,29,30,29,30,30],1999:[17,31,32,31,32,31,30,30,30,29,29,30,31],2e3:[17,30,32,31,32,31,30,30,30,29,30,29,31],2001:[18,31,31,32,31,31,31,30,29,30,29,30,30],2002:[18,31,31,32,32,31,30,30,29,30,29,30,30],2003:[17,31,32,31,32,31,30,30,30,29,29,30,31],2004:[17,30,32,31,32,31,30,30,30,29,30,29,31],2005:[18,31,31,32,31,31,31,30,29,30,29,30,30],2006:[18,31,31,32,32,31,30,30,29,30,29,30,30],2007:[17,31,32,31,32,31,30,30,30,29,29,30,31],2008:[17,31,31,31,32,31,31,29,30,30,29,29,31],2009:[18,31,31,32,31,31,31,30,29,30,29,30,30],2010:[18,31,31,32,32,31,30,30,29,30,29,30,30],2011:[17,31,32,31,32,31,30,30,30,29,29,30,31],2012:[17,31,31,31,32,31,31,29,30,30,29,30,30],2013:[18,31,31,32,31,31,31,30,29,30,29,30,30],2014:[18,31,31,32,32,31,30,30,29,30,29,30,30],2015:[17,31,32,31,32,31,30,30,30,29,29,30,31],2016:[17,31,31,31,32,31,31,29,30,30,29,30,30],2017:[18,31,31,32,31,31,31,30,29,30,29,30,30],2018:[18,31,32,31,32,31,30,30,29,30,29,30,30],2019:[17,31,32,31,32,31,30,30,30,29,30,29,31],2020:[17,31,31,31,32,31,31,30,29,30,29,30,30],2021:[18,31,31,32,31,31,31,30,29,30,29,30,30],2022:[17,31,32,31,32,31,30,30,30,29,29,30,30],2023:[17,31,32,31,32,31,30,30,30,29,30,29,31],2024:[17,31,31,31,32,31,31,30,29,30,29,30,30],2025:[18,31,31,32,31,31,31,30,29,30,29,30,30],2026:[17,31,32,31,32,31,30,30,30,29,29,30,31],2027:[17,30,32,31,32,31,30,30,30,29,30,29,31],2028:[17,31,31,32,31,31,31,30,29,30,29,30,30],2029:[18,31,31,32,31,32,30,30,29,30,29,30,30],2030:[17,31,32,31,32,31,30,30,30,30,30,30,31],2031:[17,31,32,31,32,31,31,31,31,31,31,31,31],2032:[17,32,32,32,32,32,32,32,32,32,32,32,32],2033:[18,31,31,32,32,31,30,30,29,30,29,30,30],2034:[17,31,32,31,32,31,30,30,30,29,29,30,31],2035:[17,30,32,31,32,31,31,29,30,30,29,29,31],2036:[17,31,31,32,31,31,31,30,29,30,29,30,30],2037:[18,31,31,32,32,31,30,30,29,30,29,30,30],2038:[17,31,32,31,32,31,30,30,30,29,29,30,31],2039:[17,31,31,31,32,31,31,29,30,30,29,30,30],2040:[17,31,31,32,31,31,31,30,29,30,29,30,30],2041:[18,31,31,32,32,31,30,30,29,30,29,30,30],2042:[17,31,32,31,32,31,30,30,30,29,29,30,31],2043:[17,31,31,31,32,31,31,29,30,30,29,30,30],2044:[17,31,31,32,31,31,31,30,29,30,29,30,30],2045:[18,31,32,31,32,31,30,30,29,30,29,30,30],2046:[17,31,32,31,32,31,30,30,30,29,29,30,31],2047:[17,31,31,31,32,31,31,30,29,30,29,30,30],2048:[17,31,31,32,31,31,31,30,29,30,29,30,30],2049:[17,31,32,31,32,31,30,30,30,29,29,30,30],2050:[17,31,32,31,32,31,30,30,30,29,30,29,31],2051:[17,31,31,31,32,31,31,30,29,30,29,30,30],2052:[17,31,31,32,31,31,31,30,29,30,29,30,30],2053:[17,31,32,31,32,31,30,30,30,29,29,30,30],2054:[17,31,32,31,32,31,30,30,30,29,30,29,31],2055:[17,31,31,32,31,31,31,30,29,30,30,29,30],2056:[17,31,31,32,31,32,30,30,29,30,29,30,30],2057:[17,31,32,31,32,31,30,30,30,29,29,30,31],2058:[17,30,32,31,32,31,30,30,30,29,30,29,31],2059:[17,31,31,32,31,31,31,30,29,30,29,30,30],2060:[17,31,31,32,32,31,30,30,29,30,29,30,30],2061:[17,31,32,31,32,31,30,30,30,29,29,30,31],2062:[17,30,32,31,32,31,31,29,30,29,30,29,31],2063:[17,31,31,32,31,31,31,30,29,30,29,30,30],2064:[17,31,31,32,32,31,30,30,29,30,29,30,30],2065:[17,31,32,31,32,31,30,30,30,29,29,30,31],2066:[17,31,31,31,32,31,31,29,30,30,29,29,31],2067:[17,31,31,32,31,31,31,30,29,30,29,30,30],2068:[17,31,31,32,32,31,30,30,29,30,29,30,30],2069:[17,31,32,31,32,31,30,30,30,29,29,30,31],2070:[17,31,31,31,32,31,31,29,30,30,29,30,30],2071:[17,31,31,32,31,31,31,30,29,30,29,30,30],2072:[17,31,32,31,32,31,30,30,29,30,29,30,30],2073:[17,31,32,31,32,31,30,30,30,29,29,30,31],2074:[17,31,31,31,32,31,31,30,29,30,29,30,30],2075:[17,31,31,32,31,31,31,30,29,30,29,30,30],2076:[16,31,32,31,32,31,30,30,30,29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e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return 682*((e.year()-(e.year()>0?474:473))%2820+474+38)%2816<682},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-(n.dayOfWeek()+1)%7,\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(12===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return 5!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=i.year(),e=i.month(),r=i.day();var a=t-(t>=0?474:473),s=474+o(a,2820);return r+(e<=7?31*(e-1):30*(e-1)+6)+Math.floor((682*s-110)/2816)+365*(s-1)+1029983*Math.floor(a/2820)+this.jdEpoch-1},fromJD:function(t){var e=(t=Math.floor(t)+.5)-this.toJD(475,1,1),r=Math.floor(e/1029983),n=o(e,1029983),i=2820;if(1029982!==n){var a=Math.floor(n/366),s=o(n,366);i=Math.floor((2134*a+2816*s+2815)/1028522)+a+1}var l=i+2820*r+474;l=l<=0?l-1:l;var 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i=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return t=this._t2gYear(i.year()),a.weekOfYear(t,i.month(),i.day())},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(2===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=this._t2gYear(i.year()),a.toJD(t,i.month(),i.day())},fromJD:function(t){var e=a.fromJD(t),r=this._g2tYear(e.year());return this.newDate(r,e.month(),e.day())},_t2gYear:function(t){return t+this.yearsOffset+(t>=-this.yearsOffset&&t<=-1?1:0)},_g2tYear:function(t){return t-this.yearsOffset-(t>=1&&t<=this.yearsOffset?1:0)}}),n.calendars.taiwan=o},41858:function(t,e,r){var n=r(24453),i=r(27976),a=n.instance();function o(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}o.prototype=new 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i=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return t=this._t2gYear(i.year()),a.weekOfYear(t,i.month(),i.day())},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(2===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=this._t2gYear(i.year()),a.toJD(t,i.month(),i.day())},fromJD:function(t){var e=a.fromJD(t),r=this._g2tYear(e.year());return this.newDate(r,e.month(),e.day())},_t2gYear:function(t){return t-this.yearsOffset-(t>=1&&t<=this.yearsOffset?1:0)},_g2tYear:function(t){return t+this.yearsOffset+(t>=-this.yearsOffset&&t<=-1?1:0)}}),n.calendars.thai=o},57985:function(t,e,r){var n=r(24453),i=r(27976);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"UmmAlQura\",hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,regionalOptions:{\"\":{name:\"Umm al-Qura\",epochs:[\"BH\",\"AH\"],monthNames:[\"Al-Muharram\",\"Safar\",\"Rabi' al-awwal\",\"Rabi' Al-Thani\",\"Jumada Al-Awwal\",\"Jumada Al-Thani\",\"Rajab\",\"Sha'aban\",\"Ramadan\",\"Shawwal\",\"Dhu al-Qi'dah\",\"Dhu al-Hijjah\"],monthNamesShort:[\"Muh\",\"Saf\",\"Rab1\",\"Rab2\",\"Jum1\",\"Jum2\",\"Raj\",\"Sha'\",\"Ram\",\"Shaw\",\"DhuQ\",\"DhuH\"],dayNames:[\"Yawm al-Ahad\",\"Yawm al-Ithnain\",\"Yawm al-Thalāthā’\",\"Yawm al-Arba‘ā’\",\"Yawm al-Khamīs\",\"Yawm al-Jum‘a\",\"Yawm al-Sabt\"],dayNamesMin:[\"Ah\",\"Ith\",\"Th\",\"Ar\",\"Kh\",\"Ju\",\"Sa\"],digits:null,dateFormat:\"yyyy/mm/dd\",firstDay:6,isRTL:!0}},leapYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return 355===this.daysInYear(e.year())},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInYear:function(t){for(var e=0,r=1;r<=12;r++)e+=this.daysInMonth(t,r);return e},daysInMonth:function(t,e){for(var r=this._validate(t,e,this.minDay,n.local.invalidMonth).toJD()-24e5+.5,i=0,a=0;a<o.length;a++){if(o[a]>r)return o[i]-o[i-1];i++}return 30},weekDay:function(t,e,r){return 5!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate),a=12*(i.year()-1)+i.month()-15292;return i.day()+o[a-1]-1+24e5-.5},fromJD:function(t){for(var e=t-24e5+.5,r=0,n=0;n<o.length&&!(o[n]>e);n++)r++;var i=r+15292,a=Math.floor((i-1)/12),s=a+1,l=i-12*a,c=e-o[r-1]+1;return this.newDate(s,l,c)},isValid:function(t,e,r){var i=n.baseCalendar.prototype.isValid.apply(this,arguments);return i&&(i=(t=null!=t.year?t.year:t)>=1276&&t<=1500),i},_validate:function(t,e,r,i){var a=n.baseCalendar.prototype._validate.apply(this,arguments);if(a.year<1276||a.year>1500)throw i.replace(/\\{0\\}/,this.local.name);return a}}),n.calendars.ummalqura=a;var 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n=r(27976);function i(){this.regionalOptions=[],this.regionalOptions[\"\"]={invalidCalendar:\"Calendar {0} not found\",invalidDate:\"Invalid {0} date\",invalidMonth:\"Invalid {0} month\",invalidYear:\"Invalid {0} year\",differentCalendars:\"Cannot mix {0} and {1} dates\"},this.local=this.regionalOptions[\"\"],this.calendars={},this._localCals={}}function a(t,e,r,n){if(this._calendar=t,this._year=e,this._month=r,this._day=n,0===this._calendar._validateLevel&&!this._calendar.isValid(this._year,this._month,this._day))throw(c.local.invalidDate||c.regionalOptions[\"\"].invalidDate).replace(/\\{0\\}/,this._calendar.local.name)}function o(t,e){return\"000000\".substring(0,e-(t=\"\"+t).length)+t}function s(){this.shortYearCutoff=\"+10\"}function l(t){this.local=this.regionalOptions[t]||this.regionalOptions[\"\"]}n(i.prototype,{instance:function(t,e){t=(t||\"gregorian\").toLowerCase(),e=e||\"\";var r=this._localCals[t+\"-\"+e];if(!r&&this.calendars[t]&&(r=new this.calendars[t](e),this._localCals[t+\"-\"+e]=r),!r)throw(this.local.invalidCalendar||this.regionalOptions[\"\"].invalidCalendar).replace(/\\{0\\}/,t);return r},newDate:function(t,e,r,n,i){return(n=(null!=t&&t.year?t.calendar():\"string\"==typeof n?this.instance(n,i):n)||this.instance()).newDate(t,e,r)},substituteDigits:function(t){return function(e){return(e+\"\").replace(/[0-9]/g,(function(e){return t[e]}))}},substituteChineseDigits:function(t,e){return function(r){for(var n=\"\",i=0;r>0;){var a=r%10;n=(0===a?\"\":t[a]+e[i])+n,i++,r=Math.floor(r/10)}return 0===n.indexOf(t[1]+e[1])&&(n=n.substr(1)),n||t[0]}}}),n(a.prototype,{newDate:function(t,e,r){return this._calendar.newDate(null==t?this:t,e,r)},year:function(t){return 0===arguments.length?this._year:this.set(t,\"y\")},month:function(t){return 0===arguments.length?this._month:this.set(t,\"m\")},day:function(t){return 0===arguments.length?this._day:this.set(t,\"d\")},date:function(t,e,r){if(!this._calendar.isValid(t,e,r))throw(c.local.invalidDate||c.regionalOptions[\"\"].invalidDate).replace(/\\{0\\}/,this._calendar.local.name);return this._year=t,this._month=e,this._day=r,this},leapYear:function(){return this._calendar.leapYear(this)},epoch:function(){return this._calendar.epoch(this)},formatYear:function(){return this._calendar.formatYear(this)},monthOfYear:function(){return this._calendar.monthOfYear(this)},weekOfYear:function(){return this._calendar.weekOfYear(this)},daysInYear:function(){return this._calendar.daysInYear(this)},dayOfYear:function(){return this._calendar.dayOfYear(this)},daysInMonth:function(){return this._calendar.daysInMonth(this)},dayOfWeek:function(){return this._calendar.dayOfWeek(this)},weekDay:function(){return this._calendar.weekDay(this)},extraInfo:function(){return this._calendar.extraInfo(this)},add:function(t,e){return this._calendar.add(this,t,e)},set:function(t,e){return this._calendar.set(this,t,e)},compareTo:function(t){if(this._calendar.name!==t._calendar.name)throw(c.local.differentCalendars||c.regionalOptions[\"\"].differentCalendars).replace(/\\{0\\}/,this._calendar.local.name).replace(/\\{1\\}/,t._calendar.local.name);var e=this._year!==t._year?this._year-t._year:this._month!==t._month?this.monthOfYear()-t.monthOfYear():this._day-t._day;return 0===e?0:e<0?-1:1},calendar:function(){return this._calendar},toJD:function(){return this._calendar.toJD(this)},fromJD:function(t){return this._calendar.fromJD(t)},toJSDate:function(){return this._calendar.toJSDate(this)},fromJSDate:function(t){return this._calendar.fromJSDate(t)},toString:function(){return(this.year()<0?\"-\":\"\")+o(Math.abs(this.year()),4)+\"-\"+o(this.month(),2)+\"-\"+o(this.day(),2)}}),n(s.prototype,{_validateLevel:0,newDate:function(t,e,r){return null==t?this.today():(t.year&&(this._validate(t,e,r,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate),r=t.day(),e=t.month(),t=t.year()),new a(this,t,e,r))},today:function(){return this.fromJSDate(new Date)},epoch:function(t){return this._validate(t,this.minMonth,this.minDay,c.local.invalidYear||c.regionalOptions[\"\"].invalidYear).year()<0?this.local.epochs[0]:this.local.epochs[1]},formatYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,c.local.invalidYear||c.regionalOptions[\"\"].invalidYear);return(e.year()<0?\"-\":\"\")+o(Math.abs(e.year()),4)},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,c.local.invalidYear||c.regionalOptions[\"\"].invalidYear),12},monthOfYear:function(t,e){var r=this._validate(t,e,this.minDay,c.local.invalidMonth||c.regionalOptions[\"\"].invalidMonth);return(r.month()+this.monthsInYear(r)-this.firstMonth)%this.monthsInYear(r)+this.minMonth},fromMonthOfYear:function(t,e){var r=(e+this.firstMonth-2*this.minMonth)%this.monthsInYear(t)+this.minMonth;return this._validate(t,r,this.minDay,c.local.invalidMonth||c.regionalOptions[\"\"].invalidMonth),r},daysInYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,c.local.invalidYear||c.regionalOptions[\"\"].invalidYear);return this.leapYear(e)?366:365},dayOfYear:function(t,e,r){var n=this._validate(t,e,r,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate);return n.toJD()-this.newDate(n.year(),this.fromMonthOfYear(n.year(),this.minMonth),this.minDay).toJD()+1},daysInWeek:function(){return 7},dayOfWeek:function(t,e,r){var n=this._validate(t,e,r,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate);return(Math.floor(this.toJD(n))+2)%this.daysInWeek()},extraInfo:function(t,e,r){return this._validate(t,e,r,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate),{}},add:function(t,e,r){return this._validate(t,this.minMonth,this.minDay,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate),this._correctAdd(t,this._add(t,e,r),e,r)},_add:function(t,e,r){if(this._validateLevel++,\"d\"===r||\"w\"===r){var n=t.toJD()+e*(\"w\"===r?this.daysInWeek():1),i=t.calendar().fromJD(n);return this._validateLevel--,[i.year(),i.month(),i.day()]}try{var a=t.year()+(\"y\"===r?e:0),o=t.monthOfYear()+(\"m\"===r?e:0);i=t.day(),\"y\"===r?(t.month()!==this.fromMonthOfYear(a,o)&&(o=this.newDate(a,t.month(),this.minDay).monthOfYear()),o=Math.min(o,this.monthsInYear(a)),i=Math.min(i,this.daysInMonth(a,this.fromMonthOfYear(a,o)))):\"m\"===r&&(function(t){for(;o<t.minMonth;)a--,o+=t.monthsInYear(a);for(var e=t.monthsInYear(a);o>e-1+t.minMonth;)a++,o-=e,e=t.monthsInYear(a)}(this),i=Math.min(i,this.daysInMonth(a,this.fromMonthOfYear(a,o))));var s=[a,this.fromMonthOfYear(a,o),i];return this._validateLevel--,s}catch(t){throw 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t=ae(e);if(r){if(r===t)continue;r=dt;break}r=t}return _t(r||dt,e)}return pt}function oe(t){const e=typeof t;return null===t?\"\":\"string\"===e||\"number\"===e||\"boolean\"===e?String(t):t instanceof Xt||t instanceof Kt||t instanceof Qt||t instanceof ee||t instanceof re?t.toString():JSON.stringify(t)}class se{constructor(t,e){this.type=t,this.value=e}static parse(t,e){if(2!==t.length)return e.error(`'literal' expression requires exactly one argument, but found ${t.length-1} instead.`);if(!ie(t[1]))return e.error(\"invalid value\");const r=t[1];let n=ae(r);const i=e.expectedType;return\"array\"!==n.kind||0!==n.N||!i||\"array\"!==i.kind||\"number\"==typeof i.N&&0!==i.N||(n=i),new se(n,r)}evaluate(){return this.value}eachChild(){}outputDefined(){return!0}}class le{constructor(t){this.name=\"ExpressionEvaluationError\",this.message=t}toJSON(){return this.message}}const ce={string:ut,number:ct,boolean:ht,object:pt};class ue{constructor(t,e){this.type=t,this.args=e}static 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st,a=[]){this.registry=t,this.path=r,this.key=r.map((t=>`[${t}]`)).join(\"\"),this.scope=i,this.errors=a,this.expectedType=n,this._isConstant=e}parse(t,e,r,n,i={}){return e?this.concat(e,r,n)._parse(t,i):this._parse(t,i)}_parse(t,e){function r(t,e,r){return\"assert\"===r?new ue(e,[t]):\"coerce\"===r?new fe(e,[t]):t}if(null!==t&&\"string\"!=typeof t&&\"boolean\"!=typeof t&&\"number\"!=typeof t||(t=[\"literal\",t]),Array.isArray(t)){if(0===t.length)return this.error('Expected an array with at least one element. 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be{constructor(t,e,r,n,i,a){this.inputType=t,this.type=e,this.input=r,this.cases=n,this.outputs=i,this.otherwise=a}static parse(t,e){if(t.length<5)return e.error(`Expected at least 4 arguments, but found only ${t.length-1}.`);if(t.length%2!=1)return e.error(\"Expected an even number of arguments.\");let r,n;e.expectedType&&\"value\"!==e.expectedType.kind&&(n=e.expectedType);const i={},a=[];for(let o=2;o<t.length-1;o+=2){let s=t[o];const l=t[o+1];Array.isArray(s)||(s=[s]);const c=e.concat(o);if(0===s.length)return c.error(\"Expected at least one branch label.\");for(const t of s){if(\"number\"!=typeof t&&\"string\"!=typeof t)return c.error(\"Branch labels must be numbers or strings.\");if(\"number\"==typeof t&&Math.abs(t)>Number.MAX_SAFE_INTEGER)return c.error(`Branch labels must be integers no larger than ${Number.MAX_SAFE_INTEGER}.`);if(\"number\"==typeof t&&Math.floor(t)!==t)return c.error(\"Numeric branch labels must be integer values.\");if(r){if(c.checkSubtype(r,ae(t)))return null}else r=ae(t);if(void 0!==i[String(t)])return c.error(\"Branch labels must be unique.\");i[String(t)]=a.length}const u=e.parse(l,o,n);if(!u)return null;n=n||u.type,a.push(u)}const o=e.parse(t[1],1,dt);if(!o)return null;const s=e.parse(t[t.length-1],t.length-1,n);return s?\"value\"!==o.type.kind&&e.concat(1).checkSubtype(r,o.type)?null:new be(r,n,o,i,a,s):null}evaluate(t){const e=this.input.evaluate(t);return(ae(e)===this.inputType&&this.outputs[this.cases[e]]||this.otherwise).evaluate(t)}eachChild(t){t(this.input),this.outputs.forEach(t),t(this.otherwise)}outputDefined(){return this.outputs.every((t=>t.outputDefined()))&&this.otherwise.outputDefined()}}class we{constructor(t,e,r){this.type=t,this.branches=e,this.otherwise=r}static parse(t,e){if(t.length<4)return e.error(`Expected at least 3 arguments, but found only ${t.length-1}.`);if(t.length%2!=0)return e.error(\"Expected an odd number of arguments.\");let 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Qt(Ie(t.values,e.values,r))},variableAnchorOffsetCollection:function(t,e,r){const n=t.values,i=e.values;if(n.length!==i.length)throw new le(`Cannot interpolate values of different length. from: ${t.toString()}, to: ${e.toString()}`);const a=[];for(let t=0;t<n.length;t+=2){if(n[t]!==i[t])throw new le(`Cannot interpolate values containing mismatched anchors. from[${t}]: ${n[t]}, to[${t}]: ${i[t]}`);a.push(n[t]);const[e,o]=n[t+1],[s,l]=i[t+1];a.push([Le(e,s,r),Le(o,l,r)])}return new ee(a)}};class ze{constructor(t,e,r,n,i){this.type=t,this.operator=e,this.interpolation=r,this.input=n,this.labels=[],this.outputs=[];for(const[t,e]of i)this.labels.push(t),this.outputs.push(e)}static interpolationFactor(t,e,r,n){let i=0;if(\"exponential\"===t.name)i=Oe(e,t.base,r,n);else if(\"linear\"===t.name)i=Oe(e,1,r,n);else if(\"cubic-bezier\"===t.name){const a=t.controlPoints;i=new Ce(a[0],a[1],a[2],a[3]).solve(Oe(e,1,r,n))}return i}static 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e.error(\"Expected one argument.\");const r=t[1];if(\"object\"!=typeof r||Array.isArray(r))return e.error(\"Collator options argument must be an object.\");const n=e.parse(void 0!==r[\"case-sensitive\"]&&r[\"case-sensitive\"],1,ht);if(!n)return null;const i=e.parse(void 0!==r[\"diacritic-sensitive\"]&&r[\"diacritic-sensitive\"],1,ht);if(!i)return null;let a=null;return r.locale&&(a=e.parse(r.locale,1,ut),!a)?null:new Ge(n,i,a)}evaluate(t){return new $t(this.caseSensitive.evaluate(t),this.diacriticSensitive.evaluate(t),this.locale?this.locale.evaluate(t):null)}eachChild(t){t(this.caseSensitive),t(this.diacriticSensitive),this.locale&&t(this.locale)}outputDefined(){return!1}}class Ze{constructor(t,e,r,n,i){this.type=ut,this.number=t,this.locale=e,this.currency=r,this.minFractionDigits=n,this.maxFractionDigits=i}static parse(t,e){if(3!==t.length)return e.error(\"Expected two arguments.\");const r=e.parse(t[1],1,ct);if(!r)return null;const n=t[2];if(\"object\"!=typeof n||Array.isArray(n))return e.error(\"NumberFormat options argument must be an object.\");let i=null;if(n.locale&&(i=e.parse(n.locale,1,ut),!i))return null;let a=null;if(n.currency&&(a=e.parse(n.currency,1,ut),!a))return null;let o=null;if(n[\"min-fraction-digits\"]&&(o=e.parse(n[\"min-fraction-digits\"],1,ct),!o))return null;let s=null;return n[\"max-fraction-digits\"]&&(s=e.parse(n[\"max-fraction-digits\"],1,ct),!s)?null:new Ze(r,i,a,o,s)}evaluate(t){return new Intl.NumberFormat(this.locale?this.locale.evaluate(t):[],{style:this.currency?\"currency\":\"decimal\",currency:this.currency?this.currency.evaluate(t):void 0,minimumFractionDigits:this.minFractionDigits?this.minFractionDigits.evaluate(t):void 0,maximumFractionDigits:this.maxFractionDigits?this.maxFractionDigits.evaluate(t):void 0}).format(this.number.evaluate(t))}eachChild(t){t(this.number),this.locale&&t(this.locale),this.currency&&t(this.currency),this.minFractionDigits&&t(this.minFractionDigits),this.maxFractionDigits&&t(this.maxFractionDigits)}outputDefined(){return!1}}class We{constructor(t){this.type=gt,this.sections=t}static parse(t,e){if(t.length<2)return e.error(\"Expected at least one argument.\");const r=t[1];if(!Array.isArray(r)&&\"object\"==typeof r)return e.error(\"First argument must be an image or text section.\");const n=[];let i=!1;for(let r=1;r<=t.length-1;++r){const a=t[r];if(i&&\"object\"==typeof a&&!Array.isArray(a)){i=!1;let t=null;if(a[\"font-scale\"]&&(t=e.parse(a[\"font-scale\"],1,ct),!t))return null;let r=null;if(a[\"text-font\"]&&(r=e.parse(a[\"text-font\"],1,_t(ut)),!r))return null;let o=null;if(a[\"text-color\"]&&(o=e.parse(a[\"text-color\"],1,ft),!o))return null;const s=n[n.length-1];s.scale=t,s.font=r,s.textColor=o}else{const a=e.parse(t[r],1,dt);if(!a)return null;const 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r=Math.pow(2,e.z),n=(t[0]/$e+e.x)/r,i=(t[1]/$e+e.y)/r;return[(o=n,360*o-180),(a=i,360/Math.PI*Math.atan(Math.exp((180-360*a)*Math.PI/180))-90)];var a,o}function Qe(t,e){t[0]=Math.min(t[0],e[0]),t[1]=Math.min(t[1],e[1]),t[2]=Math.max(t[2],e[0]),t[3]=Math.max(t[3],e[1])}function tr(t,e){return!(t[0]<=e[0]||t[2]>=e[2]||t[1]<=e[1]||t[3]>=e[3])}function er(t,e,r){const n=t[0]-e[0],i=t[1]-e[1],a=t[0]-r[0],o=t[1]-r[1];return n*o-a*i==0&&n*a<=0&&i*o<=0}function rr(t,e,r,n){const i=[e[0]-t[0],e[1]-t[1]];return 0!=(a=[n[0]-r[0],n[1]-r[1]],o=i,a[0]*o[1]-a[1]*o[0])&&!(!lr(t,e,r,n)||!lr(r,n,t,e));var a,o}function nr(t,e,r){for(const n of r)for(let r=0;r<n.length-1;++r)if(rr(t,e,n[r],n[r+1]))return!0;return!1}function ir(t,e,r=!1){let n=!1;for(const s of e)for(let e=0;e<s.length-1;e++){if(er(t,s[e],s[e+1]))return r;i=t,a=s[e],o=s[e+1],a[1]>i[1]!=o[1]>i[1]&&i[0]<(o[0]-a[0])*(i[1]-a[1])/(o[1]-a[1])+a[0]&&(n=!n)}var i,a,o;return n}function ar(t,e){for(const r of e)if(ir(t,r))return!0;return!1}function 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Object.keys(this._values))if(this._values[t].prior)return!0;return!1}}class $i{constructor(t){this._properties=t,this._values=Object.create(t.defaultPropertyValues)}hasValue(t){return void 0!==this._values[t].value}getValue(t){return b(this._values[t].value)}setValue(t,e){this._values[t]=new Gi(this._values[t].property,null===e?void 0:b(e))}serialize(){const t={};for(const e of Object.keys(this._values)){const r=this.getValue(e);void 0!==r&&(t[e]=r)}return t}possiblyEvaluate(t,e,r){const n=new Ki(this._properties);for(const i of Object.keys(this._values))n._values[i]=this._values[i].possiblyEvaluate(t,e,r);return n}}class Ji{constructor(t,e,r){this.property=t,this.value=e,this.parameters=r}isConstant(){return\"constant\"===this.value.kind}constantOr(t){return\"constant\"===this.value.kind?this.value.value:t}evaluate(t,e,r,n){return this.property.evaluate(this.value,this.parameters,t,e,r,n)}}class Ki{constructor(t){this._properties=t,this._values=Object.create(t.defaultPossiblyEvaluatedValues)}get(t){return this._values[t]}}class Qi{constructor(t){this.specification=t}possiblyEvaluate(t,e){if(t.isDataDriven())throw new Error(\"Value should not be data driven\");return t.expression.evaluate(e)}interpolate(t,e,r){const n=this.specification.type,i=Pe[n];return i?i(t,e,r):t}}class ta{constructor(t,e){this.specification=t,this.overrides=e}possiblyEvaluate(t,e,r,n){return\"constant\"===t.expression.kind||\"camera\"===t.expression.kind?new Ji(this,{kind:\"constant\",value:t.expression.evaluate(e,null,{},r,n)},e):new Ji(this,t.expression,e)}interpolate(t,e,r){if(\"constant\"!==t.value.kind||\"constant\"!==e.value.kind)return t;if(void 0===t.value.value||void 0===e.value.value)return new Ji(this,{kind:\"constant\",value:void 0},t.parameters);const n=this.specification.type,i=Pe[n];if(i){const n=i(t.value.value,e.value.value,r);return new Ji(this,{kind:\"constant\",value:n},t.parameters)}return t}evaluate(t,e,r,n,i,a){return\"constant\"===t.kind?t.value:t.evaluate(e,r,n,i,a)}}class ea extends ta{possiblyEvaluate(t,e,r,n){if(void 0===t.value)return new Ji(this,{kind:\"constant\",value:void 0},e);if(\"constant\"===t.expression.kind){const i=t.expression.evaluate(e,null,{},r,n),a=\"resolvedImage\"===t.property.specification.type&&\"string\"!=typeof i?i.name:i,o=this._calculate(a,a,a,e);return new Ji(this,{kind:\"constant\",value:o},e)}if(\"camera\"===t.expression.kind){const r=this._calculate(t.expression.evaluate({zoom:e.zoom-1}),t.expression.evaluate({zoom:e.zoom}),t.expression.evaluate({zoom:e.zoom+1}),e);return new Ji(this,{kind:\"constant\",value:r},e)}return new Ji(this,t.expression,e)}evaluate(t,e,r,n,i,a){if(\"source\"===t.kind){const o=t.evaluate(e,r,n,i,a);return this._calculate(o,o,o,e)}return\"composite\"===t.kind?this._calculate(t.evaluate({zoom:Math.floor(e.zoom)-1},r,n),t.evaluate({zoom:Math.floor(e.zoom)},r,n),t.evaluate({zoom:Math.floor(e.zoom)+1},r,n),e):t.value}_calculate(t,e,r,n){return n.zoom>n.zoomHistory.lastIntegerZoom?{from:t,to:e}:{from:r,to:e}}interpolate(t){return t}}class ra{constructor(t){this.specification=t}possiblyEvaluate(t,e,r,n){if(void 0!==t.value){if(\"constant\"===t.expression.kind){const i=t.expression.evaluate(e,null,{},r,n);return this._calculate(i,i,i,e)}return this._calculate(t.expression.evaluate(new Hi(Math.floor(e.zoom-1),e)),t.expression.evaluate(new Hi(Math.floor(e.zoom),e)),t.expression.evaluate(new Hi(Math.floor(e.zoom+1),e)),e)}}_calculate(t,e,r,n){return n.zoom>n.zoomHistory.lastIntegerZoom?{from:t,to:e}:{from:r,to:e}}interpolate(t){return t}}class na{constructor(t){this.specification=t}possiblyEvaluate(t,e,r,n){return!!t.expression.evaluate(e,null,{},r,n)}interpolate(){return!1}}class ia{constructor(t){this.properties=t,this.defaultPropertyValues={},this.defaultTransitionablePropertyValues={},this.defaultTransitioningPropertyValues={},this.defaultPossiblyEvaluatedValues={},this.overridableProperties=[];for(const e in t){const r=t[e];r.specification.overridable&&this.overridableProperties.push(e);const n=this.defaultPropertyValues[e]=new Gi(r,void 0),i=this.defaultTransitionablePropertyValues[e]=new Zi(r);this.defaultTransitioningPropertyValues[e]=i.untransitioned(),this.defaultPossiblyEvaluatedValues[e]=n.possiblyEvaluate({})}}}Mi(\"DataDrivenProperty\",ta),Mi(\"DataConstantProperty\",Qi),Mi(\"CrossFadedDataDrivenProperty\",ea),Mi(\"CrossFadedProperty\",ra),Mi(\"ColorRampProperty\",na);const aa=\"-transition\";class oa extends G{constructor(t,e){if(super(),this.id=t.id,this.type=t.type,this._featureFilter={filter:()=>!0,needGeometry:!1},\"custom\"!==t.type&&(this.metadata=t.metadata,this.minzoom=t.minzoom,this.maxzoom=t.maxzoom,\"background\"!==t.type&&(this.source=t.source,this.sourceLayer=t[\"source-layer\"],this.filter=t.filter),e.layout&&(this._unevaluatedLayout=new $i(e.layout)),e.paint)){this._transitionablePaint=new Wi(e.paint);for(const e in t.paint)this.setPaintProperty(e,t.paint[e],{validate:!1});for(const e in t.layout)this.setLayoutProperty(e,t.layout[e],{validate:!1});this._transitioningPaint=this._transitionablePaint.untransitioned(),this.paint=new Ki(e.paint)}}getCrossfadeParameters(){return this._crossfadeParameters}getLayoutProperty(t){return\"visibility\"===t?this.visibility:this._unevaluatedLayout.getValue(t)}setLayoutProperty(t,e,r={}){if(null!=e){const n=`layers.${this.id}.layout.${t}`;if(this._validate(wi,n,t,e,r))return}\"visibility\"!==t?this._unevaluatedLayout.setValue(t,e):this.visibility=e}getPaintProperty(t){return t.endsWith(aa)?this._transitionablePaint.getTransition(t.slice(0,-11)):this._transitionablePaint.getValue(t)}setPaintProperty(t,e,r={}){if(null!=e){const n=`layers.${this.id}.paint.${t}`;if(this._validate(bi,n,t,e,r))return!1}if(t.endsWith(aa))return this._transitionablePaint.setTransition(t.slice(0,-11),e||void 0),!1;{const r=this._transitionablePaint._values[t],n=\"cross-faded-data-driven\"===r.property.specification[\"property-type\"],i=r.value.isDataDriven(),a=r.value;this._transitionablePaint.setValue(t,e),this._handleSpecialPaintPropertyUpdate(t);const o=this._transitionablePaint._values[t].value;return o.isDataDriven()||i||n||this._handleOverridablePaintPropertyUpdate(t,a,o)}}_handleSpecialPaintPropertyUpdate(t){}_handleOverridablePaintPropertyUpdate(t,e,r){return!1}isHidden(t){return!!(this.minzoom&&t<this.minzoom)||!!(this.maxzoom&&t>=this.maxzoom)||\"none\"===this.visibility}updateTransitions(t){this._transitioningPaint=this._transitionablePaint.transitioned(t,this._transitioningPaint)}hasTransition(){return this._transitioningPaint.hasTransition()}recalculate(t,e){t.getCrossfadeParameters&&(this._crossfadeParameters=t.getCrossfadeParameters()),this._unevaluatedLayout&&(this.layout=this._unevaluatedLayout.possiblyEvaluate(t,void 0,e)),this.paint=this._transitioningPaint.possiblyEvaluate(t,void 0,e)}serialize(){const t={id:this.id,type:this.type,source:this.source,\"source-layer\":this.sourceLayer,metadata:this.metadata,minzoom:this.minzoom,maxzoom:this.maxzoom,filter:this.filter,layout:this._unevaluatedLayout&&this._unevaluatedLayout.serialize(),paint:this._transitionablePaint&&this._transitionablePaint.serialize()};return this.visibility&&(t.layout=t.layout||{},t.layout.visibility=this.visibility),_(t,((t,e)=>!(void 0===t||\"layout\"===e&&!Object.keys(t).length||\"paint\"===e&&!Object.keys(t).length)))}_validate(t,e,r,n,i={}){return(!i||!1!==i.validate)&&Ti(this,t.call(vi,{key:e,layerType:this.type,objectKey:r,value:n,styleSpec:Z,style:{glyphs:!0,sprite:!0}}))}is3D(){return!1}isTileClipped(){return!1}hasOffscreenPass(){return!1}resize(){}isStateDependent(){for(const t in this.paint._values){const e=this.paint.get(t);if(e instanceof Ji&&hn(e.property.specification)&&(\"source\"===e.value.kind||\"composite\"===e.value.kind)&&e.value.isStateDependent)return!0}return!1}}const sa={Int8:Int8Array,Uint8:Uint8Array,Int16:Int16Array,Uint16:Uint16Array,Int32:Int32Array,Uint32:Uint32Array,Float32:Float32Array};class la{constructor(t,e){this._structArray=t,this._pos1=e*this.size,this._pos2=this._pos1/2,this._pos4=this._pos1/4,this._pos8=this._pos1/8}}class ca{constructor(){this.isTransferred=!1,this.capacity=-1,this.resize(0)}static serialize(t,e){return t._trim(),e&&(t.isTransferred=!0,e.push(t.arrayBuffer)),{length:t.length,arrayBuffer:t.arrayBuffer}}static deserialize(t){const e=Object.create(this.prototype);return e.arrayBuffer=t.arrayBuffer,e.length=t.length,e.capacity=t.arrayBuffer.byteLength/e.bytesPerElement,e._refreshViews(),e}_trim(){this.length!==this.capacity&&(this.capacity=this.length,this.arrayBuffer=this.arrayBuffer.slice(0,this.length*this.bytesPerElement),this._refreshViews())}clear(){this.length=0}resize(t){this.reserve(t),this.length=t}reserve(t){if(t>this.capacity){this.capacity=Math.max(t,Math.floor(5*this.capacity),128),this.arrayBuffer=new ArrayBuffer(this.capacity*this.bytesPerElement);const e=this.uint8;this._refreshViews(),e&&this.uint8.set(e)}}_refreshViews(){throw new Error(\"_refreshViews() must be implemented by each concrete StructArray layout\")}}function ua(t,e=1){let r=0,n=0;return{members:t.map((t=>{const i=(s=t.type,sa[s].BYTES_PER_ELEMENT),a=r=ha(r,Math.max(e,i)),o=t.components||1;var s;return n=Math.max(n,i),r+=i*o,{name:t.name,type:t.type,components:o,offset:a}})),size:ha(r,Math.max(n,e)),alignment:e}}function ha(t,e){return Math.ceil(t/e)*e}class fa extends ca{_refreshViews(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)}emplaceBack(t,e){const r=this.length;return this.resize(r+1),this.emplace(r,t,e)}emplace(t,e,r){const n=2*t;return this.int16[n+0]=e,this.int16[n+1]=r,t}}fa.prototype.bytesPerElement=4,Mi(\"StructArrayLayout2i4\",fa);class pa extends ca{_refreshViews(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)}emplaceBack(t,e,r){const n=this.length;return this.resize(n+1),this.emplace(n,t,e,r)}emplace(t,e,r,n){const i=3*t;return this.int16[i+0]=e,this.int16[i+1]=r,this.int16[i+2]=n,t}}pa.prototype.bytesPerElement=6,Mi(\"StructArrayLayout3i6\",pa);class da extends ca{_refreshViews(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)}emplaceBack(t,e,r,n){const i=this.length;return this.resize(i+1),this.emplace(i,t,e,r,n)}emplace(t,e,r,n,i){const a=4*t;return this.int16[a+0]=e,this.int16[a+1]=r,this.int16[a+2]=n,this.int16[a+3]=i,t}}da.prototype.bytesPerElement=8,Mi(\"StructArrayLayout4i8\",da);class ma extends ca{_refreshViews(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)}emplaceBack(t,e,r,n,i,a){const o=this.length;return this.resize(o+1),this.emplace(o,t,e,r,n,i,a)}emplace(t,e,r,n,i,a,o){const s=6*t;return this.int16[s+0]=e,this.int16[s+1]=r,this.int16[s+2]=n,this.int16[s+3]=i,this.int16[s+4]=a,this.int16[s+5]=o,t}}ma.prototype.bytesPerElement=12,Mi(\"StructArrayLayout2i4i12\",ma);class ga extends ca{_refreshViews(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)}emplaceBack(t,e,r,n,i,a){const o=this.length;return this.resize(o+1),this.emplace(o,t,e,r,n,i,a)}emplace(t,e,r,n,i,a,o){const s=4*t,l=8*t;return this.int16[s+0]=e,this.int16[s+1]=r,this.uint8[l+4]=n,this.uint8[l+5]=i,this.uint8[l+6]=a,this.uint8[l+7]=o,t}}ga.prototype.bytesPerElement=8,Mi(\"StructArrayLayout2i4ub8\",ga);class ya extends ca{_refreshViews(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)}emplaceBack(t,e){const r=this.length;return this.resize(r+1),this.emplace(r,t,e)}emplace(t,e,r){const n=2*t;return this.float32[n+0]=e,this.float32[n+1]=r,t}}ya.prototype.bytesPerElement=8,Mi(\"StructArrayLayout2f8\",ya);class va extends ca{_refreshViews(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)}emplaceBack(t,e,r,n,i,a,o,s,l,c){const u=this.length;return this.resize(u+1),this.emplace(u,t,e,r,n,i,a,o,s,l,c)}emplace(t,e,r,n,i,a,o,s,l,c,u){const h=10*t;return this.uint16[h+0]=e,this.uint16[h+1]=r,this.uint16[h+2]=n,this.uint16[h+3]=i,this.uint16[h+4]=a,this.uint16[h+5]=o,this.uint16[h+6]=s,this.uint16[h+7]=l,this.uint16[h+8]=c,this.uint16[h+9]=u,t}}va.prototype.bytesPerElement=20,Mi(\"StructArrayLayout10ui20\",va);class xa extends ca{_refreshViews(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)}emplaceBack(t,e,r,n,i,a,o,s,l,c,u,h){const f=this.length;return this.resize(f+1),this.emplace(f,t,e,r,n,i,a,o,s,l,c,u,h)}emplace(t,e,r,n,i,a,o,s,l,c,u,h,f){const p=12*t;return this.int16[p+0]=e,this.int16[p+1]=r,this.int16[p+2]=n,this.int16[p+3]=i,this.uint16[p+4]=a,this.uint16[p+5]=o,this.uint16[p+6]=s,this.uint16[p+7]=l,this.int16[p+8]=c,this.int16[p+9]=u,this.int16[p+10]=h,this.int16[p+11]=f,t}}xa.prototype.bytesPerElement=24,Mi(\"StructArrayLayout4i4ui4i24\",xa);class _a extends ca{_refreshViews(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)}emplaceBack(t,e,r){const n=this.length;return this.resize(n+1),this.emplace(n,t,e,r)}emplace(t,e,r,n){const i=3*t;return this.float32[i+0]=e,this.float32[i+1]=r,this.float32[i+2]=n,t}}_a.prototype.bytesPerElement=12,Mi(\"StructArrayLayout3f12\",_a);class ba extends ca{_refreshViews(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer)}emplaceBack(t){const e=this.length;return this.resize(e+1),this.emplace(e,t)}emplace(t,e){const r=1*t;return this.uint32[r+0]=e,t}}ba.prototype.bytesPerElement=4,Mi(\"StructArrayLayout1ul4\",ba);class wa extends ca{_refreshViews(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)}emplaceBack(t,e,r,n,i,a,o,s,l){const c=this.length;return this.resize(c+1),this.emplace(c,t,e,r,n,i,a,o,s,l)}emplace(t,e,r,n,i,a,o,s,l,c){const u=10*t,h=5*t;return this.int16[u+0]=e,this.int16[u+1]=r,this.int16[u+2]=n,this.int16[u+3]=i,this.int16[u+4]=a,this.int16[u+5]=o,this.uint32[h+3]=s,this.uint16[u+8]=l,this.uint16[u+9]=c,t}}wa.prototype.bytesPerElement=20,Mi(\"StructArrayLayout6i1ul2ui20\",wa);class Ta extends ca{_refreshViews(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)}emplaceBack(t,e,r,n,i,a){const o=this.length;return this.resize(o+1),this.emplace(o,t,e,r,n,i,a)}emplace(t,e,r,n,i,a,o){const s=6*t;return this.int16[s+0]=e,this.int16[s+1]=r,this.int16[s+2]=n,this.int16[s+3]=i,this.int16[s+4]=a,this.int16[s+5]=o,t}}Ta.prototype.bytesPerElement=12,Mi(\"StructArrayLayout2i2i2i12\",Ta);class ka extends ca{_refreshViews(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)}emplaceBack(t,e,r,n,i){const a=this.length;return this.resize(a+1),this.emplace(a,t,e,r,n,i)}emplace(t,e,r,n,i,a){const o=4*t,s=8*t;return this.float32[o+0]=e,this.float32[o+1]=r,this.float32[o+2]=n,this.int16[s+6]=i,this.int16[s+7]=a,t}}ka.prototype.bytesPerElement=16,Mi(\"StructArrayLayout2f1f2i16\",ka);class Aa extends ca{_refreshViews(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)}emplaceBack(t,e,r,n,i,a){const o=this.length;return this.resize(o+1),this.emplace(o,t,e,r,n,i,a)}emplace(t,e,r,n,i,a,o){const s=16*t,l=4*t,c=8*t;return this.uint8[s+0]=e,this.uint8[s+1]=r,this.float32[l+1]=n,this.float32[l+2]=i,this.int16[c+6]=a,this.int16[c+7]=o,t}}Aa.prototype.bytesPerElement=16,Mi(\"StructArrayLayout2ub2f2i16\",Aa);class Ma extends ca{_refreshViews(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)}emplaceBack(t,e,r){const n=this.length;return this.resize(n+1),this.emplace(n,t,e,r)}emplace(t,e,r,n){const i=3*t;return this.uint16[i+0]=e,this.uint16[i+1]=r,this.uint16[i+2]=n,t}}Ma.prototype.bytesPerElement=6,Mi(\"StructArrayLayout3ui6\",Ma);class Sa extends ca{_refreshViews(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)}emplaceBack(t,e,r,n,i,a,o,s,l,c,u,h,f,p,d,m,g){const y=this.length;return this.resize(y+1),this.emplace(y,t,e,r,n,i,a,o,s,l,c,u,h,f,p,d,m,g)}emplace(t,e,r,n,i,a,o,s,l,c,u,h,f,p,d,m,g,y){const v=24*t,x=12*t,_=48*t;return this.int16[v+0]=e,this.int16[v+1]=r,this.uint16[v+2]=n,this.uint16[v+3]=i,this.uint32[x+2]=a,this.uint32[x+3]=o,this.uint32[x+4]=s,this.uint16[v+10]=l,this.uint16[v+11]=c,this.uint16[v+12]=u,this.float32[x+7]=h,this.float32[x+8]=f,this.uint8[_+36]=p,this.uint8[_+37]=d,this.uint8[_+38]=m,this.uint32[x+10]=g,this.int16[v+22]=y,t}}Sa.prototype.bytesPerElement=48,Mi(\"StructArrayLayout2i2ui3ul3ui2f3ub1ul1i48\",Sa);class Ea extends ca{_refreshViews(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)}emplaceBack(t,e,r,n,i,a,o,s,l,c,u,h,f,p,d,m,g,y,v,x,_,b,w,T,k,A,M,S){const E=this.length;return this.resize(E+1),this.emplace(E,t,e,r,n,i,a,o,s,l,c,u,h,f,p,d,m,g,y,v,x,_,b,w,T,k,A,M,S)}emplace(t,e,r,n,i,a,o,s,l,c,u,h,f,p,d,m,g,y,v,x,_,b,w,T,k,A,M,S,E){const C=32*t,L=16*t;return this.int16[C+0]=e,this.int16[C+1]=r,this.int16[C+2]=n,this.int16[C+3]=i,this.int16[C+4]=a,this.int16[C+5]=o,this.int16[C+6]=s,this.int16[C+7]=l,this.uint16[C+8]=c,this.uint16[C+9]=u,this.uint16[C+10]=h,this.uint16[C+11]=f,this.uint16[C+12]=p,this.uint16[C+13]=d,this.uint16[C+14]=m,this.uint16[C+15]=g,this.uint16[C+16]=y,this.uint16[C+17]=v,this.uint16[C+18]=x,this.uint16[C+19]=_,this.uint16[C+20]=b,this.uint16[C+21]=w,this.uint16[C+22]=T,this.uint32[L+12]=k,this.float32[L+13]=A,this.float32[L+14]=M,this.uint16[C+30]=S,this.uint16[C+31]=E,t}}Ea.prototype.bytesPerElement=64,Mi(\"StructArrayLayout8i15ui1ul2f2ui64\",Ea);class Ca extends ca{_refreshViews(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)}emplaceBack(t){const e=this.length;return this.resize(e+1),this.emplace(e,t)}emplace(t,e){const r=1*t;return this.float32[r+0]=e,t}}Ca.prototype.bytesPerElement=4,Mi(\"StructArrayLayout1f4\",Ca);class La extends ca{_refreshViews(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)}emplaceBack(t,e,r){const n=this.length;return this.resize(n+1),this.emplace(n,t,e,r)}emplace(t,e,r,n){const i=6*t,a=3*t;return this.uint16[i+0]=e,this.float32[a+1]=r,this.float32[a+2]=n,t}}La.prototype.bytesPerElement=12,Mi(\"StructArrayLayout1ui2f12\",La);class Ia extends ca{_refreshViews(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)}emplaceBack(t,e,r){const n=this.length;return this.resize(n+1),this.emplace(n,t,e,r)}emplace(t,e,r,n){const i=2*t,a=4*t;return this.uint32[i+0]=e,this.uint16[a+2]=r,this.uint16[a+3]=n,t}}Ia.prototype.bytesPerElement=8,Mi(\"StructArrayLayout1ul2ui8\",Ia);class Pa extends ca{_refreshViews(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)}emplaceBack(t,e){const r=this.length;return this.resize(r+1),this.emplace(r,t,e)}emplace(t,e,r){const n=2*t;return this.uint16[n+0]=e,this.uint16[n+1]=r,t}}Pa.prototype.bytesPerElement=4,Mi(\"StructArrayLayout2ui4\",Pa);class za extends ca{_refreshViews(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)}emplaceBack(t){const e=this.length;return this.resize(e+1),this.emplace(e,t)}emplace(t,e){const r=1*t;return this.uint16[r+0]=e,t}}za.prototype.bytesPerElement=2,Mi(\"StructArrayLayout1ui2\",za);class Oa extends ca{_refreshViews(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)}emplaceBack(t,e,r,n){const i=this.length;return this.resize(i+1),this.emplace(i,t,e,r,n)}emplace(t,e,r,n,i){const a=4*t;return this.float32[a+0]=e,this.float32[a+1]=r,this.float32[a+2]=n,this.float32[a+3]=i,t}}Oa.prototype.bytesPerElement=16,Mi(\"StructArrayLayout4f16\",Oa);class Da extends la{get anchorPointX(){return this._structArray.int16[this._pos2+0]}get anchorPointY(){return this._structArray.int16[this._pos2+1]}get x1(){return this._structArray.int16[this._pos2+2]}get y1(){return this._structArray.int16[this._pos2+3]}get x2(){return this._structArray.int16[this._pos2+4]}get y2(){return this._structArray.int16[this._pos2+5]}get featureIndex(){return this._structArray.uint32[this._pos4+3]}get sourceLayerIndex(){return this._structArray.uint16[this._pos2+8]}get bucketIndex(){return this._structArray.uint16[this._pos2+9]}get anchorPoint(){return new a(this.anchorPointX,this.anchorPointY)}}Da.prototype.size=20;class Ra extends wa{get(t){return new Da(this,t)}}Mi(\"CollisionBoxArray\",Ra);class Fa extends la{get anchorX(){return this._structArray.int16[this._pos2+0]}get anchorY(){return this._structArray.int16[this._pos2+1]}get glyphStartIndex(){return this._structArray.uint16[this._pos2+2]}get numGlyphs(){return this._structArray.uint16[this._pos2+3]}get vertexStartIndex(){return this._structArray.uint32[this._pos4+2]}get lineStartIndex(){return this._structArray.uint32[this._pos4+3]}get lineLength(){return this._structArray.uint32[this._pos4+4]}get segment(){return this._structArray.uint16[this._pos2+10]}get lowerSize(){return this._structArray.uint16[this._pos2+11]}get upperSize(){return this._structArray.uint16[this._pos2+12]}get lineOffsetX(){return this._structArray.float32[this._pos4+7]}get lineOffsetY(){return this._structArray.float32[this._pos4+8]}get writingMode(){return this._structArray.uint8[this._pos1+36]}get placedOrientation(){return this._structArray.uint8[this._pos1+37]}set placedOrientation(t){this._structArray.uint8[this._pos1+37]=t}get hidden(){return this._structArray.uint8[this._pos1+38]}set hidden(t){this._structArray.uint8[this._pos1+38]=t}get crossTileID(){return this._structArray.uint32[this._pos4+10]}set crossTileID(t){this._structArray.uint32[this._pos4+10]=t}get associatedIconIndex(){return this._structArray.int16[this._pos2+22]}}Fa.prototype.size=48;class Ba extends Sa{get(t){return new Fa(this,t)}}Mi(\"PlacedSymbolArray\",Ba);class Na extends la{get anchorX(){return this._structArray.int16[this._pos2+0]}get anchorY(){return this._structArray.int16[this._pos2+1]}get rightJustifiedTextSymbolIndex(){return this._structArray.int16[this._pos2+2]}get centerJustifiedTextSymbolIndex(){return this._structArray.int16[this._pos2+3]}get leftJustifiedTextSymbolIndex(){return this._structArray.int16[this._pos2+4]}get verticalPlacedTextSymbolIndex(){return this._structArray.int16[this._pos2+5]}get placedIconSymbolIndex(){return this._structArray.int16[this._pos2+6]}get verticalPlacedIconSymbolIndex(){return this._structArray.int16[this._pos2+7]}get key(){return this._structArray.uint16[this._pos2+8]}get textBoxStartIndex(){return this._structArray.uint16[this._pos2+9]}get textBoxEndIndex(){return this._structArray.uint16[this._pos2+10]}get verticalTextBoxStartIndex(){return this._structArray.uint16[this._pos2+11]}get verticalTextBoxEndIndex(){return this._structArray.uint16[this._pos2+12]}get iconBoxStartIndex(){return this._structArray.uint16[this._pos2+13]}get iconBoxEndIndex(){return this._structArray.uint16[this._pos2+14]}get verticalIconBoxStartIndex(){return this._structArray.uint16[this._pos2+15]}get verticalIconBoxEndIndex(){return this._structArray.uint16[this._pos2+16]}get featureIndex(){return this._structArray.uint16[this._pos2+17]}get numHorizontalGlyphVertices(){return this._structArray.uint16[this._pos2+18]}get numVerticalGlyphVertices(){return this._structArray.uint16[this._pos2+19]}get numIconVertices(){return this._structArray.uint16[this._pos2+20]}get numVerticalIconVertices(){return this._structArray.uint16[this._pos2+21]}get useRuntimeCollisionCircles(){return this._structArray.uint16[this._pos2+22]}get crossTileID(){return this._structArray.uint32[this._pos4+12]}set crossTileID(t){this._structArray.uint32[this._pos4+12]=t}get textBoxScale(){return this._structArray.float32[this._pos4+13]}get collisionCircleDiameter(){return this._structArray.float32[this._pos4+14]}get textAnchorOffsetStartIndex(){return this._structArray.uint16[this._pos2+30]}get textAnchorOffsetEndIndex(){return this._structArray.uint16[this._pos2+31]}}Na.prototype.size=64;class ja extends Ea{get(t){return new Na(this,t)}}Mi(\"SymbolInstanceArray\",ja);class Ua extends Ca{getoffsetX(t){return this.float32[1*t+0]}}Mi(\"GlyphOffsetArray\",Ua);class Va extends pa{getx(t){return this.int16[3*t+0]}gety(t){return this.int16[3*t+1]}gettileUnitDistanceFromAnchor(t){return this.int16[3*t+2]}}Mi(\"SymbolLineVertexArray\",Va);class qa extends la{get textAnchor(){return this._structArray.uint16[this._pos2+0]}get textOffset0(){return this._structArray.float32[this._pos4+1]}get textOffset1(){return this._structArray.float32[this._pos4+2]}}qa.prototype.size=12;class Ha extends La{get(t){return new qa(this,t)}}Mi(\"TextAnchorOffsetArray\",Ha);class Ga extends la{get featureIndex(){return this._structArray.uint32[this._pos4+0]}get sourceLayerIndex(){return this._structArray.uint16[this._pos2+2]}get bucketIndex(){return this._structArray.uint16[this._pos2+3]}}Ga.prototype.size=8;class Za extends Ia{get(t){return new Ga(this,t)}}Mi(\"FeatureIndexArray\",Za);class Wa extends fa{}class Ya extends fa{}class Xa extends fa{}class $a extends ma{}class Ja extends ga{}class Ka extends ya{}class Qa extends va{}class to extends xa{}class eo extends _a{}class ro extends ba{}class no extends Ta{}class io extends Aa{}class ao extends Ma{}class oo extends Pa{}const so=ua([{name:\"a_pos\",components:2,type:\"Int16\"}],4),{members:lo,size:co,alignment:uo}=so;class ho{constructor(t=[]){this.segments=t}prepareSegment(t,e,r,n){let i=this.segments[this.segments.length-1];return t>ho.MAX_VERTEX_ARRAY_LENGTH&&T(`Max vertices per segment is ${ho.MAX_VERTEX_ARRAY_LENGTH}: bucket requested ${t}`),(!i||i.vertexLength+t>ho.MAX_VERTEX_ARRAY_LENGTH||i.sortKey!==n)&&(i={vertexOffset:e.length,primitiveOffset:r.length,vertexLength:0,primitiveLength:0},void 0!==n&&(i.sortKey=n),this.segments.push(i)),i}get(){return this.segments}destroy(){for(const t of this.segments)for(const e in t.vaos)t.vaos[e].destroy()}static simpleSegment(t,e,r,n){return new ho([{vertexOffset:t,primitiveOffset:e,vertexLength:r,primitiveLength:n,vaos:{},sortKey:0}])}}function fo(t,e){return 256*(t=m(Math.floor(t),0,255))+m(Math.floor(e),0,255)}ho.MAX_VERTEX_ARRAY_LENGTH=Math.pow(2,16)-1,Mi(\"SegmentVector\",ho);const po=ua([{name:\"a_pattern_from\",components:4,type:\"Uint16\"},{name:\"a_pattern_to\",components:4,type:\"Uint16\"},{name:\"a_pixel_ratio_from\",components:1,type:\"Uint16\"},{name:\"a_pixel_ratio_to\",components:1,type:\"Uint16\"}]);var mo={exports:{}},go={exports:{}};!function(t){t.exports=function(t,e){var r,n,i,a,o,s,l,c;for(r=3&t.length,n=t.length-r,i=e,o=3432918353,s=461845907,c=0;c<n;)l=255&t.charCodeAt(c)|(255&t.charCodeAt(++c))<<8|(255&t.charCodeAt(++c))<<16|(255&t.charCodeAt(++c))<<24,++c,i=27492+(65535&(a=5*(65535&(i=(i^=l=(65535&(l=(l=(65535&l)*o+(((l>>>16)*o&65535)<<16)&4294967295)<<15|l>>>17))*s+(((l>>>16)*s&65535)<<16)&4294967295)<<13|i>>>19))+((5*(i>>>16)&65535)<<16)&4294967295))+((58964+(a>>>16)&65535)<<16);switch(l=0,r){case 3:l^=(255&t.charCodeAt(c+2))<<16;case 2:l^=(255&t.charCodeAt(c+1))<<8;case 1:i^=l=(65535&(l=(l=(65535&(l^=255&t.charCodeAt(c)))*o+(((l>>>16)*o&65535)<<16)&4294967295)<<15|l>>>17))*s+(((l>>>16)*s&65535)<<16)&4294967295}return i^=t.length,i=2246822507*(65535&(i^=i>>>16))+((2246822507*(i>>>16)&65535)<<16)&4294967295,i=3266489909*(65535&(i^=i>>>13))+((3266489909*(i>>>16)&65535)<<16)&4294967295,(i^=i>>>16)>>>0}}(go);var yo=go.exports,vo={exports:{}};!function(t){t.exports=function(t,e){for(var r,n=t.length,i=e^n,a=0;n>=4;)r=1540483477*(65535&(r=255&t.charCodeAt(a)|(255&t.charCodeAt(++a))<<8|(255&t.charCodeAt(++a))<<16|(255&t.charCodeAt(++a))<<24))+((1540483477*(r>>>16)&65535)<<16),i=1540483477*(65535&i)+((1540483477*(i>>>16)&65535)<<16)^(r=1540483477*(65535&(r^=r>>>24))+((1540483477*(r>>>16)&65535)<<16)),n-=4,++a;switch(n){case 3:i^=(255&t.charCodeAt(a+2))<<16;case 2:i^=(255&t.charCodeAt(a+1))<<8;case 1:i=1540483477*(65535&(i^=255&t.charCodeAt(a)))+((1540483477*(i>>>16)&65535)<<16)}return i=1540483477*(65535&(i^=i>>>13))+((1540483477*(i>>>16)&65535)<<16),(i^=i>>>15)>>>0}}(vo);var xo=yo,_o=vo.exports;mo.exports=xo,mo.exports.murmur3=xo,mo.exports.murmur2=_o;var bo=r(mo.exports);class wo{constructor(){this.ids=[],this.positions=[],this.indexed=!1}add(t,e,r,n){this.ids.push(To(t)),this.positions.push(e,r,n)}getPositions(t){if(!this.indexed)throw new Error(\"Trying to get index, but feature positions are not indexed\");const e=To(t);let r=0,n=this.ids.length-1;for(;r<n;){const t=r+n>>1;this.ids[t]>=e?n=t:r=t+1}const i=[];for(;this.ids[r]===e;){const t=this.positions[3*r],e=this.positions[3*r+1],n=this.positions[3*r+2];i.push({index:t,start:e,end:n}),r++}return i}static serialize(t,e){const r=new Float64Array(t.ids),n=new Uint32Array(t.positions);return ko(r,n,0,r.length-1),e&&e.push(r.buffer,n.buffer),{ids:r,positions:n}}static deserialize(t){const e=new wo;return e.ids=t.ids,e.positions=t.positions,e.indexed=!0,e}}function To(t){const e=+t;return!isNaN(e)&&e<=Number.MAX_SAFE_INTEGER?e:bo(String(t))}function ko(t,e,r,n){for(;r<n;){const i=t[r+n>>1];let a=r-1,o=n+1;for(;;){do{a++}while(t[a]<i);do{o--}while(t[o]>i);if(a>=o)break;Ao(t,a,o),Ao(e,3*a,3*o),Ao(e,3*a+1,3*o+1),Ao(e,3*a+2,3*o+2)}o-r<n-o?(ko(t,e,r,o),r=o+1):(ko(t,e,o+1,n),n=o)}}function Ao(t,e,r){const n=t[e];t[e]=t[r],t[r]=n}Mi(\"FeaturePositionMap\",wo);class Mo{constructor(t,e){this.gl=t.gl,this.location=e}}class So extends Mo{constructor(t,e){super(t,e),this.current=0}set(t){this.current!==t&&(this.current=t,this.gl.uniform1f(this.location,t))}}class Eo extends Mo{constructor(t,e){super(t,e),this.current=[0,0,0,0]}set(t){t[0]===this.current[0]&&t[1]===this.current[1]&&t[2]===this.current[2]&&t[3]===this.current[3]||(this.current=t,this.gl.uniform4f(this.location,t[0],t[1],t[2],t[3]))}}class Co extends Mo{constructor(t,e){super(t,e),this.current=Xt.transparent}set(t){t.r===this.current.r&&t.g===this.current.g&&t.b===this.current.b&&t.a===this.current.a||(this.current=t,this.gl.uniform4f(this.location,t.r,t.g,t.b,t.a))}}const Lo=new Float32Array(16);function Io(t){return[fo(255*t.r,255*t.g),fo(255*t.b,255*t.a)]}class Po{constructor(t,e,r){this.value=t,this.uniformNames=e.map((t=>`u_${t}`)),this.type=r}setUniform(t,e,r){t.set(r.constantOr(this.value))}getBinding(t,e,r){return\"color\"===this.type?new Co(t,e):new So(t,e)}}class zo{constructor(t,e){this.uniformNames=e.map((t=>`u_${t}`)),this.patternFrom=null,this.patternTo=null,this.pixelRatioFrom=1,this.pixelRatioTo=1}setConstantPatternPositions(t,e){this.pixelRatioFrom=e.pixelRatio,this.pixelRatioTo=t.pixelRatio,this.patternFrom=e.tlbr,this.patternTo=t.tlbr}setUniform(t,e,r,n){const i=\"u_pattern_to\"===n?this.patternTo:\"u_pattern_from\"===n?this.patternFrom:\"u_pixel_ratio_to\"===n?this.pixelRatioTo:\"u_pixel_ratio_from\"===n?this.pixelRatioFrom:null;i&&t.set(i)}getBinding(t,e,r){return\"u_pattern\"===r.substr(0,9)?new Eo(t,e):new So(t,e)}}class Oo{constructor(t,e,r,n){this.expression=t,this.type=r,this.maxValue=0,this.paintVertexAttributes=e.map((t=>({name:`a_${t}`,type:\"Float32\",components:\"color\"===r?2:1,offset:0}))),this.paintVertexArray=new n}populatePaintArray(t,e,r,n,i){const a=this.paintVertexArray.length,o=this.expression.evaluate(new Hi(0),e,{},n,[],i);this.paintVertexArray.resize(t),this._setPaintValue(a,t,o)}updatePaintArray(t,e,r,n){const i=this.expression.evaluate({zoom:0},r,n);this._setPaintValue(t,e,i)}_setPaintValue(t,e,r){if(\"color\"===this.type){const n=Io(r);for(let r=t;r<e;r++)this.paintVertexArray.emplace(r,n[0],n[1])}else{for(let n=t;n<e;n++)this.paintVertexArray.emplace(n,r);this.maxValue=Math.max(this.maxValue,Math.abs(r))}}upload(t){this.paintVertexArray&&this.paintVertexArray.arrayBuffer&&(this.paintVertexBuffer&&this.paintVertexBuffer.buffer?this.paintVertexBuffer.updateData(this.paintVertexArray):this.paintVertexBuffer=t.createVertexBuffer(this.paintVertexArray,this.paintVertexAttributes,this.expression.isStateDependent))}destroy(){this.paintVertexBuffer&&this.paintVertexBuffer.destroy()}}class Do{constructor(t,e,r,n,i,a){this.expression=t,this.uniformNames=e.map((t=>`u_${t}_t`)),this.type=r,this.useIntegerZoom=n,this.zoom=i,this.maxValue=0,this.paintVertexAttributes=e.map((t=>({name:`a_${t}`,type:\"Float32\",components:\"color\"===r?4:2,offset:0}))),this.paintVertexArray=new a}populatePaintArray(t,e,r,n,i){const a=this.expression.evaluate(new Hi(this.zoom),e,{},n,[],i),o=this.expression.evaluate(new Hi(this.zoom+1),e,{},n,[],i),s=this.paintVertexArray.length;this.paintVertexArray.resize(t),this._setPaintValue(s,t,a,o)}updatePaintArray(t,e,r,n){const i=this.expression.evaluate({zoom:this.zoom},r,n),a=this.expression.evaluate({zoom:this.zoom+1},r,n);this._setPaintValue(t,e,i,a)}_setPaintValue(t,e,r,n){if(\"color\"===this.type){const i=Io(r),a=Io(n);for(let r=t;r<e;r++)this.paintVertexArray.emplace(r,i[0],i[1],a[0],a[1])}else{for(let i=t;i<e;i++)this.paintVertexArray.emplace(i,r,n);this.maxValue=Math.max(this.maxValue,Math.abs(r),Math.abs(n))}}upload(t){this.paintVertexArray&&this.paintVertexArray.arrayBuffer&&(this.paintVertexBuffer&&this.paintVertexBuffer.buffer?this.paintVertexBuffer.updateData(this.paintVertexArray):this.paintVertexBuffer=t.createVertexBuffer(this.paintVertexArray,this.paintVertexAttributes,this.expression.isStateDependent))}destroy(){this.paintVertexBuffer&&this.paintVertexBuffer.destroy()}setUniform(t,e){const r=this.useIntegerZoom?Math.floor(e.zoom):e.zoom,n=m(this.expression.interpolationFactor(r,this.zoom,this.zoom+1),0,1);t.set(n)}getBinding(t,e,r){return new So(t,e)}}class Ro{constructor(t,e,r,n,i,a){this.expression=t,this.type=e,this.useIntegerZoom=r,this.zoom=n,this.layerId=a,this.zoomInPaintVertexArray=new i,this.zoomOutPaintVertexArray=new i}populatePaintArray(t,e,r){const n=this.zoomInPaintVertexArray.length;this.zoomInPaintVertexArray.resize(t),this.zoomOutPaintVertexArray.resize(t),this._setPaintValues(n,t,e.patterns&&e.patterns[this.layerId],r)}updatePaintArray(t,e,r,n,i){this._setPaintValues(t,e,r.patterns&&r.patterns[this.layerId],i)}_setPaintValues(t,e,r,n){if(!n||!r)return;const{min:i,mid:a,max:o}=r,s=n[i],l=n[a],c=n[o];if(s&&l&&c)for(let r=t;r<e;r++)this.zoomInPaintVertexArray.emplace(r,l.tl[0],l.tl[1],l.br[0],l.br[1],s.tl[0],s.tl[1],s.br[0],s.br[1],l.pixelRatio,s.pixelRatio),this.zoomOutPaintVertexArray.emplace(r,l.tl[0],l.tl[1],l.br[0],l.br[1],c.tl[0],c.tl[1],c.br[0],c.br[1],l.pixelRatio,c.pixelRatio)}upload(t){this.zoomInPaintVertexArray&&this.zoomInPaintVertexArray.arrayBuffer&&this.zoomOutPaintVertexArray&&this.zoomOutPaintVertexArray.arrayBuffer&&(this.zoomInPaintVertexBuffer=t.createVertexBuffer(this.zoomInPaintVertexArray,po.members,this.expression.isStateDependent),this.zoomOutPaintVertexBuffer=t.createVertexBuffer(this.zoomOutPaintVertexArray,po.members,this.expression.isStateDependent))}destroy(){this.zoomOutPaintVertexBuffer&&this.zoomOutPaintVertexBuffer.destroy(),this.zoomInPaintVertexBuffer&&this.zoomInPaintVertexBuffer.destroy()}}class Fo{constructor(t,e,r){this.binders={},this._buffers=[];const n=[];for(const i in t.paint._values){if(!r(i))continue;const a=t.paint.get(i);if(!(a instanceof Ji&&hn(a.property.specification)))continue;const o=No(i,t.type),s=a.value,l=a.property.specification.type,c=a.property.useIntegerZoom,u=a.property.specification[\"property-type\"],h=\"cross-faded\"===u||\"cross-faded-data-driven\"===u;if(\"constant\"===s.kind)this.binders[i]=h?new zo(s.value,o):new Po(s.value,o,l),n.push(`/u_${i}`);else if(\"source\"===s.kind||h){const r=jo(i,l,\"source\");this.binders[i]=h?new Ro(s,l,c,e,r,t.id):new Oo(s,o,l,r),n.push(`/a_${i}`)}else{const t=jo(i,l,\"composite\");this.binders[i]=new Do(s,o,l,c,e,t),n.push(`/z_${i}`)}}this.cacheKey=n.sort().join(\"\")}getMaxValue(t){const e=this.binders[t];return e instanceof Oo||e instanceof Do?e.maxValue:0}populatePaintArrays(t,e,r,n,i){for(const a in this.binders){const o=this.binders[a];(o instanceof Oo||o instanceof Do||o instanceof Ro)&&o.populatePaintArray(t,e,r,n,i)}}setConstantPatternPositions(t,e){for(const r in this.binders){const n=this.binders[r];n instanceof zo&&n.setConstantPatternPositions(t,e)}}updatePaintArrays(t,e,r,n,i){let a=!1;for(const o in t){const s=e.getPositions(o);for(const e of s){const s=r.feature(e.index);for(const r in this.binders){const l=this.binders[r];if((l instanceof Oo||l instanceof Do||l instanceof Ro)&&!0===l.expression.isStateDependent){const c=n.paint.get(r);l.expression=c.value,l.updatePaintArray(e.start,e.end,s,t[o],i),a=!0}}}}return a}defines(){const t=[];for(const e in this.binders){const r=this.binders[e];(r instanceof Po||r instanceof zo)&&t.push(...r.uniformNames.map((t=>`#define HAS_UNIFORM_${t}`)))}return t}getBinderAttributes(){const t=[];for(const e in this.binders){const r=this.binders[e];if(r instanceof Oo||r instanceof Do)for(let e=0;e<r.paintVertexAttributes.length;e++)t.push(r.paintVertexAttributes[e].name);else if(r instanceof Ro)for(let e=0;e<po.members.length;e++)t.push(po.members[e].name)}return t}getBinderUniforms(){const t=[];for(const e in this.binders){const r=this.binders[e];if(r instanceof Po||r instanceof zo||r instanceof Do)for(const e of r.uniformNames)t.push(e)}return t}getPaintVertexBuffers(){return this._buffers}getUniforms(t,e){const r=[];for(const n in this.binders){const i=this.binders[n];if(i instanceof Po||i instanceof zo||i instanceof Do)for(const a of i.uniformNames)if(e[a]){const o=i.getBinding(t,e[a],a);r.push({name:a,property:n,binding:o})}}return r}setUniforms(t,e,r,n){for(const{name:t,property:i,binding:a}of e)this.binders[i].setUniform(a,n,r.get(i),t)}updatePaintBuffers(t){this._buffers=[];for(const e in this.binders){const r=this.binders[e];if(t&&r instanceof Ro){const e=2===t.fromScale?r.zoomInPaintVertexBuffer:r.zoomOutPaintVertexBuffer;e&&this._buffers.push(e)}else(r instanceof Oo||r instanceof Do)&&r.paintVertexBuffer&&this._buffers.push(r.paintVertexBuffer)}}upload(t){for(const e in this.binders){const r=this.binders[e];(r instanceof Oo||r instanceof Do||r instanceof Ro)&&r.upload(t)}this.updatePaintBuffers()}destroy(){for(const t in this.binders){const e=this.binders[t];(e instanceof Oo||e instanceof Do||e instanceof Ro)&&e.destroy()}}}class Bo{constructor(t,e,r=(()=>!0)){this.programConfigurations={};for(const n of t)this.programConfigurations[n.id]=new Fo(n,e,r);this.needsUpload=!1,this._featureMap=new wo,this._bufferOffset=0}populatePaintArrays(t,e,r,n,i,a){for(const r in this.programConfigurations)this.programConfigurations[r].populatePaintArrays(t,e,n,i,a);void 0!==e.id&&this._featureMap.add(e.id,r,this._bufferOffset,t),this._bufferOffset=t,this.needsUpload=!0}updatePaintArrays(t,e,r,n){for(const i of r)this.needsUpload=this.programConfigurations[i.id].updatePaintArrays(t,this._featureMap,e,i,n)||this.needsUpload}get(t){return this.programConfigurations[t]}upload(t){if(this.needsUpload){for(const e in this.programConfigurations)this.programConfigurations[e].upload(t);this.needsUpload=!1}}destroy(){for(const t in this.programConfigurations)this.programConfigurations[t].destroy()}}function No(t,e){return{\"text-opacity\":[\"opacity\"],\"icon-opacity\":[\"opacity\"],\"text-color\":[\"fill_color\"],\"icon-color\":[\"fill_color\"],\"text-halo-color\":[\"halo_color\"],\"icon-halo-color\":[\"halo_color\"],\"text-halo-blur\":[\"halo_blur\"],\"icon-halo-blur\":[\"halo_blur\"],\"text-halo-width\":[\"halo_width\"],\"icon-halo-width\":[\"halo_width\"],\"line-gap-width\":[\"gapwidth\"],\"line-pattern\":[\"pattern_to\",\"pattern_from\",\"pixel_ratio_to\",\"pixel_ratio_from\"],\"fill-pattern\":[\"pattern_to\",\"pattern_from\",\"pixel_ratio_to\",\"pixel_ratio_from\"],\"fill-extrusion-pattern\":[\"pattern_to\",\"pattern_from\",\"pixel_ratio_to\",\"pixel_ratio_from\"]}[t]||[t.replace(`${e}-`,\"\").replace(/-/g,\"_\")]}function jo(t,e,r){const n={color:{source:ya,composite:Oa},number:{source:Ca,composite:ya}},i=function(t){return{\"line-pattern\":{source:Qa,composite:Qa},\"fill-pattern\":{source:Qa,composite:Qa},\"fill-extrusion-pattern\":{source:Qa,composite:Qa}}[t]}(t);return 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Ya,this.indexArray=new ao,this.segments=new ho,this.programConfigurations=new Bo(t.layers,t.zoom),this.stateDependentLayerIds=this.layers.filter((t=>t.isStateDependent())).map((t=>t.id))}populate(t,e,r){const n=this.layers[0],i=[];let a=null,o=!1;\"circle\"===n.type&&(a=n.layout.get(\"circle-sort-key\"),o=!a.isConstant());for(const{feature:e,id:n,index:s,sourceLayerIndex:l}of t){const t=this.layers[0]._featureFilter.needGeometry,c=Go(e,t);if(!this.layers[0]._featureFilter.filter(new Hi(this.zoom),c,r))continue;const u=o?a.evaluate(c,{},r):void 0,h={id:n,properties:e.properties,type:e.type,sourceLayerIndex:l,index:s,geometry:t?c.geometry:Ho(e),patterns:{},sortKey:u};i.push(h)}o&&i.sort(((t,e)=>t.sortKey-e.sortKey));for(const n of i){const{geometry:i,index:a,sourceLayerIndex:o}=n,s=t[a].feature;this.addFeature(n,i,a,r),e.featureIndex.insert(s,i,a,o,this.index)}}update(t,e,r){this.stateDependentLayers.length&&this.programConfigurations.updatePaintArrays(t,e,this.stateDependentLayers,r)}isEmpty(){return 0===this.layoutVertexArray.length}uploadPending(){return!this.uploaded||this.programConfigurations.needsUpload}upload(t){this.uploaded||(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,lo),this.indexBuffer=t.createIndexBuffer(this.indexArray)),this.programConfigurations.upload(t),this.uploaded=!0}destroy(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy())}addFeature(t,e,r,n){for(const r of e)for(const e of r){const r=e.x,n=e.y;if(r<0||r>=Uo||n<0||n>=Uo)continue;const i=this.segments.prepareSegment(4,this.layoutVertexArray,this.indexArray,t.sortKey),a=i.vertexLength;Zo(this.layoutVertexArray,r,n,-1,-1),Zo(this.layoutVertexArray,r,n,1,-1),Zo(this.layoutVertexArray,r,n,1,1),Zo(this.layoutVertexArray,r,n,-1,1),this.indexArray.emplaceBack(a,a+1,a+2),this.indexArray.emplaceBack(a,a+3,a+2),i.vertexLength+=4,i.primitiveLength+=2}this.programConfigurations.populatePaintArrays(this.layoutVertexArray.length,t,r,{},n)}}function Yo(t,e){for(let r=0;r<t.length;r++)if(ns(e,t[r]))return!0;for(let r=0;r<e.length;r++)if(ns(t,e[r]))return!0;return!!Ko(t,e)}function Xo(t,e,r){return!!ns(t,e)||!!ts(e,t,r)}function $o(t,e){if(1===t.length)return rs(e,t[0]);for(let r=0;r<e.length;r++){const n=e[r];for(let e=0;e<n.length;e++)if(ns(t,n[e]))return!0}for(let r=0;r<t.length;r++)if(rs(e,t[r]))return!0;for(let r=0;r<e.length;r++)if(Ko(t,e[r]))return!0;return!1}function Jo(t,e,r){if(t.length>1){if(Ko(t,e))return!0;for(let n=0;n<e.length;n++)if(ts(e[n],t,r))return!0}for(let 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Qi(Z.paint_circle[\"circle-translate\"]),\"circle-translate-anchor\":new Qi(Z.paint_circle[\"circle-translate-anchor\"]),\"circle-pitch-scale\":new Qi(Z.paint_circle[\"circle-pitch-scale\"]),\"circle-pitch-alignment\":new Qi(Z.paint_circle[\"circle-pitch-alignment\"]),\"circle-stroke-width\":new ta(Z.paint_circle[\"circle-stroke-width\"]),\"circle-stroke-color\":new ta(Z.paint_circle[\"circle-stroke-color\"]),\"circle-stroke-opacity\":new ta(Z.paint_circle[\"circle-stroke-opacity\"])})},get layout(){return ls=ls||new ia({\"circle-sort-key\":new ta(Z.layout_circle[\"circle-sort-key\"])})}},hs=1e-6,fs=\"undefined\"!=typeof Float32Array?Float32Array:Array;function ps(t){return t[0]=1,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=1,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=1,t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t}function ds(t,e,r){var n=e[0],i=e[1],a=e[2],o=e[3],s=e[4],l=e[5],c=e[6],u=e[7],h=e[8],f=e[9],p=e[10],d=e[11],m=e[12],g=e[13],y=e[14],v=e[15],x=r[0],_=r[1],b=r[2],w=r[3];return t[0]=x*n+_*s+b*h+w*m,t[1]=x*i+_*l+b*f+w*g,t[2]=x*a+_*c+b*p+w*y,t[3]=x*o+_*u+b*d+w*v,x=r[4],_=r[5],b=r[6],w=r[7],t[4]=x*n+_*s+b*h+w*m,t[5]=x*i+_*l+b*f+w*g,t[6]=x*a+_*c+b*p+w*y,t[7]=x*o+_*u+b*d+w*v,x=r[8],_=r[9],b=r[10],w=r[11],t[8]=x*n+_*s+b*h+w*m,t[9]=x*i+_*l+b*f+w*g,t[10]=x*a+_*c+b*p+w*y,t[11]=x*o+_*u+b*d+w*v,x=r[12],_=r[13],b=r[14],w=r[15],t[12]=x*n+_*s+b*h+w*m,t[13]=x*i+_*l+b*f+w*g,t[14]=x*a+_*c+b*p+w*y,t[15]=x*o+_*u+b*d+w*v,t}Math.hypot||(Math.hypot=function(){for(var t=0,e=arguments.length;e--;)t+=arguments[e]*arguments[e];return Math.sqrt(t)});var ms=function(t,e,r,n,i){var a,o=1/Math.tan(e/2);return t[0]=o/r,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=o,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[11]=-1,t[12]=0,t[13]=0,t[15]=0,null!=i&&i!==1/0?(a=1/(n-i),t[10]=(i+n)*a,t[14]=2*i*n*a):(t[10]=-1,t[14]=-2*n),t};var gs=function(t,e,r,n,i,a,o){var s=1/(e-r),l=1/(n-i),c=1/(a-o);return t[0]=-2*s,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=-2*l,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=2*c,t[11]=0,t[12]=(e+r)*s,t[13]=(i+n)*l,t[14]=(o+a)*c,t[15]=1,t};var ys=ds;function vs(t,e,r){var n=e[0],i=e[1],a=e[2],o=e[3];return t[0]=r[0]*n+r[4]*i+r[8]*a+r[12]*o,t[1]=r[1]*n+r[5]*i+r[9]*a+r[13]*o,t[2]=r[2]*n+r[6]*i+r[10]*a+r[14]*o,t[3]=r[3]*n+r[7]*i+r[11]*a+r[15]*o,t}var xs,_s=function(t,e,r){return t[0]=e[0]*r[0],t[1]=e[1]*r[1],t[2]=e[2]*r[2],t[3]=e[3]*r[3],t};xs=new fs(4),fs!=Float32Array&&(xs[0]=0,xs[1]=0,xs[2]=0,xs[3]=0);class bs extends oa{constructor(t){super(t,us)}createBucket(t){return new Wo(t)}queryRadius(t){const e=t;return as(\"circle-radius\",this,e)+as(\"circle-stroke-width\",this,e)+os(this.paint.get(\"circle-translate\"))}queryIntersectsFeature(t,e,r,n,i,a,o,s){const l=ss(t,this.paint.get(\"circle-translate\"),this.paint.get(\"circle-translate-anchor\"),a.angle,o),c=this.paint.get(\"circle-radius\").evaluate(e,r)+this.paint.get(\"circle-stroke-width\").evaluate(e,r),u=\"map\"===this.paint.get(\"circle-pitch-alignment\"),h=u?l:function(t,e){return t.map((t=>ws(t,e)))}(l,s),f=u?c*o:c;for(const t of n)for(const e of t){const t=u?e:ws(e,s);let r=f;const n=vs([],[e.x,e.y,0,1],s);if(\"viewport\"===this.paint.get(\"circle-pitch-scale\")&&\"map\"===this.paint.get(\"circle-pitch-alignment\")?r*=n[3]/a.cameraToCenterDistance:\"map\"===this.paint.get(\"circle-pitch-scale\")&&\"viewport\"===this.paint.get(\"circle-pitch-alignment\")&&(r*=a.cameraToCenterDistance/n[3]),Xo(h,t,r))return!0}return!1}}function ws(t,e){const r=vs([],[t.x,t.y,0,1],e);return new a(r[0]/r[3],r[1]/r[3])}class Ts extends Wo{}let ks;Mi(\"HeatmapBucket\",Ts,{omit:[\"layers\"]});var As={get paint(){return ks=ks||new ia({\"heatmap-radius\":new 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ta(Z.paint_fill[\"fill-outline-color\"]),\"fill-translate\":new Qi(Z.paint_fill[\"fill-translate\"]),\"fill-translate-anchor\":new Qi(Z.paint_fill[\"fill-translate-anchor\"]),\"fill-pattern\":new ea(Z.paint_fill[\"fill-pattern\"])})},get layout(){return dl=dl||new ia({\"fill-sort-key\":new ta(Z.layout_fill[\"fill-sort-key\"])})}};class yl extends oa{constructor(t){super(t,gl)}recalculate(t,e){super.recalculate(t,e);const r=this.paint._values[\"fill-outline-color\"];\"constant\"===r.value.kind&&void 0===r.value.value&&(this.paint._values[\"fill-outline-color\"]=this.paint._values[\"fill-color\"])}createBucket(t){return new pl(t)}queryRadius(){return os(this.paint.get(\"fill-translate\"))}queryIntersectsFeature(t,e,r,n,i,a,o){return $o(ss(t,this.paint.get(\"fill-translate\"),this.paint.get(\"fill-translate-anchor\"),a.angle,o),n)}isTileClipped(){return!0}}const vl=ua([{name:\"a_pos\",components:2,type:\"Int16\"},{name:\"a_normal_ed\",components:4,type:\"Int16\"}],4),xl=ua([{name:\"a_centroid\",components:2,type:\"Int16\"}],4),{members:_l,size:bl,alignment:wl}=vl;var Tl={},kl=n,Al=Ml;function Ml(t,e,r,n,i){this.properties={},this.extent=r,this.type=0,this._pbf=t,this._geometry=-1,this._keys=n,this._values=i,t.readFields(Sl,this,e)}function Sl(t,e,r){1==t?e.id=r.readVarint():2==t?function(t,e){for(var r=t.readVarint()+t.pos;t.pos<r;){var n=e._keys[t.readVarint()],i=e._values[t.readVarint()];e.properties[n]=i}}(r,e):3==t?e.type=r.readVarint():4==t&&(e._geometry=r.pos)}function El(t){for(var e,r,n=0,i=0,a=t.length,o=a-1;i<a;o=i++)e=t[i],n+=((r=t[o]).x-e.x)*(e.y+r.y);return n}Ml.types=[\"Unknown\",\"Point\",\"LineString\",\"Polygon\"],Ml.prototype.loadGeometry=function(){var t=this._pbf;t.pos=this._geometry;for(var e,r=t.readVarint()+t.pos,n=1,i=0,a=0,o=0,s=[];t.pos<r;){if(i<=0){var l=t.readVarint();n=7&l,i=l>>3}if(i--,1===n||2===n)a+=t.readSVarint(),o+=t.readSVarint(),1===n&&(e&&s.push(e),e=[]),e.push(new kl(a,o));else{if(7!==n)throw new Error(\"unknown command \"+n);e&&e.push(e[0].clone())}}return e&&s.push(e),s},Ml.prototype.bbox=function(){var t=this._pbf;t.pos=this._geometry;for(var e=t.readVarint()+t.pos,r=1,n=0,i=0,a=0,o=1/0,s=-1/0,l=1/0,c=-1/0;t.pos<e;){if(n<=0){var u=t.readVarint();r=7&u,n=u>>3}if(n--,1===r||2===r)(i+=t.readSVarint())<o&&(o=i),i>s&&(s=i),(a+=t.readSVarint())<l&&(l=a),a>c&&(c=a);else if(7!==r)throw new Error(\"unknown command \"+r)}return[o,l,s,c]},Ml.prototype.toGeoJSON=function(t,e,r){var n,i,a=this.extent*Math.pow(2,r),o=this.extent*t,s=this.extent*e,l=this.loadGeometry(),c=Ml.types[this.type];function u(t){for(var e=0;e<t.length;e++){var r=t[e],n=180-360*(r.y+s)/a;t[e]=[360*(r.x+o)/a-180,360/Math.PI*Math.atan(Math.exp(n*Math.PI/180))-90]}}switch(this.type){case 1:var h=[];for(n=0;n<l.length;n++)h[n]=l[n][0];u(l=h);break;case 2:for(n=0;n<l.length;n++)u(l[n]);break;case 3:for(l=function(t){var e=t.length;if(e<=1)return[t];for(var r,n,i=[],a=0;a<e;a++){var o=El(t[a]);0!==o&&(void 0===n&&(n=o<0),n===o<0?(r&&i.push(r),r=[t[a]]):r.push(t[a]))}return r&&i.push(r),i}(l),n=0;n<l.length;n++)for(i=0;i<l[n].length;i++)u(l[n][i])}1===l.length?l=l[0]:c=\"Multi\"+c;var f={type:\"Feature\",geometry:{type:c,coordinates:l},properties:this.properties};return\"id\"in this&&(f.id=this.id),f};var Cl=Al,Ll=Il;function Il(t,e){this.version=1,this.name=null,this.extent=4096,this.length=0,this._pbf=t,this._keys=[],this._values=[],this._features=[],t.readFields(Pl,this,e),this.length=this._features.length}function Pl(t,e,r){15===t?e.version=r.readVarint():1===t?e.name=r.readString():5===t?e.extent=r.readVarint():2===t?e._features.push(r.pos):3===t?e._keys.push(r.readString()):4===t&&e._values.push(function(t){for(var e=null,r=t.readVarint()+t.pos;t.pos<r;){var n=t.readVarint()>>3;e=1===n?t.readString():2===n?t.readFloat():3===n?t.readDouble():4===n?t.readVarint64():5===n?t.readVarint():6===n?t.readSVarint():7===n?t.readBoolean():null}return e}(r))}Il.prototype.feature=function(t){if(t<0||t>=this._features.length)throw new Error(\"feature index out of bounds\");this._pbf.pos=this._features[t];var e=this._pbf.readVarint()+this._pbf.pos;return new Cl(this._pbf,e,this.extent,this._keys,this._values)};var zl=Ll,Ol=function(t,e){this.layers=t.readFields(Dl,{},e)};function Dl(t,e,r){if(3===t){var n=new zl(r,r.readVarint()+r.pos);n.length&&(e[n.name]=n)}}Tl.VectorTile=Ol,Tl.VectorTileFeature=Al,Tl.VectorTileLayer=Ll;const Rl=Tl.VectorTileFeature.types,Fl=Math.pow(2,13);function Bl(t,e,r,n,i,a,o,s){t.emplaceBack(e,r,2*Math.floor(n*Fl)+o,i*Fl*2,a*Fl*2,Math.round(s))}class Nl{constructor(t){this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map((t=>t.id)),this.index=t.index,this.hasPattern=!1,this.layoutVertexArray=new $a,this.centroidVertexArray=new Wa,this.indexArray=new ao,this.programConfigurations=new Bo(t.layers,t.zoom),this.segments=new ho,this.stateDependentLayerIds=this.layers.filter((t=>t.isStateDependent())).map((t=>t.id))}populate(t,e,r){this.features=[],this.hasPattern=hl(\"fill-extrusion\",this.layers,e);for(const{feature:n,id:i,index:a,sourceLayerIndex:o}of t){const t=this.layers[0]._featureFilter.needGeometry,s=Go(n,t);if(!this.layers[0]._featureFilter.filter(new Hi(this.zoom),s,r))continue;const l={id:i,sourceLayerIndex:o,index:a,geometry:t?s.geometry:Ho(n),properties:n.properties,type:n.type,patterns:{}};this.hasPattern?this.features.push(fl(\"fill-extrusion\",this.layers,l,this.zoom,e)):this.addFeature(l,l.geometry,a,r,{}),e.featureIndex.insert(n,l.geometry,a,o,this.index,!0)}}addFeatures(t,e,r){for(const t of this.features){const{geometry:n}=t;this.addFeature(t,n,t.index,e,r)}}update(t,e,r){this.stateDependentLayers.length&&this.programConfigurations.updatePaintArrays(t,e,this.stateDependentLayers,r)}isEmpty(){return 0===this.layoutVertexArray.length&&0===this.centroidVertexArray.length}uploadPending(){return!this.uploaded||this.programConfigurations.needsUpload}upload(t){this.uploaded||(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,_l),this.centroidVertexBuffer=t.createVertexBuffer(this.centroidVertexArray,xl.members,!0),this.indexBuffer=t.createIndexBuffer(this.indexArray)),this.programConfigurations.upload(t),this.uploaded=!0}destroy(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy(),this.centroidVertexBuffer.destroy())}addFeature(t,e,r,n,i){for(const r of br(e,500)){const e={x:0,y:0,vertexCount:0};let n=0;for(const t of r)n+=t.length;let i=this.segments.prepareSegment(4,this.layoutVertexArray,this.indexArray);for(const t of r){if(0===t.length)continue;if(Ul(t))continue;let r=0;for(let n=0;n<t.length;n++){const a=t[n];if(n>=1){const o=t[n-1];if(!jl(a,o)){i.vertexLength+4>ho.MAX_VERTEX_ARRAY_LENGTH&&(i=this.segments.prepareSegment(4,this.layoutVertexArray,this.indexArray));const t=a.sub(o)._perp()._unit(),n=o.dist(a);r+n>32768&&(r=0),Bl(this.layoutVertexArray,a.x,a.y,t.x,t.y,0,0,r),Bl(this.layoutVertexArray,a.x,a.y,t.x,t.y,0,1,r),e.x+=2*a.x,e.y+=2*a.y,e.vertexCount+=2,r+=n,Bl(this.layoutVertexArray,o.x,o.y,t.x,t.y,0,0,r),Bl(this.layoutVertexArray,o.x,o.y,t.x,t.y,0,1,r),e.x+=2*o.x,e.y+=2*o.y,e.vertexCount+=2;const s=i.vertexLength;this.indexArray.emplaceBack(s,s+2,s+1),this.indexArray.emplaceBack(s+1,s+2,s+3),i.vertexLength+=4,i.primitiveLength+=2}}}}if(i.vertexLength+n>ho.MAX_VERTEX_ARRAY_LENGTH&&(i=this.segments.prepareSegment(n,this.layoutVertexArray,this.indexArray)),\"Polygon\"!==Rl[t.type])continue;const a=[],o=[],s=i.vertexLength;for(const t of r)if(0!==t.length){t!==r[0]&&o.push(a.length/2);for(let r=0;r<t.length;r++){const n=t[r];Bl(this.layoutVertexArray,n.x,n.y,0,0,1,1,0),e.x+=n.x,e.y+=n.y,e.vertexCount+=1,a.push(n.x),a.push(n.y)}}const l=js(a,o);for(let t=0;t<l.length;t+=3)this.indexArray.emplaceBack(s+l[t],s+l[t+2],s+l[t+1]);i.primitiveLength+=l.length/3,i.vertexLength+=n;for(let t=0;t<e.vertexCount;t++){const t=Math.floor(e.x/e.vertexCount),r=Math.floor(e.y/e.vertexCount);this.centroidVertexArray.emplaceBack(t,r)}}this.programConfigurations.populatePaintArrays(this.layoutVertexArray.length,t,r,i,n)}}function jl(t,e){return t.x===e.x&&(t.x<0||t.x>Uo)||t.y===e.y&&(t.y<0||t.y>Uo)}function Ul(t){return t.every((t=>t.x<0))||t.every((t=>t.x>Uo))||t.every((t=>t.y<0))||t.every((t=>t.y>Uo))}let Vl;Mi(\"FillExtrusionBucket\",Nl,{omit:[\"layers\",\"features\"]});var ql={get paint(){return Vl=Vl||new ia({\"fill-extrusion-opacity\":new Qi(Z[\"paint_fill-extrusion\"][\"fill-extrusion-opacity\"]),\"fill-extrusion-color\":new ta(Z[\"paint_fill-extrusion\"][\"fill-extrusion-color\"]),\"fill-extrusion-translate\":new Qi(Z[\"paint_fill-extrusion\"][\"fill-extrusion-translate\"]),\"fill-extrusion-translate-anchor\":new Qi(Z[\"paint_fill-extrusion\"][\"fill-extrusion-translate-anchor\"]),\"fill-extrusion-pattern\":new ea(Z[\"paint_fill-extrusion\"][\"fill-extrusion-pattern\"]),\"fill-extrusion-height\":new ta(Z[\"paint_fill-extrusion\"][\"fill-extrusion-height\"]),\"fill-extrusion-base\":new ta(Z[\"paint_fill-extrusion\"][\"fill-extrusion-base\"]),\"fill-extrusion-vertical-gradient\":new Qi(Z[\"paint_fill-extrusion\"][\"fill-extrusion-vertical-gradient\"])})}};class Hl extends oa{constructor(t){super(t,ql)}createBucket(t){return new Nl(t)}queryRadius(){return os(this.paint.get(\"fill-extrusion-translate\"))}is3D(){return!0}queryIntersectsFeature(t,e,r,n,i,o,s,l){const c=ss(t,this.paint.get(\"fill-extrusion-translate\"),this.paint.get(\"fill-extrusion-translate-anchor\"),o.angle,s),u=this.paint.get(\"fill-extrusion-height\").evaluate(e,r),h=this.paint.get(\"fill-extrusion-base\").evaluate(e,r),f=function(t,e,r,n){const i=[];for(const r of t){const t=[r.x,r.y,n,1];vs(t,t,e),i.push(new a(t[0]/t[3],t[1]/t[3]))}return i}(c,l,0,0),p=function(t,e,r,n){const i=[],o=[],s=n[8]*e,l=n[9]*e,c=n[10]*e,u=n[11]*e,h=n[8]*r,f=n[9]*r,p=n[10]*r,d=n[11]*r;for(const e of t){const t=[],r=[];for(const i of e){const e=i.x,o=i.y,m=n[0]*e+n[4]*o+n[12],g=n[1]*e+n[5]*o+n[13],y=n[2]*e+n[6]*o+n[14],v=n[3]*e+n[7]*o+n[15],x=y+c,_=v+u,b=m+h,w=g+f,T=y+p,k=v+d,A=new a((m+s)/_,(g+l)/_);A.z=x/_,t.push(A);const M=new a(b/k,w/k);M.z=T/k,r.push(M)}i.push(t),o.push(r)}return[i,o]}(n,h,u,l);return function(t,e,r){let n=1/0;$o(r,e)&&(n=Zl(r,e[0]));for(let i=0;i<e.length;i++){const a=e[i],o=t[i];for(let t=0;t<a.length-1;t++){const e=a[t],i=a[t+1],s=o[t],l=[e,i,o[t+1],s,e];Yo(r,l)&&(n=Math.min(n,Zl(r,l)))}}return n!==1/0&&n}(p[0],p[1],f)}}function Gl(t,e){return t.x*e.x+t.y*e.y}function Zl(t,e){if(1===t.length){let r=0;const n=e[r++];let i;for(;!i||n.equals(i);)if(i=e[r++],!i)return 1/0;for(;r<e.length;r++){const a=e[r],o=t[0],s=i.sub(n),l=a.sub(n),c=o.sub(n),u=Gl(s,s),h=Gl(s,l),f=Gl(l,l),p=Gl(c,s),d=Gl(c,l),m=u*f-h*h,g=(f*p-h*d)/m,y=(u*d-h*p)/m,v=1-g-y,x=n.z*v+i.z*g+a.z*y;if(isFinite(x))return x}return 1/0}{let t=1/0;for(const r of e)t=Math.min(t,r.z);return t}}const Wl=ua([{name:\"a_pos_normal\",components:2,type:\"Int16\"},{name:\"a_data\",components:4,type:\"Uint8\"}],4),{members:Yl,size:Xl,alignment:$l}=Wl,Jl=ua([{name:\"a_uv_x\",components:1,type:\"Float32\"},{name:\"a_split_index\",components:1,type:\"Float32\"}]),{members:Kl,size:Ql,alignment:tc}=Jl,ec=Tl.VectorTileFeature.types,rc=Math.cos(Math.PI/180*37.5),nc=Math.pow(2,14)/.5;class ic{constructor(t){this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map((t=>t.id)),this.index=t.index,this.hasPattern=!1,this.patternFeatures=[],this.lineClipsArray=[],this.gradients={},this.layers.forEach((t=>{this.gradients[t.id]={}})),this.layoutVertexArray=new Ja,this.layoutVertexArray2=new Ka,this.indexArray=new ao,this.programConfigurations=new Bo(t.layers,t.zoom),this.segments=new ho,this.maxLineLength=0,this.stateDependentLayerIds=this.layers.filter((t=>t.isStateDependent())).map((t=>t.id))}populate(t,e,r){this.hasPattern=hl(\"line\",this.layers,e);const n=this.layers[0].layout.get(\"line-sort-key\"),i=!n.isConstant(),a=[];for(const{feature:e,id:o,index:s,sourceLayerIndex:l}of t){const t=this.layers[0]._featureFilter.needGeometry,c=Go(e,t);if(!this.layers[0]._featureFilter.filter(new Hi(this.zoom),c,r))continue;const u=i?n.evaluate(c,{},r):void 0,h={id:o,properties:e.properties,type:e.type,sourceLayerIndex:l,index:s,geometry:t?c.geometry:Ho(e),patterns:{},sortKey:u};a.push(h)}i&&a.sort(((t,e)=>t.sortKey-e.sortKey));for(const n of a){const{geometry:i,index:a,sourceLayerIndex:o}=n;if(this.hasPattern){const t=fl(\"line\",this.layers,n,this.zoom,e);this.patternFeatures.push(t)}else this.addFeature(n,i,a,r,{});const s=t[a].feature;e.featureIndex.insert(s,i,a,o,this.index)}}update(t,e,r){this.stateDependentLayers.length&&this.programConfigurations.updatePaintArrays(t,e,this.stateDependentLayers,r)}addFeatures(t,e,r){for(const t of this.patternFeatures)this.addFeature(t,t.geometry,t.index,e,r)}isEmpty(){return 0===this.layoutVertexArray.length}uploadPending(){return!this.uploaded||this.programConfigurations.needsUpload}upload(t){this.uploaded||(0!==this.layoutVertexArray2.length&&(this.layoutVertexBuffer2=t.createVertexBuffer(this.layoutVertexArray2,Kl)),this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,Yl),this.indexBuffer=t.createIndexBuffer(this.indexArray)),this.programConfigurations.upload(t),this.uploaded=!0}destroy(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy())}lineFeatureClips(t){if(t.properties&&Object.prototype.hasOwnProperty.call(t.properties,\"mapbox_clip_start\")&&Object.prototype.hasOwnProperty.call(t.properties,\"mapbox_clip_end\"))return{start:+t.properties.mapbox_clip_start,end:+t.properties.mapbox_clip_end}}addFeature(t,e,r,n,i){const a=this.layers[0].layout,o=a.get(\"line-join\").evaluate(t,{}),s=a.get(\"line-cap\"),l=a.get(\"line-miter-limit\"),c=a.get(\"line-round-limit\");this.lineClips=this.lineFeatureClips(t);for(const r of e)this.addLine(r,t,o,s,l,c);this.programConfigurations.populatePaintArrays(this.layoutVertexArray.length,t,r,i,n)}addLine(t,e,r,n,i,a){if(this.distance=0,this.scaledDistance=0,this.totalDistance=0,this.lineClips){this.lineClipsArray.push(this.lineClips);for(let e=0;e<t.length-1;e++)this.totalDistance+=t[e].dist(t[e+1]);this.updateScaledDistance(),this.maxLineLength=Math.max(this.maxLineLength,this.totalDistance)}const o=\"Polygon\"===ec[e.type];let s=t.length;for(;s>=2&&t[s-1].equals(t[s-2]);)s--;let l=0;for(;l<s-1&&t[l].equals(t[l+1]);)l++;if(s<(o?3:2))return;\"bevel\"===r&&(i=1.05);const c=this.overscaling<=16?15*Uo/(512*this.overscaling):0,u=this.segments.prepareSegment(10*s,this.layoutVertexArray,this.indexArray);let h,f,p,d,m;this.e1=this.e2=-1,o&&(h=t[s-2],m=t[l].sub(h)._unit()._perp());for(let e=l;e<s;e++){if(p=e===s-1?o?t[l+1]:void 0:t[e+1],p&&t[e].equals(p))continue;m&&(d=m),h&&(f=h),h=t[e],m=p?p.sub(h)._unit()._perp():d,d=d||m;let g=d.add(m);0===g.x&&0===g.y||g._unit();const y=d.x*m.x+d.y*m.y,v=g.x*m.x+g.y*m.y,x=0!==v?1/v:1/0,_=2*Math.sqrt(2-2*v),b=v<rc&&f&&p,w=d.x*m.y-d.y*m.x>0;if(b&&e>l){const t=h.dist(f);if(t>2*c){const e=h.sub(h.sub(f)._mult(c/t)._round());this.updateDistance(f,e),this.addCurrentVertex(e,d,0,0,u),f=e}}const T=f&&p;let k=T?r:o?\"butt\":n;if(T&&\"round\"===k&&(x<a?k=\"miter\":x<=2&&(k=\"fakeround\")),\"miter\"===k&&x>i&&(k=\"bevel\"),\"bevel\"===k&&(x>2&&(k=\"flipbevel\"),x<i&&(k=\"miter\")),f&&this.updateDistance(f,h),\"miter\"===k)g._mult(x),this.addCurrentVertex(h,g,0,0,u);else if(\"flipbevel\"===k){if(x>100)g=m.mult(-1);else{const t=x*d.add(m).mag()/d.sub(m).mag();g._perp()._mult(t*(w?-1:1))}this.addCurrentVertex(h,g,0,0,u),this.addCurrentVertex(h,g.mult(-1),0,0,u)}else if(\"bevel\"===k||\"fakeround\"===k){const t=-Math.sqrt(x*x-1),e=w?t:0,r=w?0:t;if(f&&this.addCurrentVertex(h,d,e,r,u),\"fakeround\"===k){const t=Math.round(180*_/Math.PI/20);for(let e=1;e<t;e++){let r=e/t;if(.5!==r){const t=r-.5;r+=r*t*(r-1)*((1.0904+y*(y*(3.55645-1.43519*y)-3.2452))*t*t+(.848013+y*(.215638*y-1.06021)))}const n=m.sub(d)._mult(r)._add(d)._unit()._mult(w?-1:1);this.addHalfVertex(h,n.x,n.y,!1,w,0,u)}}p&&this.addCurrentVertex(h,m,-e,-r,u)}else if(\"butt\"===k)this.addCurrentVertex(h,g,0,0,u);else if(\"square\"===k){const t=f?1:-1;this.addCurrentVertex(h,g,t,t,u)}else\"round\"===k&&(f&&(this.addCurrentVertex(h,d,0,0,u),this.addCurrentVertex(h,d,1,1,u,!0)),p&&(this.addCurrentVertex(h,m,-1,-1,u,!0),this.addCurrentVertex(h,m,0,0,u)));if(b&&e<s-1){const t=h.dist(p);if(t>2*c){const e=h.add(p.sub(h)._mult(c/t)._round());this.updateDistance(h,e),this.addCurrentVertex(e,m,0,0,u),h=e}}}}addCurrentVertex(t,e,r,n,i,a=!1){const o=e.x+e.y*r,s=e.y-e.x*r,l=-e.x+e.y*n,c=-e.y-e.x*n;this.addHalfVertex(t,o,s,a,!1,r,i),this.addHalfVertex(t,l,c,a,!0,-n,i),this.distance>nc/2&&0===this.totalDistance&&(this.distance=0,this.updateScaledDistance(),this.addCurrentVertex(t,e,r,n,i,a))}addHalfVertex({x:t,y:e},r,n,i,a,o,s){const l=.5*(this.lineClips?this.scaledDistance*(nc-1):this.scaledDistance);if(this.layoutVertexArray.emplaceBack((t<<1)+(i?1:0),(e<<1)+(a?1:0),Math.round(63*r)+128,Math.round(63*n)+128,1+(0===o?0:o<0?-1:1)|(63&l)<<2,l>>6),this.lineClips){const t=(this.scaledDistance-this.lineClips.start)/(this.lineClips.end-this.lineClips.start);this.layoutVertexArray2.emplaceBack(t,this.lineClipsArray.length)}const 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ra(Z.paint_line[\"line-dasharray\"]),\"line-pattern\":new ea(Z.paint_line[\"line-pattern\"]),\"line-gradient\":new na(Z.paint_line[\"line-gradient\"])})},get layout(){return ac=ac||new ia({\"line-cap\":new Qi(Z.layout_line[\"line-cap\"]),\"line-join\":new ta(Z.layout_line[\"line-join\"]),\"line-miter-limit\":new Qi(Z.layout_line[\"line-miter-limit\"]),\"line-round-limit\":new Qi(Z.layout_line[\"line-round-limit\"]),\"line-sort-key\":new ta(Z.layout_line[\"line-sort-key\"])})}};class lc extends ta{possiblyEvaluate(t,e){return e=new Hi(Math.floor(e.zoom),{now:e.now,fadeDuration:e.fadeDuration,zoomHistory:e.zoomHistory,transition:e.transition}),super.possiblyEvaluate(t,e)}evaluate(t,e,r,n){return e=y({},e,{zoom:Math.floor(e.zoom)}),super.evaluate(t,e,r,n)}}let cc;class uc extends oa{constructor(t){super(t,sc),this.gradientVersion=0,cc||(cc=new lc(sc.paint.properties[\"line-width\"].specification),cc.useIntegerZoom=!0)}_handleSpecialPaintPropertyUpdate(t){if(\"line-gradient\"===t){const 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l=ss(t,this.paint.get(\"line-translate\"),this.paint.get(\"line-translate-anchor\"),o.angle,s),c=s/2*hc(this.paint.get(\"line-width\").evaluate(e,r),this.paint.get(\"line-gap-width\").evaluate(e,r)),u=this.paint.get(\"line-offset\").evaluate(e,r);return u&&(n=function(t,e){const r=[];for(let n=0;n<t.length;n++){const i=t[n],o=[];for(let t=0;t<i.length;t++){const r=i[t-1],n=i[t],s=i[t+1],l=0===t?new a(0,0):n.sub(r)._unit()._perp(),c=t===i.length-1?new a(0,0):s.sub(n)._unit()._perp(),u=l._add(c)._unit(),h=u.x*c.x+u.y*c.y;0!==h&&u._mult(1/h),o.push(u._mult(e)._add(n))}r.push(o)}return r}(n,u*s)),function(t,e,r){for(let n=0;n<e.length;n++){const i=e[n];if(t.length>=3)for(let e=0;e<i.length;e++)if(ns(t,i[e]))return!0;if(Jo(t,i,r))return!0}return!1}(l,n,c)}isTileClipped(){return!0}}function hc(t,e){return e>0?e+2*t:t}const 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mc=ua([{name:\"a_pos\",components:2,type:\"Int16\"},{name:\"a_anchor_pos\",components:2,type:\"Int16\"},{name:\"a_extrude\",components:2,type:\"Int16\"}],4),gc=ua([{name:\"a_pos\",components:2,type:\"Float32\"},{name:\"a_radius\",components:1,type:\"Float32\"},{name:\"a_flags\",components:2,type:\"Int16\"}],4);function yc(t,e,r){return t.sections.forEach((t=>{t.text=function(t,e,r){const 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vc={\"!\":\"︕\",\"#\":\"＃\",$:\"＄\",\"%\":\"％\",\"&\":\"＆\",\"(\":\"︵\",\")\":\"︶\",\"*\":\"＊\",\"+\":\"＋\",\",\":\"︐\",\"-\":\"︲\",\".\":\"・\",\"/\":\"／\",\":\":\"︓\",\";\":\"︔\",\"<\":\"︿\",\"=\":\"＝\",\">\":\"﹀\",\"?\":\"︖\",\"@\":\"＠\",\"[\":\"﹇\",\"\\\\\":\"＼\",\"]\":\"﹈\",\"^\":\"＾\",_:\"︳\",\"`\":\"｀\",\"{\":\"︷\",\"|\":\"―\",\"}\":\"︸\",\"~\":\"～\",\"¢\":\"￠\",\"£\":\"￡\",\"¥\":\"￥\",\"¦\":\"￤\",\"¬\":\"￢\",\"¯\":\"￣\",\"–\":\"︲\",\"—\":\"︱\",\"‘\":\"﹃\",\"’\":\"﹄\",\"“\":\"﹁\",\"”\":\"﹂\",\"…\":\"︙\",\"‧\":\"・\",\"₩\":\"￦\",\"、\":\"︑\",\"。\":\"︒\",\"〈\":\"︿\",\"〉\":\"﹀\",\"《\":\"︽\",\"》\":\"︾\",\"「\":\"﹁\",\"」\":\"﹂\",\"『\":\"﹃\",\"』\":\"﹄\",\"【\":\"︻\",\"】\":\"︼\",\"〔\":\"︹\",\"〕\":\"︺\",\"〖\":\"︗\",\"〗\":\"︘\",\"！\":\"︕\",\"（\":\"︵\",\"）\":\"︶\",\"，\":\"︐\",\"－\":\"︲\",\"．\":\"・\",\"：\":\"︓\",\"；\":\"︔\",\"＜\":\"︿\",\"＞\":\"﹀\",\"？\":\"︖\",\"［\":\"﹇\",\"］\":\"﹈\",\"＿\":\"︳\",\"｛\":\"︷\",\"｜\":\"―\",\"｝\":\"︸\",\"｟\":\"︵\",\"｠\":\"︶\",\"｡\":\"︒\",\"｢\":\"﹁\",\"｣\":\"﹂\"};var xc=24,_c=wc,bc={read:function(t,e,r,n,i){var a,o,s=8*i-n-1,l=(1<<s)-1,c=l>>1,u=-7,h=r?i-1:0,f=r?-1:1,p=t[e+h];for(h+=f,a=p&(1<<-u)-1,p>>=-u,u+=s;u>0;a=256*a+t[e+h],h+=f,u-=8);for(o=a&(1<<-u)-1,a>>=-u,u+=n;u>0;o=256*o+t[e+h],h+=f,u-=8);if(0===a)a=1-c;else{if(a===l)return o?NaN:1/0*(p?-1:1);o+=Math.pow(2,n),a-=c}return(p?-1:1)*o*Math.pow(2,a-n)},write:function(t,e,r,n,i,a){var o,s,l,c=8*a-i-1,u=(1<<c)-1,h=u>>1,f=23===i?Math.pow(2,-24)-Math.pow(2,-77):0,p=n?0:a-1,d=n?1:-1,m=e<0||0===e&&1/e<0?1:0;for(e=Math.abs(e),isNaN(e)||e===1/0?(s=isNaN(e)?1:0,o=u):(o=Math.floor(Math.log(e)/Math.LN2),e*(l=Math.pow(2,-o))<1&&(o--,l*=2),(e+=o+h>=1?f/l:f*Math.pow(2,1-h))*l>=2&&(o++,l/=2),o+h>=u?(s=0,o=u):o+h>=1?(s=(e*l-1)*Math.pow(2,i),o+=h):(s=e*Math.pow(2,h-1)*Math.pow(2,i),o=0));i>=8;t[r+p]=255&s,p+=d,s/=256,i-=8);for(o=o<<i|s,c+=i;c>0;t[r+p]=255&o,p+=d,o/=256,c-=8);t[r+p-d]|=128*m}};function wc(t){this.buf=ArrayBuffer.isView&&ArrayBuffer.isView(t)?t:new Uint8Array(t||0),this.pos=0,this.type=0,this.length=this.buf.length}wc.Varint=0,wc.Fixed64=1,wc.Bytes=2,wc.Fixed32=5;var Tc=4294967296,kc=1/Tc,Ac=\"undefined\"==typeof TextDecoder?null:new TextDecoder(\"utf-8\");function Mc(t){return t.type===wc.Bytes?t.readVarint()+t.pos:t.pos+1}function Sc(t,e,r){return r?4294967296*e+(t>>>0):4294967296*(e>>>0)+(t>>>0)}function Ec(t,e,r){var n=e<=16383?1:e<=2097151?2:e<=268435455?3:Math.floor(Math.log(e)/(7*Math.LN2));r.realloc(n);for(var i=r.pos-1;i>=t;i--)r.buf[i+n]=r.buf[i]}function Cc(t,e){for(var r=0;r<t.length;r++)e.writeVarint(t[r])}function Lc(t,e){for(var r=0;r<t.length;r++)e.writeSVarint(t[r])}function Ic(t,e){for(var r=0;r<t.length;r++)e.writeFloat(t[r])}function Pc(t,e){for(var r=0;r<t.length;r++)e.writeDouble(t[r])}function zc(t,e){for(var r=0;r<t.length;r++)e.writeBoolean(t[r])}function Oc(t,e){for(var r=0;r<t.length;r++)e.writeFixed32(t[r])}function Dc(t,e){for(var r=0;r<t.length;r++)e.writeSFixed32(t[r])}function Rc(t,e){for(var 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t.push(this.readSFixed32());var e=Mc(this);for(t=t||[];this.pos<e;)t.push(this.readSFixed32());return t},readPackedFixed64:function(t){if(this.type!==wc.Bytes)return t.push(this.readFixed64());var e=Mc(this);for(t=t||[];this.pos<e;)t.push(this.readFixed64());return t},readPackedSFixed64:function(t){if(this.type!==wc.Bytes)return t.push(this.readSFixed64());var e=Mc(this);for(t=t||[];this.pos<e;)t.push(this.readSFixed64());return t},skip:function(t){var e=7&t;if(e===wc.Varint)for(;this.buf[this.pos++]>127;);else if(e===wc.Bytes)this.pos=this.readVarint()+this.pos;else if(e===wc.Fixed32)this.pos+=4;else{if(e!==wc.Fixed64)throw new Error(\"Unimplemented type: \"+e);this.pos+=8}},writeTag:function(t,e){this.writeVarint(t<<3|e)},realloc:function(t){for(var e=this.length||16;e<this.pos+t;)e*=2;if(e!==this.length){var r=new Uint8Array(e);r.set(this.buf),this.buf=r,this.length=e}},finish:function(){return this.length=this.pos,this.pos=0,this.buf.subarray(0,this.length)},writeFixed32:function(t){this.realloc(4),Nc(this.buf,t,this.pos),this.pos+=4},writeSFixed32:function(t){this.realloc(4),Nc(this.buf,t,this.pos),this.pos+=4},writeFixed64:function(t){this.realloc(8),Nc(this.buf,-1&t,this.pos),Nc(this.buf,Math.floor(t*kc),this.pos+4),this.pos+=8},writeSFixed64:function(t){this.realloc(8),Nc(this.buf,-1&t,this.pos),Nc(this.buf,Math.floor(t*kc),this.pos+4),this.pos+=8},writeVarint:function(t){(t=+t||0)>268435455||t<0?function(t,e){var r,n;if(t>=0?(r=t%4294967296|0,n=t/4294967296|0):(n=~(-t/4294967296),4294967295^(r=~(-t%4294967296))?r=r+1|0:(r=0,n=n+1|0)),t>=0x10000000000000000||t<-0x10000000000000000)throw new Error(\"Given varint doesn't fit into 10 bytes\");e.realloc(10),function(t,e,r){r.buf[r.pos++]=127&t|128,t>>>=7,r.buf[r.pos++]=127&t|128,t>>>=7,r.buf[r.pos++]=127&t|128,t>>>=7,r.buf[r.pos++]=127&t|128,t>>>=7,r.buf[r.pos]=127&t}(r,0,e),function(t,e){var r=(7&t)<<4;e.buf[e.pos++]|=r|((t>>>=3)?128:0),t&&(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),t&&(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),t&&(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),t&&(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),t&&(e.buf[e.pos++]=127&t)))))}(n,e)}(t,this):(this.realloc(4),this.buf[this.pos++]=127&t|(t>127?128:0),t<=127||(this.buf[this.pos++]=127&(t>>>=7)|(t>127?128:0),t<=127||(this.buf[this.pos++]=127&(t>>>=7)|(t>127?128:0),t<=127||(this.buf[this.pos++]=t>>>7&127))))},writeSVarint:function(t){this.writeVarint(t<0?2*-t-1:2*t)},writeBoolean:function(t){this.writeVarint(Boolean(t))},writeString:function(t){t=String(t),this.realloc(4*t.length),this.pos++;var e=this.pos;this.pos=function(t,e,r){for(var n,i,a=0;a<e.length;a++){if((n=e.charCodeAt(a))>55295&&n<57344){if(!i){n>56319||a+1===e.length?(t[r++]=239,t[r++]=191,t[r++]=189):i=n;continue}if(n<56320){t[r++]=239,t[r++]=191,t[r++]=189,i=n;continue}n=i-55296<<10|n-56320|65536,i=null}else i&&(t[r++]=239,t[r++]=191,t[r++]=189,i=null);n<128?t[r++]=n:(n<2048?t[r++]=n>>6|192:(n<65536?t[r++]=n>>12|224:(t[r++]=n>>18|240,t[r++]=n>>12&63|128),t[r++]=n>>6&63|128),t[r++]=63&n|128)}return r}(this.buf,t,this.pos);var r=this.pos-e;r>=128&&Ec(e,r,this),this.pos=e-1,this.writeVarint(r),this.pos+=r},writeFloat:function(t){this.realloc(4),bc.write(this.buf,t,this.pos,!0,23,4),this.pos+=4},writeDouble:function(t){this.realloc(8),bc.write(this.buf,t,this.pos,!0,52,8),this.pos+=8},writeBytes:function(t){var e=t.length;this.writeVarint(e),this.realloc(e);for(var r=0;r<e;r++)this.buf[this.pos++]=t[r]},writeRawMessage:function(t,e){this.pos++;var r=this.pos;t(e,this);var n=this.pos-r;n>=128&&Ec(r,n,this),this.pos=r-1,this.writeVarint(n),this.pos+=n},writeMessage:function(t,e,r){this.writeTag(t,wc.Bytes),this.writeRawMessage(e,r)},writePackedVarint:function(t,e){e.length&&this.writeMessage(t,Cc,e)},writePackedSVarint:function(t,e){e.length&&this.writeMessage(t,Lc,e)},writePackedBoolean:function(t,e){e.length&&this.writeMessage(t,zc,e)},writePackedFloat:function(t,e){e.length&&this.writeMessage(t,Ic,e)},writePackedDouble:function(t,e){e.length&&this.writeMessage(t,Pc,e)},writePackedFixed32:function(t,e){e.length&&this.writeMessage(t,Oc,e)},writePackedSFixed32:function(t,e){e.length&&this.writeMessage(t,Dc,e)},writePackedFixed64:function(t,e){e.length&&this.writeMessage(t,Rc,e)},writePackedSFixed64:function(t,e){e.length&&this.writeMessage(t,Fc,e)},writeBytesField:function(t,e){this.writeTag(t,wc.Bytes),this.writeBytes(e)},writeFixed32Field:function(t,e){this.writeTag(t,wc.Fixed32),this.writeFixed32(e)},writeSFixed32Field:function(t,e){this.writeTag(t,wc.Fixed32),this.writeSFixed32(e)},writeFixed64Field:function(t,e){this.writeTag(t,wc.Fixed64),this.writeFixed64(e)},writeSFixed64Field:function(t,e){this.writeTag(t,wc.Fixed64),this.writeSFixed64(e)},writeVarintField:function(t,e){this.writeTag(t,wc.Varint),this.writeVarint(e)},writeSVarintField:function(t,e){this.writeTag(t,wc.Varint),this.writeSVarint(e)},writeStringField:function(t,e){this.writeTag(t,wc.Bytes),this.writeString(e)},writeFloatField:function(t,e){this.writeTag(t,wc.Fixed32),this.writeFloat(e)},writeDoubleField:function(t,e){this.writeTag(t,wc.Fixed64),this.writeDouble(e)},writeBooleanField:function(t,e){this.writeVarintField(t,Boolean(e))}};var Uc=r(_c);const Vc=3;function qc(t,e,r){1===t&&r.readMessage(Hc,e)}function Hc(t,e,r){if(3===t){const{id:t,bitmap:n,width:i,height:a,left:o,top:s,advance:l}=r.readMessage(Gc,{});e.push({id:t,bitmap:new Cs({width:i+2*Vc,height:a+2*Vc},n),metrics:{width:i,height:a,left:o,top:s,advance:l}})}}function Gc(t,e,r){1===t?e.id=r.readVarint():2===t?e.bitmap=r.readBytes():3===t?e.width=r.readVarint():4===t?e.height=r.readVarint():5===t?e.left=r.readSVarint():6===t?e.top=r.readSVarint():7===t&&(e.advance=r.readVarint())}const Zc=Vc;function Wc(t){let e=0,r=0;for(const n of t)e+=n.w*n.h,r=Math.max(r,n.w);t.sort(((t,e)=>e.h-t.h));const n=[{x:0,y:0,w:Math.max(Math.ceil(Math.sqrt(e/.95)),r),h:1/0}];let i=0,a=0;for(const e of t)for(let t=n.length-1;t>=0;t--){const r=n[t];if(!(e.w>r.w||e.h>r.h)){if(e.x=r.x,e.y=r.y,a=Math.max(a,e.y+e.h),i=Math.max(i,e.x+e.w),e.w===r.w&&e.h===r.h){const e=n.pop();t<n.length&&(n[t]=e)}else 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10===t&&(n-=1e4),r&&(n+=150),40!==t&&65288!==t||(n+=50),41!==e&&65289!==e||(n+=50),n}function lu(t,e,r,n,i,a){let o=null,s=ou(e,r,i,a);for(const t of n){const n=ou(e-t.x,r,i,a)+t.badness;n<=s&&(o=t,s=n)}return{index:t,x:e,priorBreak:o,badness:s}}function cu(t){return t?cu(t.priorBreak).concat(t.index):[]}function uu(t,e,r,n,i,a){if(!t)return[];const o=[],s=function(t,e,r,n,i,a){let o=0;for(let r=0;r<t.length();r++){const s=t.getSection(r);o+=au(t.getCharCode(r),s,n,i,e,a)}return o/Math.max(1,Math.ceil(o/r))}(t,e,r,n,i,a),l=t.text.indexOf(\"​\")>=0;let c=0;for(let r=0;r<t.length();r++){const h=t.getSection(r),f=t.getCharCode(r);if(ru[f]||(c+=au(f,h,n,i,e,a)),r<t.length()-1){const e=!((u=f)<11904||!(zi[\"Bopomofo Extended\"](u)||zi.Bopomofo(u)||zi[\"CJK Compatibility Forms\"](u)||zi[\"CJK Compatibility Ideographs\"](u)||zi[\"CJK Compatibility\"](u)||zi[\"CJK Radicals Supplement\"](u)||zi[\"CJK Strokes\"](u)||zi[\"CJK Symbols and Punctuation\"](u)||zi[\"CJK Unified Ideographs Extension A\"](u)||zi[\"CJK Unified Ideographs\"](u)||zi[\"Enclosed CJK Letters and Months\"](u)||zi[\"Halfwidth and Fullwidth Forms\"](u)||zi.Hiragana(u)||zi[\"Ideographic Description Characters\"](u)||zi[\"Kangxi Radicals\"](u)||zi[\"Katakana Phonetic Extensions\"](u)||zi.Katakana(u)||zi[\"Vertical Forms\"](u)||zi[\"Yi Radicals\"](u)||zi[\"Yi Syllables\"](u)));(nu[f]||e||h.imageName||r!==t.length()-2&&iu[t.getCharCode(r+1)])&&o.push(lu(r+1,c,s,o,su(f,t.getCharCode(r+1),e&&l),!1))}}var u;return cu(lu(t.length(),c,s,o,0,!0))}function hu(t){let e=.5,r=.5;switch(t){case\"right\":case\"top-right\":case\"bottom-right\":e=1;break;case\"left\":case\"top-left\":case\"bottom-left\":e=0}switch(t){case\"bottom\":case\"bottom-right\":case\"bottom-left\":r=1;break;case\"top\":case\"top-right\":case\"top-left\":r=0}return{horizontalAlign:e,verticalAlign:r}}function fu(t,e,r,n,i){if(!n&&!i)return;const a=t[r],o=a.metrics.advance*a.scale,s=(t[r].x+o)*n;for(let n=e;n<=r;n++)t[n].x-=s,t[n].y+=i}function pu(t,e,r){const{horizontalAlign:n,verticalAlign:i}=hu(r),a=e[0],o=e[1],s=a-t.displaySize[0]*n,l=s+t.displaySize[0],c=o-t.displaySize[1]*i;return{image:t,top:c,bottom:c+t.displaySize[1],left:s,right:l}}function du(t){var e,r;let n=t.left,i=t.top,a=t.right-n,o=t.bottom-i;const s=t.image.content[2]-t.image.content[0],l=t.image.content[3]-t.image.content[1],c=null!==(e=t.image.textFitWidth)&&void 0!==e?e:\"stretchOrShrink\",u=null!==(r=t.image.textFitHeight)&&void 0!==r?r:\"stretchOrShrink\",h=s/l;if(\"proportional\"===u){if(\"stretchOnly\"===c&&a/o<h||\"proportional\"===c){const t=Math.ceil(o*h);n*=t/a,a=t}}else if(\"proportional\"===c&&\"stretchOnly\"===u&&0!==h&&a/o>h){const t=Math.ceil(a/h);i*=t/o,o=t}return{x1:n,y1:i,x2:n+a,y2:i+o}}function mu(t,e,r,n,i,a){const o=t.image;let s;if(o.content){const t=o.content,e=o.pixelRatio||1;s=[t[0]/e,t[1]/e,o.displaySize[0]-t[2]/e,o.displaySize[1]-t[3]/e]}const l=e.left*a,c=e.right*a;let u,h,f,p;\"width\"===r||\"both\"===r?(p=i[0]+l-n[3],h=i[0]+c+n[1]):(p=i[0]+(l+c-o.displaySize[0])/2,h=p+o.displaySize[0]);const d=e.top*a,m=e.bottom*a;return\"height\"===r||\"both\"===r?(u=i[1]+d-n[0],f=i[1]+m+n[2]):(u=i[1]+(d+m-o.displaySize[1])/2,f=u+o.displaySize[1]),{image:o,top:u,right:h,bottom:f,left:p,collisionPadding:s}}const gu=255,yu=128,vu=gu*yu;function xu(t,e){const{expression:r}=e;if(\"constant\"===r.kind)return{kind:\"constant\",layoutSize:r.evaluate(new Hi(t+1))};if(\"source\"===r.kind)return{kind:\"source\"};{const{zoomStops:e,interpolationType:n}=r;let i=0;for(;i<e.length&&e[i]<=t;)i++;i=Math.max(0,i-1);let a=i;for(;a<e.length&&e[a]<t+1;)a++;a=Math.min(e.length-1,a);const o=e[i],s=e[a];return\"composite\"===r.kind?{kind:\"composite\",minZoom:o,maxZoom:s,interpolationType:n}:{kind:\"camera\",minZoom:o,maxZoom:s,minSize:r.evaluate(new Hi(o)),maxSize:r.evaluate(new Hi(s)),interpolationType:n}}}function _u(t,e,r){let n=\"never\";const i=t.get(e);return i?n=i:t.get(r)&&(n=\"always\"),n}const bu=Tl.VectorTileFeature.types,wu=[{name:\"a_fade_opacity\",components:1,type:\"Uint8\",offset:0}];function Tu(t,e,r,n,i,a,o,s,l,c,u,h,f){const p=s?Math.min(vu,Math.round(s[0])):0,d=s?Math.min(vu,Math.round(s[1])):0;t.emplaceBack(e,r,Math.round(32*n),Math.round(32*i),a,o,(p<<1)+(l?1:0),d,16*c,16*u,256*h,256*f)}function ku(t,e,r){t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r)}function Au(t){for(const e of t.sections)if(Vi(e.text))return!0;return!1}class Mu{constructor(t){this.layoutVertexArray=new to,this.indexArray=new ao,this.programConfigurations=t,this.segments=new ho,this.dynamicLayoutVertexArray=new eo,this.opacityVertexArray=new ro,this.hasVisibleVertices=!1,this.placedSymbolArray=new Ba}isEmpty(){return 0===this.layoutVertexArray.length&&0===this.indexArray.length&&0===this.dynamicLayoutVertexArray.length&&0===this.opacityVertexArray.length}upload(t,e,r,n){this.isEmpty()||(r&&(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,fc.members),this.indexBuffer=t.createIndexBuffer(this.indexArray,e),this.dynamicLayoutVertexBuffer=t.createVertexBuffer(this.dynamicLayoutVertexArray,pc.members,!0),this.opacityVertexBuffer=t.createVertexBuffer(this.opacityVertexArray,wu,!0),this.opacityVertexBuffer.itemSize=1),(r||n)&&this.programConfigurations.upload(t))}destroy(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy(),this.dynamicLayoutVertexBuffer.destroy(),this.opacityVertexBuffer.destroy())}}Mi(\"SymbolBuffers\",Mu);class Su{constructor(t,e,r){this.layoutVertexArray=new t,this.layoutAttributes=e,this.indexArray=new r,this.segments=new ho,this.collisionVertexArray=new io}upload(t){this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,this.layoutAttributes),this.indexBuffer=t.createIndexBuffer(this.indexArray),this.collisionVertexBuffer=t.createVertexBuffer(this.collisionVertexArray,dc.members,!0)}destroy(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.segments.destroy(),this.collisionVertexBuffer.destroy())}}Mi(\"CollisionBuffers\",Su);class Eu{constructor(e){this.collisionBoxArray=e.collisionBoxArray,this.zoom=e.zoom,this.overscaling=e.overscaling,this.layers=e.layers,this.layerIds=this.layers.map((t=>t.id)),this.index=e.index,this.pixelRatio=e.pixelRatio,this.sourceLayerIndex=e.sourceLayerIndex,this.hasPattern=!1,this.hasRTLText=!1,this.sortKeyRanges=[],this.collisionCircleArray=[],this.placementInvProjMatrix=ps([]),this.placementViewportMatrix=ps([]);const r=this.layers[0]._unevaluatedLayout._values;this.textSizeData=xu(this.zoom,r[\"text-size\"]),this.iconSizeData=xu(this.zoom,r[\"icon-size\"]);const n=this.layers[0].layout,i=n.get(\"symbol-sort-key\"),a=n.get(\"symbol-z-order\");this.canOverlap=\"never\"!==_u(n,\"text-overlap\",\"text-allow-overlap\")||\"never\"!==_u(n,\"icon-overlap\",\"icon-allow-overlap\")||n.get(\"text-ignore-placement\")||n.get(\"icon-ignore-placement\"),this.sortFeaturesByKey=\"viewport-y\"!==a&&!i.isConstant();const o=\"viewport-y\"===a||\"auto\"===a&&!this.sortFeaturesByKey;this.sortFeaturesByY=o&&this.canOverlap,\"point\"===n.get(\"symbol-placement\")&&(this.writingModes=n.get(\"text-writing-mode\").map((e=>t.ai[e]))),this.stateDependentLayerIds=this.layers.filter((t=>t.isStateDependent())).map((t=>t.id)),this.sourceID=e.sourceID}createArrays(){this.text=new Mu(new Bo(this.layers,this.zoom,(t=>/^text/.test(t)))),this.icon=new Mu(new Bo(this.layers,this.zoom,(t=>/^icon/.test(t)))),this.glyphOffsetArray=new Ua,this.lineVertexArray=new Va,this.symbolInstances=new ja,this.textAnchorOffsets=new Ha}calculateGlyphDependencies(t,e,r,n,i){for(let a=0;a<t.length;a++)if(e[t.charCodeAt(a)]=!0,(r||n)&&i){const r=vc[t.charAt(a)];r&&(e[r.charCodeAt(0)]=!0)}}populate(e,r,n){const i=this.layers[0],a=i.layout,o=a.get(\"text-font\"),s=a.get(\"text-field\"),l=a.get(\"icon-image\"),c=(\"constant\"!==s.value.kind||s.value.value instanceof Kt&&!s.value.value.isEmpty()||s.value.value.toString().length>0)&&(\"constant\"!==o.value.kind||o.value.value.length>0),u=\"constant\"!==l.value.kind||!!l.value.value||Object.keys(l.parameters).length>0,h=a.get(\"symbol-sort-key\");if(this.features=[],!c&&!u)return;const f=r.iconDependencies,p=r.glyphDependencies,d=r.availableImages,m=new Hi(this.zoom);for(const{feature:r,id:s,index:l,sourceLayerIndex:g}of e){const e=i._featureFilter.needGeometry,y=Go(r,e);if(!i._featureFilter.filter(m,y,n))continue;let v,x;if(e||(y.geometry=Ho(r)),c){const t=i.getValueAndResolveTokens(\"text-field\",y,n,d),e=Kt.factory(t),r=this.hasRTLText=this.hasRTLText||Au(e);(!r||\"unavailable\"===qi.getRTLTextPluginStatus()||r&&qi.isParsed())&&(v=yc(e,i,y))}if(u){const t=i.getValueAndResolveTokens(\"icon-image\",y,n,d);x=t instanceof re?t:re.fromString(t)}if(!v&&!x)continue;const _=this.sortFeaturesByKey?h.evaluate(y,{},n):void 0,b={id:s,text:v,icon:x,index:l,sourceLayerIndex:g,geometry:y.geometry,properties:r.properties,type:bu[r.type],sortKey:_};if(this.features.push(b),x&&(f[x.name]=!0),v){const e=o.evaluate(y,{},n).join(\",\"),r=\"viewport\"!==a.get(\"text-rotation-alignment\")&&\"point\"!==a.get(\"symbol-placement\");this.allowVerticalPlacement=this.writingModes&&this.writingModes.indexOf(t.ai.vertical)>=0;for(const t of v.sections)if(t.image)f[t.image.name]=!0;else{const n=Oi(v.toString()),i=t.fontStack||e,a=p[i]=p[i]||{};this.calculateGlyphDependencies(t.text,a,r,this.allowVerticalPlacement,n)}}}\"line\"===a.get(\"symbol-placement\")&&(this.features=function(t){const e={},r={},n=[];let i=0;function a(e){n.push(t[e]),i++}function o(t,e,i){const a=r[t];return delete r[t],r[e]=a,n[a].geometry[0].pop(),n[a].geometry[0]=n[a].geometry[0].concat(i[0]),a}function s(t,r,i){const a=e[r];return delete e[r],e[t]=a,n[a].geometry[0].shift(),n[a].geometry[0]=i[0].concat(n[a].geometry[0]),a}function l(t,e,r){const n=r?e[0][e[0].length-1]:e[0][0];return`${t}:${n.x}:${n.y}`}for(let c=0;c<t.length;c++){const u=t[c],h=u.geometry,f=u.text?u.text.toString():null;if(!f){a(c);continue}const p=l(f,h),d=l(f,h,!0);if(p in r&&d in e&&r[p]!==e[d]){const t=s(p,d,h),i=o(p,d,n[t].geometry);delete e[p],delete r[d],r[l(f,n[i].geometry,!0)]=i,n[t].geometry=null}else p in r?o(p,d,h):d in e?s(p,d,h):(a(c),e[p]=i-1,r[d]=i-1)}return n.filter((t=>t.geometry))}(this.features)),this.sortFeaturesByKey&&this.features.sort(((t,e)=>t.sortKey-e.sortKey))}update(t,e,r){this.stateDependentLayers.length&&(this.text.programConfigurations.updatePaintArrays(t,e,this.layers,r),this.icon.programConfigurations.updatePaintArrays(t,e,this.layers,r))}isEmpty(){return 0===this.symbolInstances.length&&!this.hasRTLText}uploadPending(){return!this.uploaded||this.text.programConfigurations.needsUpload||this.icon.programConfigurations.needsUpload}upload(t){!this.uploaded&&this.hasDebugData()&&(this.textCollisionBox.upload(t),this.iconCollisionBox.upload(t)),this.text.upload(t,this.sortFeaturesByY,!this.uploaded,this.text.programConfigurations.needsUpload),this.icon.upload(t,this.sortFeaturesByY,!this.uploaded,this.icon.programConfigurations.needsUpload),this.uploaded=!0}destroyDebugData(){this.textCollisionBox.destroy(),this.iconCollisionBox.destroy()}destroy(){this.text.destroy(),this.icon.destroy(),this.hasDebugData()&&this.destroyDebugData()}addToLineVertexArray(t,e){const r=this.lineVertexArray.length;if(void 0!==t.segment){let r=t.dist(e[t.segment+1]),n=t.dist(e[t.segment]);const i={};for(let n=t.segment+1;n<e.length;n++)i[n]={x:e[n].x,y:e[n].y,tileUnitDistanceFromAnchor:r},n<e.length-1&&(r+=e[n+1].dist(e[n]));for(let r=t.segment||0;r>=0;r--)i[r]={x:e[r].x,y:e[r].y,tileUnitDistanceFromAnchor:n},r>0&&(n+=e[r-1].dist(e[r]));for(let t=0;t<e.length;t++){const e=i[t];this.lineVertexArray.emplaceBack(e.x,e.y,e.tileUnitDistanceFromAnchor)}}return{lineStartIndex:r,lineLength:this.lineVertexArray.length-r}}addSymbols(e,r,n,i,a,o,s,l,c,u,h,f){const p=e.indexArray,d=e.layoutVertexArray,m=e.segments.prepareSegment(4*r.length,d,p,this.canOverlap?o.sortKey:void 0),g=this.glyphOffsetArray.length,y=m.vertexLength,v=this.allowVerticalPlacement&&s===t.ai.vertical?Math.PI/2:0,x=o.text&&o.text.sections;for(let t=0;t<r.length;t++){const{tl:i,tr:a,bl:s,br:c,tex:u,pixelOffsetTL:h,pixelOffsetBR:g,minFontScaleX:y,minFontScaleY:_,glyphOffset:b,isSDF:w,sectionIndex:T}=r[t],k=m.vertexLength,A=b[1];Tu(d,l.x,l.y,i.x,A+i.y,u.x,u.y,n,w,h.x,h.y,y,_),Tu(d,l.x,l.y,a.x,A+a.y,u.x+u.w,u.y,n,w,g.x,h.y,y,_),Tu(d,l.x,l.y,s.x,A+s.y,u.x,u.y+u.h,n,w,h.x,g.y,y,_),Tu(d,l.x,l.y,c.x,A+c.y,u.x+u.w,u.y+u.h,n,w,g.x,g.y,y,_),ku(e.dynamicLayoutVertexArray,l,v),p.emplaceBack(k,k+1,k+2),p.emplaceBack(k+1,k+2,k+3),m.vertexLength+=4,m.primitiveLength+=2,this.glyphOffsetArray.emplaceBack(b[0]),t!==r.length-1&&T===r[t+1].sectionIndex||e.programConfigurations.populatePaintArrays(d.length,o,o.index,{},f,x&&x[T])}e.placedSymbolArray.emplaceBack(l.x,l.y,g,this.glyphOffsetArray.length-g,y,c,u,l.segment,n?n[0]:0,n?n[1]:0,i[0],i[1],s,0,!1,0,h)}_addCollisionDebugVertex(t,e,r,n,i,a){return e.emplaceBack(0,0),t.emplaceBack(r.x,r.y,n,i,Math.round(a.x),Math.round(a.y))}addCollisionDebugVertices(t,e,r,n,i,o,s){const l=i.segments.prepareSegment(4,i.layoutVertexArray,i.indexArray),c=l.vertexLength,u=i.layoutVertexArray,h=i.collisionVertexArray,f=s.anchorX,p=s.anchorY;this._addCollisionDebugVertex(u,h,o,f,p,new a(t,e)),this._addCollisionDebugVertex(u,h,o,f,p,new a(r,e)),this._addCollisionDebugVertex(u,h,o,f,p,new a(r,n)),this._addCollisionDebugVertex(u,h,o,f,p,new a(t,n)),l.vertexLength+=4;const d=i.indexArray;d.emplaceBack(c,c+1),d.emplaceBack(c+1,c+2),d.emplaceBack(c+2,c+3),d.emplaceBack(c+3,c),l.primitiveLength+=4}addDebugCollisionBoxes(t,e,r,n){for(let i=t;i<e;i++){const t=this.collisionBoxArray.get(i),e=t.x1,a=t.y1,o=t.x2,s=t.y2;this.addCollisionDebugVertices(e,a,o,s,n?this.textCollisionBox:this.iconCollisionBox,t.anchorPoint,r)}}generateCollisionDebugBuffers(){this.hasDebugData()&&this.destroyDebugData(),this.textCollisionBox=new Su(no,mc.members,oo),this.iconCollisionBox=new Su(no,mc.members,oo);for(let t=0;t<this.symbolInstances.length;t++){const e=this.symbolInstances.get(t);this.addDebugCollisionBoxes(e.textBoxStartIndex,e.textBoxEndIndex,e,!0),this.addDebugCollisionBoxes(e.verticalTextBoxStartIndex,e.verticalTextBoxEndIndex,e,!0),this.addDebugCollisionBoxes(e.iconBoxStartIndex,e.iconBoxEndIndex,e,!1),this.addDebugCollisionBoxes(e.verticalIconBoxStartIndex,e.verticalIconBoxEndIndex,e,!1)}}_deserializeCollisionBoxesForSymbol(t,e,r,n,i,a,o,s,l){const c={};for(let n=e;n<r;n++){const e=t.get(n);c.textBox={x1:e.x1,y1:e.y1,x2:e.x2,y2:e.y2,anchorPointX:e.anchorPointX,anchorPointY:e.anchorPointY},c.textFeatureIndex=e.featureIndex;break}for(let e=n;e<i;e++){const r=t.get(e);c.verticalTextBox={x1:r.x1,y1:r.y1,x2:r.x2,y2:r.y2,anchorPointX:r.anchorPointX,anchorPointY:r.anchorPointY},c.verticalTextFeatureIndex=r.featureIndex;break}for(let e=a;e<o;e++){const r=t.get(e);c.iconBox={x1:r.x1,y1:r.y1,x2:r.x2,y2:r.y2,anchorPointX:r.anchorPointX,anchorPointY:r.anchorPointY},c.iconFeatureIndex=r.featureIndex;break}for(let e=s;e<l;e++){const r=t.get(e);c.verticalIconBox={x1:r.x1,y1:r.y1,x2:r.x2,y2:r.y2,anchorPointX:r.anchorPointX,anchorPointY:r.anchorPointY},c.verticalIconFeatureIndex=r.featureIndex;break}return c}deserializeCollisionBoxes(t){this.collisionArrays=[];for(let e=0;e<this.symbolInstances.length;e++){const r=this.symbolInstances.get(e);this.collisionArrays.push(this._deserializeCollisionBoxesForSymbol(t,r.textBoxStartIndex,r.textBoxEndIndex,r.verticalTextBoxStartIndex,r.verticalTextBoxEndIndex,r.iconBoxStartIndex,r.iconBoxEndIndex,r.verticalIconBoxStartIndex,r.verticalIconBoxEndIndex))}}hasTextData(){return this.text.segments.get().length>0}hasIconData(){return this.icon.segments.get().length>0}hasDebugData(){return this.textCollisionBox&&this.iconCollisionBox}hasTextCollisionBoxData(){return this.hasDebugData()&&this.textCollisionBox.segments.get().length>0}hasIconCollisionBoxData(){return this.hasDebugData()&&this.iconCollisionBox.segments.get().length>0}addIndicesForPlacedSymbol(t,e){const r=t.placedSymbolArray.get(e),n=r.vertexStartIndex+4*r.numGlyphs;for(let e=r.vertexStartIndex;e<n;e+=4)t.indexArray.emplaceBack(e,e+1,e+2),t.indexArray.emplaceBack(e+1,e+2,e+3)}getSortedSymbolIndexes(t){if(this.sortedAngle===t&&void 0!==this.symbolInstanceIndexes)return this.symbolInstanceIndexes;const e=Math.sin(t),r=Math.cos(t),n=[],i=[],a=[];for(let t=0;t<this.symbolInstances.length;++t){a.push(t);const o=this.symbolInstances.get(t);n.push(0|Math.round(e*o.anchorX+r*o.anchorY)),i.push(o.featureIndex)}return a.sort(((t,e)=>n[t]-n[e]||i[e]-i[t])),a}addToSortKeyRanges(t,e){const r=this.sortKeyRanges[this.sortKeyRanges.length-1];r&&r.sortKey===e?r.symbolInstanceEnd=t+1:this.sortKeyRanges.push({sortKey:e,symbolInstanceStart:t,symbolInstanceEnd:t+1})}sortFeatures(t){if(this.sortFeaturesByY&&this.sortedAngle!==t&&!(this.text.segments.get().length>1||this.icon.segments.get().length>1)){this.symbolInstanceIndexes=this.getSortedSymbolIndexes(t),this.sortedAngle=t,this.text.indexArray.clear(),this.icon.indexArray.clear(),this.featureSortOrder=[];for(const t of this.symbolInstanceIndexes){const e=this.symbolInstances.get(t);this.featureSortOrder.push(e.featureIndex),[e.rightJustifiedTextSymbolIndex,e.centerJustifiedTextSymbolIndex,e.leftJustifiedTextSymbolIndex].forEach(((t,e,r)=>{t>=0&&r.indexOf(t)===e&&this.addIndicesForPlacedSymbol(this.text,t)})),e.verticalPlacedTextSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.text,e.verticalPlacedTextSymbolIndex),e.placedIconSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.icon,e.placedIconSymbolIndex),e.verticalPlacedIconSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.icon,e.verticalPlacedIconSymbolIndex)}this.text.indexBuffer&&this.text.indexBuffer.updateData(this.text.indexArray),this.icon.indexBuffer&&this.icon.indexBuffer.updateData(this.icon.indexArray)}}}let Cu;Mi(\"SymbolBucket\",Eu,{omit:[\"layers\",\"collisionBoxArray\",\"features\",\"compareText\"]}),Eu.MAX_GLYPHS=65535,Eu.addDynamicAttributes=ku;let Lu;var Iu={get paint(){return Lu=Lu||new ia({\"icon-opacity\":new ta(Z.paint_symbol[\"icon-opacity\"]),\"icon-color\":new ta(Z.paint_symbol[\"icon-color\"]),\"icon-halo-color\":new ta(Z.paint_symbol[\"icon-halo-color\"]),\"icon-halo-width\":new ta(Z.paint_symbol[\"icon-halo-width\"]),\"icon-halo-blur\":new ta(Z.paint_symbol[\"icon-halo-blur\"]),\"icon-translate\":new Qi(Z.paint_symbol[\"icon-translate\"]),\"icon-translate-anchor\":new Qi(Z.paint_symbol[\"icon-translate-anchor\"]),\"text-opacity\":new ta(Z.paint_symbol[\"text-opacity\"]),\"text-color\":new ta(Z.paint_symbol[\"text-color\"],{runtimeType:ft,getOverride:t=>t.textColor,hasOverride:t=>!!t.textColor}),\"text-halo-color\":new ta(Z.paint_symbol[\"text-halo-color\"]),\"text-halo-width\":new ta(Z.paint_symbol[\"text-halo-width\"]),\"text-halo-blur\":new ta(Z.paint_symbol[\"text-halo-blur\"]),\"text-translate\":new Qi(Z.paint_symbol[\"text-translate\"]),\"text-translate-anchor\":new Qi(Z.paint_symbol[\"text-translate-anchor\"])})},get layout(){return Cu=Cu||new ia({\"symbol-placement\":new Qi(Z.layout_symbol[\"symbol-placement\"]),\"symbol-spacing\":new Qi(Z.layout_symbol[\"symbol-spacing\"]),\"symbol-avoid-edges\":new Qi(Z.layout_symbol[\"symbol-avoid-edges\"]),\"symbol-sort-key\":new ta(Z.layout_symbol[\"symbol-sort-key\"]),\"symbol-z-order\":new Qi(Z.layout_symbol[\"symbol-z-order\"]),\"icon-allow-overlap\":new Qi(Z.layout_symbol[\"icon-allow-overlap\"]),\"icon-overlap\":new Qi(Z.layout_symbol[\"icon-overlap\"]),\"icon-ignore-placement\":new Qi(Z.layout_symbol[\"icon-ignore-placement\"]),\"icon-optional\":new Qi(Z.layout_symbol[\"icon-optional\"]),\"icon-rotation-alignment\":new Qi(Z.layout_symbol[\"icon-rotation-alignment\"]),\"icon-size\":new ta(Z.layout_symbol[\"icon-size\"]),\"icon-text-fit\":new Qi(Z.layout_symbol[\"icon-text-fit\"]),\"icon-text-fit-padding\":new Qi(Z.layout_symbol[\"icon-text-fit-padding\"]),\"icon-image\":new ta(Z.layout_symbol[\"icon-image\"]),\"icon-rotate\":new ta(Z.layout_symbol[\"icon-rotate\"]),\"icon-padding\":new ta(Z.layout_symbol[\"icon-padding\"]),\"icon-keep-upright\":new Qi(Z.layout_symbol[\"icon-keep-upright\"]),\"icon-offset\":new ta(Z.layout_symbol[\"icon-offset\"]),\"icon-anchor\":new ta(Z.layout_symbol[\"icon-anchor\"]),\"icon-pitch-alignment\":new Qi(Z.layout_symbol[\"icon-pitch-alignment\"]),\"text-pitch-alignment\":new Qi(Z.layout_symbol[\"text-pitch-alignment\"]),\"text-rotation-alignment\":new Qi(Z.layout_symbol[\"text-rotation-alignment\"]),\"text-field\":new ta(Z.layout_symbol[\"text-field\"]),\"text-font\":new ta(Z.layout_symbol[\"text-font\"]),\"text-size\":new ta(Z.layout_symbol[\"text-size\"]),\"text-max-width\":new ta(Z.layout_symbol[\"text-max-width\"]),\"text-line-height\":new Qi(Z.layout_symbol[\"text-line-height\"]),\"text-letter-spacing\":new ta(Z.layout_symbol[\"text-letter-spacing\"]),\"text-justify\":new ta(Z.layout_symbol[\"text-justify\"]),\"text-radial-offset\":new ta(Z.layout_symbol[\"text-radial-offset\"]),\"text-variable-anchor\":new Qi(Z.layout_symbol[\"text-variable-anchor\"]),\"text-variable-anchor-offset\":new ta(Z.layout_symbol[\"text-variable-anchor-offset\"]),\"text-anchor\":new ta(Z.layout_symbol[\"text-anchor\"]),\"text-max-angle\":new Qi(Z.layout_symbol[\"text-max-angle\"]),\"text-writing-mode\":new Qi(Z.layout_symbol[\"text-writing-mode\"]),\"text-rotate\":new ta(Z.layout_symbol[\"text-rotate\"]),\"text-padding\":new Qi(Z.layout_symbol[\"text-padding\"]),\"text-keep-upright\":new Qi(Z.layout_symbol[\"text-keep-upright\"]),\"text-transform\":new ta(Z.layout_symbol[\"text-transform\"]),\"text-offset\":new ta(Z.layout_symbol[\"text-offset\"]),\"text-allow-overlap\":new Qi(Z.layout_symbol[\"text-allow-overlap\"]),\"text-overlap\":new Qi(Z.layout_symbol[\"text-overlap\"]),\"text-ignore-placement\":new Qi(Z.layout_symbol[\"text-ignore-placement\"]),\"text-optional\":new Qi(Z.layout_symbol[\"text-optional\"])})}};class Pu{constructor(t){if(void 0===t.property.overrides)throw new Error(\"overrides must be provided to instantiate FormatSectionOverride class\");this.type=t.property.overrides?t.property.overrides.runtimeType:lt,this.defaultValue=t}evaluate(t){if(t.formattedSection){const e=this.defaultValue.property.overrides;if(e&&e.hasOverride(t.formattedSection))return e.getOverride(t.formattedSection)}return t.feature&&t.featureState?this.defaultValue.evaluate(t.feature,t.featureState):this.defaultValue.property.specification.default}eachChild(t){this.defaultValue.isConstant()||t(this.defaultValue.value._styleExpression.expression)}outputDefined(){return!1}serialize(){return null}}Mi(\"FormatSectionOverride\",Pu,{omit:[\"defaultValue\"]});class zu extends oa{constructor(t){super(t,Iu)}recalculate(t,e){if(super.recalculate(t,e),\"auto\"===this.layout.get(\"icon-rotation-alignment\")&&(\"point\"!==this.layout.get(\"symbol-placement\")?this.layout._values[\"icon-rotation-alignment\"]=\"map\":this.layout._values[\"icon-rotation-alignment\"]=\"viewport\"),\"auto\"===this.layout.get(\"text-rotation-alignment\")&&(\"point\"!==this.layout.get(\"symbol-placement\")?this.layout._values[\"text-rotation-alignment\"]=\"map\":this.layout._values[\"text-rotation-alignment\"]=\"viewport\"),\"auto\"===this.layout.get(\"text-pitch-alignment\")&&(this.layout._values[\"text-pitch-alignment\"]=\"map\"===this.layout.get(\"text-rotation-alignment\")?\"map\":\"viewport\"),\"auto\"===this.layout.get(\"icon-pitch-alignment\")&&(this.layout._values[\"icon-pitch-alignment\"]=this.layout.get(\"icon-rotation-alignment\")),\"point\"===this.layout.get(\"symbol-placement\")){const t=this.layout.get(\"text-writing-mode\");if(t){const e=[];for(const r of t)e.indexOf(r)<0&&e.push(r);this.layout._values[\"text-writing-mode\"]=e}else this.layout._values[\"text-writing-mode\"]=[\"horizontal\"]}this._setPaintOverrides()}getValueAndResolveTokens(t,e,r,n){const i=this.layout.get(t).evaluate(e,{},r,n),a=this._unevaluatedLayout._values[t];return a.isDataDriven()||kn(a.value)||!i?i:function(t,e){return e.replace(/{([^{}]+)}/g,((e,r)=>t&&r in t?String(t[r]):\"\"))}(e.properties,i)}createBucket(t){return new Eu(t)}queryRadius(){return 0}queryIntersectsFeature(){throw new Error(\"Should take a different path in FeatureIndex\")}_setPaintOverrides(){for(const t of Iu.paint.overridableProperties){if(!zu.hasPaintOverride(this.layout,t))continue;const e=this.paint.get(t),r=new Pu(e),n=new Tn(r,e.property.specification);let i=null;i=\"constant\"===e.value.kind||\"source\"===e.value.kind?new Mn(\"source\",n):new Sn(\"composite\",n,e.value.zoomStops),this.paint._values[t]=new Ji(e.property,i,e.parameters)}}_handleOverridablePaintPropertyUpdate(t,e,r){return!(!this.layout||e.isDataDriven()||r.isDataDriven())&&zu.hasPaintOverride(this.layout,t)}static hasPaintOverride(t,e){const r=t.get(\"text-field\"),n=Iu.paint.properties[e];let i=!1;const a=t=>{for(const e of t)if(n.overrides&&n.overrides.hasOverride(e))return void(i=!0)};if(\"constant\"===r.value.kind&&r.value.value instanceof Kt)a(r.value.value.sections);else if(\"source\"===r.value.kind){const t=e=>{if(!i)if(e instanceof se&&ae(e.value)===gt){const t=e.value;a(t.sections)}else e instanceof We?a(e.sections):e.eachChild(t)},e=r.value;e._styleExpression&&t(e._styleExpression.expression)}return i}}let Ou;var Du={get paint(){return Ou=Ou||new ia({\"background-color\":new Qi(Z.paint_background[\"background-color\"]),\"background-pattern\":new ra(Z.paint_background[\"background-pattern\"]),\"background-opacity\":new Qi(Z.paint_background[\"background-opacity\"])})}};class Ru extends oa{constructor(t){super(t,Du)}}let Fu;var Bu={get paint(){return Fu=Fu||new ia({\"raster-opacity\":new Qi(Z.paint_raster[\"raster-opacity\"]),\"raster-hue-rotate\":new Qi(Z.paint_raster[\"raster-hue-rotate\"]),\"raster-brightness-min\":new Qi(Z.paint_raster[\"raster-brightness-min\"]),\"raster-brightness-max\":new Qi(Z.paint_raster[\"raster-brightness-max\"]),\"raster-saturation\":new Qi(Z.paint_raster[\"raster-saturation\"]),\"raster-contrast\":new Qi(Z.paint_raster[\"raster-contrast\"]),\"raster-resampling\":new Qi(Z.paint_raster[\"raster-resampling\"]),\"raster-fade-duration\":new Qi(Z.paint_raster[\"raster-fade-duration\"])})}};class Nu extends oa{constructor(t){super(t,Bu)}}class ju extends oa{constructor(t){super(t,{}),this.onAdd=t=>{this.implementation.onAdd&&this.implementation.onAdd(t,t.painter.context.gl)},this.onRemove=t=>{this.implementation.onRemove&&this.implementation.onRemove(t,t.painter.context.gl)},this.implementation=t}is3D(){return\"3d\"===this.implementation.renderingMode}hasOffscreenPass(){return void 0!==this.implementation.prerender}recalculate(){}updateTransitions(){}hasTransition(){return!1}serialize(){throw new Error(\"Custom layers cannot be serialized\")}}class Uu{constructor(t){this._methodToThrottle=t,this._triggered=!1,\"undefined\"!=typeof MessageChannel&&(this._channel=new MessageChannel,this._channel.port2.onmessage=()=>{this._triggered=!1,this._methodToThrottle()})}trigger(){this._triggered||(this._triggered=!0,this._channel?this._channel.port1.postMessage(!0):setTimeout((()=>{this._triggered=!1,this._methodToThrottle()}),0))}remove(){delete this._channel,this._methodToThrottle=()=>{}}}const Vu=6371008.8;class qu{constructor(t,e){if(isNaN(t)||isNaN(e))throw new Error(`Invalid LngLat object: (${t}, ${e})`);if(this.lng=+t,this.lat=+e,this.lat>90||this.lat<-90)throw new Error(\"Invalid LngLat latitude value: must be between -90 and 90\")}wrap(){return new qu(g(this.lng,-180,180),this.lat)}toArray(){return[this.lng,this.lat]}toString(){return`LngLat(${this.lng}, ${this.lat})`}distanceTo(t){const e=Math.PI/180,r=this.lat*e,n=t.lat*e,i=Math.sin(r)*Math.sin(n)+Math.cos(r)*Math.cos(n)*Math.cos((t.lng-this.lng)*e);return Vu*Math.acos(Math.min(i,1))}static convert(t){if(t instanceof qu)return t;if(Array.isArray(t)&&(2===t.length||3===t.length))return new qu(Number(t[0]),Number(t[1]));if(!Array.isArray(t)&&\"object\"==typeof t&&null!==t)return new qu(Number(\"lng\"in t?t.lng:t.lon),Number(t.lat));throw new Error(\"`LngLatLike` argument must be specified as a LngLat instance, an object {lng: <lng>, lat: <lat>}, an object {lon: <lng>, lat: <lat>}, or an array of [<lng>, <lat>]\")}}const Hu=2*Math.PI*Vu;function Gu(t){return Hu*Math.cos(t*Math.PI/180)}function Zu(t){return(180+t)/360}function Wu(t){return(180-180/Math.PI*Math.log(Math.tan(Math.PI/4+t*Math.PI/360)))/360}function Yu(t,e){return t/Gu(e)}function Xu(t){const e=180-360*t;return 360/Math.PI*Math.atan(Math.exp(e*Math.PI/180))-90}class $u{constructor(t,e,r=0){this.x=+t,this.y=+e,this.z=+r}static fromLngLat(t,e=0){const r=qu.convert(t);return new $u(Zu(r.lng),Wu(r.lat),Yu(e,r.lat))}toLngLat(){return new qu(360*this.x-180,Xu(this.y))}toAltitude(){return t=this.z,e=this.y,t*Gu(Xu(e));var t,e}meterInMercatorCoordinateUnits(){return 1/Hu*(t=Xu(this.y),1/Math.cos(t*Math.PI/180));var t}}function Ju(t,e,r){var n=2*Math.PI*6378137/256/Math.pow(2,r);return[t*n-2*Math.PI*6378137/2,e*n-2*Math.PI*6378137/2]}class Ku{constructor(t,e,r){if(t<0||t>25||r<0||r>=Math.pow(2,t)||e<0||e>=Math.pow(2,t))throw new Error(`x=${e}, y=${r}, z=${t} outside of bounds. 0<=x<${Math.pow(2,t)}, 0<=y<${Math.pow(2,t)} 0<=z<=25 `);this.z=t,this.x=e,this.y=r,this.key=eh(0,t,t,e,r)}equals(t){return this.z===t.z&&this.x===t.x&&this.y===t.y}url(t,e,r){const n=(a=this.x,o=this.y,s=this.z,l=Ju(256*a,256*(o=Math.pow(2,s)-o-1),s),c=Ju(256*(a+1),256*(o+1),s),l[0]+\",\"+l[1]+\",\"+c[0]+\",\"+c[1]),i=function(t,e,r){let n,i=\"\";for(let a=t;a>0;a--)n=1<<a-1,i+=(e&n?1:0)+(r&n?2:0);return i}(this.z,this.x,this.y);var a,o,s,l,c;return t[(this.x+this.y)%t.length].replace(/{prefix}/g,(this.x%16).toString(16)+(this.y%16).toString(16)).replace(/{z}/g,String(this.z)).replace(/{x}/g,String(this.x)).replace(/{y}/g,String(\"tms\"===r?Math.pow(2,this.z)-this.y-1:this.y)).replace(/{ratio}/g,e>1?\"@2x\":\"\").replace(/{quadkey}/g,i).replace(/{bbox-epsg-3857}/g,n)}isChildOf(t){const e=this.z-t.z;return e>0&&t.x===this.x>>e&&t.y===this.y>>e}getTilePoint(t){const e=Math.pow(2,this.z);return new a((t.x*e-this.x)*Uo,(t.y*e-this.y)*Uo)}toString(){return`${this.z}/${this.x}/${this.y}`}}class Qu{constructor(t,e){this.wrap=t,this.canonical=e,this.key=eh(t,e.z,e.z,e.x,e.y)}}class th{constructor(t,e,r,n,i){if(t<r)throw new Error(`overscaledZ should be >= z; overscaledZ = ${t}; z = ${r}`);this.overscaledZ=t,this.wrap=e,this.canonical=new Ku(r,+n,+i),this.key=eh(e,t,r,n,i)}clone(){return new th(this.overscaledZ,this.wrap,this.canonical.z,this.canonical.x,this.canonical.y)}equals(t){return this.overscaledZ===t.overscaledZ&&this.wrap===t.wrap&&this.canonical.equals(t.canonical)}scaledTo(t){if(t>this.overscaledZ)throw new Error(`targetZ > this.overscaledZ; targetZ = ${t}; overscaledZ = ${this.overscaledZ}`);const e=this.canonical.z-t;return t>this.canonical.z?new th(t,this.wrap,this.canonical.z,this.canonical.x,this.canonical.y):new th(t,this.wrap,t,this.canonical.x>>e,this.canonical.y>>e)}calculateScaledKey(t,e){if(t>this.overscaledZ)throw new Error(`targetZ > this.overscaledZ; targetZ = ${t}; overscaledZ = ${this.overscaledZ}`);const r=this.canonical.z-t;return t>this.canonical.z?eh(this.wrap*+e,t,this.canonical.z,this.canonical.x,this.canonical.y):eh(this.wrap*+e,t,t,this.canonical.x>>r,this.canonical.y>>r)}isChildOf(t){if(t.wrap!==this.wrap)return!1;const e=this.canonical.z-t.canonical.z;return 0===t.overscaledZ||t.overscaledZ<this.overscaledZ&&t.canonical.x===this.canonical.x>>e&&t.canonical.y===this.canonical.y>>e}children(t){if(this.overscaledZ>=t)return[new th(this.overscaledZ+1,this.wrap,this.canonical.z,this.canonical.x,this.canonical.y)];const e=this.canonical.z+1,r=2*this.canonical.x,n=2*this.canonical.y;return[new th(e,this.wrap,e,r,n),new th(e,this.wrap,e,r+1,n),new th(e,this.wrap,e,r,n+1),new th(e,this.wrap,e,r+1,n+1)]}isLessThan(t){return this.wrap<t.wrap||!(this.wrap>t.wrap)&&(this.overscaledZ<t.overscaledZ||!(this.overscaledZ>t.overscaledZ)&&(this.canonical.x<t.canonical.x||!(this.canonical.x>t.canonical.x)&&this.canonical.y<t.canonical.y))}wrapped(){return new th(this.overscaledZ,0,this.canonical.z,this.canonical.x,this.canonical.y)}unwrapTo(t){return new th(this.overscaledZ,t,this.canonical.z,this.canonical.x,this.canonical.y)}overscaleFactor(){return Math.pow(2,this.overscaledZ-this.canonical.z)}toUnwrapped(){return new Qu(this.wrap,this.canonical)}toString(){return`${this.overscaledZ}/${this.canonical.x}/${this.canonical.y}`}getTilePoint(t){return this.canonical.getTilePoint(new $u(t.x-this.wrap,t.y))}}function eh(t,e,r,n,i){(t*=2)<0&&(t=-1*t-1);const a=1<<r;return(a*a*t+a*i+n).toString(36)+r.toString(36)+e.toString(36)}Mi(\"CanonicalTileID\",Ku),Mi(\"OverscaledTileID\",th,{omit:[\"posMatrix\"]});class rh{constructor(t,e,r,n=1,i=1,a=1,o=0){if(this.uid=t,e.height!==e.width)throw new RangeError(\"DEM tiles must be square\");if(r&&![\"mapbox\",\"terrarium\",\"custom\"].includes(r))return void T(`\"${r}\" is not a valid encoding type. Valid types include \"mapbox\", \"terrarium\" and \"custom\".`);this.stride=e.height;const s=this.dim=e.height-2;switch(this.data=new Uint32Array(e.data.buffer),r){case\"terrarium\":this.redFactor=256,this.greenFactor=1,this.blueFactor=1/256,this.baseShift=32768;break;case\"custom\":this.redFactor=n,this.greenFactor=i,this.blueFactor=a,this.baseShift=o;break;default:this.redFactor=6553.6,this.greenFactor=25.6,this.blueFactor=.1,this.baseShift=1e4}for(let t=0;t<s;t++)this.data[this._idx(-1,t)]=this.data[this._idx(0,t)],this.data[this._idx(s,t)]=this.data[this._idx(s-1,t)],this.data[this._idx(t,-1)]=this.data[this._idx(t,0)],this.data[this._idx(t,s)]=this.data[this._idx(t,s-1)];this.data[this._idx(-1,-1)]=this.data[this._idx(0,0)],this.data[this._idx(s,-1)]=this.data[this._idx(s-1,0)],this.data[this._idx(-1,s)]=this.data[this._idx(0,s-1)],this.data[this._idx(s,s)]=this.data[this._idx(s-1,s-1)],this.min=Number.MAX_SAFE_INTEGER,this.max=Number.MIN_SAFE_INTEGER;for(let t=0;t<s;t++)for(let e=0;e<s;e++){const r=this.get(t,e);r>this.max&&(this.max=r),r<this.min&&(this.min=r)}}get(t,e){const r=new Uint8Array(this.data.buffer),n=4*this._idx(t,e);return this.unpack(r[n],r[n+1],r[n+2])}getUnpackVector(){return[this.redFactor,this.greenFactor,this.blueFactor,this.baseShift]}_idx(t,e){if(t<-1||t>=this.dim+1||e<-1||e>=this.dim+1)throw new RangeError(\"out of range source coordinates for DEM data\");return(e+1)*this.stride+(t+1)}unpack(t,e,r){return t*this.redFactor+e*this.greenFactor+r*this.blueFactor-this.baseShift}getPixels(){return new Ls({width:this.stride,height:this.stride},new Uint8Array(this.data.buffer))}backfillBorder(t,e,r){if(this.dim!==t.dim)throw new Error(\"dem dimension mismatch\");let n=e*this.dim,i=e*this.dim+this.dim,a=r*this.dim,o=r*this.dim+this.dim;switch(e){case-1:n=i-1;break;case 1:i=n+1}switch(r){case-1:a=o-1;break;case 1:o=a+1}const s=-e*this.dim,l=-r*this.dim;for(let e=a;e<o;e++)for(let r=n;r<i;r++)this.data[this._idx(r,e)]=t.data[this._idx(r+s,e+l)]}}Mi(\"DEMData\",rh);class nh{constructor(t){this._stringToNumber={},this._numberToString=[];for(let e=0;e<t.length;e++){const r=t[e];this._stringToNumber[r]=e,this._numberToString[e]=r}}encode(t){return this._stringToNumber[t]}decode(t){if(t>=this._numberToString.length)throw new Error(`Out of bounds. Index requested n=${t} can't be >= this._numberToString.length ${this._numberToString.length}`);return this._numberToString[t]}}class ih{constructor(t,e,r,n,i){this.type=\"Feature\",this._vectorTileFeature=t,t._z=e,t._x=r,t._y=n,this.properties=t.properties,this.id=i}get geometry(){return void 0===this._geometry&&(this._geometry=this._vectorTileFeature.toGeoJSON(this._vectorTileFeature._x,this._vectorTileFeature._y,this._vectorTileFeature._z).geometry),this._geometry}set geometry(t){this._geometry=t}toJSON(){const t={geometry:this.geometry};for(const e in this)\"_geometry\"!==e&&\"_vectorTileFeature\"!==e&&(t[e]=this[e]);return t}}class ah{constructor(t,e){this.tileID=t,this.x=t.canonical.x,this.y=t.canonical.y,this.z=t.canonical.z,this.grid=new ki(Uo,16,0),this.grid3D=new ki(Uo,16,0),this.featureIndexArray=new Za,this.promoteId=e}insert(t,e,r,n,i,a){const o=this.featureIndexArray.length;this.featureIndexArray.emplaceBack(r,n,i);const s=a?this.grid3D:this.grid;for(let t=0;t<e.length;t++){const r=e[t],n=[1/0,1/0,-1/0,-1/0];for(let t=0;t<r.length;t++){const e=r[t];n[0]=Math.min(n[0],e.x),n[1]=Math.min(n[1],e.y),n[2]=Math.max(n[2],e.x),n[3]=Math.max(n[3],e.y)}n[0]<Uo&&n[1]<Uo&&n[2]>=0&&n[3]>=0&&s.insert(o,n[0],n[1],n[2],n[3])}}loadVTLayers(){return this.vtLayers||(this.vtLayers=new Tl.VectorTile(new Uc(this.rawTileData)).layers,this.sourceLayerCoder=new nh(this.vtLayers?Object.keys(this.vtLayers).sort():[\"_geojsonTileLayer\"])),this.vtLayers}query(t,e,r,n){this.loadVTLayers();const i=t.params||{},o=Uo/t.tileSize/t.scale,s=zn(i.filter),l=t.queryGeometry,c=t.queryPadding*o,u=sh(l),h=this.grid.query(u.minX-c,u.minY-c,u.maxX+c,u.maxY+c),f=sh(t.cameraQueryGeometry),p=this.grid3D.query(f.minX-c,f.minY-c,f.maxX+c,f.maxY+c,((e,r,n,i)=>function(t,e,r,n,i){for(const a of t)if(e<=a.x&&r<=a.y&&n>=a.x&&i>=a.y)return!0;const o=[new a(e,r),new a(e,i),new a(n,i),new a(n,r)];if(t.length>2)for(const e of o)if(ns(t,e))return!0;for(let e=0;e<t.length-1;e++)if(is(t[e],t[e+1],o))return!0;return!1}(t.cameraQueryGeometry,e-c,r-c,n+c,i+c)));for(const t of p)h.push(t);h.sort(lh);const d={};let m;for(let a=0;a<h.length;a++){const c=h[a];if(c===m)continue;m=c;const u=this.featureIndexArray.get(c);let f=null;this.loadMatchingFeature(d,u.bucketIndex,u.sourceLayerIndex,u.featureIndex,s,i.layers,i.availableImages,e,r,n,((e,r,n)=>(f||(f=Ho(e)),r.queryIntersectsFeature(l,e,n,f,this.z,t.transform,o,t.pixelPosMatrix))))}return d}loadMatchingFeature(t,e,r,n,i,a,o,s,l,c,u){const h=this.bucketLayerIDs[e];if(a&&!function(t,e){for(let r=0;r<t.length;r++)if(e.indexOf(t[r])>=0)return!0;return!1}(a,h))return;const f=this.sourceLayerCoder.decode(r),p=this.vtLayers[f].feature(n);if(i.needGeometry){const t=Go(p,!0);if(!i.filter(new Hi(this.tileID.overscaledZ),t,this.tileID.canonical))return}else if(!i.filter(new Hi(this.tileID.overscaledZ),p))return;const d=this.getId(p,f);for(let e=0;e<h.length;e++){const r=h[e];if(a&&a.indexOf(r)<0)continue;const i=s[r];if(!i)continue;let f={};d&&c&&(f=c.getState(i.sourceLayer||\"_geojsonTileLayer\",d));const m=y({},l[r]);m.paint=oh(m.paint,i.paint,p,f,o),m.layout=oh(m.layout,i.layout,p,f,o);const g=!u||u(p,i,f);if(!g)continue;const v=new ih(p,this.z,this.x,this.y,d);v.layer=m;let x=t[r];void 0===x&&(x=t[r]=[]),x.push({featureIndex:n,feature:v,intersectionZ:g})}}lookupSymbolFeatures(t,e,r,n,i,a,o,s){const l={};this.loadVTLayers();const c=zn(i);for(const i of t)this.loadMatchingFeature(l,r,n,i,c,a,o,s,e);return l}hasLayer(t){for(const e of this.bucketLayerIDs)for(const r of e)if(t===r)return!0;return!1}getId(t,e){let r=t.id;if(this.promoteId){const n=\"string\"==typeof this.promoteId?this.promoteId:this.promoteId[e];r=t.properties[n],\"boolean\"==typeof r&&(r=Number(r))}return r}}function oh(t,e,r,n,i){return x(t,((t,a)=>{const o=e instanceof Ki?e.get(a):null;return o&&o.evaluate?o.evaluate(r,n,i):o}))}function sh(t){let e=1/0,r=1/0,n=-1/0,i=-1/0;for(const a of t)e=Math.min(e,a.x),r=Math.min(r,a.y),n=Math.max(n,a.x),i=Math.max(i,a.y);return{minX:e,minY:r,maxX:n,maxY:i}}function lh(t,e){return e-t}function ch(t,e,r,n,i){const o=[];for(let s=0;s<t.length;s++){const l=t[s];let c;for(let t=0;t<l.length-1;t++){let s=l[t],u=l[t+1];s.x<e&&u.x<e||(s.x<e?s=new a(e,s.y+(u.y-s.y)*((e-s.x)/(u.x-s.x)))._round():u.x<e&&(u=new a(e,s.y+(u.y-s.y)*((e-s.x)/(u.x-s.x)))._round()),s.y<r&&u.y<r||(s.y<r?s=new a(s.x+(u.x-s.x)*((r-s.y)/(u.y-s.y)),r)._round():u.y<r&&(u=new a(s.x+(u.x-s.x)*((r-s.y)/(u.y-s.y)),r)._round()),s.x>=n&&u.x>=n||(s.x>=n?s=new a(n,s.y+(u.y-s.y)*((n-s.x)/(u.x-s.x)))._round():u.x>=n&&(u=new a(n,s.y+(u.y-s.y)*((n-s.x)/(u.x-s.x)))._round()),s.y>=i&&u.y>=i||(s.y>=i?s=new a(s.x+(u.x-s.x)*((i-s.y)/(u.y-s.y)),i)._round():u.y>=i&&(u=new a(s.x+(u.x-s.x)*((i-s.y)/(u.y-s.y)),i)._round()),c&&s.equals(c[c.length-1])||(c=[s],o.push(c)),c.push(u)))))}}return o}Mi(\"FeatureIndex\",ah,{omit:[\"rawTileData\",\"sourceLayerCoder\"]});class uh extends a{constructor(t,e,r,n){super(t,e),this.angle=r,void 0!==n&&(this.segment=n)}clone(){return new uh(this.x,this.y,this.angle,this.segment)}}function hh(t,e,r,n,i){if(void 0===e.segment||0===r)return!0;let a=e,o=e.segment+1,s=0;for(;s>-r/2;){if(o--,o<0)return!1;s-=t[o].dist(a),a=t[o]}s+=t[o].dist(t[o+1]),o++;const l=[];let c=0;for(;s<r/2;){const e=t[o-1],r=t[o],a=t[o+1];if(!a)return!1;let u=e.angleTo(r)-r.angleTo(a);for(u=Math.abs((u+3*Math.PI)%(2*Math.PI)-Math.PI),l.push({distance:s,angleDelta:u}),c+=u;s-l[0].distance>n;)c-=l.shift().angleDelta;if(c>i)return!1;o++,s+=r.dist(a)}return!0}function fh(t){let e=0;for(let r=0;r<t.length-1;r++)e+=t[r].dist(t[r+1]);return e}function ph(t,e,r){return t?.6*e*r:0}function dh(t,e){return Math.max(t?t.right-t.left:0,e?e.right-e.left:0)}function mh(t,e,r,n,i,a){const o=ph(r,i,a),s=dh(r,n)*a;let l=0;const c=fh(t)/2;for(let r=0;r<t.length-1;r++){const n=t[r],i=t[r+1],a=n.dist(i);if(l+a>c){const u=(c-l)/a,h=Pe.number(n.x,i.x,u),f=Pe.number(n.y,i.y,u),p=new uh(h,f,i.angleTo(n),r);return p._round(),!o||hh(t,p,s,o,e)?p:void 0}l+=a}}function gh(t,e,r,n,i,a,o,s,l){const c=ph(n,a,o),u=dh(n,i),h=u*o,f=0===t[0].x||t[0].x===l||0===t[0].y||t[0].y===l;return e-h<e/4&&(e=h+e/4),yh(t,f?e/2*s%e:(u/2+2*a)*o*s%e,e,c,r,h,f,!1,l)}function yh(t,e,r,n,i,a,o,s,l){const c=a/2,u=fh(t);let h=0,f=e-r,p=[];for(let e=0;e<t.length-1;e++){const o=t[e],s=t[e+1],d=o.dist(s),m=s.angleTo(o);for(;f+r<h+d;){f+=r;const g=(f-h)/d,y=Pe.number(o.x,s.x,g),v=Pe.number(o.y,s.y,g);if(y>=0&&y<l&&v>=0&&v<l&&f-c>=0&&f+c<=u){const r=new uh(y,v,m,e);r._round(),n&&!hh(t,r,a,n,i)||p.push(r)}}h+=d}return s||p.length||o||(p=yh(t,h/2,r,n,i,a,o,!0,l)),p}Mi(\"Anchor\",uh);const vh=Yc;function xh(t,e,r,n){const i=[],o=t.image,s=o.pixelRatio,l=o.paddedRect.w-2*vh,c=o.paddedRect.h-2*vh;let u={x1:t.left,y1:t.top,x2:t.right,y2:t.bottom};const h=o.stretchX||[[0,l]],f=o.stretchY||[[0,c]],p=(t,e)=>t+e[1]-e[0],d=h.reduce(p,0),m=f.reduce(p,0),g=l-d,y=c-m;let v=0,x=d,_=0,b=m,w=0,T=g,k=0,A=y;if(o.content&&n){const e=o.content,r=e[2]-e[0],n=e[3]-e[1];(o.textFitWidth||o.textFitHeight)&&(u=du(t)),v=_h(h,0,e[0]),_=_h(f,0,e[1]),x=_h(h,e[0],e[2]),b=_h(f,e[1],e[3]),w=e[0]-v,k=e[1]-_,T=r-x,A=n-b}const M=u.x1,S=u.y1,E=u.x2-M,C=u.y2-S,L=(t,n,i,l)=>{const c=wh(t.stretch-v,x,E,M),u=Th(t.fixed-w,T,t.stretch,d),h=wh(n.stretch-_,b,C,S),f=Th(n.fixed-k,A,n.stretch,m),p=wh(i.stretch-v,x,E,M),g=Th(i.fixed-w,T,i.stretch,d),y=wh(l.stretch-_,b,C,S),L=Th(l.fixed-k,A,l.stretch,m),I=new a(c,h),P=new a(p,h),z=new a(p,y),O=new a(c,y),D=new a(u/s,f/s),R=new a(g/s,L/s),F=e*Math.PI/180;if(F){const t=Math.sin(F),e=Math.cos(F),r=[e,-t,t,e];I._matMult(r),P._matMult(r),O._matMult(r),z._matMult(r)}const B=t.stretch+t.fixed,N=i.stretch+i.fixed,j=n.stretch+n.fixed,U=l.stretch+l.fixed;return{tl:I,tr:P,bl:O,br:z,tex:{x:o.paddedRect.x+vh+B,y:o.paddedRect.y+vh+j,w:N-B,h:U-j},writingMode:void 0,glyphOffset:[0,0],sectionIndex:0,pixelOffsetTL:D,pixelOffsetBR:R,minFontScaleX:T/s/E,minFontScaleY:A/s/C,isSDF:r}};if(n&&(o.stretchX||o.stretchY)){const t=bh(h,g,d),e=bh(f,y,m);for(let r=0;r<t.length-1;r++){const n=t[r],a=t[r+1];for(let t=0;t<e.length-1;t++){const r=e[t],o=e[t+1];i.push(L(n,r,a,o))}}}else i.push(L({fixed:0,stretch:-1},{fixed:0,stretch:-1},{fixed:0,stretch:l+1},{fixed:0,stretch:c+1}));return i}function _h(t,e,r){let n=0;for(const i of t)n+=Math.max(e,Math.min(r,i[1]))-Math.max(e,Math.min(r,i[0]));return n}function bh(t,e,r){const n=[{fixed:-vh,stretch:0}];for(const[e,r]of t){const t=n[n.length-1];n.push({fixed:e-t.stretch,stretch:t.stretch}),n.push({fixed:e-t.stretch,stretch:t.stretch+(r-e)})}return n.push({fixed:e+vh,stretch:r}),n}function wh(t,e,r,n){return t/e*r+n}function Th(t,e,r,n){return t-e*r/n}class kh{constructor(t,e,r,n,i,o,s,l,c,u){var h;if(this.boxStartIndex=t.length,c){let t=o.top,e=o.bottom;const r=o.collisionPadding;r&&(t-=r[1],e+=r[3]);let n=e-t;n>0&&(n=Math.max(10,n),this.circleDiameter=n)}else{const c=(null===(h=o.image)||void 0===h?void 0:h.content)&&(o.image.textFitWidth||o.image.textFitHeight)?du(o):{x1:o.left,y1:o.top,x2:o.right,y2:o.bottom};c.y1=c.y1*s-l[0],c.y2=c.y2*s+l[2],c.x1=c.x1*s-l[3],c.x2=c.x2*s+l[1];const f=o.collisionPadding;if(f&&(c.x1-=f[0]*s,c.y1-=f[1]*s,c.x2+=f[2]*s,c.y2+=f[3]*s),u){const t=new a(c.x1,c.y1),e=new a(c.x2,c.y1),r=new a(c.x1,c.y2),n=new a(c.x2,c.y2),i=u*Math.PI/180;t._rotate(i),e._rotate(i),r._rotate(i),n._rotate(i),c.x1=Math.min(t.x,e.x,r.x,n.x),c.x2=Math.max(t.x,e.x,r.x,n.x),c.y1=Math.min(t.y,e.y,r.y,n.y),c.y2=Math.max(t.y,e.y,r.y,n.y)}t.emplaceBack(e.x,e.y,c.x1,c.y1,c.x2,c.y2,r,n,i)}this.boxEndIndex=t.length}}class Ah{constructor(t=[],e=((t,e)=>t<e?-1:t>e?1:0)){if(this.data=t,this.length=this.data.length,this.compare=e,this.length>0)for(let t=(this.length>>1)-1;t>=0;t--)this._down(t)}push(t){this.data.push(t),this._up(this.length++)}pop(){if(0===this.length)return;const t=this.data[0],e=this.data.pop();return--this.length>0&&(this.data[0]=e,this._down(0)),t}peek(){return this.data[0]}_up(t){const{data:e,compare:r}=this,n=e[t];for(;t>0;){const i=t-1>>1,a=e[i];if(r(n,a)>=0)break;e[t]=a,t=i}e[t]=n}_down(t){const{data:e,compare:r}=this,n=this.length>>1,i=e[t];for(;t<n;){let n=1+(t<<1);const a=n+1;if(a<this.length&&r(e[a],e[n])<0&&(n=a),r(e[n],i)>=0)break;e[t]=e[n],t=n}e[t]=i}}function Mh(t,e=1,r=!1){let n=1/0,i=1/0,o=-1/0,s=-1/0;const l=t[0];for(let t=0;t<l.length;t++){const e=l[t];(!t||e.x<n)&&(n=e.x),(!t||e.y<i)&&(i=e.y),(!t||e.x>o)&&(o=e.x),(!t||e.y>s)&&(s=e.y)}const c=o-n,u=s-i,h=Math.min(c,u);let f=h/2;const p=new Ah([],Sh);if(0===h)return new a(n,i);for(let e=n;e<o;e+=h)for(let 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u=3===n?l.length-1:l.length,h=0;h<u;h++){1===h&&1!==n&&e.writeVarint(M(2,u-1));var f=l[h].x-i,p=l[h].y-a;e.writeVarint(S(f)),e.writeVarint(S(p)),i+=f,a+=p}3===n&&e.writeVarint(M(7,1))}}function C(t,e){var r=typeof t;\"string\"===r?e.writeStringField(1,t):\"boolean\"===r?e.writeBooleanField(7,t):\"number\"===r&&(t%1!=0?e.writeDoubleField(3,t):t<0?e.writeSVarintField(6,t):e.writeVarintField(5,t))}d.exports=w,d.exports.fromVectorTileJs=w,d.exports.fromGeojsonVt=function(t,e){e=e||{};var r={};for(var n in t)r[n]=new b(t[n].features,e),r[n].name=n,r[n].version=e.version,r[n].extent=e.extent;return w({layers:r})},d.exports.GeoJSONWrapper=b;var L=d.exports,I=t.bx(L);const P={minZoom:0,maxZoom:16,minPoints:2,radius:40,extent:512,nodeSize:64,log:!1,generateId:!1,reduce:null,map:t=>t},z=Math.fround||(O=new Float32Array(1),t=>(O[0]=+t,O[0]));var O;const D=3,R=5,F=6;class B{constructor(t){this.options=Object.assign(Object.create(P),t),this.trees=new Array(this.options.maxZoom+1),this.stride=this.options.reduce?7:6,this.clusterProps=[]}load(t){const{log:e,minZoom:r,maxZoom:n}=this.options;e&&console.time(\"total time\");const i=`prepare ${t.length} points`;e&&console.time(i),this.points=t;const a=[];for(let e=0;e<t.length;e++){const r=t[e];if(!r.geometry)continue;const[n,i]=r.geometry.coordinates,o=z(U(n)),s=z(V(i));a.push(o,s,1/0,e,-1,1),this.options.reduce&&a.push(0)}let o=this.trees[n+1]=this._createTree(a);e&&console.timeEnd(i);for(let t=n;t>=r;t--){const r=+Date.now();o=this.trees[t]=this._createTree(this._cluster(o,t)),e&&console.log(\"z%d: %d clusters in %dms\",t,o.numItems,+Date.now()-r)}return e&&console.timeEnd(\"total time\"),this}getClusters(t,e){let r=((t[0]+180)%360+360)%360-180;const n=Math.max(-90,Math.min(90,t[1]));let i=180===t[2]?180:((t[2]+180)%360+360)%360-180;const a=Math.max(-90,Math.min(90,t[3]));if(t[2]-t[0]>=360)r=-180,i=180;else if(r>i){const t=this.getClusters([r,n,180,a],e),o=this.getClusters([-180,n,i,a],e);return t.concat(o)}const o=this.trees[this._limitZoom(e)],s=o.range(U(r),V(a),U(i),V(n)),l=o.data,c=[];for(const t of s){const e=this.stride*t;c.push(l[e+R]>1?N(l,e,this.clusterProps):this.points[l[e+D]])}return c}getChildren(t){const e=this._getOriginId(t),r=this._getOriginZoom(t),n=\"No cluster with the specified id.\",i=this.trees[r];if(!i)throw new Error(n);const a=i.data;if(e*this.stride>=a.length)throw new Error(n);const o=this.options.radius/(this.options.extent*Math.pow(2,r-1)),s=a[e*this.stride],l=a[e*this.stride+1],c=i.within(s,l,o),u=[];for(const e of c){const r=e*this.stride;a[r+4]===t&&u.push(a[r+R]>1?N(a,r,this.clusterProps):this.points[a[r+D]])}if(0===u.length)throw new Error(n);return u}getLeaves(t,e,r){e=e||10,r=r||0;const n=[];return this._appendLeaves(n,t,e,r,0),n}getTile(t,e,r){const n=this.trees[this._limitZoom(t)],i=Math.pow(2,t),{extent:a,radius:o}=this.options,s=o/a,l=(r-s)/i,c=(r+1+s)/i,u={features:[]};return this._addTileFeatures(n.range((e-s)/i,l,(e+1+s)/i,c),n.data,e,r,i,u),0===e&&this._addTileFeatures(n.range(1-s/i,l,1,c),n.data,i,r,i,u),e===i-1&&this._addTileFeatures(n.range(0,l,s/i,c),n.data,-1,r,i,u),u.features.length?u:null}getClusterExpansionZoom(t){let e=this._getOriginZoom(t)-1;for(;e<=this.options.maxZoom;){const r=this.getChildren(t);if(e++,1!==r.length)break;t=r[0].properties.cluster_id}return e}_appendLeaves(t,e,r,n,i){const a=this.getChildren(e);for(const e of a){const a=e.properties;if(a&&a.cluster?i+a.point_count<=n?i+=a.point_count:i=this._appendLeaves(t,a.cluster_id,r,n,i):i<n?i++:t.push(e),t.length===r)break}return i}_createTree(e){const r=new t.aw(e.length/this.stride|0,this.options.nodeSize,Float32Array);for(let t=0;t<e.length;t+=this.stride)r.add(e[t],e[t+1]);return r.finish(),r.data=e,r}_addTileFeatures(t,e,r,n,i,a){for(const o of 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a=e===i.maxZoom?0:i.tolerance/((1<<e)*i.extent),o={features:[],numPoints:0,numSimplified:0,numFeatures:t.length,source:null,x:r,y:n,z:e,transformed:!1,minX:2,minY:1,maxX:-1,maxY:0};for(const e of t)pt(o,e,a,i);return o}function pt(t,e,r,n){const i=e.geometry,a=e.type,o=[];if(t.minX=Math.min(t.minX,e.minX),t.minY=Math.min(t.minY,e.minY),t.maxX=Math.max(t.maxX,e.maxX),t.maxY=Math.max(t.maxY,e.maxY),\"Point\"===a||\"MultiPoint\"===a)for(let e=0;e<i.length;e+=3)o.push(i[e],i[e+1]),t.numPoints++,t.numSimplified++;else if(\"LineString\"===a)dt(o,i,t,r,!1,!1);else if(\"MultiLineString\"===a||\"Polygon\"===a)for(let e=0;e<i.length;e++)dt(o,i[e],t,r,\"Polygon\"===a,0===e);else if(\"MultiPolygon\"===a)for(let e=0;e<i.length;e++){const n=i[e];for(let e=0;e<n.length;e++)dt(o,n[e],t,r,!0,0===e)}if(o.length){let r=e.tags||null;if(\"LineString\"===a&&n.lineMetrics){r={};for(const t in e.tags)r[t]=e.tags[t];r.mapbox_clip_start=i.start/i.size,r.mapbox_clip_end=i.end/i.size}const s={geometry:o,type:\"Polygon\"===a||\"MultiPolygon\"===a?3:\"LineString\"===a||\"MultiLineString\"===a?2:1,tags:r};null!==e.id&&(s.id=e.id),t.features.push(s)}}function dt(t,e,r,n,i,a){const o=n*n;if(n>0&&e.size<(i?o:n))return void(r.numPoints+=e.length/3);const s=[];for(let t=0;t<e.length;t+=3)(0===n||e[t+2]>o)&&(r.numSimplified++,s.push(e[t],e[t+1])),r.numPoints++;i&&function(t,e){let r=0;for(let e=0,n=t.length,i=n-2;e<n;i=e,e+=2)r+=(t[e]-t[i])*(t[e+1]+t[i+1]);if(r>0===e)for(let e=0,r=t.length;e<r/2;e+=2){const n=t[e],i=t[e+1];t[e]=t[r-2-e],t[e+1]=t[r-1-e],t[r-2-e]=n,t[r-1-e]=i}}(s,a),t.push(s)}const mt={maxZoom:14,indexMaxZoom:5,indexMaxPoints:1e5,tolerance:3,extent:4096,buffer:64,lineMetrics:!1,promoteId:null,generateId:!1,debug:0};class gt{constructor(t,e){const r=(e=this.options=function(t,e){for(const r in e)t[r]=e[r];return t}(Object.create(mt),e)).debug;if(r&&console.time(\"preprocess data\"),e.maxZoom<0||e.maxZoom>24)throw new Error(\"maxZoom should be in the 0-24 range\");if(e.promoteId&&e.generateId)throw new Error(\"promoteId and generateId cannot be used together.\");let n=function(t,e){const r=[];if(\"FeatureCollection\"===t.type)for(let n=0;n<t.features.length;n++)Y(r,t.features[n],e,n);else\"Feature\"===t.type?Y(r,t,e):Y(r,{geometry:t},e);return r}(t,e);this.tiles={},this.tileCoords=[],r&&(console.timeEnd(\"preprocess data\"),console.log(\"index: maxZoom: %d, maxPoints: %d\",e.indexMaxZoom,e.indexMaxPoints),console.time(\"generate tiles\"),this.stats={},this.total=0),n=function(t,e){const r=e.buffer/e.extent;let n=t;const i=tt(t,1,-1-r,r,0,-1,2,e),a=tt(t,1,1-r,2+r,0,-1,2,e);return(i||a)&&(n=tt(t,1,-r,1+r,0,-1,2,e)||[],i&&(n=lt(i,1).concat(n)),a&&(n=n.concat(lt(a,-1)))),n}(n,e),n.length&&this.splitTile(n,0,0,0),r&&(n.length&&console.log(\"features: %d, points: %d\",this.tiles[0].numFeatures,this.tiles[0].numPoints),console.timeEnd(\"generate tiles\"),console.log(\"tiles generated:\",this.total,JSON.stringify(this.stats)))}splitTile(t,e,r,n,i,a,o){const s=[t,e,r,n],l=this.options,c=l.debug;for(;s.length;){n=s.pop(),r=s.pop(),e=s.pop(),t=s.pop();const u=1<<e,h=yt(e,r,n);let f=this.tiles[h];if(!f&&(c>1&&console.time(\"creation\"),f=this.tiles[h]=ft(t,e,r,n,l),this.tileCoords.push({z:e,x:r,y:n}),c)){c>1&&(console.log(\"tile z%d-%d-%d (features: %d, points: %d, simplified: %d)\",e,r,n,f.numFeatures,f.numPoints,f.numSimplified),console.timeEnd(\"creation\"));const t=`z${e}`;this.stats[t]=(this.stats[t]||0)+1,this.total++}if(f.source=t,null==i){if(e===l.indexMaxZoom||f.numPoints<=l.indexMaxPoints)continue}else{if(e===l.maxZoom||e===i)continue;if(null!=i){const t=i-e;if(r!==a>>t||n!==o>>t)continue}}if(f.source=null,0===t.length)continue;c>1&&console.time(\"clipping\");const p=.5*l.buffer/l.extent,d=.5-p,m=.5+p,g=1+p;let y=null,v=null,x=null,_=null,b=tt(t,u,r-p,r+m,0,f.minX,f.maxX,l),w=tt(t,u,r+d,r+g,0,f.minX,f.maxX,l);t=null,b&&(y=tt(b,u,n-p,n+m,1,f.minY,f.maxY,l),v=tt(b,u,n+d,n+g,1,f.minY,f.maxY,l),b=null),w&&(x=tt(w,u,n-p,n+m,1,f.minY,f.maxY,l),_=tt(w,u,n+d,n+g,1,f.minY,f.maxY,l),w=null),c>1&&console.timeEnd(\"clipping\"),s.push(y||[],e+1,2*r,2*n),s.push(v||[],e+1,2*r,2*n+1),s.push(x||[],e+1,2*r+1,2*n),s.push(_||[],e+1,2*r+1,2*n+1)}}getTile(t,e,r){t=+t,e=+e,r=+r;const n=this.options,{extent:i,debug:a}=n;if(t<0||t>24)return null;const o=1<<t,s=yt(t,e=e+o&o-1,r);if(this.tiles[s])return ut(this.tiles[s],i);a>1&&console.log(\"drilling down to z%d-%d-%d\",t,e,r);let l,c=t,u=e,h=r;for(;!l&&c>0;)c--,u>>=1,h>>=1,l=this.tiles[yt(c,u,h)];return l&&l.source?(a>1&&(console.log(\"found parent tile z%d-%d-%d\",c,u,h),console.time(\"drilling down\")),this.splitTile(l.source,c,u,h,t,e,r),a>1&&console.timeEnd(\"drilling down\"),this.tiles[s]?ut(this.tiles[s],i):null):null}}function yt(t,e,r){return 32*((1<<t)*r+e)+t}function vt(t,e){return e?t.properties[e]:t.id}function xt(t,e){if(null==t)return!0;if(\"Feature\"===t.type)return null!=vt(t,e);if(\"FeatureCollection\"===t.type){const r=new Set;for(const n of t.features){const t=vt(n,e);if(null==t)return!1;if(r.has(t))return!1;r.add(t)}return!0}return!1}function _t(t,e){const r=new Map;if(null==t);else if(\"Feature\"===t.type)r.set(vt(t,e),t);else for(const n of t.features)r.set(vt(n,e),n);return r}class bt extends a{constructor(){super(...arguments),this._dataUpdateable=new Map}loadVectorTile(e,r){return t._(this,void 0,void 0,(function*(){const t=e.tileID.canonical;if(!this._geoJSONIndex)throw new Error(\"Unable to parse the data into a cluster or geojson\");const r=this._geoJSONIndex.getTile(t.z,t.x,t.y);if(!r)return null;const n=new p(r.features);let i=I(n);return 0===i.byteOffset&&i.byteLength===i.buffer.byteLength||(i=new Uint8Array(i)),{vectorTile:n,rawData:i.buffer}}))}loadData(e){return t._(this,void 0,void 0,(function*(){var r;null===(r=this._pendingRequest)||void 0===r||r.abort();const n=!!(e&&e.request&&e.request.collectResourceTiming)&&new t.bu(e.request);this._pendingRequest=new AbortController;try{this._pendingData=this.loadAndProcessGeoJSON(e,this._pendingRequest),this._geoJSONIndex=e.cluster?new B(function({superclusterOptions:e,clusterProperties:r}){if(!r||!e)return e;const n={},i={},a={accumulated:null,zoom:0},o={properties:null},s=Object.keys(r);for(const e of s){const[a,o]=r[e],s=t.bB(o),l=t.bB(\"string\"==typeof a?[a,[\"accumulated\"],[\"get\",e]]:a);n[e]=s.value,i[e]=l.value}return e.map=t=>{o.properties=t;const e={};for(const t of s)e[t]=n[t].evaluate(a,o);return e},e.reduce=(t,e)=>{o.properties=e;for(const e of s)a.accumulated=t[e],t[e]=i[e].evaluate(a,o)},e}(e)).load((yield this._pendingData).features):(i=yield this._pendingData,a=e.geojsonVtOptions,new gt(i,a)),this.loaded={};const r={};if(n){const t=n.finish();t&&(r.resourceTiming={},r.resourceTiming[e.source]=JSON.parse(JSON.stringify(t)))}return r}catch(e){if(delete this._pendingRequest,t.bA(e))return{abandoned:!0};throw e}var i,a}))}getData(){return t._(this,void 0,void 0,(function*(){return this._pendingData}))}reloadTile(t){const e=this.loaded,r=t.uid;return e&&e[r]?super.reloadTile(t):this.loadTile(t)}loadAndProcessGeoJSON(e,r){return t._(this,void 0,void 0,(function*(){let n=yield this.loadGeoJSON(e,r);if(delete this._pendingRequest,\"object\"!=typeof n)throw new Error(`Input data given to '${e.source}' is not a valid GeoJSON object.`);if(u(n,!0),e.filter){const r=t.bB(e.filter,{type:\"boolean\",\"property-type\":\"data-driven\",overridable:!1,transition:!1});if(\"error\"===r.result)throw new Error(r.value.map((t=>`${t.key}: ${t.message}`)).join(\", \"));const i=n.features.filter((t=>r.value.evaluate({zoom:0},t)));n={type:\"FeatureCollection\",features:i}}return n}))}loadGeoJSON(e,r){return t._(this,void 0,void 0,(function*(){const{promoteId:n}=e;if(e.request){const i=yield t.h(e.request,r);return this._dataUpdateable=xt(i.data,n)?_t(i.data,n):void 0,i.data}if(\"string\"==typeof e.data)try{const t=JSON.parse(e.data);return this._dataUpdateable=xt(t,n)?_t(t,n):void 0,t}catch(t){throw new Error(`Input data given to '${e.source}' is not a valid GeoJSON object.`)}if(!e.dataDiff)throw new Error(`Input data given to '${e.source}' is not a valid GeoJSON object.`);if(!this._dataUpdateable)throw new Error(`Cannot update existing geojson data in ${e.source}`);return function(t,e,r){var n,i,a,o;if(e.removeAll&&t.clear(),e.remove)for(const r of e.remove)t.delete(r);if(e.add)for(const n of e.add){const e=vt(n,r);null!=e&&t.set(e,n)}if(e.update)for(const r of e.update){let e=t.get(r.id);if(null==e)continue;const s=r.newGeometry||r.removeAllProperties,l=!r.removeAllProperties&&((null===(n=r.removeProperties)||void 0===n?void 0:n.length)>0||(null===(i=r.addOrUpdateProperties)||void 0===i?void 0:i.length)>0);if((s||l)&&(e=Object.assign({},e),t.set(r.id,e),l&&(e.properties=Object.assign({},e.properties))),r.newGeometry&&(e.geometry=r.newGeometry),r.removeAllProperties)e.properties={};else if((null===(a=r.removeProperties)||void 0===a?void 0:a.length)>0)for(const t of r.removeProperties)Object.prototype.hasOwnProperty.call(e.properties,t)&&delete e.properties[t];if((null===(o=r.addOrUpdateProperties)||void 0===o?void 0:o.length)>0)for(const{key:t,value:n}of r.addOrUpdateProperties)e.properties[t]=n}}(this._dataUpdateable,e.dataDiff,n),{type:\"FeatureCollection\",features:Array.from(this._dataUpdateable.values())}}))}removeSource(e){return t._(this,void 0,void 0,(function*(){this._pendingRequest&&this._pendingRequest.abort()}))}getClusterExpansionZoom(t){return this._geoJSONIndex.getClusterExpansionZoom(t.clusterId)}getClusterChildren(t){return this._geoJSONIndex.getChildren(t.clusterId)}getClusterLeaves(t){return this._geoJSONIndex.getLeaves(t.clusterId,t.limit,t.offset)}}class wt{constructor(e){this.self=e,this.actor=new t.F(e),this.layerIndexes={},this.availableImages={},this.workerSources={},this.demWorkerSources={},this.externalWorkerSourceTypes={},this.self.registerWorkerSource=(t,e)=>{if(this.externalWorkerSourceTypes[t])throw new Error(`Worker source with name \"${t}\" already registered.`);this.externalWorkerSourceTypes[t]=e},this.self.addProtocol=t.bh,this.self.removeProtocol=t.bi,this.self.registerRTLTextPlugin=e=>{if(t.bC.isParsed())throw new Error(\"RTL text plugin already registered.\");t.bC.setMethods(e)},this.actor.registerMessageHandler(\"LDT\",((t,e)=>this._getDEMWorkerSource(t,e.source).loadTile(e))),this.actor.registerMessageHandler(\"RDT\",((e,r)=>t._(this,void 0,void 0,(function*(){this._getDEMWorkerSource(e,r.source).removeTile(r)})))),this.actor.registerMessageHandler(\"GCEZ\",((e,r)=>t._(this,void 0,void 0,(function*(){return this._getWorkerSource(e,r.type,r.source).getClusterExpansionZoom(r)})))),this.actor.registerMessageHandler(\"GCC\",((e,r)=>t._(this,void 0,void 0,(function*(){return this._getWorkerSource(e,r.type,r.source).getClusterChildren(r)})))),this.actor.registerMessageHandler(\"GCL\",((e,r)=>t._(this,void 0,void 0,(function*(){return this._getWorkerSource(e,r.type,r.source).getClusterLeaves(r)})))),this.actor.registerMessageHandler(\"LD\",((t,e)=>this._getWorkerSource(t,e.type,e.source).loadData(e))),this.actor.registerMessageHandler(\"GD\",((t,e)=>this._getWorkerSource(t,e.type,e.source).getData())),this.actor.registerMessageHandler(\"LT\",((t,e)=>this._getWorkerSource(t,e.type,e.source).loadTile(e))),this.actor.registerMessageHandler(\"RT\",((t,e)=>this._getWorkerSource(t,e.type,e.source).reloadTile(e))),this.actor.registerMessageHandler(\"AT\",((t,e)=>this._getWorkerSource(t,e.type,e.source).abortTile(e))),this.actor.registerMessageHandler(\"RMT\",((t,e)=>this._getWorkerSource(t,e.type,e.source).removeTile(e))),this.actor.registerMessageHandler(\"RS\",((e,r)=>t._(this,void 0,void 0,(function*(){if(!this.workerSources[e]||!this.workerSources[e][r.type]||!this.workerSources[e][r.type][r.source])return;const t=this.workerSources[e][r.type][r.source];delete this.workerSources[e][r.type][r.source],void 0!==t.removeSource&&t.removeSource(r)})))),this.actor.registerMessageHandler(\"RM\",(e=>t._(this,void 0,void 0,(function*(){delete this.layerIndexes[e],delete this.availableImages[e],delete this.workerSources[e],delete this.demWorkerSources[e]})))),this.actor.registerMessageHandler(\"SR\",((e,r)=>t._(this,void 0,void 0,(function*(){this.referrer=r})))),this.actor.registerMessageHandler(\"SRPS\",((t,e)=>this._syncRTLPluginState(t,e))),this.actor.registerMessageHandler(\"IS\",((e,r)=>t._(this,void 0,void 0,(function*(){this.self.importScripts(r)})))),this.actor.registerMessageHandler(\"SI\",((t,e)=>this._setImages(t,e))),this.actor.registerMessageHandler(\"UL\",((e,r)=>t._(this,void 0,void 0,(function*(){this._getLayerIndex(e).update(r.layers,r.removedIds)})))),this.actor.registerMessageHandler(\"SL\",((e,r)=>t._(this,void 0,void 0,(function*(){this._getLayerIndex(e).replace(r)}))))}_setImages(e,r){return t._(this,void 0,void 0,(function*(){this.availableImages[e]=r;for(const t in this.workerSources[e]){const n=this.workerSources[e][t];for(const t in n)n[t].availableImages=r}}))}_syncRTLPluginState(e,r){return t._(this,void 0,void 0,(function*(){if(t.bC.isParsed())return t.bC.getState();if(\"loading\"!==r.pluginStatus)return t.bC.setState(r),r;const e=r.pluginURL;if(this.self.importScripts(e),t.bC.isParsed()){const r={pluginStatus:\"loaded\",pluginURL:e};return t.bC.setState(r),r}throw t.bC.setState({pluginStatus:\"error\",pluginURL:\"\"}),new Error(`RTL Text Plugin failed to import scripts from ${e}`)}))}_getAvailableImages(t){let e=this.availableImages[t];return e||(e=[]),e}_getLayerIndex(t){let r=this.layerIndexes[t];return r||(r=this.layerIndexes[t]=new e),r}_getWorkerSource(t,e,r){if(this.workerSources[t]||(this.workerSources[t]={}),this.workerSources[t][e]||(this.workerSources[t][e]={}),!this.workerSources[t][e][r]){const n={sendAsync:(e,r)=>(e.targetMapId=t,this.actor.sendAsync(e,r))};switch(e){case\"vector\":this.workerSources[t][e][r]=new a(n,this._getLayerIndex(t),this._getAvailableImages(t));break;case\"geojson\":this.workerSources[t][e][r]=new bt(n,this._getLayerIndex(t),this._getAvailableImages(t));break;default:this.workerSources[t][e][r]=new this.externalWorkerSourceTypes[e](n,this._getLayerIndex(t),this._getAvailableImages(t))}}return this.workerSources[t][e][r]}_getDEMWorkerSource(t,e){return this.demWorkerSources[t]||(this.demWorkerSources[t]={}),this.demWorkerSources[t][e]||(this.demWorkerSources[t][e]=new o),this.demWorkerSources[t][e]}}return t.i(self)&&(self.worker=new wt(self)),wt})),r(\"index\",0,(function(t,e){var r=\"4.5.2\";let n,i;const a={now:\"undefined\"!=typeof performance&&performance&&performance.now?performance.now.bind(performance):Date.now.bind(Date),frameAsync(t){return new Promise(((r,n)=>{const i=requestAnimationFrame(r);t.signal.addEventListener(\"abort\",(()=>{cancelAnimationFrame(i),n(e.c())}))}))},getImageData(t,e=0){return this.getImageCanvasContext(t).getImageData(-e,-e,t.width+2*e,t.height+2*e)},getImageCanvasContext(t){const e=window.document.createElement(\"canvas\"),r=e.getContext(\"2d\",{willReadFrequently:!0});if(!r)throw new Error(\"failed to create canvas 2d context\");return e.width=t.width,e.height=t.height,r.drawImage(t,0,0,t.width,t.height),r},resolveURL(t){return n||(n=document.createElement(\"a\")),n.href=t,n.href},hardwareConcurrency:\"undefined\"!=typeof navigator&&navigator.hardwareConcurrency||4,get prefersReducedMotion(){return!!matchMedia&&(null==i&&(i=matchMedia(\"(prefers-reduced-motion: reduce)\")),i.matches)}};class o{static testProp(t){if(!o.docStyle)return t[0];for(let e=0;e<t.length;e++)if(t[e]in o.docStyle)return t[e];return t[0]}static create(t,e,r){const n=window.document.createElement(t);return void 0!==e&&(n.className=e),r&&r.appendChild(n),n}static createNS(t,e){return window.document.createElementNS(t,e)}static disableDrag(){o.docStyle&&o.selectProp&&(o.userSelect=o.docStyle[o.selectProp],o.docStyle[o.selectProp]=\"none\")}static enableDrag(){o.docStyle&&o.selectProp&&(o.docStyle[o.selectProp]=o.userSelect)}static setTransform(t,e){t.style[o.transformProp]=e}static addEventListener(t,e,r,n={}){\"passive\"in n?t.addEventListener(e,r,n):t.addEventListener(e,r,n.capture)}static removeEventListener(t,e,r,n={}){\"passive\"in n?t.removeEventListener(e,r,n):t.removeEventListener(e,r,n.capture)}static suppressClickInternal(t){t.preventDefault(),t.stopPropagation(),window.removeEventListener(\"click\",o.suppressClickInternal,!0)}static suppressClick(){window.addEventListener(\"click\",o.suppressClickInternal,!0),window.setTimeout((()=>{window.removeEventListener(\"click\",o.suppressClickInternal,!0)}),0)}static getScale(t){const e=t.getBoundingClientRect();return{x:e.width/t.offsetWidth||1,y:e.height/t.offsetHeight||1,boundingClientRect:e}}static getPoint(t,r,n){const i=r.boundingClientRect;return new e.P((n.clientX-i.left)/r.x-t.clientLeft,(n.clientY-i.top)/r.y-t.clientTop)}static mousePos(t,e){const r=o.getScale(t);return o.getPoint(t,r,e)}static touchPos(t,e){const r=[],n=o.getScale(t);for(let i=0;i<e.length;i++)r.push(o.getPoint(t,n,e[i]));return r}static mouseButton(t){return t.button}static remove(t){t.parentNode&&t.parentNode.removeChild(t)}}o.docStyle=\"undefined\"!=typeof window&&window.document&&window.document.documentElement.style,o.selectProp=o.testProp([\"userSelect\",\"MozUserSelect\",\"WebkitUserSelect\",\"msUserSelect\"]),o.transformProp=o.testProp([\"transform\",\"WebkitTransform\"]);const s={supported:!1,testSupport:function(t){!u&&c&&(h?f(t):l=t)}};let l,c,u=!1,h=!1;function f(t){const e=t.createTexture();t.bindTexture(t.TEXTURE_2D,e);try{if(t.texImage2D(t.TEXTURE_2D,0,t.RGBA,t.RGBA,t.UNSIGNED_BYTE,c),t.isContextLost())return;s.supported=!0}catch(t){}t.deleteTexture(e),u=!0}var p;\"undefined\"!=typeof document&&(c=document.createElement(\"img\"),c.onload=()=>{l&&f(l),l=null,h=!0},c.onerror=()=>{u=!0,l=null},c.src=\"data:image/webp;base64,UklGRh4AAABXRUJQVlA4TBEAAAAvAQAAAAfQ//73v/+BiOh/AAA=\"),function(t){let r,n,i,a;t.resetRequestQueue=()=>{r=[],n=0,i=0,a={}},t.addThrottleControl=t=>{const e=i++;return a[e]=t,e},t.removeThrottleControl=t=>{delete a[t],l()};t.getImage=(t,n,i=!0)=>new Promise(((a,o)=>{s.supported&&(t.headers||(t.headers={}),t.headers.accept=\"image/webp,*/*\"),e.e(t,{type:\"image\"});const c={abortController:n,requestParameters:t,supportImageRefresh:i,state:\"queued\",onError:t=>{o(t)},onSuccess:t=>{a(t)}};r.push(c),l()}));const o=t=>e._(this,void 0,void 0,(function*(){t.state=\"running\";const{requestParameters:r,supportImageRefresh:i,onError:a,onSuccess:o,abortController:s}=t,u=!1===i&&!e.i(self)&&!e.g(r.url)&&(!r.headers||Object.keys(r.headers).reduce(((t,e)=>t&&\"accept\"===e),!0));n++;const h=u?c(r,s):e.m(r,s);try{const r=yield h;delete t.abortController,t.state=\"completed\",r.data instanceof HTMLImageElement||e.b(r.data)?o(r):r.data&&o({data:yield(f=r.data,\"function\"==typeof createImageBitmap?e.d(f):e.f(f)),cacheControl:r.cacheControl,expires:r.expires})}catch(e){delete t.abortController,a(e)}finally{n--,l()}var f})),l=()=>{const t=(()=>{for(const t of Object.keys(a))if(a[t]())return!0;return!1})()?e.a.MAX_PARALLEL_IMAGE_REQUESTS_PER_FRAME:e.a.MAX_PARALLEL_IMAGE_REQUESTS;for(let e=n;e<t&&r.length>0;e++){const t=r.shift();t.abortController.signal.aborted?e--:o(t)}},c=(t,r)=>new Promise(((n,i)=>{const a=new Image,o=t.url,s=t.credentials;s&&\"include\"===s?a.crossOrigin=\"use-credentials\":(s&&\"same-origin\"===s||!e.s(o))&&(a.crossOrigin=\"anonymous\"),r.signal.addEventListener(\"abort\",(()=>{a.src=\"\",i(e.c())})),a.fetchPriority=\"high\",a.onload=()=>{a.onerror=a.onload=null,n({data:a})},a.onerror=()=>{a.onerror=a.onload=null,r.signal.aborted||i(new Error(\"Could not load image. Please make sure to use a supported image type such as PNG or JPEG. Note that SVGs are not supported.\"))},a.src=o}))}(p||(p={})),p.resetRequestQueue();class d{constructor(t){this._transformRequestFn=t}transformRequest(t,e){return this._transformRequestFn&&this._transformRequestFn(t,e)||{url:t}}setTransformRequest(t){this._transformRequestFn=t}}function m(t){var r=new e.A(3);return r[0]=t[0],r[1]=t[1],r[2]=t[2],r}var g,y=function(t,e,r){return t[0]=e[0]-r[0],t[1]=e[1]-r[1],t[2]=e[2]-r[2],t};g=new e.A(3),e.A!=Float32Array&&(g[0]=0,g[1]=0,g[2]=0);var v=function(t){var e=t[0],r=t[1];return e*e+r*r};function x(t){const e=[];if(\"string\"==typeof t)e.push({id:\"default\",url:t});else if(t&&t.length>0){const r=[];for(const{id:n,url:i}of t){const t=`${n}${i}`;-1===r.indexOf(t)&&(r.push(t),e.push({id:n,url:i}))}}return e}function _(t,e,r){const n=t.split(\"?\");return n[0]+=`${e}${r}`,n.join(\"?\")}function b(t,r,n,i){return e._(this,void 0,void 0,(function*(){const o=x(t),s=n>1?\"@2x\":\"\",l={},c={};for(const{id:t,url:n}of o){const a=r.transformRequest(_(n,s,\".json\"),\"SpriteJSON\");l[t]=e.h(a,i);const o=r.transformRequest(_(n,s,\".png\"),\"SpriteImage\");c[t]=p.getImage(o,i)}return yield Promise.all([...Object.values(l),...Object.values(c)]),function(t,r){return e._(this,void 0,void 0,(function*(){const e={};for(const n in t){e[n]={};const i=a.getImageCanvasContext((yield r[n]).data),o=(yield t[n]).data;for(const t in o){const{width:r,height:a,x:s,y:l,sdf:c,pixelRatio:u,stretchX:h,stretchY:f,content:p,textFitWidth:d,textFitHeight:m}=o[t],g={width:r,height:a,x:s,y:l,context:i};e[n][t]={data:null,pixelRatio:u,sdf:c,stretchX:h,stretchY:f,content:p,textFitWidth:d,textFitHeight:m,spriteData:g}}}return e}))}(l,c)}))}!function(){var t=new e.A(2);e.A!=Float32Array&&(t[0]=0,t[1]=0)}();class w{constructor(t,e,r,n){this.context=t,this.format=r,this.texture=t.gl.createTexture(),this.update(e,n)}update(t,r,n){const{width:i,height:a}=t,o=!(this.size&&this.size[0]===i&&this.size[1]===a||n),{context:s}=this,{gl:l}=s;if(this.useMipmap=Boolean(r&&r.useMipmap),l.bindTexture(l.TEXTURE_2D,this.texture),s.pixelStoreUnpackFlipY.set(!1),s.pixelStoreUnpack.set(1),s.pixelStoreUnpackPremultiplyAlpha.set(this.format===l.RGBA&&(!r||!1!==r.premultiply)),o)this.size=[i,a],t instanceof HTMLImageElement||t instanceof HTMLCanvasElement||t instanceof HTMLVideoElement||t instanceof ImageData||e.b(t)?l.texImage2D(l.TEXTURE_2D,0,this.format,this.format,l.UNSIGNED_BYTE,t):l.texImage2D(l.TEXTURE_2D,0,this.format,i,a,0,this.format,l.UNSIGNED_BYTE,t.data);else{const{x:r,y:o}=n||{x:0,y:0};t instanceof HTMLImageElement||t instanceof HTMLCanvasElement||t instanceof HTMLVideoElement||t instanceof ImageData||e.b(t)?l.texSubImage2D(l.TEXTURE_2D,0,r,o,l.RGBA,l.UNSIGNED_BYTE,t):l.texSubImage2D(l.TEXTURE_2D,0,r,o,i,a,l.RGBA,l.UNSIGNED_BYTE,t.data)}this.useMipmap&&this.isSizePowerOfTwo()&&l.generateMipmap(l.TEXTURE_2D)}bind(t,e,r){const{context:n}=this,{gl:i}=n;i.bindTexture(i.TEXTURE_2D,this.texture),r!==i.LINEAR_MIPMAP_NEAREST||this.isSizePowerOfTwo()||(r=i.LINEAR),t!==this.filter&&(i.texParameteri(i.TEXTURE_2D,i.TEXTURE_MAG_FILTER,t),i.texParameteri(i.TEXTURE_2D,i.TEXTURE_MIN_FILTER,r||t),this.filter=t),e!==this.wrap&&(i.texParameteri(i.TEXTURE_2D,i.TEXTURE_WRAP_S,e),i.texParameteri(i.TEXTURE_2D,i.TEXTURE_WRAP_T,e),this.wrap=e)}isSizePowerOfTwo(){return this.size[0]===this.size[1]&&Math.log(this.size[0])/Math.LN2%1==0}destroy(){const{gl:t}=this.context;t.deleteTexture(this.texture),this.texture=null}}function T(t){const{userImage:e}=t;return!!(e&&e.render&&e.render())&&(t.data.replace(new Uint8Array(e.data.buffer)),!0)}class k extends e.E{constructor(){super(),this.images={},this.updatedImages={},this.callbackDispatchedThisFrame={},this.loaded=!1,this.requestors=[],this.patterns={},this.atlasImage=new e.R({width:1,height:1}),this.dirty=!0}isLoaded(){return this.loaded}setLoaded(t){if(this.loaded!==t&&(this.loaded=t,t)){for(const{ids:t,promiseResolve:e}of this.requestors)e(this._getImagesForIds(t));this.requestors=[]}}getImage(t){const r=this.images[t];if(r&&!r.data&&r.spriteData){const t=r.spriteData;r.data=new e.R({width:t.width,height:t.height},t.context.getImageData(t.x,t.y,t.width,t.height).data),r.spriteData=null}return r}addImage(t,e){if(this.images[t])throw new Error(`Image id ${t} already exist, use updateImage instead`);this._validate(t,e)&&(this.images[t]=e)}_validate(t,r){let n=!0;const i=r.data||r.spriteData;return this._validateStretch(r.stretchX,i&&i.width)||(this.fire(new e.j(new Error(`Image \"${t}\" has invalid \"stretchX\" value`))),n=!1),this._validateStretch(r.stretchY,i&&i.height)||(this.fire(new e.j(new Error(`Image \"${t}\" has invalid \"stretchY\" value`))),n=!1),this._validateContent(r.content,r)||(this.fire(new e.j(new Error(`Image \"${t}\" has invalid \"content\" value`))),n=!1),n}_validateStretch(t,e){if(!t)return!0;let r=0;for(const n of t){if(n[0]<r||n[1]<n[0]||e<n[1])return!1;r=n[1]}return!0}_validateContent(t,e){if(!t)return!0;if(4!==t.length)return!1;const r=e.spriteData,n=r&&r.width||e.data.width,i=r&&r.height||e.data.height;return!(t[0]<0||n<t[0]||t[1]<0||i<t[1]||t[2]<0||n<t[2]||t[3]<0||i<t[3]||t[2]<t[0]||t[3]<t[1])}updateImage(t,e,r=!0){const n=this.getImage(t);if(r&&(n.data.width!==e.data.width||n.data.height!==e.data.height))throw new Error(`size mismatch between old image (${n.data.width}x${n.data.height}) and new image (${e.data.width}x${e.data.height}).`);e.version=n.version+1,this.images[t]=e,this.updatedImages[t]=!0}removeImage(t){const e=this.images[t];delete this.images[t],delete this.patterns[t],e.userImage&&e.userImage.onRemove&&e.userImage.onRemove()}listImages(){return Object.keys(this.images)}getImages(t){return new Promise(((e,r)=>{let n=!0;if(!this.isLoaded())for(const e of t)this.images[e]||(n=!1);this.isLoaded()||n?e(this._getImagesForIds(t)):this.requestors.push({ids:t,promiseResolve:e})}))}_getImagesForIds(t){const r={};for(const n of t){let t=this.getImage(n);t||(this.fire(new e.k(\"styleimagemissing\",{id:n})),t=this.getImage(n)),t?r[n]={data:t.data.clone(),pixelRatio:t.pixelRatio,sdf:t.sdf,version:t.version,stretchX:t.stretchX,stretchY:t.stretchY,content:t.content,textFitWidth:t.textFitWidth,textFitHeight:t.textFitHeight,hasRenderCallback:Boolean(t.userImage&&t.userImage.render)}:e.w(`Image \"${n}\" could not be loaded. Please make sure you have added the image with map.addImage() or a \"sprite\" property in your style. You can provide missing images by listening for the \"styleimagemissing\" map event.`)}return r}getPixelSize(){const{width:t,height:e}=this.atlasImage;return{width:t,height:e}}getPattern(t){const r=this.patterns[t],n=this.getImage(t);if(!n)return null;if(r&&r.position.version===n.version)return r.position;if(r)r.position.version=n.version;else{const r={w:n.data.width+2,h:n.data.height+2,x:0,y:0},i=new e.I(r,n);this.patterns[t]={bin:r,position:i}}return this._updatePatternAtlas(),this.patterns[t].position}bind(t){const e=t.gl;this.atlasTexture?this.dirty&&(this.atlasTexture.update(this.atlasImage),this.dirty=!1):this.atlasTexture=new w(t,this.atlasImage,e.RGBA),this.atlasTexture.bind(e.LINEAR,e.CLAMP_TO_EDGE)}_updatePatternAtlas(){const t=[];for(const e in this.patterns)t.push(this.patterns[e].bin);const{w:r,h:n}=e.p(t),i=this.atlasImage;i.resize({width:r||1,height:n||1});for(const t in this.patterns){const{bin:r}=this.patterns[t],n=r.x+1,a=r.y+1,o=this.getImage(t).data,s=o.width,l=o.height;e.R.copy(o,i,{x:0,y:0},{x:n,y:a},{width:s,height:l}),e.R.copy(o,i,{x:0,y:l-1},{x:n,y:a-1},{width:s,height:1}),e.R.copy(o,i,{x:0,y:0},{x:n,y:a+l},{width:s,height:1}),e.R.copy(o,i,{x:s-1,y:0},{x:n-1,y:a},{width:1,height:l}),e.R.copy(o,i,{x:0,y:0},{x:n+s,y:a},{width:1,height:l})}this.dirty=!0}beginFrame(){this.callbackDispatchedThisFrame={}}dispatchRenderCallbacks(t){for(const r of t){if(this.callbackDispatchedThisFrame[r])continue;this.callbackDispatchedThisFrame[r]=!0;const t=this.getImage(r);t||e.w(`Image with ID: \"${r}\" was not found`),T(t)&&this.updateImage(r,t)}}}const A=1e20;function M(t,e,r,n,i,a,o,s,l){for(let c=e;c<e+n;c++)S(t,r*a+c,a,i,o,s,l);for(let c=r;c<r+i;c++)S(t,c*a+e,1,n,o,s,l)}function S(t,e,r,n,i,a,o){a[0]=0,o[0]=-A,o[1]=A,i[0]=t[e];for(let s=1,l=0,c=0;s<n;s++){i[s]=t[e+s*r];const n=s*s;do{const t=a[l];c=(i[s]-i[t]+n-t*t)/(s-t)/2}while(c<=o[l]&&--l>-1);l++,a[l]=s,o[l]=c,o[l+1]=A}for(let s=0,l=0;s<n;s++){for(;o[l+1]<s;)l++;const n=a[l],c=s-n;t[e+s*r]=i[n]+c*c}}class E{constructor(t,e){this.requestManager=t,this.localIdeographFontFamily=e,this.entries={}}setURL(t){this.url=t}getGlyphs(t){return e._(this,void 0,void 0,(function*(){const e=[];for(const r in t)for(const n of t[r])e.push(this._getAndCacheGlyphsPromise(r,n));const r=yield Promise.all(e),n={};for(const{stack:t,id:e,glyph:i}of r)n[t]||(n[t]={}),n[t][e]=i&&{id:i.id,bitmap:i.bitmap.clone(),metrics:i.metrics};return n}))}_getAndCacheGlyphsPromise(t,r){return e._(this,void 0,void 0,(function*(){let e=this.entries[t];e||(e=this.entries[t]={glyphs:{},requests:{},ranges:{}});let n=e.glyphs[r];if(void 0!==n)return{stack:t,id:r,glyph:n};if(n=this._tinySDF(e,t,r),n)return e.glyphs[r]=n,{stack:t,id:r,glyph:n};const i=Math.floor(r/256);if(256*i>65535)throw new Error(\"glyphs > 65535 not supported\");if(e.ranges[i])return{stack:t,id:r,glyph:n};if(!this.url)throw new Error(\"glyphsUrl is not set\");if(!e.requests[i]){const r=E.loadGlyphRange(t,i,this.url,this.requestManager);e.requests[i]=r}const a=yield e.requests[i];for(const t in a)this._doesCharSupportLocalGlyph(+t)||(e.glyphs[+t]=a[+t]);return e.ranges[i]=!0,{stack:t,id:r,glyph:a[r]||null}}))}_doesCharSupportLocalGlyph(t){return!!this.localIdeographFontFamily&&(e.u[\"CJK Unified Ideographs\"](t)||e.u[\"Hangul Syllables\"](t)||e.u.Hiragana(t)||e.u.Katakana(t))}_tinySDF(t,r,n){const i=this.localIdeographFontFamily;if(!i)return;if(!this._doesCharSupportLocalGlyph(n))return;let a=t.tinySDF;if(!a){let e=\"400\";/bold/i.test(r)?e=\"900\":/medium/i.test(r)?e=\"500\":/light/i.test(r)&&(e=\"200\"),a=t.tinySDF=new E.TinySDF({fontSize:48,buffer:6,radius:16,cutoff:.25,fontFamily:i,fontWeight:e})}const o=a.draw(String.fromCharCode(n));return{id:n,bitmap:new e.o({width:o.width||60,height:o.height||60},o.data),metrics:{width:o.glyphWidth/2||24,height:o.glyphHeight/2||24,left:o.glyphLeft/2+.5||0,top:o.glyphTop/2-27.5||-8,advance:o.glyphAdvance/2||24,isDoubleResolution:!0}}}}E.loadGlyphRange=function(t,r,n,i){return e._(this,void 0,void 0,(function*(){const a=256*r,o=a+255,s=i.transformRequest(n.replace(\"{fontstack}\",t).replace(\"{range}\",`${a}-${o}`),\"Glyphs\"),l=yield e.l(s,new AbortController);if(!l||!l.data)throw new Error(`Could not load glyph range. range: ${r}, ${a}-${o}`);const c={};for(const t of e.n(l.data))c[t.id]=t;return c}))},E.TinySDF=class{constructor({fontSize:t=24,buffer:e=3,radius:r=8,cutoff:n=.25,fontFamily:i=\"sans-serif\",fontWeight:a=\"normal\",fontStyle:o=\"normal\"}={}){this.buffer=e,this.cutoff=n,this.radius=r;const s=this.size=t+4*e,l=this._createCanvas(s),c=this.ctx=l.getContext(\"2d\",{willReadFrequently:!0});c.font=`${o} ${a} ${t}px ${i}`,c.textBaseline=\"alphabetic\",c.textAlign=\"left\",c.fillStyle=\"black\",this.gridOuter=new Float64Array(s*s),this.gridInner=new Float64Array(s*s),this.f=new Float64Array(s),this.z=new Float64Array(s+1),this.v=new Uint16Array(s)}_createCanvas(t){const e=document.createElement(\"canvas\");return e.width=e.height=t,e}draw(t){const{width:e,actualBoundingBoxAscent:r,actualBoundingBoxDescent:n,actualBoundingBoxLeft:i,actualBoundingBoxRight:a}=this.ctx.measureText(t),o=Math.ceil(r),s=Math.max(0,Math.min(this.size-this.buffer,Math.ceil(a-i))),l=Math.min(this.size-this.buffer,o+Math.ceil(n)),c=s+2*this.buffer,u=l+2*this.buffer,h=Math.max(c*u,0),f=new Uint8ClampedArray(h),p={data:f,width:c,height:u,glyphWidth:s,glyphHeight:l,glyphTop:o,glyphLeft:0,glyphAdvance:e};if(0===s||0===l)return p;const{ctx:d,buffer:m,gridInner:g,gridOuter:y}=this;d.clearRect(m,m,s,l),d.fillText(t,m,m+o);const v=d.getImageData(m,m,s,l);y.fill(A,0,h),g.fill(0,0,h);for(let t=0;t<l;t++)for(let e=0;e<s;e++){const r=v.data[4*(t*s+e)+3]/255;if(0===r)continue;const n=(t+m)*c+e+m;if(1===r)y[n]=0,g[n]=A;else{const t=.5-r;y[n]=t>0?t*t:0,g[n]=t<0?t*t:0}}M(y,0,0,c,u,c,this.f,this.v,this.z),M(g,m,m,s,l,c,this.f,this.v,this.z);for(let t=0;t<h;t++){const e=Math.sqrt(y[t])-Math.sqrt(g[t]);f[t]=Math.round(255-255*(e/this.radius+this.cutoff))}return p}};class C{constructor(){this.specification=e.v.light.position}possiblyEvaluate(t,r){return e.y(t.expression.evaluate(r))}interpolate(t,r,n){return{x:e.z.number(t.x,r.x,n),y:e.z.number(t.y,r.y,n),z:e.z.number(t.z,r.z,n)}}}const L=\"-transition\";let I;class P extends e.E{constructor(t){super(),I=I||new e.q({anchor:new e.D(e.v.light.anchor),position:new C,color:new e.D(e.v.light.color),intensity:new e.D(e.v.light.intensity)}),this._transitionable=new e.T(I),this.setLight(t),this._transitioning=this._transitionable.untransitioned()}getLight(){return this._transitionable.serialize()}setLight(t,r={}){if(!this._validate(e.r,t,r))for(const e in t){const r=t[e];e.endsWith(L)?this._transitionable.setTransition(e.slice(0,-11),r):this._transitionable.setValue(e,r)}}updateTransitions(t){this._transitioning=this._transitionable.transitioned(t,this._transitioning)}hasTransition(){return this._transitioning.hasTransition()}recalculate(t){this.properties=this._transitioning.possiblyEvaluate(t)}_validate(t,r,n){return(!n||!1!==n.validate)&&e.t(this,t.call(e.x,{value:r,style:{glyphs:!0,sprite:!0},styleSpec:e.v}))}}const z=new e.q({\"sky-color\":new e.D(e.v.sky[\"sky-color\"]),\"horizon-color\":new e.D(e.v.sky[\"horizon-color\"]),\"fog-color\":new e.D(e.v.sky[\"fog-color\"]),\"fog-ground-blend\":new e.D(e.v.sky[\"fog-ground-blend\"]),\"horizon-fog-blend\":new e.D(e.v.sky[\"horizon-fog-blend\"]),\"sky-horizon-blend\":new e.D(e.v.sky[\"sky-horizon-blend\"]),\"atmosphere-blend\":new e.D(e.v.sky[\"atmosphere-blend\"])}),O=\"-transition\";class D extends e.E{constructor(t){super(),this._transitionable=new e.T(z),this.setSky(t),this._transitioning=this._transitionable.untransitioned()}setSky(t,r={}){if(!this._validate(e.B,t,r))for(const e in t){const r=t[e];e.endsWith(O)?this._transitionable.setTransition(e.slice(0,-11),r):this._transitionable.setValue(e,r)}}getSky(){return this._transitionable.serialize()}updateTransitions(t){this._transitioning=this._transitionable.transitioned(t,this._transitioning)}hasTransition(){return this._transitioning.hasTransition()}recalculate(t){this.properties=this._transitioning.possiblyEvaluate(t)}_validate(t,r,n={}){return!1!==(null==n?void 0:n.validate)&&e.t(this,t.call(e.x,e.e({value:r,style:{glyphs:!0,sprite:!0},styleSpec:e.v})))}calculateFogBlendOpacity(t){return t<60?0:t<70?(t-60)/10:1}}class R{constructor(t,e){this.width=t,this.height=e,this.nextRow=0,this.data=new Uint8Array(this.width*this.height),this.dashEntry={}}getDash(t,e){const r=t.join(\",\")+String(e);return this.dashEntry[r]||(this.dashEntry[r]=this.addDash(t,e)),this.dashEntry[r]}getDashRanges(t,e,r){const n=[];let i=t.length%2==1?-t[t.length-1]*r:0,a=t[0]*r,o=!0;n.push({left:i,right:a,isDash:o,zeroLength:0===t[0]});let s=t[0];for(let e=1;e<t.length;e++){o=!o;const l=t[e];i=s*r,s+=l,a=s*r,n.push({left:i,right:a,isDash:o,zeroLength:0===l})}return n}addRoundDash(t,e,r){const n=e/2;for(let e=-r;e<=r;e++){const i=this.nextRow+r+e,a=this.width*i;let o=0,s=t[o];for(let i=0;i<this.width;i++){i/s.right>1&&(s=t[++o]);const l=Math.abs(i-s.left),c=Math.abs(i-s.right),u=Math.min(l,c);let h;const f=e/r*(n+1);if(s.isDash){const t=n-Math.abs(f);h=Math.sqrt(u*u+t*t)}else h=n-Math.sqrt(u*u+f*f);this.data[a+i]=Math.max(0,Math.min(255,h+128))}}}addRegularDash(t){for(let e=t.length-1;e>=0;--e){const r=t[e],n=t[e+1];r.zeroLength?t.splice(e,1):n&&n.isDash===r.isDash&&(n.left=r.left,t.splice(e,1))}const e=t[0],r=t[t.length-1];e.isDash===r.isDash&&(e.left=r.left-this.width,r.right=e.right+this.width);const n=this.width*this.nextRow;let i=0,a=t[i];for(let e=0;e<this.width;e++){e/a.right>1&&(a=t[++i]);const r=Math.abs(e-a.left),o=Math.abs(e-a.right),s=Math.min(r,o),l=a.isDash?s:-s;this.data[n+e]=Math.max(0,Math.min(255,l+128))}}addDash(t,r){const n=r?7:0,i=2*n+1;if(this.nextRow+i>this.height)return e.w(\"LineAtlas out of space\"),null;let a=0;for(let e=0;e<t.length;e++)a+=t[e];if(0!==a){const e=this.width/a,i=this.getDashRanges(t,this.width,e);r?this.addRoundDash(i,e,n):this.addRegularDash(i)}const o={y:(this.nextRow+n+.5)/this.height,height:2*n/this.height,width:a};return this.nextRow+=i,this.dirty=!0,o}bind(t){const e=t.gl;this.texture?(e.bindTexture(e.TEXTURE_2D,this.texture),this.dirty&&(this.dirty=!1,e.texSubImage2D(e.TEXTURE_2D,0,0,0,this.width,this.height,e.ALPHA,e.UNSIGNED_BYTE,this.data))):(this.texture=e.createTexture(),e.bindTexture(e.TEXTURE_2D,this.texture),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_WRAP_S,e.REPEAT),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_WRAP_T,e.REPEAT),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MIN_FILTER,e.LINEAR),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MAG_FILTER,e.LINEAR),e.texImage2D(e.TEXTURE_2D,0,e.ALPHA,this.width,this.height,0,e.ALPHA,e.UNSIGNED_BYTE,this.data))}}const F=\"maplibre_preloaded_worker_pool\";class B{constructor(){this.active={}}acquire(t){if(!this.workers)for(this.workers=[];this.workers.length<B.workerCount;)this.workers.push(new Worker(e.a.WORKER_URL));return this.active[t]=!0,this.workers.slice()}release(t){delete this.active[t],0===this.numActive()&&(this.workers.forEach((t=>{t.terminate()})),this.workers=null)}isPreloaded(){return!!this.active[F]}numActive(){return Object.keys(this.active).length}}const N=Math.floor(a.hardwareConcurrency/2);let j,U;function V(){return j||(j=new B),j}B.workerCount=e.C(globalThis)?Math.max(Math.min(N,3),1):1;class q{constructor(t,r){this.workerPool=t,this.actors=[],this.currentActor=0,this.id=r;const n=this.workerPool.acquire(r);for(let t=0;t<n.length;t++){const i=n[t],a=new e.F(i,r);a.name=`Worker ${t}`,this.actors.push(a)}if(!this.actors.length)throw new Error(\"No actors found\")}broadcast(t,e){const r=[];for(const n of this.actors)r.push(n.sendAsync({type:t,data:e}));return Promise.all(r)}getActor(){return this.currentActor=(this.currentActor+1)%this.actors.length,this.actors[this.currentActor]}remove(t=!0){this.actors.forEach((t=>{t.remove()})),this.actors=[],t&&this.workerPool.release(this.id)}registerMessageHandler(t,e){for(const r of this.actors)r.registerMessageHandler(t,e)}}function H(){return U||(U=new q(V(),e.G),U.registerMessageHandler(\"GR\",((t,r,n)=>e.m(r,n)))),U}function G(t,r){const n=e.H();return e.J(n,n,[1,1,0]),e.K(n,n,[.5*t.width,.5*t.height,1]),e.L(n,n,t.calculatePosMatrix(r.toUnwrapped()))}function Z(t,e,r,n,i,a){const o=function(t,e,r){if(t)for(const n of t){const t=e[n];if(t&&t.source===r&&\"fill-extrusion\"===t.type)return!0}else for(const t in e){const n=e[t];if(n.source===r&&\"fill-extrusion\"===n.type)return!0}return!1}(i&&i.layers,e,t.id),s=a.maxPitchScaleFactor(),l=t.tilesIn(n,s,o);l.sort(W);const c=[];for(const n of l)c.push({wrappedTileID:n.tileID.wrapped().key,queryResults:n.tile.queryRenderedFeatures(e,r,t._state,n.queryGeometry,n.cameraQueryGeometry,n.scale,i,a,s,G(t.transform,n.tileID))});const u=function(t){const e={},r={};for(const n of t){const t=n.queryResults,i=n.wrappedTileID,a=r[i]=r[i]||{};for(const r in t){const n=t[r],i=a[r]=a[r]||{},o=e[r]=e[r]||[];for(const t of n)i[t.featureIndex]||(i[t.featureIndex]=!0,o.push(t))}}return e}(c);for(const e in u)u[e].forEach((e=>{const r=e.feature,n=t.getFeatureState(r.layer[\"source-layer\"],r.id);r.source=r.layer.source,r.layer[\"source-layer\"]&&(r.sourceLayer=r.layer[\"source-layer\"]),r.state=n}));return u}function W(t,e){const r=t.tileID,n=e.tileID;return r.overscaledZ-n.overscaledZ||r.canonical.y-n.canonical.y||r.wrap-n.wrap||r.canonical.x-n.canonical.x}function Y(t,r,n){return e._(this,void 0,void 0,(function*(){let i=t;if(t.url?i=(yield e.h(r.transformRequest(t.url,\"Source\"),n)).data:yield a.frameAsync(n),!i)return null;const o=e.M(e.e(i,t),[\"tiles\",\"minzoom\",\"maxzoom\",\"attribution\",\"bounds\",\"scheme\",\"tileSize\",\"encoding\"]);return\"vector_layers\"in i&&i.vector_layers&&(o.vectorLayerIds=i.vector_layers.map((t=>t.id))),o}))}class X{constructor(t,e){t&&(e?this.setSouthWest(t).setNorthEast(e):Array.isArray(t)&&(4===t.length?this.setSouthWest([t[0],t[1]]).setNorthEast([t[2],t[3]]):this.setSouthWest(t[0]).setNorthEast(t[1])))}setNorthEast(t){return this._ne=t instanceof e.N?new e.N(t.lng,t.lat):e.N.convert(t),this}setSouthWest(t){return this._sw=t instanceof e.N?new e.N(t.lng,t.lat):e.N.convert(t),this}extend(t){const r=this._sw,n=this._ne;let i,a;if(t instanceof e.N)i=t,a=t;else{if(!(t instanceof X)){if(Array.isArray(t)){if(4===t.length||t.every(Array.isArray)){const e=t;return this.extend(X.convert(e))}{const r=t;return this.extend(e.N.convert(r))}}return t&&(\"lng\"in t||\"lon\"in t)&&\"lat\"in t?this.extend(e.N.convert(t)):this}if(i=t._sw,a=t._ne,!i||!a)return this}return r||n?(r.lng=Math.min(i.lng,r.lng),r.lat=Math.min(i.lat,r.lat),n.lng=Math.max(a.lng,n.lng),n.lat=Math.max(a.lat,n.lat)):(this._sw=new e.N(i.lng,i.lat),this._ne=new e.N(a.lng,a.lat)),this}getCenter(){return new e.N((this._sw.lng+this._ne.lng)/2,(this._sw.lat+this._ne.lat)/2)}getSouthWest(){return this._sw}getNorthEast(){return this._ne}getNorthWest(){return new e.N(this.getWest(),this.getNorth())}getSouthEast(){return new e.N(this.getEast(),this.getSouth())}getWest(){return this._sw.lng}getSouth(){return this._sw.lat}getEast(){return this._ne.lng}getNorth(){return this._ne.lat}toArray(){return[this._sw.toArray(),this._ne.toArray()]}toString(){return`LngLatBounds(${this._sw.toString()}, ${this._ne.toString()})`}isEmpty(){return!(this._sw&&this._ne)}contains(t){const{lng:r,lat:n}=e.N.convert(t),i=this._sw.lat<=n&&n<=this._ne.lat;let a=this._sw.lng<=r&&r<=this._ne.lng;return this._sw.lng>this._ne.lng&&(a=this._sw.lng>=r&&r>=this._ne.lng),i&&a}static convert(t){return t instanceof X?t:t?new X(t):t}static fromLngLat(t,r=0){const n=360*r/40075017,i=n/Math.cos(Math.PI/180*t.lat);return new X(new e.N(t.lng-i,t.lat-n),new e.N(t.lng+i,t.lat+n))}}class ${constructor(t,e,r){this.bounds=X.convert(this.validateBounds(t)),this.minzoom=e||0,this.maxzoom=r||24}validateBounds(t){return Array.isArray(t)&&4===t.length?[Math.max(-180,t[0]),Math.max(-90,t[1]),Math.min(180,t[2]),Math.min(90,t[3])]:[-180,-90,180,90]}contains(t){const r=Math.pow(2,t.z),n=Math.floor(e.O(this.bounds.getWest())*r),i=Math.floor(e.Q(this.bounds.getNorth())*r),a=Math.ceil(e.O(this.bounds.getEast())*r),o=Math.ceil(e.Q(this.bounds.getSouth())*r);return t.x>=n&&t.x<a&&t.y>=i&&t.y<o}}class J extends e.E{constructor(t,r,n,i){if(super(),this.id=t,this.dispatcher=n,this.type=\"vector\",this.minzoom=0,this.maxzoom=22,this.scheme=\"xyz\",this.tileSize=512,this.reparseOverscaled=!0,this.isTileClipped=!0,this._loaded=!1,e.e(this,e.M(r,[\"url\",\"scheme\",\"tileSize\",\"promoteId\"])),this._options=e.e({type:\"vector\"},r),this._collectResourceTiming=r.collectResourceTiming,512!==this.tileSize)throw new Error(\"vector tile sources must have a tileSize of 512\");this.setEventedParent(i)}load(){return e._(this,void 0,void 0,(function*(){this._loaded=!1,this.fire(new e.k(\"dataloading\",{dataType:\"source\"})),this._tileJSONRequest=new AbortController;try{const t=yield Y(this._options,this.map._requestManager,this._tileJSONRequest);this._tileJSONRequest=null,this._loaded=!0,this.map.style.sourceCaches[this.id].clearTiles(),t&&(e.e(this,t),t.bounds&&(this.tileBounds=new $(t.bounds,this.minzoom,this.maxzoom)),this.fire(new e.k(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})),this.fire(new e.k(\"data\",{dataType:\"source\",sourceDataType:\"content\"})))}catch(t){this._tileJSONRequest=null,this.fire(new e.j(t))}}))}loaded(){return this._loaded}hasTile(t){return!this.tileBounds||this.tileBounds.contains(t.canonical)}onAdd(t){this.map=t,this.load()}setSourceProperty(t){this._tileJSONRequest&&this._tileJSONRequest.abort(),t(),this.load()}setTiles(t){return this.setSourceProperty((()=>{this._options.tiles=t})),this}setUrl(t){return this.setSourceProperty((()=>{this.url=t,this._options.url=t})),this}onRemove(){this._tileJSONRequest&&(this._tileJSONRequest.abort(),this._tileJSONRequest=null)}serialize(){return e.e({},this._options)}loadTile(t){return e._(this,void 0,void 0,(function*(){const e=t.tileID.canonical.url(this.tiles,this.map.getPixelRatio(),this.scheme),r={request:this.map._requestManager.transformRequest(e,\"Tile\"),uid:t.uid,tileID:t.tileID,zoom:t.tileID.overscaledZ,tileSize:this.tileSize*t.tileID.overscaleFactor(),type:this.type,source:this.id,pixelRatio:this.map.getPixelRatio(),showCollisionBoxes:this.map.showCollisionBoxes,promoteId:this.promoteId};r.request.collectResourceTiming=this._collectResourceTiming;let n=\"RT\";if(t.actor&&\"expired\"!==t.state){if(\"loading\"===t.state)return new Promise(((e,r)=>{t.reloadPromise={resolve:e,reject:r}}))}else t.actor=this.dispatcher.getActor(),n=\"LT\";t.abortController=new AbortController;try{const e=yield t.actor.sendAsync({type:n,data:r},t.abortController);if(delete t.abortController,t.aborted)return;this._afterTileLoadWorkerResponse(t,e)}catch(e){if(delete t.abortController,t.aborted)return;if(e&&404!==e.status)throw e;this._afterTileLoadWorkerResponse(t,null)}}))}_afterTileLoadWorkerResponse(t,e){if(e&&e.resourceTiming&&(t.resourceTiming=e.resourceTiming),e&&this.map._refreshExpiredTiles&&t.setExpiryData(e),t.loadVectorData(e,this.map.painter),t.reloadPromise){const e=t.reloadPromise;t.reloadPromise=null,this.loadTile(t).then(e.resolve).catch(e.reject)}}abortTile(t){return e._(this,void 0,void 0,(function*(){t.abortController&&(t.abortController.abort(),delete t.abortController),t.actor&&(yield t.actor.sendAsync({type:\"AT\",data:{uid:t.uid,type:this.type,source:this.id}}))}))}unloadTile(t){return e._(this,void 0,void 0,(function*(){t.unloadVectorData(),t.actor&&(yield t.actor.sendAsync({type:\"RMT\",data:{uid:t.uid,type:this.type,source:this.id}}))}))}hasTransition(){return!1}}class K extends e.E{constructor(t,r,n,i){super(),this.id=t,this.dispatcher=n,this.setEventedParent(i),this.type=\"raster\",this.minzoom=0,this.maxzoom=22,this.roundZoom=!0,this.scheme=\"xyz\",this.tileSize=512,this._loaded=!1,this._options=e.e({type:\"raster\"},r),e.e(this,e.M(r,[\"url\",\"scheme\",\"tileSize\"]))}load(){return e._(this,void 0,void 0,(function*(){this._loaded=!1,this.fire(new e.k(\"dataloading\",{dataType:\"source\"})),this._tileJSONRequest=new AbortController;try{const t=yield Y(this._options,this.map._requestManager,this._tileJSONRequest);this._tileJSONRequest=null,this._loaded=!0,t&&(e.e(this,t),t.bounds&&(this.tileBounds=new $(t.bounds,this.minzoom,this.maxzoom)),this.fire(new e.k(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})),this.fire(new e.k(\"data\",{dataType:\"source\",sourceDataType:\"content\"})))}catch(t){this._tileJSONRequest=null,this.fire(new e.j(t))}}))}loaded(){return this._loaded}onAdd(t){this.map=t,this.load()}onRemove(){this._tileJSONRequest&&(this._tileJSONRequest.abort(),this._tileJSONRequest=null)}setSourceProperty(t){this._tileJSONRequest&&(this._tileJSONRequest.abort(),this._tileJSONRequest=null),t(),this.load()}setTiles(t){return this.setSourceProperty((()=>{this._options.tiles=t})),this}setUrl(t){return this.setSourceProperty((()=>{this.url=t,this._options.url=t})),this}serialize(){return e.e({},this._options)}hasTile(t){return!this.tileBounds||this.tileBounds.contains(t.canonical)}loadTile(t){return e._(this,void 0,void 0,(function*(){const e=t.tileID.canonical.url(this.tiles,this.map.getPixelRatio(),this.scheme);t.abortController=new AbortController;try{const r=yield p.getImage(this.map._requestManager.transformRequest(e,\"Tile\"),t.abortController,this.map._refreshExpiredTiles);if(delete t.abortController,t.aborted)return void(t.state=\"unloaded\");if(r&&r.data){this.map._refreshExpiredTiles&&r.cacheControl&&r.expires&&t.setExpiryData({cacheControl:r.cacheControl,expires:r.expires});const e=this.map.painter.context,n=e.gl,i=r.data;t.texture=this.map.painter.getTileTexture(i.width),t.texture?t.texture.update(i,{useMipmap:!0}):(t.texture=new w(e,i,n.RGBA,{useMipmap:!0}),t.texture.bind(n.LINEAR,n.CLAMP_TO_EDGE,n.LINEAR_MIPMAP_NEAREST)),t.state=\"loaded\"}}catch(e){if(delete t.abortController,t.aborted)t.state=\"unloaded\";else if(e)throw t.state=\"errored\",e}}))}abortTile(t){return e._(this,void 0,void 0,(function*(){t.abortController&&(t.abortController.abort(),delete t.abortController)}))}unloadTile(t){return e._(this,void 0,void 0,(function*(){t.texture&&this.map.painter.saveTileTexture(t.texture)}))}hasTransition(){return!1}}class Q extends K{constructor(t,r,n,i){super(t,r,n,i),this.type=\"raster-dem\",this.maxzoom=22,this._options=e.e({type:\"raster-dem\"},r),this.encoding=r.encoding||\"mapbox\",this.redFactor=r.redFactor,this.greenFactor=r.greenFactor,this.blueFactor=r.blueFactor,this.baseShift=r.baseShift}loadTile(t){return e._(this,void 0,void 0,(function*(){const r=t.tileID.canonical.url(this.tiles,this.map.getPixelRatio(),this.scheme),n=this.map._requestManager.transformRequest(r,\"Tile\");t.neighboringTiles=this._getNeighboringTiles(t.tileID),t.abortController=new AbortController;try{const r=yield p.getImage(n,t.abortController,this.map._refreshExpiredTiles);if(delete t.abortController,t.aborted)return void(t.state=\"unloaded\");if(r&&r.data){const n=r.data;this.map._refreshExpiredTiles&&r.cacheControl&&r.expires&&t.setExpiryData({cacheControl:r.cacheControl,expires:r.expires});const i=e.b(n)&&e.U()?n:yield this.readImageNow(n),a={type:this.type,uid:t.uid,source:this.id,rawImageData:i,encoding:this.encoding,redFactor:this.redFactor,greenFactor:this.greenFactor,blueFactor:this.blueFactor,baseShift:this.baseShift};if(!t.actor||\"expired\"===t.state){t.actor=this.dispatcher.getActor();const e=yield t.actor.sendAsync({type:\"LDT\",data:a});t.dem=e,t.needsHillshadePrepare=!0,t.needsTerrainPrepare=!0,t.state=\"loaded\"}}}catch(e){if(delete t.abortController,t.aborted)t.state=\"unloaded\";else if(e)throw t.state=\"errored\",e}}))}readImageNow(t){return e._(this,void 0,void 0,(function*(){if(\"undefined\"!=typeof VideoFrame&&e.V()){const r=t.width+2,n=t.height+2;try{return new e.R({width:r,height:n},yield e.W(t,-1,-1,r,n))}catch(t){}}return a.getImageData(t,1)}))}_getNeighboringTiles(t){const r=t.canonical,n=Math.pow(2,r.z),i=(r.x-1+n)%n,a=0===r.x?t.wrap-1:t.wrap,o=(r.x+1+n)%n,s=r.x+1===n?t.wrap+1:t.wrap,l={};return l[new e.S(t.overscaledZ,a,r.z,i,r.y).key]={backfilled:!1},l[new e.S(t.overscaledZ,s,r.z,o,r.y).key]={backfilled:!1},r.y>0&&(l[new e.S(t.overscaledZ,a,r.z,i,r.y-1).key]={backfilled:!1},l[new e.S(t.overscaledZ,t.wrap,r.z,r.x,r.y-1).key]={backfilled:!1},l[new e.S(t.overscaledZ,s,r.z,o,r.y-1).key]={backfilled:!1}),r.y+1<n&&(l[new e.S(t.overscaledZ,a,r.z,i,r.y+1).key]={backfilled:!1},l[new e.S(t.overscaledZ,t.wrap,r.z,r.x,r.y+1).key]={backfilled:!1},l[new e.S(t.overscaledZ,s,r.z,o,r.y+1).key]={backfilled:!1}),l}unloadTile(t){return e._(this,void 0,void 0,(function*(){t.demTexture&&this.map.painter.saveTileTexture(t.demTexture),t.fbo&&(t.fbo.destroy(),delete t.fbo),t.dem&&delete t.dem,delete t.neighboringTiles,t.state=\"unloaded\",t.actor&&(yield t.actor.sendAsync({type:\"RDT\",data:{type:this.type,uid:t.uid,source:this.id}}))}))}}class tt extends e.E{constructor(t,r,n,i){super(),this.id=t,this.type=\"geojson\",this.minzoom=0,this.maxzoom=18,this.tileSize=512,this.isTileClipped=!0,this.reparseOverscaled=!0,this._removed=!1,this._pendingLoads=0,this.actor=n.getActor(),this.setEventedParent(i),this._data=r.data,this._options=e.e({},r),this._collectResourceTiming=r.collectResourceTiming,void 0!==r.maxzoom&&(this.maxzoom=r.maxzoom),r.type&&(this.type=r.type),r.attribution&&(this.attribution=r.attribution),this.promoteId=r.promoteId;const a=e.X/this.tileSize;this.workerOptions=e.e({source:this.id,cluster:r.cluster||!1,geojsonVtOptions:{buffer:(void 0!==r.buffer?r.buffer:128)*a,tolerance:(void 0!==r.tolerance?r.tolerance:.375)*a,extent:e.X,maxZoom:this.maxzoom,lineMetrics:r.lineMetrics||!1,generateId:r.generateId||!1},superclusterOptions:{maxZoom:void 0!==r.clusterMaxZoom?r.clusterMaxZoom:this.maxzoom-1,minPoints:Math.max(2,r.clusterMinPoints||2),extent:e.X,radius:(r.clusterRadius||50)*a,log:!1,generateId:r.generateId||!1},clusterProperties:r.clusterProperties,filter:r.filter},r.workerOptions),\"string\"==typeof this.promoteId&&(this.workerOptions.promoteId=this.promoteId)}load(){return e._(this,void 0,void 0,(function*(){yield this._updateWorkerData()}))}onAdd(t){this.map=t,this.load()}setData(t){return this._data=t,this._updateWorkerData(),this}updateData(t){return this._updateWorkerData(t),this}getData(){return e._(this,void 0,void 0,(function*(){const t=e.e({type:this.type},this.workerOptions);return this.actor.sendAsync({type:\"GD\",data:t})}))}setClusterOptions(t){return this.workerOptions.cluster=t.cluster,t&&(void 0!==t.clusterRadius&&(this.workerOptions.superclusterOptions.radius=t.clusterRadius),void 0!==t.clusterMaxZoom&&(this.workerOptions.superclusterOptions.maxZoom=t.clusterMaxZoom)),this._updateWorkerData(),this}getClusterExpansionZoom(t){return this.actor.sendAsync({type:\"GCEZ\",data:{type:this.type,clusterId:t,source:this.id}})}getClusterChildren(t){return this.actor.sendAsync({type:\"GCC\",data:{type:this.type,clusterId:t,source:this.id}})}getClusterLeaves(t,e,r){return this.actor.sendAsync({type:\"GCL\",data:{type:this.type,source:this.id,clusterId:t,limit:e,offset:r}})}_updateWorkerData(t){return e._(this,void 0,void 0,(function*(){const r=e.e({type:this.type},this.workerOptions);t?r.dataDiff=t:\"string\"==typeof this._data?(r.request=this.map._requestManager.transformRequest(a.resolveURL(this._data),\"Source\"),r.request.collectResourceTiming=this._collectResourceTiming):r.data=JSON.stringify(this._data),this._pendingLoads++,this.fire(new e.k(\"dataloading\",{dataType:\"source\"}));try{const t=yield this.actor.sendAsync({type:\"LD\",data:r});if(this._pendingLoads--,this._removed||t.abandoned)return void this.fire(new e.k(\"dataabort\",{dataType:\"source\"}));let n=null;t.resourceTiming&&t.resourceTiming[this.id]&&(n=t.resourceTiming[this.id].slice(0));const i={dataType:\"source\"};this._collectResourceTiming&&n&&n.length>0&&e.e(i,{resourceTiming:n}),this.fire(new e.k(\"data\",Object.assign(Object.assign({},i),{sourceDataType:\"metadata\"}))),this.fire(new e.k(\"data\",Object.assign(Object.assign({},i),{sourceDataType:\"content\"})))}catch(t){if(this._pendingLoads--,this._removed)return void this.fire(new e.k(\"dataabort\",{dataType:\"source\"}));this.fire(new e.j(t))}}))}loaded(){return 0===this._pendingLoads}loadTile(t){return e._(this,void 0,void 0,(function*(){const e=t.actor?\"RT\":\"LT\";t.actor=this.actor;const r={type:this.type,uid:t.uid,tileID:t.tileID,zoom:t.tileID.overscaledZ,maxZoom:this.maxzoom,tileSize:this.tileSize,source:this.id,pixelRatio:this.map.getPixelRatio(),showCollisionBoxes:this.map.showCollisionBoxes,promoteId:this.promoteId};t.abortController=new AbortController;const n=yield this.actor.sendAsync({type:e,data:r},t.abortController);delete t.abortController,t.unloadVectorData(),t.aborted||t.loadVectorData(n,this.map.painter,\"RT\"===e)}))}abortTile(t){return e._(this,void 0,void 0,(function*(){t.abortController&&(t.abortController.abort(),delete t.abortController),t.aborted=!0}))}unloadTile(t){return e._(this,void 0,void 0,(function*(){t.unloadVectorData(),yield this.actor.sendAsync({type:\"RMT\",data:{uid:t.uid,type:this.type,source:this.id}})}))}onRemove(){this._removed=!0,this.actor.sendAsync({type:\"RS\",data:{type:this.type,source:this.id}})}serialize(){return e.e({},this._options,{type:this.type,data:this._data})}hasTransition(){return!1}}var et=e.Y([{name:\"a_pos\",type:\"Int16\",components:2},{name:\"a_texture_pos\",type:\"Int16\",components:2}]);class rt extends e.E{constructor(t,e,r,n){super(),this.id=t,this.dispatcher=r,this.coordinates=e.coordinates,this.type=\"image\",this.minzoom=0,this.maxzoom=22,this.tileSize=512,this.tiles={},this._loaded=!1,this.setEventedParent(n),this.options=e}load(t){return e._(this,void 0,void 0,(function*(){this._loaded=!1,this.fire(new e.k(\"dataloading\",{dataType:\"source\"})),this.url=this.options.url,this._request=new AbortController;try{const e=yield p.getImage(this.map._requestManager.transformRequest(this.url,\"Image\"),this._request);this._request=null,this._loaded=!0,e&&e.data&&(this.image=e.data,t&&(this.coordinates=t),this._finishLoading())}catch(t){this._request=null,this._loaded=!0,this.fire(new e.j(t))}}))}loaded(){return this._loaded}updateImage(t){return t.url?(this._request&&(this._request.abort(),this._request=null),this.options.url=t.url,this.load(t.coordinates).finally((()=>{this.texture=null})),this):this}_finishLoading(){this.map&&(this.setCoordinates(this.coordinates),this.fire(new e.k(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})))}onAdd(t){this.map=t,this.load()}onRemove(){this._request&&(this._request.abort(),this._request=null)}setCoordinates(t){this.coordinates=t;const r=t.map(e.Z.fromLngLat);this.tileID=function(t){let r=1/0,n=1/0,i=-1/0,a=-1/0;for(const e of t)r=Math.min(r,e.x),n=Math.min(n,e.y),i=Math.max(i,e.x),a=Math.max(a,e.y);const o=i-r,s=a-n,l=Math.max(o,s),c=Math.max(0,Math.floor(-Math.log(l)/Math.LN2)),u=Math.pow(2,c);return new e.a1(c,Math.floor((r+i)/2*u),Math.floor((n+a)/2*u))}(r),this.minzoom=this.maxzoom=this.tileID.z;const n=r.map((t=>this.tileID.getTilePoint(t)._round()));return this._boundsArray=new e.$,this._boundsArray.emplaceBack(n[0].x,n[0].y,0,0),this._boundsArray.emplaceBack(n[1].x,n[1].y,e.X,0),this._boundsArray.emplaceBack(n[3].x,n[3].y,0,e.X),this._boundsArray.emplaceBack(n[2].x,n[2].y,e.X,e.X),this.boundsBuffer&&(this.boundsBuffer.destroy(),delete this.boundsBuffer),this.fire(new e.k(\"data\",{dataType:\"source\",sourceDataType:\"content\"})),this}prepare(){if(0===Object.keys(this.tiles).length||!this.image)return;const t=this.map.painter.context,r=t.gl;this.boundsBuffer||(this.boundsBuffer=t.createVertexBuffer(this._boundsArray,et.members)),this.boundsSegments||(this.boundsSegments=e.a0.simpleSegment(0,0,4,2)),this.texture||(this.texture=new w(t,this.image,r.RGBA),this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE));let n=!1;for(const t in this.tiles){const e=this.tiles[t];\"loaded\"!==e.state&&(e.state=\"loaded\",e.texture=this.texture,n=!0)}n&&this.fire(new e.k(\"data\",{dataType:\"source\",sourceDataType:\"idle\",sourceId:this.id}))}loadTile(t){return e._(this,void 0,void 0,(function*(){this.tileID&&this.tileID.equals(t.tileID.canonical)?(this.tiles[String(t.tileID.wrap)]=t,t.buckets={}):t.state=\"errored\"}))}serialize(){return{type:\"image\",url:this.options.url,coordinates:this.coordinates}}hasTransition(){return!1}}class nt extends rt{constructor(t,e,r,n){super(t,e,r,n),this.roundZoom=!0,this.type=\"video\",this.options=e}load(){return e._(this,void 0,void 0,(function*(){this._loaded=!1;const t=this.options;this.urls=[];for(const e of t.urls)this.urls.push(this.map._requestManager.transformRequest(e,\"Source\").url);try{const t=yield e.a3(this.urls);if(this._loaded=!0,!t)return;this.video=t,this.video.loop=!0,this.video.addEventListener(\"playing\",(()=>{this.map.triggerRepaint()})),this.map&&this.video.play(),this._finishLoading()}catch(t){this.fire(new e.j(t))}}))}pause(){this.video&&this.video.pause()}play(){this.video&&this.video.play()}seek(t){if(this.video){const r=this.video.seekable;t<r.start(0)||t>r.end(0)?this.fire(new e.j(new e.a2(`sources.${this.id}`,null,`Playback for this video can be set only between the ${r.start(0)} and ${r.end(0)}-second mark.`))):this.video.currentTime=t}}getVideo(){return this.video}onAdd(t){this.map||(this.map=t,this.load(),this.video&&(this.video.play(),this.setCoordinates(this.coordinates)))}prepare(){if(0===Object.keys(this.tiles).length||this.video.readyState<2)return;const t=this.map.painter.context,r=t.gl;this.boundsBuffer||(this.boundsBuffer=t.createVertexBuffer(this._boundsArray,et.members)),this.boundsSegments||(this.boundsSegments=e.a0.simpleSegment(0,0,4,2)),this.texture?this.video.paused||(this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE),r.texSubImage2D(r.TEXTURE_2D,0,0,0,r.RGBA,r.UNSIGNED_BYTE,this.video)):(this.texture=new w(t,this.video,r.RGBA),this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE));let n=!1;for(const t in this.tiles){const e=this.tiles[t];\"loaded\"!==e.state&&(e.state=\"loaded\",e.texture=this.texture,n=!0)}n&&this.fire(new e.k(\"data\",{dataType:\"source\",sourceDataType:\"idle\",sourceId:this.id}))}serialize(){return{type:\"video\",urls:this.urls,coordinates:this.coordinates}}hasTransition(){return this.video&&!this.video.paused}}class it extends rt{constructor(t,r,n,i){super(t,r,n,i),r.coordinates?Array.isArray(r.coordinates)&&4===r.coordinates.length&&!r.coordinates.some((t=>!Array.isArray(t)||2!==t.length||t.some((t=>\"number\"!=typeof t))))||this.fire(new e.j(new e.a2(`sources.${t}`,null,'\"coordinates\" property must be an array of 4 longitude/latitude array pairs'))):this.fire(new e.j(new e.a2(`sources.${t}`,null,'missing required property \"coordinates\"'))),r.animate&&\"boolean\"!=typeof r.animate&&this.fire(new e.j(new e.a2(`sources.${t}`,null,'optional \"animate\" property must be a boolean value'))),r.canvas?\"string\"==typeof r.canvas||r.canvas instanceof HTMLCanvasElement||this.fire(new e.j(new e.a2(`sources.${t}`,null,'\"canvas\" must be either a string representing the ID of the canvas element from which to read, or an HTMLCanvasElement instance'))):this.fire(new e.j(new e.a2(`sources.${t}`,null,'missing required property \"canvas\"'))),this.options=r,this.animate=void 0===r.animate||r.animate}load(){return e._(this,void 0,void 0,(function*(){this._loaded=!0,this.canvas||(this.canvas=this.options.canvas instanceof HTMLCanvasElement?this.options.canvas:document.getElementById(this.options.canvas)),this.width=this.canvas.width,this.height=this.canvas.height,this._hasInvalidDimensions()?this.fire(new e.j(new Error(\"Canvas dimensions cannot be less than or equal to zero.\"))):(this.play=function(){this._playing=!0,this.map.triggerRepaint()},this.pause=function(){this._playing&&(this.prepare(),this._playing=!1)},this._finishLoading())}))}getCanvas(){return this.canvas}onAdd(t){this.map=t,this.load(),this.canvas&&this.animate&&this.play()}onRemove(){this.pause()}prepare(){let t=!1;if(this.canvas.width!==this.width&&(this.width=this.canvas.width,t=!0),this.canvas.height!==this.height&&(this.height=this.canvas.height,t=!0),this._hasInvalidDimensions())return;if(0===Object.keys(this.tiles).length)return;const r=this.map.painter.context,n=r.gl;this.boundsBuffer||(this.boundsBuffer=r.createVertexBuffer(this._boundsArray,et.members)),this.boundsSegments||(this.boundsSegments=e.a0.simpleSegment(0,0,4,2)),this.texture?(t||this._playing)&&this.texture.update(this.canvas,{premultiply:!0}):this.texture=new w(r,this.canvas,n.RGBA,{premultiply:!0});let i=!1;for(const t in this.tiles){const e=this.tiles[t];\"loaded\"!==e.state&&(e.state=\"loaded\",e.texture=this.texture,i=!0)}i&&this.fire(new e.k(\"data\",{dataType:\"source\",sourceDataType:\"idle\",sourceId:this.id}))}serialize(){return{type:\"canvas\",coordinates:this.coordinates}}hasTransition(){return this._playing}_hasInvalidDimensions(){for(const t of[this.canvas.width,this.canvas.height])if(isNaN(t)||t<=0)return!0;return!1}}const at={},ot=t=>{switch(t){case\"geojson\":return tt;case\"image\":return rt;case\"raster\":return K;case\"raster-dem\":return Q;case\"vector\":return J;case\"video\":return nt;case\"canvas\":return it}return at[t]};const st=\"RTLPluginLoaded\";class lt extends e.E{constructor(){super(...arguments),this.status=\"unavailable\",this.url=null,this.dispatcher=H()}_syncState(t){return this.status=t,this.dispatcher.broadcast(\"SRPS\",{pluginStatus:t,pluginURL:this.url}).catch((t=>{throw this.status=\"error\",t}))}getRTLTextPluginStatus(){return this.status}clearRTLTextPlugin(){this.status=\"unavailable\",this.url=null}setRTLTextPlugin(t){return e._(this,arguments,void 0,(function*(t,e=!1){if(this.url)throw new Error(\"setRTLTextPlugin cannot be called multiple times.\");if(this.url=a.resolveURL(t),!this.url)throw new Error(`requested url ${t} is invalid`);if(\"unavailable\"===this.status){if(!e)return this._requestImport();this.status=\"deferred\",this._syncState(this.status)}else if(\"requested\"===this.status)return this._requestImport()}))}_requestImport(){return e._(this,void 0,void 0,(function*(){yield this._syncState(\"loading\"),this.status=\"loaded\",this.fire(new e.k(st))}))}lazyLoad(){\"unavailable\"===this.status?this.status=\"requested\":\"deferred\"===this.status&&this._requestImport()}}let ct=null;function ut(){return ct||(ct=new lt),ct}class ht{constructor(t,r){this.timeAdded=0,this.fadeEndTime=0,this.tileID=t,this.uid=e.a4(),this.uses=0,this.tileSize=r,this.buckets={},this.expirationTime=null,this.queryPadding=0,this.hasSymbolBuckets=!1,this.hasRTLText=!1,this.dependencies={},this.rtt=[],this.rttCoords={},this.expiredRequestCount=0,this.state=\"loading\"}registerFadeDuration(t){const e=t+this.timeAdded;e<this.fadeEndTime||(this.fadeEndTime=e)}wasRequested(){return\"errored\"===this.state||\"loaded\"===this.state||\"reloading\"===this.state}clearTextures(t){this.demTexture&&t.saveTileTexture(this.demTexture),this.demTexture=null}loadVectorData(t,r,n){if(this.hasData()&&this.unloadVectorData(),this.state=\"loaded\",t){t.featureIndex&&(this.latestFeatureIndex=t.featureIndex,t.rawTileData?(this.latestRawTileData=t.rawTileData,this.latestFeatureIndex.rawTileData=t.rawTileData):this.latestRawTileData&&(this.latestFeatureIndex.rawTileData=this.latestRawTileData)),this.collisionBoxArray=t.collisionBoxArray,this.buckets=function(t,e){const r={};if(!e)return r;for(const n of t){const t=n.layerIds.map((t=>e.getLayer(t))).filter(Boolean);if(0!==t.length){n.layers=t,n.stateDependentLayerIds&&(n.stateDependentLayers=n.stateDependentLayerIds.map((e=>t.filter((t=>t.id===e))[0])));for(const e of t)r[e.id]=n}}return r}(t.buckets,r.style),this.hasSymbolBuckets=!1;for(const t in this.buckets){const r=this.buckets[t];if(r instanceof e.a6){if(this.hasSymbolBuckets=!0,!n)break;r.justReloaded=!0}}if(this.hasRTLText=!1,this.hasSymbolBuckets)for(const t in this.buckets){const r=this.buckets[t];if(r instanceof e.a6&&r.hasRTLText){this.hasRTLText=!0,ut().lazyLoad();break}}this.queryPadding=0;for(const t in this.buckets){const e=this.buckets[t];this.queryPadding=Math.max(this.queryPadding,r.style.getLayer(t).queryRadius(e))}t.imageAtlas&&(this.imageAtlas=t.imageAtlas),t.glyphAtlasImage&&(this.glyphAtlasImage=t.glyphAtlasImage)}else this.collisionBoxArray=new e.a5}unloadVectorData(){for(const t in this.buckets)this.buckets[t].destroy();this.buckets={},this.imageAtlasTexture&&this.imageAtlasTexture.destroy(),this.imageAtlas&&(this.imageAtlas=null),this.glyphAtlasTexture&&this.glyphAtlasTexture.destroy(),this.latestFeatureIndex=null,this.state=\"unloaded\"}getBucket(t){return this.buckets[t.id]}upload(t){for(const e in this.buckets){const r=this.buckets[e];r.uploadPending()&&r.upload(t)}const e=t.gl;this.imageAtlas&&!this.imageAtlas.uploaded&&(this.imageAtlasTexture=new w(t,this.imageAtlas.image,e.RGBA),this.imageAtlas.uploaded=!0),this.glyphAtlasImage&&(this.glyphAtlasTexture=new w(t,this.glyphAtlasImage,e.ALPHA),this.glyphAtlasImage=null)}prepare(t){this.imageAtlas&&this.imageAtlas.patchUpdatedImages(t,this.imageAtlasTexture)}queryRenderedFeatures(t,e,r,n,i,a,o,s,l,c){return this.latestFeatureIndex&&this.latestFeatureIndex.rawTileData?this.latestFeatureIndex.query({queryGeometry:n,cameraQueryGeometry:i,scale:a,tileSize:this.tileSize,pixelPosMatrix:c,transform:s,params:o,queryPadding:this.queryPadding*l},t,e,r):{}}querySourceFeatures(t,r){const n=this.latestFeatureIndex;if(!n||!n.rawTileData)return;const i=n.loadVTLayers(),a=r&&r.sourceLayer?r.sourceLayer:\"\",o=i._geojsonTileLayer||i[a];if(!o)return;const s=e.a7(r&&r.filter),{z:l,x:c,y:u}=this.tileID.canonical,h={z:l,x:c,y:u};for(let r=0;r<o.length;r++){const i=o.feature(r);if(s.needGeometry){const t=e.a8(i,!0);if(!s.filter(new e.a9(this.tileID.overscaledZ),t,this.tileID.canonical))continue}else if(!s.filter(new e.a9(this.tileID.overscaledZ),i))continue;const f=n.getId(i,a),p=new e.aa(i,l,c,u,f);p.tile=h,t.push(p)}}hasData(){return\"loaded\"===this.state||\"reloading\"===this.state||\"expired\"===this.state}patternsLoaded(){return this.imageAtlas&&!!Object.keys(this.imageAtlas.patternPositions).length}setExpiryData(t){const r=this.expirationTime;if(t.cacheControl){const r=e.ab(t.cacheControl);r[\"max-age\"]&&(this.expirationTime=Date.now()+1e3*r[\"max-age\"])}else t.expires&&(this.expirationTime=new Date(t.expires).getTime());if(this.expirationTime){const t=Date.now();let e=!1;if(this.expirationTime>t)e=!1;else if(r)if(this.expirationTime<r)e=!0;else{const n=this.expirationTime-r;n?this.expirationTime=t+Math.max(n,3e4):e=!0}else e=!0;e?(this.expiredRequestCount++,this.state=\"expired\"):this.expiredRequestCount=0}}getExpiryTimeout(){if(this.expirationTime)return this.expiredRequestCount?1e3*(1<<Math.min(this.expiredRequestCount-1,31)):Math.min(this.expirationTime-(new Date).getTime(),Math.pow(2,31)-1)}setFeatureState(t,e){if(!this.latestFeatureIndex||!this.latestFeatureIndex.rawTileData||0===Object.keys(t).length)return;const r=this.latestFeatureIndex.loadVTLayers();for(const n in this.buckets){if(!e.style.hasLayer(n))continue;const i=this.buckets[n],a=i.layers[0].sourceLayer||\"_geojsonTileLayer\",o=r[a],s=t[a];if(!o||!s||0===Object.keys(s).length)continue;i.update(s,o,this.imageAtlas&&this.imageAtlas.patternPositions||{});const l=e&&e.style&&e.style.getLayer(n);l&&(this.queryPadding=Math.max(this.queryPadding,l.queryRadius(i)))}}holdingForFade(){return void 0!==this.symbolFadeHoldUntil}symbolFadeFinished(){return!this.symbolFadeHoldUntil||this.symbolFadeHoldUntil<a.now()}clearFadeHold(){this.symbolFadeHoldUntil=void 0}setHoldDuration(t){this.symbolFadeHoldUntil=a.now()+t}setDependencies(t,e){const r={};for(const t of e)r[t]=!0;this.dependencies[t]=r}hasDependency(t,e){for(const r of t){const t=this.dependencies[r];if(t)for(const r of e)if(t[r])return!0}return!1}}class ft{constructor(t,e){this.max=t,this.onRemove=e,this.reset()}reset(){for(const t in this.data)for(const e of this.data[t])e.timeout&&clearTimeout(e.timeout),this.onRemove(e.value);return this.data={},this.order=[],this}add(t,e,r){const n=t.wrapped().key;void 0===this.data[n]&&(this.data[n]=[]);const i={value:e,timeout:void 0};if(void 0!==r&&(i.timeout=setTimeout((()=>{this.remove(t,i)}),r)),this.data[n].push(i),this.order.push(n),this.order.length>this.max){const t=this._getAndRemoveByKey(this.order[0]);t&&this.onRemove(t)}return this}has(t){return t.wrapped().key in this.data}getAndRemove(t){return this.has(t)?this._getAndRemoveByKey(t.wrapped().key):null}_getAndRemoveByKey(t){const e=this.data[t].shift();return e.timeout&&clearTimeout(e.timeout),0===this.data[t].length&&delete this.data[t],this.order.splice(this.order.indexOf(t),1),e.value}getByKey(t){const e=this.data[t];return e?e[0].value:null}get(t){return this.has(t)?this.data[t.wrapped().key][0].value:null}remove(t,e){if(!this.has(t))return this;const r=t.wrapped().key,n=void 0===e?0:this.data[r].indexOf(e),i=this.data[r][n];return this.data[r].splice(n,1),i.timeout&&clearTimeout(i.timeout),0===this.data[r].length&&delete this.data[r],this.onRemove(i.value),this.order.splice(this.order.indexOf(r),1),this}setMaxSize(t){for(this.max=t;this.order.length>this.max;){const t=this._getAndRemoveByKey(this.order[0]);t&&this.onRemove(t)}return this}filter(t){const e=[];for(const r in this.data)for(const n of this.data[r])t(n.value)||e.push(n);for(const t of e)this.remove(t.value.tileID,t)}}class pt{constructor(){this.state={},this.stateChanges={},this.deletedStates={}}updateState(t,r,n){const i=String(r);if(this.stateChanges[t]=this.stateChanges[t]||{},this.stateChanges[t][i]=this.stateChanges[t][i]||{},e.e(this.stateChanges[t][i],n),null===this.deletedStates[t]){this.deletedStates[t]={};for(const e in this.state[t])e!==i&&(this.deletedStates[t][e]=null)}else if(this.deletedStates[t]&&null===this.deletedStates[t][i]){this.deletedStates[t][i]={};for(const e in this.state[t][i])n[e]||(this.deletedStates[t][i][e]=null)}else for(const e in n)this.deletedStates[t]&&this.deletedStates[t][i]&&null===this.deletedStates[t][i][e]&&delete this.deletedStates[t][i][e]}removeFeatureState(t,e,r){if(null===this.deletedStates[t])return;const n=String(e);if(this.deletedStates[t]=this.deletedStates[t]||{},r&&void 0!==e)null!==this.deletedStates[t][n]&&(this.deletedStates[t][n]=this.deletedStates[t][n]||{},this.deletedStates[t][n][r]=null);else if(void 0!==e)if(this.stateChanges[t]&&this.stateChanges[t][n])for(r in this.deletedStates[t][n]={},this.stateChanges[t][n])this.deletedStates[t][n][r]=null;else this.deletedStates[t][n]=null;else this.deletedStates[t]=null}getState(t,r){const n=String(r),i=this.state[t]||{},a=this.stateChanges[t]||{},o=e.e({},i[n],a[n]);if(null===this.deletedStates[t])return{};if(this.deletedStates[t]){const e=this.deletedStates[t][r];if(null===e)return{};for(const t in e)delete o[t]}return o}initializeTileState(t,e){t.setFeatureState(this.state,e)}coalesceChanges(t,r){const n={};for(const t in this.stateChanges){this.state[t]=this.state[t]||{};const r={};for(const n in this.stateChanges[t])this.state[t][n]||(this.state[t][n]={}),e.e(this.state[t][n],this.stateChanges[t][n]),r[n]=this.state[t][n];n[t]=r}for(const t in this.deletedStates){this.state[t]=this.state[t]||{};const r={};if(null===this.deletedStates[t])for(const e in this.state[t])r[e]={},this.state[t][e]={};else for(const e in this.deletedStates[t]){if(null===this.deletedStates[t][e])this.state[t][e]={};else for(const r of Object.keys(this.deletedStates[t][e]))delete this.state[t][e][r];r[e]=this.state[t][e]}n[t]=n[t]||{},e.e(n[t],r)}if(this.stateChanges={},this.deletedStates={},0!==Object.keys(n).length)for(const e in t)t[e].setFeatureState(n,r)}}class dt extends e.E{constructor(t,e,r){super(),this.id=t,this.dispatcher=r,this.on(\"data\",(t=>this._dataHandler(t))),this.on(\"dataloading\",(()=>{this._sourceErrored=!1})),this.on(\"error\",(()=>{this._sourceErrored=this._source.loaded()})),this._source=((t,e,r,n)=>{const i=new(ot(e.type))(t,e,r,n);if(i.id!==t)throw new Error(`Expected Source id to be ${t} instead of ${i.id}`);return i})(t,e,r,this),this._tiles={},this._cache=new ft(0,(t=>this._unloadTile(t))),this._timers={},this._cacheTimers={},this._maxTileCacheSize=null,this._maxTileCacheZoomLevels=null,this._loadedParentTiles={},this._coveredTiles={},this._state=new pt,this._didEmitContent=!1,this._updated=!1}onAdd(t){this.map=t,this._maxTileCacheSize=t?t._maxTileCacheSize:null,this._maxTileCacheZoomLevels=t?t._maxTileCacheZoomLevels:null,this._source&&this._source.onAdd&&this._source.onAdd(t)}onRemove(t){this.clearTiles(),this._source&&this._source.onRemove&&this._source.onRemove(t)}loaded(){if(this._sourceErrored)return!0;if(!this._sourceLoaded)return!1;if(!this._source.loaded())return!1;if(!(void 0===this.used&&void 0===this.usedForTerrain||this.used||this.usedForTerrain))return!0;if(!this._updated)return!1;for(const t in this._tiles){const e=this._tiles[t];if(\"loaded\"!==e.state&&\"errored\"!==e.state)return!1}return!0}getSource(){return this._source}pause(){this._paused=!0}resume(){if(!this._paused)return;const t=this._shouldReloadOnResume;this._paused=!1,this._shouldReloadOnResume=!1,t&&this.reload(),this.transform&&this.update(this.transform,this.terrain)}_loadTile(t,r,n){return e._(this,void 0,void 0,(function*(){try{yield this._source.loadTile(t),this._tileLoaded(t,r,n)}catch(r){t.state=\"errored\",404!==r.status?this._source.fire(new e.j(r,{tile:t})):this.update(this.transform,this.terrain)}}))}_unloadTile(t){this._source.unloadTile&&this._source.unloadTile(t)}_abortTile(t){this._source.abortTile&&this._source.abortTile(t),this._source.fire(new e.k(\"dataabort\",{tile:t,coord:t.tileID,dataType:\"source\"}))}serialize(){return this._source.serialize()}prepare(t){this._source.prepare&&this._source.prepare(),this._state.coalesceChanges(this._tiles,this.map?this.map.painter:null);for(const e in this._tiles){const r=this._tiles[e];r.upload(t),r.prepare(this.map.style.imageManager)}}getIds(){return Object.values(this._tiles).map((t=>t.tileID)).sort(mt).map((t=>t.key))}getRenderableIds(t){const r=[];for(const e in this._tiles)this._isIdRenderable(e,t)&&r.push(this._tiles[e]);return t?r.sort(((t,r)=>{const n=t.tileID,i=r.tileID,a=new e.P(n.canonical.x,n.canonical.y)._rotate(this.transform.angle),o=new e.P(i.canonical.x,i.canonical.y)._rotate(this.transform.angle);return n.overscaledZ-i.overscaledZ||o.y-a.y||o.x-a.x})).map((t=>t.tileID.key)):r.map((t=>t.tileID)).sort(mt).map((t=>t.key))}hasRenderableParent(t){const e=this.findLoadedParent(t,0);return!!e&&this._isIdRenderable(e.tileID.key)}_isIdRenderable(t,e){return this._tiles[t]&&this._tiles[t].hasData()&&!this._coveredTiles[t]&&(e||!this._tiles[t].holdingForFade())}reload(){if(this._paused)this._shouldReloadOnResume=!0;else{this._cache.reset();for(const t in this._tiles)\"errored\"!==this._tiles[t].state&&this._reloadTile(t,\"reloading\")}}_reloadTile(t,r){return e._(this,void 0,void 0,(function*(){const e=this._tiles[t];e&&(\"loading\"!==e.state&&(e.state=r),yield this._loadTile(e,t,r))}))}_tileLoaded(t,r,n){t.timeAdded=a.now(),\"expired\"===n&&(t.refreshedUponExpiration=!0),this._setTileReloadTimer(r,t),\"raster-dem\"===this.getSource().type&&t.dem&&this._backfillDEM(t),this._state.initializeTileState(t,this.map?this.map.painter:null),t.aborted||this._source.fire(new e.k(\"data\",{dataType:\"source\",tile:t,coord:t.tileID}))}_backfillDEM(t){const e=this.getRenderableIds();for(let n=0;n<e.length;n++){const i=e[n];if(t.neighboringTiles&&t.neighboringTiles[i]){const e=this.getTileByID(i);r(t,e),r(e,t)}}function r(t,e){t.needsHillshadePrepare=!0,t.needsTerrainPrepare=!0;let r=e.tileID.canonical.x-t.tileID.canonical.x;const n=e.tileID.canonical.y-t.tileID.canonical.y,i=Math.pow(2,t.tileID.canonical.z),a=e.tileID.key;0===r&&0===n||Math.abs(n)>1||(Math.abs(r)>1&&(1===Math.abs(r+i)?r+=i:1===Math.abs(r-i)&&(r-=i)),e.dem&&t.dem&&(t.dem.backfillBorder(e.dem,r,n),t.neighboringTiles&&t.neighboringTiles[a]&&(t.neighboringTiles[a].backfilled=!0)))}}getTile(t){return this.getTileByID(t.key)}getTileByID(t){return this._tiles[t]}_retainLoadedChildren(t,e,r,n){for(const i in this._tiles){let a=this._tiles[i];if(n[i]||!a.hasData()||a.tileID.overscaledZ<=e||a.tileID.overscaledZ>r)continue;let o=a.tileID;for(;a&&a.tileID.overscaledZ>e+1;){const t=a.tileID.scaledTo(a.tileID.overscaledZ-1);a=this._tiles[t.key],a&&a.hasData()&&(o=t)}let s=o;for(;s.overscaledZ>e;)if(s=s.scaledTo(s.overscaledZ-1),t[s.key]){n[o.key]=o;break}}}findLoadedParent(t,e){if(t.key in this._loadedParentTiles){const r=this._loadedParentTiles[t.key];return r&&r.tileID.overscaledZ>=e?r:null}for(let r=t.overscaledZ-1;r>=e;r--){const e=t.scaledTo(r),n=this._getLoadedTile(e);if(n)return n}}findLoadedSibling(t){return this._getLoadedTile(t)}_getLoadedTile(t){const e=this._tiles[t.key];return e&&e.hasData()?e:this._cache.getByKey(t.wrapped().key)}updateCacheSize(t){const r=(Math.ceil(t.width/this._source.tileSize)+1)*(Math.ceil(t.height/this._source.tileSize)+1),n=null===this._maxTileCacheZoomLevels?e.a.MAX_TILE_CACHE_ZOOM_LEVELS:this._maxTileCacheZoomLevels,i=Math.floor(r*n),a=\"number\"==typeof this._maxTileCacheSize?Math.min(this._maxTileCacheSize,i):i;this._cache.setMaxSize(a)}handleWrapJump(t){const e=(t-(void 0===this._prevLng?t:this._prevLng))/360,r=Math.round(e);if(this._prevLng=t,r){const t={};for(const e in this._tiles){const n=this._tiles[e];n.tileID=n.tileID.unwrapTo(n.tileID.wrap+r),t[n.tileID.key]=n}this._tiles=t;for(const t in this._timers)clearTimeout(this._timers[t]),delete this._timers[t];for(const t in this._tiles){const e=this._tiles[t];this._setTileReloadTimer(t,e)}}}_updateCoveredAndRetainedTiles(t,e,r,n,i,o){const s={},l={},c=Object.keys(t),u=a.now();for(const r of c){const n=t[r],i=this._tiles[r];if(!i||0!==i.fadeEndTime&&i.fadeEndTime<=u)continue;const a=this.findLoadedParent(n,e),o=this.findLoadedSibling(n),c=a||o||null;c&&(this._addTile(c.tileID),s[c.tileID.key]=c.tileID),l[r]=n}this._retainLoadedChildren(l,n,r,t);for(const e in s)t[e]||(this._coveredTiles[e]=!0,t[e]=s[e]);if(o){const e={},r={};for(const t of i)this._tiles[t.key].hasData()?e[t.key]=t:r[t.key]=t;for(const n in r){const i=r[n].children(this._source.maxzoom);this._tiles[i[0].key]&&this._tiles[i[1].key]&&this._tiles[i[2].key]&&this._tiles[i[3].key]&&(e[i[0].key]=t[i[0].key]=i[0],e[i[1].key]=t[i[1].key]=i[1],e[i[2].key]=t[i[2].key]=i[2],e[i[3].key]=t[i[3].key]=i[3],delete r[n])}for(const n in r){const i=r[n],a=this.findLoadedParent(i,this._source.minzoom),o=this.findLoadedSibling(i),s=a||o||null;if(s){e[s.tileID.key]=t[s.tileID.key]=s.tileID;for(const t in e)e[t].isChildOf(s.tileID)&&delete e[t]}}for(const t in this._tiles)e[t]||(this._coveredTiles[t]=!0)}}update(t,r){if(!this._sourceLoaded||this._paused)return;let n;this.transform=t,this.terrain=r,this.updateCacheSize(t),this.handleWrapJump(this.transform.center.lng),this._coveredTiles={},this.used||this.usedForTerrain?this._source.tileID?n=t.getVisibleUnwrappedCoordinates(this._source.tileID).map((t=>new e.S(t.canonical.z,t.wrap,t.canonical.z,t.canonical.x,t.canonical.y))):(n=t.coveringTiles({tileSize:this.usedForTerrain?this.tileSize:this._source.tileSize,minzoom:this._source.minzoom,maxzoom:this._source.maxzoom,roundZoom:!this.usedForTerrain&&this._source.roundZoom,reparseOverscaled:this._source.reparseOverscaled,terrain:r}),this._source.hasTile&&(n=n.filter((t=>this._source.hasTile(t))))):n=[];const i=t.coveringZoomLevel(this._source),a=Math.max(i-dt.maxOverzooming,this._source.minzoom),o=Math.max(i+dt.maxUnderzooming,this._source.minzoom);if(this.usedForTerrain){const t={};for(const e of n)if(e.canonical.z>this._source.minzoom){const r=e.scaledTo(e.canonical.z-1);t[r.key]=r;const n=e.scaledTo(Math.max(this._source.minzoom,Math.min(e.canonical.z,5)));t[n.key]=n}n=n.concat(Object.values(t))}const s=0===n.length&&!this._updated&&this._didEmitContent;this._updated=!0,s&&this.fire(new e.k(\"data\",{sourceDataType:\"idle\",dataType:\"source\",sourceId:this.id}));const l=this._updateRetainedTiles(n,i);gt(this._source.type)&&this._updateCoveredAndRetainedTiles(l,a,o,i,n,r);for(const t in l)this._tiles[t].clearFadeHold();const c=e.ac(this._tiles,l);for(const t of c){const e=this._tiles[t];e.hasSymbolBuckets&&!e.holdingForFade()?e.setHoldDuration(this.map._fadeDuration):e.hasSymbolBuckets&&!e.symbolFadeFinished()||this._removeTile(t)}this._updateLoadedParentTileCache(),this._updateLoadedSiblingTileCache()}releaseSymbolFadeTiles(){for(const t in this._tiles)this._tiles[t].holdingForFade()&&this._removeTile(t)}_updateRetainedTiles(t,e){var r;const n={},i={},a=Math.max(e-dt.maxOverzooming,this._source.minzoom),o=Math.max(e+dt.maxUnderzooming,this._source.minzoom),s={};for(const r of t){const t=this._addTile(r);n[r.key]=r,t.hasData()||e<this._source.maxzoom&&(s[r.key]=r)}this._retainLoadedChildren(s,e,o,n);for(const o of t){let t=this._tiles[o.key];if(t.hasData())continue;if(e+1>this._source.maxzoom){const t=o.children(this._source.maxzoom)[0],e=this.getTile(t);if(e&&e.hasData()){n[t.key]=t;continue}}else{const t=o.children(this._source.maxzoom);if(n[t[0].key]&&n[t[1].key]&&n[t[2].key]&&n[t[3].key])continue}let s=t.wasRequested();for(let e=o.overscaledZ-1;e>=a;--e){const a=o.scaledTo(e);if(i[a.key])break;if(i[a.key]=!0,t=this.getTile(a),!t&&s&&(t=this._addTile(a)),t){const e=t.hasData();if((e||!(null===(r=this.map)||void 0===r?void 0:r.cancelPendingTileRequestsWhileZooming)||s)&&(n[a.key]=a),s=t.wasRequested(),e)break}}}return n}_updateLoadedParentTileCache(){this._loadedParentTiles={};for(const t in this._tiles){const e=[];let r,n=this._tiles[t].tileID;for(;n.overscaledZ>0;){if(n.key in this._loadedParentTiles){r=this._loadedParentTiles[n.key];break}e.push(n.key);const t=n.scaledTo(n.overscaledZ-1);if(r=this._getLoadedTile(t),r)break;n=t}for(const t of e)this._loadedParentTiles[t]=r}}_updateLoadedSiblingTileCache(){this._loadedSiblingTiles={};for(const t in this._tiles){const e=this._tiles[t].tileID,r=this._getLoadedTile(e);this._loadedSiblingTiles[e.key]=r}}_addTile(t){let r=this._tiles[t.key];if(r)return r;r=this._cache.getAndRemove(t),r&&(this._setTileReloadTimer(t.key,r),r.tileID=t,this._state.initializeTileState(r,this.map?this.map.painter:null),this._cacheTimers[t.key]&&(clearTimeout(this._cacheTimers[t.key]),delete this._cacheTimers[t.key],this._setTileReloadTimer(t.key,r)));const n=r;return r||(r=new ht(t,this._source.tileSize*t.overscaleFactor()),this._loadTile(r,t.key,r.state)),r.uses++,this._tiles[t.key]=r,n||this._source.fire(new e.k(\"dataloading\",{tile:r,coord:r.tileID,dataType:\"source\"})),r}_setTileReloadTimer(t,e){t in this._timers&&(clearTimeout(this._timers[t]),delete this._timers[t]);const r=e.getExpiryTimeout();r&&(this._timers[t]=setTimeout((()=>{this._reloadTile(t,\"expired\"),delete this._timers[t]}),r))}_removeTile(t){const e=this._tiles[t];e&&(e.uses--,delete this._tiles[t],this._timers[t]&&(clearTimeout(this._timers[t]),delete this._timers[t]),e.uses>0||(e.hasData()&&\"reloading\"!==e.state?this._cache.add(e.tileID,e,e.getExpiryTimeout()):(e.aborted=!0,this._abortTile(e),this._unloadTile(e))))}_dataHandler(t){const e=t.sourceDataType;\"source\"===t.dataType&&\"metadata\"===e&&(this._sourceLoaded=!0),this._sourceLoaded&&!this._paused&&\"source\"===t.dataType&&\"content\"===e&&(this.reload(),this.transform&&this.update(this.transform,this.terrain),this._didEmitContent=!0)}clearTiles(){this._shouldReloadOnResume=!1,this._paused=!1;for(const t in this._tiles)this._removeTile(t);this._cache.reset()}tilesIn(t,r,n){const i=[],a=this.transform;if(!a)return i;const o=n?a.getCameraQueryGeometry(t):t,s=t.map((t=>a.pointCoordinate(t,this.terrain))),l=o.map((t=>a.pointCoordinate(t,this.terrain))),c=this.getIds();let u=1/0,h=1/0,f=-1/0,p=-1/0;for(const t of l)u=Math.min(u,t.x),h=Math.min(h,t.y),f=Math.max(f,t.x),p=Math.max(p,t.y);for(let t=0;t<c.length;t++){const n=this._tiles[c[t]];if(n.holdingForFade())continue;const o=n.tileID,d=Math.pow(2,a.zoom-n.tileID.overscaledZ),m=r*n.queryPadding*e.X/n.tileSize/d,g=[o.getTilePoint(new e.Z(u,h)),o.getTilePoint(new e.Z(f,p))];if(g[0].x-m<e.X&&g[0].y-m<e.X&&g[1].x+m>=0&&g[1].y+m>=0){const t=s.map((t=>o.getTilePoint(t))),e=l.map((t=>o.getTilePoint(t)));i.push({tile:n,tileID:o,queryGeometry:t,cameraQueryGeometry:e,scale:d})}}return i}getVisibleCoordinates(t){const e=this.getRenderableIds(t).map((t=>this._tiles[t].tileID));for(const t of e)t.posMatrix=this.transform.calculatePosMatrix(t.toUnwrapped());return e}hasTransition(){if(this._source.hasTransition())return!0;if(gt(this._source.type)){const t=a.now();for(const e in this._tiles)if(this._tiles[e].fadeEndTime>=t)return!0}return!1}setFeatureState(t,e,r){t=t||\"_geojsonTileLayer\",this._state.updateState(t,e,r)}removeFeatureState(t,e,r){t=t||\"_geojsonTileLayer\",this._state.removeFeatureState(t,e,r)}getFeatureState(t,e){return t=t||\"_geojsonTileLayer\",this._state.getState(t,e)}setDependencies(t,e,r){const n=this._tiles[t];n&&n.setDependencies(e,r)}reloadTilesForDependencies(t,e){for(const r in this._tiles)this._tiles[r].hasDependency(t,e)&&this._reloadTile(r,\"reloading\");this._cache.filter((r=>!r.hasDependency(t,e)))}}function mt(t,e){const r=Math.abs(2*t.wrap)-+(t.wrap<0),n=Math.abs(2*e.wrap)-+(e.wrap<0);return t.overscaledZ-e.overscaledZ||n-r||e.canonical.y-t.canonical.y||e.canonical.x-t.canonical.x}function gt(t){return\"raster\"===t||\"image\"===t||\"video\"===t}dt.maxOverzooming=10,dt.maxUnderzooming=3;class yt{constructor(t,e){this.reset(t,e)}reset(t,e){this.points=t||[],this._distances=[0];for(let t=1;t<this.points.length;t++)this._distances[t]=this._distances[t-1]+this.points[t].dist(this.points[t-1]);this.length=this._distances[this._distances.length-1],this.padding=Math.min(e||0,.5*this.length),this.paddedLength=this.length-2*this.padding}lerp(t){if(1===this.points.length)return this.points[0];t=e.ad(t,0,1);let r=1,n=this._distances[r];const i=t*this.paddedLength+this.padding;for(;n<i&&r<this._distances.length;)n=this._distances[++r];const a=r-1,o=this._distances[a],s=n-o,l=s>0?(i-o)/s:0;return this.points[a].mult(1-l).add(this.points[r].mult(l))}}function vt(t,e){let r=!0;return\"always\"===t||\"never\"!==t&&\"never\"!==e||(r=!1),r}class xt{constructor(t,e,r){const n=this.boxCells=[],i=this.circleCells=[];this.xCellCount=Math.ceil(t/r),this.yCellCount=Math.ceil(e/r);for(let t=0;t<this.xCellCount*this.yCellCount;t++)n.push([]),i.push([]);this.circleKeys=[],this.boxKeys=[],this.bboxes=[],this.circles=[],this.width=t,this.height=e,this.xScale=this.xCellCount/t,this.yScale=this.yCellCount/e,this.boxUid=0,this.circleUid=0}keysLength(){return this.boxKeys.length+this.circleKeys.length}insert(t,e,r,n,i){this._forEachCell(e,r,n,i,this._insertBoxCell,this.boxUid++),this.boxKeys.push(t),this.bboxes.push(e),this.bboxes.push(r),this.bboxes.push(n),this.bboxes.push(i)}insertCircle(t,e,r,n){this._forEachCell(e-n,r-n,e+n,r+n,this._insertCircleCell,this.circleUid++),this.circleKeys.push(t),this.circles.push(e),this.circles.push(r),this.circles.push(n)}_insertBoxCell(t,e,r,n,i,a){this.boxCells[i].push(a)}_insertCircleCell(t,e,r,n,i,a){this.circleCells[i].push(a)}_query(t,e,r,n,i,a,o){if(r<0||t>this.width||n<0||e>this.height)return[];const s=[];if(t<=0&&e<=0&&this.width<=r&&this.height<=n){if(i)return[{key:null,x1:t,y1:e,x2:r,y2:n}];for(let t=0;t<this.boxKeys.length;t++)s.push({key:this.boxKeys[t],x1:this.bboxes[4*t],y1:this.bboxes[4*t+1],x2:this.bboxes[4*t+2],y2:this.bboxes[4*t+3]});for(let t=0;t<this.circleKeys.length;t++){const e=this.circles[3*t],r=this.circles[3*t+1],n=this.circles[3*t+2];s.push({key:this.circleKeys[t],x1:e-n,y1:r-n,x2:e+n,y2:r+n})}}else{const l={hitTest:i,overlapMode:a,seenUids:{box:{},circle:{}}};this._forEachCell(t,e,r,n,this._queryCell,s,l,o)}return s}query(t,e,r,n){return this._query(t,e,r,n,!1,null)}hitTest(t,e,r,n,i,a){return this._query(t,e,r,n,!0,i,a).length>0}hitTestCircle(t,e,r,n,i){const a=t-r,o=t+r,s=e-r,l=e+r;if(o<0||a>this.width||l<0||s>this.height)return!1;const c=[],u={hitTest:!0,overlapMode:n,circle:{x:t,y:e,radius:r},seenUids:{box:{},circle:{}}};return this._forEachCell(a,s,o,l,this._queryCellCircle,c,u,i),c.length>0}_queryCell(t,e,r,n,i,a,o,s){const{seenUids:l,hitTest:c,overlapMode:u}=o,h=this.boxCells[i];if(null!==h){const i=this.bboxes;for(const o of h)if(!l.box[o]){l.box[o]=!0;const h=4*o,f=this.boxKeys[o];if(t<=i[h+2]&&e<=i[h+3]&&r>=i[h+0]&&n>=i[h+1]&&(!s||s(f))&&(!c||!vt(u,f.overlapMode))&&(a.push({key:f,x1:i[h],y1:i[h+1],x2:i[h+2],y2:i[h+3]}),c))return!0}}const f=this.circleCells[i];if(null!==f){const i=this.circles;for(const o of f)if(!l.circle[o]){l.circle[o]=!0;const h=3*o,f=this.circleKeys[o];if(this._circleAndRectCollide(i[h],i[h+1],i[h+2],t,e,r,n)&&(!s||s(f))&&(!c||!vt(u,f.overlapMode))){const t=i[h],e=i[h+1],r=i[h+2];if(a.push({key:f,x1:t-r,y1:e-r,x2:t+r,y2:e+r}),c)return!0}}}return!1}_queryCellCircle(t,e,r,n,i,a,o,s){const{circle:l,seenUids:c,overlapMode:u}=o,h=this.boxCells[i];if(null!==h){const t=this.bboxes;for(const e of h)if(!c.box[e]){c.box[e]=!0;const r=4*e,n=this.boxKeys[e];if(this._circleAndRectCollide(l.x,l.y,l.radius,t[r+0],t[r+1],t[r+2],t[r+3])&&(!s||s(n))&&!vt(u,n.overlapMode))return a.push(!0),!0}}const f=this.circleCells[i];if(null!==f){const t=this.circles;for(const e of f)if(!c.circle[e]){c.circle[e]=!0;const r=3*e,n=this.circleKeys[e];if(this._circlesCollide(t[r],t[r+1],t[r+2],l.x,l.y,l.radius)&&(!s||s(n))&&!vt(u,n.overlapMode))return a.push(!0),!0}}}_forEachCell(t,e,r,n,i,a,o,s){const l=this._convertToXCellCoord(t),c=this._convertToYCellCoord(e),u=this._convertToXCellCoord(r),h=this._convertToYCellCoord(n);for(let f=l;f<=u;f++)for(let l=c;l<=h;l++){const c=this.xCellCount*l+f;if(i.call(this,t,e,r,n,c,a,o,s))return}}_convertToXCellCoord(t){return Math.max(0,Math.min(this.xCellCount-1,Math.floor(t*this.xScale)))}_convertToYCellCoord(t){return Math.max(0,Math.min(this.yCellCount-1,Math.floor(t*this.yScale)))}_circlesCollide(t,e,r,n,i,a){const o=n-t,s=i-e,l=r+a;return l*l>o*o+s*s}_circleAndRectCollide(t,e,r,n,i,a,o){const s=(a-n)/2,l=Math.abs(t-(n+s));if(l>s+r)return!1;const c=(o-i)/2,u=Math.abs(e-(i+c));if(u>c+r)return!1;if(l<=s||u<=c)return!0;const h=l-s,f=u-c;return h*h+f*f<=r*r}}function _t(t,r,n,i,a){const o=e.H();return r?(e.K(o,o,[1/a,1/a,1]),n||e.ae(o,o,i.angle)):e.L(o,i.labelPlaneMatrix,t),o}function bt(t,r,n,i,a){if(r){const r=e.af(t);return e.K(r,r,[a,a,1]),n||e.ae(r,r,-i.angle),r}return i.glCoordMatrix}function wt(t,r,n){let i;n?(i=[t.x,t.y,n(t.x,t.y),1],e.ag(i,i,r)):(i=[t.x,t.y,0,1],function(t,e,r){const n=e[0],i=e[1];t[0]=r[0]*n+r[4]*i+r[12],t[1]=r[1]*n+r[5]*i+r[13],t[3]=r[3]*n+r[7]*i+r[15]}(i,i,r));const a=i[3];return{point:new e.P(i[0]/a,i[1]/a),signedDistanceFromCamera:a,isOccluded:!1}}function Tt(t,e){return.5+t/e*.5}function kt(t,e){return t.x>=-e[0]&&t.x<=e[0]&&t.y>=-e[1]&&t.y<=e[1]}function At(t,r,n,i,a,o,s,l,c,u,h,f,p,d,m){const g=i?t.textSizeData:t.iconSizeData,y=e.ah(g,n.transform.zoom),v=[256/n.width*2+1,256/n.height*2+1],x=i?t.text.dynamicLayoutVertexArray:t.icon.dynamicLayoutVertexArray;x.clear();const _=t.lineVertexArray,b=i?t.text.placedSymbolArray:t.icon.placedSymbolArray,w=n.transform.width/n.transform.height;let T=!1;for(let i=0;i<b.length;i++){const k=b.get(i);if(k.hidden||k.writingMode===e.ai.vertical&&!T){Rt(k.numGlyphs,x);continue}T=!1;const A=wt(new e.P(k.anchorX,k.anchorY),r,m);if(!kt(A.point,v)){Rt(k.numGlyphs,x);continue}const M=A.signedDistanceFromCamera,S=Tt(n.transform.cameraToCenterDistance,M),E=e.aj(g,y,k),C=s?E/S:E*S,L={getElevation:m,labelPlaneMatrix:a,lineVertexArray:_,pitchWithMap:s,projectionCache:{projections:{},offsets:{},cachedAnchorPoint:void 0,anyProjectionOccluded:!1},projection:u,tileAnchorPoint:new e.P(k.anchorX,k.anchorY),unwrappedTileID:h,width:f,height:p,translation:d},I=Et(L,k,C,!1,l,r,o,t.glyphOffsetArray,x,w,c);T=I.useVertical,(I.notEnoughRoom||T||I.needsFlipping&&Et(L,k,C,!0,l,r,o,t.glyphOffsetArray,x,w,c).notEnoughRoom)&&Rt(k.numGlyphs,x)}i?t.text.dynamicLayoutVertexBuffer.updateData(x):t.icon.dynamicLayoutVertexBuffer.updateData(x)}function Mt(t,e,r,n,i,a,o,s){const l=a.glyphStartIndex+a.numGlyphs,c=a.lineStartIndex,u=a.lineStartIndex+a.lineLength,h=e.getoffsetX(a.glyphStartIndex),f=e.getoffsetX(l-1),p=Ot(t*h,r,n,i,a.segment,c,u,s,o);if(!p)return null;const d=Ot(t*f,r,n,i,a.segment,c,u,s,o);return d?s.projectionCache.anyProjectionOccluded?null:{first:p,last:d}:null}function St(t,r,n,i){return t===e.ai.horizontal&&Math.abs(n.y-r.y)>Math.abs(n.x-r.x)*i?{useVertical:!0}:(t===e.ai.vertical?r.y<n.y:r.x>n.x)?{needsFlipping:!0}:null}function Et(t,r,n,i,a,o,s,l,c,u,h){const f=n/24,p=r.lineOffsetX*f,d=r.lineOffsetY*f;let m;if(r.numGlyphs>1){const e=r.glyphStartIndex+r.numGlyphs,n=r.lineStartIndex,o=r.lineStartIndex+r.lineLength,c=Mt(f,l,p,d,i,r,h,t);if(!c)return{notEnoughRoom:!0};const g=wt(c.first.point,s,t.getElevation).point,y=wt(c.last.point,s,t.getElevation).point;if(a&&!i){const t=St(r.writingMode,g,y,u);if(t)return t}m=[c.first];for(let a=r.glyphStartIndex+1;a<e-1;a++)m.push(Ot(f*l.getoffsetX(a),p,d,i,r.segment,n,o,t,h));m.push(c.last)}else{if(a&&!i){const n=wt(t.tileAnchorPoint,o,t.getElevation).point,i=r.lineStartIndex+r.segment+1,a=new e.P(t.lineVertexArray.getx(i),t.lineVertexArray.gety(i)),s=wt(a,o,t.getElevation),l=s.signedDistanceFromCamera>0?s.point:function(t,e,r,n,i,a){return Ct(t,e,r,n,i,a)}(t.tileAnchorPoint,a,n,1,o,t),c=St(r.writingMode,n,l,u);if(c)return c}const n=Ot(f*l.getoffsetX(r.glyphStartIndex),p,d,i,r.segment,r.lineStartIndex,r.lineStartIndex+r.lineLength,t,h);if(!n||t.projectionCache.anyProjectionOccluded)return{notEnoughRoom:!0};m=[n]}for(const t of m)e.ak(c,t.point,t.angle);return{}}function Ct(t,e,r,n,i,a){const o=t.add(t.sub(e)._unit()),s=void 0!==i?wt(o,i,a.getElevation).point:It(o.x,o.y,a).point,l=r.sub(s);return r.add(l._mult(n/l.mag()))}function Lt(t,r,n){const i=r.projectionCache;if(i.projections[t])return i.projections[t];const a=new e.P(r.lineVertexArray.getx(t),r.lineVertexArray.gety(t)),o=It(a.x,a.y,r);if(o.signedDistanceFromCamera>0)return i.projections[t]=o.point,i.anyProjectionOccluded=i.anyProjectionOccluded||o.isOccluded,o.point;const s=t-n.direction,l=0===n.distanceFromAnchor?r.tileAnchorPoint:new e.P(r.lineVertexArray.getx(s),r.lineVertexArray.gety(s)),c=n.absOffsetX-n.distanceFromAnchor+1;return function(t,e,r,n,i){return Ct(t,e,r,n,void 0,i)}(l,a,n.previousVertex,c,r)}function It(t,r,n){const i=t+n.translation[0],a=r+n.translation[1];let o;return!n.pitchWithMap&&n.projection.useSpecialProjectionForSymbols?(o=n.projection.projectTileCoordinates(i,a,n.unwrappedTileID,n.getElevation),o.point.x=(.5*o.point.x+.5)*n.width,o.point.y=(.5*-o.point.y+.5)*n.height):(o=wt(new e.P(i,a),n.labelPlaneMatrix,n.getElevation),o.isOccluded=!1),o}function Pt(t,e,r){return t._unit()._perp()._mult(e*r)}function zt(t,r,n,i,a,o,s,l,c){if(l.projectionCache.offsets[t])return l.projectionCache.offsets[t];const u=n.add(r);if(t+c.direction<i||t+c.direction>=a)return l.projectionCache.offsets[t]=u,u;const h=Lt(t+c.direction,l,c),f=Pt(h.sub(n),s,c.direction),p=n.add(f),d=h.add(f);return l.projectionCache.offsets[t]=e.al(o,u,p,d)||u,l.projectionCache.offsets[t]}function Ot(t,e,r,n,i,a,o,s,l){const c=n?t-e:t+e;let u=c>0?1:-1,h=0;n&&(u*=-1,h=Math.PI),u<0&&(h+=Math.PI);let f,p=u>0?a+i:a+i+1;s.projectionCache.cachedAnchorPoint?f=s.projectionCache.cachedAnchorPoint:(f=It(s.tileAnchorPoint.x,s.tileAnchorPoint.y,s).point,s.projectionCache.cachedAnchorPoint=f);let d,m,g=f,y=f,v=0,x=0;const _=Math.abs(c),b=[];let w;for(;v+x<=_;){if(p+=u,p<a||p>=o)return null;v+=x,y=g,m=d;const t={absOffsetX:_,direction:u,distanceFromAnchor:v,previousVertex:y};if(g=Lt(p,s,t),0===r)b.push(y),w=g.sub(y);else{let e;const n=g.sub(y);e=0===n.mag()?Pt(Lt(p+u,s,t).sub(g),r,u):Pt(n,r,u),m||(m=y.add(e)),d=zt(p,e,g,a,o,m,r,s,t),b.push(m),w=d.sub(m)}x=w.mag()}const T=(_-v)/x,k=w._mult(T)._add(m||y),A=h+Math.atan2(g.y-y.y,g.x-y.x);return b.push(k),{point:k,angle:l?A:0,path:b}}const Dt=new Float32Array([-1/0,-1/0,0,-1/0,-1/0,0,-1/0,-1/0,0,-1/0,-1/0,0]);function Rt(t,e){for(let r=0;r<t;r++){const t=e.length;e.resize(t+4),e.float32.set(Dt,3*t)}}const Ft=100;class Bt{constructor(t,e,r=new xt(t.width+200,t.height+200,25),n=new xt(t.width+200,t.height+200,25)){this.transform=t,this.mapProjection=e,this.grid=r,this.ignoredGrid=n,this.pitchFactor=Math.cos(t._pitch)*t.cameraToCenterDistance,this.screenRightBoundary=t.width+Ft,this.screenBottomBoundary=t.height+Ft,this.gridRightBoundary=t.width+200,this.gridBottomBoundary=t.height+200,this.perspectiveRatioCutoff=.6}placeCollisionBox(t,e,r,n,i,a,o,s,l,c,u){const h=t.anchorPointX+s[0],f=t.anchorPointY+s[1],p=this.projectAndGetPerspectiveRatio(n,h,f,i,c),d=this._projectCollisionBox(t,r,n,i,a,o,s,p,c,u),[m,g,y,v]=d.box;return this.mapProjection.useSpecialProjectionForSymbols&&(a?d.allPointsOccluded:this.mapProjection.isOccluded(h,f,i))||p.perspectiveRatio<this.perspectiveRatioCutoff||!this.isInsideGrid(m,g,y,v)||\"always\"!==e&&this.grid.hitTest(m,g,y,v,e,l)?{box:[m,g,y,v],placeable:!1,offscreen:!1}:{box:[m,g,y,v],placeable:!0,offscreen:this.isOffscreen(m,g,y,v)}}placeCollisionCircles(t,r,n,i,a,o,s,l,c,u,h,f,p,d,m,g){const y=[],v=new e.P(r.anchorX,r.anchorY),x=this.getPerspectiveRatio(o,v.x,v.y,s,g),_=(h?a/x:a*x)/e.aq,b=r.lineOffsetX*_,w=r.lineOffsetY*_,T={getElevation:g,labelPlaneMatrix:l,lineVertexArray:n,pitchWithMap:h,projectionCache:{projections:{},offsets:{},cachedAnchorPoint:void 0,anyProjectionOccluded:!1},projection:this.mapProjection,tileAnchorPoint:v,unwrappedTileID:s,width:this.transform.width,height:this.transform.height,translation:m},k=Mt(_,i,b,w,!1,r,!1,T);let A=!1,M=!1,S=!0;if(k){const r=.5*p*x+d,n=new e.P(-100,-100),i=new e.P(this.screenRightBoundary,this.screenBottomBoundary),a=new yt,o=k.first,s=k.last;let l=[];for(let t=o.path.length-1;t>=1;t--)l.push(o.path[t]);for(let t=1;t<s.path.length;t++)l.push(s.path[t]);const h=2.5*r;if(c){const t=this.projectPathToScreenSpace(l,T,c);l=t.some((t=>t.signedDistanceFromCamera<=0))?[]:t.map((t=>t.point))}let m=[];if(l.length>0){const t=l[0].clone(),r=l[0].clone();for(let e=1;e<l.length;e++)t.x=Math.min(t.x,l[e].x),t.y=Math.min(t.y,l[e].y),r.x=Math.max(r.x,l[e].x),r.y=Math.max(r.y,l[e].y);m=t.x>=n.x&&r.x<=i.x&&t.y>=n.y&&r.y<=i.y?[l]:r.x<n.x||t.x>i.x||r.y<n.y||t.y>i.y?[]:e.am([l],n.x,n.y,i.x,i.y)}for(const e of m){a.reset(e,.25*r);let n=0;n=a.length<=.5*r?1:Math.ceil(a.paddedLength/h)+1;for(let e=0;e<n;e++){const i=e/Math.max(n-1,1),o=a.lerp(i),s=o.x+Ft,l=o.y+Ft;y.push(s,l,r,0);const c=s-r,h=l-r,p=s+r,d=l+r;if(S=S&&this.isOffscreen(c,h,p,d),M=M||this.isInsideGrid(c,h,p,d),\"always\"!==t&&this.grid.hitTestCircle(s,l,r,t,f)&&(A=!0,!u))return{circles:[],offscreen:!1,collisionDetected:A}}}}return{circles:!u&&A||!M||x<this.perspectiveRatioCutoff?[]:y,offscreen:S,collisionDetected:A}}projectPathToScreenSpace(t,e,r){return t.map((t=>wt(t,r,e.getElevation)))}queryRenderedSymbols(t){if(0===t.length||0===this.grid.keysLength()&&0===this.ignoredGrid.keysLength())return{};const r=[];let n=1/0,i=1/0,a=-1/0,o=-1/0;for(const s of t){const t=new e.P(s.x+Ft,s.y+Ft);n=Math.min(n,t.x),i=Math.min(i,t.y),a=Math.max(a,t.x),o=Math.max(o,t.y),r.push(t)}const s=this.grid.query(n,i,a,o).concat(this.ignoredGrid.query(n,i,a,o)),l={},c={};for(const t of s){const n=t.key;if(void 0===l[n.bucketInstanceId]&&(l[n.bucketInstanceId]={}),l[n.bucketInstanceId][n.featureIndex])continue;const i=[new e.P(t.x1,t.y1),new e.P(t.x2,t.y1),new e.P(t.x2,t.y2),new e.P(t.x1,t.y2)];e.an(r,i)&&(l[n.bucketInstanceId][n.featureIndex]=!0,void 0===c[n.bucketInstanceId]&&(c[n.bucketInstanceId]=[]),c[n.bucketInstanceId].push(n.featureIndex))}return c}insertCollisionBox(t,e,r,n,i,a){const o={bucketInstanceId:n,featureIndex:i,collisionGroupID:a,overlapMode:e};(r?this.ignoredGrid:this.grid).insert(o,t[0],t[1],t[2],t[3])}insertCollisionCircles(t,e,r,n,i,a){const o=r?this.ignoredGrid:this.grid,s={bucketInstanceId:n,featureIndex:i,collisionGroupID:a,overlapMode:e};for(let e=0;e<t.length;e+=4)o.insertCircle(s,t[e],t[e+1],t[e+2])}projectAndGetPerspectiveRatio(t,r,n,i,a){const o=this.mapProjection.useSpecialProjectionForSymbols?this.mapProjection.projectTileCoordinates(r,n,i,a):wt(new e.P(r,n),t,a);return{point:new e.P((o.point.x+1)/2*this.transform.width+Ft,(1-o.point.y)/2*this.transform.height+Ft),perspectiveRatio:.5+this.transform.cameraToCenterDistance/o.signedDistanceFromCamera*.5,isOccluded:o.isOccluded,signedDistanceFromCamera:o.signedDistanceFromCamera}}getPerspectiveRatio(t,r,n,i,a){const o=this.mapProjection.useSpecialProjectionForSymbols?this.mapProjection.projectTileCoordinates(r,n,i,a):wt(new e.P(r,n),t,a);return.5+this.transform.cameraToCenterDistance/o.signedDistanceFromCamera*.5}isOffscreen(t,e,r,n){return r<Ft||t>=this.screenRightBoundary||n<Ft||e>this.screenBottomBoundary}isInsideGrid(t,e,r,n){return r>=0&&t<this.gridRightBoundary&&n>=0&&e<this.gridBottomBoundary}getViewportMatrix(){const t=e.ao([]);return e.J(t,t,[-100,-100,0]),t}_projectCollisionBox(t,r,n,i,a,o,s,l,c,u){const h=r*l.perspectiveRatio;let f=new e.P(1,0),p=new e.P(0,1);const d=new e.P(t.anchorPointX+s[0],t.anchorPointY+s[1]);if(o&&!a){const t=this.projectAndGetPerspectiveRatio(n,d.x+1,d.y,i,c).point.sub(l.point).unit(),r=Math.atan(t.y/t.x)+(t.x<0?Math.PI:0),a=Math.sin(r),o=Math.cos(r);f=new e.P(o,a),p=new e.P(-a,o)}else if(!o&&a){const t=-this.transform.angle,r=Math.sin(t),n=Math.cos(t);f=new e.P(n,r),p=new e.P(-r,n)}let m=l.point,g=h;if(a){m=d;const t=this.transform.zoom-Math.floor(this.transform.zoom);if(g=Math.pow(2,-t),g*=this.mapProjection.getPitchedTextCorrection(this.transform,d,i),!u){const t=l.signedDistanceFromCamera/this.transform.cameraToCenterDistance;g*=e.ad(.5+.5*t,0,4)}}u&&(m=m.add(f.mult(u.x*g)).add(p.mult(u.y*g)));const y=t.x1*g,v=t.x2*g,x=(y+v)/2,_=t.y1*g,b=t.y2*g,w=(_+b)/2,T=[{offsetX:y,offsetY:_},{offsetX:x,offsetY:_},{offsetX:v,offsetY:_},{offsetX:v,offsetY:w},{offsetX:v,offsetY:b},{offsetX:x,offsetY:b},{offsetX:y,offsetY:b},{offsetX:y,offsetY:w}];let k=[];for(const{offsetX:t,offsetY:r}of T)k.push(new e.P(m.x+f.x*t+p.x*r,m.y+f.y*t+p.y*r));let A=!1;if(a){const t=k.map((t=>this.projectAndGetPerspectiveRatio(n,t.x,t.y,i,c)));A=t.some((t=>!t.isOccluded)),k=t.map((t=>t.point))}else A=!0;return{box:e.ap(k),allPointsOccluded:!A}}}function Nt(t,r,n){return r*(e.X/(t.tileSize*Math.pow(2,n-t.tileID.overscaledZ)))}class jt{constructor(t,e,r,n){this.opacity=t?Math.max(0,Math.min(1,t.opacity+(t.placed?e:-e))):n&&r?1:0,this.placed=r}isHidden(){return 0===this.opacity&&!this.placed}}class Ut{constructor(t,e,r,n,i){this.text=new jt(t?t.text:null,e,r,i),this.icon=new jt(t?t.icon:null,e,n,i)}isHidden(){return this.text.isHidden()&&this.icon.isHidden()}}class Vt{constructor(t,e,r){this.text=t,this.icon=e,this.skipFade=r}}class qt{constructor(){this.invProjMatrix=e.H(),this.viewportMatrix=e.H(),this.circles=[]}}class Ht{constructor(t,e,r,n,i){this.bucketInstanceId=t,this.featureIndex=e,this.sourceLayerIndex=r,this.bucketIndex=n,this.tileID=i}}class Gt{constructor(t){this.crossSourceCollisions=t,this.maxGroupID=0,this.collisionGroups={}}get(t){if(this.crossSourceCollisions)return{ID:0,predicate:null};if(!this.collisionGroups[t]){const e=++this.maxGroupID;this.collisionGroups[t]={ID:e,predicate:t=>t.collisionGroupID===e}}return this.collisionGroups[t]}}function Zt(t,r,n,i,a){const{horizontalAlign:o,verticalAlign:s}=e.av(t),l=-(o-.5)*r,c=-(s-.5)*n;return new e.P(l+i[0]*a,c+i[1]*a)}class Wt{constructor(t,e,r,n,i,a){this.transform=t.clone(),this.terrain=r,this.collisionIndex=new Bt(this.transform,e),this.placements={},this.opacities={},this.variableOffsets={},this.stale=!1,this.commitTime=0,this.fadeDuration=n,this.retainedQueryData={},this.collisionGroups=new Gt(i),this.collisionCircleArrays={},this.collisionBoxArrays=new Map,this.prevPlacement=a,a&&(a.prevPlacement=void 0),this.placedOrientations={}}_getTerrainElevationFunc(t){const e=this.terrain;return e?(r,n)=>e.getElevation(t,r,n):null}getBucketParts(t,r,n,i){const a=n.getBucket(r),o=n.latestFeatureIndex;if(!a||!o||r.id!==a.layerIds[0])return;const s=n.collisionBoxArray,l=a.layers[0].layout,c=a.layers[0].paint,u=Math.pow(2,this.transform.zoom-n.tileID.overscaledZ),h=n.tileSize/e.X,f=n.tileID.toUnwrapped(),p=this.transform.calculatePosMatrix(f),d=\"map\"===l.get(\"text-pitch-alignment\"),m=\"map\"===l.get(\"text-rotation-alignment\"),g=Nt(n,1,this.transform.zoom),y=this.collisionIndex.mapProjection.translatePosition(this.transform,n,c.get(\"text-translate\"),c.get(\"text-translate-anchor\")),v=this.collisionIndex.mapProjection.translatePosition(this.transform,n,c.get(\"icon-translate\"),c.get(\"icon-translate-anchor\")),x=_t(p,d,m,this.transform,g);let _=null;if(d){const t=bt(p,d,m,this.transform,g);_=e.L([],this.transform.labelPlaneMatrix,t)}this.retainedQueryData[a.bucketInstanceId]=new Ht(a.bucketInstanceId,o,a.sourceLayerIndex,a.index,n.tileID);const b={bucket:a,layout:l,translationText:y,translationIcon:v,posMatrix:p,unwrappedTileID:f,textLabelPlaneMatrix:x,labelToScreenMatrix:_,scale:u,textPixelRatio:h,holdingForFade:n.holdingForFade(),collisionBoxArray:s,partiallyEvaluatedTextSize:e.ah(a.textSizeData,this.transform.zoom),collisionGroup:this.collisionGroups.get(a.sourceID)};if(i)for(const e of a.sortKeyRanges){const{sortKey:r,symbolInstanceStart:n,symbolInstanceEnd:i}=e;t.push({sortKey:r,symbolInstanceStart:n,symbolInstanceEnd:i,parameters:b})}else t.push({symbolInstanceStart:0,symbolInstanceEnd:a.symbolInstances.length,parameters:b})}attemptAnchorPlacement(t,r,n,i,a,o,s,l,c,u,h,f,p,d,m,g,y,v,x){const _=e.ar[t.textAnchor],b=[t.textOffset0,t.textOffset1],w=Zt(_,n,i,b,a),T=this.collisionIndex.placeCollisionBox(r,f,l,c,u,s,o,g,h.predicate,x,w);if((!v||this.collisionIndex.placeCollisionBox(v,f,l,c,u,s,o,y,h.predicate,x,w).placeable)&&T.placeable){let t;if(this.prevPlacement&&this.prevPlacement.variableOffsets[p.crossTileID]&&this.prevPlacement.placements[p.crossTileID]&&this.prevPlacement.placements[p.crossTileID].text&&(t=this.prevPlacement.variableOffsets[p.crossTileID].anchor),0===p.crossTileID)throw new Error(\"symbolInstance.crossTileID can't be 0\");return this.variableOffsets[p.crossTileID]={textOffset:b,width:n,height:i,anchor:_,textBoxScale:a,prevAnchor:t},this.markUsedJustification(d,_,p,m),d.allowVerticalPlacement&&(this.markUsedOrientation(d,m,p),this.placedOrientations[p.crossTileID]=m),{shift:w,placedGlyphBoxes:T}}}placeLayerBucketPart(t,r,n){const{bucket:i,layout:a,translationText:o,translationIcon:s,posMatrix:l,unwrappedTileID:c,textLabelPlaneMatrix:u,labelToScreenMatrix:h,textPixelRatio:f,holdingForFade:p,collisionBoxArray:d,partiallyEvaluatedTextSize:m,collisionGroup:g}=t.parameters,y=a.get(\"text-optional\"),v=a.get(\"icon-optional\"),x=e.as(a,\"text-overlap\",\"text-allow-overlap\"),_=\"always\"===x,b=e.as(a,\"icon-overlap\",\"icon-allow-overlap\"),w=\"always\"===b,T=\"map\"===a.get(\"text-rotation-alignment\"),k=\"map\"===a.get(\"text-pitch-alignment\"),A=\"none\"!==a.get(\"icon-text-fit\"),M=\"viewport-y\"===a.get(\"symbol-z-order\"),S=_&&(w||!i.hasIconData()||v),E=w&&(_||!i.hasTextData()||y);!i.collisionArrays&&d&&i.deserializeCollisionBoxes(d);const C=this.retainedQueryData[i.bucketInstanceId].tileID,L=this._getTerrainElevationFunc(C),I=(t,d,w)=>{var M,C;if(r[t.crossTileID])return;if(p)return void(this.placements[t.crossTileID]=new Vt(!1,!1,!1));let I=!1,P=!1,z=!0,O=null,D={box:null,placeable:!1,offscreen:null},R={box:null,placeable:!1,offscreen:null},F=null,B=null,N=null,j=0,U=0,V=0;d.textFeatureIndex?j=d.textFeatureIndex:t.useRuntimeCollisionCircles&&(j=t.featureIndex),d.verticalTextFeatureIndex&&(U=d.verticalTextFeatureIndex);const q=d.textBox;if(q){const r=r=>{let n=e.ai.horizontal;if(i.allowVerticalPlacement&&!r&&this.prevPlacement){const e=this.prevPlacement.placedOrientations[t.crossTileID];e&&(this.placedOrientations[t.crossTileID]=e,n=e,this.markUsedOrientation(i,n,t))}return n},a=(r,n)=>{if(i.allowVerticalPlacement&&t.numVerticalGlyphVertices>0&&d.verticalTextBox){for(const t of i.writingModes)if(t===e.ai.vertical?(D=n(),R=D):D=r(),D&&D.placeable)break}else D=r()},u=t.textAnchorOffsetStartIndex,h=t.textAnchorOffsetEndIndex;if(h===u){const n=(e,r)=>{const n=this.collisionIndex.placeCollisionBox(e,x,f,l,c,k,T,o,g.predicate,L);return n&&n.placeable&&(this.markUsedOrientation(i,r,t),this.placedOrientations[t.crossTileID]=r),n};a((()=>n(q,e.ai.horizontal)),(()=>{const r=d.verticalTextBox;return i.allowVerticalPlacement&&t.numVerticalGlyphVertices>0&&r?n(r,e.ai.vertical):{box:null,offscreen:null}})),r(D&&D.placeable)}else{let p=e.ar[null===(C=null===(M=this.prevPlacement)||void 0===M?void 0:M.variableOffsets[t.crossTileID])||void 0===C?void 0:C.anchor];const m=(r,a,d)=>{const m=r.x2-r.x1,y=r.y2-r.y1,v=t.textBoxScale,_=A&&\"never\"===b?a:null;let w=null,M=\"never\"===x?1:2,S=\"never\";p&&M++;for(let e=0;e<M;e++){for(let e=u;e<h;e++){const n=i.textAnchorOffsets.get(e);if(p&&n.textAnchor!==p)continue;const a=this.attemptAnchorPlacement(n,r,m,y,v,T,k,f,l,c,g,S,t,i,d,o,s,_,L);if(a&&(w=a.placedGlyphBoxes,w&&w.placeable))return I=!0,O=a.shift,w}p?p=null:S=x}return n&&!w&&(w={box:this.collisionIndex.placeCollisionBox(q,\"always\",f,l,c,k,T,o,g.predicate,L,new e.P(0,0)).box,offscreen:!1,placeable:!1}),w};a((()=>m(q,d.iconBox,e.ai.horizontal)),(()=>{const r=d.verticalTextBox,n=D&&D.placeable;return i.allowVerticalPlacement&&!n&&t.numVerticalGlyphVertices>0&&r?m(r,d.verticalIconBox,e.ai.vertical):{box:null,occluded:!0,offscreen:null}})),D&&(I=D.placeable,z=D.offscreen);const y=r(D&&D.placeable);if(!I&&this.prevPlacement){const e=this.prevPlacement.variableOffsets[t.crossTileID];e&&(this.variableOffsets[t.crossTileID]=e,this.markUsedJustification(i,e.anchor,t,y))}}}if(F=D,I=F&&F.placeable,z=F&&F.offscreen,t.useRuntimeCollisionCircles){const r=i.text.placedSymbolArray.get(t.centerJustifiedTextSymbolIndex),s=e.aj(i.textSizeData,m,r),f=a.get(\"text-padding\"),p=t.collisionCircleDiameter;B=this.collisionIndex.placeCollisionCircles(x,r,i.lineVertexArray,i.glyphOffsetArray,s,l,c,u,h,n,k,g.predicate,p,f,o,L),B.circles.length&&B.collisionDetected&&!n&&e.w(\"Collisions detected, but collision boxes are not shown\"),I=_||B.circles.length>0&&!B.collisionDetected,z=z&&B.offscreen}if(d.iconFeatureIndex&&(V=d.iconFeatureIndex),d.iconBox){const t=t=>this.collisionIndex.placeCollisionBox(t,b,f,l,c,k,T,s,g.predicate,L,A&&O?O:void 0);R&&R.placeable&&d.verticalIconBox?(N=t(d.verticalIconBox),P=N.placeable):(N=t(d.iconBox),P=N.placeable),z=z&&N.offscreen}const H=y||0===t.numHorizontalGlyphVertices&&0===t.numVerticalGlyphVertices,G=v||0===t.numIconVertices;H||G?G?H||(P=P&&I):I=P&&I:P=I=P&&I;const Z=I&&F.placeable,W=P&&N.placeable;if(Z&&(R&&R.placeable&&U?this.collisionIndex.insertCollisionBox(F.box,x,a.get(\"text-ignore-placement\"),i.bucketInstanceId,U,g.ID):this.collisionIndex.insertCollisionBox(F.box,x,a.get(\"text-ignore-placement\"),i.bucketInstanceId,j,g.ID)),W&&this.collisionIndex.insertCollisionBox(N.box,b,a.get(\"icon-ignore-placement\"),i.bucketInstanceId,V,g.ID),B&&I&&this.collisionIndex.insertCollisionCircles(B.circles,x,a.get(\"text-ignore-placement\"),i.bucketInstanceId,j,g.ID),n&&this.storeCollisionData(i.bucketInstanceId,w,d,F,N,B),0===t.crossTileID)throw new Error(\"symbolInstance.crossTileID can't be 0\");if(0===i.bucketInstanceId)throw new Error(\"bucket.bucketInstanceId can't be 0\");this.placements[t.crossTileID]=new Vt(I||S,P||E,z||i.justReloaded),r[t.crossTileID]=!0};if(M){if(0!==t.symbolInstanceStart)throw new Error(\"bucket.bucketInstanceId should be 0\");const e=i.getSortedSymbolIndexes(this.transform.angle);for(let t=e.length-1;t>=0;--t){const r=e[t];I(i.symbolInstances.get(r),i.collisionArrays[r],r)}}else for(let e=t.symbolInstanceStart;e<t.symbolInstanceEnd;e++)I(i.symbolInstances.get(e),i.collisionArrays[e],e);if(n&&i.bucketInstanceId in this.collisionCircleArrays){const t=this.collisionCircleArrays[i.bucketInstanceId];e.at(t.invProjMatrix,l),t.viewportMatrix=this.collisionIndex.getViewportMatrix()}i.justReloaded=!1}storeCollisionData(t,e,r,n,i,a){if(r.textBox||r.iconBox){let a,o;this.collisionBoxArrays.has(t)?a=this.collisionBoxArrays.get(t):(a=new Map,this.collisionBoxArrays.set(t,a)),a.has(e)?o=a.get(e):(o={text:null,icon:null},a.set(e,o)),r.textBox&&(o.text=n.box),r.iconBox&&(o.icon=i.box)}if(a){let e=this.collisionCircleArrays[t];void 0===e&&(e=this.collisionCircleArrays[t]=new qt);for(let t=0;t<a.circles.length;t+=4)e.circles.push(a.circles[t+0]),e.circles.push(a.circles[t+1]),e.circles.push(a.circles[t+2]),e.circles.push(a.collisionDetected?1:0)}}markUsedJustification(t,r,n,i){const a={left:n.leftJustifiedTextSymbolIndex,center:n.centerJustifiedTextSymbolIndex,right:n.rightJustifiedTextSymbolIndex};let o;o=i===e.ai.vertical?n.verticalPlacedTextSymbolIndex:a[e.au(r)];const s=[n.leftJustifiedTextSymbolIndex,n.centerJustifiedTextSymbolIndex,n.rightJustifiedTextSymbolIndex,n.verticalPlacedTextSymbolIndex];for(const e of s)e>=0&&(t.text.placedSymbolArray.get(e).crossTileID=o>=0&&e!==o?0:n.crossTileID)}markUsedOrientation(t,r,n){const i=r===e.ai.horizontal||r===e.ai.horizontalOnly?r:0,a=r===e.ai.vertical?r:0,o=[n.leftJustifiedTextSymbolIndex,n.centerJustifiedTextSymbolIndex,n.rightJustifiedTextSymbolIndex];for(const e of o)t.text.placedSymbolArray.get(e).placedOrientation=i;n.verticalPlacedTextSymbolIndex&&(t.text.placedSymbolArray.get(n.verticalPlacedTextSymbolIndex).placedOrientation=a)}commit(t){this.commitTime=t,this.zoomAtLastRecencyCheck=this.transform.zoom;const e=this.prevPlacement;let r=!1;this.prevZoomAdjustment=e?e.zoomAdjustment(this.transform.zoom):0;const n=e?e.symbolFadeChange(t):1,i=e?e.opacities:{},a=e?e.variableOffsets:{},o=e?e.placedOrientations:{};for(const t in this.placements){const e=this.placements[t],a=i[t];a?(this.opacities[t]=new Ut(a,n,e.text,e.icon),r=r||e.text!==a.text.placed||e.icon!==a.icon.placed):(this.opacities[t]=new Ut(null,n,e.text,e.icon,e.skipFade),r=r||e.text||e.icon)}for(const t in i){const e=i[t];if(!this.opacities[t]){const i=new Ut(e,n,!1,!1);i.isHidden()||(this.opacities[t]=i,r=r||e.text.placed||e.icon.placed)}}for(const t in a)this.variableOffsets[t]||!this.opacities[t]||this.opacities[t].isHidden()||(this.variableOffsets[t]=a[t]);for(const t in o)this.placedOrientations[t]||!this.opacities[t]||this.opacities[t].isHidden()||(this.placedOrientations[t]=o[t]);if(e&&void 0===e.lastPlacementChangeTime)throw new Error(\"Last placement time for previous placement is not defined\");r?this.lastPlacementChangeTime=t:\"number\"!=typeof this.lastPlacementChangeTime&&(this.lastPlacementChangeTime=e?e.lastPlacementChangeTime:t)}updateLayerOpacities(t,e){const r={};for(const n of e){const e=n.getBucket(t);e&&n.latestFeatureIndex&&t.id===e.layerIds[0]&&this.updateBucketOpacities(e,n.tileID,r,n.collisionBoxArray)}}updateBucketOpacities(t,r,n,i){t.hasTextData()&&(t.text.opacityVertexArray.clear(),t.text.hasVisibleVertices=!1),t.hasIconData()&&(t.icon.opacityVertexArray.clear(),t.icon.hasVisibleVertices=!1),t.hasIconCollisionBoxData()&&t.iconCollisionBox.collisionVertexArray.clear(),t.hasTextCollisionBoxData()&&t.textCollisionBox.collisionVertexArray.clear();const a=t.layers[0],o=a.layout,s=new Ut(null,0,!1,!1,!0),l=o.get(\"text-allow-overlap\"),c=o.get(\"icon-allow-overlap\"),u=a._unevaluatedLayout.hasValue(\"text-variable-anchor\")||a._unevaluatedLayout.hasValue(\"text-variable-anchor-offset\"),h=\"map\"===o.get(\"text-rotation-alignment\"),f=\"map\"===o.get(\"text-pitch-alignment\"),p=\"none\"!==o.get(\"icon-text-fit\"),d=new Ut(null,0,l&&(c||!t.hasIconData()||o.get(\"icon-optional\")),c&&(l||!t.hasTextData()||o.get(\"text-optional\")),!0);!t.collisionArrays&&i&&(t.hasIconCollisionBoxData()||t.hasTextCollisionBoxData())&&t.deserializeCollisionBoxes(i);const m=(t,e,r)=>{for(let n=0;n<e/4;n++)t.opacityVertexArray.emplaceBack(r);t.hasVisibleVertices=t.hasVisibleVertices||r!==ne},g=this.collisionBoxArrays.get(t.bucketInstanceId);for(let r=0;r<t.symbolInstances.length;r++){const i=t.symbolInstances.get(r),{numHorizontalGlyphVertices:a,numVerticalGlyphVertices:o,crossTileID:l}=i,c=n[l];let y=this.opacities[l];c?y=s:y||(y=d,this.opacities[l]=y),n[l]=!0;const v=a>0||o>0,x=i.numIconVertices>0,_=this.placedOrientations[i.crossTileID],b=_===e.ai.vertical,w=_===e.ai.horizontal||_===e.ai.horizontalOnly;if(v){const e=re(y.text),r=b?ne:e;m(t.text,a,r);const n=w?ne:e;m(t.text,o,n);const s=y.text.isHidden();[i.rightJustifiedTextSymbolIndex,i.centerJustifiedTextSymbolIndex,i.leftJustifiedTextSymbolIndex].forEach((e=>{e>=0&&(t.text.placedSymbolArray.get(e).hidden=s||b?1:0)})),i.verticalPlacedTextSymbolIndex>=0&&(t.text.placedSymbolArray.get(i.verticalPlacedTextSymbolIndex).hidden=s||w?1:0);const l=this.variableOffsets[i.crossTileID];l&&this.markUsedJustification(t,l.anchor,i,_);const c=this.placedOrientations[i.crossTileID];c&&(this.markUsedJustification(t,\"left\",i,c),this.markUsedOrientation(t,c,i))}if(x){const e=re(y.icon),r=!(p&&i.verticalPlacedIconSymbolIndex&&b);if(i.placedIconSymbolIndex>=0){const n=r?e:ne;m(t.icon,i.numIconVertices,n),t.icon.placedSymbolArray.get(i.placedIconSymbolIndex).hidden=y.icon.isHidden()}if(i.verticalPlacedIconSymbolIndex>=0){const n=r?ne:e;m(t.icon,i.numVerticalIconVertices,n),t.icon.placedSymbolArray.get(i.verticalPlacedIconSymbolIndex).hidden=y.icon.isHidden()}}const T=g&&g.has(r)?g.get(r):{text:null,icon:null};if(t.hasIconCollisionBoxData()||t.hasTextCollisionBoxData()){const n=t.collisionArrays[r];if(n){let r=new e.P(0,0);if(n.textBox||n.verticalTextBox){let e=!0;if(u){const t=this.variableOffsets[l];t?(r=Zt(t.anchor,t.width,t.height,t.textOffset,t.textBoxScale),h&&r._rotate(f?this.transform.angle:-this.transform.angle)):e=!1}if(n.textBox||n.verticalTextBox){let i;n.textBox&&(i=b),n.verticalTextBox&&(i=w),Yt(t.textCollisionBox.collisionVertexArray,y.text.placed,!e||i,T.text,r.x,r.y)}}if(n.iconBox||n.verticalIconBox){const e=Boolean(!w&&n.verticalIconBox);let i;n.iconBox&&(i=e),n.verticalIconBox&&(i=!e),Yt(t.iconCollisionBox.collisionVertexArray,y.icon.placed,i,T.icon,p?r.x:0,p?r.y:0)}}}}if(t.sortFeatures(this.transform.angle),this.retainedQueryData[t.bucketInstanceId]&&(this.retainedQueryData[t.bucketInstanceId].featureSortOrder=t.featureSortOrder),t.hasTextData()&&t.text.opacityVertexBuffer&&t.text.opacityVertexBuffer.updateData(t.text.opacityVertexArray),t.hasIconData()&&t.icon.opacityVertexBuffer&&t.icon.opacityVertexBuffer.updateData(t.icon.opacityVertexArray),t.hasIconCollisionBoxData()&&t.iconCollisionBox.collisionVertexBuffer&&t.iconCollisionBox.collisionVertexBuffer.updateData(t.iconCollisionBox.collisionVertexArray),t.hasTextCollisionBoxData()&&t.textCollisionBox.collisionVertexBuffer&&t.textCollisionBox.collisionVertexBuffer.updateData(t.textCollisionBox.collisionVertexArray),t.text.opacityVertexArray.length!==t.text.layoutVertexArray.length/4)throw new Error(`bucket.text.opacityVertexArray.length (= ${t.text.opacityVertexArray.length}) !== bucket.text.layoutVertexArray.length (= ${t.text.layoutVertexArray.length}) / 4`);if(t.icon.opacityVertexArray.length!==t.icon.layoutVertexArray.length/4)throw new Error(`bucket.icon.opacityVertexArray.length (= ${t.icon.opacityVertexArray.length}) !== bucket.icon.layoutVertexArray.length (= ${t.icon.layoutVertexArray.length}) / 4`);if(t.bucketInstanceId in this.collisionCircleArrays){const e=this.collisionCircleArrays[t.bucketInstanceId];t.placementInvProjMatrix=e.invProjMatrix,t.placementViewportMatrix=e.viewportMatrix,t.collisionCircleArray=e.circles,delete this.collisionCircleArrays[t.bucketInstanceId]}}symbolFadeChange(t){return 0===this.fadeDuration?1:(t-this.commitTime)/this.fadeDuration+this.prevZoomAdjustment}zoomAdjustment(t){return Math.max(0,(this.transform.zoom-t)/1.5)}hasTransitions(t){return this.stale||t-this.lastPlacementChangeTime<this.fadeDuration}stillRecent(t,e){const r=this.zoomAtLastRecencyCheck===e?1-this.zoomAdjustment(e):1;return this.zoomAtLastRecencyCheck=e,this.commitTime+this.fadeDuration*r>t}setStale(){this.stale=!0}}function Yt(t,e,r,n,i,a){n&&0!==n.length||(n=[0,0,0,0]);const o=n[0]-Ft,s=n[1]-Ft,l=n[2]-Ft,c=n[3]-Ft;t.emplaceBack(e?1:0,r?1:0,i||0,a||0,o,s),t.emplaceBack(e?1:0,r?1:0,i||0,a||0,l,s),t.emplaceBack(e?1:0,r?1:0,i||0,a||0,l,c),t.emplaceBack(e?1:0,r?1:0,i||0,a||0,o,c)}const Xt=Math.pow(2,25),$t=Math.pow(2,24),Jt=Math.pow(2,17),Kt=Math.pow(2,16),Qt=Math.pow(2,9),te=Math.pow(2,8),ee=Math.pow(2,1);function re(t){if(0===t.opacity&&!t.placed)return 0;if(1===t.opacity&&t.placed)return 4294967295;const e=t.placed?1:0,r=Math.floor(127*t.opacity);return r*Xt+e*$t+r*Jt+e*Kt+r*Qt+e*te+r*ee+e}const ne=0;function ie(){return{isOccluded(t,e,r){return!1},getPitchedTextCorrection(t,e,r){return 1},get useSpecialProjectionForSymbols(){return!1},projectTileCoordinates(t,e,r,n){throw new Error(\"Not implemented.\")},translatePosition(t,e,r,n){return function(t,e,r,n,i=!1){if(!r[0]&&!r[1])return[0,0];const a=i?\"map\"===n?t.angle:0:\"viewport\"===n?-t.angle:0;if(a){const t=Math.sin(a),e=Math.cos(a);r=[r[0]*e-r[1]*t,r[0]*t+r[1]*e]}return[i?r[0]:Nt(e,r[0],t.zoom),i?r[1]:Nt(e,r[1],t.zoom)]}(t,e,r,n)},getCircleRadiusCorrection(t){return 1}}}class ae{constructor(t){this._sortAcrossTiles=\"viewport-y\"!==t.layout.get(\"symbol-z-order\")&&!t.layout.get(\"symbol-sort-key\").isConstant(),this._currentTileIndex=0,this._currentPartIndex=0,this._seenCrossTileIDs={},this._bucketParts=[]}continuePlacement(t,e,r,n,i){const a=this._bucketParts;for(;this._currentTileIndex<t.length;){const r=t[this._currentTileIndex];if(e.getBucketParts(a,n,r,this._sortAcrossTiles),this._currentTileIndex++,i())return!0}for(this._sortAcrossTiles&&(this._sortAcrossTiles=!1,a.sort(((t,e)=>t.sortKey-e.sortKey)));this._currentPartIndex<a.length;){const t=a[this._currentPartIndex];if(e.placeLayerBucketPart(t,this._seenCrossTileIDs,r),this._currentPartIndex++,i())return!0}return!1}}class oe{constructor(t,e,r,n,i,a,o,s){this.placement=new Wt(t,ie(),e,a,o,s),this._currentPlacementIndex=r.length-1,this._forceFullPlacement=n,this._showCollisionBoxes=i,this._done=!1}isDone(){return this._done}continuePlacement(t,e,r){const n=a.now(),i=()=>!this._forceFullPlacement&&a.now()-n>2;for(;this._currentPlacementIndex>=0;){const n=e[t[this._currentPlacementIndex]],a=this.placement.collisionIndex.transform.zoom;if(\"symbol\"===n.type&&(!n.minzoom||n.minzoom<=a)&&(!n.maxzoom||n.maxzoom>a)){if(this._inProgressLayer||(this._inProgressLayer=new ae(n)),this._inProgressLayer.continuePlacement(r[n.source],this.placement,this._showCollisionBoxes,n,i))return;delete this._inProgressLayer}this._currentPlacementIndex--}this._done=!0}commit(t){return this.placement.commit(t),this.placement}}const se=512/e.X/2;class le{constructor(t,r,n){this.tileID=t,this.bucketInstanceId=n,this._symbolsByKey={};const i=new Map;for(let t=0;t<r.length;t++){const e=r.get(t),n=e.key,a=i.get(n);a?a.push(e):i.set(n,[e])}for(const[t,r]of i){const n={positions:r.map((t=>({x:Math.floor(t.anchorX*se),y:Math.floor(t.anchorY*se)}))),crossTileIDs:r.map((t=>t.crossTileID))};if(n.positions.length>128){const t=new e.aw(n.positions.length,16,Uint16Array);for(const{x:e,y:r}of n.positions)t.add(e,r);t.finish(),delete n.positions,n.index=t}this._symbolsByKey[t]=n}}getScaledCoordinates(t,r){const{x:n,y:i,z:a}=this.tileID.canonical,{x:o,y:s,z:l}=r.canonical,c=l-a,u=se/Math.pow(2,c),h=(o*e.X+t.anchorX)*u,f=(s*e.X+t.anchorY)*u,p=n*e.X*se,d=i*e.X*se;return{x:Math.floor(h-p),y:Math.floor(f-d)}}findMatches(t,e,r){const n=this.tileID.canonical.z<e.canonical.z?1:Math.pow(2,this.tileID.canonical.z-e.canonical.z);for(let i=0;i<t.length;i++){const a=t.get(i);if(a.crossTileID)continue;const o=this._symbolsByKey[a.key];if(!o)continue;const s=this.getScaledCoordinates(a,e);if(o.index){const t=o.index.range(s.x-n,s.y-n,s.x+n,s.y+n).sort();for(const e of t){const t=o.crossTileIDs[e];if(!r[t]){r[t]=!0,a.crossTileID=t;break}}}else if(o.positions)for(let t=0;t<o.positions.length;t++){const e=o.positions[t],i=o.crossTileIDs[t];if(Math.abs(e.x-s.x)<=n&&Math.abs(e.y-s.y)<=n&&!r[i]){r[i]=!0,a.crossTileID=i;break}}}}getCrossTileIDsLists(){return Object.values(this._symbolsByKey).map((({crossTileIDs:t})=>t))}}class ce{constructor(){this.maxCrossTileID=0}generate(){return++this.maxCrossTileID}}class ue{constructor(){this.indexes={},this.usedCrossTileIDs={},this.lng=0}handleWrapJump(t){const e=Math.round((t-this.lng)/360);if(0!==e)for(const t in this.indexes){const r=this.indexes[t],n={};for(const t in r){const i=r[t];i.tileID=i.tileID.unwrapTo(i.tileID.wrap+e),n[i.tileID.key]=i}this.indexes[t]=n}this.lng=t}addBucket(t,e,r){if(this.indexes[t.overscaledZ]&&this.indexes[t.overscaledZ][t.key]){if(this.indexes[t.overscaledZ][t.key].bucketInstanceId===e.bucketInstanceId)return!1;this.removeBucketCrossTileIDs(t.overscaledZ,this.indexes[t.overscaledZ][t.key])}for(let t=0;t<e.symbolInstances.length;t++)e.symbolInstances.get(t).crossTileID=0;this.usedCrossTileIDs[t.overscaledZ]||(this.usedCrossTileIDs[t.overscaledZ]={});const n=this.usedCrossTileIDs[t.overscaledZ];for(const r in this.indexes){const i=this.indexes[r];if(Number(r)>t.overscaledZ)for(const r in i){const a=i[r];a.tileID.isChildOf(t)&&a.findMatches(e.symbolInstances,t,n)}else{const a=i[t.scaledTo(Number(r)).key];a&&a.findMatches(e.symbolInstances,t,n)}}for(let t=0;t<e.symbolInstances.length;t++){const i=e.symbolInstances.get(t);i.crossTileID||(i.crossTileID=r.generate(),n[i.crossTileID]=!0)}return void 0===this.indexes[t.overscaledZ]&&(this.indexes[t.overscaledZ]={}),this.indexes[t.overscaledZ][t.key]=new le(t,e.symbolInstances,e.bucketInstanceId),!0}removeBucketCrossTileIDs(t,e){for(const r of e.getCrossTileIDsLists())for(const e of r)delete this.usedCrossTileIDs[t][e]}removeStaleBuckets(t){let e=!1;for(const r in this.indexes){const n=this.indexes[r];for(const i in n)t[n[i].bucketInstanceId]||(this.removeBucketCrossTileIDs(r,n[i]),delete n[i],e=!0)}return e}}class he{constructor(){this.layerIndexes={},this.crossTileIDs=new ce,this.maxBucketInstanceId=0,this.bucketsInCurrentPlacement={}}addLayer(t,e,r){let n=this.layerIndexes[t.id];void 0===n&&(n=this.layerIndexes[t.id]=new ue);let i=!1;const a={};n.handleWrapJump(r);for(const r of e){const e=r.getBucket(t);e&&t.id===e.layerIds[0]&&(e.bucketInstanceId||(e.bucketInstanceId=++this.maxBucketInstanceId),n.addBucket(r.tileID,e,this.crossTileIDs)&&(i=!0),a[e.bucketInstanceId]=!0)}return n.removeStaleBuckets(a)&&(i=!0),i}pruneUnusedLayers(t){const e={};t.forEach((t=>{e[t]=!0}));for(const t in this.layerIndexes)e[t]||delete this.layerIndexes[t]}}const fe=(t,r)=>e.t(t,r&&r.filter((t=>\"source.canvas\"!==t.identifier))),pe=e.ax();class de extends e.E{constructor(t,r={}){super(),this._rtlPluginLoaded=()=>{for(const t in this.sourceCaches){const e=this.sourceCaches[t].getSource().type;\"vector\"!==e&&\"geojson\"!==e||this.sourceCaches[t].reload()}},this.map=t,this.dispatcher=new q(V(),t._getMapId()),this.dispatcher.registerMessageHandler(\"GG\",((t,e)=>this.getGlyphs(t,e))),this.dispatcher.registerMessageHandler(\"GI\",((t,e)=>this.getImages(t,e))),this.imageManager=new k,this.imageManager.setEventedParent(this),this.glyphManager=new E(t._requestManager,r.localIdeographFontFamily),this.lineAtlas=new R(256,512),this.crossTileSymbolIndex=new he,this._spritesImagesIds={},this._layers={},this._order=[],this.sourceCaches={},this.zoomHistory=new e.ay,this._loaded=!1,this._availableImages=[],this._resetUpdates(),this.dispatcher.broadcast(\"SR\",e.az()),ut().on(st,this._rtlPluginLoaded),this.on(\"data\",(t=>{if(\"source\"!==t.dataType||\"metadata\"!==t.sourceDataType)return;const e=this.sourceCaches[t.sourceId];if(!e)return;const r=e.getSource();if(r&&r.vectorLayerIds)for(const t in this._layers){const e=this._layers[t];e.source===r.id&&this._validateLayer(e)}}))}loadURL(t,r={},n){this.fire(new e.k(\"dataloading\",{dataType:\"style\"})),r.validate=\"boolean\"!=typeof r.validate||r.validate;const i=this.map._requestManager.transformRequest(t,\"Style\");this._loadStyleRequest=new AbortController;const a=this._loadStyleRequest;e.h(i,this._loadStyleRequest).then((t=>{this._loadStyleRequest=null,this._load(t.data,r,n)})).catch((t=>{this._loadStyleRequest=null,t&&!a.signal.aborted&&this.fire(new e.j(t))}))}loadJSON(t,r={},n){this.fire(new e.k(\"dataloading\",{dataType:\"style\"})),this._frameRequest=new AbortController,a.frameAsync(this._frameRequest).then((()=>{this._frameRequest=null,r.validate=!1!==r.validate,this._load(t,r,n)})).catch((()=>{}))}loadEmpty(){this.fire(new e.k(\"dataloading\",{dataType:\"style\"})),this._load(pe,{validate:!1})}_load(t,r,n){var i;const a=r.transformStyle?r.transformStyle(n,t):t;if(!r.validate||!fe(this,e.x(a))){this._loaded=!0,this.stylesheet=a;for(const t in a.sources)this.addSource(t,a.sources[t],{validate:!1});a.sprite?this._loadSprite(a.sprite):this.imageManager.setLoaded(!0),this.glyphManager.setURL(a.glyphs),this._createLayers(),this.light=new P(this.stylesheet.light),this.sky=new D(this.stylesheet.sky),this.map.setTerrain(null!==(i=this.stylesheet.terrain)&&void 0!==i?i:null),this.fire(new e.k(\"data\",{dataType:\"style\"})),this.fire(new e.k(\"style.load\"))}}_createLayers(){const t=e.aA(this.stylesheet.layers);this.dispatcher.broadcast(\"SL\",t),this._order=t.map((t=>t.id)),this._layers={},this._serializedLayers=null;for(const r of t){const t=e.aB(r);t.setEventedParent(this,{layer:{id:r.id}}),this._layers[r.id]=t}}_loadSprite(t,r=!1,n=void 0){let i;this.imageManager.setLoaded(!1),this._spriteRequest=new AbortController,b(t,this.map._requestManager,this.map.getPixelRatio(),this._spriteRequest).then((t=>{if(this._spriteRequest=null,t)for(const e in t){this._spritesImagesIds[e]=[];const n=this._spritesImagesIds[e]?this._spritesImagesIds[e].filter((e=>!(e in t))):[];for(const t of n)this.imageManager.removeImage(t),this._changedImages[t]=!0;for(const n in t[e]){const i=\"default\"===e?n:`${e}:${n}`;this._spritesImagesIds[e].push(i),i in this.imageManager.images?this.imageManager.updateImage(i,t[e][n],!1):this.imageManager.addImage(i,t[e][n]),r&&(this._changedImages[i]=!0)}}})).catch((t=>{this._spriteRequest=null,i=t,this.fire(new e.j(i))})).finally((()=>{this.imageManager.setLoaded(!0),this._availableImages=this.imageManager.listImages(),r&&(this._changed=!0),this.dispatcher.broadcast(\"SI\",this._availableImages),this.fire(new e.k(\"data\",{dataType:\"style\"})),n&&n(i)}))}_unloadSprite(){for(const t of Object.values(this._spritesImagesIds).flat())this.imageManager.removeImage(t),this._changedImages[t]=!0;this._spritesImagesIds={},this._availableImages=this.imageManager.listImages(),this._changed=!0,this.dispatcher.broadcast(\"SI\",this._availableImages),this.fire(new e.k(\"data\",{dataType:\"style\"}))}_validateLayer(t){const r=this.sourceCaches[t.source];if(!r)return;const n=t.sourceLayer;if(!n)return;const i=r.getSource();(\"geojson\"===i.type||i.vectorLayerIds&&-1===i.vectorLayerIds.indexOf(n))&&this.fire(new e.j(new Error(`Source layer \"${n}\" does not exist on source \"${i.id}\" as specified by style layer \"${t.id}\".`)))}loaded(){if(!this._loaded)return!1;if(Object.keys(this._updatedSources).length)return!1;for(const t in this.sourceCaches)if(!this.sourceCaches[t].loaded())return!1;return!!this.imageManager.isLoaded()}_serializeByIds(t){const e=this._serializedAllLayers();if(!t||0===t.length)return Object.values(e);const r=[];for(const n of t)e[n]&&r.push(e[n]);return r}_serializedAllLayers(){let t=this._serializedLayers;if(t)return t;t=this._serializedLayers={};const e=Object.keys(this._layers);for(const r of e){const e=this._layers[r];\"custom\"!==e.type&&(t[r]=e.serialize())}return t}hasTransitions(){if(this.light&&this.light.hasTransition())return!0;if(this.sky&&this.sky.hasTransition())return!0;for(const t in this.sourceCaches)if(this.sourceCaches[t].hasTransition())return!0;for(const t in this._layers)if(this._layers[t].hasTransition())return!0;return!1}_checkLoaded(){if(!this._loaded)throw new Error(\"Style is not done loading.\")}update(t){if(!this._loaded)return;const r=this._changed;if(r){const e=Object.keys(this._updatedLayers),r=Object.keys(this._removedLayers);(e.length||r.length)&&this._updateWorkerLayers(e,r);for(const t in this._updatedSources){const e=this._updatedSources[t];if(\"reload\"===e)this._reloadSource(t);else{if(\"clear\"!==e)throw new Error(`Invalid action ${e}`);this._clearSource(t)}}this._updateTilesForChangedImages(),this._updateTilesForChangedGlyphs();for(const e in this._updatedPaintProps)this._layers[e].updateTransitions(t);this.light.updateTransitions(t),this.sky.updateTransitions(t),this._resetUpdates()}const n={};for(const t in this.sourceCaches){const e=this.sourceCaches[t];n[t]=e.used,e.used=!1}for(const e of this._order){const r=this._layers[e];r.recalculate(t,this._availableImages),!r.isHidden(t.zoom)&&r.source&&(this.sourceCaches[r.source].used=!0)}for(const t in n){const r=this.sourceCaches[t];!!n[t]!=!!r.used&&r.fire(new e.k(\"data\",{sourceDataType:\"visibility\",dataType:\"source\",sourceId:t}))}this.light.recalculate(t),this.sky.recalculate(t),this.z=t.zoom,r&&this.fire(new e.k(\"data\",{dataType:\"style\"}))}_updateTilesForChangedImages(){const t=Object.keys(this._changedImages);if(t.length){for(const e in this.sourceCaches)this.sourceCaches[e].reloadTilesForDependencies([\"icons\",\"patterns\"],t);this._changedImages={}}}_updateTilesForChangedGlyphs(){if(this._glyphsDidChange){for(const t in this.sourceCaches)this.sourceCaches[t].reloadTilesForDependencies([\"glyphs\"],[\"\"]);this._glyphsDidChange=!1}}_updateWorkerLayers(t,e){this.dispatcher.broadcast(\"UL\",{layers:this._serializeByIds(t),removedIds:e})}_resetUpdates(){this._changed=!1,this._updatedLayers={},this._removedLayers={},this._updatedSources={},this._updatedPaintProps={},this._changedImages={},this._glyphsDidChange=!1}setState(t,r={}){var n;this._checkLoaded();const i=this.serialize();if(t=r.transformStyle?r.transformStyle(i,t):t,(null===(n=r.validate)||void 0===n||n)&&fe(this,e.x(t)))return!1;(t=e.aC(t)).layers=e.aA(t.layers);const a=e.aD(i,t),o=this._getOperationsToPerform(a);if(o.unimplemented.length>0)throw new Error(`Unimplemented: ${o.unimplemented.join(\", \")}.`);if(0===o.operations.length)return!1;for(const t of o.operations)t();return this.stylesheet=t,this._serializedLayers=null,!0}_getOperationsToPerform(t){const e=[],r=[];for(const n of t)switch(n.command){case\"setCenter\":case\"setZoom\":case\"setBearing\":case\"setPitch\":continue;case\"addLayer\":e.push((()=>this.addLayer.apply(this,n.args)));break;case\"removeLayer\":e.push((()=>this.removeLayer.apply(this,n.args)));break;case\"setPaintProperty\":e.push((()=>this.setPaintProperty.apply(this,n.args)));break;case\"setLayoutProperty\":e.push((()=>this.setLayoutProperty.apply(this,n.args)));break;case\"setFilter\":e.push((()=>this.setFilter.apply(this,n.args)));break;case\"addSource\":e.push((()=>this.addSource.apply(this,n.args)));break;case\"removeSource\":e.push((()=>this.removeSource.apply(this,n.args)));break;case\"setLayerZoomRange\":e.push((()=>this.setLayerZoomRange.apply(this,n.args)));break;case\"setLight\":e.push((()=>this.setLight.apply(this,n.args)));break;case\"setGeoJSONSourceData\":e.push((()=>this.setGeoJSONSourceData.apply(this,n.args)));break;case\"setGlyphs\":e.push((()=>this.setGlyphs.apply(this,n.args)));break;case\"setSprite\":e.push((()=>this.setSprite.apply(this,n.args)));break;case\"setSky\":e.push((()=>this.setSky.apply(this,n.args)));break;case\"setTerrain\":e.push((()=>this.map.setTerrain.apply(this,n.args)));break;case\"setTransition\":e.push((()=>{}));break;default:r.push(n.command)}return{operations:e,unimplemented:r}}addImage(t,r){if(this.getImage(t))return this.fire(new e.j(new Error(`An image named \"${t}\" already exists.`)));this.imageManager.addImage(t,r),this._afterImageUpdated(t)}updateImage(t,e){this.imageManager.updateImage(t,e)}getImage(t){return this.imageManager.getImage(t)}removeImage(t){if(!this.getImage(t))return this.fire(new e.j(new Error(`An image named \"${t}\" does not exist.`)));this.imageManager.removeImage(t),this._afterImageUpdated(t)}_afterImageUpdated(t){this._availableImages=this.imageManager.listImages(),this._changedImages[t]=!0,this._changed=!0,this.dispatcher.broadcast(\"SI\",this._availableImages),this.fire(new e.k(\"data\",{dataType:\"style\"}))}listImages(){return this._checkLoaded(),this.imageManager.listImages()}addSource(t,r,n={}){if(this._checkLoaded(),void 0!==this.sourceCaches[t])throw new Error(`Source \"${t}\" already exists.`);if(!r.type)throw new Error(`The type property must be defined, but only the following properties were given: ${Object.keys(r).join(\", \")}.`);if([\"vector\",\"raster\",\"geojson\",\"video\",\"image\"].indexOf(r.type)>=0&&this._validate(e.x.source,`sources.${t}`,r,null,n))return;this.map&&this.map._collectResourceTiming&&(r.collectResourceTiming=!0);const i=this.sourceCaches[t]=new dt(t,r,this.dispatcher);i.style=this,i.setEventedParent(this,(()=>({isSourceLoaded:i.loaded(),source:i.serialize(),sourceId:t}))),i.onAdd(this.map),this._changed=!0}removeSource(t){if(this._checkLoaded(),void 0===this.sourceCaches[t])throw new Error(\"There is no source with this ID\");for(const r in this._layers)if(this._layers[r].source===t)return this.fire(new e.j(new Error(`Source \"${t}\" cannot be removed while layer \"${r}\" is using it.`)));const r=this.sourceCaches[t];delete this.sourceCaches[t],delete this._updatedSources[t],r.fire(new e.k(\"data\",{sourceDataType:\"metadata\",dataType:\"source\",sourceId:t})),r.setEventedParent(null),r.onRemove(this.map),this._changed=!0}setGeoJSONSourceData(t,e){if(this._checkLoaded(),void 0===this.sourceCaches[t])throw new Error(`There is no source with this ID=${t}`);const r=this.sourceCaches[t].getSource();if(\"geojson\"!==r.type)throw new Error(`geojsonSource.type is ${r.type}, which is !== 'geojson`);r.setData(e),this._changed=!0}getSource(t){return this.sourceCaches[t]&&this.sourceCaches[t].getSource()}addLayer(t,r,n={}){this._checkLoaded();const i=t.id;if(this.getLayer(i))return void this.fire(new e.j(new Error(`Layer \"${i}\" already exists on this map.`)));let a;if(\"custom\"===t.type){if(fe(this,e.aE(t)))return;a=e.aB(t)}else{if(\"source\"in t&&\"object\"==typeof t.source&&(this.addSource(i,t.source),t=e.aC(t),t=e.e(t,{source:i})),this._validate(e.x.layer,`layers.${i}`,t,{arrayIndex:-1},n))return;a=e.aB(t),this._validateLayer(a),a.setEventedParent(this,{layer:{id:i}})}const o=r?this._order.indexOf(r):this._order.length;if(r&&-1===o)this.fire(new e.j(new Error(`Cannot add layer \"${i}\" before non-existing layer \"${r}\".`)));else{if(this._order.splice(o,0,i),this._layerOrderChanged=!0,this._layers[i]=a,this._removedLayers[i]&&a.source&&\"custom\"!==a.type){const t=this._removedLayers[i];delete this._removedLayers[i],t.type!==a.type?this._updatedSources[a.source]=\"clear\":(this._updatedSources[a.source]=\"reload\",this.sourceCaches[a.source].pause())}this._updateLayer(a),a.onAdd&&a.onAdd(this.map)}}moveLayer(t,r){if(this._checkLoaded(),this._changed=!0,!this._layers[t])return void this.fire(new e.j(new Error(`The layer '${t}' does not exist in the map's style and cannot be moved.`)));if(t===r)return;const n=this._order.indexOf(t);this._order.splice(n,1);const i=r?this._order.indexOf(r):this._order.length;r&&-1===i?this.fire(new e.j(new Error(`Cannot move layer \"${t}\" before non-existing layer \"${r}\".`))):(this._order.splice(i,0,t),this._layerOrderChanged=!0)}removeLayer(t){this._checkLoaded();const r=this._layers[t];if(!r)return void this.fire(new e.j(new Error(`Cannot remove non-existing layer \"${t}\".`)));r.setEventedParent(null);const n=this._order.indexOf(t);this._order.splice(n,1),this._layerOrderChanged=!0,this._changed=!0,this._removedLayers[t]=r,delete this._layers[t],this._serializedLayers&&delete this._serializedLayers[t],delete this._updatedLayers[t],delete this._updatedPaintProps[t],r.onRemove&&r.onRemove(this.map)}getLayer(t){return this._layers[t]}getLayersOrder(){return[...this._order]}hasLayer(t){return t in this._layers}setLayerZoomRange(t,r,n){this._checkLoaded();const i=this.getLayer(t);i?i.minzoom===r&&i.maxzoom===n||(null!=r&&(i.minzoom=r),null!=n&&(i.maxzoom=n),this._updateLayer(i)):this.fire(new e.j(new Error(`Cannot set the zoom range of non-existing layer \"${t}\".`)))}setFilter(t,r,n={}){this._checkLoaded();const i=this.getLayer(t);if(i){if(!e.aF(i.filter,r))return null==r?(i.filter=void 0,void this._updateLayer(i)):void(this._validate(e.x.filter,`layers.${i.id}.filter`,r,null,n)||(i.filter=e.aC(r),this._updateLayer(i)))}else this.fire(new e.j(new Error(`Cannot filter non-existing layer \"${t}\".`)))}getFilter(t){return e.aC(this.getLayer(t).filter)}setLayoutProperty(t,r,n,i={}){this._checkLoaded();const a=this.getLayer(t);a?e.aF(a.getLayoutProperty(r),n)||(a.setLayoutProperty(r,n,i),this._updateLayer(a)):this.fire(new e.j(new Error(`Cannot style non-existing layer \"${t}\".`)))}getLayoutProperty(t,r){const n=this.getLayer(t);if(n)return n.getLayoutProperty(r);this.fire(new e.j(new Error(`Cannot get style of non-existing layer \"${t}\".`)))}setPaintProperty(t,r,n,i={}){this._checkLoaded();const a=this.getLayer(t);a?e.aF(a.getPaintProperty(r),n)||(a.setPaintProperty(r,n,i)&&this._updateLayer(a),this._changed=!0,this._updatedPaintProps[t]=!0,this._serializedLayers=null):this.fire(new e.j(new Error(`Cannot style non-existing layer \"${t}\".`)))}getPaintProperty(t,e){return this.getLayer(t).getPaintProperty(e)}setFeatureState(t,r){this._checkLoaded();const n=t.source,i=t.sourceLayer,a=this.sourceCaches[n];if(void 0===a)return void this.fire(new e.j(new Error(`The source '${n}' does not exist in the map's style.`)));const o=a.getSource().type;\"geojson\"===o&&i?this.fire(new e.j(new Error(\"GeoJSON sources cannot have a sourceLayer parameter.\"))):\"vector\"!==o||i?(void 0===t.id&&this.fire(new e.j(new Error(\"The feature id parameter must be provided.\"))),a.setFeatureState(i,t.id,r)):this.fire(new e.j(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}removeFeatureState(t,r){this._checkLoaded();const n=t.source,i=this.sourceCaches[n];if(void 0===i)return void this.fire(new e.j(new Error(`The source '${n}' does not exist in the map's style.`)));const a=i.getSource().type,o=\"vector\"===a?t.sourceLayer:void 0;\"vector\"!==a||o?r&&\"string\"!=typeof t.id&&\"number\"!=typeof t.id?this.fire(new e.j(new Error(\"A feature id is required to remove its specific state property.\"))):i.removeFeatureState(o,t.id,r):this.fire(new e.j(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}getFeatureState(t){this._checkLoaded();const r=t.source,n=t.sourceLayer,i=this.sourceCaches[r];if(void 0!==i)return\"vector\"!==i.getSource().type||n?(void 0===t.id&&this.fire(new e.j(new Error(\"The feature id parameter must be provided.\"))),i.getFeatureState(n,t.id)):void this.fire(new e.j(new Error(\"The sourceLayer parameter must be provided for vector source types.\")));this.fire(new e.j(new Error(`The source '${r}' does not exist in the map's style.`)))}getTransition(){return e.e({duration:300,delay:0},this.stylesheet&&this.stylesheet.transition)}serialize(){if(!this._loaded)return;const t=e.aG(this.sourceCaches,(t=>t.serialize())),r=this._serializeByIds(this._order),n=this.map.getTerrain()||void 0,i=this.stylesheet;return e.aH({version:i.version,name:i.name,metadata:i.metadata,light:i.light,sky:i.sky,center:i.center,zoom:i.zoom,bearing:i.bearing,pitch:i.pitch,sprite:i.sprite,glyphs:i.glyphs,transition:i.transition,sources:t,layers:r,terrain:n},(t=>void 0!==t))}_updateLayer(t){this._updatedLayers[t.id]=!0,t.source&&!this._updatedSources[t.source]&&\"raster\"!==this.sourceCaches[t.source].getSource().type&&(this._updatedSources[t.source]=\"reload\",this.sourceCaches[t.source].pause()),this._serializedLayers=null,this._changed=!0}_flattenAndSortRenderedFeatures(t){const e=t=>\"fill-extrusion\"===this._layers[t].type,r={},n=[];for(let i=this._order.length-1;i>=0;i--){const a=this._order[i];if(e(a)){r[a]=i;for(const e of t){const t=e[a];if(t)for(const e of t)n.push(e)}}}n.sort(((t,e)=>e.intersectionZ-t.intersectionZ));const i=[];for(let a=this._order.length-1;a>=0;a--){const o=this._order[a];if(e(o))for(let t=n.length-1;t>=0;t--){const e=n[t].feature;if(r[e.layer.id]<a)break;i.push(e),n.pop()}else for(const e of t){const t=e[o];if(t)for(const e of t)i.push(e.feature)}}return i}queryRenderedFeatures(t,r,n){r&&r.filter&&this._validate(e.x.filter,\"queryRenderedFeatures.filter\",r.filter,null,r);const i={};if(r&&r.layers){if(!Array.isArray(r.layers))return this.fire(new e.j(new Error(\"parameters.layers must be an Array.\"))),[];for(const t of r.layers){const r=this._layers[t];if(!r)return this.fire(new e.j(new Error(`The layer '${t}' does not exist in the map's style and cannot be queried for features.`))),[];i[r.source]=!0}}const a=[];r.availableImages=this._availableImages;const o=this._serializedAllLayers();for(const e in this.sourceCaches)r.layers&&!i[e]||a.push(Z(this.sourceCaches[e],this._layers,o,t,r,n));return this.placement&&a.push(function(t,e,r,n,i,a,o){const s={},l=a.queryRenderedSymbols(n),c=[];for(const t of Object.keys(l).map(Number))c.push(o[t]);c.sort(W);for(const r of c){const n=r.featureIndex.lookupSymbolFeatures(l[r.bucketInstanceId],e,r.bucketIndex,r.sourceLayerIndex,i.filter,i.layers,i.availableImages,t);for(const t in n){const e=s[t]=s[t]||[],i=n[t];i.sort(((t,e)=>{const n=r.featureSortOrder;if(n){const r=n.indexOf(t.featureIndex);return n.indexOf(e.featureIndex)-r}return e.featureIndex-t.featureIndex}));for(const t of i)e.push(t)}}for(const e in s)s[e].forEach((n=>{const i=n.feature,a=t[e],o=r[a.source].getFeatureState(i.layer[\"source-layer\"],i.id);i.source=i.layer.source,i.layer[\"source-layer\"]&&(i.sourceLayer=i.layer[\"source-layer\"]),i.state=o}));return s}(this._layers,o,this.sourceCaches,t,r,this.placement.collisionIndex,this.placement.retainedQueryData)),this._flattenAndSortRenderedFeatures(a)}querySourceFeatures(t,r){r&&r.filter&&this._validate(e.x.filter,\"querySourceFeatures.filter\",r.filter,null,r);const n=this.sourceCaches[t];return n?function(t,e){const r=t.getRenderableIds().map((e=>t.getTileByID(e))),n=[],i={};for(let t=0;t<r.length;t++){const a=r[t],o=a.tileID.canonical.key;i[o]||(i[o]=!0,a.querySourceFeatures(n,e))}return n}(n,r):[]}getLight(){return this.light.getLight()}setLight(t,r={}){this._checkLoaded();const n=this.light.getLight();let i=!1;for(const r in t)if(!e.aF(t[r],n[r])){i=!0;break}if(!i)return;const o={now:a.now(),transition:e.e({duration:300,delay:0},this.stylesheet.transition)};this.light.setLight(t,r),this.light.updateTransitions(o)}getSky(){var t;return null===(t=this.stylesheet)||void 0===t?void 0:t.sky}setSky(t,r={}){const n=this.sky.getSky();let i=!1;t||n&&(i=!0);for(const r in t)if(!e.aF(t[r],n[r])){i=!0;break}if(!i)return;const o={now:a.now(),transition:e.e({duration:300,delay:0},this.stylesheet.transition)};this.stylesheet.sky=t,this.sky.setSky(t,r),this.sky.updateTransitions(o)}_validate(t,r,n,i,a={}){return(!a||!1!==a.validate)&&fe(this,t.call(e.x,e.e({key:r,style:this.serialize(),value:n,styleSpec:e.v},i)))}_remove(t=!0){this._frameRequest&&(this._frameRequest.abort(),this._frameRequest=null),this._loadStyleRequest&&(this._loadStyleRequest.abort(),this._loadStyleRequest=null),this._spriteRequest&&(this._spriteRequest.abort(),this._spriteRequest=null),ut().off(st,this._rtlPluginLoaded);for(const t in this._layers)this._layers[t].setEventedParent(null);for(const t in this.sourceCaches){const e=this.sourceCaches[t];e.setEventedParent(null),e.onRemove(this.map)}this.imageManager.setEventedParent(null),this.setEventedParent(null),t&&this.dispatcher.broadcast(\"RM\",void 0),this.dispatcher.remove(t)}_clearSource(t){this.sourceCaches[t].clearTiles()}_reloadSource(t){this.sourceCaches[t].resume(),this.sourceCaches[t].reload()}_updateSources(t){for(const e in this.sourceCaches)this.sourceCaches[e].update(t,this.map.terrain)}_generateCollisionBoxes(){for(const t in this.sourceCaches)this._reloadSource(t)}_updatePlacement(t,e,r,n,i=!1){let o=!1,s=!1;const l={};for(const e of this._order){const r=this._layers[e];if(\"symbol\"!==r.type)continue;if(!l[r.source]){const t=this.sourceCaches[r.source];l[r.source]=t.getRenderableIds(!0).map((e=>t.getTileByID(e))).sort(((t,e)=>e.tileID.overscaledZ-t.tileID.overscaledZ||(t.tileID.isLessThan(e.tileID)?-1:1)))}const n=this.crossTileSymbolIndex.addLayer(r,l[r.source],t.center.lng);o=o||n}if(this.crossTileSymbolIndex.pruneUnusedLayers(this._order),((i=i||this._layerOrderChanged||0===r)||!this.pauseablePlacement||this.pauseablePlacement.isDone()&&!this.placement.stillRecent(a.now(),t.zoom))&&(this.pauseablePlacement=new oe(t,this.map.terrain,this._order,i,e,r,n,this.placement),this._layerOrderChanged=!1),this.pauseablePlacement.isDone()?this.placement.setStale():(this.pauseablePlacement.continuePlacement(this._order,this._layers,l),this.pauseablePlacement.isDone()&&(this.placement=this.pauseablePlacement.commit(a.now()),s=!0),o&&this.pauseablePlacement.placement.setStale()),s||o)for(const t of this._order){const e=this._layers[t];\"symbol\"===e.type&&this.placement.updateLayerOpacities(e,l[e.source])}return!this.pauseablePlacement.isDone()||this.placement.hasTransitions(a.now())}_releaseSymbolFadeTiles(){for(const t in this.sourceCaches)this.sourceCaches[t].releaseSymbolFadeTiles()}getImages(t,r){return e._(this,void 0,void 0,(function*(){const t=yield this.imageManager.getImages(r.icons);this._updateTilesForChangedImages();const e=this.sourceCaches[r.source];return e&&e.setDependencies(r.tileID.key,r.type,r.icons),t}))}getGlyphs(t,r){return e._(this,void 0,void 0,(function*(){const t=yield this.glyphManager.getGlyphs(r.stacks),e=this.sourceCaches[r.source];return e&&e.setDependencies(r.tileID.key,r.type,[\"\"]),t}))}getGlyphsUrl(){return this.stylesheet.glyphs||null}setGlyphs(t,r={}){this._checkLoaded(),t&&this._validate(e.x.glyphs,\"glyphs\",t,null,r)||(this._glyphsDidChange=!0,this.stylesheet.glyphs=t,this.glyphManager.entries={},this.glyphManager.setURL(t))}addSprite(t,r,n={},i){this._checkLoaded();const a=[{id:t,url:r}],o=[...x(this.stylesheet.sprite),...a];this._validate(e.x.sprite,\"sprite\",o,null,n)||(this.stylesheet.sprite=o,this._loadSprite(a,!0,i))}removeSprite(t){this._checkLoaded();const r=x(this.stylesheet.sprite);if(r.find((e=>e.id===t))){if(this._spritesImagesIds[t])for(const e of this._spritesImagesIds[t])this.imageManager.removeImage(e),this._changedImages[e]=!0;r.splice(r.findIndex((e=>e.id===t)),1),this.stylesheet.sprite=r.length>0?r:void 0,delete this._spritesImagesIds[t],this._availableImages=this.imageManager.listImages(),this._changed=!0,this.dispatcher.broadcast(\"SI\",this._availableImages),this.fire(new e.k(\"data\",{dataType:\"style\"}))}else this.fire(new e.j(new Error(`Sprite \"${t}\" doesn't exists on this map.`)))}getSprite(){return x(this.stylesheet.sprite)}setSprite(t,r={},n){this._checkLoaded(),t&&this._validate(e.x.sprite,\"sprite\",t,null,r)||(this.stylesheet.sprite=t,t?this._loadSprite(t,!0,n):(this._unloadSprite(),n&&n(null)))}}var me=e.Y([{name:\"a_pos\",type:\"Int16\",components:2}]);const ge={prelude:ye(\"#ifdef GL_ES\\nprecision mediump float;\\n#else\\n#if !defined(lowp)\\n#define lowp\\n#endif\\n#if !defined(mediump)\\n#define mediump\\n#endif\\n#if !defined(highp)\\n#define highp\\n#endif\\n#endif\\n\",\"#ifdef GL_ES\\nprecision highp float;\\n#else\\n#if !defined(lowp)\\n#define lowp\\n#endif\\n#if !defined(mediump)\\n#define mediump\\n#endif\\n#if !defined(highp)\\n#define highp\\n#endif\\n#endif\\nvec2 unpack_float(const float packedValue) {int packedIntValue=int(packedValue);int v0=packedIntValue/256;return vec2(v0,packedIntValue-v0*256);}vec2 unpack_opacity(const float packedOpacity) {int intOpacity=int(packedOpacity)/2;return vec2(float(intOpacity)/127.0,mod(packedOpacity,2.0));}vec4 decode_color(const vec2 encodedColor) {return vec4(unpack_float(encodedColor[0])/255.0,unpack_float(encodedColor[1])/255.0\\n);}float unpack_mix_vec2(const vec2 packedValue,const float t) {return mix(packedValue[0],packedValue[1],t);}vec4 unpack_mix_color(const vec4 packedColors,const float t) {vec4 minColor=decode_color(vec2(packedColors[0],packedColors[1]));vec4 maxColor=decode_color(vec2(packedColors[2],packedColors[3]));return mix(minColor,maxColor,t);}vec2 get_pattern_pos(const vec2 pixel_coord_upper,const vec2 pixel_coord_lower,const vec2 pattern_size,const float tile_units_to_pixels,const vec2 pos) {vec2 offset=mod(mod(mod(pixel_coord_upper,pattern_size)*256.0,pattern_size)*256.0+pixel_coord_lower,pattern_size);return (tile_units_to_pixels*pos+offset)/pattern_size;}\\n#ifdef TERRAIN3D\\nuniform sampler2D u_terrain;uniform float u_terrain_dim;uniform mat4 u_terrain_matrix;uniform vec4 u_terrain_unpack;uniform float u_terrain_exaggeration;uniform highp sampler2D u_depth;\\n#endif\\nconst highp vec4 bitSh=vec4(256.*256.*256.,256.*256.,256.,1.);const highp vec4 bitShifts=vec4(1.)/bitSh;highp float unpack(highp vec4 color) {return dot(color,bitShifts);}highp float depthOpacity(vec3 frag) {\\n#ifdef TERRAIN3D\\nhighp float d=unpack(texture2D(u_depth,frag.xy*0.5+0.5))+0.0001-frag.z;return 1.0-max(0.0,min(1.0,-d*500.0));\\n#else\\nreturn 1.0;\\n#endif\\n}float calculate_visibility(vec4 pos) {\\n#ifdef TERRAIN3D\\nvec3 frag=pos.xyz/pos.w;highp float d=depthOpacity(frag);if (d > 0.95) return 1.0;return (d+depthOpacity(frag+vec3(0.0,0.01,0.0)))/2.0;\\n#else\\nreturn 1.0;\\n#endif\\n}float ele(vec2 pos) {\\n#ifdef TERRAIN3D\\nvec4 rgb=(texture2D(u_terrain,pos)*255.0)*u_terrain_unpack;return rgb.r+rgb.g+rgb.b-u_terrain_unpack.a;\\n#else\\nreturn 0.0;\\n#endif\\n}float get_elevation(vec2 pos) {\\n#ifdef TERRAIN3D\\nvec2 coord=(u_terrain_matrix*vec4(pos,0.0,1.0)).xy*u_terrain_dim+1.0;vec2 f=fract(coord);vec2 c=(floor(coord)+0.5)/(u_terrain_dim+2.0);float d=1.0/(u_terrain_dim+2.0);float tl=ele(c);float tr=ele(c+vec2(d,0.0));float bl=ele(c+vec2(0.0,d));float br=ele(c+vec2(d,d));float elevation=mix(mix(tl,tr,f.x),mix(bl,br,f.x),f.y);return elevation*u_terrain_exaggeration;\\n#else\\nreturn 0.0;\\n#endif\\n}\"),background:ye(\"uniform vec4 u_color;uniform float u_opacity;void main() {gl_FragColor=u_color*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);}\"),backgroundPattern:ye(\"uniform vec2 u_pattern_tl_a;uniform vec2 u_pattern_br_a;uniform vec2 u_pattern_tl_b;uniform vec2 u_pattern_br_b;uniform vec2 u_texsize;uniform float u_mix;uniform float u_opacity;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;void main() {vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(u_pattern_tl_a/u_texsize,u_pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(u_pattern_tl_b/u_texsize,u_pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);gl_FragColor=mix(color1,color2,u_mix)*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pattern_size_a;uniform vec2 u_pattern_size_b;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform float u_scale_a;uniform float u_scale_b;uniform float u_tile_units_to_pixels;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,u_scale_a*u_pattern_size_a,u_tile_units_to_pixels,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,u_scale_b*u_pattern_size_b,u_tile_units_to_pixels,a_pos);}\"),circle:ye(\"varying vec3 v_data;varying float v_visibility;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define mediump float radius\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define highp vec4 stroke_color\\n#pragma mapbox: define mediump float stroke_width\\n#pragma mapbox: define lowp float stroke_opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize mediump float radius\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize highp vec4 stroke_color\\n#pragma mapbox: initialize mediump float stroke_width\\n#pragma mapbox: initialize lowp float stroke_opacity\\nvec2 extrude=v_data.xy;float extrude_length=length(extrude);lowp float antialiasblur=v_data.z;float antialiased_blur=-max(blur,antialiasblur);float opacity_t=smoothstep(0.0,antialiased_blur,extrude_length-1.0);float color_t=stroke_width < 0.01 ? 0.0 : smoothstep(antialiased_blur,0.0,extrude_length-radius/(radius+stroke_width));gl_FragColor=v_visibility*opacity_t*mix(color*opacity,stroke_color*stroke_opacity,color_t);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform bool u_scale_with_map;uniform bool u_pitch_with_map;uniform vec2 u_extrude_scale;uniform lowp float u_device_pixel_ratio;uniform highp float u_camera_to_center_distance;attribute vec2 a_pos;varying vec3 v_data;varying float v_visibility;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define mediump float radius\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define highp vec4 stroke_color\\n#pragma mapbox: define mediump float stroke_width\\n#pragma mapbox: define lowp float stroke_opacity\\nvoid main(void) {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize mediump float radius\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize highp vec4 stroke_color\\n#pragma mapbox: initialize mediump float stroke_width\\n#pragma mapbox: initialize lowp float stroke_opacity\\nvec2 extrude=vec2(mod(a_pos,2.0)*2.0-1.0);vec2 circle_center=floor(a_pos*0.5);float ele=get_elevation(circle_center);v_visibility=calculate_visibility(u_matrix*vec4(circle_center,ele,1.0));if (u_pitch_with_map) {vec2 corner_position=circle_center;if (u_scale_with_map) {corner_position+=extrude*(radius+stroke_width)*u_extrude_scale;} else {vec4 projected_center=u_matrix*vec4(circle_center,0,1);corner_position+=extrude*(radius+stroke_width)*u_extrude_scale*(projected_center.w/u_camera_to_center_distance);}gl_Position=u_matrix*vec4(corner_position,ele,1);} else {gl_Position=u_matrix*vec4(circle_center,ele,1);if (u_scale_with_map) {gl_Position.xy+=extrude*(radius+stroke_width)*u_extrude_scale*u_camera_to_center_distance;} else {gl_Position.xy+=extrude*(radius+stroke_width)*u_extrude_scale*gl_Position.w;}}lowp float antialiasblur=1.0/u_device_pixel_ratio/(radius+stroke_width);v_data=vec3(extrude.x,extrude.y,antialiasblur);}\"),clippingMask:ye(\"void main() {gl_FragColor=vec4(1.0);}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);}\"),heatmap:ye(\"uniform highp float u_intensity;varying vec2 v_extrude;\\n#pragma mapbox: define highp float weight\\n#define GAUSS_COEF 0.3989422804014327\\nvoid main() {\\n#pragma mapbox: initialize highp float weight\\nfloat d=-0.5*3.0*3.0*dot(v_extrude,v_extrude);float val=weight*u_intensity*GAUSS_COEF*exp(d);gl_FragColor=vec4(val,1.0,1.0,1.0);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform float u_extrude_scale;uniform float u_opacity;uniform float u_intensity;attribute vec2 a_pos;varying vec2 v_extrude;\\n#pragma mapbox: define highp float weight\\n#pragma mapbox: define mediump float radius\\nconst highp float ZERO=1.0/255.0/16.0;\\n#define GAUSS_COEF 0.3989422804014327\\nvoid main(void) {\\n#pragma mapbox: initialize highp float weight\\n#pragma mapbox: initialize mediump float radius\\nvec2 unscaled_extrude=vec2(mod(a_pos,2.0)*2.0-1.0);float S=sqrt(-2.0*log(ZERO/weight/u_intensity/GAUSS_COEF))/3.0;v_extrude=S*unscaled_extrude;vec2 extrude=v_extrude*radius*u_extrude_scale;vec4 pos=vec4(floor(a_pos*0.5)+extrude,0,1);gl_Position=u_matrix*pos;}\"),heatmapTexture:ye(\"uniform sampler2D u_image;uniform sampler2D u_color_ramp;uniform float u_opacity;varying vec2 v_pos;void main() {float t=texture2D(u_image,v_pos).r;vec4 color=texture2D(u_color_ramp,vec2(t,0.5));gl_FragColor=color*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(0.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_world;attribute vec2 a_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos*u_world,0,1);v_pos.x=a_pos.x;v_pos.y=1.0-a_pos.y;}\"),collisionBox:ye(\"varying float v_placed;varying float v_notUsed;void main() {float alpha=0.5;gl_FragColor=vec4(1.0,0.0,0.0,1.0)*alpha;if (v_placed > 0.5) {gl_FragColor=vec4(0.0,0.0,1.0,0.5)*alpha;}if (v_notUsed > 0.5) {gl_FragColor*=.1;}}\",\"attribute vec2 a_anchor_pos;attribute vec2 a_placed;attribute vec2 a_box_real;uniform mat4 u_matrix;uniform vec2 u_pixel_extrude_scale;varying float v_placed;varying float v_notUsed;vec4 projectTileWithElevation(vec2 posInTile,float elevation) {return u_matrix*vec4(posInTile,elevation,1.0);}void main() {gl_Position=projectTileWithElevation(a_anchor_pos,get_elevation(a_anchor_pos));gl_Position.xy=((a_box_real+0.5)*u_pixel_extrude_scale*2.0-1.0)*vec2(1.0,-1.0)*gl_Position.w;if (gl_Position.z/gl_Position.w < 1.1) {gl_Position.z=0.5;}v_placed=a_placed.x;v_notUsed=a_placed.y;}\"),collisionCircle:ye(\"varying float v_radius;varying vec2 v_extrude;varying float v_perspective_ratio;varying float v_collision;void main() {float alpha=0.5*min(v_perspective_ratio,1.0);float stroke_radius=0.9*max(v_perspective_ratio,1.0);float distance_to_center=length(v_extrude);float distance_to_edge=abs(distance_to_center-v_radius);float opacity_t=smoothstep(-stroke_radius,0.0,-distance_to_edge);vec4 color=mix(vec4(0.0,0.0,1.0,0.5),vec4(1.0,0.0,0.0,1.0),v_collision);gl_FragColor=color*alpha*opacity_t;}\",\"attribute vec2 a_pos;attribute float a_radius;attribute vec2 a_flags;uniform mat4 u_matrix;uniform mat4 u_inv_matrix;uniform vec2 u_viewport_size;uniform float u_camera_to_center_distance;varying float v_radius;varying vec2 v_extrude;varying float v_perspective_ratio;varying float v_collision;vec3 toTilePosition(vec2 screenPos) {vec4 rayStart=u_inv_matrix*vec4(screenPos,-1.0,1.0);vec4 rayEnd  =u_inv_matrix*vec4(screenPos, 1.0,1.0);rayStart.xyz/=rayStart.w;rayEnd.xyz  /=rayEnd.w;highp float t=(0.0-rayStart.z)/(rayEnd.z-rayStart.z);return mix(rayStart.xyz,rayEnd.xyz,t);}void main() {vec2 quadCenterPos=a_pos;float radius=a_radius;float collision=a_flags.x;float vertexIdx=a_flags.y;vec2 quadVertexOffset=vec2(mix(-1.0,1.0,float(vertexIdx >=2.0)),mix(-1.0,1.0,float(vertexIdx >=1.0 && vertexIdx <=2.0)));vec2 quadVertexExtent=quadVertexOffset*radius;vec3 tilePos=toTilePosition(quadCenterPos);vec4 clipPos=u_matrix*vec4(tilePos,1.0);highp float camera_to_anchor_distance=clipPos.w;highp float collision_perspective_ratio=clamp(0.5+0.5*(u_camera_to_center_distance/camera_to_anchor_distance),0.0,4.0);float padding_factor=1.2;v_radius=radius;v_extrude=quadVertexExtent*padding_factor;v_perspective_ratio=collision_perspective_ratio;v_collision=collision;gl_Position=vec4(clipPos.xyz/clipPos.w,1.0)+vec4(quadVertexExtent*padding_factor/u_viewport_size*2.0,0.0,0.0);}\"),debug:ye(\"uniform highp vec4 u_color;uniform sampler2D u_overlay;varying vec2 v_uv;void main() {vec4 overlay_color=texture2D(u_overlay,v_uv);gl_FragColor=mix(u_color,overlay_color,overlay_color.a);}\",\"attribute vec2 a_pos;varying vec2 v_uv;uniform mat4 u_matrix;uniform float u_overlay_scale;void main() {v_uv=a_pos/8192.0;gl_Position=u_matrix*vec4(a_pos*u_overlay_scale,get_elevation(a_pos),1);}\"),fill:ye(\"#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float opacity\\ngl_FragColor=color*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float opacity\\ngl_Position=u_matrix*vec4(a_pos,0,1);}\"),fillOutline:ye(\"varying vec2 v_pos;\\n#pragma mapbox: define highp vec4 outline_color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 outline_color\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_pos-gl_FragCoord.xy);float alpha=1.0-smoothstep(0.0,1.0,dist);gl_FragColor=outline_color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;uniform vec2 u_world;varying vec2 v_pos;\\n#pragma mapbox: define highp vec4 outline_color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 outline_color\\n#pragma mapbox: initialize lowp float opacity\\ngl_Position=u_matrix*vec4(a_pos,0,1);v_pos=(gl_Position.xy/gl_Position.w+1.0)/2.0*u_world;}\"),fillOutlinePattern:ye(\"uniform vec2 u_texsize;uniform sampler2D u_image;uniform float u_fade;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec2 v_pos;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);float dist=length(v_pos-gl_FragCoord.xy);float alpha=1.0-smoothstep(0.0,1.0,dist);gl_FragColor=mix(color1,color2,u_fade)*alpha*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_world;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform vec3 u_scale;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec2 v_pos;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;gl_Position=u_matrix*vec4(a_pos,0,1);vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileRatio,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileRatio,a_pos);v_pos=(gl_Position.xy/gl_Position.w+1.0)/2.0*u_world;}\"),fillPattern:ye(\"#ifdef GL_ES\\nprecision highp float;\\n#endif\\nuniform vec2 u_texsize;uniform float u_fade;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);gl_FragColor=mix(color1,color2,u_fade)*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform vec3 u_scale;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileZoomRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;gl_Position=u_matrix*vec4(a_pos,0,1);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileZoomRatio,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileZoomRatio,a_pos);}\"),fillExtrusion:ye(\"varying vec4 v_color;void main() {gl_FragColor=v_color;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec3 u_lightcolor;uniform lowp vec3 u_lightpos;uniform lowp float u_lightintensity;uniform float u_vertical_gradient;uniform lowp float u_opacity;attribute vec2 a_pos;attribute vec4 a_normal_ed;\\n#ifdef TERRAIN3D\\nattribute vec2 a_centroid;\\n#endif\\nvarying vec4 v_color;\\n#pragma mapbox: define highp float base\\n#pragma mapbox: define highp float height\\n#pragma mapbox: define highp vec4 color\\nvoid main() {\\n#pragma mapbox: initialize highp float base\\n#pragma mapbox: initialize highp float height\\n#pragma mapbox: initialize highp vec4 color\\nvec3 normal=a_normal_ed.xyz;\\n#ifdef TERRAIN3D\\nfloat height_terrain3d_offset=get_elevation(a_centroid);float base_terrain3d_offset=height_terrain3d_offset-(base > 0.0 ? 0.0 : 10.0);\\n#else\\nfloat height_terrain3d_offset=0.0;float base_terrain3d_offset=0.0;\\n#endif\\nbase=max(0.0,base)+base_terrain3d_offset;height=max(0.0,height)+height_terrain3d_offset;float t=mod(normal.x,2.0);gl_Position=u_matrix*vec4(a_pos,t > 0.0 ? height : base,1);float colorvalue=color.r*0.2126+color.g*0.7152+color.b*0.0722;v_color=vec4(0.0,0.0,0.0,1.0);vec4 ambientlight=vec4(0.03,0.03,0.03,1.0);color+=ambientlight;float directional=clamp(dot(normal/16384.0,u_lightpos),0.0,1.0);directional=mix((1.0-u_lightintensity),max((1.0-colorvalue+u_lightintensity),1.0),directional);if (normal.y !=0.0) {directional*=((1.0-u_vertical_gradient)+(u_vertical_gradient*clamp((t+base)*pow(height/150.0,0.5),mix(0.7,0.98,1.0-u_lightintensity),1.0)));}v_color.r+=clamp(color.r*directional*u_lightcolor.r,mix(0.0,0.3,1.0-u_lightcolor.r),1.0);v_color.g+=clamp(color.g*directional*u_lightcolor.g,mix(0.0,0.3,1.0-u_lightcolor.g),1.0);v_color.b+=clamp(color.b*directional*u_lightcolor.b,mix(0.0,0.3,1.0-u_lightcolor.b),1.0);v_color*=u_opacity;}\"),fillExtrusionPattern:ye(\"uniform vec2 u_texsize;uniform float u_fade;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec4 v_lighting;\\n#pragma mapbox: define lowp float base\\n#pragma mapbox: define lowp float height\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float base\\n#pragma mapbox: initialize lowp float height\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);vec4 mixedColor=mix(color1,color2,u_fade);gl_FragColor=mixedColor*v_lighting;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform float u_height_factor;uniform vec3 u_scale;uniform float u_vertical_gradient;uniform lowp float u_opacity;uniform vec3 u_lightcolor;uniform lowp vec3 u_lightpos;uniform lowp float u_lightintensity;attribute vec2 a_pos;attribute vec4 a_normal_ed;\\n#ifdef TERRAIN3D\\nattribute vec2 a_centroid;\\n#endif\\nvarying vec2 v_pos_a;varying vec2 v_pos_b;varying vec4 v_lighting;\\n#pragma mapbox: define lowp float base\\n#pragma mapbox: define lowp float height\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float base\\n#pragma mapbox: initialize lowp float height\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec3 normal=a_normal_ed.xyz;float edgedistance=a_normal_ed.w;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;\\n#ifdef TERRAIN3D\\nfloat height_terrain3d_offset=get_elevation(a_centroid);float base_terrain3d_offset=height_terrain3d_offset-(base > 0.0 ? 0.0 : 10.0);\\n#else\\nfloat height_terrain3d_offset=0.0;float base_terrain3d_offset=0.0;\\n#endif\\nbase=max(0.0,base)+base_terrain3d_offset;height=max(0.0,height)+height_terrain3d_offset;float t=mod(normal.x,2.0);float z=t > 0.0 ? height : base;gl_Position=u_matrix*vec4(a_pos,z,1);vec2 pos=normal.x==1.0 && normal.y==0.0 && normal.z==16384.0\\n? a_pos\\n: vec2(edgedistance,z*u_height_factor);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileRatio,pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileRatio,pos);v_lighting=vec4(0.0,0.0,0.0,1.0);float directional=clamp(dot(normal/16383.0,u_lightpos),0.0,1.0);directional=mix((1.0-u_lightintensity),max((0.5+u_lightintensity),1.0),directional);if (normal.y !=0.0) {directional*=((1.0-u_vertical_gradient)+(u_vertical_gradient*clamp((t+base)*pow(height/150.0,0.5),mix(0.7,0.98,1.0-u_lightintensity),1.0)));}v_lighting.rgb+=clamp(directional*u_lightcolor,mix(vec3(0.0),vec3(0.3),1.0-u_lightcolor),vec3(1.0));v_lighting*=u_opacity;}\"),hillshadePrepare:ye(\"#ifdef GL_ES\\nprecision highp float;\\n#endif\\nuniform sampler2D u_image;varying vec2 v_pos;uniform vec2 u_dimension;uniform float u_zoom;uniform vec4 u_unpack;float getElevation(vec2 coord,float bias) {vec4 data=texture2D(u_image,coord)*255.0;data.a=-1.0;return dot(data,u_unpack)/4.0;}void main() {vec2 epsilon=1.0/u_dimension;float a=getElevation(v_pos+vec2(-epsilon.x,-epsilon.y),0.0);float b=getElevation(v_pos+vec2(0,-epsilon.y),0.0);float c=getElevation(v_pos+vec2(epsilon.x,-epsilon.y),0.0);float d=getElevation(v_pos+vec2(-epsilon.x,0),0.0);float e=getElevation(v_pos,0.0);float f=getElevation(v_pos+vec2(epsilon.x,0),0.0);float g=getElevation(v_pos+vec2(-epsilon.x,epsilon.y),0.0);float h=getElevation(v_pos+vec2(0,epsilon.y),0.0);float i=getElevation(v_pos+vec2(epsilon.x,epsilon.y),0.0);float exaggerationFactor=u_zoom < 2.0 ? 0.4 : u_zoom < 4.5 ? 0.35 : 0.3;float exaggeration=u_zoom < 15.0 ? (u_zoom-15.0)*exaggerationFactor : 0.0;vec2 deriv=vec2((c+f+f+i)-(a+d+d+g),(g+h+h+i)-(a+b+b+c))/pow(2.0,exaggeration+(19.2562-u_zoom));gl_FragColor=clamp(vec4(deriv.x/2.0+0.5,deriv.y/2.0+0.5,1.0,1.0),0.0,1.0);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_dimension;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);highp vec2 epsilon=1.0/u_dimension;float scale=(u_dimension.x-2.0)/u_dimension.x;v_pos=(a_texture_pos/8192.0)*scale+epsilon;}\"),hillshade:ye(\"uniform sampler2D u_image;varying vec2 v_pos;uniform vec2 u_latrange;uniform vec2 u_light;uniform vec4 u_shadow;uniform vec4 u_highlight;uniform vec4 u_accent;\\n#define PI 3.141592653589793\\nvoid main() {vec4 pixel=texture2D(u_image,v_pos);vec2 deriv=((pixel.rg*2.0)-1.0);float scaleFactor=cos(radians((u_latrange[0]-u_latrange[1])*(1.0-v_pos.y)+u_latrange[1]));float slope=atan(1.25*length(deriv)/scaleFactor);float aspect=deriv.x !=0.0 ? atan(deriv.y,-deriv.x) : PI/2.0*(deriv.y > 0.0 ? 1.0 :-1.0);float intensity=u_light.x;float azimuth=u_light.y+PI;float base=1.875-intensity*1.75;float maxValue=0.5*PI;float scaledSlope=intensity !=0.5 ? ((pow(base,slope)-1.0)/(pow(base,maxValue)-1.0))*maxValue : slope;float accent=cos(scaledSlope);vec4 accent_color=(1.0-accent)*u_accent*clamp(intensity*2.0,0.0,1.0);float shade=abs(mod((aspect+azimuth)/PI+0.5,2.0)-1.0);vec4 shade_color=mix(u_shadow,u_highlight,shade)*sin(scaledSlope)*clamp(intensity*2.0,0.0,1.0);gl_FragColor=accent_color*(1.0-shade_color.a)+shade_color;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos=a_texture_pos/8192.0;}\"),line:ye(\"uniform lowp float u_device_pixel_ratio;varying vec2 v_width2;varying vec2 v_normal;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform vec2 u_units_to_pixels;uniform lowp float u_device_pixel_ratio;varying vec2 v_normal;varying vec2 v_width2;varying float v_gamma_scale;varying highp float v_linesofar;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float width\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;v_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*2.0;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;\\n#ifdef TERRAIN3D\\nv_gamma_scale=1.0;\\n#else\\nfloat extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;\\n#endif\\nv_width2=vec2(outset,inset);}\"),lineGradient:ye(\"uniform lowp float u_device_pixel_ratio;uniform sampler2D u_image;varying vec2 v_width2;varying vec2 v_normal;varying float v_gamma_scale;varying highp vec2 v_uv;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);vec4 color=texture2D(u_image,v_uv);gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\nattribute vec2 a_pos_normal;attribute vec4 a_data;attribute float a_uv_x;attribute float a_split_index;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;uniform vec2 u_units_to_pixels;uniform float u_image_height;varying vec2 v_normal;varying vec2 v_width2;varying float v_gamma_scale;varying highp vec2 v_uv;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float width\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;highp float texel_height=1.0/u_image_height;highp float half_texel_height=0.5*texel_height;v_uv=vec2(a_uv_x,a_split_index*texel_height-half_texel_height);vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;\\n#ifdef TERRAIN3D\\nv_gamma_scale=1.0;\\n#else\\nfloat extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;\\n#endif\\nv_width2=vec2(outset,inset);}\"),linePattern:ye(\"#ifdef GL_ES\\nprecision highp float;\\n#endif\\nuniform lowp float u_device_pixel_ratio;uniform vec2 u_texsize;uniform float u_fade;uniform mediump vec3 u_scale;uniform sampler2D u_image;varying vec2 v_normal;varying vec2 v_width2;varying float v_linesofar;varying float v_gamma_scale;varying float v_width;\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileZoomRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;vec2 pattern_size_a=vec2(display_size_a.x*fromScale/tileZoomRatio,display_size_a.y);vec2 pattern_size_b=vec2(display_size_b.x*toScale/tileZoomRatio,display_size_b.y);float aspect_a=display_size_a.y/v_width;float aspect_b=display_size_b.y/v_width;float dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);float x_a=mod(v_linesofar/pattern_size_a.x*aspect_a,1.0);float x_b=mod(v_linesofar/pattern_size_b.x*aspect_b,1.0);float y=0.5*v_normal.y+0.5;vec2 texel_size=1.0/u_texsize;vec2 pos_a=mix(pattern_tl_a*texel_size-texel_size,pattern_br_a*texel_size+texel_size,vec2(x_a,y));vec2 pos_b=mix(pattern_tl_b*texel_size-texel_size,pattern_br_b*texel_size+texel_size,vec2(x_b,y));vec4 color=mix(texture2D(u_image,pos_a),texture2D(u_image,pos_b),u_fade);gl_FragColor=color*alpha*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\n#define LINE_DISTANCE_SCALE 2.0\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform vec2 u_units_to_pixels;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;varying vec2 v_normal;varying vec2 v_width2;varying float v_linesofar;varying float v_gamma_scale;varying float v_width;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize mediump float width\\n#pragma mapbox: initialize lowp float floorwidth\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;float a_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*LINE_DISTANCE_SCALE;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;\\n#ifdef TERRAIN3D\\nv_gamma_scale=1.0;\\n#else\\nfloat extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;\\n#endif\\nv_linesofar=a_linesofar;v_width2=vec2(outset,inset);v_width=floorwidth;}\"),lineSDF:ye(\"uniform lowp float u_device_pixel_ratio;uniform sampler2D u_image;uniform float u_sdfgamma;uniform float u_mix;varying vec2 v_normal;varying vec2 v_width2;varying vec2 v_tex_a;varying vec2 v_tex_b;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float width\\n#pragma mapbox: initialize lowp float floorwidth\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);float sdfdist_a=texture2D(u_image,v_tex_a).a;float sdfdist_b=texture2D(u_image,v_tex_b).a;float sdfdist=mix(sdfdist_a,sdfdist_b,u_mix);alpha*=smoothstep(0.5-u_sdfgamma/floorwidth,0.5+u_sdfgamma/floorwidth,sdfdist);gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\n#define LINE_DISTANCE_SCALE 2.0\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;uniform vec2 u_patternscale_a;uniform float u_tex_y_a;uniform vec2 u_patternscale_b;uniform float u_tex_y_b;uniform vec2 u_units_to_pixels;varying vec2 v_normal;varying vec2 v_width2;varying vec2 v_tex_a;varying vec2 v_tex_b;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float width\\n#pragma mapbox: initialize lowp float floorwidth\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;float a_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*LINE_DISTANCE_SCALE;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;\\n#ifdef TERRAIN3D\\nv_gamma_scale=1.0;\\n#else\\nfloat extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;\\n#endif\\nv_tex_a=vec2(a_linesofar*u_patternscale_a.x/floorwidth,normal.y*u_patternscale_a.y+u_tex_y_a);v_tex_b=vec2(a_linesofar*u_patternscale_b.x/floorwidth,normal.y*u_patternscale_b.y+u_tex_y_b);v_width2=vec2(outset,inset);}\"),raster:ye(\"uniform float u_fade_t;uniform float u_opacity;uniform sampler2D u_image0;uniform sampler2D u_image1;varying vec2 v_pos0;varying vec2 v_pos1;uniform float u_brightness_low;uniform float u_brightness_high;uniform float u_saturation_factor;uniform float u_contrast_factor;uniform vec3 u_spin_weights;void main() {vec4 color0=texture2D(u_image0,v_pos0);vec4 color1=texture2D(u_image1,v_pos1);if (color0.a > 0.0) {color0.rgb=color0.rgb/color0.a;}if (color1.a > 0.0) {color1.rgb=color1.rgb/color1.a;}vec4 color=mix(color0,color1,u_fade_t);color.a*=u_opacity;vec3 rgb=color.rgb;rgb=vec3(dot(rgb,u_spin_weights.xyz),dot(rgb,u_spin_weights.zxy),dot(rgb,u_spin_weights.yzx));float average=(color.r+color.g+color.b)/3.0;rgb+=(average-rgb)*u_saturation_factor;rgb=(rgb-0.5)*u_contrast_factor+0.5;vec3 u_high_vec=vec3(u_brightness_low,u_brightness_low,u_brightness_low);vec3 u_low_vec=vec3(u_brightness_high,u_brightness_high,u_brightness_high);gl_FragColor=vec4(mix(u_high_vec,u_low_vec,rgb)*color.a,color.a);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_tl_parent;uniform float u_scale_parent;uniform float u_buffer_scale;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos0;varying vec2 v_pos1;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos0=(((a_texture_pos/8192.0)-0.5)/u_buffer_scale )+0.5;v_pos1=(v_pos0*u_scale_parent)+u_tl_parent;}\"),symbolIcon:ye(\"uniform sampler2D u_texture;varying vec2 v_tex;varying float v_fade_opacity;\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\nlowp float alpha=opacity*v_fade_opacity;gl_FragColor=texture2D(u_texture,v_tex)*alpha;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec4 a_pixeloffset;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform highp float u_camera_to_center_distance;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform float u_fade_change;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform vec2 u_texsize;uniform bool u_is_along_line;uniform bool u_is_variable_anchor;uniform vec2 u_translation;uniform float u_pitched_scale;varying vec2 v_tex;varying float v_fade_opacity;vec4 projectTileWithElevation(vec2 posInTile,float elevation) {return u_matrix*vec4(posInTile,elevation,1.0);}\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);vec2 a_pxoffset=a_pixeloffset.xy;vec2 a_minFontScale=a_pixeloffset.zw/256.0;float ele=get_elevation(a_pos);highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec2 translated_a_pos=a_pos+u_translation;vec4 projectedPoint=projectTileWithElevation(translated_a_pos,ele);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=u_is_text ? size/24.0 : size;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=projectTileWithElevation(translated_a_pos+vec2(1,0),ele);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos;if (u_is_along_line || u_is_variable_anchor) {projected_pos=vec4(a_projected_pos.xy,ele,1.0);} else if (u_pitch_with_map) {projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy+u_translation,ele,1.0);} else {projected_pos=u_label_plane_matrix*projectTileWithElevation(a_projected_pos.xy+u_translation,ele);}float z=float(u_pitch_with_map)*projected_pos.z/projected_pos.w;float projectionScaling=1.0;vec4 finalPos=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*max(a_minFontScale,fontScale)+a_pxoffset/16.0)*projectionScaling,z,1.0);if(u_pitch_with_map) {finalPos=projectTileWithElevation(finalPos.xy,finalPos.z);}gl_Position=finalPos;v_tex=a_tex/u_texsize;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;float visibility=calculate_visibility(projectedPoint);v_fade_opacity=max(0.0,min(visibility,fade_opacity[0]+fade_change));}\"),symbolSDF:ye(\"#define SDF_PX 8.0\\nuniform bool u_is_halo;uniform sampler2D u_texture;uniform highp float u_gamma_scale;uniform lowp float u_device_pixel_ratio;uniform bool u_is_text;varying vec2 v_data0;varying vec3 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nfloat EDGE_GAMMA=0.105/u_device_pixel_ratio;vec2 tex=v_data0.xy;float gamma_scale=v_data1.x;float size=v_data1.y;float fade_opacity=v_data1[2];float fontScale=u_is_text ? size/24.0 : size;lowp vec4 color=fill_color;highp float gamma=EDGE_GAMMA/(fontScale*u_gamma_scale);lowp float inner_edge=(256.0-64.0)/256.0;if (u_is_halo) {color=halo_color;gamma=(halo_blur*1.19/SDF_PX+EDGE_GAMMA)/(fontScale*u_gamma_scale);inner_edge=inner_edge+gamma*gamma_scale;}lowp float dist=texture2D(u_texture,tex).a;highp float gamma_scaled=gamma*gamma_scale;highp float alpha=smoothstep(inner_edge-gamma_scaled,inner_edge+gamma_scaled,dist);if (u_is_halo) {lowp float halo_edge=(6.0-halo_width/fontScale)/SDF_PX;alpha=min(smoothstep(halo_edge-gamma_scaled,halo_edge+gamma_scaled,dist),1.0-alpha);}gl_FragColor=color*(alpha*opacity*fade_opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec4 a_pixeloffset;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform bool u_is_along_line;uniform bool u_is_variable_anchor;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform highp float u_camera_to_center_distance;uniform float u_fade_change;uniform vec2 u_texsize;uniform vec2 u_translation;uniform float u_pitched_scale;varying vec2 v_data0;varying vec3 v_data1;vec4 projectTileWithElevation(vec2 posInTile,float elevation) {return u_matrix*vec4(posInTile,elevation,1.0);}\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);vec2 a_pxoffset=a_pixeloffset.xy;float ele=get_elevation(a_pos);highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec2 translated_a_pos=a_pos+u_translation;vec4 projectedPoint=projectTileWithElevation(translated_a_pos,ele);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=u_is_text ? size/24.0 : size;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=projectTileWithElevation(translated_a_pos+vec2(1,0),ele);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos;if (u_is_along_line || u_is_variable_anchor) {projected_pos=vec4(a_projected_pos.xy,ele,1.0);} else if (u_pitch_with_map) {projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy+u_translation,ele,1.0);} else {projected_pos=u_label_plane_matrix*projectTileWithElevation(a_projected_pos.xy+u_translation,ele);}float z=float(u_pitch_with_map)*projected_pos.z/projected_pos.w;float projectionScaling=1.0;vec4 finalPos=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*fontScale+a_pxoffset)*projectionScaling,z,1.0);if(u_pitch_with_map) {finalPos=projectTileWithElevation(finalPos.xy,finalPos.z);}float gamma_scale=finalPos.w;gl_Position=finalPos;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float visibility=calculate_visibility(projectedPoint);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;float interpolated_fade_opacity=max(0.0,min(visibility,fade_opacity[0]+fade_change));v_data0=a_tex/u_texsize;v_data1=vec3(gamma_scale,size,interpolated_fade_opacity);}\"),symbolTextAndIcon:ye(\"#define SDF_PX 8.0\\n#define SDF 1.0\\n#define ICON 0.0\\nuniform bool u_is_halo;uniform sampler2D u_texture;uniform sampler2D u_texture_icon;uniform highp float u_gamma_scale;uniform lowp float u_device_pixel_ratio;varying vec4 v_data0;varying vec4 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nfloat fade_opacity=v_data1[2];if (v_data1.w==ICON) {vec2 tex_icon=v_data0.zw;lowp float alpha=opacity*fade_opacity;gl_FragColor=texture2D(u_texture_icon,tex_icon)*alpha;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\nreturn;}vec2 tex=v_data0.xy;float EDGE_GAMMA=0.105/u_device_pixel_ratio;float gamma_scale=v_data1.x;float size=v_data1.y;float fontScale=size/24.0;lowp vec4 color=fill_color;highp float gamma=EDGE_GAMMA/(fontScale*u_gamma_scale);lowp float buff=(256.0-64.0)/256.0;if (u_is_halo) {color=halo_color;gamma=(halo_blur*1.19/SDF_PX+EDGE_GAMMA)/(fontScale*u_gamma_scale);buff=(6.0-halo_width/fontScale)/SDF_PX;}lowp float dist=texture2D(u_texture,tex).a;highp float gamma_scaled=gamma*gamma_scale;highp float alpha=smoothstep(buff-gamma_scaled,buff+gamma_scaled,dist);gl_FragColor=color*(alpha*opacity*fade_opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform highp float u_camera_to_center_distance;uniform float u_fade_change;uniform vec2 u_texsize;uniform vec2 u_texsize_icon;uniform bool u_is_along_line;uniform bool u_is_variable_anchor;uniform vec2 u_translation;uniform float u_pitched_scale;varying vec4 v_data0;varying vec4 v_data1;vec4 projectTileWithElevation(vec2 posInTile,float elevation) {return u_matrix*vec4(posInTile,elevation,1.0);}\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);float is_sdf=a_size[0]-2.0*a_size_min;float ele=get_elevation(a_pos);highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec2 translated_a_pos=a_pos+u_translation;vec4 projectedPoint=projectTileWithElevation(translated_a_pos,ele);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=size/24.0;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=projectTileWithElevation(translated_a_pos+vec2(1,0),ele);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos;if (u_is_along_line || u_is_variable_anchor) {projected_pos=vec4(a_projected_pos.xy,ele,1.0);} else if (u_pitch_with_map) {projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy+u_translation,ele,1.0);} else {projected_pos=u_label_plane_matrix*projectTileWithElevation(a_projected_pos.xy+u_translation,ele);}float z=float(u_pitch_with_map)*projected_pos.z/projected_pos.w;float projectionScaling=1.0;vec4 finalPos=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*fontScale)*projectionScaling,z,1.0);if(u_pitch_with_map) {finalPos=projectTileWithElevation(finalPos.xy,finalPos.z);}float gamma_scale=finalPos.w;gl_Position=finalPos;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float visibility=calculate_visibility(projectedPoint);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;float interpolated_fade_opacity=max(0.0,min(visibility,fade_opacity[0]+fade_change));v_data0.xy=a_tex/u_texsize;v_data0.zw=a_tex/u_texsize_icon;v_data1=vec4(gamma_scale,size,interpolated_fade_opacity,is_sdf);}\"),terrain:ye(\"uniform sampler2D u_texture;uniform vec4 u_fog_color;uniform vec4 u_horizon_color;uniform float u_fog_ground_blend;uniform float u_fog_ground_blend_opacity;uniform float u_horizon_fog_blend;varying vec2 v_texture_pos;varying float v_fog_depth;const float gamma=2.2;vec4 gammaToLinear(vec4 color) {return pow(color,vec4(gamma));}vec4 linearToGamma(vec4 color) {return pow(color,vec4(1.0/gamma));}void main() {vec4 surface_color=texture2D(u_texture,v_texture_pos);if (v_fog_depth > u_fog_ground_blend) {vec4 surface_color_linear=gammaToLinear(surface_color);float blend_color=smoothstep(0.0,1.0,max((v_fog_depth-u_horizon_fog_blend)/(1.0-u_horizon_fog_blend),0.0));vec4 fog_horizon_color_linear=mix(gammaToLinear(u_fog_color),gammaToLinear(u_horizon_color),blend_color);float factor_fog=max(v_fog_depth-u_fog_ground_blend,0.0)/(1.0-u_fog_ground_blend);gl_FragColor=linearToGamma(mix(surface_color_linear,fog_horizon_color_linear,pow(factor_fog,2.0)*u_fog_ground_blend_opacity));} else {gl_FragColor=surface_color;}}\",\"attribute vec3 a_pos3d;uniform mat4 u_matrix;uniform mat4 u_fog_matrix;uniform float u_ele_delta;varying vec2 v_texture_pos;varying float v_fog_depth;void main() {float ele=get_elevation(a_pos3d.xy);float ele_delta=a_pos3d.z==1.0 ? u_ele_delta : 0.0;v_texture_pos=a_pos3d.xy/8192.0;gl_Position=u_matrix*vec4(a_pos3d.xy,ele-ele_delta,1.0);vec4 pos=u_fog_matrix*vec4(a_pos3d.xy,ele,1.0);v_fog_depth=pos.z/pos.w*0.5+0.5;}\"),terrainDepth:ye(\"varying float v_depth;const highp vec4 bitSh=vec4(256.*256.*256.,256.*256.,256.,1.);const highp vec4 bitMsk=vec4(0.,vec3(1./256.0));highp vec4 pack(highp float value) {highp vec4 comp=fract(value*bitSh);comp-=comp.xxyz*bitMsk;return comp;}void main() {gl_FragColor=pack(v_depth);}\",\"attribute vec3 a_pos3d;uniform mat4 u_matrix;uniform float u_ele_delta;varying float v_depth;void main() {float ele=get_elevation(a_pos3d.xy);float ele_delta=a_pos3d.z==1.0 ? u_ele_delta : 0.0;gl_Position=u_matrix*vec4(a_pos3d.xy,ele-ele_delta,1.0);v_depth=gl_Position.z/gl_Position.w;}\"),terrainCoords:ye(\"precision mediump float;uniform sampler2D u_texture;uniform float u_terrain_coords_id;varying vec2 v_texture_pos;void main() {vec4 rgba=texture2D(u_texture,v_texture_pos);gl_FragColor=vec4(rgba.r,rgba.g,rgba.b,u_terrain_coords_id);}\",\"attribute vec3 a_pos3d;uniform mat4 u_matrix;uniform float u_ele_delta;varying vec2 v_texture_pos;void main() {float ele=get_elevation(a_pos3d.xy);float ele_delta=a_pos3d.z==1.0 ? u_ele_delta : 0.0;v_texture_pos=a_pos3d.xy/8192.0;gl_Position=u_matrix*vec4(a_pos3d.xy,ele-ele_delta,1.0);}\"),sky:ye(\"uniform vec4 u_sky_color;uniform vec4 u_horizon_color;uniform float u_horizon;uniform float u_sky_horizon_blend;void main() {float y=gl_FragCoord.y;if (y > u_horizon) {float blend=y-u_horizon;if (blend < u_sky_horizon_blend) {gl_FragColor=mix(u_sky_color,u_horizon_color,pow(1.0-blend/u_sky_horizon_blend,2.0));} else {gl_FragColor=u_sky_color;}}}\",\"attribute vec2 a_pos;void main() {gl_Position=vec4(a_pos,1.0,1.0);}\")};function ye(t,e){const r=/#pragma mapbox: ([\\w]+) ([\\w]+) ([\\w]+) ([\\w]+)/g,n=e.match(/attribute ([\\w]+) ([\\w]+)/g),i=t.match(/uniform ([\\w]+) ([\\w]+)([\\s]*)([\\w]*)/g),a=e.match(/uniform ([\\w]+) ([\\w]+)([\\s]*)([\\w]*)/g),o=a?a.concat(i):i,s={};return{fragmentSource:t=t.replace(r,((t,e,r,n,i)=>(s[i]=!0,\"define\"===e?`\\n#ifndef HAS_UNIFORM_u_${i}\\nvarying ${r} ${n} ${i};\\n#else\\nuniform ${r} ${n} u_${i};\\n#endif\\n`:`\\n#ifdef HAS_UNIFORM_u_${i}\\n    ${r} ${n} ${i} = u_${i};\\n#endif\\n`))),vertexSource:e=e.replace(r,((t,e,r,n,i)=>{const a=\"float\"===n?\"vec2\":\"vec4\",o=i.match(/color/)?\"color\":a;return s[i]?\"define\"===e?`\\n#ifndef HAS_UNIFORM_u_${i}\\nuniform lowp float u_${i}_t;\\nattribute ${r} ${a} a_${i};\\nvarying ${r} ${n} ${i};\\n#else\\nuniform ${r} ${n} u_${i};\\n#endif\\n`:\"vec4\"===o?`\\n#ifndef HAS_UNIFORM_u_${i}\\n    ${i} = a_${i};\\n#else\\n    ${r} ${n} ${i} = u_${i};\\n#endif\\n`:`\\n#ifndef HAS_UNIFORM_u_${i}\\n    ${i} = unpack_mix_${o}(a_${i}, u_${i}_t);\\n#else\\n    ${r} ${n} ${i} = u_${i};\\n#endif\\n`:\"define\"===e?`\\n#ifndef HAS_UNIFORM_u_${i}\\nuniform lowp float u_${i}_t;\\nattribute ${r} ${a} a_${i};\\n#else\\nuniform ${r} ${n} u_${i};\\n#endif\\n`:\"vec4\"===o?`\\n#ifndef HAS_UNIFORM_u_${i}\\n    ${r} ${n} ${i} = a_${i};\\n#else\\n    ${r} ${n} ${i} = u_${i};\\n#endif\\n`:`\\n#ifndef HAS_UNIFORM_u_${i}\\n    ${r} ${n} ${i} = unpack_mix_${o}(a_${i}, u_${i}_t);\\n#else\\n    ${r} ${n} ${i} = u_${i};\\n#endif\\n`})),staticAttributes:n,staticUniforms:o}}class ve{constructor(){this.boundProgram=null,this.boundLayoutVertexBuffer=null,this.boundPaintVertexBuffers=[],this.boundIndexBuffer=null,this.boundVertexOffset=null,this.boundDynamicVertexBuffer=null,this.vao=null}bind(t,e,r,n,i,a,o,s,l){this.context=t;let c=this.boundPaintVertexBuffers.length!==n.length;for(let t=0;!c&&t<n.length;t++)this.boundPaintVertexBuffers[t]!==n[t]&&(c=!0);!this.vao||this.boundProgram!==e||this.boundLayoutVertexBuffer!==r||c||this.boundIndexBuffer!==i||this.boundVertexOffset!==a||this.boundDynamicVertexBuffer!==o||this.boundDynamicVertexBuffer2!==s||this.boundDynamicVertexBuffer3!==l?this.freshBind(e,r,n,i,a,o,s,l):(t.bindVertexArray.set(this.vao),o&&o.bind(),i&&i.dynamicDraw&&i.bind(),s&&s.bind(),l&&l.bind())}freshBind(t,e,r,n,i,a,o,s){const l=t.numAttributes,c=this.context,u=c.gl;this.vao&&this.destroy(),this.vao=c.createVertexArray(),c.bindVertexArray.set(this.vao),this.boundProgram=t,this.boundLayoutVertexBuffer=e,this.boundPaintVertexBuffers=r,this.boundIndexBuffer=n,this.boundVertexOffset=i,this.boundDynamicVertexBuffer=a,this.boundDynamicVertexBuffer2=o,this.boundDynamicVertexBuffer3=s,e.enableAttributes(u,t);for(const e of r)e.enableAttributes(u,t);a&&a.enableAttributes(u,t),o&&o.enableAttributes(u,t),s&&s.enableAttributes(u,t),e.bind(),e.setVertexAttribPointers(u,t,i);for(const e of r)e.bind(),e.setVertexAttribPointers(u,t,i);a&&(a.bind(),a.setVertexAttribPointers(u,t,i)),n&&n.bind(),o&&(o.bind(),o.setVertexAttribPointers(u,t,i)),s&&(s.bind(),s.setVertexAttribPointers(u,t,i)),c.currentNumAttributes=l}destroy(){this.vao&&(this.context.deleteVertexArray(this.vao),this.vao=null)}}const xe=(t,r,n,i,a)=>({u_matrix:t,u_texture:0,u_ele_delta:r,u_fog_matrix:n,u_fog_color:i?i.properties.get(\"fog-color\"):e.aN.white,u_fog_ground_blend:i?i.properties.get(\"fog-ground-blend\"):1,u_fog_ground_blend_opacity:i?i.calculateFogBlendOpacity(a):0,u_horizon_color:i?i.properties.get(\"horizon-color\"):e.aN.white,u_horizon_fog_blend:i?i.properties.get(\"horizon-fog-blend\"):1});function _e(t){const e=[];for(let r=0;r<t.length;r++){if(null===t[r])continue;const n=t[r].split(\" \");e.push(n.pop())}return e}class be{constructor(t,r,n,i,a,o){const s=t.gl;this.program=s.createProgram();const l=_e(r.staticAttributes),c=n?n.getBinderAttributes():[],u=l.concat(c),h=ge.prelude.staticUniforms?_e(ge.prelude.staticUniforms):[],f=r.staticUniforms?_e(r.staticUniforms):[],p=n?n.getBinderUniforms():[],d=h.concat(f).concat(p),m=[];for(const t of d)m.indexOf(t)<0&&m.push(t);const g=n?n.defines():[];a&&g.push(\"#define OVERDRAW_INSPECTOR;\"),o&&g.push(\"#define TERRAIN3D;\");const y=g.concat(ge.prelude.fragmentSource,r.fragmentSource).join(\"\\n\"),v=g.concat(ge.prelude.vertexSource,r.vertexSource).join(\"\\n\"),x=s.createShader(s.FRAGMENT_SHADER);if(s.isContextLost())return void(this.failedToCreate=!0);if(s.shaderSource(x,y),s.compileShader(x),!s.getShaderParameter(x,s.COMPILE_STATUS))throw new Error(`Could not compile fragment shader: ${s.getShaderInfoLog(x)}`);s.attachShader(this.program,x);const _=s.createShader(s.VERTEX_SHADER);if(s.isContextLost())return void(this.failedToCreate=!0);if(s.shaderSource(_,v),s.compileShader(_),!s.getShaderParameter(_,s.COMPILE_STATUS))throw new Error(`Could not compile vertex shader: ${s.getShaderInfoLog(_)}`);s.attachShader(this.program,_),this.attributes={};const b={};this.numAttributes=u.length;for(let t=0;t<this.numAttributes;t++)u[t]&&(s.bindAttribLocation(this.program,t,u[t]),this.attributes[u[t]]=t);if(s.linkProgram(this.program),!s.getProgramParameter(this.program,s.LINK_STATUS))throw new Error(`Program failed to link: ${s.getProgramInfoLog(this.program)}`);s.deleteShader(_),s.deleteShader(x);for(let t=0;t<m.length;t++){const e=m[t];if(e&&!b[e]){const t=s.getUniformLocation(this.program,e);t&&(b[e]=t)}}this.fixedUniforms=i(t,b),this.terrainUniforms=((t,r)=>({u_depth:new e.aI(t,r.u_depth),u_terrain:new e.aI(t,r.u_terrain),u_terrain_dim:new e.aJ(t,r.u_terrain_dim),u_terrain_matrix:new e.aK(t,r.u_terrain_matrix),u_terrain_unpack:new e.aL(t,r.u_terrain_unpack),u_terrain_exaggeration:new e.aJ(t,r.u_terrain_exaggeration)}))(t,b),this.binderUniforms=n?n.getUniforms(t,b):[]}draw(t,e,r,n,i,a,o,s,l,c,u,h,f,p,d,m,g,y){const v=t.gl;if(this.failedToCreate)return;if(t.program.set(this.program),t.setDepthMode(r),t.setStencilMode(n),t.setColorMode(i),t.setCullFace(a),s){t.activeTexture.set(v.TEXTURE2),v.bindTexture(v.TEXTURE_2D,s.depthTexture),t.activeTexture.set(v.TEXTURE3),v.bindTexture(v.TEXTURE_2D,s.texture);for(const t in this.terrainUniforms)this.terrainUniforms[t].set(s[t])}for(const t in this.fixedUniforms)this.fixedUniforms[t].set(o[t]);d&&d.setUniforms(t,this.binderUniforms,f,{zoom:p});let x=0;switch(e){case v.LINES:x=2;break;case v.TRIANGLES:x=3;break;case v.LINE_STRIP:x=1}for(const r of h.get()){const n=r.vaos||(r.vaos={});(n[l]||(n[l]=new ve)).bind(t,this,c,d?d.getPaintVertexBuffers():[],u,r.vertexOffset,m,g,y),v.drawElements(e,r.primitiveLength*x,v.UNSIGNED_SHORT,r.primitiveOffset*x*2)}}}function we(t,e,r){const n=1/Nt(r,1,e.transform.tileZoom),i=Math.pow(2,r.tileID.overscaledZ),a=r.tileSize*Math.pow(2,e.transform.tileZoom)/i,o=a*(r.tileID.canonical.x+r.tileID.wrap*i),s=a*r.tileID.canonical.y;return{u_image:0,u_texsize:r.imageAtlasTexture.size,u_scale:[n,t.fromScale,t.toScale],u_fade:t.t,u_pixel_coord_upper:[o>>16,s>>16],u_pixel_coord_lower:[65535&o,65535&s]}}const Te=(t,r,n,i)=>{const a=r.style.light,o=a.properties.get(\"position\"),s=[o.x,o.y,o.z],l=function(){var t=new e.A(9);return e.A!=Float32Array&&(t[1]=0,t[2]=0,t[3]=0,t[5]=0,t[6]=0,t[7]=0),t[0]=1,t[4]=1,t[8]=1,t}();\"viewport\"===a.properties.get(\"anchor\")&&function(t,e){var r=Math.sin(e),n=Math.cos(e);t[0]=n,t[1]=r,t[2]=0,t[3]=-r,t[4]=n,t[5]=0,t[6]=0,t[7]=0,t[8]=1}(l,-r.transform.angle),function(t,e,r){var n=e[0],i=e[1],a=e[2];t[0]=n*r[0]+i*r[3]+a*r[6],t[1]=n*r[1]+i*r[4]+a*r[7],t[2]=n*r[2]+i*r[5]+a*r[8]}(s,s,l);const c=a.properties.get(\"color\");return{u_matrix:t,u_lightpos:s,u_lightintensity:a.properties.get(\"intensity\"),u_lightcolor:[c.r,c.g,c.b],u_vertical_gradient:+n,u_opacity:i}},ke=(t,r,n,i,a,o,s)=>e.e(Te(t,r,n,i),we(o,r,s),{u_height_factor:-Math.pow(2,a.overscaledZ)/s.tileSize/8}),Ae=t=>({u_matrix:t}),Me=(t,r,n,i)=>e.e(Ae(t),we(n,r,i)),Se=(t,e)=>({u_matrix:t,u_world:e}),Ee=(t,r,n,i,a)=>e.e(Me(t,r,n,i),{u_world:a}),Ce=(t,e,r,n)=>{const i=t.transform;let a,o;if(\"map\"===n.paint.get(\"circle-pitch-alignment\")){const t=Nt(r,1,i.zoom);a=!0,o=[t,t]}else a=!1,o=i.pixelsToGLUnits;return{u_camera_to_center_distance:i.cameraToCenterDistance,u_scale_with_map:+(\"map\"===n.paint.get(\"circle-pitch-scale\")),u_matrix:t.translatePosMatrix(e.posMatrix,r,n.paint.get(\"circle-translate\"),n.paint.get(\"circle-translate-anchor\")),u_pitch_with_map:+a,u_device_pixel_ratio:t.pixelRatio,u_extrude_scale:o}},Le=(t,e)=>({u_matrix:e,u_pixel_extrude_scale:[1/t.width,1/t.height]}),Ie=(t,e,r)=>({u_matrix:t,u_inv_matrix:e,u_camera_to_center_distance:r.cameraToCenterDistance,u_viewport_size:[r.width,r.height]}),Pe=(t,e,r=1)=>({u_matrix:t,u_color:e,u_overlay:0,u_overlay_scale:r}),ze=t=>({u_matrix:t}),Oe=(t,e,r,n)=>({u_matrix:t,u_extrude_scale:Nt(e,1,r),u_intensity:n}),De=(t,r,n,i)=>{const a=e.H();e.aQ(a,0,t.width,t.height,0,0,1);const o=t.context.gl;return{u_matrix:a,u_world:[o.drawingBufferWidth,o.drawingBufferHeight],u_image:n,u_color_ramp:i,u_opacity:r.paint.get(\"heatmap-opacity\")}},Re=(t,e,r,n)=>{const i=r.paint.get(\"hillshade-shadow-color\"),a=r.paint.get(\"hillshade-highlight-color\"),o=r.paint.get(\"hillshade-accent-color\");let s=r.paint.get(\"hillshade-illumination-direction\")*(Math.PI/180);\"viewport\"===r.paint.get(\"hillshade-illumination-anchor\")&&(s-=t.transform.angle);const l=!t.options.moving;return{u_matrix:n?n.posMatrix:t.transform.calculatePosMatrix(e.tileID.toUnwrapped(),l),u_image:0,u_latrange:Be(0,e.tileID),u_light:[r.paint.get(\"hillshade-exaggeration\"),s],u_shadow:i,u_highlight:a,u_accent:o}},Fe=(t,r)=>{const n=r.stride,i=e.H();return e.aQ(i,0,e.X,-e.X,0,0,1),e.J(i,i,[0,-e.X,0]),{u_matrix:i,u_image:1,u_dimension:[n,n],u_zoom:t.overscaledZ,u_unpack:r.getUnpackVector()}};function Be(t,r){const n=Math.pow(2,r.canonical.z),i=r.canonical.y;return[new e.Z(0,i/n).toLngLat().lat,new e.Z(0,(i+1)/n).toLngLat().lat]}const Ne=(t,e,r,n)=>{const i=t.transform;return{u_matrix:He(t,e,r,n),u_ratio:1/Nt(e,1,i.zoom),u_device_pixel_ratio:t.pixelRatio,u_units_to_pixels:[1/i.pixelsToGLUnits[0],1/i.pixelsToGLUnits[1]]}},je=(t,r,n,i,a)=>e.e(Ne(t,r,n,a),{u_image:0,u_image_height:i}),Ue=(t,e,r,n,i)=>{const a=t.transform,o=qe(e,a);return{u_matrix:He(t,e,r,i),u_texsize:e.imageAtlasTexture.size,u_ratio:1/Nt(e,1,a.zoom),u_device_pixel_ratio:t.pixelRatio,u_image:0,u_scale:[o,n.fromScale,n.toScale],u_fade:n.t,u_units_to_pixels:[1/a.pixelsToGLUnits[0],1/a.pixelsToGLUnits[1]]}},Ve=(t,r,n,i,a,o)=>{const s=t.transform,l=t.lineAtlas,c=qe(r,s),u=\"round\"===n.layout.get(\"line-cap\"),h=l.getDash(i.from,u),f=l.getDash(i.to,u),p=h.width*a.fromScale,d=f.width*a.toScale;return e.e(Ne(t,r,n,o),{u_patternscale_a:[c/p,-h.height/2],u_patternscale_b:[c/d,-f.height/2],u_sdfgamma:l.width/(256*Math.min(p,d)*t.pixelRatio)/2,u_image:0,u_tex_y_a:h.y,u_tex_y_b:f.y,u_mix:a.t})};function qe(t,e){return 1/Nt(t,1,e.tileZoom)}function He(t,e,r,n){return t.translatePosMatrix(n?n.posMatrix:e.tileID.posMatrix,e,r.paint.get(\"line-translate\"),r.paint.get(\"line-translate-anchor\"))}const Ge=(t,e,r,n,i)=>{return{u_matrix:t,u_tl_parent:e,u_scale_parent:r,u_buffer_scale:1,u_fade_t:n.mix,u_opacity:n.opacity*i.paint.get(\"raster-opacity\"),u_image0:0,u_image1:1,u_brightness_low:i.paint.get(\"raster-brightness-min\"),u_brightness_high:i.paint.get(\"raster-brightness-max\"),u_saturation_factor:(o=i.paint.get(\"raster-saturation\"),o>0?1-1/(1.001-o):-o),u_contrast_factor:(a=i.paint.get(\"raster-contrast\"),a>0?1/(1-a):1+a),u_spin_weights:Ze(i.paint.get(\"raster-hue-rotate\"))};var a,o};function Ze(t){t*=Math.PI/180;const e=Math.sin(t),r=Math.cos(t);return[(2*r+1)/3,(-Math.sqrt(3)*e-r+1)/3,(Math.sqrt(3)*e-r+1)/3]}const We=(t,e,r,n,i,a,o,s,l,c,u,h,f,p)=>{const d=o.transform;return{u_is_size_zoom_constant:+(\"constant\"===t||\"source\"===t),u_is_size_feature_constant:+(\"constant\"===t||\"camera\"===t),u_size_t:e?e.uSizeT:0,u_size:e?e.uSize:0,u_camera_to_center_distance:d.cameraToCenterDistance,u_pitch:d.pitch/360*2*Math.PI,u_rotate_symbol:+r,u_aspect_ratio:d.width/d.height,u_fade_change:o.options.fadeDuration?o.symbolFadeChange:1,u_matrix:s,u_label_plane_matrix:l,u_coord_matrix:c,u_is_text:+h,u_pitch_with_map:+n,u_is_along_line:i,u_is_variable_anchor:a,u_texsize:f,u_texture:0,u_translation:u,u_pitched_scale:p}},Ye=(t,r,n,i,a,o,s,l,c,u,h,f,p,d,m)=>{const g=s.transform;return e.e(We(t,r,n,i,a,o,s,l,c,u,h,f,p,m),{u_gamma_scale:i?Math.cos(g._pitch)*g.cameraToCenterDistance:1,u_device_pixel_ratio:s.pixelRatio,u_is_halo:+d})},Xe=(t,r,n,i,a,o,s,l,c,u,h,f,p,d)=>e.e(Ye(t,r,n,i,a,o,s,l,c,u,h,!0,f,!0,d),{u_texsize_icon:p,u_texture_icon:1}),$e=(t,e,r)=>({u_matrix:t,u_opacity:e,u_color:r}),Je=(t,r,n,i,a,o)=>e.e(function(t,e,r,n){const i=r.imageManager.getPattern(t.from.toString()),a=r.imageManager.getPattern(t.to.toString()),{width:o,height:s}=r.imageManager.getPixelSize(),l=Math.pow(2,n.tileID.overscaledZ),c=n.tileSize*Math.pow(2,r.transform.tileZoom)/l,u=c*(n.tileID.canonical.x+n.tileID.wrap*l),h=c*n.tileID.canonical.y;return{u_image:0,u_pattern_tl_a:i.tl,u_pattern_br_a:i.br,u_pattern_tl_b:a.tl,u_pattern_br_b:a.br,u_texsize:[o,s],u_mix:e.t,u_pattern_size_a:i.displaySize,u_pattern_size_b:a.displaySize,u_scale_a:e.fromScale,u_scale_b:e.toScale,u_tile_units_to_pixels:1/Nt(n,1,r.transform.tileZoom),u_pixel_coord_upper:[u>>16,h>>16],u_pixel_coord_lower:[65535&u,65535&h]}}(i,o,n,a),{u_matrix:t,u_opacity:r}),Ke={fillExtrusion:(t,r)=>({u_matrix:new e.aK(t,r.u_matrix),u_lightpos:new e.aO(t,r.u_lightpos),u_lightintensity:new e.aJ(t,r.u_lightintensity),u_lightcolor:new e.aO(t,r.u_lightcolor),u_vertical_gradient:new e.aJ(t,r.u_vertical_gradient),u_opacity:new e.aJ(t,r.u_opacity)}),fillExtrusionPattern:(t,r)=>({u_matrix:new e.aK(t,r.u_matrix),u_lightpos:new e.aO(t,r.u_lightpos),u_lightintensity:new e.aJ(t,r.u_lightintensity),u_lightcolor:new e.aO(t,r.u_lightcolor),u_vertical_gradient:new e.aJ(t,r.u_vertical_gradient),u_height_factor:new e.aJ(t,r.u_height_factor),u_image:new e.aI(t,r.u_image),u_texsize:new e.aP(t,r.u_texsize),u_pixel_coord_upper:new e.aP(t,r.u_pixel_coord_upper),u_pixel_coord_lower:new e.aP(t,r.u_pixel_coord_lower),u_scale:new e.aO(t,r.u_scale),u_fade:new e.aJ(t,r.u_fade),u_opacity:new e.aJ(t,r.u_opacity)}),fill:(t,r)=>({u_matrix:new e.aK(t,r.u_matrix)}),fillPattern:(t,r)=>({u_matrix:new e.aK(t,r.u_matrix),u_image:new e.aI(t,r.u_image),u_texsize:new e.aP(t,r.u_texsize),u_pixel_coord_upper:new e.aP(t,r.u_pixel_coord_upper),u_pixel_coord_lower:new e.aP(t,r.u_pixel_coord_lower),u_scale:new e.aO(t,r.u_scale),u_fade:new e.aJ(t,r.u_fade)}),fillOutline:(t,r)=>({u_matrix:new e.aK(t,r.u_matrix),u_world:new e.aP(t,r.u_world)}),fillOutlinePattern:(t,r)=>({u_matrix:new e.aK(t,r.u_matrix),u_world:new e.aP(t,r.u_world),u_image:new e.aI(t,r.u_image),u_texsize:new e.aP(t,r.u_texsize),u_pixel_coord_upper:new e.aP(t,r.u_pixel_coord_upper),u_pixel_coord_lower:new e.aP(t,r.u_pixel_coord_lower),u_scale:new e.aO(t,r.u_scale),u_fade:new e.aJ(t,r.u_fade)}),circle:(t,r)=>({u_camera_to_center_distance:new e.aJ(t,r.u_camera_to_center_distance),u_scale_with_map:new e.aI(t,r.u_scale_with_map),u_pitch_with_map:new e.aI(t,r.u_pitch_with_map),u_extrude_scale:new e.aP(t,r.u_extrude_scale),u_device_pixel_ratio:new e.aJ(t,r.u_device_pixel_ratio),u_matrix:new e.aK(t,r.u_matrix)}),collisionBox:(t,r)=>({u_matrix:new e.aK(t,r.u_matrix),u_pixel_extrude_scale:new e.aP(t,r.u_pixel_extrude_scale)}),collisionCircle:(t,r)=>({u_matrix:new e.aK(t,r.u_matrix),u_inv_matrix:new e.aK(t,r.u_inv_matrix),u_camera_to_center_distance:new e.aJ(t,r.u_camera_to_center_distance),u_viewport_size:new e.aP(t,r.u_viewport_size)}),debug:(t,r)=>({u_color:new e.aM(t,r.u_color),u_matrix:new e.aK(t,r.u_matrix),u_overlay:new e.aI(t,r.u_overlay),u_overlay_scale:new e.aJ(t,r.u_overlay_scale)}),clippingMask:(t,r)=>({u_matrix:new e.aK(t,r.u_matrix)}),heatmap:(t,r)=>({u_extrude_scale:new e.aJ(t,r.u_extrude_scale),u_intensity:new e.aJ(t,r.u_intensity),u_matrix:new e.aK(t,r.u_matrix)}),heatmapTexture:(t,r)=>({u_matrix:new e.aK(t,r.u_matrix),u_world:new e.aP(t,r.u_world),u_image:new e.aI(t,r.u_image),u_color_ramp:new e.aI(t,r.u_color_ramp),u_opacity:new e.aJ(t,r.u_opacity)}),hillshade:(t,r)=>({u_matrix:new e.aK(t,r.u_matrix),u_image:new e.aI(t,r.u_image),u_latrange:new e.aP(t,r.u_latrange),u_light:new e.aP(t,r.u_light),u_shadow:new e.aM(t,r.u_shadow),u_highlight:new e.aM(t,r.u_highlight),u_accent:new e.aM(t,r.u_accent)}),hillshadePrepare:(t,r)=>({u_matrix:new e.aK(t,r.u_matrix),u_image:new e.aI(t,r.u_image),u_dimension:new e.aP(t,r.u_dimension),u_zoom:new e.aJ(t,r.u_zoom),u_unpack:new e.aL(t,r.u_unpack)}),line:(t,r)=>({u_matrix:new e.aK(t,r.u_matrix),u_ratio:new e.aJ(t,r.u_ratio),u_device_pixel_ratio:new e.aJ(t,r.u_device_pixel_ratio),u_units_to_pixels:new e.aP(t,r.u_units_to_pixels)}),lineGradient:(t,r)=>({u_matrix:new e.aK(t,r.u_matrix),u_ratio:new e.aJ(t,r.u_ratio),u_device_pixel_ratio:new e.aJ(t,r.u_device_pixel_ratio),u_units_to_pixels:new e.aP(t,r.u_units_to_pixels),u_image:new e.aI(t,r.u_image),u_image_height:new e.aJ(t,r.u_image_height)}),linePattern:(t,r)=>({u_matrix:new e.aK(t,r.u_matrix),u_texsize:new e.aP(t,r.u_texsize),u_ratio:new e.aJ(t,r.u_ratio),u_device_pixel_ratio:new e.aJ(t,r.u_device_pixel_ratio),u_image:new e.aI(t,r.u_image),u_units_to_pixels:new e.aP(t,r.u_units_to_pixels),u_scale:new e.aO(t,r.u_scale),u_fade:new e.aJ(t,r.u_fade)}),lineSDF:(t,r)=>({u_matrix:new e.aK(t,r.u_matrix),u_ratio:new e.aJ(t,r.u_ratio),u_device_pixel_ratio:new e.aJ(t,r.u_device_pixel_ratio),u_units_to_pixels:new e.aP(t,r.u_units_to_pixels),u_patternscale_a:new e.aP(t,r.u_patternscale_a),u_patternscale_b:new e.aP(t,r.u_patternscale_b),u_sdfgamma:new e.aJ(t,r.u_sdfgamma),u_image:new e.aI(t,r.u_image),u_tex_y_a:new e.aJ(t,r.u_tex_y_a),u_tex_y_b:new e.aJ(t,r.u_tex_y_b),u_mix:new e.aJ(t,r.u_mix)}),raster:(t,r)=>({u_matrix:new e.aK(t,r.u_matrix),u_tl_parent:new e.aP(t,r.u_tl_parent),u_scale_parent:new e.aJ(t,r.u_scale_parent),u_buffer_scale:new e.aJ(t,r.u_buffer_scale),u_fade_t:new e.aJ(t,r.u_fade_t),u_opacity:new e.aJ(t,r.u_opacity),u_image0:new e.aI(t,r.u_image0),u_image1:new e.aI(t,r.u_image1),u_brightness_low:new e.aJ(t,r.u_brightness_low),u_brightness_high:new e.aJ(t,r.u_brightness_high),u_saturation_factor:new e.aJ(t,r.u_saturation_factor),u_contrast_factor:new e.aJ(t,r.u_contrast_factor),u_spin_weights:new e.aO(t,r.u_spin_weights)}),symbolIcon:(t,r)=>({u_is_size_zoom_constant:new e.aI(t,r.u_is_size_zoom_constant),u_is_size_feature_constant:new e.aI(t,r.u_is_size_feature_constant),u_size_t:new e.aJ(t,r.u_size_t),u_size:new e.aJ(t,r.u_size),u_camera_to_center_distance:new e.aJ(t,r.u_camera_to_center_distance),u_pitch:new e.aJ(t,r.u_pitch),u_rotate_symbol:new e.aI(t,r.u_rotate_symbol),u_aspect_ratio:new e.aJ(t,r.u_aspect_ratio),u_fade_change:new e.aJ(t,r.u_fade_change),u_matrix:new e.aK(t,r.u_matrix),u_label_plane_matrix:new e.aK(t,r.u_label_plane_matrix),u_coord_matrix:new e.aK(t,r.u_coord_matrix),u_is_text:new e.aI(t,r.u_is_text),u_pitch_with_map:new e.aI(t,r.u_pitch_with_map),u_is_along_line:new e.aI(t,r.u_is_along_line),u_is_variable_anchor:new e.aI(t,r.u_is_variable_anchor),u_texsize:new e.aP(t,r.u_texsize),u_texture:new e.aI(t,r.u_texture),u_translation:new e.aP(t,r.u_translation),u_pitched_scale:new e.aJ(t,r.u_pitched_scale)}),symbolSDF:(t,r)=>({u_is_size_zoom_constant:new e.aI(t,r.u_is_size_zoom_constant),u_is_size_feature_constant:new e.aI(t,r.u_is_size_feature_constant),u_size_t:new e.aJ(t,r.u_size_t),u_size:new e.aJ(t,r.u_size),u_camera_to_center_distance:new e.aJ(t,r.u_camera_to_center_distance),u_pitch:new e.aJ(t,r.u_pitch),u_rotate_symbol:new e.aI(t,r.u_rotate_symbol),u_aspect_ratio:new e.aJ(t,r.u_aspect_ratio),u_fade_change:new e.aJ(t,r.u_fade_change),u_matrix:new e.aK(t,r.u_matrix),u_label_plane_matrix:new e.aK(t,r.u_label_plane_matrix),u_coord_matrix:new e.aK(t,r.u_coord_matrix),u_is_text:new e.aI(t,r.u_is_text),u_pitch_with_map:new e.aI(t,r.u_pitch_with_map),u_is_along_line:new e.aI(t,r.u_is_along_line),u_is_variable_anchor:new e.aI(t,r.u_is_variable_anchor),u_texsize:new e.aP(t,r.u_texsize),u_texture:new e.aI(t,r.u_texture),u_gamma_scale:new e.aJ(t,r.u_gamma_scale),u_device_pixel_ratio:new e.aJ(t,r.u_device_pixel_ratio),u_is_halo:new e.aI(t,r.u_is_halo),u_translation:new e.aP(t,r.u_translation),u_pitched_scale:new e.aJ(t,r.u_pitched_scale)}),symbolTextAndIcon:(t,r)=>({u_is_size_zoom_constant:new e.aI(t,r.u_is_size_zoom_constant),u_is_size_feature_constant:new e.aI(t,r.u_is_size_feature_constant),u_size_t:new e.aJ(t,r.u_size_t),u_size:new e.aJ(t,r.u_size),u_camera_to_center_distance:new e.aJ(t,r.u_camera_to_center_distance),u_pitch:new e.aJ(t,r.u_pitch),u_rotate_symbol:new e.aI(t,r.u_rotate_symbol),u_aspect_ratio:new e.aJ(t,r.u_aspect_ratio),u_fade_change:new e.aJ(t,r.u_fade_change),u_matrix:new e.aK(t,r.u_matrix),u_label_plane_matrix:new e.aK(t,r.u_label_plane_matrix),u_coord_matrix:new e.aK(t,r.u_coord_matrix),u_is_text:new e.aI(t,r.u_is_text),u_pitch_with_map:new e.aI(t,r.u_pitch_with_map),u_is_along_line:new e.aI(t,r.u_is_along_line),u_is_variable_anchor:new e.aI(t,r.u_is_variable_anchor),u_texsize:new e.aP(t,r.u_texsize),u_texsize_icon:new e.aP(t,r.u_texsize_icon),u_texture:new e.aI(t,r.u_texture),u_texture_icon:new e.aI(t,r.u_texture_icon),u_gamma_scale:new e.aJ(t,r.u_gamma_scale),u_device_pixel_ratio:new e.aJ(t,r.u_device_pixel_ratio),u_is_halo:new e.aI(t,r.u_is_halo),u_translation:new e.aP(t,r.u_translation),u_pitched_scale:new e.aJ(t,r.u_pitched_scale)}),background:(t,r)=>({u_matrix:new e.aK(t,r.u_matrix),u_opacity:new e.aJ(t,r.u_opacity),u_color:new e.aM(t,r.u_color)}),backgroundPattern:(t,r)=>({u_matrix:new e.aK(t,r.u_matrix),u_opacity:new e.aJ(t,r.u_opacity),u_image:new e.aI(t,r.u_image),u_pattern_tl_a:new e.aP(t,r.u_pattern_tl_a),u_pattern_br_a:new e.aP(t,r.u_pattern_br_a),u_pattern_tl_b:new e.aP(t,r.u_pattern_tl_b),u_pattern_br_b:new e.aP(t,r.u_pattern_br_b),u_texsize:new e.aP(t,r.u_texsize),u_mix:new e.aJ(t,r.u_mix),u_pattern_size_a:new e.aP(t,r.u_pattern_size_a),u_pattern_size_b:new e.aP(t,r.u_pattern_size_b),u_scale_a:new e.aJ(t,r.u_scale_a),u_scale_b:new e.aJ(t,r.u_scale_b),u_pixel_coord_upper:new e.aP(t,r.u_pixel_coord_upper),u_pixel_coord_lower:new e.aP(t,r.u_pixel_coord_lower),u_tile_units_to_pixels:new e.aJ(t,r.u_tile_units_to_pixels)}),terrain:(t,r)=>({u_matrix:new e.aK(t,r.u_matrix),u_texture:new e.aI(t,r.u_texture),u_ele_delta:new e.aJ(t,r.u_ele_delta),u_fog_matrix:new e.aK(t,r.u_fog_matrix),u_fog_color:new e.aM(t,r.u_fog_color),u_fog_ground_blend:new e.aJ(t,r.u_fog_ground_blend),u_fog_ground_blend_opacity:new e.aJ(t,r.u_fog_ground_blend_opacity),u_horizon_color:new e.aM(t,r.u_horizon_color),u_horizon_fog_blend:new e.aJ(t,r.u_horizon_fog_blend)}),terrainDepth:(t,r)=>({u_matrix:new e.aK(t,r.u_matrix),u_ele_delta:new e.aJ(t,r.u_ele_delta)}),terrainCoords:(t,r)=>({u_matrix:new e.aK(t,r.u_matrix),u_texture:new e.aI(t,r.u_texture),u_terrain_coords_id:new e.aJ(t,r.u_terrain_coords_id),u_ele_delta:new e.aJ(t,r.u_ele_delta)}),sky:(t,r)=>({u_sky_color:new e.aM(t,r.u_sky_color),u_horizon_color:new e.aM(t,r.u_horizon_color),u_horizon:new e.aJ(t,r.u_horizon),u_sky_horizon_blend:new e.aJ(t,r.u_sky_horizon_blend)})};class Qe{constructor(t,e,r){this.context=t;const n=t.gl;this.buffer=n.createBuffer(),this.dynamicDraw=Boolean(r),this.context.unbindVAO(),t.bindElementBuffer.set(this.buffer),n.bufferData(n.ELEMENT_ARRAY_BUFFER,e.arrayBuffer,this.dynamicDraw?n.DYNAMIC_DRAW:n.STATIC_DRAW),this.dynamicDraw||delete e.arrayBuffer}bind(){this.context.bindElementBuffer.set(this.buffer)}updateData(t){const e=this.context.gl;if(!this.dynamicDraw)throw new Error(\"Attempted to update data while not in dynamic mode.\");this.context.unbindVAO(),this.bind(),e.bufferSubData(e.ELEMENT_ARRAY_BUFFER,0,t.arrayBuffer)}destroy(){const t=this.context.gl;this.buffer&&(t.deleteBuffer(this.buffer),delete this.buffer)}}const tr={Int8:\"BYTE\",Uint8:\"UNSIGNED_BYTE\",Int16:\"SHORT\",Uint16:\"UNSIGNED_SHORT\",Int32:\"INT\",Uint32:\"UNSIGNED_INT\",Float32:\"FLOAT\"};class er{constructor(t,e,r,n){this.length=e.length,this.attributes=r,this.itemSize=e.bytesPerElement,this.dynamicDraw=n,this.context=t;const i=t.gl;this.buffer=i.createBuffer(),t.bindVertexBuffer.set(this.buffer),i.bufferData(i.ARRAY_BUFFER,e.arrayBuffer,this.dynamicDraw?i.DYNAMIC_DRAW:i.STATIC_DRAW),this.dynamicDraw||delete e.arrayBuffer}bind(){this.context.bindVertexBuffer.set(this.buffer)}updateData(t){if(t.length!==this.length)throw new Error(`Length of new data is ${t.length}, which doesn't match current length of ${this.length}`);const e=this.context.gl;this.bind(),e.bufferSubData(e.ARRAY_BUFFER,0,t.arrayBuffer)}enableAttributes(t,e){for(let r=0;r<this.attributes.length;r++){const n=this.attributes[r],i=e.attributes[n.name];void 0!==i&&t.enableVertexAttribArray(i)}}setVertexAttribPointers(t,e,r){for(let n=0;n<this.attributes.length;n++){const i=this.attributes[n],a=e.attributes[i.name];void 0!==a&&t.vertexAttribPointer(a,i.components,t[tr[i.type]],!1,this.itemSize,i.offset+this.itemSize*(r||0))}}destroy(){const t=this.context.gl;this.buffer&&(t.deleteBuffer(this.buffer),delete this.buffer)}}const rr=new WeakMap;function nr(t){var e;if(rr.has(t))return rr.get(t);{const r=null===(e=t.getParameter(t.VERSION))||void 0===e?void 0:e.startsWith(\"WebGL 2.0\");return rr.set(t,r),r}}class ir{constructor(t){this.gl=t.gl,this.default=this.getDefault(),this.current=this.default,this.dirty=!1}get(){return this.current}set(t){}getDefault(){return this.default}setDefault(){this.set(this.default)}}class ar extends ir{getDefault(){return e.aN.transparent}set(t){const e=this.current;(t.r!==e.r||t.g!==e.g||t.b!==e.b||t.a!==e.a||this.dirty)&&(this.gl.clearColor(t.r,t.g,t.b,t.a),this.current=t,this.dirty=!1)}}class or extends ir{getDefault(){return 1}set(t){(t!==this.current||this.dirty)&&(this.gl.clearDepth(t),this.current=t,this.dirty=!1)}}class sr extends ir{getDefault(){return 0}set(t){(t!==this.current||this.dirty)&&(this.gl.clearStencil(t),this.current=t,this.dirty=!1)}}class lr extends ir{getDefault(){return[!0,!0,!0,!0]}set(t){const e=this.current;(t[0]!==e[0]||t[1]!==e[1]||t[2]!==e[2]||t[3]!==e[3]||this.dirty)&&(this.gl.colorMask(t[0],t[1],t[2],t[3]),this.current=t,this.dirty=!1)}}class cr extends ir{getDefault(){return!0}set(t){(t!==this.current||this.dirty)&&(this.gl.depthMask(t),this.current=t,this.dirty=!1)}}class ur extends ir{getDefault(){return 255}set(t){(t!==this.current||this.dirty)&&(this.gl.stencilMask(t),this.current=t,this.dirty=!1)}}class hr extends ir{getDefault(){return{func:this.gl.ALWAYS,ref:0,mask:255}}set(t){const e=this.current;(t.func!==e.func||t.ref!==e.ref||t.mask!==e.mask||this.dirty)&&(this.gl.stencilFunc(t.func,t.ref,t.mask),this.current=t,this.dirty=!1)}}class fr extends ir{getDefault(){const t=this.gl;return[t.KEEP,t.KEEP,t.KEEP]}set(t){const e=this.current;(t[0]!==e[0]||t[1]!==e[1]||t[2]!==e[2]||this.dirty)&&(this.gl.stencilOp(t[0],t[1],t[2]),this.current=t,this.dirty=!1)}}class pr extends ir{getDefault(){return!1}set(t){if(t===this.current&&!this.dirty)return;const e=this.gl;t?e.enable(e.STENCIL_TEST):e.disable(e.STENCIL_TEST),this.current=t,this.dirty=!1}}class dr extends ir{getDefault(){return[0,1]}set(t){const e=this.current;(t[0]!==e[0]||t[1]!==e[1]||this.dirty)&&(this.gl.depthRange(t[0],t[1]),this.current=t,this.dirty=!1)}}class mr extends ir{getDefault(){return!1}set(t){if(t===this.current&&!this.dirty)return;const e=this.gl;t?e.enable(e.DEPTH_TEST):e.disable(e.DEPTH_TEST),this.current=t,this.dirty=!1}}class gr extends ir{getDefault(){return this.gl.LESS}set(t){(t!==this.current||this.dirty)&&(this.gl.depthFunc(t),this.current=t,this.dirty=!1)}}class yr extends ir{getDefault(){return!1}set(t){if(t===this.current&&!this.dirty)return;const e=this.gl;t?e.enable(e.BLEND):e.disable(e.BLEND),this.current=t,this.dirty=!1}}class vr extends ir{getDefault(){const t=this.gl;return[t.ONE,t.ZERO]}set(t){const e=this.current;(t[0]!==e[0]||t[1]!==e[1]||this.dirty)&&(this.gl.blendFunc(t[0],t[1]),this.current=t,this.dirty=!1)}}class xr extends ir{getDefault(){return e.aN.transparent}set(t){const e=this.current;(t.r!==e.r||t.g!==e.g||t.b!==e.b||t.a!==e.a||this.dirty)&&(this.gl.blendColor(t.r,t.g,t.b,t.a),this.current=t,this.dirty=!1)}}class _r extends ir{getDefault(){return this.gl.FUNC_ADD}set(t){(t!==this.current||this.dirty)&&(this.gl.blendEquation(t),this.current=t,this.dirty=!1)}}class br extends ir{getDefault(){return!1}set(t){if(t===this.current&&!this.dirty)return;const e=this.gl;t?e.enable(e.CULL_FACE):e.disable(e.CULL_FACE),this.current=t,this.dirty=!1}}class wr extends ir{getDefault(){return this.gl.BACK}set(t){(t!==this.current||this.dirty)&&(this.gl.cullFace(t),this.current=t,this.dirty=!1)}}class Tr extends ir{getDefault(){return this.gl.CCW}set(t){(t!==this.current||this.dirty)&&(this.gl.frontFace(t),this.current=t,this.dirty=!1)}}class kr extends ir{getDefault(){return null}set(t){(t!==this.current||this.dirty)&&(this.gl.useProgram(t),this.current=t,this.dirty=!1)}}class Ar extends ir{getDefault(){return this.gl.TEXTURE0}set(t){(t!==this.current||this.dirty)&&(this.gl.activeTexture(t),this.current=t,this.dirty=!1)}}class Mr extends ir{getDefault(){const t=this.gl;return[0,0,t.drawingBufferWidth,t.drawingBufferHeight]}set(t){const e=this.current;(t[0]!==e[0]||t[1]!==e[1]||t[2]!==e[2]||t[3]!==e[3]||this.dirty)&&(this.gl.viewport(t[0],t[1],t[2],t[3]),this.current=t,this.dirty=!1)}}class Sr extends ir{getDefault(){return null}set(t){if(t===this.current&&!this.dirty)return;const e=this.gl;e.bindFramebuffer(e.FRAMEBUFFER,t),this.current=t,this.dirty=!1}}class Er extends ir{getDefault(){return null}set(t){if(t===this.current&&!this.dirty)return;const e=this.gl;e.bindRenderbuffer(e.RENDERBUFFER,t),this.current=t,this.dirty=!1}}class Cr extends ir{getDefault(){return null}set(t){if(t===this.current&&!this.dirty)return;const e=this.gl;e.bindTexture(e.TEXTURE_2D,t),this.current=t,this.dirty=!1}}class Lr extends ir{getDefault(){return null}set(t){if(t===this.current&&!this.dirty)return;const e=this.gl;e.bindBuffer(e.ARRAY_BUFFER,t),this.current=t,this.dirty=!1}}class Ir extends ir{getDefault(){return null}set(t){const e=this.gl;e.bindBuffer(e.ELEMENT_ARRAY_BUFFER,t),this.current=t,this.dirty=!1}}class Pr extends ir{getDefault(){return null}set(t){var e;if(t===this.current&&!this.dirty)return;const r=this.gl;nr(r)?r.bindVertexArray(t):null===(e=r.getExtension(\"OES_vertex_array_object\"))||void 0===e||e.bindVertexArrayOES(t),this.current=t,this.dirty=!1}}class zr extends ir{getDefault(){return 4}set(t){if(t===this.current&&!this.dirty)return;const e=this.gl;e.pixelStorei(e.UNPACK_ALIGNMENT,t),this.current=t,this.dirty=!1}}class Or extends ir{getDefault(){return!1}set(t){if(t===this.current&&!this.dirty)return;const e=this.gl;e.pixelStorei(e.UNPACK_PREMULTIPLY_ALPHA_WEBGL,t),this.current=t,this.dirty=!1}}class Dr extends ir{getDefault(){return!1}set(t){if(t===this.current&&!this.dirty)return;const e=this.gl;e.pixelStorei(e.UNPACK_FLIP_Y_WEBGL,t),this.current=t,this.dirty=!1}}class Rr extends ir{constructor(t,e){super(t),this.context=t,this.parent=e}getDefault(){return null}}class Fr extends Rr{setDirty(){this.dirty=!0}set(t){if(t===this.current&&!this.dirty)return;this.context.bindFramebuffer.set(this.parent);const e=this.gl;e.framebufferTexture2D(e.FRAMEBUFFER,e.COLOR_ATTACHMENT0,e.TEXTURE_2D,t,0),this.current=t,this.dirty=!1}}class Br extends Rr{set(t){if(t===this.current&&!this.dirty)return;this.context.bindFramebuffer.set(this.parent);const e=this.gl;e.framebufferRenderbuffer(e.FRAMEBUFFER,e.DEPTH_ATTACHMENT,e.RENDERBUFFER,t),this.current=t,this.dirty=!1}}class Nr extends Rr{set(t){if(t===this.current&&!this.dirty)return;this.context.bindFramebuffer.set(this.parent);const e=this.gl;e.framebufferRenderbuffer(e.FRAMEBUFFER,e.DEPTH_STENCIL_ATTACHMENT,e.RENDERBUFFER,t),this.current=t,this.dirty=!1}}class jr{constructor(t,e,r,n,i){this.context=t,this.width=e,this.height=r;const a=t.gl,o=this.framebuffer=a.createFramebuffer();if(this.colorAttachment=new Fr(t,o),n)this.depthAttachment=i?new Nr(t,o):new Br(t,o);else if(i)throw new Error(\"Stencil cannot be set without depth\");if(a.checkFramebufferStatus(a.FRAMEBUFFER)!==a.FRAMEBUFFER_COMPLETE)throw new Error(\"Framebuffer is not complete\")}destroy(){const t=this.context.gl,e=this.colorAttachment.get();if(e&&t.deleteTexture(e),this.depthAttachment){const e=this.depthAttachment.get();e&&t.deleteRenderbuffer(e)}t.deleteFramebuffer(this.framebuffer)}}class Ur{constructor(t,e,r){this.blendFunction=t,this.blendColor=e,this.mask=r}}Ur.Replace=[1,0],Ur.disabled=new Ur(Ur.Replace,e.aN.transparent,[!1,!1,!1,!1]),Ur.unblended=new Ur(Ur.Replace,e.aN.transparent,[!0,!0,!0,!0]),Ur.alphaBlended=new Ur([1,771],e.aN.transparent,[!0,!0,!0,!0]);class Vr{constructor(t){var e,r;if(this.gl=t,this.clearColor=new ar(this),this.clearDepth=new or(this),this.clearStencil=new sr(this),this.colorMask=new lr(this),this.depthMask=new cr(this),this.stencilMask=new ur(this),this.stencilFunc=new hr(this),this.stencilOp=new fr(this),this.stencilTest=new pr(this),this.depthRange=new dr(this),this.depthTest=new mr(this),this.depthFunc=new gr(this),this.blend=new yr(this),this.blendFunc=new vr(this),this.blendColor=new xr(this),this.blendEquation=new _r(this),this.cullFace=new br(this),this.cullFaceSide=new wr(this),this.frontFace=new Tr(this),this.program=new kr(this),this.activeTexture=new Ar(this),this.viewport=new Mr(this),this.bindFramebuffer=new Sr(this),this.bindRenderbuffer=new Er(this),this.bindTexture=new Cr(this),this.bindVertexBuffer=new Lr(this),this.bindElementBuffer=new Ir(this),this.bindVertexArray=new Pr(this),this.pixelStoreUnpack=new zr(this),this.pixelStoreUnpackPremultiplyAlpha=new Or(this),this.pixelStoreUnpackFlipY=new Dr(this),this.extTextureFilterAnisotropic=t.getExtension(\"EXT_texture_filter_anisotropic\")||t.getExtension(\"MOZ_EXT_texture_filter_anisotropic\")||t.getExtension(\"WEBKIT_EXT_texture_filter_anisotropic\"),this.extTextureFilterAnisotropic&&(this.extTextureFilterAnisotropicMax=t.getParameter(this.extTextureFilterAnisotropic.MAX_TEXTURE_MAX_ANISOTROPY_EXT)),this.maxTextureSize=t.getParameter(t.MAX_TEXTURE_SIZE),nr(t)){this.HALF_FLOAT=t.HALF_FLOAT;const n=t.getExtension(\"EXT_color_buffer_half_float\");this.RGBA16F=null!==(e=t.RGBA16F)&&void 0!==e?e:null==n?void 0:n.RGBA16F_EXT,this.RGB16F=null!==(r=t.RGB16F)&&void 0!==r?r:null==n?void 0:n.RGB16F_EXT,t.getExtension(\"EXT_color_buffer_float\")}else{t.getExtension(\"EXT_color_buffer_half_float\"),t.getExtension(\"OES_texture_half_float_linear\");const e=t.getExtension(\"OES_texture_half_float\");this.HALF_FLOAT=null==e?void 0:e.HALF_FLOAT_OES}}setDefault(){this.unbindVAO(),this.clearColor.setDefault(),this.clearDepth.setDefault(),this.clearStencil.setDefault(),this.colorMask.setDefault(),this.depthMask.setDefault(),this.stencilMask.setDefault(),this.stencilFunc.setDefault(),this.stencilOp.setDefault(),this.stencilTest.setDefault(),this.depthRange.setDefault(),this.depthTest.setDefault(),this.depthFunc.setDefault(),this.blend.setDefault(),this.blendFunc.setDefault(),this.blendColor.setDefault(),this.blendEquation.setDefault(),this.cullFace.setDefault(),this.cullFaceSide.setDefault(),this.frontFace.setDefault(),this.program.setDefault(),this.activeTexture.setDefault(),this.bindFramebuffer.setDefault(),this.pixelStoreUnpack.setDefault(),this.pixelStoreUnpackPremultiplyAlpha.setDefault(),this.pixelStoreUnpackFlipY.setDefault()}setDirty(){this.clearColor.dirty=!0,this.clearDepth.dirty=!0,this.clearStencil.dirty=!0,this.colorMask.dirty=!0,this.depthMask.dirty=!0,this.stencilMask.dirty=!0,this.stencilFunc.dirty=!0,this.stencilOp.dirty=!0,this.stencilTest.dirty=!0,this.depthRange.dirty=!0,this.depthTest.dirty=!0,this.depthFunc.dirty=!0,this.blend.dirty=!0,this.blendFunc.dirty=!0,this.blendColor.dirty=!0,this.blendEquation.dirty=!0,this.cullFace.dirty=!0,this.cullFaceSide.dirty=!0,this.frontFace.dirty=!0,this.program.dirty=!0,this.activeTexture.dirty=!0,this.viewport.dirty=!0,this.bindFramebuffer.dirty=!0,this.bindRenderbuffer.dirty=!0,this.bindTexture.dirty=!0,this.bindVertexBuffer.dirty=!0,this.bindElementBuffer.dirty=!0,this.bindVertexArray.dirty=!0,this.pixelStoreUnpack.dirty=!0,this.pixelStoreUnpackPremultiplyAlpha.dirty=!0,this.pixelStoreUnpackFlipY.dirty=!0}createIndexBuffer(t,e){return new Qe(this,t,e)}createVertexBuffer(t,e,r){return new er(this,t,e,r)}createRenderbuffer(t,e,r){const n=this.gl,i=n.createRenderbuffer();return this.bindRenderbuffer.set(i),n.renderbufferStorage(n.RENDERBUFFER,t,e,r),this.bindRenderbuffer.set(null),i}createFramebuffer(t,e,r,n){return new jr(this,t,e,r,n)}clear({color:t,depth:e,stencil:r}){const n=this.gl;let i=0;t&&(i|=n.COLOR_BUFFER_BIT,this.clearColor.set(t),this.colorMask.set([!0,!0,!0,!0])),void 0!==e&&(i|=n.DEPTH_BUFFER_BIT,this.depthRange.set([0,1]),this.clearDepth.set(e),this.depthMask.set(!0)),void 0!==r&&(i|=n.STENCIL_BUFFER_BIT,this.clearStencil.set(r),this.stencilMask.set(255)),n.clear(i)}setCullFace(t){!1===t.enable?this.cullFace.set(!1):(this.cullFace.set(!0),this.cullFaceSide.set(t.mode),this.frontFace.set(t.frontFace))}setDepthMode(t){t.func!==this.gl.ALWAYS||t.mask?(this.depthTest.set(!0),this.depthFunc.set(t.func),this.depthMask.set(t.mask),this.depthRange.set(t.range)):this.depthTest.set(!1)}setStencilMode(t){t.test.func!==this.gl.ALWAYS||t.mask?(this.stencilTest.set(!0),this.stencilMask.set(t.mask),this.stencilOp.set([t.fail,t.depthFail,t.pass]),this.stencilFunc.set({func:t.test.func,ref:t.ref,mask:t.test.mask})):this.stencilTest.set(!1)}setColorMode(t){e.aF(t.blendFunction,Ur.Replace)?this.blend.set(!1):(this.blend.set(!0),this.blendFunc.set(t.blendFunction),this.blendColor.set(t.blendColor)),this.colorMask.set(t.mask)}createVertexArray(){var t;return nr(this.gl)?this.gl.createVertexArray():null===(t=this.gl.getExtension(\"OES_vertex_array_object\"))||void 0===t?void 0:t.createVertexArrayOES()}deleteVertexArray(t){var e;return nr(this.gl)?this.gl.deleteVertexArray(t):null===(e=this.gl.getExtension(\"OES_vertex_array_object\"))||void 0===e?void 0:e.deleteVertexArrayOES(t)}unbindVAO(){this.bindVertexArray.set(null)}}class qr{constructor(t,e,r){this.func=t,this.mask=e,this.range=r}}qr.ReadOnly=!1,qr.ReadWrite=!0,qr.disabled=new qr(519,qr.ReadOnly,[0,1]);const Hr=7680;class Gr{constructor(t,e,r,n,i,a){this.test=t,this.ref=e,this.mask=r,this.fail=n,this.depthFail=i,this.pass=a}}Gr.disabled=new Gr({func:519,mask:0},0,0,Hr,Hr,Hr);class Zr{constructor(t,e,r){this.enable=t,this.mode=e,this.frontFace=r}}let Wr;function Yr(t,r,n,i,a){const o=t.context,s=o.gl,l=t.useProgram(\"collisionBox\"),c=[];let u=0,h=0;for(let f=0;f<i.length;f++){const p=i[f],d=r.getTile(p).getBucket(n);if(!d)continue;const m=a?d.textCollisionBox:d.iconCollisionBox,g=d.collisionCircleArray;if(g.length>0){const r=e.H();e.aR(r,d.placementInvProjMatrix,t.transform.glCoordMatrix),e.aR(r,r,d.placementViewportMatrix),c.push({circleArray:g,circleOffset:h,transform:p.posMatrix,invTransform:r,coord:p}),u+=g.length/4,h=u}m&&l.draw(o,s.LINES,qr.disabled,Gr.disabled,t.colorModeForRenderPass(),Zr.disabled,Le(t.transform,p.posMatrix),t.style.map.terrain&&t.style.map.terrain.getTerrainData(p),n.id,m.layoutVertexBuffer,m.indexBuffer,m.segments,null,t.transform.zoom,null,null,m.collisionVertexBuffer)}if(!a||!c.length)return;const f=t.useProgram(\"collisionCircle\"),p=new e.aS;p.resize(4*u),p._trim();let d=0;for(const t of c)for(let e=0;e<t.circleArray.length/4;e++){const r=4*e,n=t.circleArray[r+0],i=t.circleArray[r+1],a=t.circleArray[r+2],o=t.circleArray[r+3];p.emplace(d++,n,i,a,o,0),p.emplace(d++,n,i,a,o,1),p.emplace(d++,n,i,a,o,2),p.emplace(d++,n,i,a,o,3)}(!Wr||Wr.length<2*u)&&(Wr=function(t){const r=2*t,n=new e.aU;n.resize(r),n._trim();for(let t=0;t<r;t++){const e=6*t;n.uint16[e+0]=4*t+0,n.uint16[e+1]=4*t+1,n.uint16[e+2]=4*t+2,n.uint16[e+3]=4*t+2,n.uint16[e+4]=4*t+3,n.uint16[e+5]=4*t+0}return n}(u));const m=o.createIndexBuffer(Wr,!0),g=o.createVertexBuffer(p,e.aT.members,!0);for(const r of c){const i=Ie(r.transform,r.invTransform,t.transform);f.draw(o,s.TRIANGLES,qr.disabled,Gr.disabled,t.colorModeForRenderPass(),Zr.disabled,i,t.style.map.terrain&&t.style.map.terrain.getTerrainData(r.coord),n.id,g,m,e.a0.simpleSegment(0,2*r.circleOffset,r.circleArray.length,r.circleArray.length/2),null,t.transform.zoom,null,null,null)}g.destroy(),m.destroy()}Zr.disabled=new Zr(!1,1029,2305),Zr.backCCW=new Zr(!0,1029,2305);const Xr=e.ao(new Float32Array(16));function $r(t,r,n,i,a){if(\"translucent\"!==t.renderPass)return;const o=Gr.disabled,s=t.colorModeForRenderPass();(n._unevaluatedLayout.hasValue(\"text-variable-anchor\")||n._unevaluatedLayout.hasValue(\"text-variable-anchor-offset\"))&&function(t,r,n,i,a,o,s,l,c){const u=r.transform,h=ie(),f=\"map\"===a,p=\"map\"===o;for(const a of t){const t=i.getTile(a),o=t.getBucket(n);if(!o||!o.text||!o.text.segments.get().length)continue;const d=o.textSizeData,m=e.ah(d,u.zoom),g=Nt(t,1,r.transform.zoom),y=_t(a.posMatrix,p,f,r.transform,g),v=\"none\"!==n.layout.get(\"icon-text-fit\")&&o.hasIconData();if(m){const e=Math.pow(2,u.zoom-t.tileID.overscaledZ),n=r.style.map.terrain?(t,e)=>r.style.map.terrain.getElevation(a,t,e):null,i=h.translatePosition(u,t,s,l);Qr(o,f,p,c,u,y,a.posMatrix,e,m,v,h,i,a.toUnwrapped(),n)}}}(i,t,n,r,n.layout.get(\"text-rotation-alignment\"),n.layout.get(\"text-pitch-alignment\"),n.paint.get(\"text-translate\"),n.paint.get(\"text-translate-anchor\"),a),0!==n.paint.get(\"icon-opacity\").constantOr(1)&&en(t,r,n,i,!1,n.paint.get(\"icon-translate\"),n.paint.get(\"icon-translate-anchor\"),n.layout.get(\"icon-rotation-alignment\"),n.layout.get(\"icon-pitch-alignment\"),n.layout.get(\"icon-keep-upright\"),o,s),0!==n.paint.get(\"text-opacity\").constantOr(1)&&en(t,r,n,i,!0,n.paint.get(\"text-translate\"),n.paint.get(\"text-translate-anchor\"),n.layout.get(\"text-rotation-alignment\"),n.layout.get(\"text-pitch-alignment\"),n.layout.get(\"text-keep-upright\"),o,s),r.map.showCollisionBoxes&&(Yr(t,r,n,i,!0),Yr(t,r,n,i,!1))}function Jr(t,r,n,i,a,o){const{horizontalAlign:s,verticalAlign:l}=e.av(t),c=-(s-.5)*r,u=-(l-.5)*n;return new e.P((c/a+i[0])*o,(u/a+i[1])*o)}function Kr(t,r,n,i,a,o){const s=r.tileAnchorPoint.add(new e.P(r.translation[0],r.translation[1]));if(r.pitchWithMap){let t=i.mult(o);return n||(t=t.rotate(-a)),wt(s.add(t),r.labelPlaneMatrix,r.getElevation).point}if(n){const e=It(r.tileAnchorPoint.x+1,r.tileAnchorPoint.y,r).point.sub(t),n=Math.atan(e.y/e.x)+(e.x<0?Math.PI:0);return t.add(i.rotate(n))}return t.add(i)}function Qr(t,r,n,i,a,o,s,l,c,u,h,f,p,d){const m=t.text.placedSymbolArray,g=t.text.dynamicLayoutVertexArray,y=t.icon.dynamicLayoutVertexArray,v={};g.clear();for(let y=0;y<m.length;y++){const x=m.get(y),_=t.allowVerticalPlacement&&!x.placedOrientation,b=x.hidden||!x.crossTileID||_?null:i[x.crossTileID];if(b){const i=new e.P(x.anchorX,x.anchorY),m={getElevation:d,width:a.width,height:a.height,labelPlaneMatrix:o,lineVertexArray:null,pitchWithMap:n,projection:h,projectionCache:null,tileAnchorPoint:i,translation:f,unwrappedTileID:p},y=n?wt(i,s,d):It(i.x,i.y,m),_=Tt(a.cameraToCenterDistance,y.signedDistanceFromCamera);let w=e.aj(t.textSizeData,c,x)*_/e.aq;n&&(w*=t.tilePixelRatio/l);const{width:T,height:k,anchor:A,textOffset:M,textBoxScale:S}=b,E=Jr(A,T,k,M,S,w),C=h.getPitchedTextCorrection(a,i.add(new e.P(f[0],f[1])),p),L=Kr(y.point,m,r,E,a.angle,C),I=t.allowVerticalPlacement&&x.placedOrientation===e.ai.vertical?Math.PI/2:0;for(let t=0;t<x.numGlyphs;t++)e.ak(g,L,I);u&&x.associatedIconIndex>=0&&(v[x.associatedIconIndex]={shiftedAnchor:L,angle:I})}else Rt(x.numGlyphs,g)}if(u){y.clear();const r=t.icon.placedSymbolArray;for(let t=0;t<r.length;t++){const n=r.get(t);if(n.hidden)Rt(n.numGlyphs,y);else{const r=v[t];if(r)for(let t=0;t<n.numGlyphs;t++)e.ak(y,r.shiftedAnchor,r.angle);else Rt(n.numGlyphs,y)}}t.icon.dynamicLayoutVertexBuffer.updateData(y)}t.text.dynamicLayoutVertexBuffer.updateData(g)}function tn(t,e,r){return r.iconsInText&&e?\"symbolTextAndIcon\":t?\"symbolSDF\":\"symbolIcon\"}function en(t,r,n,i,a,o,s,l,c,u,h,f){const p=t.context,d=p.gl,m=t.transform,g=ie(),y=\"map\"===l,v=\"map\"===c,x=\"viewport\"!==l&&\"point\"!==n.layout.get(\"symbol-placement\"),_=y&&!v&&!x,b=!v&&x,w=!n.layout.get(\"symbol-sort-key\").isConstant();let T=!1;const k=t.depthModeForSublayer(0,qr.ReadOnly),A=n._unevaluatedLayout.hasValue(\"text-variable-anchor\")||n._unevaluatedLayout.hasValue(\"text-variable-anchor-offset\"),M=[],S=g.getCircleRadiusCorrection(m);for(const l of i){const i=r.getTile(l),c=i.getBucket(n);if(!c)continue;const h=a?c.text:c.icon;if(!h||!h.segments.get().length||!h.hasVisibleVertices)continue;const f=h.programConfigurations.get(n.id),p=a||c.sdfIcons,k=a?c.textSizeData:c.iconSizeData,E=v||0!==m.pitch,C=t.useProgram(tn(p,a,c),f),L=e.ah(k,m.zoom),I=t.style.map.terrain&&t.style.map.terrain.getTerrainData(l);let P,z,O,D,R=[0,0],F=null;if(a){if(z=i.glyphAtlasTexture,O=d.LINEAR,P=i.glyphAtlasTexture.size,c.iconsInText){R=i.imageAtlasTexture.size,F=i.imageAtlasTexture;const e=\"composite\"===k.kind||\"camera\"===k.kind;D=E||t.options.rotating||t.options.zooming||e?d.LINEAR:d.NEAREST}}else{const e=1!==n.layout.get(\"icon-size\").constantOr(0)||c.iconsNeedLinear;z=i.imageAtlasTexture,O=p||t.options.rotating||t.options.zooming||e||E?d.LINEAR:d.NEAREST,P=i.imageAtlasTexture.size}const B=Nt(i,1,t.transform.zoom),N=b?l.posMatrix:Xr,j=_t(N,v,y,t.transform,B),U=bt(N,v,y,t.transform,B),V=bt(l.posMatrix,v,y,t.transform,B),q=g.translatePosition(t.transform,i,o,s),H=A&&c.hasTextData(),G=\"none\"!==n.layout.get(\"icon-text-fit\")&&H&&c.hasIconData();if(x){const e=t.style.map.terrain?(e,r)=>t.style.map.terrain.getElevation(l,e,r):null,r=\"map\"===n.layout.get(\"text-rotation-alignment\");At(c,l.posMatrix,t,a,j,V,v,u,r,g,l.toUnwrapped(),m.width,m.height,q,e)}const Z=l.posMatrix,W=a&&A||G,Y=x||W?Xr:j,X=U,$=p&&0!==n.paint.get(a?\"text-halo-width\":\"icon-halo-width\").constantOr(1);let J;J=p?c.iconsInText?Xe(k.kind,L,_,v,x,W,t,Z,Y,X,q,P,R,S):Ye(k.kind,L,_,v,x,W,t,Z,Y,X,q,a,P,!0,S):We(k.kind,L,_,v,x,W,t,Z,Y,X,q,a,P,S);const K={program:C,buffers:h,uniformValues:J,atlasTexture:z,atlasTextureIcon:F,atlasInterpolation:O,atlasInterpolationIcon:D,isSDF:p,hasHalo:$};if(w&&c.canOverlap){T=!0;const t=h.segments.get();for(const r of t)M.push({segments:new e.a0([r]),sortKey:r.sortKey,state:K,terrainData:I})}else M.push({segments:h.segments,sortKey:0,state:K,terrainData:I})}T&&M.sort(((t,e)=>t.sortKey-e.sortKey));for(const e of M){const r=e.state;if(p.activeTexture.set(d.TEXTURE0),r.atlasTexture.bind(r.atlasInterpolation,d.CLAMP_TO_EDGE),r.atlasTextureIcon&&(p.activeTexture.set(d.TEXTURE1),r.atlasTextureIcon&&r.atlasTextureIcon.bind(r.atlasInterpolationIcon,d.CLAMP_TO_EDGE)),r.isSDF){const i=r.uniformValues;r.hasHalo&&(i.u_is_halo=1,rn(r.buffers,e.segments,n,t,r.program,k,h,f,i,e.terrainData)),i.u_is_halo=0}rn(r.buffers,e.segments,n,t,r.program,k,h,f,r.uniformValues,e.terrainData)}}function rn(t,e,r,n,i,a,o,s,l,c){const u=n.context,h=u.gl;i.draw(u,h.TRIANGLES,a,o,s,Zr.disabled,l,c,r.id,t.layoutVertexBuffer,t.indexBuffer,e,r.paint,n.transform.zoom,t.programConfigurations.get(r.id),t.dynamicLayoutVertexBuffer,t.opacityVertexBuffer)}function nn(t,r,n,i){if(0!==n.paint.get(\"heatmap-opacity\"))if(\"offscreen\"===t.renderPass){const a=t.context,o=a.gl,s=Gr.disabled,l=new Ur([o.ONE,o.ONE],e.aN.transparent,[!0,!0,!0,!0]);(function(t,e,r){const n=t.gl;t.activeTexture.set(n.TEXTURE1),t.viewport.set([0,0,e.width/4,e.height/4]);let i=r.heatmapFbo;if(i)n.bindTexture(n.TEXTURE_2D,i.colorAttachment.get()),t.bindFramebuffer.set(i.framebuffer);else{const a=n.createTexture();n.bindTexture(n.TEXTURE_2D,a),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_S,n.CLAMP_TO_EDGE),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_T,n.CLAMP_TO_EDGE),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MIN_FILTER,n.LINEAR),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MAG_FILTER,n.LINEAR),i=r.heatmapFbo=t.createFramebuffer(e.width/4,e.height/4,!1,!1),function(t,e,r,n){var i,a;const o=t.gl,s=null!==(i=t.HALF_FLOAT)&&void 0!==i?i:o.UNSIGNED_BYTE,l=null!==(a=t.RGBA16F)&&void 0!==a?a:o.RGBA;o.texImage2D(o.TEXTURE_2D,0,l,e.width/4,e.height/4,0,o.RGBA,s,null),n.colorAttachment.set(r)}(t,e,a,i)}})(a,t,n),a.clear({color:e.aN.transparent});for(let e=0;e<i.length;e++){const c=i[e];if(r.hasRenderableParent(c))continue;const u=r.getTile(c),h=u.getBucket(n);if(!h)continue;const f=h.programConfigurations.get(n.id),p=t.useProgram(\"heatmap\",f),{zoom:d}=t.transform;p.draw(a,o.TRIANGLES,qr.disabled,s,l,Zr.disabled,Oe(c.posMatrix,u,d,n.paint.get(\"heatmap-intensity\")),null,n.id,h.layoutVertexBuffer,h.indexBuffer,h.segments,n.paint,t.transform.zoom,f)}a.viewport.set([0,0,t.width,t.height])}else\"translucent\"===t.renderPass&&(t.context.setColorMode(t.colorModeForRenderPass()),function(t,e){const r=t.context,n=r.gl,i=e.heatmapFbo;if(!i)return;r.activeTexture.set(n.TEXTURE0),n.bindTexture(n.TEXTURE_2D,i.colorAttachment.get()),r.activeTexture.set(n.TEXTURE1);let a=e.colorRampTexture;a||(a=e.colorRampTexture=new w(r,e.colorRamp,n.RGBA)),a.bind(n.LINEAR,n.CLAMP_TO_EDGE),t.useProgram(\"heatmapTexture\").draw(r,n.TRIANGLES,qr.disabled,Gr.disabled,t.colorModeForRenderPass(),Zr.disabled,De(t,e,0,1),null,e.id,t.viewportBuffer,t.quadTriangleIndexBuffer,t.viewportSegments,e.paint,t.transform.zoom)}(t,n))}function an(t,e,r,n,i){if(!r||!n||!n.imageAtlas)return;const a=n.imageAtlas.patternPositions;let o=a[r.to.toString()],s=a[r.from.toString()];if(!o&&s&&(o=s),!s&&o&&(s=o),!o||!s){const t=i.getPaintProperty(e);o=a[t],s=a[t]}o&&s&&t.setConstantPatternPositions(o,s)}function on(t,e,r,n,i,a,o){const s=t.context.gl,l=\"fill-pattern\",c=r.paint.get(l),u=c&&c.constantOr(1),h=r.getCrossfadeParameters();let f,p,d,m,g;o?(p=u&&!r.getPaintProperty(\"fill-outline-color\")?\"fillOutlinePattern\":\"fillOutline\",f=s.LINES):(p=u?\"fillPattern\":\"fill\",f=s.TRIANGLES);const y=c.constantOr(null);for(const c of n){const n=e.getTile(c);if(u&&!n.patternsLoaded())continue;const v=n.getBucket(r);if(!v)continue;const x=v.programConfigurations.get(r.id),_=t.useProgram(p,x),b=t.style.map.terrain&&t.style.map.terrain.getTerrainData(c);u&&(t.context.activeTexture.set(s.TEXTURE0),n.imageAtlasTexture.bind(s.LINEAR,s.CLAMP_TO_EDGE),x.updatePaintBuffers(h)),an(x,l,y,n,r);const w=b?c:null,T=w?w.posMatrix:c.posMatrix,k=t.translatePosMatrix(T,n,r.paint.get(\"fill-translate\"),r.paint.get(\"fill-translate-anchor\"));if(o){m=v.indexBuffer2,g=v.segments2;const e=[s.drawingBufferWidth,s.drawingBufferHeight];d=\"fillOutlinePattern\"===p&&u?Ee(k,t,h,n,e):Se(k,e)}else m=v.indexBuffer,g=v.segments,d=u?Me(k,t,h,n):Ae(k);_.draw(t.context,f,i,t.stencilModeForClipping(c),a,Zr.disabled,d,b,r.id,v.layoutVertexBuffer,m,g,r.paint,t.transform.zoom,x)}}function sn(t,e,r,n,i,a,o){const s=t.context,l=s.gl,c=\"fill-extrusion-pattern\",u=r.paint.get(c),h=u.constantOr(1),f=r.getCrossfadeParameters(),p=r.paint.get(\"fill-extrusion-opacity\"),d=u.constantOr(null);for(const u of n){const n=e.getTile(u),m=n.getBucket(r);if(!m)continue;const g=t.style.map.terrain&&t.style.map.terrain.getTerrainData(u),y=m.programConfigurations.get(r.id),v=t.useProgram(h?\"fillExtrusionPattern\":\"fillExtrusion\",y);h&&(t.context.activeTexture.set(l.TEXTURE0),n.imageAtlasTexture.bind(l.LINEAR,l.CLAMP_TO_EDGE),y.updatePaintBuffers(f)),an(y,c,d,n,r);const x=t.translatePosMatrix(u.posMatrix,n,r.paint.get(\"fill-extrusion-translate\"),r.paint.get(\"fill-extrusion-translate-anchor\")),_=r.paint.get(\"fill-extrusion-vertical-gradient\"),b=h?ke(x,t,_,p,u,f,n):Te(x,t,_,p);v.draw(s,s.gl.TRIANGLES,i,a,o,Zr.backCCW,b,g,r.id,m.layoutVertexBuffer,m.indexBuffer,m.segments,r.paint,t.transform.zoom,y,t.style.map.terrain&&m.centroidVertexBuffer)}}function ln(t,e,r,n,i,a,o){const s=t.context,l=s.gl,c=r.fbo;if(!c)return;const u=t.useProgram(\"hillshade\"),h=t.style.map.terrain&&t.style.map.terrain.getTerrainData(e);s.activeTexture.set(l.TEXTURE0),l.bindTexture(l.TEXTURE_2D,c.colorAttachment.get());const f=h?e:null;u.draw(s,l.TRIANGLES,i,a,o,Zr.disabled,Re(t,r,n,f),h,n.id,t.rasterBoundsBuffer,t.quadTriangleIndexBuffer,t.rasterBoundsSegments)}function cn(t,e,r,n,i,a){const o=t.context,s=o.gl,l=e.dem;if(l&&l.data){const c=l.dim,u=l.stride,h=l.getPixels();if(o.activeTexture.set(s.TEXTURE1),o.pixelStoreUnpackPremultiplyAlpha.set(!1),e.demTexture=e.demTexture||t.getTileTexture(u),e.demTexture){const t=e.demTexture;t.update(h,{premultiply:!1}),t.bind(s.NEAREST,s.CLAMP_TO_EDGE)}else e.demTexture=new w(o,h,s.RGBA,{premultiply:!1}),e.demTexture.bind(s.NEAREST,s.CLAMP_TO_EDGE);o.activeTexture.set(s.TEXTURE0);let f=e.fbo;if(!f){const t=new w(o,{width:c,height:c,data:null},s.RGBA);t.bind(s.LINEAR,s.CLAMP_TO_EDGE),f=e.fbo=o.createFramebuffer(c,c,!0,!1),f.colorAttachment.set(t.texture)}o.bindFramebuffer.set(f.framebuffer),o.viewport.set([0,0,c,c]),t.useProgram(\"hillshadePrepare\").draw(o,s.TRIANGLES,n,i,a,Zr.disabled,Fe(e.tileID,l),null,r.id,t.rasterBoundsBuffer,t.quadTriangleIndexBuffer,t.rasterBoundsSegments),e.needsHillshadePrepare=!1}}function un(t,r,n,i,o,s){const l=i.paint.get(\"raster-fade-duration\");if(!s&&l>0){const i=a.now(),s=(i-t.timeAdded)/l,c=r?(i-r.timeAdded)/l:-1,u=n.getSource(),h=o.coveringZoomLevel({tileSize:u.tileSize,roundZoom:u.roundZoom}),f=!r||Math.abs(r.tileID.overscaledZ-h)>Math.abs(t.tileID.overscaledZ-h),p=f&&t.refreshedUponExpiration?1:e.ad(f?s:1-c,0,1);return t.refreshedUponExpiration&&s>=1&&(t.refreshedUponExpiration=!1),r?{opacity:1,mix:1-p}:{opacity:p,mix:0}}return{opacity:1,mix:0}}const hn=new e.aN(1,0,0,1),fn=new e.aN(0,1,0,1),pn=new e.aN(0,0,1,1),dn=new e.aN(1,0,1,1),mn=new e.aN(0,1,1,1);function gn(t){const e=t.transform.padding;yn(t,t.transform.height-(e.top||0),3,hn),yn(t,e.bottom||0,3,fn),vn(t,e.left||0,3,pn),vn(t,t.transform.width-(e.right||0),3,dn);const r=t.transform.centerPoint;!function(t,e,r,n){const i=20,a=2;xn(t,e-a/2,r-i/2,a,i,n),xn(t,e-i/2,r-a/2,i,a,n)}(t,r.x,t.transform.height-r.y,mn)}function yn(t,e,r,n){xn(t,0,e+r/2,t.transform.width,r,n)}function vn(t,e,r,n){xn(t,e-r/2,0,r,t.transform.height,n)}function xn(t,e,r,n,i,a){const o=t.context,s=o.gl;s.enable(s.SCISSOR_TEST),s.scissor(e*t.pixelRatio,r*t.pixelRatio,n*t.pixelRatio,i*t.pixelRatio),o.clear({color:a}),s.disable(s.SCISSOR_TEST)}function _n(t,r,n){const i=t.context,a=i.gl,o=n.posMatrix,s=t.useProgram(\"debug\"),l=qr.disabled,c=Gr.disabled,u=t.colorModeForRenderPass(),h=\"$debug\",f=t.style.map.terrain&&t.style.map.terrain.getTerrainData(n);i.activeTexture.set(a.TEXTURE0);const p=r.getTileByID(n.key).latestRawTileData,d=p&&p.byteLength||0,m=Math.floor(d/1024),g=r.getTile(n).tileSize,y=512/Math.min(g,512)*(n.overscaledZ/t.transform.zoom)*.5;let v=n.canonical.toString();n.overscaledZ!==n.canonical.z&&(v+=` => ${n.overscaledZ}`),function(t,e){t.initDebugOverlayCanvas();const r=t.debugOverlayCanvas,n=t.context.gl,i=t.debugOverlayCanvas.getContext(\"2d\");i.clearRect(0,0,r.width,r.height),i.shadowColor=\"white\",i.shadowBlur=2,i.lineWidth=1.5,i.strokeStyle=\"white\",i.textBaseline=\"top\",i.font=\"bold 36px Open Sans, sans-serif\",i.fillText(e,5,5),i.strokeText(e,5,5),t.debugOverlayTexture.update(r),t.debugOverlayTexture.bind(n.LINEAR,n.CLAMP_TO_EDGE)}(t,`${v} ${m}kB`),s.draw(i,a.TRIANGLES,l,c,Ur.alphaBlended,Zr.disabled,Pe(o,e.aN.transparent,y),null,h,t.debugBuffer,t.quadTriangleIndexBuffer,t.debugSegments),s.draw(i,a.LINE_STRIP,l,c,u,Zr.disabled,Pe(o,e.aN.red),f,h,t.debugBuffer,t.tileBorderIndexBuffer,t.debugSegments)}function bn(t,e,r){const n=t.context,i=n.gl,a=t.colorModeForRenderPass(),o=new qr(i.LEQUAL,qr.ReadWrite,t.depthRangeFor3D),s=t.useProgram(\"terrain\"),l=e.getTerrainMesh();n.bindFramebuffer.set(null),n.viewport.set([0,0,t.width,t.height]);for(const c of r){const r=t.renderToTexture.getTexture(c),u=e.getTerrainData(c.tileID);n.activeTexture.set(i.TEXTURE0),i.bindTexture(i.TEXTURE_2D,r.texture);const h=t.transform.calculatePosMatrix(c.tileID.toUnwrapped()),f=e.getMeshFrameDelta(t.transform.zoom),p=t.transform.calculateFogMatrix(c.tileID.toUnwrapped()),d=xe(h,f,p,t.style.sky,t.transform.pitch);s.draw(n,i.TRIANGLES,o,Gr.disabled,a,Zr.backCCW,d,u,\"terrain\",l.vertexBuffer,l.indexBuffer,l.segments)}}class wn{constructor(t,e,r){this.vertexBuffer=t,this.indexBuffer=e,this.segments=r}destroy(){this.vertexBuffer.destroy(),this.indexBuffer.destroy(),this.segments.destroy(),this.vertexBuffer=null,this.indexBuffer=null,this.segments=null}}class Tn{constructor(t,r){this.context=new Vr(t),this.transform=r,this._tileTextures={},this.terrainFacilitator={dirty:!0,matrix:e.ao(new Float64Array(16)),renderTime:0},this.setup(),this.numSublayers=dt.maxUnderzooming+dt.maxOverzooming+1,this.depthEpsilon=1/Math.pow(2,16),this.crossTileSymbolIndex=new he}resize(t,e,r){if(this.width=Math.floor(t*r),this.height=Math.floor(e*r),this.pixelRatio=r,this.context.viewport.set([0,0,this.width,this.height]),this.style)for(const t of this.style._order)this.style._layers[t].resize()}setup(){const t=this.context,r=new e.aX;r.emplaceBack(0,0),r.emplaceBack(e.X,0),r.emplaceBack(0,e.X),r.emplaceBack(e.X,e.X),this.tileExtentBuffer=t.createVertexBuffer(r,me.members),this.tileExtentSegments=e.a0.simpleSegment(0,0,4,2);const n=new e.aX;n.emplaceBack(0,0),n.emplaceBack(e.X,0),n.emplaceBack(0,e.X),n.emplaceBack(e.X,e.X),this.debugBuffer=t.createVertexBuffer(n,me.members),this.debugSegments=e.a0.simpleSegment(0,0,4,5);const i=new e.$;i.emplaceBack(0,0,0,0),i.emplaceBack(e.X,0,e.X,0),i.emplaceBack(0,e.X,0,e.X),i.emplaceBack(e.X,e.X,e.X,e.X),this.rasterBoundsBuffer=t.createVertexBuffer(i,et.members),this.rasterBoundsSegments=e.a0.simpleSegment(0,0,4,2);const a=new e.aX;a.emplaceBack(0,0),a.emplaceBack(1,0),a.emplaceBack(0,1),a.emplaceBack(1,1),this.viewportBuffer=t.createVertexBuffer(a,me.members),this.viewportSegments=e.a0.simpleSegment(0,0,4,2);const o=new e.aZ;o.emplaceBack(0),o.emplaceBack(1),o.emplaceBack(3),o.emplaceBack(2),o.emplaceBack(0),this.tileBorderIndexBuffer=t.createIndexBuffer(o);const s=new e.aY;s.emplaceBack(0,1,2),s.emplaceBack(2,1,3),this.quadTriangleIndexBuffer=t.createIndexBuffer(s);const l=this.context.gl;this.stencilClearMode=new Gr({func:l.ALWAYS,mask:0},0,255,l.ZERO,l.ZERO,l.ZERO)}clearStencil(){const t=this.context,r=t.gl;this.nextStencilID=1,this.currentStencilSource=void 0;const n=e.H();e.aQ(n,0,this.width,this.height,0,0,1),e.K(n,n,[r.drawingBufferWidth,r.drawingBufferHeight,0]),this.useProgram(\"clippingMask\").draw(t,r.TRIANGLES,qr.disabled,this.stencilClearMode,Ur.disabled,Zr.disabled,ze(n),null,\"$clipping\",this.viewportBuffer,this.quadTriangleIndexBuffer,this.viewportSegments)}_renderTileClippingMasks(t,e){if(this.currentStencilSource===t.source||!t.isTileClipped()||!e||!e.length)return;this.currentStencilSource=t.source;const r=this.context,n=r.gl;this.nextStencilID+e.length>256&&this.clearStencil(),r.setColorMode(Ur.disabled),r.setDepthMode(qr.disabled);const i=this.useProgram(\"clippingMask\");this._tileClippingMaskIDs={};for(const t of e){const e=this._tileClippingMaskIDs[t.key]=this.nextStencilID++,a=this.style.map.terrain&&this.style.map.terrain.getTerrainData(t);i.draw(r,n.TRIANGLES,qr.disabled,new Gr({func:n.ALWAYS,mask:0},e,255,n.KEEP,n.KEEP,n.REPLACE),Ur.disabled,Zr.disabled,ze(t.posMatrix),a,\"$clipping\",this.tileExtentBuffer,this.quadTriangleIndexBuffer,this.tileExtentSegments)}}stencilModeFor3D(){this.currentStencilSource=void 0,this.nextStencilID+1>256&&this.clearStencil();const t=this.nextStencilID++,e=this.context.gl;return new Gr({func:e.NOTEQUAL,mask:255},t,255,e.KEEP,e.KEEP,e.REPLACE)}stencilModeForClipping(t){const e=this.context.gl;return new Gr({func:e.EQUAL,mask:255},this._tileClippingMaskIDs[t.key],0,e.KEEP,e.KEEP,e.REPLACE)}stencilConfigForOverlap(t){const e=this.context.gl,r=t.sort(((t,e)=>e.overscaledZ-t.overscaledZ)),n=r[r.length-1].overscaledZ,i=r[0].overscaledZ-n+1;if(i>1){this.currentStencilSource=void 0,this.nextStencilID+i>256&&this.clearStencil();const t={};for(let r=0;r<i;r++)t[r+n]=new Gr({func:e.GEQUAL,mask:255},r+this.nextStencilID,255,e.KEEP,e.KEEP,e.REPLACE);return this.nextStencilID+=i,[t,r]}return[{[n]:Gr.disabled},r]}colorModeForRenderPass(){const t=this.context.gl;if(this._showOverdrawInspector){const r=1/8;return new Ur([t.CONSTANT_COLOR,t.ONE],new e.aN(r,r,r,0),[!0,!0,!0,!0])}return\"opaque\"===this.renderPass?Ur.unblended:Ur.alphaBlended}depthModeForSublayer(t,e,r){if(!this.opaquePassEnabledForLayer())return qr.disabled;const n=1-((1+this.currentLayer)*this.numSublayers+t)*this.depthEpsilon;return new qr(r||this.context.gl.LEQUAL,e,[n,n])}opaquePassEnabledForLayer(){return this.currentLayer<this.opaquePassCutoff}render(t,r){var n;this.style=t,this.options=r,this.lineAtlas=t.lineAtlas,this.imageManager=t.imageManager,this.glyphManager=t.glyphManager,this.symbolFadeChange=t.placement.symbolFadeChange(a.now()),this.imageManager.beginFrame();const i=this.style._order,o=this.style.sourceCaches,s={},l={},c={};for(const t in o){const e=o[t];e.used&&e.prepare(this.context),s[t]=e.getVisibleCoordinates(),l[t]=s[t].slice().reverse(),c[t]=e.getVisibleCoordinates(!0).reverse()}this.opaquePassCutoff=1/0;for(let t=0;t<i.length;t++){const e=i[t];if(this.style._layers[e].is3D()){this.opaquePassCutoff=t;break}}this.maybeDrawDepthAndCoords(!1),this.renderToTexture&&(this.renderToTexture.prepareForRender(this.style,this.transform.zoom),this.opaquePassCutoff=0),this.renderPass=\"offscreen\";for(const t of i){const e=this.style._layers[t];if(!e.hasOffscreenPass()||e.isHidden(this.transform.zoom))continue;const r=l[e.source];(\"custom\"===e.type||r.length)&&this.renderLayer(this,o[e.source],e,r)}if(this.context.bindFramebuffer.set(null),this.context.clear({color:r.showOverdrawInspector?e.aN.black:e.aN.transparent,depth:1}),this.clearStencil(),(null===(n=this.style.stylesheet)||void 0===n?void 0:n.sky)&&function(t,r){const n=t.context,i=n.gl,a=((t,e,r)=>({u_sky_color:t.properties.get(\"sky-color\"),u_horizon_color:t.properties.get(\"horizon-color\"),u_horizon:(e.height/2+e.getHorizon())*r,u_sky_horizon_blend:t.properties.get(\"sky-horizon-blend\")*e.height/2*r}))(r,t.style.map.transform,t.pixelRatio),o=new qr(i.LEQUAL,qr.ReadWrite,[0,1]),s=Gr.disabled,l=t.colorModeForRenderPass(),c=t.useProgram(\"sky\");if(!r.mesh){const t=new e.aX;t.emplaceBack(-1,-1),t.emplaceBack(1,-1),t.emplaceBack(1,1),t.emplaceBack(-1,1);const i=new e.aY;i.emplaceBack(0,1,2),i.emplaceBack(0,2,3),r.mesh=new wn(n.createVertexBuffer(t,me.members),n.createIndexBuffer(i),e.a0.simpleSegment(0,0,t.length,i.length))}c.draw(n,i.TRIANGLES,o,s,l,Zr.disabled,a,void 0,\"sky\",r.mesh.vertexBuffer,r.mesh.indexBuffer,r.mesh.segments)}(this,this.style.sky),this._showOverdrawInspector=r.showOverdrawInspector,this.depthRangeFor3D=[0,1-(t._order.length+2)*this.numSublayers*this.depthEpsilon],!this.renderToTexture)for(this.renderPass=\"opaque\",this.currentLayer=i.length-1;this.currentLayer>=0;this.currentLayer--){const t=this.style._layers[i[this.currentLayer]],e=o[t.source],r=s[t.source];this._renderTileClippingMasks(t,r),this.renderLayer(this,e,t,r)}for(this.renderPass=\"translucent\",this.currentLayer=0;this.currentLayer<i.length;this.currentLayer++){const t=this.style._layers[i[this.currentLayer]],e=o[t.source];if(this.renderToTexture&&this.renderToTexture.renderLayer(t))continue;const r=(\"symbol\"===t.type?c:l)[t.source];this._renderTileClippingMasks(t,s[t.source]),this.renderLayer(this,e,t,r)}if(this.options.showTileBoundaries){const t=function(t,e){let r=null;const n=Object.values(t._layers).flatMap((r=>r.source&&!r.isHidden(e)?[t.sourceCaches[r.source]]:[])),i=n.filter((t=>\"vector\"===t.getSource().type)),a=n.filter((t=>\"vector\"!==t.getSource().type)),o=t=>{(!r||r.getSource().maxzoom<t.getSource().maxzoom)&&(r=t)};return i.forEach((t=>o(t))),r||a.forEach((t=>o(t))),r}(this.style,this.transform.zoom);t&&function(t,e,r){for(let n=0;n<r.length;n++)_n(t,e,r[n])}(this,t,t.getVisibleCoordinates())}this.options.showPadding&&gn(this),this.context.setDefault()}maybeDrawDepthAndCoords(t){if(!this.style||!this.style.map||!this.style.map.terrain)return;const r=this.terrainFacilitator.matrix,n=this.transform.modelViewProjectionMatrix;let i=this.terrainFacilitator.dirty;i||(i=t?!e.a_(r,n):!e.a$(r,n)),i||(i=this.style.map.terrain.sourceCache.tilesAfterTime(this.terrainFacilitator.renderTime).length>0),i&&(e.b0(r,n),this.terrainFacilitator.renderTime=Date.now(),this.terrainFacilitator.dirty=!1,function(t,r){const n=t.context,i=n.gl,a=Ur.unblended,o=new qr(i.LEQUAL,qr.ReadWrite,[0,1]),s=r.getTerrainMesh(),l=r.sourceCache.getRenderableTiles(),c=t.useProgram(\"terrainDepth\");n.bindFramebuffer.set(r.getFramebuffer(\"depth\").framebuffer),n.viewport.set([0,0,t.width/devicePixelRatio,t.height/devicePixelRatio]),n.clear({color:e.aN.transparent,depth:1});for(const e of l){const l=r.getTerrainData(e.tileID),u={u_matrix:t.transform.calculatePosMatrix(e.tileID.toUnwrapped()),u_ele_delta:r.getMeshFrameDelta(t.transform.zoom)};c.draw(n,i.TRIANGLES,o,Gr.disabled,a,Zr.backCCW,u,l,\"terrain\",s.vertexBuffer,s.indexBuffer,s.segments)}n.bindFramebuffer.set(null),n.viewport.set([0,0,t.width,t.height])}(this,this.style.map.terrain),function(t,r){const n=t.context,i=n.gl,a=Ur.unblended,o=new qr(i.LEQUAL,qr.ReadWrite,[0,1]),s=r.getTerrainMesh(),l=r.getCoordsTexture(),c=r.sourceCache.getRenderableTiles(),u=t.useProgram(\"terrainCoords\");n.bindFramebuffer.set(r.getFramebuffer(\"coords\").framebuffer),n.viewport.set([0,0,t.width/devicePixelRatio,t.height/devicePixelRatio]),n.clear({color:e.aN.transparent,depth:1}),r.coordsIndex=[];for(const e of c){const c=r.getTerrainData(e.tileID);n.activeTexture.set(i.TEXTURE0),i.bindTexture(i.TEXTURE_2D,l.texture);const h={u_matrix:t.transform.calculatePosMatrix(e.tileID.toUnwrapped()),u_terrain_coords_id:(255-r.coordsIndex.length)/255,u_texture:0,u_ele_delta:r.getMeshFrameDelta(t.transform.zoom)};u.draw(n,i.TRIANGLES,o,Gr.disabled,a,Zr.backCCW,h,c,\"terrain\",s.vertexBuffer,s.indexBuffer,s.segments),r.coordsIndex.push(e.tileID.key)}n.bindFramebuffer.set(null),n.viewport.set([0,0,t.width,t.height])}(this,this.style.map.terrain))}renderLayer(t,r,n,i){if(!n.isHidden(this.transform.zoom)&&(\"background\"===n.type||\"custom\"===n.type||(i||[]).length))switch(this.id=n.id,n.type){case\"symbol\":$r(t,r,n,i,this.style.placement.variableOffsets);break;case\"circle\":!function(t,r,n,i){if(\"translucent\"!==t.renderPass)return;const a=n.paint.get(\"circle-opacity\"),o=n.paint.get(\"circle-stroke-width\"),s=n.paint.get(\"circle-stroke-opacity\"),l=!n.layout.get(\"circle-sort-key\").isConstant();if(0===a.constantOr(1)&&(0===o.constantOr(1)||0===s.constantOr(1)))return;const c=t.context,u=c.gl,h=t.depthModeForSublayer(0,qr.ReadOnly),f=Gr.disabled,p=t.colorModeForRenderPass(),d=[];for(let a=0;a<i.length;a++){const o=i[a],s=r.getTile(o),c=s.getBucket(n);if(!c)continue;const u=c.programConfigurations.get(n.id),h=t.useProgram(\"circle\",u),f=c.layoutVertexBuffer,p=c.indexBuffer,m=t.style.map.terrain&&t.style.map.terrain.getTerrainData(o),g={programConfiguration:u,program:h,layoutVertexBuffer:f,indexBuffer:p,uniformValues:Ce(t,o,s,n),terrainData:m};if(l){const t=c.segments.get();for(const r of t)d.push({segments:new e.a0([r]),sortKey:r.sortKey,state:g})}else d.push({segments:c.segments,sortKey:0,state:g})}l&&d.sort(((t,e)=>t.sortKey-e.sortKey));for(const e of d){const{programConfiguration:r,program:i,layoutVertexBuffer:a,indexBuffer:o,uniformValues:s,terrainData:l}=e.state,d=e.segments;i.draw(c,u.TRIANGLES,h,f,p,Zr.disabled,s,l,n.id,a,o,d,n.paint,t.transform.zoom,r)}}(t,r,n,i);break;case\"heatmap\":nn(t,r,n,i);break;case\"line\":!function(t,r,n,i){if(\"translucent\"!==t.renderPass)return;const a=n.paint.get(\"line-opacity\"),o=n.paint.get(\"line-width\");if(0===a.constantOr(1)||0===o.constantOr(1))return;const s=t.depthModeForSublayer(0,qr.ReadOnly),l=t.colorModeForRenderPass(),c=n.paint.get(\"line-dasharray\"),u=n.paint.get(\"line-pattern\"),h=u.constantOr(1),f=n.paint.get(\"line-gradient\"),p=n.getCrossfadeParameters(),d=h?\"linePattern\":c?\"lineSDF\":f?\"lineGradient\":\"line\",m=t.context,g=m.gl;let y=!0;for(const a of i){const i=r.getTile(a);if(h&&!i.patternsLoaded())continue;const o=i.getBucket(n);if(!o)continue;const v=o.programConfigurations.get(n.id),x=t.context.program.get(),_=t.useProgram(d,v),b=y||_.program!==x,T=t.style.map.terrain&&t.style.map.terrain.getTerrainData(a),k=u.constantOr(null);if(k&&i.imageAtlas){const t=i.imageAtlas,e=t.patternPositions[k.to.toString()],r=t.patternPositions[k.from.toString()];e&&r&&v.setConstantPatternPositions(e,r)}const A=T?a:null,M=h?Ue(t,i,n,p,A):c?Ve(t,i,n,c,p,A):f?je(t,i,n,o.lineClipsArray.length,A):Ne(t,i,n,A);if(h)m.activeTexture.set(g.TEXTURE0),i.imageAtlasTexture.bind(g.LINEAR,g.CLAMP_TO_EDGE),v.updatePaintBuffers(p);else if(c&&(b||t.lineAtlas.dirty))m.activeTexture.set(g.TEXTURE0),t.lineAtlas.bind(m);else if(f){const i=o.gradients[n.id];let s=i.texture;if(n.gradientVersion!==i.version){let l=256;if(n.stepInterpolant){const n=r.getSource().maxzoom,i=a.canonical.z===n?Math.ceil(1<<t.transform.maxZoom-a.canonical.z):1,s=o.maxLineLength/e.X*1024*i;l=e.ad(e.aV(s),256,m.maxTextureSize)}i.gradient=e.aW({expression:n.gradientExpression(),evaluationKey:\"lineProgress\",resolution:l,image:i.gradient||void 0,clips:o.lineClipsArray}),i.texture?i.texture.update(i.gradient):i.texture=new w(m,i.gradient,g.RGBA),i.version=n.gradientVersion,s=i.texture}m.activeTexture.set(g.TEXTURE0),s.bind(n.stepInterpolant?g.NEAREST:g.LINEAR,g.CLAMP_TO_EDGE)}_.draw(m,g.TRIANGLES,s,t.stencilModeForClipping(a),l,Zr.disabled,M,T,n.id,o.layoutVertexBuffer,o.indexBuffer,o.segments,n.paint,t.transform.zoom,v,o.layoutVertexBuffer2),y=!1}}(t,r,n,i);break;case\"fill\":!function(t,r,n,i){const a=n.paint.get(\"fill-color\"),o=n.paint.get(\"fill-opacity\");if(0===o.constantOr(1))return;const s=t.colorModeForRenderPass(),l=n.paint.get(\"fill-pattern\"),c=t.opaquePassEnabledForLayer()&&!l.constantOr(1)&&1===a.constantOr(e.aN.transparent).a&&1===o.constantOr(0)?\"opaque\":\"translucent\";if(t.renderPass===c){const e=t.depthModeForSublayer(1,\"opaque\"===t.renderPass?qr.ReadWrite:qr.ReadOnly);on(t,r,n,i,e,s,!1)}if(\"translucent\"===t.renderPass&&n.paint.get(\"fill-antialias\")){const e=t.depthModeForSublayer(n.getPaintProperty(\"fill-outline-color\")?2:0,qr.ReadOnly);on(t,r,n,i,e,s,!0)}}(t,r,n,i);break;case\"fill-extrusion\":!function(t,e,r,n){const i=r.paint.get(\"fill-extrusion-opacity\");if(0!==i&&\"translucent\"===t.renderPass){const a=new qr(t.context.gl.LEQUAL,qr.ReadWrite,t.depthRangeFor3D);if(1!==i||r.paint.get(\"fill-extrusion-pattern\").constantOr(1))sn(t,e,r,n,a,Gr.disabled,Ur.disabled),sn(t,e,r,n,a,t.stencilModeFor3D(),t.colorModeForRenderPass());else{const i=t.colorModeForRenderPass();sn(t,e,r,n,a,Gr.disabled,i)}}}(t,r,n,i);break;case\"hillshade\":!function(t,e,r,n){if(\"offscreen\"!==t.renderPass&&\"translucent\"!==t.renderPass)return;const i=t.context,a=t.depthModeForSublayer(0,qr.ReadOnly),o=t.colorModeForRenderPass(),[s,l]=\"translucent\"===t.renderPass?t.stencilConfigForOverlap(n):[{},n];for(const n of l){const i=e.getTile(n);void 0!==i.needsHillshadePrepare&&i.needsHillshadePrepare&&\"offscreen\"===t.renderPass?cn(t,i,r,a,Gr.disabled,o):\"translucent\"===t.renderPass&&ln(t,n,i,r,a,s[n.overscaledZ],o)}i.viewport.set([0,0,t.width,t.height])}(t,r,n,i);break;case\"raster\":!function(t,e,r,n){if(\"translucent\"!==t.renderPass)return;if(0===r.paint.get(\"raster-opacity\"))return;if(!n.length)return;const i=t.context,a=i.gl,o=e.getSource(),s=t.useProgram(\"raster\"),l=t.colorModeForRenderPass(),[c,u]=o instanceof rt?[{},n]:t.stencilConfigForOverlap(n),h=u[u.length-1].overscaledZ,f=!t.options.moving;for(const n of u){const u=t.depthModeForSublayer(n.overscaledZ-h,1===r.paint.get(\"raster-opacity\")?qr.ReadWrite:qr.ReadOnly,a.LESS),p=e.getTile(n);p.registerFadeDuration(r.paint.get(\"raster-fade-duration\"));const d=e.findLoadedParent(n,0),m=e.findLoadedSibling(n),g=un(p,d||m||null,e,r,t.transform,t.style.map.terrain);let y,v;const x=\"nearest\"===r.paint.get(\"raster-resampling\")?a.NEAREST:a.LINEAR;i.activeTexture.set(a.TEXTURE0),p.texture.bind(x,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST),i.activeTexture.set(a.TEXTURE1),d?(d.texture.bind(x,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST),y=Math.pow(2,d.tileID.overscaledZ-p.tileID.overscaledZ),v=[p.tileID.canonical.x*y%1,p.tileID.canonical.y*y%1]):p.texture.bind(x,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST),p.texture.useMipmap&&i.extTextureFilterAnisotropic&&t.transform.pitch>20&&a.texParameterf(a.TEXTURE_2D,i.extTextureFilterAnisotropic.TEXTURE_MAX_ANISOTROPY_EXT,i.extTextureFilterAnisotropicMax);const _=t.style.map.terrain&&t.style.map.terrain.getTerrainData(n),b=_?n:null,w=b?b.posMatrix:t.transform.calculatePosMatrix(n.toUnwrapped(),f),T=Ge(w,v||[0,0],y||1,g,r);o instanceof rt?s.draw(i,a.TRIANGLES,u,Gr.disabled,l,Zr.disabled,T,_,r.id,o.boundsBuffer,t.quadTriangleIndexBuffer,o.boundsSegments):s.draw(i,a.TRIANGLES,u,c[n.overscaledZ],l,Zr.disabled,T,_,r.id,t.rasterBoundsBuffer,t.quadTriangleIndexBuffer,t.rasterBoundsSegments)}}(t,r,n,i);break;case\"background\":!function(t,e,r,n){const i=r.paint.get(\"background-color\"),a=r.paint.get(\"background-opacity\");if(0===a)return;const o=t.context,s=o.gl,l=t.transform,c=l.tileSize,u=r.paint.get(\"background-pattern\");if(t.isPatternMissing(u))return;const h=!u&&1===i.a&&1===a&&t.opaquePassEnabledForLayer()?\"opaque\":\"translucent\";if(t.renderPass!==h)return;const f=Gr.disabled,p=t.depthModeForSublayer(0,\"opaque\"===h?qr.ReadWrite:qr.ReadOnly),d=t.colorModeForRenderPass(),m=t.useProgram(u?\"backgroundPattern\":\"background\"),g=n||l.coveringTiles({tileSize:c,terrain:t.style.map.terrain});u&&(o.activeTexture.set(s.TEXTURE0),t.imageManager.bind(t.context));const y=r.getCrossfadeParameters();for(const e of g){const l=n?e.posMatrix:t.transform.calculatePosMatrix(e.toUnwrapped()),h=u?Je(l,a,t,u,{tileID:e,tileSize:c},y):$e(l,a,i),g=t.style.map.terrain&&t.style.map.terrain.getTerrainData(e);m.draw(o,s.TRIANGLES,p,f,d,Zr.disabled,h,g,r.id,t.tileExtentBuffer,t.quadTriangleIndexBuffer,t.tileExtentSegments)}}(t,0,n,i);break;case\"custom\":!function(t,e,r){const n=t.context,i=r.implementation;if(\"offscreen\"===t.renderPass){const e=i.prerender;e&&(t.setCustomLayerDefaults(),n.setColorMode(t.colorModeForRenderPass()),e.call(i,n.gl,t.transform.customLayerMatrix()),n.setDirty(),t.setBaseState())}else if(\"translucent\"===t.renderPass){t.setCustomLayerDefaults(),n.setColorMode(t.colorModeForRenderPass()),n.setStencilMode(Gr.disabled);const e=\"3d\"===i.renderingMode?new qr(t.context.gl.LEQUAL,qr.ReadWrite,t.depthRangeFor3D):t.depthModeForSublayer(0,qr.ReadOnly);n.setDepthMode(e),i.render(n.gl,t.transform.customLayerMatrix(),{farZ:t.transform.farZ,nearZ:t.transform.nearZ,fov:t.transform._fov,modelViewProjectionMatrix:t.transform.modelViewProjectionMatrix,projectionMatrix:t.transform.projectionMatrix}),n.setDirty(),t.setBaseState(),n.bindFramebuffer.set(null)}}(t,0,n)}}translatePosMatrix(t,r,n,i,a){if(!n[0]&&!n[1])return t;const o=a?\"map\"===i?this.transform.angle:0:\"viewport\"===i?-this.transform.angle:0;if(o){const t=Math.sin(o),e=Math.cos(o);n=[n[0]*e-n[1]*t,n[0]*t+n[1]*e]}const s=[a?n[0]:Nt(r,n[0],this.transform.zoom),a?n[1]:Nt(r,n[1],this.transform.zoom),0],l=new Float32Array(16);return e.J(l,t,s),l}saveTileTexture(t){const e=this._tileTextures[t.size[0]];e?e.push(t):this._tileTextures[t.size[0]]=[t]}getTileTexture(t){const e=this._tileTextures[t];return e&&e.length>0?e.pop():null}isPatternMissing(t){if(!t)return!1;if(!t.from||!t.to)return!0;const e=this.imageManager.getPattern(t.from.toString()),r=this.imageManager.getPattern(t.to.toString());return!e||!r}useProgram(t,e){this.cache=this.cache||{};const r=t+(e?e.cacheKey:\"\")+(this._showOverdrawInspector?\"/overdraw\":\"\")+(this.style.map.terrain?\"/terrain\":\"\");return this.cache[r]||(this.cache[r]=new be(this.context,ge[t],e,Ke[t],this._showOverdrawInspector,this.style.map.terrain)),this.cache[r]}setCustomLayerDefaults(){this.context.unbindVAO(),this.context.cullFace.setDefault(),this.context.activeTexture.setDefault(),this.context.pixelStoreUnpack.setDefault(),this.context.pixelStoreUnpackPremultiplyAlpha.setDefault(),this.context.pixelStoreUnpackFlipY.setDefault()}setBaseState(){const t=this.context.gl;this.context.cullFace.set(!1),this.context.viewport.set([0,0,this.width,this.height]),this.context.blendEquation.set(t.FUNC_ADD)}initDebugOverlayCanvas(){if(null==this.debugOverlayCanvas){this.debugOverlayCanvas=document.createElement(\"canvas\"),this.debugOverlayCanvas.width=512,this.debugOverlayCanvas.height=512;const t=this.context.gl;this.debugOverlayTexture=new w(this.context,this.debugOverlayCanvas,t.RGBA)}}destroy(){this.debugOverlayTexture&&this.debugOverlayTexture.destroy()}overLimit(){const{drawingBufferWidth:t,drawingBufferHeight:e}=this.context.gl;return this.width!==t||this.height!==e}}class kn{constructor(t,e){this.points=t,this.planes=e}static fromInvProjectionMatrix(t,r,n){const i=Math.pow(2,n),a=[[-1,1,-1,1],[1,1,-1,1],[1,-1,-1,1],[-1,-1,-1,1],[-1,1,1,1],[1,1,1,1],[1,-1,1,1],[-1,-1,1,1]].map((n=>{const a=1/(n=e.ag([],n,t))[3]/r*i;return e.b1(n,n,[a,a,1/n[3],a])})),o=[[0,1,2],[6,5,4],[0,3,7],[2,1,5],[3,2,6],[0,4,5]].map((t=>{const e=function(t,e){var r=e[0],n=e[1],i=e[2],a=r*r+n*n+i*i;return a>0&&(a=1/Math.sqrt(a)),t[0]=e[0]*a,t[1]=e[1]*a,t[2]=e[2]*a,t}([],function(t,e,r){var n=e[0],i=e[1],a=e[2],o=r[0],s=r[1],l=r[2];return t[0]=i*l-a*s,t[1]=a*o-n*l,t[2]=n*s-i*o,t}([],y([],a[t[0]],a[t[1]]),y([],a[t[2]],a[t[1]]))),r=(n=e,i=a[t[1]],-(n[0]*i[0]+n[1]*i[1]+n[2]*i[2]));var n,i;return e.concat(r)}));return new kn(a,o)}}class An{constructor(t,e){this.min=t,this.max=e,this.center=function(t,e,r){return t[0]=e[0]*r,t[1]=e[1]*r,t[2]=e[2]*r,t}([],function(t,e,r){return t[0]=e[0]+r[0],t[1]=e[1]+r[1],t[2]=e[2]+r[2],t}([],this.min,this.max),.5)}quadrant(t){const e=[t%2==0,t<2],r=m(this.min),n=m(this.max);for(let t=0;t<e.length;t++)r[t]=e[t]?this.min[t]:this.center[t],n[t]=e[t]?this.center[t]:this.max[t];return n[2]=this.max[2],new An(r,n)}distanceX(t){return Math.max(Math.min(this.max[0],t[0]),this.min[0])-t[0]}distanceY(t){return Math.max(Math.min(this.max[1],t[1]),this.min[1])-t[1]}intersects(t){const r=[[this.min[0],this.min[1],this.min[2],1],[this.max[0],this.min[1],this.min[2],1],[this.max[0],this.max[1],this.min[2],1],[this.min[0],this.max[1],this.min[2],1],[this.min[0],this.min[1],this.max[2],1],[this.max[0],this.min[1],this.max[2],1],[this.max[0],this.max[1],this.max[2],1],[this.min[0],this.max[1],this.max[2],1]];let n=!0;for(let i=0;i<t.planes.length;i++){const a=t.planes[i];let o=0;for(let t=0;t<r.length;t++)e.b2(a,r[t])>=0&&o++;if(0===o)return 0;o!==r.length&&(n=!1)}if(n)return 2;for(let e=0;e<3;e++){let r=Number.MAX_VALUE,n=-Number.MAX_VALUE;for(let i=0;i<t.points.length;i++){const a=t.points[i][e]-this.min[e];r=Math.min(r,a),n=Math.max(n,a)}if(n<0||r>this.max[e]-this.min[e])return 0}return 1}}class Mn{constructor(t=0,e=0,r=0,n=0){if(isNaN(t)||t<0||isNaN(e)||e<0||isNaN(r)||r<0||isNaN(n)||n<0)throw new Error(\"Invalid value for edge-insets, top, bottom, left and right must all be numbers\");this.top=t,this.bottom=e,this.left=r,this.right=n}interpolate(t,r,n){return null!=r.top&&null!=t.top&&(this.top=e.z.number(t.top,r.top,n)),null!=r.bottom&&null!=t.bottom&&(this.bottom=e.z.number(t.bottom,r.bottom,n)),null!=r.left&&null!=t.left&&(this.left=e.z.number(t.left,r.left,n)),null!=r.right&&null!=t.right&&(this.right=e.z.number(t.right,r.right,n)),this}getCenter(t,r){const n=e.ad((this.left+t-this.right)/2,0,t),i=e.ad((this.top+r-this.bottom)/2,0,r);return new e.P(n,i)}equals(t){return this.top===t.top&&this.bottom===t.bottom&&this.left===t.left&&this.right===t.right}clone(){return new Mn(this.top,this.bottom,this.left,this.right)}toJSON(){return{top:this.top,bottom:this.bottom,left:this.left,right:this.right}}}const Sn=85.051129;class En{constructor(t,r,n,i,a){this.tileSize=512,this._renderWorldCopies=void 0===a||!!a,this._minZoom=t||0,this._maxZoom=r||22,this._minPitch=null==n?0:n,this._maxPitch=null==i?60:i,this.setMaxBounds(),this.width=0,this.height=0,this._center=new e.N(0,0),this._elevation=0,this.zoom=0,this.angle=0,this._fov=.6435011087932844,this._pitch=0,this._unmodified=!0,this._edgeInsets=new Mn,this._posMatrixCache={},this._alignedPosMatrixCache={},this._fogMatrixCache={},this.minElevationForCurrentTile=0}clone(){const t=new En(this._minZoom,this._maxZoom,this._minPitch,this.maxPitch,this._renderWorldCopies);return t.apply(this),t}apply(t){this.tileSize=t.tileSize,this.latRange=t.latRange,this.width=t.width,this.height=t.height,this._center=t._center,this._elevation=t._elevation,this.minElevationForCurrentTile=t.minElevationForCurrentTile,this.zoom=t.zoom,this.angle=t.angle,this._fov=t._fov,this._pitch=t._pitch,this._unmodified=t._unmodified,this._edgeInsets=t._edgeInsets.clone(),this._calcMatrices()}get minZoom(){return this._minZoom}set minZoom(t){this._minZoom!==t&&(this._minZoom=t,this.zoom=Math.max(this.zoom,t))}get maxZoom(){return this._maxZoom}set maxZoom(t){this._maxZoom!==t&&(this._maxZoom=t,this.zoom=Math.min(this.zoom,t))}get minPitch(){return this._minPitch}set minPitch(t){this._minPitch!==t&&(this._minPitch=t,this.pitch=Math.max(this.pitch,t))}get maxPitch(){return this._maxPitch}set maxPitch(t){this._maxPitch!==t&&(this._maxPitch=t,this.pitch=Math.min(this.pitch,t))}get renderWorldCopies(){return this._renderWorldCopies}set renderWorldCopies(t){void 0===t?t=!0:null===t&&(t=!1),this._renderWorldCopies=t}get worldSize(){return this.tileSize*this.scale}get centerOffset(){return this.centerPoint._sub(this.size._div(2))}get size(){return new e.P(this.width,this.height)}get bearing(){return-this.angle/Math.PI*180}set bearing(t){const r=-e.b3(t,-180,180)*Math.PI/180;this.angle!==r&&(this._unmodified=!1,this.angle=r,this._calcMatrices(),this.rotationMatrix=function(){var t=new e.A(4);return e.A!=Float32Array&&(t[1]=0,t[2]=0),t[0]=1,t[3]=1,t}(),function(t,e,r){var n=e[0],i=e[1],a=e[2],o=e[3],s=Math.sin(r),l=Math.cos(r);t[0]=n*l+a*s,t[1]=i*l+o*s,t[2]=n*-s+a*l,t[3]=i*-s+o*l}(this.rotationMatrix,this.rotationMatrix,this.angle))}get pitch(){return this._pitch/Math.PI*180}set pitch(t){const r=e.ad(t,this.minPitch,this.maxPitch)/180*Math.PI;this._pitch!==r&&(this._unmodified=!1,this._pitch=r,this._calcMatrices())}get fov(){return this._fov/Math.PI*180}set fov(t){t=Math.max(.01,Math.min(60,t)),this._fov!==t&&(this._unmodified=!1,this._fov=t/180*Math.PI,this._calcMatrices())}get zoom(){return this._zoom}set zoom(t){const e=Math.min(Math.max(t,this.minZoom),this.maxZoom);this._zoom!==e&&(this._unmodified=!1,this._zoom=e,this.tileZoom=Math.max(0,Math.floor(e)),this.scale=this.zoomScale(e),this._constrain(),this._calcMatrices())}get center(){return this._center}set center(t){t.lat===this._center.lat&&t.lng===this._center.lng||(this._unmodified=!1,this._center=t,this._constrain(),this._calcMatrices())}get elevation(){return this._elevation}set elevation(t){t!==this._elevation&&(this._elevation=t,this._constrain(),this._calcMatrices())}get padding(){return this._edgeInsets.toJSON()}set padding(t){this._edgeInsets.equals(t)||(this._unmodified=!1,this._edgeInsets.interpolate(this._edgeInsets,t,1),this._calcMatrices())}get centerPoint(){return this._edgeInsets.getCenter(this.width,this.height)}isPaddingEqual(t){return this._edgeInsets.equals(t)}interpolatePadding(t,e,r){this._unmodified=!1,this._edgeInsets.interpolate(t,e,r),this._constrain(),this._calcMatrices()}coveringZoomLevel(t){const e=(t.roundZoom?Math.round:Math.floor)(this.zoom+this.scaleZoom(this.tileSize/t.tileSize));return Math.max(0,e)}getVisibleUnwrappedCoordinates(t){const r=[new e.b4(0,t)];if(this._renderWorldCopies){const n=this.pointCoordinate(new e.P(0,0)),i=this.pointCoordinate(new e.P(this.width,0)),a=this.pointCoordinate(new e.P(this.width,this.height)),o=this.pointCoordinate(new e.P(0,this.height)),s=Math.floor(Math.min(n.x,i.x,a.x,o.x)),l=Math.floor(Math.max(n.x,i.x,a.x,o.x)),c=1;for(let n=s-c;n<=l+c;n++)0!==n&&r.push(new e.b4(n,t))}return r}coveringTiles(t){var r,n;let i=this.coveringZoomLevel(t);const a=i;if(void 0!==t.minzoom&&i<t.minzoom)return[];void 0!==t.maxzoom&&i>t.maxzoom&&(i=t.maxzoom);const o=this.pointCoordinate(this.getCameraPoint()),s=e.Z.fromLngLat(this.center),l=Math.pow(2,i),c=[l*o.x,l*o.y,0],u=[l*s.x,l*s.y,0],h=kn.fromInvProjectionMatrix(this.invModelViewProjectionMatrix,this.worldSize,i);let f=t.minzoom||0;!t.terrain&&this.pitch<=60&&this._edgeInsets.top<.1&&(f=i);const p=t.terrain?2/Math.min(this.tileSize,t.tileSize)*this.tileSize:3,d=t=>({aabb:new An([t*l,0,0],[(t+1)*l,l,0]),zoom:0,x:0,y:0,wrap:t,fullyVisible:!1}),m=[],g=[],y=i,x=t.reparseOverscaled?a:i;if(this._renderWorldCopies)for(let t=1;t<=3;t++)m.push(d(-t)),m.push(d(t));for(m.push(d(0));m.length>0;){const i=m.pop(),a=i.x,o=i.y;let s=i.fullyVisible;if(!s){const t=i.aabb.intersects(h);if(0===t)continue;s=2===t}const l=t.terrain?c:u,d=i.aabb.distanceX(l),_=i.aabb.distanceY(l),b=Math.max(Math.abs(d),Math.abs(_)),w=p+(1<<y-i.zoom)-2;if(i.zoom===y||b>w&&i.zoom>=f){const t=y-i.zoom,r=c[0]-.5-(a<<t),n=c[1]-.5-(o<<t);g.push({tileID:new e.S(i.zoom===y?x:i.zoom,i.wrap,i.zoom,a,o),distanceSq:v([u[0]-.5-a,u[1]-.5-o]),tileDistanceToCamera:Math.sqrt(r*r+n*n)})}else for(let l=0;l<4;l++){const c=(a<<1)+l%2,u=(o<<1)+(l>>1),h=i.zoom+1;let f=i.aabb.quadrant(l);if(t.terrain){const a=new e.S(h,i.wrap,h,c,u),o=t.terrain.getMinMaxElevation(a),s=null!==(r=o.minElevation)&&void 0!==r?r:this.elevation,l=null!==(n=o.maxElevation)&&void 0!==n?n:this.elevation;f=new An([f.min[0],f.min[1],s],[f.max[0],f.max[1],l])}m.push({aabb:f,zoom:h,x:c,y:u,wrap:i.wrap,fullyVisible:s})}}return g.sort(((t,e)=>t.distanceSq-e.distanceSq)).map((t=>t.tileID))}resize(t,e){this.width=t,this.height=e,this.pixelsToGLUnits=[2/t,-2/e],this._constrain(),this._calcMatrices()}get unmodified(){return this._unmodified}zoomScale(t){return Math.pow(2,t)}scaleZoom(t){return Math.log(t)/Math.LN2}project(t){const r=e.ad(t.lat,-85.051129,Sn);return new e.P(e.O(t.lng)*this.worldSize,e.Q(r)*this.worldSize)}unproject(t){return new e.Z(t.x/this.worldSize,t.y/this.worldSize).toLngLat()}get point(){return this.project(this.center)}getCameraPosition(){return{lngLat:this.pointLocation(this.getCameraPoint()),altitude:Math.cos(this._pitch)*this.cameraToCenterDistance/this._pixelPerMeter+this.elevation}}recalculateZoom(t){const r=this.elevation,n=Math.cos(this._pitch)*this.cameraToCenterDistance/this._pixelPerMeter,i=this.pointLocation(this.centerPoint,t),a=t.getElevationForLngLatZoom(i,this.tileZoom);if(!(this.elevation-a))return;const o=n+r-a,s=Math.cos(this._pitch)*this.cameraToCenterDistance/o/e.b5(1,i.lat)/this.tileSize,l=this.scaleZoom(s);this._elevation=a,this._center=i,this.zoom=l}setLocationAtPoint(t,r){const n=this.pointCoordinate(r),i=this.pointCoordinate(this.centerPoint),a=this.locationCoordinate(t),o=new e.Z(a.x-(n.x-i.x),a.y-(n.y-i.y));this.center=this.coordinateLocation(o),this._renderWorldCopies&&(this.center=this.center.wrap())}locationPoint(t,e){return e?this.coordinatePoint(this.locationCoordinate(t),e.getElevationForLngLatZoom(t,this.tileZoom),this.pixelMatrix3D):this.coordinatePoint(this.locationCoordinate(t))}pointLocation(t,e){return this.coordinateLocation(this.pointCoordinate(t,e))}locationCoordinate(t){return e.Z.fromLngLat(t)}coordinateLocation(t){return t&&t.toLngLat()}pointCoordinate(t,r){if(r){const e=r.pointCoordinate(t);if(null!=e)return e}const n=[t.x,t.y,0,1],i=[t.x,t.y,1,1];e.ag(n,n,this.pixelMatrixInverse),e.ag(i,i,this.pixelMatrixInverse);const a=n[3],o=i[3],s=n[0]/a,l=i[0]/o,c=n[1]/a,u=i[1]/o,h=n[2]/a,f=i[2]/o,p=h===f?0:(0-h)/(f-h);return new e.Z(e.z.number(s,l,p)/this.worldSize,e.z.number(c,u,p)/this.worldSize)}coordinatePoint(t,r=0,n=this.pixelMatrix){const i=[t.x*this.worldSize,t.y*this.worldSize,r,1];return e.ag(i,i,n),new e.P(i[0]/i[3],i[1]/i[3])}getBounds(){const t=Math.max(0,this.height/2-this.getHorizon());return(new X).extend(this.pointLocation(new e.P(0,t))).extend(this.pointLocation(new e.P(this.width,t))).extend(this.pointLocation(new e.P(this.width,this.height))).extend(this.pointLocation(new e.P(0,this.height)))}getMaxBounds(){return this.latRange&&2===this.latRange.length&&this.lngRange&&2===this.lngRange.length?new X([this.lngRange[0],this.latRange[0]],[this.lngRange[1],this.latRange[1]]):null}getHorizon(){return Math.tan(Math.PI/2-this._pitch)*this.cameraToCenterDistance*.85}setMaxBounds(t){t?(this.lngRange=[t.getWest(),t.getEast()],this.latRange=[t.getSouth(),t.getNorth()],this._constrain()):(this.lngRange=null,this.latRange=[-85.051129,Sn])}calculateTileMatrix(t){const r=t.canonical,n=this.worldSize/this.zoomScale(r.z),i=r.x+Math.pow(2,r.z)*t.wrap,a=e.ao(new Float64Array(16));return e.J(a,a,[i*n,r.y*n,0]),e.K(a,a,[n/e.X,n/e.X,1]),a}calculatePosMatrix(t,r=!1){const n=t.key,i=r?this._alignedPosMatrixCache:this._posMatrixCache;if(i[n])return i[n];const a=this.calculateTileMatrix(t);return e.L(a,r?this.alignedModelViewProjectionMatrix:this.modelViewProjectionMatrix,a),i[n]=new Float32Array(a),i[n]}calculateFogMatrix(t){const r=t.key,n=this._fogMatrixCache;if(n[r])return n[r];const i=this.calculateTileMatrix(t);return e.L(i,this.fogMatrix,i),n[r]=new Float32Array(i),n[r]}customLayerMatrix(){return this.mercatorMatrix.slice()}getConstrained(t,r){r=e.ad(+r,this.minZoom,this.maxZoom);const n={center:new e.N(t.lng,t.lat),zoom:r};let i=this.lngRange;if(!this._renderWorldCopies&&null===i){const t=180-1e-10;i=[-t,t]}const a=this.tileSize*this.zoomScale(n.zoom);let o=0,s=a,l=0,c=a,u=0,h=0;const{x:f,y:p}=this.size;if(this.latRange){const t=this.latRange;o=e.Q(t[1])*a,s=e.Q(t[0])*a,s-o<p&&(u=p/(s-o))}i&&(l=e.b3(e.O(i[0])*a,0,a),c=e.b3(e.O(i[1])*a,0,a),c<l&&(c+=a),c-l<f&&(h=f/(c-l)));const{x:d,y:m}=this.project.call({worldSize:a},t);let g,y;const v=Math.max(h||0,u||0);if(v){const t=new e.P(h?(c+l)/2:d,u?(s+o)/2:m);return n.center=this.unproject.call({worldSize:a},t).wrap(),n.zoom+=this.scaleZoom(v),n}if(this.latRange){const t=p/2;m-t<o&&(y=o+t),m+t>s&&(y=s-t)}if(i){const t=(l+c)/2;let r=d;this._renderWorldCopies&&(r=e.b3(d,t-a/2,t+a/2));const n=f/2;r-n<l&&(g=l+n),r+n>c&&(g=c-n)}if(void 0!==g||void 0!==y){const t=new e.P(null!=g?g:d,null!=y?y:m);n.center=this.unproject.call({worldSize:a},t).wrap()}return n}_constrain(){if(!this.center||!this.width||!this.height||this._constraining)return;this._constraining=!0;const t=this._unmodified,{center:e,zoom:r}=this.getConstrained(this.center,this.zoom);this.center=e,this.zoom=r,this._unmodified=t,this._constraining=!1}_calcMatrices(){if(!this.height)return;const t=this._fov/2,r=this.centerOffset,n=this.point.x,i=this.point.y;this.cameraToCenterDistance=.5/Math.tan(t)*this.height,this._pixelPerMeter=e.b5(1,this.center.lat)*this.worldSize;let a=e.ao(new Float64Array(16));e.K(a,a,[this.width/2,-this.height/2,1]),e.J(a,a,[1,-1,0]),this.labelPlaneMatrix=a,a=e.ao(new Float64Array(16)),e.K(a,a,[1,-1,1]),e.J(a,a,[-1,-1,0]),e.K(a,a,[2/this.width,2/this.height,1]),this.glCoordMatrix=a;const o=this.cameraToCenterDistance+this._elevation*this._pixelPerMeter/Math.cos(this._pitch),s=Math.min(this.elevation,this.minElevationForCurrentTile),l=o-s*this._pixelPerMeter/Math.cos(this._pitch),c=s<0?l:o,u=Math.PI/2+this._pitch,h=this._fov*(.5+r.y/this.height),f=Math.sin(h)*c/Math.sin(e.ad(Math.PI-u-h,.01,Math.PI-.01)),p=this.getHorizon(),d=2*Math.atan(p/this.cameraToCenterDistance)*(.5+r.y/(2*p)),m=Math.sin(d)*c/Math.sin(e.ad(Math.PI-u-d,.01,Math.PI-.01)),g=Math.min(f,m);this.farZ=1.01*(Math.cos(Math.PI/2-this._pitch)*g+c),this.nearZ=this.height/50,a=new Float64Array(16),e.b6(a,this._fov,this.width/this.height,this.nearZ,this.farZ),a[8]=2*-r.x/this.width,a[9]=2*r.y/this.height,this.projectionMatrix=e.af(a),e.K(a,a,[1,-1,1]),e.J(a,a,[0,0,-this.cameraToCenterDistance]),e.b7(a,a,this._pitch),e.ae(a,a,this.angle),e.J(a,a,[-n,-i,0]),this.mercatorMatrix=e.K([],a,[this.worldSize,this.worldSize,this.worldSize]),e.K(a,a,[1,1,this._pixelPerMeter]),this.pixelMatrix=e.L(new Float64Array(16),this.labelPlaneMatrix,a),e.J(a,a,[0,0,-this.elevation]),this.modelViewProjectionMatrix=a,this.invModelViewProjectionMatrix=e.at([],a),this.fogMatrix=new Float64Array(16),e.b6(this.fogMatrix,this._fov,this.width/this.height,o,this.farZ),this.fogMatrix[8]=2*-r.x/this.width,this.fogMatrix[9]=2*r.y/this.height,e.K(this.fogMatrix,this.fogMatrix,[1,-1,1]),e.J(this.fogMatrix,this.fogMatrix,[0,0,-this.cameraToCenterDistance]),e.b7(this.fogMatrix,this.fogMatrix,this._pitch),e.ae(this.fogMatrix,this.fogMatrix,this.angle),e.J(this.fogMatrix,this.fogMatrix,[-n,-i,0]),e.K(this.fogMatrix,this.fogMatrix,[1,1,this._pixelPerMeter]),e.J(this.fogMatrix,this.fogMatrix,[0,0,-this.elevation]),this.pixelMatrix3D=e.L(new Float64Array(16),this.labelPlaneMatrix,a);const y=this.width%2/2,v=this.height%2/2,x=Math.cos(this.angle),_=Math.sin(this.angle),b=n-Math.round(n)+x*y+_*v,w=i-Math.round(i)+x*v+_*y,T=new Float64Array(a);if(e.J(T,T,[b>.5?b-1:b,w>.5?w-1:w,0]),this.alignedModelViewProjectionMatrix=T,a=e.at(new Float64Array(16),this.pixelMatrix),!a)throw new Error(\"failed to invert matrix\");this.pixelMatrixInverse=a,this._posMatrixCache={},this._alignedPosMatrixCache={},this._fogMatrixCache={}}maxPitchScaleFactor(){if(!this.pixelMatrixInverse)return 1;const t=this.pointCoordinate(new e.P(0,0)),r=[t.x*this.worldSize,t.y*this.worldSize,0,1];return e.ag(r,r,this.pixelMatrix)[3]/this.cameraToCenterDistance}getCameraPoint(){const t=this._pitch,r=Math.tan(t)*(this.cameraToCenterDistance||1);return this.centerPoint.add(new e.P(0,r))}getCameraQueryGeometry(t){const r=this.getCameraPoint();if(1===t.length)return[t[0],r];{let n=r.x,i=r.y,a=r.x,o=r.y;for(const e of t)n=Math.min(n,e.x),i=Math.min(i,e.y),a=Math.max(a,e.x),o=Math.max(o,e.y);return[new e.P(n,i),new e.P(a,i),new e.P(a,o),new e.P(n,o),new e.P(n,i)]}}lngLatToCameraDepth(t,r){const n=this.locationCoordinate(t),i=[n.x*this.worldSize,n.y*this.worldSize,r,1];return e.ag(i,i,this.modelViewProjectionMatrix),i[2]/i[3]}}function Cn(t,e){let r,n=!1,i=null,a=null;const o=()=>{i=null,n&&(t.apply(a,r),i=setTimeout(o,e),n=!1)};return(...t)=>(n=!0,a=this,r=t,i||o(),i)}class Ln{constructor(t){this._getCurrentHash=()=>{const t=window.location.hash.replace(\"#\",\"\");if(this._hashName){let e;return t.split(\"&\").map((t=>t.split(\"=\"))).forEach((t=>{t[0]===this._hashName&&(e=t)})),(e&&e[1]||\"\").split(\"/\")}return t.split(\"/\")},this._onHashChange=()=>{const t=this._getCurrentHash();if(t.length>=3&&!t.some((t=>isNaN(t)))){const e=this._map.dragRotate.isEnabled()&&this._map.touchZoomRotate.isEnabled()?+(t[3]||0):this._map.getBearing();return this._map.jumpTo({center:[+t[2],+t[1]],zoom:+t[0],bearing:e,pitch:+(t[4]||0)}),!0}return!1},this._updateHashUnthrottled=()=>{const t=window.location.href.replace(/(#.+)?$/,this.getHashString());window.history.replaceState(window.history.state,null,t)},this._removeHash=()=>{const t=this._getCurrentHash();if(0===t.length)return;const e=t.join(\"/\");let r=e;r.split(\"&\").length>0&&(r=r.split(\"&\")[0]),this._hashName&&(r=`${this._hashName}=${e}`);let n=window.location.hash.replace(r,\"\");n.startsWith(\"#&\")?n=n.slice(0,1)+n.slice(2):\"#\"===n&&(n=\"\");let i=window.location.href.replace(/(#.+)?$/,n);i=i.replace(\"&&\",\"&\"),window.history.replaceState(window.history.state,null,i)},this._updateHash=Cn(this._updateHashUnthrottled,300),this._hashName=t&&encodeURIComponent(t)}addTo(t){return this._map=t,addEventListener(\"hashchange\",this._onHashChange,!1),this._map.on(\"moveend\",this._updateHash),this}remove(){return removeEventListener(\"hashchange\",this._onHashChange,!1),this._map.off(\"moveend\",this._updateHash),clearTimeout(this._updateHash()),this._removeHash(),delete this._map,this}getHashString(t){const e=this._map.getCenter(),r=Math.round(100*this._map.getZoom())/100,n=Math.ceil((r*Math.LN2+Math.log(512/360/.5))/Math.LN10),i=Math.pow(10,n),a=Math.round(e.lng*i)/i,o=Math.round(e.lat*i)/i,s=this._map.getBearing(),l=this._map.getPitch();let c=\"\";if(c+=t?`/${a}/${o}/${r}`:`${r}/${o}/${a}`,(s||l)&&(c+=\"/\"+Math.round(10*s)/10),l&&(c+=`/${Math.round(l)}`),this._hashName){const t=this._hashName;let e=!1;const r=window.location.hash.slice(1).split(\"&\").map((r=>{const n=r.split(\"=\")[0];return n===t?(e=!0,`${n}=${c}`):r})).filter((t=>t));return e||r.push(`${t}=${c}`),`#${r.join(\"&\")}`}return`#${c}`}}const In={linearity:.3,easing:e.b8(0,0,.3,1)},Pn=e.e({deceleration:2500,maxSpeed:1400},In),zn=e.e({deceleration:20,maxSpeed:1400},In),On=e.e({deceleration:1e3,maxSpeed:360},In),Dn=e.e({deceleration:1e3,maxSpeed:90},In);class Rn{constructor(t){this._map=t,this.clear()}clear(){this._inertiaBuffer=[]}record(t){this._drainInertiaBuffer(),this._inertiaBuffer.push({time:a.now(),settings:t})}_drainInertiaBuffer(){const t=this._inertiaBuffer,e=a.now();for(;t.length>0&&e-t[0].time>160;)t.shift()}_onMoveEnd(t){if(this._drainInertiaBuffer(),this._inertiaBuffer.length<2)return;const r={zoom:0,bearing:0,pitch:0,pan:new e.P(0,0),pinchAround:void 0,around:void 0};for(const{settings:t}of this._inertiaBuffer)r.zoom+=t.zoomDelta||0,r.bearing+=t.bearingDelta||0,r.pitch+=t.pitchDelta||0,t.panDelta&&r.pan._add(t.panDelta),t.around&&(r.around=t.around),t.pinchAround&&(r.pinchAround=t.pinchAround);const n=this._inertiaBuffer[this._inertiaBuffer.length-1].time-this._inertiaBuffer[0].time,i={};if(r.pan.mag()){const a=Bn(r.pan.mag(),n,e.e({},Pn,t||{}));i.offset=r.pan.mult(a.amount/r.pan.mag()),i.center=this._map.transform.center,Fn(i,a)}if(r.zoom){const t=Bn(r.zoom,n,zn);i.zoom=this._map.transform.zoom+t.amount,Fn(i,t)}if(r.bearing){const t=Bn(r.bearing,n,On);i.bearing=this._map.transform.bearing+e.ad(t.amount,-179,179),Fn(i,t)}if(r.pitch){const t=Bn(r.pitch,n,Dn);i.pitch=this._map.transform.pitch+t.amount,Fn(i,t)}if(i.zoom||i.bearing){const t=void 0===r.pinchAround?r.around:r.pinchAround;i.around=t?this._map.unproject(t):this._map.getCenter()}return this.clear(),e.e(i,{noMoveStart:!0})}}function Fn(t,e){(!t.duration||t.duration<e.duration)&&(t.duration=e.duration,t.easing=e.easing)}function Bn(t,r,n){const{maxSpeed:i,linearity:a,deceleration:o}=n,s=e.ad(t*a/(r/1e3),-i,i),l=Math.abs(s)/(o*a);return{easing:n.easing,duration:1e3*l,amount:s*(l/2)}}class Nn extends e.k{preventDefault(){this._defaultPrevented=!0}get defaultPrevented(){return this._defaultPrevented}constructor(t,r,n,i={}){const a=o.mousePos(r.getCanvas(),n),s=r.unproject(a);super(t,e.e({point:a,lngLat:s,originalEvent:n},i)),this._defaultPrevented=!1,this.target=r}}class jn extends e.k{preventDefault(){this._defaultPrevented=!0}get defaultPrevented(){return this._defaultPrevented}constructor(t,r,n){const i=\"touchend\"===t?n.changedTouches:n.touches,a=o.touchPos(r.getCanvasContainer(),i),s=a.map((t=>r.unproject(t))),l=a.reduce(((t,e,r,n)=>t.add(e.div(n.length))),new e.P(0,0));super(t,{points:a,point:l,lngLats:s,lngLat:r.unproject(l),originalEvent:n}),this._defaultPrevented=!1}}class Un extends e.k{preventDefault(){this._defaultPrevented=!0}get defaultPrevented(){return this._defaultPrevented}constructor(t,e,r){super(t,{originalEvent:r}),this._defaultPrevented=!1}}class Vn{constructor(t,e){this._map=t,this._clickTolerance=e.clickTolerance}reset(){delete this._mousedownPos}wheel(t){return this._firePreventable(new Un(t.type,this._map,t))}mousedown(t,e){return this._mousedownPos=e,this._firePreventable(new Nn(t.type,this._map,t))}mouseup(t){this._map.fire(new Nn(t.type,this._map,t))}click(t,e){this._mousedownPos&&this._mousedownPos.dist(e)>=this._clickTolerance||this._map.fire(new Nn(t.type,this._map,t))}dblclick(t){return this._firePreventable(new Nn(t.type,this._map,t))}mouseover(t){this._map.fire(new Nn(t.type,this._map,t))}mouseout(t){this._map.fire(new Nn(t.type,this._map,t))}touchstart(t){return this._firePreventable(new jn(t.type,this._map,t))}touchmove(t){this._map.fire(new jn(t.type,this._map,t))}touchend(t){this._map.fire(new jn(t.type,this._map,t))}touchcancel(t){this._map.fire(new jn(t.type,this._map,t))}_firePreventable(t){if(this._map.fire(t),t.defaultPrevented)return{}}isEnabled(){return!0}isActive(){return!1}enable(){}disable(){}}class qn{constructor(t){this._map=t}reset(){this._delayContextMenu=!1,this._ignoreContextMenu=!0,delete this._contextMenuEvent}mousemove(t){this._map.fire(new Nn(t.type,this._map,t))}mousedown(){this._delayContextMenu=!0,this._ignoreContextMenu=!1}mouseup(){this._delayContextMenu=!1,this._contextMenuEvent&&(this._map.fire(new Nn(\"contextmenu\",this._map,this._contextMenuEvent)),delete this._contextMenuEvent)}contextmenu(t){this._delayContextMenu?this._contextMenuEvent=t:this._ignoreContextMenu||this._map.fire(new Nn(t.type,this._map,t)),this._map.listens(\"contextmenu\")&&t.preventDefault()}isEnabled(){return!0}isActive(){return!1}enable(){}disable(){}}class Hn{constructor(t){this._map=t}get transform(){return this._map._requestedCameraState||this._map.transform}get center(){return{lng:this.transform.center.lng,lat:this.transform.center.lat}}get zoom(){return this.transform.zoom}get pitch(){return this.transform.pitch}get bearing(){return this.transform.bearing}unproject(t){return this.transform.pointLocation(e.P.convert(t),this._map.terrain)}}class Gn{constructor(t,e){this._map=t,this._tr=new Hn(t),this._el=t.getCanvasContainer(),this._container=t.getContainer(),this._clickTolerance=e.clickTolerance||1}isEnabled(){return!!this._enabled}isActive(){return!!this._active}enable(){this.isEnabled()||(this._enabled=!0)}disable(){this.isEnabled()&&(this._enabled=!1)}mousedown(t,e){this.isEnabled()&&t.shiftKey&&0===t.button&&(o.disableDrag(),this._startPos=this._lastPos=e,this._active=!0)}mousemoveWindow(t,e){if(!this._active)return;const r=e;if(this._lastPos.equals(r)||!this._box&&r.dist(this._startPos)<this._clickTolerance)return;const n=this._startPos;this._lastPos=r,this._box||(this._box=o.create(\"div\",\"maplibregl-boxzoom\",this._container),this._container.classList.add(\"maplibregl-crosshair\"),this._fireEvent(\"boxzoomstart\",t));const i=Math.min(n.x,r.x),a=Math.max(n.x,r.x),s=Math.min(n.y,r.y),l=Math.max(n.y,r.y);o.setTransform(this._box,`translate(${i}px,${s}px)`),this._box.style.width=a-i+\"px\",this._box.style.height=l-s+\"px\"}mouseupWindow(t,r){if(!this._active)return;if(0!==t.button)return;const n=this._startPos,i=r;if(this.reset(),o.suppressClick(),n.x!==i.x||n.y!==i.y)return this._map.fire(new e.k(\"boxzoomend\",{originalEvent:t})),{cameraAnimation:t=>t.fitScreenCoordinates(n,i,this._tr.bearing,{linear:!0})};this._fireEvent(\"boxzoomcancel\",t)}keydown(t){this._active&&27===t.keyCode&&(this.reset(),this._fireEvent(\"boxzoomcancel\",t))}reset(){this._active=!1,this._container.classList.remove(\"maplibregl-crosshair\"),this._box&&(o.remove(this._box),this._box=null),o.enableDrag(),delete this._startPos,delete this._lastPos}_fireEvent(t,r){return this._map.fire(new e.k(t,{originalEvent:r}))}}function Zn(t,e){if(t.length!==e.length)throw new Error(`The number of touches and points are not equal - touches ${t.length}, points ${e.length}`);const r={};for(let n=0;n<t.length;n++)r[t[n].identifier]=e[n];return r}class Wn{constructor(t){this.reset(),this.numTouches=t.numTouches}reset(){delete this.centroid,delete this.startTime,delete this.touches,this.aborted=!1}touchstart(t,r,n){(this.centroid||n.length>this.numTouches)&&(this.aborted=!0),this.aborted||(void 0===this.startTime&&(this.startTime=t.timeStamp),n.length===this.numTouches&&(this.centroid=function(t){const r=new e.P(0,0);for(const e of t)r._add(e);return r.div(t.length)}(r),this.touches=Zn(n,r)))}touchmove(t,e,r){if(this.aborted||!this.centroid)return;const n=Zn(r,e);for(const t in this.touches){const e=this.touches[t],r=n[t];(!r||r.dist(e)>30)&&(this.aborted=!0)}}touchend(t,e,r){if((!this.centroid||t.timeStamp-this.startTime>500)&&(this.aborted=!0),0===r.length){const t=!this.aborted&&this.centroid;if(this.reset(),t)return t}}}class Yn{constructor(t){this.singleTap=new Wn(t),this.numTaps=t.numTaps,this.reset()}reset(){this.lastTime=1/0,delete this.lastTap,this.count=0,this.singleTap.reset()}touchstart(t,e,r){this.singleTap.touchstart(t,e,r)}touchmove(t,e,r){this.singleTap.touchmove(t,e,r)}touchend(t,e,r){const n=this.singleTap.touchend(t,e,r);if(n){const e=t.timeStamp-this.lastTime<500,r=!this.lastTap||this.lastTap.dist(n)<30;if(e&&r||this.reset(),this.count++,this.lastTime=t.timeStamp,this.lastTap=n,this.count===this.numTaps)return this.reset(),n}}}class Xn{constructor(t){this._tr=new Hn(t),this._zoomIn=new Yn({numTouches:1,numTaps:2}),this._zoomOut=new Yn({numTouches:2,numTaps:1}),this.reset()}reset(){this._active=!1,this._zoomIn.reset(),this._zoomOut.reset()}touchstart(t,e,r){this._zoomIn.touchstart(t,e,r),this._zoomOut.touchstart(t,e,r)}touchmove(t,e,r){this._zoomIn.touchmove(t,e,r),this._zoomOut.touchmove(t,e,r)}touchend(t,e,r){const n=this._zoomIn.touchend(t,e,r),i=this._zoomOut.touchend(t,e,r),a=this._tr;return n?(this._active=!0,t.preventDefault(),setTimeout((()=>this.reset()),0),{cameraAnimation:e=>e.easeTo({duration:300,zoom:a.zoom+1,around:a.unproject(n)},{originalEvent:t})}):i?(this._active=!0,t.preventDefault(),setTimeout((()=>this.reset()),0),{cameraAnimation:e=>e.easeTo({duration:300,zoom:a.zoom-1,around:a.unproject(i)},{originalEvent:t})}):void 0}touchcancel(){this.reset()}enable(){this._enabled=!0}disable(){this._enabled=!1,this.reset()}isEnabled(){return this._enabled}isActive(){return this._active}}class $n{constructor(t){this._enabled=!!t.enable,this._moveStateManager=t.moveStateManager,this._clickTolerance=t.clickTolerance||1,this._moveFunction=t.move,this._activateOnStart=!!t.activateOnStart,t.assignEvents(this),this.reset()}reset(t){this._active=!1,this._moved=!1,delete this._lastPoint,this._moveStateManager.endMove(t)}_move(...t){const e=this._moveFunction(...t);if(e.bearingDelta||e.pitchDelta||e.around||e.panDelta)return this._active=!0,e}dragStart(t,e){this.isEnabled()&&!this._lastPoint&&this._moveStateManager.isValidStartEvent(t)&&(this._moveStateManager.startMove(t),this._lastPoint=e.length?e[0]:e,this._activateOnStart&&this._lastPoint&&(this._active=!0))}dragMove(t,e){if(!this.isEnabled())return;const r=this._lastPoint;if(!r)return;if(t.preventDefault(),!this._moveStateManager.isValidMoveEvent(t))return void this.reset(t);const n=e.length?e[0]:e;return!this._moved&&n.dist(r)<this._clickTolerance?void 0:(this._moved=!0,this._lastPoint=n,this._move(r,n))}dragEnd(t){this.isEnabled()&&this._lastPoint&&this._moveStateManager.isValidEndEvent(t)&&(this._moved&&o.suppressClick(),this.reset(t))}enable(){this._enabled=!0}disable(){this._enabled=!1,this.reset()}isEnabled(){return this._enabled}isActive(){return this._active}getClickTolerance(){return this._clickTolerance}}const Jn={0:1,2:2};class Kn{constructor(t){this._correctEvent=t.checkCorrectEvent}startMove(t){const e=o.mouseButton(t);this._eventButton=e}endMove(t){delete this._eventButton}isValidStartEvent(t){return this._correctEvent(t)}isValidMoveEvent(t){return!function(t,e){const r=Jn[e];return void 0===t.buttons||(t.buttons&r)!==r}(t,this._eventButton)}isValidEndEvent(t){return o.mouseButton(t)===this._eventButton}}class Qn{constructor(){this._firstTouch=void 0}_isOneFingerTouch(t){return 1===t.targetTouches.length}_isSameTouchEvent(t){return t.targetTouches[0].identifier===this._firstTouch}startMove(t){const e=t.targetTouches[0].identifier;this._firstTouch=e}endMove(t){delete this._firstTouch}isValidStartEvent(t){return this._isOneFingerTouch(t)}isValidMoveEvent(t){return this._isOneFingerTouch(t)&&this._isSameTouchEvent(t)}isValidEndEvent(t){return this._isOneFingerTouch(t)&&this._isSameTouchEvent(t)}}const ti=t=>{t.mousedown=t.dragStart,t.mousemoveWindow=t.dragMove,t.mouseup=t.dragEnd,t.contextmenu=t=>{t.preventDefault()}},ei=({enable:t,clickTolerance:e,bearingDegreesPerPixelMoved:r=.8})=>{const n=new Kn({checkCorrectEvent:t=>0===o.mouseButton(t)&&t.ctrlKey||2===o.mouseButton(t)});return new $n({clickTolerance:e,move:(t,e)=>({bearingDelta:(e.x-t.x)*r}),moveStateManager:n,enable:t,assignEvents:ti})},ri=({enable:t,clickTolerance:e,pitchDegreesPerPixelMoved:r=-.5})=>{const n=new Kn({checkCorrectEvent:t=>0===o.mouseButton(t)&&t.ctrlKey||2===o.mouseButton(t)});return new $n({clickTolerance:e,move:(t,e)=>({pitchDelta:(e.y-t.y)*r}),moveStateManager:n,enable:t,assignEvents:ti})};class ni{constructor(t,e){this._clickTolerance=t.clickTolerance||1,this._map=e,this.reset()}reset(){this._active=!1,this._touches={},this._sum=new e.P(0,0)}_shouldBePrevented(t){return t<(this._map.cooperativeGestures.isEnabled()?2:1)}touchstart(t,e,r){return this._calculateTransform(t,e,r)}touchmove(t,e,r){if(this._active){if(!this._shouldBePrevented(r.length))return t.preventDefault(),this._calculateTransform(t,e,r);this._map.cooperativeGestures.notifyGestureBlocked(\"touch_pan\",t)}}touchend(t,e,r){this._calculateTransform(t,e,r),this._active&&this._shouldBePrevented(r.length)&&this.reset()}touchcancel(){this.reset()}_calculateTransform(t,r,n){n.length>0&&(this._active=!0);const i=Zn(n,r),a=new e.P(0,0),o=new e.P(0,0);let s=0;for(const t in i){const e=i[t],r=this._touches[t];r&&(a._add(e),o._add(e.sub(r)),s++,i[t]=e)}if(this._touches=i,this._shouldBePrevented(s)||!o.mag())return;const l=o.div(s);return this._sum._add(l),this._sum.mag()<this._clickTolerance?void 0:{around:a.div(s),panDelta:l}}enable(){this._enabled=!0}disable(){this._enabled=!1,this.reset()}isEnabled(){return this._enabled}isActive(){return this._active}}class ii{constructor(){this.reset()}reset(){this._active=!1,delete this._firstTwoTouches}touchstart(t,e,r){this._firstTwoTouches||r.length<2||(this._firstTwoTouches=[r[0].identifier,r[1].identifier],this._start([e[0],e[1]]))}touchmove(t,e,r){if(!this._firstTwoTouches)return;t.preventDefault();const[n,i]=this._firstTwoTouches,a=ai(r,e,n),o=ai(r,e,i);if(!a||!o)return;const s=this._aroundCenter?null:a.add(o).div(2);return this._move([a,o],s,t)}touchend(t,e,r){if(!this._firstTwoTouches)return;const[n,i]=this._firstTwoTouches,a=ai(r,e,n),s=ai(r,e,i);a&&s||(this._active&&o.suppressClick(),this.reset())}touchcancel(){this.reset()}enable(t){this._enabled=!0,this._aroundCenter=!!t&&\"center\"===t.around}disable(){this._enabled=!1,this.reset()}isEnabled(){return!!this._enabled}isActive(){return!!this._active}}function ai(t,e,r){for(let n=0;n<t.length;n++)if(t[n].identifier===r)return e[n]}function oi(t,e){return Math.log(t/e)/Math.LN2}class si extends ii{reset(){super.reset(),delete this._distance,delete this._startDistance}_start(t){this._startDistance=this._distance=t[0].dist(t[1])}_move(t,e){const r=this._distance;if(this._distance=t[0].dist(t[1]),this._active||!(Math.abs(oi(this._distance,this._startDistance))<.1))return this._active=!0,{zoomDelta:oi(this._distance,r),pinchAround:e}}}function li(t,e){return 180*t.angleWith(e)/Math.PI}class ci extends ii{reset(){super.reset(),delete this._minDiameter,delete this._startVector,delete this._vector}_start(t){this._startVector=this._vector=t[0].sub(t[1]),this._minDiameter=t[0].dist(t[1])}_move(t,e,r){const n=this._vector;if(this._vector=t[0].sub(t[1]),this._active||!this._isBelowThreshold(this._vector))return this._active=!0,{bearingDelta:li(this._vector,n),pinchAround:e}}_isBelowThreshold(t){this._minDiameter=Math.min(this._minDiameter,t.mag());const e=25/(Math.PI*this._minDiameter)*360,r=li(t,this._startVector);return Math.abs(r)<e}}function ui(t){return Math.abs(t.y)>Math.abs(t.x)}class hi extends ii{constructor(t){super(),this._currentTouchCount=0,this._map=t}reset(){super.reset(),this._valid=void 0,delete this._firstMove,delete this._lastPoints}touchstart(t,e,r){super.touchstart(t,e,r),this._currentTouchCount=r.length}_start(t){this._lastPoints=t,ui(t[0].sub(t[1]))&&(this._valid=!1)}_move(t,e,r){if(this._map.cooperativeGestures.isEnabled()&&this._currentTouchCount<3)return;const n=t[0].sub(this._lastPoints[0]),i=t[1].sub(this._lastPoints[1]);return this._valid=this.gestureBeginsVertically(n,i,r.timeStamp),this._valid?(this._lastPoints=t,this._active=!0,{pitchDelta:(n.y+i.y)/2*-.5}):void 0}gestureBeginsVertically(t,e,r){if(void 0!==this._valid)return this._valid;const n=t.mag()>=2,i=e.mag()>=2;if(!n&&!i)return;if(!n||!i)return void 0===this._firstMove&&(this._firstMove=r),r-this._firstMove<100&&void 0;const a=t.y>0==e.y>0;return ui(t)&&ui(e)&&a}}const fi={panStep:100,bearingStep:15,pitchStep:10};class pi{constructor(t){this._tr=new Hn(t);const e=fi;this._panStep=e.panStep,this._bearingStep=e.bearingStep,this._pitchStep=e.pitchStep,this._rotationDisabled=!1}reset(){this._active=!1}keydown(t){if(t.altKey||t.ctrlKey||t.metaKey)return;let e=0,r=0,n=0,i=0,a=0;switch(t.keyCode){case 61:case 107:case 171:case 187:e=1;break;case 189:case 109:case 173:e=-1;break;case 37:t.shiftKey?r=-1:(t.preventDefault(),i=-1);break;case 39:t.shiftKey?r=1:(t.preventDefault(),i=1);break;case 38:t.shiftKey?n=1:(t.preventDefault(),a=-1);break;case 40:t.shiftKey?n=-1:(t.preventDefault(),a=1);break;default:return}return this._rotationDisabled&&(r=0,n=0),{cameraAnimation:o=>{const s=this._tr;o.easeTo({duration:300,easeId:\"keyboardHandler\",easing:di,zoom:e?Math.round(s.zoom)+e*(t.shiftKey?2:1):s.zoom,bearing:s.bearing+r*this._bearingStep,pitch:s.pitch+n*this._pitchStep,offset:[-i*this._panStep,-a*this._panStep],center:s.center},{originalEvent:t})}}}enable(){this._enabled=!0}disable(){this._enabled=!1,this.reset()}isEnabled(){return this._enabled}isActive(){return this._active}disableRotation(){this._rotationDisabled=!0}enableRotation(){this._rotationDisabled=!1}}function di(t){return t*(2-t)}const mi=4.000244140625;class gi{constructor(t,e){this._onTimeout=t=>{this._type=\"wheel\",this._delta-=this._lastValue,this._active||this._start(t)},this._map=t,this._tr=new Hn(t),this._triggerRenderFrame=e,this._delta=0,this._defaultZoomRate=.01,this._wheelZoomRate=.0022222222222222222}setZoomRate(t){this._defaultZoomRate=t}setWheelZoomRate(t){this._wheelZoomRate=t}isEnabled(){return!!this._enabled}isActive(){return!!this._active||void 0!==this._finishTimeout}isZooming(){return!!this._zooming}enable(t){this.isEnabled()||(this._enabled=!0,this._aroundCenter=!!t&&\"center\"===t.around)}disable(){this.isEnabled()&&(this._enabled=!1)}_shouldBePrevented(t){return!!this._map.cooperativeGestures.isEnabled()&&!(t.ctrlKey||this._map.cooperativeGestures.isBypassed(t))}wheel(t){if(!this.isEnabled())return;if(this._shouldBePrevented(t))return void this._map.cooperativeGestures.notifyGestureBlocked(\"wheel_zoom\",t);let e=t.deltaMode===WheelEvent.DOM_DELTA_LINE?40*t.deltaY:t.deltaY;const r=a.now(),n=r-(this._lastWheelEventTime||0);this._lastWheelEventTime=r,0!==e&&e%mi==0?this._type=\"wheel\":0!==e&&Math.abs(e)<4?this._type=\"trackpad\":n>400?(this._type=null,this._lastValue=e,this._timeout=setTimeout(this._onTimeout,40,t)):this._type||(this._type=Math.abs(n*e)<200?\"trackpad\":\"wheel\",this._timeout&&(clearTimeout(this._timeout),this._timeout=null,e+=this._lastValue)),t.shiftKey&&e&&(e/=4),this._type&&(this._lastWheelEvent=t,this._delta-=e,this._active||this._start(t)),t.preventDefault()}_start(t){if(!this._delta)return;this._frameId&&(this._frameId=null),this._active=!0,this.isZooming()||(this._zooming=!0),this._finishTimeout&&(clearTimeout(this._finishTimeout),delete this._finishTimeout);const r=o.mousePos(this._map.getCanvas(),t),n=this._tr;r.y>n.transform.height/2-n.transform.getHorizon()?this._around=e.N.convert(this._aroundCenter?n.center:n.unproject(r)):this._around=e.N.convert(n.center),this._aroundPoint=n.transform.locationPoint(this._around),this._frameId||(this._frameId=!0,this._triggerRenderFrame())}renderFrame(){if(!this._frameId)return;if(this._frameId=null,!this.isActive())return;const t=this._tr.transform;if(0!==this._delta){const e=\"wheel\"===this._type&&Math.abs(this._delta)>mi?this._wheelZoomRate:this._defaultZoomRate;let r=2/(1+Math.exp(-Math.abs(this._delta*e)));this._delta<0&&0!==r&&(r=1/r);const n=\"number\"==typeof this._targetZoom?t.zoomScale(this._targetZoom):t.scale;this._targetZoom=Math.min(t.maxZoom,Math.max(t.minZoom,t.scaleZoom(n*r))),\"wheel\"===this._type&&(this._startZoom=t.zoom,this._easing=this._smoothOutEasing(200)),this._delta=0}const r=\"number\"==typeof this._targetZoom?this._targetZoom:t.zoom,n=this._startZoom,i=this._easing;let o,s=!1;const l=a.now()-this._lastWheelEventTime;if(\"wheel\"===this._type&&n&&i&&l){const t=Math.min(l/200,1),a=i(t);o=e.z.number(n,r,a),t<1?this._frameId||(this._frameId=!0):s=!0}else o=r,s=!0;return this._active=!0,s&&(this._active=!1,this._finishTimeout=setTimeout((()=>{this._zooming=!1,this._triggerRenderFrame(),delete this._targetZoom,delete this._finishTimeout}),200)),{noInertia:!0,needsRenderFrame:!s,zoomDelta:o-t.zoom,around:this._aroundPoint,originalEvent:this._lastWheelEvent}}_smoothOutEasing(t){let r=e.b9;if(this._prevEase){const t=this._prevEase,n=(a.now()-t.start)/t.duration,i=t.easing(n+.01)-t.easing(n),o=.27/Math.sqrt(i*i+1e-4)*.01,s=Math.sqrt(.0729-o*o);r=e.b8(o,s,.25,1)}return this._prevEase={start:a.now(),duration:t,easing:r},r}reset(){this._active=!1,this._zooming=!1,delete this._targetZoom,this._finishTimeout&&(clearTimeout(this._finishTimeout),delete this._finishTimeout)}}class yi{constructor(t,e){this._clickZoom=t,this._tapZoom=e}enable(){this._clickZoom.enable(),this._tapZoom.enable()}disable(){this._clickZoom.disable(),this._tapZoom.disable()}isEnabled(){return this._clickZoom.isEnabled()&&this._tapZoom.isEnabled()}isActive(){return this._clickZoom.isActive()||this._tapZoom.isActive()}}class vi{constructor(t){this._tr=new Hn(t),this.reset()}reset(){this._active=!1}dblclick(t,e){return t.preventDefault(),{cameraAnimation:r=>{r.easeTo({duration:300,zoom:this._tr.zoom+(t.shiftKey?-1:1),around:this._tr.unproject(e)},{originalEvent:t})}}}enable(){this._enabled=!0}disable(){this._enabled=!1,this.reset()}isEnabled(){return this._enabled}isActive(){return this._active}}class xi{constructor(){this._tap=new Yn({numTouches:1,numTaps:1}),this.reset()}reset(){this._active=!1,delete this._swipePoint,delete this._swipeTouch,delete this._tapTime,delete this._tapPoint,this._tap.reset()}touchstart(t,e,r){if(!this._swipePoint)if(this._tapTime){const n=e[0],i=t.timeStamp-this._tapTime<500,a=this._tapPoint.dist(n)<30;i&&a?r.length>0&&(this._swipePoint=n,this._swipeTouch=r[0].identifier):this.reset()}else this._tap.touchstart(t,e,r)}touchmove(t,e,r){if(this._tapTime){if(this._swipePoint){if(r[0].identifier!==this._swipeTouch)return;const n=e[0],i=n.y-this._swipePoint.y;return this._swipePoint=n,t.preventDefault(),this._active=!0,{zoomDelta:i/128}}}else this._tap.touchmove(t,e,r)}touchend(t,e,r){if(this._tapTime)this._swipePoint&&0===r.length&&this.reset();else{const n=this._tap.touchend(t,e,r);n&&(this._tapTime=t.timeStamp,this._tapPoint=n)}}touchcancel(){this.reset()}enable(){this._enabled=!0}disable(){this._enabled=!1,this.reset()}isEnabled(){return this._enabled}isActive(){return this._active}}class _i{constructor(t,e,r){this._el=t,this._mousePan=e,this._touchPan=r}enable(t){this._inertiaOptions=t||{},this._mousePan.enable(),this._touchPan.enable(),this._el.classList.add(\"maplibregl-touch-drag-pan\")}disable(){this._mousePan.disable(),this._touchPan.disable(),this._el.classList.remove(\"maplibregl-touch-drag-pan\")}isEnabled(){return this._mousePan.isEnabled()&&this._touchPan.isEnabled()}isActive(){return this._mousePan.isActive()||this._touchPan.isActive()}}class bi{constructor(t,e,r){this._pitchWithRotate=t.pitchWithRotate,this._mouseRotate=e,this._mousePitch=r}enable(){this._mouseRotate.enable(),this._pitchWithRotate&&this._mousePitch.enable()}disable(){this._mouseRotate.disable(),this._mousePitch.disable()}isEnabled(){return this._mouseRotate.isEnabled()&&(!this._pitchWithRotate||this._mousePitch.isEnabled())}isActive(){return this._mouseRotate.isActive()||this._mousePitch.isActive()}}class wi{constructor(t,e,r,n){this._el=t,this._touchZoom=e,this._touchRotate=r,this._tapDragZoom=n,this._rotationDisabled=!1,this._enabled=!0}enable(t){this._touchZoom.enable(t),this._rotationDisabled||this._touchRotate.enable(t),this._tapDragZoom.enable(),this._el.classList.add(\"maplibregl-touch-zoom-rotate\")}disable(){this._touchZoom.disable(),this._touchRotate.disable(),this._tapDragZoom.disable(),this._el.classList.remove(\"maplibregl-touch-zoom-rotate\")}isEnabled(){return this._touchZoom.isEnabled()&&(this._rotationDisabled||this._touchRotate.isEnabled())&&this._tapDragZoom.isEnabled()}isActive(){return this._touchZoom.isActive()||this._touchRotate.isActive()||this._tapDragZoom.isActive()}disableRotation(){this._rotationDisabled=!0,this._touchRotate.disable()}enableRotation(){this._rotationDisabled=!1,this._touchZoom.isEnabled()&&this._touchRotate.enable()}}class Ti{constructor(t,e){this._bypassKey=-1!==navigator.userAgent.indexOf(\"Mac\")?\"metaKey\":\"ctrlKey\",this._map=t,this._options=e,this._enabled=!1}isActive(){return!1}reset(){}_setupUI(){if(this._container)return;const t=this._map.getCanvasContainer();t.classList.add(\"maplibregl-cooperative-gestures\"),this._container=o.create(\"div\",\"maplibregl-cooperative-gesture-screen\",t);let e=this._map._getUIString(\"CooperativeGesturesHandler.WindowsHelpText\");\"metaKey\"===this._bypassKey&&(e=this._map._getUIString(\"CooperativeGesturesHandler.MacHelpText\"));const r=this._map._getUIString(\"CooperativeGesturesHandler.MobileHelpText\"),n=document.createElement(\"div\");n.className=\"maplibregl-desktop-message\",n.textContent=e,this._container.appendChild(n);const i=document.createElement(\"div\");i.className=\"maplibregl-mobile-message\",i.textContent=r,this._container.appendChild(i),this._container.setAttribute(\"aria-hidden\",\"true\")}_destroyUI(){this._container&&(o.remove(this._container),this._map.getCanvasContainer().classList.remove(\"maplibregl-cooperative-gestures\")),delete this._container}enable(){this._setupUI(),this._enabled=!0}disable(){this._enabled=!1,this._destroyUI()}isEnabled(){return this._enabled}isBypassed(t){return t[this._bypassKey]}notifyGestureBlocked(t,r){this._enabled&&(this._map.fire(new e.k(\"cooperativegestureprevented\",{gestureType:t,originalEvent:r})),this._container.classList.add(\"maplibregl-show\"),setTimeout((()=>{this._container.classList.remove(\"maplibregl-show\")}),100))}}const ki=t=>t.zoom||t.drag||t.pitch||t.rotate;class Ai extends e.k{}function Mi(t){return t.panDelta&&t.panDelta.mag()||t.zoomDelta||t.bearingDelta||t.pitchDelta}class Si{constructor(t,e){this.handleWindowEvent=t=>{this.handleEvent(t,`${t.type}Window`)},this.handleEvent=(t,e)=>{if(\"blur\"===t.type)return void this.stop(!0);this._updatingCamera=!0;const r=\"renderFrame\"===t.type?void 0:t,n={needsRenderFrame:!1},i={},a={},s=t.touches,l=s?this._getMapTouches(s):void 0,c=l?o.touchPos(this._map.getCanvas(),l):o.mousePos(this._map.getCanvas(),t);for(const{handlerName:o,handler:s,allowed:u}of this._handlers){if(!s.isEnabled())continue;let h;this._blockedByActive(a,u,o)?s.reset():s[e||t.type]&&(h=s[e||t.type](t,c,l),this.mergeHandlerResult(n,i,h,o,r),h&&h.needsRenderFrame&&this._triggerRenderFrame()),(h||s.isActive())&&(a[o]=s)}const u={};for(const t in this._previousActiveHandlers)a[t]||(u[t]=r);this._previousActiveHandlers=a,(Object.keys(u).length||Mi(n))&&(this._changes.push([n,i,u]),this._triggerRenderFrame()),(Object.keys(a).length||Mi(n))&&this._map._stop(!0),this._updatingCamera=!1;const{cameraAnimation:h}=n;h&&(this._inertia.clear(),this._fireEvents({},{},!0),this._changes=[],h(this._map))},this._map=t,this._el=this._map.getCanvasContainer(),this._handlers=[],this._handlersById={},this._changes=[],this._inertia=new Rn(t),this._bearingSnap=e.bearingSnap,this._previousActiveHandlers={},this._eventsInProgress={},this._addDefaultHandlers(e);const r=this._el;this._listeners=[[r,\"touchstart\",{passive:!0}],[r,\"touchmove\",{passive:!1}],[r,\"touchend\",void 0],[r,\"touchcancel\",void 0],[r,\"mousedown\",void 0],[r,\"mousemove\",void 0],[r,\"mouseup\",void 0],[document,\"mousemove\",{capture:!0}],[document,\"mouseup\",void 0],[r,\"mouseover\",void 0],[r,\"mouseout\",void 0],[r,\"dblclick\",void 0],[r,\"click\",void 0],[r,\"keydown\",{capture:!1}],[r,\"keyup\",void 0],[r,\"wheel\",{passive:!1}],[r,\"contextmenu\",void 0],[window,\"blur\",void 0]];for(const[t,e,r]of this._listeners)o.addEventListener(t,e,t===document?this.handleWindowEvent:this.handleEvent,r)}destroy(){for(const[t,e,r]of this._listeners)o.removeEventListener(t,e,t===document?this.handleWindowEvent:this.handleEvent,r)}_addDefaultHandlers(t){const e=this._map,r=e.getCanvasContainer();this._add(\"mapEvent\",new Vn(e,t));const n=e.boxZoom=new Gn(e,t);this._add(\"boxZoom\",n),t.interactive&&t.boxZoom&&n.enable();const i=e.cooperativeGestures=new Ti(e,t.cooperativeGestures);this._add(\"cooperativeGestures\",i),t.cooperativeGestures&&i.enable();const a=new Xn(e),s=new vi(e);e.doubleClickZoom=new yi(s,a),this._add(\"tapZoom\",a),this._add(\"clickZoom\",s),t.interactive&&t.doubleClickZoom&&e.doubleClickZoom.enable();const l=new xi;this._add(\"tapDragZoom\",l);const c=e.touchPitch=new hi(e);this._add(\"touchPitch\",c),t.interactive&&t.touchPitch&&e.touchPitch.enable(t.touchPitch);const u=ei(t),h=ri(t);e.dragRotate=new bi(t,u,h),this._add(\"mouseRotate\",u,[\"mousePitch\"]),this._add(\"mousePitch\",h,[\"mouseRotate\"]),t.interactive&&t.dragRotate&&e.dragRotate.enable();const f=(({enable:t,clickTolerance:e})=>{const r=new Kn({checkCorrectEvent:t=>0===o.mouseButton(t)&&!t.ctrlKey});return new $n({clickTolerance:e,move:(t,e)=>({around:e,panDelta:e.sub(t)}),activateOnStart:!0,moveStateManager:r,enable:t,assignEvents:ti})})(t),p=new ni(t,e);e.dragPan=new _i(r,f,p),this._add(\"mousePan\",f),this._add(\"touchPan\",p,[\"touchZoom\",\"touchRotate\"]),t.interactive&&t.dragPan&&e.dragPan.enable(t.dragPan);const d=new ci,m=new si;e.touchZoomRotate=new wi(r,m,d,l),this._add(\"touchRotate\",d,[\"touchPan\",\"touchZoom\"]),this._add(\"touchZoom\",m,[\"touchPan\",\"touchRotate\"]),t.interactive&&t.touchZoomRotate&&e.touchZoomRotate.enable(t.touchZoomRotate);const g=e.scrollZoom=new gi(e,(()=>this._triggerRenderFrame()));this._add(\"scrollZoom\",g,[\"mousePan\"]),t.interactive&&t.scrollZoom&&e.scrollZoom.enable(t.scrollZoom);const y=e.keyboard=new pi(e);this._add(\"keyboard\",y),t.interactive&&t.keyboard&&e.keyboard.enable(),this._add(\"blockableMapEvent\",new qn(e))}_add(t,e,r){this._handlers.push({handlerName:t,handler:e,allowed:r}),this._handlersById[t]=e}stop(t){if(!this._updatingCamera){for(const{handler:t}of this._handlers)t.reset();this._inertia.clear(),this._fireEvents({},{},t),this._changes=[]}}isActive(){for(const{handler:t}of this._handlers)if(t.isActive())return!0;return!1}isZooming(){return!!this._eventsInProgress.zoom||this._map.scrollZoom.isZooming()}isRotating(){return!!this._eventsInProgress.rotate}isMoving(){return Boolean(ki(this._eventsInProgress))||this.isZooming()}_blockedByActive(t,e,r){for(const n in t)if(n!==r&&(!e||e.indexOf(n)<0))return!0;return!1}_getMapTouches(t){const e=[];for(const r of t){const t=r.target;this._el.contains(t)&&e.push(r)}return e}mergeHandlerResult(t,r,n,i,a){if(!n)return;e.e(t,n);const o={handlerName:i,originalEvent:n.originalEvent||a};void 0!==n.zoomDelta&&(r.zoom=o),void 0!==n.panDelta&&(r.drag=o),void 0!==n.pitchDelta&&(r.pitch=o),void 0!==n.bearingDelta&&(r.rotate=o)}_applyChanges(){const t={},r={},n={};for(const[i,a,o]of this._changes)i.panDelta&&(t.panDelta=(t.panDelta||new e.P(0,0))._add(i.panDelta)),i.zoomDelta&&(t.zoomDelta=(t.zoomDelta||0)+i.zoomDelta),i.bearingDelta&&(t.bearingDelta=(t.bearingDelta||0)+i.bearingDelta),i.pitchDelta&&(t.pitchDelta=(t.pitchDelta||0)+i.pitchDelta),void 0!==i.around&&(t.around=i.around),void 0!==i.pinchAround&&(t.pinchAround=i.pinchAround),i.noInertia&&(t.noInertia=i.noInertia),e.e(r,a),e.e(n,o);this._updateMapTransform(t,r,n),this._changes=[]}_updateMapTransform(t,e,r){const n=this._map,i=n._getTransformForUpdate(),a=n.terrain;if(!(Mi(t)||a&&this._terrainMovement))return this._fireEvents(e,r,!0);let{panDelta:o,zoomDelta:s,bearingDelta:l,pitchDelta:c,around:u,pinchAround:h}=t;void 0!==h&&(u=h),n._stop(!0),u=u||n.transform.centerPoint;const f=i.pointLocation(o?u.sub(o):u);l&&(i.bearing+=l),c&&(i.pitch+=c),s&&(i.zoom+=s),a?this._terrainMovement||!e.drag&&!e.zoom?e.drag&&this._terrainMovement?i.center=i.pointLocation(i.centerPoint.sub(o)):i.setLocationAtPoint(f,u):(this._terrainMovement=!0,this._map._elevationFreeze=!0,i.setLocationAtPoint(f,u)):i.setLocationAtPoint(f,u),n._applyUpdatedTransform(i),this._map._update(),t.noInertia||this._inertia.record(t),this._fireEvents(e,r,!0)}_fireEvents(t,r,n){const i=ki(this._eventsInProgress),o=ki(t),s={};for(const e in t){const{originalEvent:r}=t[e];this._eventsInProgress[e]||(s[`${e}start`]=r),this._eventsInProgress[e]=t[e]}!i&&o&&this._fireEvent(\"movestart\",o.originalEvent);for(const t in s)this._fireEvent(t,s[t]);o&&this._fireEvent(\"move\",o.originalEvent);for(const e in t){const{originalEvent:r}=t[e];this._fireEvent(e,r)}const l={};let c;for(const t in this._eventsInProgress){const{handlerName:e,originalEvent:n}=this._eventsInProgress[t];this._handlersById[e].isActive()||(delete this._eventsInProgress[t],c=r[e]||n,l[`${t}end`]=c)}for(const t in l)this._fireEvent(t,l[t]);const u=ki(this._eventsInProgress),h=(i||o)&&!u;if(h&&this._terrainMovement){this._map._elevationFreeze=!1,this._terrainMovement=!1;const t=this._map._getTransformForUpdate();t.recalculateZoom(this._map.terrain),this._map._applyUpdatedTransform(t)}if(n&&h){this._updatingCamera=!0;const t=this._inertia._onMoveEnd(this._map.dragPan._inertiaOptions),r=t=>0!==t&&-this._bearingSnap<t&&t<this._bearingSnap;!t||!t.essential&&a.prefersReducedMotion?(this._map.fire(new e.k(\"moveend\",{originalEvent:c})),r(this._map.getBearing())&&this._map.resetNorth()):(r(t.bearing||this._map.getBearing())&&(t.bearing=0),t.freezeElevation=!0,this._map.easeTo(t,{originalEvent:c})),this._updatingCamera=!1}}_fireEvent(t,r){this._map.fire(new e.k(t,r?{originalEvent:r}:{}))}_requestFrame(){return this._map.triggerRepaint(),this._map._renderTaskQueue.add((t=>{delete this._frameId,this.handleEvent(new Ai(\"renderFrame\",{timeStamp:t})),this._applyChanges()}))}_triggerRenderFrame(){void 0===this._frameId&&(this._frameId=this._requestFrame())}}class Ei extends e.E{constructor(t,e){super(),this._renderFrameCallback=()=>{const t=Math.min((a.now()-this._easeStart)/this._easeOptions.duration,1);this._onEaseFrame(this._easeOptions.easing(t)),t<1&&this._easeFrameId?this._easeFrameId=this._requestRenderFrame(this._renderFrameCallback):this.stop()},this._moving=!1,this._zooming=!1,this.transform=t,this._bearingSnap=e.bearingSnap,this.on(\"moveend\",(()=>{delete this._requestedCameraState}))}getCenter(){return new e.N(this.transform.center.lng,this.transform.center.lat)}setCenter(t,e){return this.jumpTo({center:t},e)}panBy(t,r,n){return t=e.P.convert(t).mult(-1),this.panTo(this.transform.center,e.e({offset:t},r),n)}panTo(t,r,n){return this.easeTo(e.e({center:t},r),n)}getZoom(){return this.transform.zoom}setZoom(t,e){return this.jumpTo({zoom:t},e),this}zoomTo(t,r,n){return this.easeTo(e.e({zoom:t},r),n)}zoomIn(t,e){return this.zoomTo(this.getZoom()+1,t,e),this}zoomOut(t,e){return this.zoomTo(this.getZoom()-1,t,e),this}getBearing(){return this.transform.bearing}setBearing(t,e){return this.jumpTo({bearing:t},e),this}getPadding(){return this.transform.padding}setPadding(t,e){return this.jumpTo({padding:t},e),this}rotateTo(t,r,n){return this.easeTo(e.e({bearing:t},r),n)}resetNorth(t,r){return this.rotateTo(0,e.e({duration:1e3},t),r),this}resetNorthPitch(t,r){return this.easeTo(e.e({bearing:0,pitch:0,duration:1e3},t),r),this}snapToNorth(t,e){return Math.abs(this.getBearing())<this._bearingSnap?this.resetNorth(t,e):this}getPitch(){return this.transform.pitch}setPitch(t,e){return this.jumpTo({pitch:t},e),this}cameraForBounds(t,e){t=X.convert(t);const r=e&&e.bearing||0;return this._cameraForBoxAndBearing(t.getNorthWest(),t.getSouthEast(),r,e)}_cameraForBoxAndBearing(t,r,n,i){const a={top:0,bottom:0,right:0,left:0};if(\"number\"==typeof(i=e.e({padding:a,offset:[0,0],maxZoom:this.transform.maxZoom},i)).padding){const t=i.padding;i.padding={top:t,bottom:t,right:t,left:t}}i.padding=e.e(a,i.padding);const o=this.transform,s=o.padding,l=new X(t,r),c=o.project(l.getNorthWest()),u=o.project(l.getNorthEast()),h=o.project(l.getSouthEast()),f=o.project(l.getSouthWest()),p=e.ba(-n),d=c.rotate(p),m=u.rotate(p),g=h.rotate(p),y=f.rotate(p),v=new e.P(Math.max(d.x,m.x,y.x,g.x),Math.max(d.y,m.y,y.y,g.y)),x=new e.P(Math.min(d.x,m.x,y.x,g.x),Math.min(d.y,m.y,y.y,g.y)),_=v.sub(x),b=(o.width-(s.left+s.right+i.padding.left+i.padding.right))/_.x,w=(o.height-(s.top+s.bottom+i.padding.top+i.padding.bottom))/_.y;if(w<0||b<0)return void e.w(\"Map cannot fit within canvas with the given bounds, padding, and/or offset.\");const T=Math.min(o.scaleZoom(o.scale*Math.min(b,w)),i.maxZoom),k=e.P.convert(i.offset),A=(i.padding.left-i.padding.right)/2,M=(i.padding.top-i.padding.bottom)/2,S=new e.P(A,M).rotate(e.ba(n)),E=k.add(S).mult(o.scale/o.zoomScale(T));return{center:o.unproject(c.add(h).div(2).sub(E)),zoom:T,bearing:n}}fitBounds(t,e,r){return this._fitInternal(this.cameraForBounds(t,e),e,r)}fitScreenCoordinates(t,r,n,i,a){return this._fitInternal(this._cameraForBoxAndBearing(this.transform.pointLocation(e.P.convert(t)),this.transform.pointLocation(e.P.convert(r)),n,i),i,a)}_fitInternal(t,r,n){return t?(delete(r=e.e(t,r)).padding,r.linear?this.easeTo(r,n):this.flyTo(r,n)):this}jumpTo(t,r){this.stop();const n=this._getTransformForUpdate();let i=!1,a=!1,o=!1;return\"zoom\"in t&&n.zoom!==+t.zoom&&(i=!0,n.zoom=+t.zoom),void 0!==t.center&&(n.center=e.N.convert(t.center)),\"bearing\"in t&&n.bearing!==+t.bearing&&(a=!0,n.bearing=+t.bearing),\"pitch\"in t&&n.pitch!==+t.pitch&&(o=!0,n.pitch=+t.pitch),null==t.padding||n.isPaddingEqual(t.padding)||(n.padding=t.padding),this._applyUpdatedTransform(n),this.fire(new e.k(\"movestart\",r)).fire(new e.k(\"move\",r)),i&&this.fire(new e.k(\"zoomstart\",r)).fire(new e.k(\"zoom\",r)).fire(new e.k(\"zoomend\",r)),a&&this.fire(new e.k(\"rotatestart\",r)).fire(new e.k(\"rotate\",r)).fire(new e.k(\"rotateend\",r)),o&&this.fire(new e.k(\"pitchstart\",r)).fire(new e.k(\"pitch\",r)).fire(new e.k(\"pitchend\",r)),this.fire(new e.k(\"moveend\",r))}calculateCameraOptionsFromTo(t,r,n,i=0){const a=e.Z.fromLngLat(t,r),o=e.Z.fromLngLat(n,i),s=o.x-a.x,l=o.y-a.y,c=o.z-a.z,u=Math.hypot(s,l,c);if(0===u)throw new Error(\"Can't calculate camera options with same From and To\");const h=Math.hypot(s,l),f=this.transform.scaleZoom(this.transform.cameraToCenterDistance/u/this.transform.tileSize),p=180*Math.atan2(s,-l)/Math.PI;let d=180*Math.acos(h/u)/Math.PI;return d=c<0?90-d:90+d,{center:o.toLngLat(),zoom:f,pitch:d,bearing:p}}easeTo(t,r){var n;this._stop(!1,t.easeId),(!1===(t=e.e({offset:[0,0],duration:500,easing:e.b9},t)).animate||!t.essential&&a.prefersReducedMotion)&&(t.duration=0);const i=this._getTransformForUpdate(),o=i.zoom,s=i.bearing,l=i.pitch,c=i.padding,u=\"bearing\"in t?this._normalizeBearing(t.bearing,s):s,h=\"pitch\"in t?+t.pitch:l,f=\"padding\"in t?t.padding:i.padding,p=e.P.convert(t.offset);let d=i.centerPoint.add(p);const m=i.pointLocation(d),{center:g,zoom:y}=i.getConstrained(e.N.convert(t.center||m),null!==(n=t.zoom)&&void 0!==n?n:o);this._normalizeCenter(g,i);const v=i.project(m),x=i.project(g).sub(v),_=i.zoomScale(y-o);let b,w;t.around&&(b=e.N.convert(t.around),w=i.locationPoint(b));const T={moving:this._moving,zooming:this._zooming,rotating:this._rotating,pitching:this._pitching};return this._zooming=this._zooming||y!==o,this._rotating=this._rotating||s!==u,this._pitching=this._pitching||h!==l,this._padding=!i.isPaddingEqual(f),this._easeId=t.easeId,this._prepareEase(r,t.noMoveStart,T),this.terrain&&this._prepareElevation(g),this._ease((n=>{if(this._zooming&&(i.zoom=e.z.number(o,y,n)),this._rotating&&(i.bearing=e.z.number(s,u,n)),this._pitching&&(i.pitch=e.z.number(l,h,n)),this._padding&&(i.interpolatePadding(c,f,n),d=i.centerPoint.add(p)),this.terrain&&!t.freezeElevation&&this._updateElevation(n),b)i.setLocationAtPoint(b,w);else{const t=i.zoomScale(i.zoom-o),e=y>o?Math.min(2,_):Math.max(.5,_),r=Math.pow(e,1-n),a=i.unproject(v.add(x.mult(n*r)).mult(t));i.setLocationAtPoint(i.renderWorldCopies?a.wrap():a,d)}this._applyUpdatedTransform(i),this._fireMoveEvents(r)}),(e=>{this.terrain&&t.freezeElevation&&this._finalizeElevation(),this._afterEase(r,e)}),t),this}_prepareEase(t,r,n={}){this._moving=!0,r||n.moving||this.fire(new e.k(\"movestart\",t)),this._zooming&&!n.zooming&&this.fire(new e.k(\"zoomstart\",t)),this._rotating&&!n.rotating&&this.fire(new e.k(\"rotatestart\",t)),this._pitching&&!n.pitching&&this.fire(new e.k(\"pitchstart\",t))}_prepareElevation(t){this._elevationCenter=t,this._elevationStart=this.transform.elevation,this._elevationTarget=this.terrain.getElevationForLngLatZoom(t,this.transform.tileZoom),this._elevationFreeze=!0}_updateElevation(t){this.transform.minElevationForCurrentTile=this.terrain.getMinTileElevationForLngLatZoom(this._elevationCenter,this.transform.tileZoom);const r=this.terrain.getElevationForLngLatZoom(this._elevationCenter,this.transform.tileZoom);if(t<1&&r!==this._elevationTarget){const e=this._elevationTarget-this._elevationStart,n=(r-(e*t+this._elevationStart))/(1-t);this._elevationStart+=t*(e-n),this._elevationTarget=r}this.transform.elevation=e.z.number(this._elevationStart,this._elevationTarget,t)}_finalizeElevation(){this._elevationFreeze=!1,this.transform.recalculateZoom(this.terrain)}_getTransformForUpdate(){return this.transformCameraUpdate||this.terrain?(this._requestedCameraState||(this._requestedCameraState=this.transform.clone()),this._requestedCameraState):this.transform}_elevateCameraIfInsideTerrain(t){const e=t.getCameraPosition(),r=this.terrain.getElevationForLngLatZoom(e.lngLat,t.zoom);if(e.altitude<r){const n=this.calculateCameraOptionsFromTo(e.lngLat,r,t.center,t.elevation);return{pitch:n.pitch,zoom:n.zoom}}return{}}_applyUpdatedTransform(t){const e=[];if(this.terrain&&e.push((t=>this._elevateCameraIfInsideTerrain(t))),this.transformCameraUpdate&&e.push((t=>this.transformCameraUpdate(t))),!e.length)return;const r=t.clone();for(const t of e){const e=r.clone(),{center:n,zoom:i,pitch:a,bearing:o,elevation:s}=t(e);n&&(e.center=n),void 0!==i&&(e.zoom=i),void 0!==a&&(e.pitch=a),void 0!==o&&(e.bearing=o),void 0!==s&&(e.elevation=s),r.apply(e)}this.transform.apply(r)}_fireMoveEvents(t){this.fire(new e.k(\"move\",t)),this._zooming&&this.fire(new e.k(\"zoom\",t)),this._rotating&&this.fire(new e.k(\"rotate\",t)),this._pitching&&this.fire(new e.k(\"pitch\",t))}_afterEase(t,r){if(this._easeId&&r&&this._easeId===r)return;delete this._easeId;const n=this._zooming,i=this._rotating,a=this._pitching;this._moving=!1,this._zooming=!1,this._rotating=!1,this._pitching=!1,this._padding=!1,n&&this.fire(new e.k(\"zoomend\",t)),i&&this.fire(new e.k(\"rotateend\",t)),a&&this.fire(new e.k(\"pitchend\",t)),this.fire(new e.k(\"moveend\",t))}flyTo(t,r){var n;if(!t.essential&&a.prefersReducedMotion){const n=e.M(t,[\"center\",\"zoom\",\"bearing\",\"pitch\",\"around\"]);return this.jumpTo(n,r)}this.stop(),t=e.e({offset:[0,0],speed:1.2,curve:1.42,easing:e.b9},t);const i=this._getTransformForUpdate(),o=i.zoom,s=i.bearing,l=i.pitch,c=i.padding,u=\"bearing\"in t?this._normalizeBearing(t.bearing,s):s,h=\"pitch\"in t?+t.pitch:l,f=\"padding\"in t?t.padding:i.padding,p=e.P.convert(t.offset);let d=i.centerPoint.add(p);const m=i.pointLocation(d),{center:g,zoom:y}=i.getConstrained(e.N.convert(t.center||m),null!==(n=t.zoom)&&void 0!==n?n:o);this._normalizeCenter(g,i);const v=i.zoomScale(y-o),x=i.project(m),_=i.project(g).sub(x);let b=t.curve;const w=Math.max(i.width,i.height),T=w/v,k=_.mag();if(\"minZoom\"in t){const r=e.ad(Math.min(t.minZoom,o,y),i.minZoom,i.maxZoom),n=w/i.zoomScale(r-o);b=Math.sqrt(n/k*2)}const A=b*b;function M(t){const e=(T*T-w*w+(t?-1:1)*A*A*k*k)/(2*(t?T:w)*A*k);return Math.log(Math.sqrt(e*e+1)-e)}function S(t){return(Math.exp(t)-Math.exp(-t))/2}function E(t){return(Math.exp(t)+Math.exp(-t))/2}const C=M(!1);let L=function(t){return E(C)/E(C+b*t)},I=function(t){return w*((E(C)*(S(e=C+b*t)/E(e))-S(C))/A)/k;var e},P=(M(!0)-C)/b;if(Math.abs(k)<1e-6||!isFinite(P)){if(Math.abs(w-T)<1e-6)return this.easeTo(t,r);const e=T<w?-1:1;P=Math.abs(Math.log(T/w))/b,I=()=>0,L=t=>Math.exp(e*b*t)}if(\"duration\"in t)t.duration=+t.duration;else{const e=\"screenSpeed\"in t?+t.screenSpeed/b:+t.speed;t.duration=1e3*P/e}return t.maxDuration&&t.duration>t.maxDuration&&(t.duration=0),this._zooming=!0,this._rotating=s!==u,this._pitching=h!==l,this._padding=!i.isPaddingEqual(f),this._prepareEase(r,!1),this.terrain&&this._prepareElevation(g),this._ease((n=>{const a=n*P,m=1/L(a);i.zoom=1===n?y:o+i.scaleZoom(m),this._rotating&&(i.bearing=e.z.number(s,u,n)),this._pitching&&(i.pitch=e.z.number(l,h,n)),this._padding&&(i.interpolatePadding(c,f,n),d=i.centerPoint.add(p)),this.terrain&&!t.freezeElevation&&this._updateElevation(n);const v=1===n?g:i.unproject(x.add(_.mult(I(a))).mult(m));i.setLocationAtPoint(i.renderWorldCopies?v.wrap():v,d),this._applyUpdatedTransform(i),this._fireMoveEvents(r)}),(()=>{this.terrain&&t.freezeElevation&&this._finalizeElevation(),this._afterEase(r)}),t),this}isEasing(){return!!this._easeFrameId}stop(){return this._stop()}_stop(t,e){var r;if(this._easeFrameId&&(this._cancelRenderFrame(this._easeFrameId),delete this._easeFrameId,delete this._onEaseFrame),this._onEaseEnd){const t=this._onEaseEnd;delete this._onEaseEnd,t.call(this,e)}return t||null===(r=this.handlers)||void 0===r||r.stop(!1),this}_ease(t,e,r){!1===r.animate||0===r.duration?(t(1),e()):(this._easeStart=a.now(),this._easeOptions=r,this._onEaseFrame=t,this._onEaseEnd=e,this._easeFrameId=this._requestRenderFrame(this._renderFrameCallback))}_normalizeBearing(t,r){t=e.b3(t,-180,180);const n=Math.abs(t-r);return Math.abs(t-360-r)<n&&(t-=360),Math.abs(t+360-r)<n&&(t+=360),t}_normalizeCenter(t,e){if(!e.renderWorldCopies||e.lngRange)return;const r=t.lng-e.center.lng;t.lng+=r>180?-360:r<-180?360:0}queryTerrainElevation(t){return this.terrain?this.terrain.getElevationForLngLatZoom(e.N.convert(t),this.transform.tileZoom)-this.transform.elevation:null}}const Ci={compact:!0,customAttribution:'<a href=\"https://maplibre.org/\" target=\"_blank\">MapLibre</a>'};class Li{constructor(t=Ci){this._toggleAttribution=()=>{this._container.classList.contains(\"maplibregl-compact\")&&(this._container.classList.contains(\"maplibregl-compact-show\")?(this._container.setAttribute(\"open\",\"\"),this._container.classList.remove(\"maplibregl-compact-show\")):(this._container.classList.add(\"maplibregl-compact-show\"),this._container.removeAttribute(\"open\")))},this._updateData=t=>{!t||\"metadata\"!==t.sourceDataType&&\"visibility\"!==t.sourceDataType&&\"style\"!==t.dataType&&\"terrain\"!==t.type||this._updateAttributions()},this._updateCompact=()=>{this._map.getCanvasContainer().offsetWidth<=640||this._compact?!1===this._compact?this._container.setAttribute(\"open\",\"\"):this._container.classList.contains(\"maplibregl-compact\")||this._container.classList.contains(\"maplibregl-attrib-empty\")||(this._container.setAttribute(\"open\",\"\"),this._container.classList.add(\"maplibregl-compact\",\"maplibregl-compact-show\")):(this._container.setAttribute(\"open\",\"\"),this._container.classList.contains(\"maplibregl-compact\")&&this._container.classList.remove(\"maplibregl-compact\",\"maplibregl-compact-show\"))},this._updateCompactMinimize=()=>{this._container.classList.contains(\"maplibregl-compact\")&&this._container.classList.contains(\"maplibregl-compact-show\")&&this._container.classList.remove(\"maplibregl-compact-show\")},this.options=t}getDefaultPosition(){return\"bottom-right\"}onAdd(t){return this._map=t,this._compact=this.options.compact,this._container=o.create(\"details\",\"maplibregl-ctrl maplibregl-ctrl-attrib\"),this._compactButton=o.create(\"summary\",\"maplibregl-ctrl-attrib-button\",this._container),this._compactButton.addEventListener(\"click\",this._toggleAttribution),this._setElementTitle(this._compactButton,\"ToggleAttribution\"),this._innerContainer=o.create(\"div\",\"maplibregl-ctrl-attrib-inner\",this._container),this._updateAttributions(),this._updateCompact(),this._map.on(\"styledata\",this._updateData),this._map.on(\"sourcedata\",this._updateData),this._map.on(\"terrain\",this._updateData),this._map.on(\"resize\",this._updateCompact),this._map.on(\"drag\",this._updateCompactMinimize),this._container}onRemove(){o.remove(this._container),this._map.off(\"styledata\",this._updateData),this._map.off(\"sourcedata\",this._updateData),this._map.off(\"terrain\",this._updateData),this._map.off(\"resize\",this._updateCompact),this._map.off(\"drag\",this._updateCompactMinimize),this._map=void 0,this._compact=void 0,this._attribHTML=void 0}_setElementTitle(t,e){const r=this._map._getUIString(`AttributionControl.${e}`);t.title=r,t.setAttribute(\"aria-label\",r)}_updateAttributions(){if(!this._map.style)return;let t=[];if(this.options.customAttribution&&(Array.isArray(this.options.customAttribution)?t=t.concat(this.options.customAttribution.map((t=>\"string\"!=typeof t?\"\":t))):\"string\"==typeof this.options.customAttribution&&t.push(this.options.customAttribution)),this._map.style.stylesheet){const t=this._map.style.stylesheet;this.styleOwner=t.owner,this.styleId=t.id}const e=this._map.style.sourceCaches;for(const r in e){const n=e[r];if(n.used||n.usedForTerrain){const e=n.getSource();e.attribution&&t.indexOf(e.attribution)<0&&t.push(e.attribution)}}t=t.filter((t=>String(t).trim())),t.sort(((t,e)=>t.length-e.length)),t=t.filter(((e,r)=>{for(let n=r+1;n<t.length;n++)if(t[n].indexOf(e)>=0)return!1;return!0}));const r=t.join(\" | \");r!==this._attribHTML&&(this._attribHTML=r,t.length?(this._innerContainer.innerHTML=r,this._container.classList.remove(\"maplibregl-attrib-empty\")):this._container.classList.add(\"maplibregl-attrib-empty\"),this._updateCompact(),this._editLink=null)}}class Ii{constructor(t={}){this._updateCompact=()=>{const t=this._container.children;if(t.length){const e=t[0];this._map.getCanvasContainer().offsetWidth<=640||this._compact?!1!==this._compact&&e.classList.add(\"maplibregl-compact\"):e.classList.remove(\"maplibregl-compact\")}},this.options=t}getDefaultPosition(){return\"bottom-left\"}onAdd(t){this._map=t,this._compact=this.options&&this.options.compact,this._container=o.create(\"div\",\"maplibregl-ctrl\");const e=o.create(\"a\",\"maplibregl-ctrl-logo\");return e.target=\"_blank\",e.rel=\"noopener nofollow\",e.href=\"https://maplibre.org/\",e.setAttribute(\"aria-label\",this._map._getUIString(\"LogoControl.Title\")),e.setAttribute(\"rel\",\"noopener nofollow\"),this._container.appendChild(e),this._container.style.display=\"block\",this._map.on(\"resize\",this._updateCompact),this._updateCompact(),this._container}onRemove(){o.remove(this._container),this._map.off(\"resize\",this._updateCompact),this._map=void 0,this._compact=void 0}}class Pi{constructor(){this._queue=[],this._id=0,this._cleared=!1,this._currentlyRunning=!1}add(t){const e=++this._id;return this._queue.push({callback:t,id:e,cancelled:!1}),e}remove(t){const e=this._currentlyRunning,r=e?this._queue.concat(e):this._queue;for(const e of r)if(e.id===t)return void(e.cancelled=!0)}run(t=0){if(this._currentlyRunning)throw new Error(\"Attempting to run(), but is already running.\");const e=this._currentlyRunning=this._queue;this._queue=[];for(const r of e)if(!r.cancelled&&(r.callback(t),this._cleared))break;this._cleared=!1,this._currentlyRunning=!1}clear(){this._currentlyRunning&&(this._cleared=!0),this._queue=[]}}var zi=e.Y([{name:\"a_pos3d\",type:\"Int16\",components:3}]);class Oi extends e.E{constructor(t){super(),this.sourceCache=t,this._tiles={},this._renderableTilesKeys=[],this._sourceTileCache={},this.minzoom=0,this.maxzoom=22,this.tileSize=512,this.deltaZoom=1,t.usedForTerrain=!0,t.tileSize=this.tileSize*2**this.deltaZoom}destruct(){this.sourceCache.usedForTerrain=!1,this.sourceCache.tileSize=null}update(t,r){this.sourceCache.update(t,r),this._renderableTilesKeys=[];const n={};for(const i of t.coveringTiles({tileSize:this.tileSize,minzoom:this.minzoom,maxzoom:this.maxzoom,reparseOverscaled:!1,terrain:r}))n[i.key]=!0,this._renderableTilesKeys.push(i.key),this._tiles[i.key]||(i.posMatrix=new Float64Array(16),e.aQ(i.posMatrix,0,e.X,0,e.X,0,1),this._tiles[i.key]=new ht(i,this.tileSize));for(const t in this._tiles)n[t]||delete this._tiles[t]}freeRtt(t){for(const e in this._tiles){const r=this._tiles[e];(!t||r.tileID.equals(t)||r.tileID.isChildOf(t)||t.isChildOf(r.tileID))&&(r.rtt=[])}}getRenderableTiles(){return this._renderableTilesKeys.map((t=>this.getTileByID(t)))}getTileByID(t){return this._tiles[t]}getTerrainCoords(t){const r={};for(const n of this._renderableTilesKeys){const i=this._tiles[n].tileID;if(i.canonical.equals(t.canonical)){const i=t.clone();i.posMatrix=new Float64Array(16),e.aQ(i.posMatrix,0,e.X,0,e.X,0,1),r[n]=i}else if(i.canonical.isChildOf(t.canonical)){const a=t.clone();a.posMatrix=new Float64Array(16);const o=i.canonical.z-t.canonical.z,s=i.canonical.x-(i.canonical.x>>o<<o),l=i.canonical.y-(i.canonical.y>>o<<o),c=e.X>>o;e.aQ(a.posMatrix,0,c,0,c,0,1),e.J(a.posMatrix,a.posMatrix,[-s*c,-l*c,0]),r[n]=a}else if(t.canonical.isChildOf(i.canonical)){const a=t.clone();a.posMatrix=new Float64Array(16);const o=t.canonical.z-i.canonical.z,s=t.canonical.x-(t.canonical.x>>o<<o),l=t.canonical.y-(t.canonical.y>>o<<o),c=e.X>>o;e.aQ(a.posMatrix,0,e.X,0,e.X,0,1),e.J(a.posMatrix,a.posMatrix,[s*c,l*c,0]),e.K(a.posMatrix,a.posMatrix,[1/2**o,1/2**o,0]),r[n]=a}}return r}getSourceTile(t,e){const r=this.sourceCache._source;let n=t.overscaledZ-this.deltaZoom;if(n>r.maxzoom&&(n=r.maxzoom),n<r.minzoom)return null;this._sourceTileCache[t.key]||(this._sourceTileCache[t.key]=t.scaledTo(n).key);let i=this.sourceCache.getTileByID(this._sourceTileCache[t.key]);if((!i||!i.dem)&&e)for(;n>=r.minzoom&&(!i||!i.dem);)i=this.sourceCache.getTileByID(t.scaledTo(n--).key);return i}tilesAfterTime(t=Date.now()){return Object.values(this._tiles).filter((e=>e.timeAdded>=t))}}class Di{constructor(t,e,r){this.painter=t,this.sourceCache=new Oi(e),this.options=r,this.exaggeration=\"number\"==typeof r.exaggeration?r.exaggeration:1,this.qualityFactor=2,this.meshSize=128,this._demMatrixCache={},this.coordsIndex=[],this._coordsTextureSize=1024}getDEMElevation(t,r,n,i=e.X){var a;if(!(r>=0&&r<i&&n>=0&&n<i))return 0;const o=this.getTerrainData(t),s=null===(a=o.tile)||void 0===a?void 0:a.dem;if(!s)return 0;const l=function(t,e,r){var n=e[0],i=e[1];return t[0]=r[0]*n+r[4]*i+r[12],t[1]=r[1]*n+r[5]*i+r[13],t}([],[r/i*e.X,n/i*e.X],o.u_terrain_matrix),c=[l[0]*s.dim,l[1]*s.dim],u=Math.floor(c[0]),h=Math.floor(c[1]),f=c[0]-u,p=c[1]-h;return s.get(u,h)*(1-f)*(1-p)+s.get(u+1,h)*f*(1-p)+s.get(u,h+1)*(1-f)*p+s.get(u+1,h+1)*f*p}getElevationForLngLatZoom(t,r){const{tileID:n,mercatorX:i,mercatorY:a}=this._getOverscaledTileIDFromLngLatZoom(t,r);return this.getElevation(n,i%e.X,a%e.X,e.X)}getElevation(t,r,n,i=e.X){return this.getDEMElevation(t,r,n,i)*this.exaggeration}getTerrainData(t){if(!this._emptyDemTexture){const t=this.painter.context,r=new e.R({width:1,height:1},new Uint8Array(4));this._emptyDepthTexture=new w(t,r,t.gl.RGBA,{premultiply:!1}),this._emptyDemUnpack=[0,0,0,0],this._emptyDemTexture=new w(t,new e.R({width:1,height:1}),t.gl.RGBA,{premultiply:!1}),this._emptyDemTexture.bind(t.gl.NEAREST,t.gl.CLAMP_TO_EDGE),this._emptyDemMatrix=e.ao([])}const r=this.sourceCache.getSourceTile(t,!0);if(r&&r.dem&&(!r.demTexture||r.needsTerrainPrepare)){const t=this.painter.context;r.demTexture=this.painter.getTileTexture(r.dem.stride),r.demTexture?r.demTexture.update(r.dem.getPixels(),{premultiply:!1}):r.demTexture=new w(t,r.dem.getPixels(),t.gl.RGBA,{premultiply:!1}),r.demTexture.bind(t.gl.NEAREST,t.gl.CLAMP_TO_EDGE),r.needsTerrainPrepare=!1}const n=r&&r+r.tileID.key+t.key;if(n&&!this._demMatrixCache[n]){const n=this.sourceCache.sourceCache._source.maxzoom;let i=t.canonical.z-r.tileID.canonical.z;t.overscaledZ>t.canonical.z&&(t.canonical.z>=n?i=t.canonical.z-n:e.w(\"cannot calculate elevation if elevation maxzoom > source.maxzoom\"));const a=t.canonical.x-(t.canonical.x>>i<<i),o=t.canonical.y-(t.canonical.y>>i<<i),s=e.bb(new Float64Array(16),[1/(e.X<<i),1/(e.X<<i),0]);e.J(s,s,[a*e.X,o*e.X,0]),this._demMatrixCache[t.key]={matrix:s,coord:t}}return{u_depth:2,u_terrain:3,u_terrain_dim:r&&r.dem&&r.dem.dim||1,u_terrain_matrix:n?this._demMatrixCache[t.key].matrix:this._emptyDemMatrix,u_terrain_unpack:r&&r.dem&&r.dem.getUnpackVector()||this._emptyDemUnpack,u_terrain_exaggeration:this.exaggeration,texture:(r&&r.demTexture||this._emptyDemTexture).texture,depthTexture:(this._fboDepthTexture||this._emptyDepthTexture).texture,tile:r}}getFramebuffer(t){const e=this.painter,r=e.width/devicePixelRatio,n=e.height/devicePixelRatio;return!this._fbo||this._fbo.width===r&&this._fbo.height===n||(this._fbo.destroy(),this._fboCoordsTexture.destroy(),this._fboDepthTexture.destroy(),delete this._fbo,delete this._fboDepthTexture,delete this._fboCoordsTexture),this._fboCoordsTexture||(this._fboCoordsTexture=new w(e.context,{width:r,height:n,data:null},e.context.gl.RGBA,{premultiply:!1}),this._fboCoordsTexture.bind(e.context.gl.NEAREST,e.context.gl.CLAMP_TO_EDGE)),this._fboDepthTexture||(this._fboDepthTexture=new w(e.context,{width:r,height:n,data:null},e.context.gl.RGBA,{premultiply:!1}),this._fboDepthTexture.bind(e.context.gl.NEAREST,e.context.gl.CLAMP_TO_EDGE)),this._fbo||(this._fbo=e.context.createFramebuffer(r,n,!0,!1),this._fbo.depthAttachment.set(e.context.createRenderbuffer(e.context.gl.DEPTH_COMPONENT16,r,n))),this._fbo.colorAttachment.set(\"coords\"===t?this._fboCoordsTexture.texture:this._fboDepthTexture.texture),this._fbo}getCoordsTexture(){const t=this.painter.context;if(this._coordsTexture)return this._coordsTexture;const r=new Uint8Array(this._coordsTextureSize*this._coordsTextureSize*4);for(let t=0,e=0;t<this._coordsTextureSize;t++)for(let n=0;n<this._coordsTextureSize;n++,e+=4)r[e+0]=255&n,r[e+1]=255&t,r[e+2]=n>>8<<4|t>>8,r[e+3]=0;const n=new e.R({width:this._coordsTextureSize,height:this._coordsTextureSize},new Uint8Array(r.buffer)),i=new w(t,n,t.gl.RGBA,{premultiply:!1});return i.bind(t.gl.NEAREST,t.gl.CLAMP_TO_EDGE),this._coordsTexture=i,i}pointCoordinate(t){this.painter.maybeDrawDepthAndCoords(!0);const r=new Uint8Array(4),n=this.painter.context,i=n.gl,a=Math.round(t.x*this.painter.pixelRatio/devicePixelRatio),o=Math.round(t.y*this.painter.pixelRatio/devicePixelRatio),s=Math.round(this.painter.height/devicePixelRatio);n.bindFramebuffer.set(this.getFramebuffer(\"coords\").framebuffer),i.readPixels(a,s-o-1,1,1,i.RGBA,i.UNSIGNED_BYTE,r),n.bindFramebuffer.set(null);const l=r[0]+(r[2]>>4<<8),c=r[1]+((15&r[2])<<8),u=this.coordsIndex[255-r[3]],h=u&&this.sourceCache.getTileByID(u);if(!h)return null;const f=this._coordsTextureSize,p=(1<<h.tileID.canonical.z)*f;return new e.Z((h.tileID.canonical.x*f+l)/p+h.tileID.wrap,(h.tileID.canonical.y*f+c)/p,this.getElevation(h.tileID,l,c,f))}depthAtPoint(t){const e=new Uint8Array(4),r=this.painter.context,n=r.gl;return r.bindFramebuffer.set(this.getFramebuffer(\"depth\").framebuffer),n.readPixels(t.x,this.painter.height/devicePixelRatio-t.y-1,1,1,n.RGBA,n.UNSIGNED_BYTE,e),r.bindFramebuffer.set(null),(e[0]/16777216+e[1]/65536+e[2]/256+e[3])/256}getTerrainMesh(){if(this._mesh)return this._mesh;const t=this.painter.context,r=new e.bc,n=new e.aY,i=this.meshSize,a=e.X/i,o=i*i;for(let t=0;t<=i;t++)for(let e=0;e<=i;e++)r.emplaceBack(e*a,t*a,0);for(let t=0;t<o;t+=i+1)for(let e=0;e<i;e++)n.emplaceBack(e+t,i+e+t+1,i+e+t+2),n.emplaceBack(e+t,i+e+t+2,e+t+1);const s=r.length,l=s+2*(i+1);for(const t of[0,1])for(let n=0;n<=i;n++)for(const i of[0,1])r.emplaceBack(n*a,t*e.X,i);for(let t=0;t<2*i;t+=2)n.emplaceBack(l+t,l+t+1,l+t+3),n.emplaceBack(l+t,l+t+3,l+t+2),n.emplaceBack(s+t,s+t+3,s+t+1),n.emplaceBack(s+t,s+t+2,s+t+3);const c=r.length,u=c+2*(i+1);for(const t of[0,1])for(let n=0;n<=i;n++)for(const i of[0,1])r.emplaceBack(t*e.X,n*a,i);for(let t=0;t<2*i;t+=2)n.emplaceBack(c+t,c+t+1,c+t+3),n.emplaceBack(c+t,c+t+3,c+t+2),n.emplaceBack(u+t,u+t+3,u+t+1),n.emplaceBack(u+t,u+t+2,u+t+3);return this._mesh=new wn(t.createVertexBuffer(r,zi.members),t.createIndexBuffer(n),e.a0.simpleSegment(0,0,r.length,n.length)),this._mesh}getMeshFrameDelta(t){return 2*Math.PI*e.bd/Math.pow(2,t)/5}getMinTileElevationForLngLatZoom(t,e){var r;const{tileID:n}=this._getOverscaledTileIDFromLngLatZoom(t,e);return null!==(r=this.getMinMaxElevation(n).minElevation)&&void 0!==r?r:0}getMinMaxElevation(t){const e=this.getTerrainData(t).tile,r={minElevation:null,maxElevation:null};return e&&e.dem&&(r.minElevation=e.dem.min*this.exaggeration,r.maxElevation=e.dem.max*this.exaggeration),r}_getOverscaledTileIDFromLngLatZoom(t,r){const n=e.Z.fromLngLat(t.wrap()),i=(1<<r)*e.X,a=n.x*i,o=n.y*i,s=Math.floor(a/e.X),l=Math.floor(o/e.X);return{tileID:new e.S(r,0,r,s,l),mercatorX:a,mercatorY:o}}}class Ri{constructor(t,e,r){this._context=t,this._size=e,this._tileSize=r,this._objects=[],this._recentlyUsed=[],this._stamp=0}destruct(){for(const t of this._objects)t.texture.destroy(),t.fbo.destroy()}_createObject(t){const e=this._context.createFramebuffer(this._tileSize,this._tileSize,!0,!0),r=new w(this._context,{width:this._tileSize,height:this._tileSize,data:null},this._context.gl.RGBA);return r.bind(this._context.gl.LINEAR,this._context.gl.CLAMP_TO_EDGE),e.depthAttachment.set(this._context.createRenderbuffer(this._context.gl.DEPTH_STENCIL,this._tileSize,this._tileSize)),e.colorAttachment.set(r.texture),{id:t,fbo:e,texture:r,stamp:-1,inUse:!1}}getObjectForId(t){return this._objects[t]}useObject(t){t.inUse=!0,this._recentlyUsed=this._recentlyUsed.filter((e=>t.id!==e)),this._recentlyUsed.push(t.id)}stampObject(t){t.stamp=++this._stamp}getOrCreateFreeObject(){for(const t of this._recentlyUsed)if(!this._objects[t].inUse)return this._objects[t];if(this._objects.length>=this._size)throw new Error(\"No free RenderPool available, call freeAllObjects() required!\");const t=this._createObject(this._objects.length);return this._objects.push(t),t}freeObject(t){t.inUse=!1}freeAllObjects(){for(const t of this._objects)this.freeObject(t)}isFull(){return!(this._objects.length<this._size)&&!1===this._objects.some((t=>!t.inUse))}}const Fi={background:!0,fill:!0,line:!0,raster:!0,hillshade:!0};class Bi{constructor(t,e){this.painter=t,this.terrain=e,this.pool=new Ri(t.context,30,e.sourceCache.tileSize*e.qualityFactor)}destruct(){this.pool.destruct()}getTexture(t){return this.pool.getObjectForId(t.rtt[this._stacks.length-1].id).texture}prepareForRender(t,e){this._stacks=[],this._prevType=null,this._rttTiles=[],this._renderableTiles=this.terrain.sourceCache.getRenderableTiles(),this._renderableLayerIds=t._order.filter((r=>!t._layers[r].isHidden(e))),this._coordsDescendingInv={};for(const e in t.sourceCaches){this._coordsDescendingInv[e]={};const r=t.sourceCaches[e].getVisibleCoordinates();for(const t of r){const r=this.terrain.sourceCache.getTerrainCoords(t);for(const t in r)this._coordsDescendingInv[e][t]||(this._coordsDescendingInv[e][t]=[]),this._coordsDescendingInv[e][t].push(r[t])}}this._coordsDescendingInvStr={};for(const e of t._order){const r=t._layers[e],n=r.source;if(Fi[r.type]&&!this._coordsDescendingInvStr[n]){this._coordsDescendingInvStr[n]={};for(const t in this._coordsDescendingInv[n])this._coordsDescendingInvStr[n][t]=this._coordsDescendingInv[n][t].map((t=>t.key)).sort().join()}}for(const t of this._renderableTiles)for(const e in this._coordsDescendingInvStr){const r=this._coordsDescendingInvStr[e][t.tileID.key];r&&r!==t.rttCoords[e]&&(t.rtt=[])}}renderLayer(t){if(t.isHidden(this.painter.transform.zoom))return!1;const r=t.type,n=this.painter,i=this._renderableLayerIds[this._renderableLayerIds.length-1]===t.id;if(Fi[r]&&(this._prevType&&Fi[this._prevType]||this._stacks.push([]),this._prevType=r,this._stacks[this._stacks.length-1].push(t.id),!i))return!0;if(Fi[this._prevType]||Fi[r]&&i){this._prevType=r;const t=this._stacks.length-1,i=this._stacks[t]||[];for(const r of this._renderableTiles){if(this.pool.isFull()&&(bn(this.painter,this.terrain,this._rttTiles),this._rttTiles=[],this.pool.freeAllObjects()),this._rttTiles.push(r),r.rtt[t]){const e=this.pool.getObjectForId(r.rtt[t].id);if(e.stamp===r.rtt[t].stamp){this.pool.useObject(e);continue}}const a=this.pool.getOrCreateFreeObject();this.pool.useObject(a),this.pool.stampObject(a),r.rtt[t]={id:a.id,stamp:a.stamp},n.context.bindFramebuffer.set(a.fbo.framebuffer),n.context.clear({color:e.aN.transparent,stencil:0}),n.currentStencilSource=void 0;for(let t=0;t<i.length;t++){const e=n.style._layers[i[t]],o=e.source?this._coordsDescendingInv[e.source][r.tileID.key]:[r.tileID];n.context.viewport.set([0,0,a.fbo.width,a.fbo.height]),n._renderTileClippingMasks(e,o),n.renderLayer(n,n.style.sourceCaches[e.source],e,o),e.source&&(r.rttCoords[e.source]=this._coordsDescendingInvStr[e.source][r.tileID.key])}}return bn(this.painter,this.terrain,this._rttTiles),this._rttTiles=[],this.pool.freeAllObjects(),Fi[r]}return!1}}const Ni={\"AttributionControl.ToggleAttribution\":\"Toggle attribution\",\"AttributionControl.MapFeedback\":\"Map feedback\",\"FullscreenControl.Enter\":\"Enter fullscreen\",\"FullscreenControl.Exit\":\"Exit fullscreen\",\"GeolocateControl.FindMyLocation\":\"Find my location\",\"GeolocateControl.LocationNotAvailable\":\"Location not available\",\"LogoControl.Title\":\"MapLibre logo\",\"Map.Title\":\"Map\",\"Marker.Title\":\"Map marker\",\"NavigationControl.ResetBearing\":\"Reset bearing to north\",\"NavigationControl.ZoomIn\":\"Zoom in\",\"NavigationControl.ZoomOut\":\"Zoom out\",\"Popup.Close\":\"Close popup\",\"ScaleControl.Feet\":\"ft\",\"ScaleControl.Meters\":\"m\",\"ScaleControl.Kilometers\":\"km\",\"ScaleControl.Miles\":\"mi\",\"ScaleControl.NauticalMiles\":\"nm\",\"TerrainControl.Enable\":\"Enable terrain\",\"TerrainControl.Disable\":\"Disable terrain\",\"CooperativeGesturesHandler.WindowsHelpText\":\"Use Ctrl + scroll to zoom the map\",\"CooperativeGesturesHandler.MacHelpText\":\"Use ⌘ + scroll to zoom the map\",\"CooperativeGesturesHandler.MobileHelpText\":\"Use two fingers to move the map\"},ji=r,Ui={hash:!1,interactive:!0,bearingSnap:7,attributionControl:Ci,maplibreLogo:!1,failIfMajorPerformanceCaveat:!1,preserveDrawingBuffer:!1,refreshExpiredTiles:!0,scrollZoom:!0,minZoom:-2,maxZoom:22,minPitch:0,maxPitch:60,boxZoom:!0,dragRotate:!0,dragPan:!0,keyboard:!0,doubleClickZoom:!0,touchZoomRotate:!0,touchPitch:!0,cooperativeGestures:!1,trackResize:!0,center:[0,0],zoom:0,bearing:0,pitch:0,renderWorldCopies:!0,maxTileCacheSize:null,maxTileCacheZoomLevels:e.a.MAX_TILE_CACHE_ZOOM_LEVELS,transformRequest:null,transformCameraUpdate:null,fadeDuration:300,crossSourceCollisions:!0,clickTolerance:3,localIdeographFontFamily:\"sans-serif\",pitchWithRotate:!0,validateStyle:!0,maxCanvasSize:[4096,4096],cancelPendingTileRequestsWhileZooming:!0};const Vi=t=>{t.touchstart=t.dragStart,t.touchmoveWindow=t.dragMove,t.touchend=t.dragEnd},qi={showCompass:!0,showZoom:!0,visualizePitch:!1};class Hi{constructor(t,r,n=!1){this.mousedown=t=>{this.startMouse(e.e({},t,{ctrlKey:!0,preventDefault:()=>t.preventDefault()}),o.mousePos(this.element,t)),o.addEventListener(window,\"mousemove\",this.mousemove),o.addEventListener(window,\"mouseup\",this.mouseup)},this.mousemove=t=>{this.moveMouse(t,o.mousePos(this.element,t))},this.mouseup=t=>{this.mouseRotate.dragEnd(t),this.mousePitch&&this.mousePitch.dragEnd(t),this.offTemp()},this.touchstart=t=>{1!==t.targetTouches.length?this.reset():(this._startPos=this._lastPos=o.touchPos(this.element,t.targetTouches)[0],this.startTouch(t,this._startPos),o.addEventListener(window,\"touchmove\",this.touchmove,{passive:!1}),o.addEventListener(window,\"touchend\",this.touchend))},this.touchmove=t=>{1!==t.targetTouches.length?this.reset():(this._lastPos=o.touchPos(this.element,t.targetTouches)[0],this.moveTouch(t,this._lastPos))},this.touchend=t=>{0===t.targetTouches.length&&this._startPos&&this._lastPos&&this._startPos.dist(this._lastPos)<this._clickTolerance&&this.element.click(),delete this._startPos,delete this._lastPos,this.offTemp()},this.reset=()=>{this.mouseRotate.reset(),this.mousePitch&&this.mousePitch.reset(),this.touchRotate.reset(),this.touchPitch&&this.touchPitch.reset(),delete this._startPos,delete this._lastPos,this.offTemp()},this._clickTolerance=10;const i=t.dragRotate._mouseRotate.getClickTolerance(),a=t.dragRotate._mousePitch.getClickTolerance();this.element=r,this.mouseRotate=ei({clickTolerance:i,enable:!0}),this.touchRotate=(({enable:t,clickTolerance:e,bearingDegreesPerPixelMoved:r=.8})=>{const n=new Qn;return new $n({clickTolerance:e,move:(t,e)=>({bearingDelta:(e.x-t.x)*r}),moveStateManager:n,enable:t,assignEvents:Vi})})({clickTolerance:i,enable:!0}),this.map=t,n&&(this.mousePitch=ri({clickTolerance:a,enable:!0}),this.touchPitch=(({enable:t,clickTolerance:e,pitchDegreesPerPixelMoved:r=-.5})=>{const n=new Qn;return new $n({clickTolerance:e,move:(t,e)=>({pitchDelta:(e.y-t.y)*r}),moveStateManager:n,enable:t,assignEvents:Vi})})({clickTolerance:a,enable:!0})),o.addEventListener(r,\"mousedown\",this.mousedown),o.addEventListener(r,\"touchstart\",this.touchstart,{passive:!1}),o.addEventListener(r,\"touchcancel\",this.reset)}startMouse(t,e){this.mouseRotate.dragStart(t,e),this.mousePitch&&this.mousePitch.dragStart(t,e),o.disableDrag()}startTouch(t,e){this.touchRotate.dragStart(t,e),this.touchPitch&&this.touchPitch.dragStart(t,e),o.disableDrag()}moveMouse(t,e){const r=this.map,{bearingDelta:n}=this.mouseRotate.dragMove(t,e)||{};if(n&&r.setBearing(r.getBearing()+n),this.mousePitch){const{pitchDelta:n}=this.mousePitch.dragMove(t,e)||{};n&&r.setPitch(r.getPitch()+n)}}moveTouch(t,e){const r=this.map,{bearingDelta:n}=this.touchRotate.dragMove(t,e)||{};if(n&&r.setBearing(r.getBearing()+n),this.touchPitch){const{pitchDelta:n}=this.touchPitch.dragMove(t,e)||{};n&&r.setPitch(r.getPitch()+n)}}off(){const t=this.element;o.removeEventListener(t,\"mousedown\",this.mousedown),o.removeEventListener(t,\"touchstart\",this.touchstart,{passive:!1}),o.removeEventListener(window,\"touchmove\",this.touchmove,{passive:!1}),o.removeEventListener(window,\"touchend\",this.touchend),o.removeEventListener(t,\"touchcancel\",this.reset),this.offTemp()}offTemp(){o.enableDrag(),o.removeEventListener(window,\"mousemove\",this.mousemove),o.removeEventListener(window,\"mouseup\",this.mouseup),o.removeEventListener(window,\"touchmove\",this.touchmove,{passive:!1}),o.removeEventListener(window,\"touchend\",this.touchend)}}let Gi;function Zi(t,r,n){const i=new e.N(t.lng,t.lat);if(t=new e.N(t.lng,t.lat),r){const i=new e.N(t.lng-360,t.lat),a=new e.N(t.lng+360,t.lat),o=n.locationPoint(t).distSqr(r);n.locationPoint(i).distSqr(r)<o?t=i:n.locationPoint(a).distSqr(r)<o&&(t=a)}for(;Math.abs(t.lng-n.center.lng)>180;){const e=n.locationPoint(t);if(e.x>=0&&e.y>=0&&e.x<=n.width&&e.y<=n.height)break;t.lng>n.center.lng?t.lng-=360:t.lng+=360}return t.lng!==i.lng&&n.locationPoint(t).y>n.height/2-n.getHorizon()?t:i}const Wi={center:\"translate(-50%,-50%)\",top:\"translate(-50%,0)\",\"top-left\":\"translate(0,0)\",\"top-right\":\"translate(-100%,0)\",bottom:\"translate(-50%,-100%)\",\"bottom-left\":\"translate(0,-100%)\",\"bottom-right\":\"translate(-100%,-100%)\",left:\"translate(0,-50%)\",right:\"translate(-100%,-50%)\"};function Yi(t,e,r){const n=t.classList;for(const t in Wi)n.remove(`maplibregl-${r}-anchor-${t}`);n.add(`maplibregl-${r}-anchor-${e}`)}class Xi extends e.E{constructor(t){if(super(),this._onKeyPress=t=>{const e=t.code,r=t.charCode||t.keyCode;\"Space\"!==e&&\"Enter\"!==e&&32!==r&&13!==r||this.togglePopup()},this._onMapClick=t=>{const e=t.originalEvent.target,r=this._element;this._popup&&(e===r||r.contains(e))&&this.togglePopup()},this._update=t=>{var e;if(!this._map)return;const r=this._map.loaded()&&!this._map.isMoving();(\"terrain\"===(null==t?void 0:t.type)||\"render\"===(null==t?void 0:t.type)&&!r)&&this._map.once(\"render\",this._update),this._map.transform.renderWorldCopies?this._lngLat=Zi(this._lngLat,this._flatPos,this._map.transform):this._lngLat=null===(e=this._lngLat)||void 0===e?void 0:e.wrap(),this._flatPos=this._pos=this._map.project(this._lngLat)._add(this._offset),this._map.terrain&&(this._flatPos=this._map.transform.locationPoint(this._lngLat)._add(this._offset));let n=\"\";\"viewport\"===this._rotationAlignment||\"auto\"===this._rotationAlignment?n=`rotateZ(${this._rotation}deg)`:\"map\"===this._rotationAlignment&&(n=`rotateZ(${this._rotation-this._map.getBearing()}deg)`);let i=\"\";\"viewport\"===this._pitchAlignment||\"auto\"===this._pitchAlignment?i=\"rotateX(0deg)\":\"map\"===this._pitchAlignment&&(i=`rotateX(${this._map.getPitch()}deg)`),this._subpixelPositioning||t&&\"moveend\"!==t.type||(this._pos=this._pos.round()),o.setTransform(this._element,`${Wi[this._anchor]} translate(${this._pos.x}px, ${this._pos.y}px) ${i} ${n}`),a.frameAsync(new AbortController).then((()=>{this._updateOpacity(t&&\"moveend\"===t.type)})).catch((()=>{}))},this._onMove=t=>{if(!this._isDragging){const e=this._clickTolerance||this._map._clickTolerance;this._isDragging=t.point.dist(this._pointerdownPos)>=e}this._isDragging&&(this._pos=t.point.sub(this._positionDelta),this._lngLat=this._map.unproject(this._pos),this.setLngLat(this._lngLat),this._element.style.pointerEvents=\"none\",\"pending\"===this._state&&(this._state=\"active\",this.fire(new e.k(\"dragstart\"))),this.fire(new e.k(\"drag\")))},this._onUp=()=>{this._element.style.pointerEvents=\"auto\",this._positionDelta=null,this._pointerdownPos=null,this._isDragging=!1,this._map.off(\"mousemove\",this._onMove),this._map.off(\"touchmove\",this._onMove),\"active\"===this._state&&this.fire(new e.k(\"dragend\")),this._state=\"inactive\"},this._addDragHandler=t=>{this._element.contains(t.originalEvent.target)&&(t.preventDefault(),this._positionDelta=t.point.sub(this._pos).add(this._offset),this._pointerdownPos=t.point,this._state=\"pending\",this._map.on(\"mousemove\",this._onMove),this._map.on(\"touchmove\",this._onMove),this._map.once(\"mouseup\",this._onUp),this._map.once(\"touchend\",this._onUp))},this._anchor=t&&t.anchor||\"center\",this._color=t&&t.color||\"#3FB1CE\",this._scale=t&&t.scale||1,this._draggable=t&&t.draggable||!1,this._clickTolerance=t&&t.clickTolerance||0,this._subpixelPositioning=t&&t.subpixelPositioning||!1,this._isDragging=!1,this._state=\"inactive\",this._rotation=t&&t.rotation||0,this._rotationAlignment=t&&t.rotationAlignment||\"auto\",this._pitchAlignment=t&&t.pitchAlignment&&\"auto\"!==t.pitchAlignment?t.pitchAlignment:this._rotationAlignment,this.setOpacity(),this.setOpacity(null==t?void 0:t.opacity,null==t?void 0:t.opacityWhenCovered),t&&t.element)this._element=t.element,this._offset=e.P.convert(t&&t.offset||[0,0]);else{this._defaultMarker=!0,this._element=o.create(\"div\");const r=o.createNS(\"http://www.w3.org/2000/svg\",\"svg\"),n=41,i=27;r.setAttributeNS(null,\"display\",\"block\"),r.setAttributeNS(null,\"height\",`${n}px`),r.setAttributeNS(null,\"width\",`${i}px`),r.setAttributeNS(null,\"viewBox\",`0 0 ${i} ${n}`);const a=o.createNS(\"http://www.w3.org/2000/svg\",\"g\");a.setAttributeNS(null,\"stroke\",\"none\"),a.setAttributeNS(null,\"stroke-width\",\"1\"),a.setAttributeNS(null,\"fill\",\"none\"),a.setAttributeNS(null,\"fill-rule\",\"evenodd\");const s=o.createNS(\"http://www.w3.org/2000/svg\",\"g\");s.setAttributeNS(null,\"fill-rule\",\"nonzero\");const l=o.createNS(\"http://www.w3.org/2000/svg\",\"g\");l.setAttributeNS(null,\"transform\",\"translate(3.0, 29.0)\"),l.setAttributeNS(null,\"fill\",\"#000000\");const c=[{rx:\"10.5\",ry:\"5.25002273\"},{rx:\"10.5\",ry:\"5.25002273\"},{rx:\"9.5\",ry:\"4.77275007\"},{rx:\"8.5\",ry:\"4.29549936\"},{rx:\"7.5\",ry:\"3.81822308\"},{rx:\"6.5\",ry:\"3.34094679\"},{rx:\"5.5\",ry:\"2.86367051\"},{rx:\"4.5\",ry:\"2.38636864\"}];for(const t of c){const e=o.createNS(\"http://www.w3.org/2000/svg\",\"ellipse\");e.setAttributeNS(null,\"opacity\",\"0.04\"),e.setAttributeNS(null,\"cx\",\"10.5\"),e.setAttributeNS(null,\"cy\",\"5.80029008\"),e.setAttributeNS(null,\"rx\",t.rx),e.setAttributeNS(null,\"ry\",t.ry),l.appendChild(e)}const u=o.createNS(\"http://www.w3.org/2000/svg\",\"g\");u.setAttributeNS(null,\"fill\",this._color);const h=o.createNS(\"http://www.w3.org/2000/svg\",\"path\");h.setAttributeNS(null,\"d\",\"M27,13.5 C27,19.074644 20.250001,27.000002 14.75,34.500002 C14.016665,35.500004 12.983335,35.500004 12.25,34.500002 C6.7499993,27.000002 0,19.222562 0,13.5 C0,6.0441559 6.0441559,0 13.5,0 C20.955844,0 27,6.0441559 27,13.5 Z\"),u.appendChild(h);const f=o.createNS(\"http://www.w3.org/2000/svg\",\"g\");f.setAttributeNS(null,\"opacity\",\"0.25\"),f.setAttributeNS(null,\"fill\",\"#000000\");const p=o.createNS(\"http://www.w3.org/2000/svg\",\"path\");p.setAttributeNS(null,\"d\",\"M13.5,0 C6.0441559,0 0,6.0441559 0,13.5 C0,19.222562 6.7499993,27 12.25,34.5 C13,35.522727 14.016664,35.500004 14.75,34.5 C20.250001,27 27,19.074644 27,13.5 C27,6.0441559 20.955844,0 13.5,0 Z M13.5,1 C20.415404,1 26,6.584596 26,13.5 C26,15.898657 24.495584,19.181431 22.220703,22.738281 C19.945823,26.295132 16.705119,30.142167 13.943359,33.908203 C13.743445,34.180814 13.612715,34.322738 13.5,34.441406 C13.387285,34.322738 13.256555,34.180814 13.056641,33.908203 C10.284481,30.127985 7.4148684,26.314159 5.015625,22.773438 C2.6163816,19.232715 1,15.953538 1,13.5 C1,6.584596 6.584596,1 13.5,1 Z\"),f.appendChild(p);const d=o.createNS(\"http://www.w3.org/2000/svg\",\"g\");d.setAttributeNS(null,\"transform\",\"translate(6.0, 7.0)\"),d.setAttributeNS(null,\"fill\",\"#FFFFFF\");const m=o.createNS(\"http://www.w3.org/2000/svg\",\"g\");m.setAttributeNS(null,\"transform\",\"translate(8.0, 8.0)\");const g=o.createNS(\"http://www.w3.org/2000/svg\",\"circle\");g.setAttributeNS(null,\"fill\",\"#000000\"),g.setAttributeNS(null,\"opacity\",\"0.25\"),g.setAttributeNS(null,\"cx\",\"5.5\"),g.setAttributeNS(null,\"cy\",\"5.5\"),g.setAttributeNS(null,\"r\",\"5.4999962\");const y=o.createNS(\"http://www.w3.org/2000/svg\",\"circle\");y.setAttributeNS(null,\"fill\",\"#FFFFFF\"),y.setAttributeNS(null,\"cx\",\"5.5\"),y.setAttributeNS(null,\"cy\",\"5.5\"),y.setAttributeNS(null,\"r\",\"5.4999962\"),m.appendChild(g),m.appendChild(y),s.appendChild(l),s.appendChild(u),s.appendChild(f),s.appendChild(d),s.appendChild(m),r.appendChild(s),r.setAttributeNS(null,\"height\",n*this._scale+\"px\"),r.setAttributeNS(null,\"width\",i*this._scale+\"px\"),this._element.appendChild(r),this._offset=e.P.convert(t&&t.offset||[0,-14])}if(this._element.classList.add(\"maplibregl-marker\"),this._element.addEventListener(\"dragstart\",(t=>{t.preventDefault()})),this._element.addEventListener(\"mousedown\",(t=>{t.preventDefault()})),Yi(this._element,this._anchor,\"marker\"),t&&t.className)for(const e of t.className.split(\" \"))this._element.classList.add(e);this._popup=null}addTo(t){return this.remove(),this._map=t,this._element.setAttribute(\"aria-label\",t._getUIString(\"Marker.Title\")),t.getCanvasContainer().appendChild(this._element),t.on(\"move\",this._update),t.on(\"moveend\",this._update),t.on(\"terrain\",this._update),this.setDraggable(this._draggable),this._update(),this._map.on(\"click\",this._onMapClick),this}remove(){return this._opacityTimeout&&(clearTimeout(this._opacityTimeout),delete this._opacityTimeout),this._map&&(this._map.off(\"click\",this._onMapClick),this._map.off(\"move\",this._update),this._map.off(\"moveend\",this._update),this._map.off(\"terrain\",this._update),this._map.off(\"mousedown\",this._addDragHandler),this._map.off(\"touchstart\",this._addDragHandler),this._map.off(\"mouseup\",this._onUp),this._map.off(\"touchend\",this._onUp),this._map.off(\"mousemove\",this._onMove),this._map.off(\"touchmove\",this._onMove),delete this._map),o.remove(this._element),this._popup&&this._popup.remove(),this}getLngLat(){return this._lngLat}setLngLat(t){return this._lngLat=e.N.convert(t),this._pos=null,this._popup&&this._popup.setLngLat(this._lngLat),this._update(),this}getElement(){return this._element}setPopup(t){if(this._popup&&(this._popup.remove(),this._popup=null,this._element.removeEventListener(\"keypress\",this._onKeyPress),this._originalTabIndex||this._element.removeAttribute(\"tabindex\")),t){if(!(\"offset\"in t.options)){const e=38.1,r=13.5,n=Math.abs(r)/Math.SQRT2;t.options.offset=this._defaultMarker?{top:[0,0],\"top-left\":[0,0],\"top-right\":[0,0],bottom:[0,-e],\"bottom-left\":[n,-1*(e-r+n)],\"bottom-right\":[-n,-1*(e-r+n)],left:[r,-1*(e-r)],right:[-r,-1*(e-r)]}:this._offset}this._popup=t,this._originalTabIndex=this._element.getAttribute(\"tabindex\"),this._originalTabIndex||this._element.setAttribute(\"tabindex\",\"0\"),this._element.addEventListener(\"keypress\",this._onKeyPress)}return this}setSubpixelPositioning(t){return this._subpixelPositioning=t,this}getPopup(){return this._popup}togglePopup(){const t=this._popup;return this._element.style.opacity===this._opacityWhenCovered?this:t?(t.isOpen()?t.remove():(t.setLngLat(this._lngLat),t.addTo(this._map)),this):this}_updateOpacity(t=!1){var r,n;if(!(null===(r=this._map)||void 0===r?void 0:r.terrain))return void(this._element.style.opacity!==this._opacity&&(this._element.style.opacity=this._opacity));if(t)this._opacityTimeout=null;else{if(this._opacityTimeout)return;this._opacityTimeout=setTimeout((()=>{this._opacityTimeout=null}),100)}const i=this._map,a=i.terrain.depthAtPoint(this._pos),o=i.terrain.getElevationForLngLatZoom(this._lngLat,i.transform.tileZoom);if(i.transform.lngLatToCameraDepth(this._lngLat,o)-a<.006)return void(this._element.style.opacity=this._opacity);const s=-this._offset.y/i.transform._pixelPerMeter,l=Math.sin(i.getPitch()*Math.PI/180)*s,c=i.terrain.depthAtPoint(new e.P(this._pos.x,this._pos.y-this._offset.y)),u=i.transform.lngLatToCameraDepth(this._lngLat,o+l)-c>.006;(null===(n=this._popup)||void 0===n?void 0:n.isOpen())&&u&&this._popup.remove(),this._element.style.opacity=u?this._opacityWhenCovered:this._opacity}getOffset(){return this._offset}setOffset(t){return this._offset=e.P.convert(t),this._update(),this}addClassName(t){this._element.classList.add(t)}removeClassName(t){this._element.classList.remove(t)}toggleClassName(t){return this._element.classList.toggle(t)}setDraggable(t){return this._draggable=!!t,this._map&&(t?(this._map.on(\"mousedown\",this._addDragHandler),this._map.on(\"touchstart\",this._addDragHandler)):(this._map.off(\"mousedown\",this._addDragHandler),this._map.off(\"touchstart\",this._addDragHandler))),this}isDraggable(){return this._draggable}setRotation(t){return this._rotation=t||0,this._update(),this}getRotation(){return this._rotation}setRotationAlignment(t){return this._rotationAlignment=t||\"auto\",this._update(),this}getRotationAlignment(){return this._rotationAlignment}setPitchAlignment(t){return this._pitchAlignment=t&&\"auto\"!==t?t:this._rotationAlignment,this._update(),this}getPitchAlignment(){return this._pitchAlignment}setOpacity(t,e){return void 0===t&&void 0===e&&(this._opacity=\"1\",this._opacityWhenCovered=\"0.2\"),void 0!==t&&(this._opacity=t),void 0!==e&&(this._opacityWhenCovered=e),this._map&&this._updateOpacity(!0),this}}const $i={positionOptions:{enableHighAccuracy:!1,maximumAge:0,timeout:6e3},fitBoundsOptions:{maxZoom:15},trackUserLocation:!1,showAccuracyCircle:!0,showUserLocation:!0};let Ji=0,Ki=!1;class Qi extends e.E{constructor(t){super(),this._onSuccess=t=>{if(this._map){if(this._isOutOfMapMaxBounds(t))return this._setErrorState(),this.fire(new e.k(\"outofmaxbounds\",t)),this._updateMarker(),void this._finish();if(this.options.trackUserLocation)switch(this._lastKnownPosition=t,this._watchState){case\"WAITING_ACTIVE\":case\"ACTIVE_LOCK\":case\"ACTIVE_ERROR\":this._watchState=\"ACTIVE_LOCK\",this._geolocateButton.classList.remove(\"maplibregl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"maplibregl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.add(\"maplibregl-ctrl-geolocate-active\");break;case\"BACKGROUND\":case\"BACKGROUND_ERROR\":this._watchState=\"BACKGROUND\",this._geolocateButton.classList.remove(\"maplibregl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"maplibregl-ctrl-geolocate-background-error\"),this._geolocateButton.classList.add(\"maplibregl-ctrl-geolocate-background\");break;default:throw new Error(`Unexpected watchState ${this._watchState}`)}this.options.showUserLocation&&\"OFF\"!==this._watchState&&this._updateMarker(t),this.options.trackUserLocation&&\"ACTIVE_LOCK\"!==this._watchState||this._updateCamera(t),this.options.showUserLocation&&this._dotElement.classList.remove(\"maplibregl-user-location-dot-stale\"),this.fire(new e.k(\"geolocate\",t)),this._finish()}},this._updateCamera=t=>{const r=new e.N(t.coords.longitude,t.coords.latitude),n=t.coords.accuracy,i=this._map.getBearing(),a=e.e({bearing:i},this.options.fitBoundsOptions),o=X.fromLngLat(r,n);this._map.fitBounds(o,a,{geolocateSource:!0})},this._updateMarker=t=>{if(t){const r=new e.N(t.coords.longitude,t.coords.latitude);this._accuracyCircleMarker.setLngLat(r).addTo(this._map),this._userLocationDotMarker.setLngLat(r).addTo(this._map),this._accuracy=t.coords.accuracy,this.options.showUserLocation&&this.options.showAccuracyCircle&&this._updateCircleRadius()}else this._userLocationDotMarker.remove(),this._accuracyCircleMarker.remove()},this._onZoom=()=>{this.options.showUserLocation&&this.options.showAccuracyCircle&&this._updateCircleRadius()},this._onError=t=>{if(this._map){if(this.options.trackUserLocation)if(1===t.code){this._watchState=\"OFF\",this._geolocateButton.classList.remove(\"maplibregl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"maplibregl-ctrl-geolocate-active\"),this._geolocateButton.classList.remove(\"maplibregl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.remove(\"maplibregl-ctrl-geolocate-background\"),this._geolocateButton.classList.remove(\"maplibregl-ctrl-geolocate-background-error\"),this._geolocateButton.disabled=!0;const t=this._map._getUIString(\"GeolocateControl.LocationNotAvailable\");this._geolocateButton.title=t,this._geolocateButton.setAttribute(\"aria-label\",t),void 0!==this._geolocationWatchID&&this._clearWatch()}else{if(3===t.code&&Ki)return;this._setErrorState()}\"OFF\"!==this._watchState&&this.options.showUserLocation&&this._dotElement.classList.add(\"maplibregl-user-location-dot-stale\"),this.fire(new e.k(\"error\",t)),this._finish()}},this._finish=()=>{this._timeoutId&&clearTimeout(this._timeoutId),this._timeoutId=void 0},this._setupUI=()=>{this._map&&(this._container.addEventListener(\"contextmenu\",(t=>t.preventDefault())),this._geolocateButton=o.create(\"button\",\"maplibregl-ctrl-geolocate\",this._container),o.create(\"span\",\"maplibregl-ctrl-icon\",this._geolocateButton).setAttribute(\"aria-hidden\",\"true\"),this._geolocateButton.type=\"button\",this._geolocateButton.disabled=!0)},this._finishSetupUI=t=>{if(this._map){if(!1===t){e.w(\"Geolocation support is not available so the GeolocateControl will be disabled.\");const t=this._map._getUIString(\"GeolocateControl.LocationNotAvailable\");this._geolocateButton.disabled=!0,this._geolocateButton.title=t,this._geolocateButton.setAttribute(\"aria-label\",t)}else{const t=this._map._getUIString(\"GeolocateControl.FindMyLocation\");this._geolocateButton.disabled=!1,this._geolocateButton.title=t,this._geolocateButton.setAttribute(\"aria-label\",t)}this.options.trackUserLocation&&(this._geolocateButton.setAttribute(\"aria-pressed\",\"false\"),this._watchState=\"OFF\"),this.options.showUserLocation&&(this._dotElement=o.create(\"div\",\"maplibregl-user-location-dot\"),this._userLocationDotMarker=new Xi({element:this._dotElement}),this._circleElement=o.create(\"div\",\"maplibregl-user-location-accuracy-circle\"),this._accuracyCircleMarker=new Xi({element:this._circleElement,pitchAlignment:\"map\"}),this.options.trackUserLocation&&(this._watchState=\"OFF\"),this._map.on(\"zoom\",this._onZoom)),this._geolocateButton.addEventListener(\"click\",(()=>this.trigger())),this._setup=!0,this.options.trackUserLocation&&this._map.on(\"movestart\",(t=>{const r=t.originalEvent&&\"resize\"===t.originalEvent.type;t.geolocateSource||\"ACTIVE_LOCK\"!==this._watchState||r||(this._watchState=\"BACKGROUND\",this._geolocateButton.classList.add(\"maplibregl-ctrl-geolocate-background\"),this._geolocateButton.classList.remove(\"maplibregl-ctrl-geolocate-active\"),this.fire(new e.k(\"trackuserlocationend\")),this.fire(new e.k(\"userlocationlostfocus\")))}))}},this.options=e.e({},$i,t)}onAdd(t){return this._map=t,this._container=o.create(\"div\",\"maplibregl-ctrl maplibregl-ctrl-group\"),this._setupUI(),function(){return e._(this,arguments,void 0,(function*(t=!1){if(void 0!==Gi&&!t)return Gi;if(void 0===window.navigator.permissions)return Gi=!!window.navigator.geolocation,Gi;try{const t=yield window.navigator.permissions.query({name:\"geolocation\"});Gi=\"denied\"!==t.state}catch(t){Gi=!!window.navigator.geolocation}return Gi}))}().then((t=>this._finishSetupUI(t))),this._container}onRemove(){void 0!==this._geolocationWatchID&&(window.navigator.geolocation.clearWatch(this._geolocationWatchID),this._geolocationWatchID=void 0),this.options.showUserLocation&&this._userLocationDotMarker&&this._userLocationDotMarker.remove(),this.options.showAccuracyCircle&&this._accuracyCircleMarker&&this._accuracyCircleMarker.remove(),o.remove(this._container),this._map.off(\"zoom\",this._onZoom),this._map=void 0,Ji=0,Ki=!1}_isOutOfMapMaxBounds(t){const e=this._map.getMaxBounds(),r=t.coords;return e&&(r.longitude<e.getWest()||r.longitude>e.getEast()||r.latitude<e.getSouth()||r.latitude>e.getNorth())}_setErrorState(){switch(this._watchState){case\"WAITING_ACTIVE\":this._watchState=\"ACTIVE_ERROR\",this._geolocateButton.classList.remove(\"maplibregl-ctrl-geolocate-active\"),this._geolocateButton.classList.add(\"maplibregl-ctrl-geolocate-active-error\");break;case\"ACTIVE_LOCK\":this._watchState=\"ACTIVE_ERROR\",this._geolocateButton.classList.remove(\"maplibregl-ctrl-geolocate-active\"),this._geolocateButton.classList.add(\"maplibregl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.add(\"maplibregl-ctrl-geolocate-waiting\");break;case\"BACKGROUND\":this._watchState=\"BACKGROUND_ERROR\",this._geolocateButton.classList.remove(\"maplibregl-ctrl-geolocate-background\"),this._geolocateButton.classList.add(\"maplibregl-ctrl-geolocate-background-error\"),this._geolocateButton.classList.add(\"maplibregl-ctrl-geolocate-waiting\");break;case\"ACTIVE_ERROR\":break;default:throw new Error(`Unexpected watchState ${this._watchState}`)}}_updateCircleRadius(){const t=this._map.getBounds(),e=t.getSouthEast(),r=t.getNorthEast(),n=e.distanceTo(r),i=this._map._container.clientHeight,a=Math.ceil(this._accuracy/(n/i)*2);this._circleElement.style.width=`${a}px`,this._circleElement.style.height=`${a}px`}trigger(){if(!this._setup)return e.w(\"Geolocate control triggered before added to a map\"),!1;if(this.options.trackUserLocation){switch(this._watchState){case\"OFF\":this._watchState=\"WAITING_ACTIVE\",this.fire(new e.k(\"trackuserlocationstart\"));break;case\"WAITING_ACTIVE\":case\"ACTIVE_LOCK\":case\"ACTIVE_ERROR\":case\"BACKGROUND_ERROR\":Ji--,Ki=!1,this._watchState=\"OFF\",this._geolocateButton.classList.remove(\"maplibregl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"maplibregl-ctrl-geolocate-active\"),this._geolocateButton.classList.remove(\"maplibregl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.remove(\"maplibregl-ctrl-geolocate-background\"),this._geolocateButton.classList.remove(\"maplibregl-ctrl-geolocate-background-error\"),this.fire(new e.k(\"trackuserlocationend\"));break;case\"BACKGROUND\":this._watchState=\"ACTIVE_LOCK\",this._geolocateButton.classList.remove(\"maplibregl-ctrl-geolocate-background\"),this._lastKnownPosition&&this._updateCamera(this._lastKnownPosition),this.fire(new e.k(\"trackuserlocationstart\")),this.fire(new e.k(\"userlocationfocus\"));break;default:throw new Error(`Unexpected watchState ${this._watchState}`)}switch(this._watchState){case\"WAITING_ACTIVE\":this._geolocateButton.classList.add(\"maplibregl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"maplibregl-ctrl-geolocate-active\");break;case\"ACTIVE_LOCK\":this._geolocateButton.classList.add(\"maplibregl-ctrl-geolocate-active\");break;case\"OFF\":break;default:throw new Error(`Unexpected watchState ${this._watchState}`)}if(\"OFF\"===this._watchState&&void 0!==this._geolocationWatchID)this._clearWatch();else if(void 0===this._geolocationWatchID){let t;this._geolocateButton.classList.add(\"maplibregl-ctrl-geolocate-waiting\"),this._geolocateButton.setAttribute(\"aria-pressed\",\"true\"),Ji++,Ji>1?(t={maximumAge:6e5,timeout:0},Ki=!0):(t=this.options.positionOptions,Ki=!1),this._geolocationWatchID=window.navigator.geolocation.watchPosition(this._onSuccess,this._onError,t)}}else window.navigator.geolocation.getCurrentPosition(this._onSuccess,this._onError,this.options.positionOptions),this._timeoutId=setTimeout(this._finish,1e4);return!0}_clearWatch(){window.navigator.geolocation.clearWatch(this._geolocationWatchID),this._geolocationWatchID=void 0,this._geolocateButton.classList.remove(\"maplibregl-ctrl-geolocate-waiting\"),this._geolocateButton.setAttribute(\"aria-pressed\",\"false\"),this.options.showUserLocation&&this._updateMarker(null)}}const ta={maxWidth:100,unit:\"metric\"};function ea(t,e,r){const n=r&&r.maxWidth||100,i=t._container.clientHeight/2,a=t.unproject([0,i]),o=t.unproject([n,i]),s=a.distanceTo(o);if(r&&\"imperial\"===r.unit){const r=3.2808*s;r>5280?ra(e,n,r/5280,t._getUIString(\"ScaleControl.Miles\")):ra(e,n,r,t._getUIString(\"ScaleControl.Feet\"))}else r&&\"nautical\"===r.unit?ra(e,n,s/1852,t._getUIString(\"ScaleControl.NauticalMiles\")):s>=1e3?ra(e,n,s/1e3,t._getUIString(\"ScaleControl.Kilometers\")):ra(e,n,s,t._getUIString(\"ScaleControl.Meters\"))}function ra(t,e,r,n){const i=function(t){const e=Math.pow(10,`${Math.floor(t)}`.length-1);let r=t/e;return r=r>=10?10:r>=5?5:r>=3?3:r>=2?2:r>=1?1:function(t){const e=Math.pow(10,Math.ceil(-Math.log(t)/Math.LN10));return Math.round(t*e)/e}(r),e*r}(r),a=i/r;t.style.width=e*a+\"px\",t.innerHTML=`${i}&nbsp;${n}`}class na extends e.E{constructor(t={}){super(),this._onFullscreenChange=()=>{var t;let e=window.document.fullscreenElement||window.document.mozFullScreenElement||window.document.webkitFullscreenElement||window.document.msFullscreenElement;for(;null===(t=null==e?void 0:e.shadowRoot)||void 0===t?void 0:t.fullscreenElement;)e=e.shadowRoot.fullscreenElement;e===this._container!==this._fullscreen&&this._handleFullscreenChange()},this._onClickFullscreen=()=>{this._isFullscreen()?this._exitFullscreen():this._requestFullscreen()},this._fullscreen=!1,t&&t.container&&(t.container instanceof HTMLElement?this._container=t.container:e.w(\"Full screen control 'container' must be a DOM element.\")),\"onfullscreenchange\"in document?this._fullscreenchange=\"fullscreenchange\":\"onmozfullscreenchange\"in document?this._fullscreenchange=\"mozfullscreenchange\":\"onwebkitfullscreenchange\"in document?this._fullscreenchange=\"webkitfullscreenchange\":\"onmsfullscreenchange\"in document&&(this._fullscreenchange=\"MSFullscreenChange\")}onAdd(t){return this._map=t,this._container||(this._container=this._map.getContainer()),this._controlContainer=o.create(\"div\",\"maplibregl-ctrl maplibregl-ctrl-group\"),this._setupUI(),this._controlContainer}onRemove(){o.remove(this._controlContainer),this._map=null,window.document.removeEventListener(this._fullscreenchange,this._onFullscreenChange)}_setupUI(){const t=this._fullscreenButton=o.create(\"button\",\"maplibregl-ctrl-fullscreen\",this._controlContainer);o.create(\"span\",\"maplibregl-ctrl-icon\",t).setAttribute(\"aria-hidden\",\"true\"),t.type=\"button\",this._updateTitle(),this._fullscreenButton.addEventListener(\"click\",this._onClickFullscreen),window.document.addEventListener(this._fullscreenchange,this._onFullscreenChange)}_updateTitle(){const t=this._getTitle();this._fullscreenButton.setAttribute(\"aria-label\",t),this._fullscreenButton.title=t}_getTitle(){return this._map._getUIString(this._isFullscreen()?\"FullscreenControl.Exit\":\"FullscreenControl.Enter\")}_isFullscreen(){return this._fullscreen}_handleFullscreenChange(){this._fullscreen=!this._fullscreen,this._fullscreenButton.classList.toggle(\"maplibregl-ctrl-shrink\"),this._fullscreenButton.classList.toggle(\"maplibregl-ctrl-fullscreen\"),this._updateTitle(),this._fullscreen?(this.fire(new e.k(\"fullscreenstart\")),this._prevCooperativeGesturesEnabled=this._map.cooperativeGestures.isEnabled(),this._map.cooperativeGestures.disable()):(this.fire(new e.k(\"fullscreenend\")),this._prevCooperativeGesturesEnabled&&this._map.cooperativeGestures.enable())}_exitFullscreen(){window.document.exitFullscreen?window.document.exitFullscreen():window.document.mozCancelFullScreen?window.document.mozCancelFullScreen():window.document.msExitFullscreen?window.document.msExitFullscreen():window.document.webkitCancelFullScreen?window.document.webkitCancelFullScreen():this._togglePseudoFullScreen()}_requestFullscreen(){this._container.requestFullscreen?this._container.requestFullscreen():this._container.mozRequestFullScreen?this._container.mozRequestFullScreen():this._container.msRequestFullscreen?this._container.msRequestFullscreen():this._container.webkitRequestFullscreen?this._container.webkitRequestFullscreen():this._togglePseudoFullScreen()}_togglePseudoFullScreen(){this._container.classList.toggle(\"maplibregl-pseudo-fullscreen\"),this._handleFullscreenChange(),this._map.resize()}}const ia={closeButton:!0,closeOnClick:!0,focusAfterOpen:!0,className:\"\",maxWidth:\"240px\",subpixelPositioning:!1},aa=[\"a[href]\",\"[tabindex]:not([tabindex='-1'])\",\"[contenteditable]:not([contenteditable='false'])\",\"button:not([disabled])\",\"input:not([disabled])\",\"select:not([disabled])\",\"textarea:not([disabled])\"].join(\", \");class oa extends e.E{constructor(t){super(),this.remove=()=>(this._content&&o.remove(this._content),this._container&&(o.remove(this._container),delete this._container),this._map&&(this._map.off(\"move\",this._update),this._map.off(\"move\",this._onClose),this._map.off(\"click\",this._onClose),this._map.off(\"remove\",this.remove),this._map.off(\"mousemove\",this._onMouseMove),this._map.off(\"mouseup\",this._onMouseUp),this._map.off(\"drag\",this._onDrag),this._map._canvasContainer.classList.remove(\"maplibregl-track-pointer\"),delete this._map,this.fire(new e.k(\"close\"))),this),this._onMouseUp=t=>{this._update(t.point)},this._onMouseMove=t=>{this._update(t.point)},this._onDrag=t=>{this._update(t.point)},this._update=t=>{var e;const r=this._lngLat||this._trackPointer;if(!this._map||!r||!this._content)return;if(!this._container){if(this._container=o.create(\"div\",\"maplibregl-popup\",this._map.getContainer()),this._tip=o.create(\"div\",\"maplibregl-popup-tip\",this._container),this._container.appendChild(this._content),this.options.className)for(const t of this.options.className.split(\" \"))this._container.classList.add(t);this._closeButton&&this._closeButton.setAttribute(\"aria-label\",this._map._getUIString(\"Popup.Close\")),this._trackPointer&&this._container.classList.add(\"maplibregl-popup-track-pointer\")}if(this.options.maxWidth&&this._container.style.maxWidth!==this.options.maxWidth&&(this._container.style.maxWidth=this.options.maxWidth),this._map.transform.renderWorldCopies&&!this._trackPointer?this._lngLat=Zi(this._lngLat,this._flatPos,this._map.transform):this._lngLat=null===(e=this._lngLat)||void 0===e?void 0:e.wrap(),this._trackPointer&&!t)return;const n=this._flatPos=this._pos=this._trackPointer&&t?t:this._map.project(this._lngLat);this._map.terrain&&(this._flatPos=this._trackPointer&&t?t:this._map.transform.locationPoint(this._lngLat));let i=this.options.anchor;const a=sa(this.options.offset);if(!i){const t=this._container.offsetWidth,e=this._container.offsetHeight;let r;r=n.y+a.bottom.y<e?[\"top\"]:n.y>this._map.transform.height-e?[\"bottom\"]:[],n.x<t/2?r.push(\"left\"):n.x>this._map.transform.width-t/2&&r.push(\"right\"),i=0===r.length?\"bottom\":r.join(\"-\")}let s=n.add(a[i]);this.options.subpixelPositioning||(s=s.round()),o.setTransform(this._container,`${Wi[i]} translate(${s.x}px,${s.y}px)`),Yi(this._container,i,\"popup\")},this._onClose=()=>{this.remove()},this.options=e.e(Object.create(ia),t)}addTo(t){return this._map&&this.remove(),this._map=t,this.options.closeOnClick&&this._map.on(\"click\",this._onClose),this.options.closeOnMove&&this._map.on(\"move\",this._onClose),this._map.on(\"remove\",this.remove),this._update(),this._focusFirstElement(),this._trackPointer?(this._map.on(\"mousemove\",this._onMouseMove),this._map.on(\"mouseup\",this._onMouseUp),this._container&&this._container.classList.add(\"maplibregl-popup-track-pointer\"),this._map._canvasContainer.classList.add(\"maplibregl-track-pointer\")):this._map.on(\"move\",this._update),this.fire(new e.k(\"open\")),this}isOpen(){return!!this._map}getLngLat(){return this._lngLat}setLngLat(t){return this._lngLat=e.N.convert(t),this._pos=null,this._flatPos=null,this._trackPointer=!1,this._update(),this._map&&(this._map.on(\"move\",this._update),this._map.off(\"mousemove\",this._onMouseMove),this._container&&this._container.classList.remove(\"maplibregl-popup-track-pointer\"),this._map._canvasContainer.classList.remove(\"maplibregl-track-pointer\")),this}trackPointer(){return this._trackPointer=!0,this._pos=null,this._flatPos=null,this._update(),this._map&&(this._map.off(\"move\",this._update),this._map.on(\"mousemove\",this._onMouseMove),this._map.on(\"drag\",this._onDrag),this._container&&this._container.classList.add(\"maplibregl-popup-track-pointer\"),this._map._canvasContainer.classList.add(\"maplibregl-track-pointer\")),this}getElement(){return this._container}setText(t){return this.setDOMContent(document.createTextNode(t))}setHTML(t){const e=document.createDocumentFragment(),r=document.createElement(\"body\");let n;for(r.innerHTML=t;n=r.firstChild,n;)e.appendChild(n);return this.setDOMContent(e)}getMaxWidth(){var t;return null===(t=this._container)||void 0===t?void 0:t.style.maxWidth}setMaxWidth(t){return this.options.maxWidth=t,this._update(),this}setDOMContent(t){if(this._content)for(;this._content.hasChildNodes();)this._content.firstChild&&this._content.removeChild(this._content.firstChild);else this._content=o.create(\"div\",\"maplibregl-popup-content\",this._container);return this._content.appendChild(t),this._createCloseButton(),this._update(),this._focusFirstElement(),this}addClassName(t){return this._container&&this._container.classList.add(t),this}removeClassName(t){return this._container&&this._container.classList.remove(t),this}setOffset(t){return this.options.offset=t,this._update(),this}toggleClassName(t){if(this._container)return this._container.classList.toggle(t)}setSubpixelPositioning(t){this.options.subpixelPositioning=t}_createCloseButton(){this.options.closeButton&&(this._closeButton=o.create(\"button\",\"maplibregl-popup-close-button\",this._content),this._closeButton.type=\"button\",this._closeButton.innerHTML=\"&#215;\",this._closeButton.addEventListener(\"click\",this._onClose))}_focusFirstElement(){if(!this.options.focusAfterOpen||!this._container)return;const t=this._container.querySelector(aa);t&&t.focus()}}function sa(t){if(t){if(\"number\"==typeof t){const r=Math.round(Math.abs(t)/Math.SQRT2);return{center:new e.P(0,0),top:new e.P(0,t),\"top-left\":new e.P(r,r),\"top-right\":new e.P(-r,r),bottom:new e.P(0,-t),\"bottom-left\":new e.P(r,-r),\"bottom-right\":new e.P(-r,-r),left:new e.P(t,0),right:new e.P(-t,0)}}if(t instanceof e.P||Array.isArray(t)){const r=e.P.convert(t);return{center:r,top:r,\"top-left\":r,\"top-right\":r,bottom:r,\"bottom-left\":r,\"bottom-right\":r,left:r,right:r}}return{center:e.P.convert(t.center||[0,0]),top:e.P.convert(t.top||[0,0]),\"top-left\":e.P.convert(t[\"top-left\"]||[0,0]),\"top-right\":e.P.convert(t[\"top-right\"]||[0,0]),bottom:e.P.convert(t.bottom||[0,0]),\"bottom-left\":e.P.convert(t[\"bottom-left\"]||[0,0]),\"bottom-right\":e.P.convert(t[\"bottom-right\"]||[0,0]),left:e.P.convert(t.left||[0,0]),right:e.P.convert(t.right||[0,0])}}return sa(new e.P(0,0))}const la=r;t.AJAXError=e.bg,t.Evented=e.E,t.LngLat=e.N,t.MercatorCoordinate=e.Z,t.Point=e.P,t.addProtocol=e.bh,t.config=e.a,t.removeProtocol=e.bi,t.AttributionControl=Li,t.BoxZoomHandler=Gn,t.CanvasSource=it,t.CooperativeGesturesHandler=Ti,t.DoubleClickZoomHandler=yi,t.DragPanHandler=_i,t.DragRotateHandler=bi,t.EdgeInsets=Mn,t.FullscreenControl=na,t.GeoJSONSource=tt,t.GeolocateControl=Qi,t.Hash=Ln,t.ImageSource=rt,t.KeyboardHandler=pi,t.LngLatBounds=X,t.LogoControl=Ii,t.Map=class extends Ei{constructor(t){e.be.mark(e.bf.create);const r=Object.assign(Object.assign({},Ui),t);if(null!=r.minZoom&&null!=r.maxZoom&&r.minZoom>r.maxZoom)throw new Error(\"maxZoom must be greater than or equal to minZoom\");if(null!=r.minPitch&&null!=r.maxPitch&&r.minPitch>r.maxPitch)throw new Error(\"maxPitch must be greater than or equal to minPitch\");if(null!=r.minPitch&&r.minPitch<0)throw new Error(\"minPitch must be greater than or equal to 0\");if(null!=r.maxPitch&&r.maxPitch>85)throw new Error(\"maxPitch must be less than or equal to 85\");if(super(new En(r.minZoom,r.maxZoom,r.minPitch,r.maxPitch,r.renderWorldCopies),{bearingSnap:r.bearingSnap}),this._idleTriggered=!1,this._crossFadingFactor=1,this._renderTaskQueue=new Pi,this._controls=[],this._mapId=e.a4(),this._contextLost=t=>{t.preventDefault(),this._frameRequest&&(this._frameRequest.abort(),this._frameRequest=null),this.fire(new e.k(\"webglcontextlost\",{originalEvent:t}))},this._contextRestored=t=>{this._setupPainter(),this.resize(),this._update(),this.fire(new e.k(\"webglcontextrestored\",{originalEvent:t}))},this._onMapScroll=t=>{if(t.target===this._container)return this._container.scrollTop=0,this._container.scrollLeft=0,!1},this._onWindowOnline=()=>{this._update()},this._interactive=r.interactive,this._maxTileCacheSize=r.maxTileCacheSize,this._maxTileCacheZoomLevels=r.maxTileCacheZoomLevels,this._failIfMajorPerformanceCaveat=!0===r.failIfMajorPerformanceCaveat,this._preserveDrawingBuffer=!0===r.preserveDrawingBuffer,this._antialias=!0===r.antialias,this._trackResize=!0===r.trackResize,this._bearingSnap=r.bearingSnap,this._refreshExpiredTiles=!0===r.refreshExpiredTiles,this._fadeDuration=r.fadeDuration,this._crossSourceCollisions=!0===r.crossSourceCollisions,this._collectResourceTiming=!0===r.collectResourceTiming,this._locale=Object.assign(Object.assign({},Ni),r.locale),this._clickTolerance=r.clickTolerance,this._overridePixelRatio=r.pixelRatio,this._maxCanvasSize=r.maxCanvasSize,this.transformCameraUpdate=r.transformCameraUpdate,this.cancelPendingTileRequestsWhileZooming=!0===r.cancelPendingTileRequestsWhileZooming,this._imageQueueHandle=p.addThrottleControl((()=>this.isMoving())),this._requestManager=new d(r.transformRequest),\"string\"==typeof r.container){if(this._container=document.getElementById(r.container),!this._container)throw new Error(`Container '${r.container}' not found.`)}else{if(!(r.container instanceof HTMLElement))throw new Error(\"Invalid type: 'container' must be a String or HTMLElement.\");this._container=r.container}if(r.maxBounds&&this.setMaxBounds(r.maxBounds),this._setupContainer(),this._setupPainter(),this.on(\"move\",(()=>this._update(!1))).on(\"moveend\",(()=>this._update(!1))).on(\"zoom\",(()=>this._update(!0))).on(\"terrain\",(()=>{this.painter.terrainFacilitator.dirty=!0,this._update(!0)})).once(\"idle\",(()=>{this._idleTriggered=!0})),\"undefined\"!=typeof window){addEventListener(\"online\",this._onWindowOnline,!1);let t=!1;const e=Cn((t=>{this._trackResize&&!this._removed&&this.resize(t)._update()}),50);this._resizeObserver=new ResizeObserver((r=>{t?e(r):t=!0})),this._resizeObserver.observe(this._container)}this.handlers=new Si(this,r);const n=\"string\"==typeof r.hash&&r.hash||void 0;this._hash=r.hash&&new Ln(n).addTo(this),this._hash&&this._hash._onHashChange()||(this.jumpTo({center:r.center,zoom:r.zoom,bearing:r.bearing,pitch:r.pitch}),r.bounds&&(this.resize(),this.fitBounds(r.bounds,e.e({},r.fitBoundsOptions,{duration:0})))),this.resize(),this._localIdeographFontFamily=r.localIdeographFontFamily,this._validateStyle=r.validateStyle,r.style&&this.setStyle(r.style,{localIdeographFontFamily:r.localIdeographFontFamily}),r.attributionControl&&this.addControl(new Li(\"boolean\"==typeof r.attributionControl?void 0:r.attributionControl)),r.maplibreLogo&&this.addControl(new Ii,r.logoPosition),this.on(\"style.load\",(()=>{this.transform.unmodified&&this.jumpTo(this.style.stylesheet)})),this.on(\"data\",(t=>{this._update(\"style\"===t.dataType),this.fire(new e.k(`${t.dataType}data`,t))})),this.on(\"dataloading\",(t=>{this.fire(new e.k(`${t.dataType}dataloading`,t))})),this.on(\"dataabort\",(t=>{this.fire(new e.k(\"sourcedataabort\",t))}))}_getMapId(){return this._mapId}addControl(t,r){if(void 0===r&&(r=t.getDefaultPosition?t.getDefaultPosition():\"top-right\"),!t||!t.onAdd)return this.fire(new e.j(new Error(\"Invalid argument to map.addControl(). Argument must be a control with onAdd and onRemove methods.\")));const n=t.onAdd(this);this._controls.push(t);const i=this._controlPositions[r];return-1!==r.indexOf(\"bottom\")?i.insertBefore(n,i.firstChild):i.appendChild(n),this}removeControl(t){if(!t||!t.onRemove)return this.fire(new e.j(new Error(\"Invalid argument to map.removeControl(). Argument must be a control with onAdd and onRemove methods.\")));const r=this._controls.indexOf(t);return r>-1&&this._controls.splice(r,1),t.onRemove(this),this}hasControl(t){return this._controls.indexOf(t)>-1}calculateCameraOptionsFromTo(t,e,r,n){return null==n&&this.terrain&&(n=this.terrain.getElevationForLngLatZoom(r,this.transform.tileZoom)),super.calculateCameraOptionsFromTo(t,e,r,n)}resize(t){var r;const n=this._containerDimensions(),i=n[0],a=n[1],o=this._getClampedPixelRatio(i,a);if(this._resizeCanvas(i,a,o),this.painter.resize(i,a,o),this.painter.overLimit()){const t=this.painter.context.gl;this._maxCanvasSize=[t.drawingBufferWidth,t.drawingBufferHeight];const e=this._getClampedPixelRatio(i,a);this._resizeCanvas(i,a,e),this.painter.resize(i,a,e)}this.transform.resize(i,a),null===(r=this._requestedCameraState)||void 0===r||r.resize(i,a);const s=!this._moving;return s&&(this.stop(),this.fire(new e.k(\"movestart\",t)).fire(new e.k(\"move\",t))),this.fire(new e.k(\"resize\",t)),s&&this.fire(new e.k(\"moveend\",t)),this}_getClampedPixelRatio(t,e){const{0:r,1:n}=this._maxCanvasSize,i=this.getPixelRatio(),a=t*i,o=e*i,s=a>r?r/a:1,l=o>n?n/o:1;return Math.min(s,l)*i}getPixelRatio(){var t;return null!==(t=this._overridePixelRatio)&&void 0!==t?t:devicePixelRatio}setPixelRatio(t){this._overridePixelRatio=t,this.resize()}getBounds(){return this.transform.getBounds()}getMaxBounds(){return this.transform.getMaxBounds()}setMaxBounds(t){return this.transform.setMaxBounds(X.convert(t)),this._update()}setMinZoom(t){if((t=null==t?-2:t)>=-2&&t<=this.transform.maxZoom)return this.transform.minZoom=t,this._update(),this.getZoom()<t&&this.setZoom(t),this;throw new Error(\"minZoom must be between -2 and the current maxZoom, inclusive\")}getMinZoom(){return this.transform.minZoom}setMaxZoom(t){if((t=null==t?22:t)>=this.transform.minZoom)return this.transform.maxZoom=t,this._update(),this.getZoom()>t&&this.setZoom(t),this;throw new Error(\"maxZoom must be greater than the current minZoom\")}getMaxZoom(){return this.transform.maxZoom}setMinPitch(t){if((t=null==t?0:t)<0)throw new Error(\"minPitch must be greater than or equal to 0\");if(t>=0&&t<=this.transform.maxPitch)return this.transform.minPitch=t,this._update(),this.getPitch()<t&&this.setPitch(t),this;throw new Error(\"minPitch must be between 0 and the current maxPitch, inclusive\")}getMinPitch(){return this.transform.minPitch}setMaxPitch(t){if((t=null==t?60:t)>85)throw new Error(\"maxPitch must be less than or equal to 85\");if(t>=this.transform.minPitch)return this.transform.maxPitch=t,this._update(),this.getPitch()>t&&this.setPitch(t),this;throw new Error(\"maxPitch must be greater than the current minPitch\")}getMaxPitch(){return this.transform.maxPitch}getRenderWorldCopies(){return this.transform.renderWorldCopies}setRenderWorldCopies(t){return this.transform.renderWorldCopies=t,this._update()}project(t){return this.transform.locationPoint(e.N.convert(t),this.style&&this.terrain)}unproject(t){return this.transform.pointLocation(e.P.convert(t),this.terrain)}isMoving(){var t;return this._moving||(null===(t=this.handlers)||void 0===t?void 0:t.isMoving())}isZooming(){var t;return this._zooming||(null===(t=this.handlers)||void 0===t?void 0:t.isZooming())}isRotating(){var t;return this._rotating||(null===(t=this.handlers)||void 0===t?void 0:t.isRotating())}_createDelegatedListener(t,e,r){if(\"mouseenter\"===t||\"mouseover\"===t){let n=!1;const i=i=>{const a=this.getLayer(e)?this.queryRenderedFeatures(i.point,{layers:[e]}):[];a.length?n||(n=!0,r.call(this,new Nn(t,this,i.originalEvent,{features:a}))):n=!1};return{layer:e,listener:r,delegates:{mousemove:i,mouseout:()=>{n=!1}}}}if(\"mouseleave\"===t||\"mouseout\"===t){let n=!1;const i=i=>{(this.getLayer(e)?this.queryRenderedFeatures(i.point,{layers:[e]}):[]).length?n=!0:n&&(n=!1,r.call(this,new Nn(t,this,i.originalEvent)))},a=e=>{n&&(n=!1,r.call(this,new Nn(t,this,e.originalEvent)))};return{layer:e,listener:r,delegates:{mousemove:i,mouseout:a}}}{const n=t=>{const n=this.getLayer(e)?this.queryRenderedFeatures(t.point,{layers:[e]}):[];n.length&&(t.features=n,r.call(this,t),delete t.features)};return{layer:e,listener:r,delegates:{[t]:n}}}}on(t,e,r){if(void 0===r)return super.on(t,e);const n=this._createDelegatedListener(t,e,r);this._delegatedListeners=this._delegatedListeners||{},this._delegatedListeners[t]=this._delegatedListeners[t]||[],this._delegatedListeners[t].push(n);for(const t in n.delegates)this.on(t,n.delegates[t]);return this}once(t,e,r){if(void 0===r)return super.once(t,e);const n=this._createDelegatedListener(t,e,r);for(const t in n.delegates)this.once(t,n.delegates[t]);return this}off(t,e,r){if(void 0===r)return super.off(t,e);return this._delegatedListeners&&this._delegatedListeners[t]&&(n=>{const i=n[t];for(let t=0;t<i.length;t++){const n=i[t];if(n.layer===e&&n.listener===r){for(const t in n.delegates)this.off(t,n.delegates[t]);return i.splice(t,1),this}}})(this._delegatedListeners),this}queryRenderedFeatures(t,r){if(!this.style)return[];let n;const i=t instanceof e.P||Array.isArray(t),a=i?t:[[0,0],[this.transform.width,this.transform.height]];if(r=r||(i?{}:t)||{},a instanceof e.P||\"number\"==typeof a[0])n=[e.P.convert(a)];else{const t=e.P.convert(a[0]),r=e.P.convert(a[1]);n=[t,new e.P(r.x,t.y),r,new e.P(t.x,r.y),t]}return this.style.queryRenderedFeatures(n,r,this.transform)}querySourceFeatures(t,e){return this.style.querySourceFeatures(t,e)}setStyle(t,r){return!1!==(r=e.e({},{localIdeographFontFamily:this._localIdeographFontFamily,validate:this._validateStyle},r)).diff&&r.localIdeographFontFamily===this._localIdeographFontFamily&&this.style&&t?(this._diffStyle(t,r),this):(this._localIdeographFontFamily=r.localIdeographFontFamily,this._updateStyle(t,r))}setTransformRequest(t){return this._requestManager.setTransformRequest(t),this}_getUIString(t){const e=this._locale[t];if(null==e)throw new Error(`Missing UI string '${t}'`);return e}_updateStyle(t,e){if(e.transformStyle&&this.style&&!this.style._loaded)return void this.style.once(\"style.load\",(()=>this._updateStyle(t,e)));const r=this.style&&e.transformStyle?this.style.serialize():void 0;return this.style&&(this.style.setEventedParent(null),this.style._remove(!t)),t?(this.style=new de(this,e||{}),this.style.setEventedParent(this,{style:this.style}),\"string\"==typeof t?this.style.loadURL(t,e,r):this.style.loadJSON(t,e,r),this):(delete this.style,this)}_lazyInitEmptyStyle(){this.style||(this.style=new de(this,{}),this.style.setEventedParent(this,{style:this.style}),this.style.loadEmpty())}_diffStyle(t,r){if(\"string\"==typeof t){const n=t,i=this._requestManager.transformRequest(n,\"Style\");e.h(i,new AbortController).then((t=>{this._updateDiff(t.data,r)})).catch((t=>{t&&this.fire(new e.j(t))}))}else\"object\"==typeof t&&this._updateDiff(t,r)}_updateDiff(t,r){try{this.style.setState(t,r)&&this._update(!0)}catch(n){e.w(`Unable to perform style diff: ${n.message||n.error||n}.  Rebuilding the style from scratch.`),this._updateStyle(t,r)}}getStyle(){if(this.style)return this.style.serialize()}isStyleLoaded(){return this.style?this.style.loaded():e.w(\"There is no style added to the map.\")}addSource(t,e){return this._lazyInitEmptyStyle(),this.style.addSource(t,e),this._update(!0)}isSourceLoaded(t){const r=this.style&&this.style.sourceCaches[t];if(void 0!==r)return r.loaded();this.fire(new e.j(new Error(`There is no source with ID '${t}'`)))}setTerrain(t){if(this.style._checkLoaded(),this._terrainDataCallback&&this.style.off(\"data\",this._terrainDataCallback),t){const r=this.style.sourceCaches[t.source];if(!r)throw new Error(`cannot load terrain, because there exists no source with ID: ${t.source}`);null===this.terrain&&r.reload();for(const r in this.style._layers){const n=this.style._layers[r];\"hillshade\"===n.type&&n.source===t.source&&e.w(\"You are using the same source for a hillshade layer and for 3D terrain. Please consider using two separate sources to improve rendering quality.\")}this.terrain=new Di(this.painter,r,t),this.painter.renderToTexture=new Bi(this.painter,this.terrain),this.transform.minElevationForCurrentTile=this.terrain.getMinTileElevationForLngLatZoom(this.transform.center,this.transform.tileZoom),this.transform.elevation=this.terrain.getElevationForLngLatZoom(this.transform.center,this.transform.tileZoom),this._terrainDataCallback=e=>{\"style\"===e.dataType?this.terrain.sourceCache.freeRtt():\"source\"===e.dataType&&e.tile&&(e.sourceId!==t.source||this._elevationFreeze||(this.transform.minElevationForCurrentTile=this.terrain.getMinTileElevationForLngLatZoom(this.transform.center,this.transform.tileZoom),this.transform.elevation=this.terrain.getElevationForLngLatZoom(this.transform.center,this.transform.tileZoom)),this.terrain.sourceCache.freeRtt(e.tile.tileID))},this.style.on(\"data\",this._terrainDataCallback)}else this.terrain&&this.terrain.sourceCache.destruct(),this.terrain=null,this.painter.renderToTexture&&this.painter.renderToTexture.destruct(),this.painter.renderToTexture=null,this.transform.minElevationForCurrentTile=0,this.transform.elevation=0;return this.fire(new e.k(\"terrain\",{terrain:t})),this}getTerrain(){var t,e;return null!==(e=null===(t=this.terrain)||void 0===t?void 0:t.options)&&void 0!==e?e:null}areTilesLoaded(){const t=this.style&&this.style.sourceCaches;for(const e in t){const r=t[e]._tiles;for(const t in r){const e=r[t];if(\"loaded\"!==e.state&&\"errored\"!==e.state)return!1}}return!0}removeSource(t){return this.style.removeSource(t),this._update(!0)}getSource(t){return this.style.getSource(t)}addImage(t,r,n={}){const{pixelRatio:i=1,sdf:o=!1,stretchX:s,stretchY:l,content:c,textFitWidth:u,textFitHeight:h}=n;this._lazyInitEmptyStyle();if(!(r instanceof HTMLImageElement||e.b(r))){if(void 0===r.width||void 0===r.height)return this.fire(new e.j(new Error(\"Invalid arguments to map.addImage(). The second argument must be an `HTMLImageElement`, `ImageData`, `ImageBitmap`, or object with `width`, `height`, and `data` properties with the same format as `ImageData`\")));{const{width:n,height:a,data:f}=r,p=r;return this.style.addImage(t,{data:new e.R({width:n,height:a},new Uint8Array(f)),pixelRatio:i,stretchX:s,stretchY:l,content:c,textFitWidth:u,textFitHeight:h,sdf:o,version:0,userImage:p}),p.onAdd&&p.onAdd(this,t),this}}{const{width:n,height:f,data:p}=a.getImageData(r);this.style.addImage(t,{data:new e.R({width:n,height:f},p),pixelRatio:i,stretchX:s,stretchY:l,content:c,textFitWidth:u,textFitHeight:h,sdf:o,version:0})}}updateImage(t,r){const n=this.style.getImage(t);if(!n)return this.fire(new e.j(new Error(\"The map has no image with that id. If you are adding a new image use `map.addImage(...)` instead.\")));const i=r instanceof HTMLImageElement||e.b(r)?a.getImageData(r):r,{width:o,height:s,data:l}=i;if(void 0===o||void 0===s)return this.fire(new e.j(new Error(\"Invalid arguments to map.updateImage(). The second argument must be an `HTMLImageElement`, `ImageData`, `ImageBitmap`, or object with `width`, `height`, and `data` properties with the same format as `ImageData`\")));if(o!==n.data.width||s!==n.data.height)return this.fire(new e.j(new Error(\"The width and height of the updated image must be that same as the previous version of the image\")));const c=!(r instanceof HTMLImageElement||e.b(r));return n.data.replace(l,c),this.style.updateImage(t,n),this}getImage(t){return this.style.getImage(t)}hasImage(t){return t?!!this.style.getImage(t):(this.fire(new e.j(new Error(\"Missing required image id\"))),!1)}removeImage(t){this.style.removeImage(t)}loadImage(t){return p.getImage(this._requestManager.transformRequest(t,\"Image\"),new AbortController)}listImages(){return this.style.listImages()}addLayer(t,e){return this._lazyInitEmptyStyle(),this.style.addLayer(t,e),this._update(!0)}moveLayer(t,e){return this.style.moveLayer(t,e),this._update(!0)}removeLayer(t){return this.style.removeLayer(t),this._update(!0)}getLayer(t){return this.style.getLayer(t)}getLayersOrder(){return this.style.getLayersOrder()}setLayerZoomRange(t,e,r){return this.style.setLayerZoomRange(t,e,r),this._update(!0)}setFilter(t,e,r={}){return this.style.setFilter(t,e,r),this._update(!0)}getFilter(t){return this.style.getFilter(t)}setPaintProperty(t,e,r,n={}){return this.style.setPaintProperty(t,e,r,n),this._update(!0)}getPaintProperty(t,e){return this.style.getPaintProperty(t,e)}setLayoutProperty(t,e,r,n={}){return this.style.setLayoutProperty(t,e,r,n),this._update(!0)}getLayoutProperty(t,e){return this.style.getLayoutProperty(t,e)}setGlyphs(t,e={}){return this._lazyInitEmptyStyle(),this.style.setGlyphs(t,e),this._update(!0)}getGlyphs(){return this.style.getGlyphsUrl()}addSprite(t,e,r={}){return this._lazyInitEmptyStyle(),this.style.addSprite(t,e,r,(t=>{t||this._update(!0)})),this}removeSprite(t){return this._lazyInitEmptyStyle(),this.style.removeSprite(t),this._update(!0)}getSprite(){return this.style.getSprite()}setSprite(t,e={}){return this._lazyInitEmptyStyle(),this.style.setSprite(t,e,(t=>{t||this._update(!0)})),this}setLight(t,e={}){return this._lazyInitEmptyStyle(),this.style.setLight(t,e),this._update(!0)}getLight(){return this.style.getLight()}setSky(t){return this._lazyInitEmptyStyle(),this.style.setSky(t),this._update(!0)}getSky(){return this.style.getSky()}setFeatureState(t,e){return this.style.setFeatureState(t,e),this._update()}removeFeatureState(t,e){return this.style.removeFeatureState(t,e),this._update()}getFeatureState(t){return this.style.getFeatureState(t)}getContainer(){return this._container}getCanvasContainer(){return this._canvasContainer}getCanvas(){return this._canvas}_containerDimensions(){let t=0,e=0;return this._container&&(t=this._container.clientWidth||400,e=this._container.clientHeight||300),[t,e]}_setupContainer(){const t=this._container;t.classList.add(\"maplibregl-map\");const e=this._canvasContainer=o.create(\"div\",\"maplibregl-canvas-container\",t);this._interactive&&e.classList.add(\"maplibregl-interactive\"),this._canvas=o.create(\"canvas\",\"maplibregl-canvas\",e),this._canvas.addEventListener(\"webglcontextlost\",this._contextLost,!1),this._canvas.addEventListener(\"webglcontextrestored\",this._contextRestored,!1),this._canvas.setAttribute(\"tabindex\",this._interactive?\"0\":\"-1\"),this._canvas.setAttribute(\"aria-label\",this._getUIString(\"Map.Title\")),this._canvas.setAttribute(\"role\",\"region\");const r=this._containerDimensions(),n=this._getClampedPixelRatio(r[0],r[1]);this._resizeCanvas(r[0],r[1],n);const i=this._controlContainer=o.create(\"div\",\"maplibregl-control-container\",t),a=this._controlPositions={};[\"top-left\",\"top-right\",\"bottom-left\",\"bottom-right\"].forEach((t=>{a[t]=o.create(\"div\",`maplibregl-ctrl-${t} `,i)})),this._container.addEventListener(\"scroll\",this._onMapScroll,!1)}_resizeCanvas(t,e,r){this._canvas.width=Math.floor(r*t),this._canvas.height=Math.floor(r*e),this._canvas.style.width=`${t}px`,this._canvas.style.height=`${e}px`}_setupPainter(){const t={alpha:!0,stencil:!0,depth:!0,failIfMajorPerformanceCaveat:this._failIfMajorPerformanceCaveat,preserveDrawingBuffer:this._preserveDrawingBuffer,antialias:this._antialias||!1};let e=null;this._canvas.addEventListener(\"webglcontextcreationerror\",(r=>{e={requestedAttributes:t},r&&(e.statusMessage=r.statusMessage,e.type=r.type)}),{once:!0});const r=this._canvas.getContext(\"webgl2\",t)||this._canvas.getContext(\"webgl\",t);if(!r){const t=\"Failed to initialize WebGL\";throw e?(e.message=t,new Error(JSON.stringify(e))):new Error(t)}this.painter=new Tn(r,this.transform),s.testSupport(r)}loaded(){return!this._styleDirty&&!this._sourcesDirty&&!!this.style&&this.style.loaded()}_update(t){return this.style&&this.style._loaded?(this._styleDirty=this._styleDirty||t,this._sourcesDirty=!0,this.triggerRepaint(),this):this}_requestRenderFrame(t){return this._update(),this._renderTaskQueue.add(t)}_cancelRenderFrame(t){this._renderTaskQueue.remove(t)}_render(t){const r=this._idleTriggered?this._fadeDuration:0;if(this.painter.context.setDirty(),this.painter.setBaseState(),this._renderTaskQueue.run(t),this._removed)return;let n=!1;if(this.style&&this._styleDirty){this._styleDirty=!1;const t=this.transform.zoom,i=a.now();this.style.zoomHistory.update(t,i);const o=new e.a9(t,{now:i,fadeDuration:r,zoomHistory:this.style.zoomHistory,transition:this.style.getTransition()}),s=o.crossFadingFactor();1===s&&s===this._crossFadingFactor||(n=!0,this._crossFadingFactor=s),this.style.update(o)}this.style&&this._sourcesDirty&&(this._sourcesDirty=!1,this.style._updateSources(this.transform)),this.terrain?(this.terrain.sourceCache.update(this.transform,this.terrain),this.transform.minElevationForCurrentTile=this.terrain.getMinTileElevationForLngLatZoom(this.transform.center,this.transform.tileZoom),this._elevationFreeze||(this.transform.elevation=this.terrain.getElevationForLngLatZoom(this.transform.center,this.transform.tileZoom))):(this.transform.minElevationForCurrentTile=0,this.transform.elevation=0),this._placementDirty=this.style&&this.style._updatePlacement(this.painter.transform,this.showCollisionBoxes,r,this._crossSourceCollisions),this.painter.render(this.style,{showTileBoundaries:this.showTileBoundaries,showOverdrawInspector:this._showOverdrawInspector,rotating:this.isRotating(),zooming:this.isZooming(),moving:this.isMoving(),fadeDuration:r,showPadding:this.showPadding}),this.fire(new e.k(\"render\")),this.loaded()&&!this._loaded&&(this._loaded=!0,e.be.mark(e.bf.load),this.fire(new e.k(\"load\"))),this.style&&(this.style.hasTransitions()||n)&&(this._styleDirty=!0),this.style&&!this._placementDirty&&this.style._releaseSymbolFadeTiles();const i=this._sourcesDirty||this._styleDirty||this._placementDirty;return i||this._repaint?this.triggerRepaint():!this.isMoving()&&this.loaded()&&this.fire(new e.k(\"idle\")),!this._loaded||this._fullyLoaded||i||(this._fullyLoaded=!0,e.be.mark(e.bf.fullLoad)),this}redraw(){return this.style&&(this._frameRequest&&(this._frameRequest.abort(),this._frameRequest=null),this._render(0)),this}remove(){var t;this._hash&&this._hash.remove();for(const t of this._controls)t.onRemove(this);this._controls=[],this._frameRequest&&(this._frameRequest.abort(),this._frameRequest=null),this._renderTaskQueue.clear(),this.painter.destroy(),this.handlers.destroy(),delete this.handlers,this.setStyle(null),\"undefined\"!=typeof window&&removeEventListener(\"online\",this._onWindowOnline,!1),p.removeThrottleControl(this._imageQueueHandle),null===(t=this._resizeObserver)||void 0===t||t.disconnect();const r=this.painter.context.gl.getExtension(\"WEBGL_lose_context\");(null==r?void 0:r.loseContext)&&r.loseContext(),this._canvas.removeEventListener(\"webglcontextrestored\",this._contextRestored,!1),this._canvas.removeEventListener(\"webglcontextlost\",this._contextLost,!1),o.remove(this._canvasContainer),o.remove(this._controlContainer),this._container.classList.remove(\"maplibregl-map\"),e.be.clearMetrics(),this._removed=!0,this.fire(new e.k(\"remove\"))}triggerRepaint(){this.style&&!this._frameRequest&&(this._frameRequest=new AbortController,a.frameAsync(this._frameRequest).then((t=>{e.be.frame(t),this._frameRequest=null,this._render(t)})).catch((()=>{})))}get showTileBoundaries(){return!!this._showTileBoundaries}set showTileBoundaries(t){this._showTileBoundaries!==t&&(this._showTileBoundaries=t,this._update())}get showPadding(){return!!this._showPadding}set showPadding(t){this._showPadding!==t&&(this._showPadding=t,this._update())}get showCollisionBoxes(){return!!this._showCollisionBoxes}set showCollisionBoxes(t){this._showCollisionBoxes!==t&&(this._showCollisionBoxes=t,t?this.style._generateCollisionBoxes():this._update())}get showOverdrawInspector(){return!!this._showOverdrawInspector}set showOverdrawInspector(t){this._showOverdrawInspector!==t&&(this._showOverdrawInspector=t,this._update())}get repaint(){return!!this._repaint}set repaint(t){this._repaint!==t&&(this._repaint=t,this.triggerRepaint())}get vertices(){return!!this._vertices}set vertices(t){this._vertices=t,this._update()}get version(){return ji}getCameraTargetElevation(){return this.transform.elevation}},t.MapMouseEvent=Nn,t.MapTouchEvent=jn,t.MapWheelEvent=Un,t.Marker=Xi,t.NavigationControl=class{constructor(t){this._updateZoomButtons=()=>{const t=this._map.getZoom(),e=t===this._map.getMaxZoom(),r=t===this._map.getMinZoom();this._zoomInButton.disabled=e,this._zoomOutButton.disabled=r,this._zoomInButton.setAttribute(\"aria-disabled\",e.toString()),this._zoomOutButton.setAttribute(\"aria-disabled\",r.toString())},this._rotateCompassArrow=()=>{const t=this.options.visualizePitch?`scale(${1/Math.pow(Math.cos(this._map.transform.pitch*(Math.PI/180)),.5)}) rotateX(${this._map.transform.pitch}deg) rotateZ(${this._map.transform.angle*(180/Math.PI)}deg)`:`rotate(${this._map.transform.angle*(180/Math.PI)}deg)`;this._compassIcon.style.transform=t},this._setButtonTitle=(t,e)=>{const r=this._map._getUIString(`NavigationControl.${e}`);t.title=r,t.setAttribute(\"aria-label\",r)},this.options=e.e({},qi,t),this._container=o.create(\"div\",\"maplibregl-ctrl maplibregl-ctrl-group\"),this._container.addEventListener(\"contextmenu\",(t=>t.preventDefault())),this.options.showZoom&&(this._zoomInButton=this._createButton(\"maplibregl-ctrl-zoom-in\",(t=>this._map.zoomIn({},{originalEvent:t}))),o.create(\"span\",\"maplibregl-ctrl-icon\",this._zoomInButton).setAttribute(\"aria-hidden\",\"true\"),this._zoomOutButton=this._createButton(\"maplibregl-ctrl-zoom-out\",(t=>this._map.zoomOut({},{originalEvent:t}))),o.create(\"span\",\"maplibregl-ctrl-icon\",this._zoomOutButton).setAttribute(\"aria-hidden\",\"true\")),this.options.showCompass&&(this._compass=this._createButton(\"maplibregl-ctrl-compass\",(t=>{this.options.visualizePitch?this._map.resetNorthPitch({},{originalEvent:t}):this._map.resetNorth({},{originalEvent:t})})),this._compassIcon=o.create(\"span\",\"maplibregl-ctrl-icon\",this._compass),this._compassIcon.setAttribute(\"aria-hidden\",\"true\"))}onAdd(t){return 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                       {\"responsive\": true}                    ).then(function(){\n",
+       "                            \n",
+       "var gd = document.getElementById('c264b86e-9bca-4d0e-9581-e8afc99241a5');\n",
+       "var x = new MutationObserver(function (mutations, observer) {{\n",
+       "        var display = window.getComputedStyle(gd).display;\n",
+       "        if (!display || display === 'none') {{\n",
+       "            console.log([gd, 'removed!']);\n",
+       "            Plotly.purge(gd);\n",
+       "            observer.disconnect();\n",
+       "        }}\n",
+       "}});\n",
+       "\n",
+       "// Listen for the removal of the full notebook cells\n",
+       "var notebookContainer = gd.closest('#notebook-container');\n",
+       "if (notebookContainer) {{\n",
+       "    x.observe(notebookContainer, {childList: true});\n",
+       "}}\n",
+       "\n",
+       "// Listen for the clearing of the current output cell\n",
+       "var outputEl = gd.closest('.output');\n",
+       "if (outputEl) {{\n",
+       "    x.observe(outputEl, {childList: true});\n",
+       "}}\n",
+       "\n",
+       "                        })                };                });            </script>        </div>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "parameter = \"BodyPartExamined\"\n",
+    "helpers.plot_clusters(df_mri, parameter)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "b5ca7ca7",
+   "metadata": {},
+   "source": [
+    "This is looking good. We can see that clearly all the \"Knee\" exams are sitting close together and far away from \"Lumbar spine\" exams while \"Brain\" and \"Head\" exams ended up mashed together which makes sense as they should be visually similar. Let's try to visualize some of the actual images that ended up in those clusters"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 23,
+   "id": "b8c1f30e",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 2000x1000 with 20 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import matplotlib.image as mpimg\n",
+    "import matplotlib.pyplot as plt\n",
+    "\n",
+    "parameter = \"BodyPartExamined\"\n",
+    "\n",
+    "images_path = os.path.join(dataset_root, \"pngs\")\n",
+    "\n",
+    "helpers.plot_image(df_mri, parameter, images_path)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "017f5bcd",
+   "metadata": {},
+   "source": [
+    "## Protocol name\n",
+    "\n",
+    "Now let's look at clustering and some images for protocol name"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 24,
+   "id": "a6fadd1a",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "application/vnd.plotly.v1+json": {
+       "config": {
+        "plotlyServerURL": "https://plot.ly"
+       },
+       "data": [
+        {
+         "marker": {
+          "color": "red"
+         },
+         "mode": "markers",
+         "name": "I_AAspine_scout",
+         "text": [
+          "I_AAspine_scout",
+          "I_AAspine_scout",
+          "I_AAspine_scout",
+          "I_AAspine_scout"
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                       {\"responsive\": true}                    ).then(function(){\n",
+       "                            \n",
+       "var gd = document.getElementById('047399d1-ffff-4c99-a38b-b5199ede7456');\n",
+       "var x = new MutationObserver(function (mutations, observer) {{\n",
+       "        var display = window.getComputedStyle(gd).display;\n",
+       "        if (!display || display === 'none') {{\n",
+       "            console.log([gd, 'removed!']);\n",
+       "            Plotly.purge(gd);\n",
+       "            observer.disconnect();\n",
+       "        }}\n",
+       "}});\n",
+       "\n",
+       "// Listen for the removal of the full notebook cells\n",
+       "var notebookContainer = gd.closest('#notebook-container');\n",
+       "if (notebookContainer) {{\n",
+       "    x.observe(notebookContainer, {childList: true});\n",
+       "}}\n",
+       "\n",
+       "// Listen for the clearing of the current output cell\n",
+       "var outputEl = gd.closest('.output');\n",
+       "if (outputEl) {{\n",
+       "    x.observe(outputEl, {childList: true});\n",
+       "}}\n",
+       "\n",
+       "                        })                };                });            </script>        </div>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "parameter = \"ProtocolName\"\n",
+    "helpers.plot_clusters(df_mri, parameter)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "6081c676",
+   "metadata": {},
+   "source": [
+    "Similar to the previous case we can see that our embeddings paired with clustering technique give us a good separation of the data points based on the ProtocolName. This is a good sign that our embeddings are capturing the underlying structure of the data."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 25,
+   "id": "b6ca17ff",
+   "metadata": {
+    "scrolled": true
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 2000x1000 with 20 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "helpers.plot_image(df_mri, parameter, images_path)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "48118a30",
+   "metadata": {},
+   "source": [
+    "## GPT-derived clusters\n",
+    "\n",
+    "Now lets label our items with GPT-derived labels and see if those end up being better clusters"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 26,
+   "id": "456126dc",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "with open(gpt_labeled_mri_file_name, \"r\") as file:\n",
+    "    gpt_labels = json.load(file)\n",
+    "\n",
+    "labels_dict = {item[\"SeriesInstanceUID\"]: item[\"gpt_label\"] for item in gpt_labels}\n",
+    "\n",
+    "# Add GPT labels to df_mri based on SeriesInstanceUID\n",
+    "def add_labels(df, labels):\n",
+    "    df[\"BodyPartExamined_gpt\"] = df[\"SeriesInstanceUID\"].map(\n",
+    "        lambda uid: labels.get(uid, {}).get(\"Body Part Examined\")\n",
+    "    )\n",
+    "    df[\"ImagingPlane_gpt\"] = df[\"SeriesInstanceUID\"].map(\n",
+    "        lambda uid: labels.get(uid, {}).get(\"Plane of Imaging\")\n",
+    "    )\n",
+    "    df[\"ProtocolUsed_gpt\"] = df[\"SeriesInstanceUID\"].map(\n",
+    "        lambda uid: labels.get(uid, {}).get(\"Protocol Used\")\n",
+    "    )\n",
+    "\n",
+    "\n",
+    "add_labels(df_mri, labels_dict)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 27,
+   "id": "1a689d61",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Now do the same for holdout set\n",
+    "for key in holdout_set:\n",
+    "    add_labels(holdout_set[key], labels_dict)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "106e0863",
+   "metadata": {},
+   "source": [
+    "Let's look at distribution of GPT-derived imaging plane options now"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 28,
+   "id": "f57b042d",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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+      "text/plain": [
+       "<Figure size 800x500 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "parameter = \"ImagingPlane_gpt\"\n",
+    "helpers.plot_parameter_distribution_categorical(\n",
+    "    df_mri, parameter, \"Imaging Plane (GPT)\"\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "5163e336",
+   "metadata": {},
+   "source": [
+    "We can see the balance of our classes between the three cardinal imaging planes - axial, coronal and sagittal, but also we can see some deficiencies of our labeling method since many series ended up being labeled as \"unknown\" or \"none\""
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "1304c5ab",
+   "metadata": {},
+   "source": [
+    "Let's plot the clusters and some images:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 29,
+   "id": "a2b8e181",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "application/vnd.plotly.v1+json": {
+       "config": {
+        "plotlyServerURL": "https://plot.ly"
+       },
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+       "var gd = document.getElementById('56119534-265d-4df1-add4-36aa6426d750');\n",
+       "var x = new MutationObserver(function (mutations, observer) {{\n",
+       "        var display = window.getComputedStyle(gd).display;\n",
+       "        if (!display || display === 'none') {{\n",
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+       "            Plotly.purge(gd);\n",
+       "            observer.disconnect();\n",
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+       "}});\n",
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+       "var notebookContainer = gd.closest('#notebook-container');\n",
+       "if (notebookContainer) {{\n",
+       "    x.observe(notebookContainer, {childList: true});\n",
+       "}}\n",
+       "\n",
+       "// Listen for the clearing of the current output cell\n",
+       "var outputEl = gd.closest('.output');\n",
+       "if (outputEl) {{\n",
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+       "\n",
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+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "helpers.plot_clusters(df_mri, parameter)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 30,
+   "id": "f8837c33",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
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+      "text/plain": [
+       "<Figure size 2000x1000 with 20 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "helpers.plot_image(df_mri, parameter, images_path)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "557e0d18",
+   "metadata": {},
+   "source": [
+    "Let's look at GPT-derived body part imaged"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 31,
+   "id": "b0545b0d",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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IiIgQAAjJycliu5o1awpdunTJt49Lly4Jbdu2FSpWrCgAeOdjad/1KNq8x+PmmTVrlgBAePjwoaR+6NChgq6urqQuPDxcqFu3riCXywV7e3shMjJSPP5NmZmZgq+vr2BsbCzo6ekJPXv2FC5fviwAEEJDQyVt//33X8HX11ewtLQUKlSoIJiZmQkdOnQQ1qxZI2l369YtoXv37kKlSpWEKlWqCBMnThT27dtXqEfRCoIgLF26VNDT08v3scDPnz8Xli1bJrRq1UowMDAQtLS0BDMzM6Fr167CunXrhJycnHd+tu/zvkfRvnr1SjA3Nxe+/fbbQvdJRB+eTBA+0tglERGVOzk5ObCwsEC3bt0QHh5e0uGUO0lJSWjcuDF+/fXXQr3xWt0UCgVq166NhQsXSh67Wxrs3LkTAwYMwPXr12Fubl7S4RDR/8c1F0REpLKdO3fi4cOHkjdSk2qeP3+uVLds2TJoaGigbdu2JRDR60frTpkyBYsWLVJ6QldJW7BgAcaNG8fEgqiU4cgFEREV2cmTJ/H3339jzpw5qFKliuSFcKSa2bNn4/Tp03B1dYWWlhb27t2LvXv34quvvsKPP/5Y0uERERUKkwsiIioyHx8f/Prrr2jUqBGioqLEl6eR6g4ePIjZs2fjwoULyMjIgJWVFQYPHowZM2ZIXi5IRFSaMbkgIiIiIiK14JoLIiIiIiJSCyYXRERERESkFpzESR9Nbm4u7t+/D319fckLoYiIiIiodBAEAU+fPoWFhQU0NIo+DsHkgj6a+/fvw9LSsqTDICIiIqL3uHPnDmrUqFHk45hc0Eejr68P4PW/rAYGBiUcDRERERG9LT09HZaWluJ9W1ExuaCPJm8qlIGBAZMLIiIiolJM1SnsXNBNRERERERqweSCiIiIiIjUgtOi6KNbkrAaOro6xeojwGWCmqIhIiIiInXhyAV98uLj49GtWzdYWFhAJpNh586dJR0SERERUZnE5II+eZmZmWjYsCFWrFhR0qEQERERlWlMLkopHx8f9OzZU6k+Li4OMpkMaWlp4t/5ldTUVMlxd+/ehba2NurVq5fv+d481sDAAM2aNcOuXbsAAC4uLgWeRyaTwcXFRd2X/1F5enpi7ty56NWrV0mHQkRERFSmcc1FOXD58mWlR7uamppKtqOiouDl5YX4+HicPHkSLVq0UOonMjISHh4eSE9Px8qVK9GnTx+cOXMG27dvx8uXLwG8fkdF8+bNERMTAycnJwCAtrb2B7oyIiIiIipLOHJRDpiamsLMzExS3nxduyAIiIyMxODBgzFgwACEh4fn24+RkRHMzMxga2uLOXPmICcnB7GxsTA2Nhb7rVq1KgDAxMRErDM2Nv4o10lEREREpRtHLj4BsbGxePbsGdzc3FC9enW0bt0aYWFh0NXVzbd9Tk6OmIAUZ1QiKysLWVlZ4nZ6errKfRERERFR6cfkohSLjo6Gnp6epO7Vq1dK7WrUqCHZrlmzJs6fPy9uh4eHo3///tDU1ES9evVQu3ZtbNmyBT4+PpLjvL29oampiefPnyM3NxfW1tbw8vJSOf6QkBDMnj1b5eOJiIiIqGxhclGKubq6YtWqVZK6kydPYtCgQZK6hIQE6Ovri9sVKlQQ/05LS8P27dvxxx9/iHWDBg1CeHi4UnIRFhYGNzc33LhxA5MmTcL3339frClPAQEBmDx5sridnp4OS0tLlfsjIiIiotKNyUUppqurCxsbG0nd3bt3ldrVqlULRkZG+faxfv16vHjxQrKAWxAE5Obm4sqVK7C1tRXrzczMYGNjAxsbG0RGRqJz5864cOGC0uLwwpLL5ZDL5Sod+zFlZGTg2rVr4nZycjKSkpJgbGwMKyurEoyMiIiIqGzhgu5yLjw8HP7+/khKShLLX3/9hTZt2iAiIqLA45o3b44mTZpg3rx5HzHakpGYmIjGjRujcePGAIDJkyejcePGCAwMLOHIiIiIiMoWjlyUAw8ePMCLFy8kdSYmJjh//jzOnDmDdevWwd7eXrLf29sbwcHBmDt3LrS08v/XwM/PD7169cKUKVNQvXr1DxZ/SXNxcYEgCCUdBhEREVGZx5GLcsDOzg7m5uaScvr0aYSHh8PR0VEpsQCAXr164cGDB/j9998L7NfDwwO1atX6JEYviIiIiKj4ZAJ/sqWPJD09HYaGhgiMXgAdXZ1i9RXgMkFNURERERFRnrz7NYVCofSS5sLgyAUREREREakF11zQR+ffZrRKmTARERERlW4cuSAiIiIiIrXgyAV9dEsSVnPNBREREVE5xJELIiIiIiJSCyYX9MmLj49Ht27dYGFhAZlMhp07d5Z0SERERERlEpOLT5CPjw969uypVB8XFweZTIa0tDTJ32/uyyvVqlVD7969cePGjY8b/AeQmZmJhg0bYsWKFSUdChEREVGZxjUXVCSXL1+Gvr4+rl69iq+++grdunXD33//DU1NzZIOTWWenp7w9PQs6TCIiIiIyjyOXFCRmJqawtzcHG3btkVgYCAuXLiAa9eulXRYRERERFQKcOSCVFaxYkUAwMuXL/Pdn5WVhaysLHE7PT39o8RFRERERCWDycUnKjo6Gnp6epK6V69eFfr4lJQULF68GNWrV4ednV2+bUJCQjB79uxixUlEREREZQenRX2iXF1dkZSUJCk///zze4+rUaMGdHV1YWFhgczMTGzbtg3a2tr5tg0ICIBCoRDLnTt31H0ZRERERFSKcOTiE6WrqwsbGxtJ3d27d997XEJCAgwMDGBqagp9ff13tpXL5ZDL5cWKk4iIiIjKDiYXVCS1atWCkZFRSYehVhkZGZJF6cnJyUhKSoKxsTGsrKxKMDIiIiKisoXJBX3yEhMT4erqKm5PnjwZADB06FBERUWVUFREREREZQ+TC/rkubi4QBCEkg6DiIiIqMxjcvEJKujX+Ddvst++4eYNOBERERG9D58WRUREREREasGRC/ro/NuMhoGBQUmHQURERERqxpELIiIiIiJSC45c0Ee3JGE1dHR1itVHgMsENUVDREREROrCkQsiIiIiIlILJhf0yYuPj0e3bt1gYWEBmUyGnTt3lnRIRERERGUSk4sS4OPjA5lMJhYTExN4eHjg77//Ftu8ud/AwADNmjXDrl27JP1ERUVJ2uUVHR3lKUfHjx+HpqYmunTpkm9MO3bsQMuWLWFoaAh9fX04OTnBz88PwOvH0OZ3nrzi4uKits+mJGRmZqJhw4ZYsWJFSYdCREREVKZxzUUJ8fDwQGRkJAAgNTUV3377Lbp27Yrbt2+LbSIjI+Hh4YH09HSsXLkSffr0wZkzZ1C/fn2xjYGBAS5fvizpWyaTKZ0vPDwc48ePR3h4OO7fvw8LCwtx36FDh9CvXz/MmzcP3bt3h0wmw4ULF3Dw4EEAwPbt2/Hy5UsAwJ07d9C8eXPExMTAyckJAKCtra2mT6VkeHp6wtPTs6TDICIiIirzmFyUELlcDjMzMwCAmZkZpk2bhjZt2uDhw4eoWrUqAMDIyAhmZmYwMzPDnDlz8N133yE2NlaSXMhkMrGfgmRkZGDTpk1ITExEamoqoqKiMH36dHH/nj174OzsjG+++Uass7W1Rc+ePQEAxsbGYv2LFy8AACYmJu89LxERERF9WjgtqhTIyMjAr7/+ChsbG5iYmCjtz8nJQXh4OADVRgk2b94Me3t72NnZYdCgQYiIiJC8bdvMzAznz5/HuXPnVL8IIiIiIvrkceSihERHR0NPTw/A6zn/5ubmiI6OhobG/+V73t7e0NTUxPPnz5Gbmwtra2t4eXlJ+lEoFGI/edq0aYO9e/eK2+Hh4Rg0aBCA19OxFAoFjhw5Iq6VGD9+PBISElC/fn3UrFkTLVu2RKdOnTBw4EDI5XKVrzErKwtZWVnidnp6usp9EREREVHpx5GLEuLq6oqkpCQkJSXh1KlTcHd3h6enJ27duiW2CQsLQ1JSEvbu3QtHR0f8/PPPkilKAKCvry/2k1d+/vlncf/ly5dx6tQpeHt7AwC0tLTQr18/cSQEAHR1dfHbb7/h2rVr+Pbbb6Gnpwd/f380b94cz549U/kaQ0JCYGhoKBZLS0uV+yIiIiKi0o/JRQnR1dWFjY0NbGxs0KxZM/z888/IzMzETz/9JLYxMzODjY0NOnXqhMjISPTr1w8PHjyQ9KOhoSH2k1eqV68u7g8PD0dOTg4sLCygpaUFLS0trFq1Ctu2bYNCoZD0VadOHXz55Zf4+eefcebMGVy4cAGbNm1S+RoDAgKgUCjEcufOHZX7IiIiIqLSj8lFKSGTyaChoYHnz5/nu7958+Zo0qQJ5s2bV+g+c3Jy8Msvv2DJkiWSkY2//voLFhYW2LBhQ4HHWltbo1KlSsjMzCzyteSRy+UwMDCQlNIoIyND/GwAIDk5GUlJSZIndxERERHR+3HNRQnJyspCamoqAODJkydYvnw5MjIy0K1btwKP8fPzQ69evTBlyhRxdEIQBLGfN5mamiI6OhpPnjzBiBEjYGhoKNnfu3dvhIeHY/To0QgKCsKzZ8/QuXNn1KxZE2lpafj++++RnZ2Njh07qvGqS6fExES4urqK25MnTwYADB06FFFRUSUUFREREVHZw+SihOzbtw/m5uYAXq+bsLe3x5YtW975QjoPDw/UqlUL8+bNw8qVKwG8XiSd18+bUlJSEB4eDjc3N6XEAnidXCxcuBB///032rVrhxUrVmDIkCH4999/UblyZTRu3BgHDhyAnZ2dei64FHNxcZE8PYuIiIiIVCMTeFdFH0l6ejoMDQ0RGL0AOrrKbxEvigCXCWqKioiIiIjy5N2vKRQKlaa0c80FERERERGpBadF0Ufn32Z0qV3cTURERESq48gFERERERGpBUcu6KNbkrCaay6IiIiIyiGOXBARERERkVowuaBPXnx8PLp16wYLCwvIZDLs3LmzpEMiIiIiKpOYXKhJamoqxo8fj9q1a0Mul8PS0hLdunXDoUOHALx+4/WyZcve28+GDRugqakJX19fse706dOQyWQ4ceJEvsd06NABX3zxBQDAx8cHPXv2LFJs74vv5s2bkMlk+ZaCYipLMjMz0bBhQ6xYsaKkQyEiIiIq07jmQg1u3rwJZ2dnGBkZYdGiRahfvz6ys7Oxf/9++Pr64tKlS4XuKzw8HFOmTMGPP/6IJUuWQEdHB02aNEHDhg0RERGBli1bKp07NjYWe/bs+eCxxcTEwMnJSVJnYmJS6ONLK09PT3h6epZ0GERERERlHpMLNRg7dixkMhlOnToFXV1dsd7JyQnDhw8vdD/Jyck4duwYtm3bhtjYWGzfvh0DBgwAAIwYMQLffvstli1bhkqVKonHREVFwdzcHB4eHh80NuB1ImFmZlakY4iIiIjo08FpUcX0+PFj7Nu3D76+vpKb9zxGRkaF7isyMhJdunSBoaEhBg0ahPDwcHHfwIEDkZWVha1bt4p1giBg7dq18PHxgaam5geNjYiIiIjofZhcFNO1a9cgCALs7e2L1U9ubi6ioqIwaNAgAED//v3xxx9/IDk5GQBgbGyMXr16ISIiQjwmNjYWN2/exLBhwz5obHlat24NPT09SXmXrKwspKenSwoRERERlV9MLopJEAS19HPw4EFkZmaic+fOAIAqVaqgY8eOkmRi+PDhiI+Px/Xr1wEAERERaNeuHWxsbD5obHk2bdqEpKQkSXmXkJAQGBoaisXS0lKt8RARERFR6cLkopjq1q0LmUxWpIXR+QkPD8fjx49RsWJFaGlpQUtLC7///jvWrl2L3NxcAK+fCmVlZYWoqCikp6dj+/btGDFixAePLY+lpSVsbGwk5V0CAgKgUCjEcufOHbXEQURERESlE5OLYjI2Noa7uztWrFiBzMxMpf1paWnv7ePRo0fYtWsXNm7cKBkVOHv2LJ48eYIDBw4AADQ0NDBs2DCsXbsW69evh7a2Nvr06fNBYysOuVwOAwMDSSmNMjIyJCMxycnJSEpKwu3bt0s2MCIiIqIyhk+LUoMVK1bA2dkZzZs3R3BwMBo0aICcnBwcPHgQq1atwsWLFwEA9+7dU5pKVLNmTfzvf/+DiYkJvLy8IJPJJPs7d+6M8PBw8WlQw4YNQ3BwMKZPnw5vb29UrFhRLbG9K748jx49QmpqqmS/kZERdHR0CvU5lVaJiYlwdXUVtydPngwAGDp0KKKiokooKiIiIqKyh8mFGtSuXRtnzpzBvHnz4O/vj5SUFFStWhVNmjTBqlWrxHaLFy/G4sWLJcf+73//Q0REBHr16qWUWABA7969MXjwYPz333+oUqUKrKys4ObmhgMHDhTqUbKFje1d8X3++ecAADc3N6X+N2zYgP79+783jtLMxcVF7etTiIiIiD5FMoF3VfSRpKenw9DQEIHRC6CjW7zRjgCXCWqKioiIiIjy5N2vKRQKlaa0c80FERERERGpBZMLIiIiIiJSC665oI/Ov83oUvvkKCIiIiJSHZML+uiWJKzmmgsiIiKicojTooiIiIiISC2YXNAnLz4+Ht26dYOFhQVkMhl27txZ0iERERERlUlMLuiTl5mZiYYNG2LFihUlHQoRERFRmcbkopRavXo19PX1kZOTI9ZlZGSgQoUKcHFxkbSNi4uDTCbD9evXYW1tDZlMBplMhkqVKqF+/fr4+eef822flpYm1v30009o2LAh9PT0YGRkhMaNGyMkJAQAJH3mV3x8fD7Ux/BReHp6Yu7cuejVq1dJh0JERERUpnFBdynl6uqKjIwMJCYmomXLlgCAhIQEmJmZ4eTJk3jx4gV0dF4vio6NjYWVlRXq1KkDAAgODsbIkSPx7NkzbNmyBSNHjkT16tXh6emZ77kiIiLg5+eH77//Hu3atUNWVhb+/vtvnDt3DgDw559/4tWrVwCAY8eOoXfv3rh8+bL4xKeKFSt+0M+CiIiIiMoGJhellJ2dHczNzREXFycmF3FxcejRowcOHz6MEydOiCMYcXFxcHV1FY/V19eHmZkZAGDq1KlYuHAhDh48WGBysXv3bnh5eWHEiBFinZOTk/h31apVxb+NjY0BAKampjAyMlLLtRIRERFR+cBpUaWYq6srYmNjxe3Y2Fi4uLigXbt2Yv3z589x8uRJSXKRJzc3F9u2bcOTJ0+gra1d4HnMzMxw4sQJ3Lp1S63xZ2VlIT09XVKIiIiIqPxiclGKubq64ujRo8jJycHTp09x9uxZtGvXDm3btkVcXBwA4Pjx48jKypIkF1OnToWenh7kcjn69OmDypUr48svvyzwPLNmzYKRkRGsra1hZ2cHHx8fbN68Gbm5ucWKPyQkBIaGhmKxtLQsVn9EREREVLoxuSjFXFxckJmZiT///BMJCQmwtbVF1apV0a5dO3HdRVxcHGrXrg0rKyvxuG+++QZJSUk4fPgwWrRogbCwMNjY2BR4HnNzcxw/fhz//PMPJk6ciJycHAwdOhQeHh7FSjACAgKgUCjEcufOHZX7IiIiIqLSj2suSjEbGxvUqFEDsbGxePLkCdq1awcAsLCwgKWlJY4dO4bY2Fi0b99eclyVKlVgY2MDGxsbbNmyBfXr10fTpk3h6Oj4zvPVq1cP9erVw9ixYzF69Gi0adMGR44cyXfKVWHI5XLI5XKVjv2YMjIycO3aNXE7OTkZSUlJMDY2liRtRERERPRuHLko5VxdXREXF4e4uDjJI2jbtm2LvXv34tSpU++8+be0tES/fv0QEBBQpPPmJSKZmZkqxV2WJCYmonHjxmjcuDEAYPLkyWjcuDECAwNLODIiIiKisoUjF6Wcq6srfH19kZ2dLY5cAEC7du0wbtw4vHz58r0jCxMnTkS9evWQmJiIpk2bKu0fM2YMLCws0L59e9SoUQMpKSmYO3cuqlatilatWqn9mkobFxcXCIJQ0mEQERERlXkcuSjlXF1d8fz5c9jY2KBatWpifbt27fD06VPxkbXv4ujoiE6dOhX4S7ybmxtOnDiBvn37wtbWFr1794aOjg4OHToEExMTtV4PEREREZVfMoE/2dJHkp6eDkNDQwRGL4COrk6x+gpwmaCmqIiIiIgoT979mkKhEF+YXBQcuSAiIiIiIrXgmgv66PzbjFYpEyYiIiKi0o0jF0REREREpBYcuaCPbknCaq65ICIiIiqHOHJBn7z4+Hh069YNFhYWkMlk2LlzZ0mHRERERFQmMbmgT15mZiYaNmyIFStWlHQoRERERGUak4tC8vHxgUwmg0wmg7a2NmxsbBAcHIycnByxjbu7OzQ1NfHnn38WeHxoaKikfufOnZDJZJI6QRCwZs0atGjRAnp6ejAyMkLTpk2xbNkyPHv2DAAQFBQkxqOpqQlLS0t89dVXePz4saQva2trsd2b5e043hf/w4cPMWbMGFhZWUEul8PMzAzu7u44evRo4T/EUsrT0xNz585Fr169SjoUIiIiojKNyUUReHh4ICUlBVevXoW/vz+CgoKwaNEiAMDt27dx7NgxjBs3DhEREfker6OjgwULFuDJkyfvPM/gwYPh5+eHHj16IDY2FklJSZg5cyZ27dqFAwcOiO2cnJyQkpKC27dvIzIyEvv27cOYMWOU+gsODkZKSoqkjB8/XtLmffH37t0bZ8+exdq1a3HlyhXs3r0bLi4uePTo0Xs/NyIiIiL6NHBBdxHk/WIPAGPGjMGOHTuwe/duBAQEIDIyEl27dsWYMWPQsmVLLF26FBUrVpQc7+bmhmvXriEkJAQLFy7M9xybN2/GunXrsHPnTvTo0UOst7a2Rvfu3ZGeni7WaWlpifFUr14dffv2RWRkpFKf+vr6YruCvCv+tLQ0JCQkIC4uDu3atQMA1KxZE82bN3/fR0ZEREREnxCOXBRDxYoV8fLlSwiCgMjISAwaNAj29vawsbHB1q1bldprampi/vz5+OGHH3D37t18+1y3bh3s7OwkiUUemUwGQ0PDfI+7efMm9u/fD21t7SJfx/vi19PTg56eHnbu3ImsrKxC95uVlYX09HRJISIiIqLyi8mFCgRBQExMDPbv34/27dsjJiYGz549g7u7OwBg0KBBCA8Pz/fYXr16oVGjRpg1a1a++69evQo7O7tCxfHPP/9AT08PFStWRK1atXD+/HlMnTpVqd3UqVPFBCGvJCQkiPvfF7+WlhaioqKwdu1aGBkZwdnZGdOnT8fff//9zvhCQkJgaGgoFktLy0JdFxERERGVTUwuiiA6Ohp6enrQ0dGBp6cn+vXrh6CgIERERKBfv37Q0no9y8zb2xtHjx7F9evX8+1nwYIFWLt2LS5evKi0TxCEQsdjZ2eHpKQk/Pnnn5g6dSrc3d2V1lIAwDfffIOkpCRJadq0qbi/MPH37t0b9+/fx+7du+Hh4YG4uDh89tlniIqKKjC+gIAAKBQKsdy5c6fQ10ZEREREZQ+TiyJwdXVFUlISrl69iufPn2Pt2rXIysrCjh07sHLlSmhpaUFLSwvVq1dHTk5OgQu727ZtC3d3dwQEBCjts7W1xaVLlwoVT95Tq+rVq4fQ0FBoampi9uzZSu2qVKkCGxsbSclbT/H48eNCx6+jo4OOHTti5syZOHbsGHx8fAocgQFer1ExMDCQlNIoIyNDTLoAIDk5GUlJSbh9+3bJBkZERERUxjC5KAJdXV3Y2NjAyspK/JV/3bp1qFGjBv766y/JyMCSJUsQFRWFV69e5dtXaGgo9uzZg+PHj0vqBwwYgCtXrmDXrl1KxwiCAIVCUWB83377LRYvXoz79+8X+ppUjR8AHB0dkZmZWehzlVaJiYlo3LgxGjduDACYPHkyGjdujMDAwBKOjIiIiKhs4dOiiik8PBx9+vRBvXr1JPWWlpYICAjAvn370KVLF6Xj6tevj4EDB+L777+X1Ht5eWHHjh3w9vbGt99+i06dOqFq1ar4559/EBYWhvHjx6Nnz575xtKqVSs0aNAA8+fPx/Lly8X6p0+fIjU1VdK2UqVKMDAwKFT8LVu2RN++fTF8+HA0aNAA+vr6SExMxMKFC/NdeF7WuLi4FGk6GhERERHljyMXxXD69Gn89ddf6N27t9I+Q0NDdOjQocCF3cDr90/k5uZK6mQyGdavX4+lS5di586daNeuHRo0aICgoCD06NFDXHRdkEmTJuHnn3+WrG8IDAyEubm5pEyZMqXQ8evp6aFFixYICwtD27ZtUa9ePcycORMjR46UJDFERERE9GmTCfzJlj6S9PR0GBoaIjB6AXR0dYrVV4DLBDVFRURERER58u7XFAqFSutlOXJBRERERERqwTUX9NH5txldap8cRURERESq48gFERERERGpBUcu6KNbkrCaay6IiIiIyiGOXNAnLz4+Ht26dYOFhQVkMhl27txZ0iERERERlUlMLuiTl5mZiYYNG2LFihUlHQoRERFRmcbkopQ7fvw4NDU1lV7Ed/PmTchkMpiamuLp06eSfY0aNUJQUJCk7tq1axg+fDisrKwgl8tRvXp1dOjQAevWrUNOTo7YLr9f7qOjo9GuXTvo6+ujUqVKaNasGaKiotR5mSXK09MTc+fORa9evUo6FCIiIqIyjclFKRceHo7x48cjPj4e9+/fV9r/9OlTLF68+J19nDp1Cp999hkuXryIFStW4Ny5c4iLi8OXX36JVatW4fz58wUe+8MPP6BHjx5wdnbGyZMn8ffff6N///4YPXo0vv7662JfHxERERGVH1zQXYplZGRg06ZNSExMRGpqKqKiojB9+nRJm/Hjx2Pp0qXw9fWFqampUh+CIMDHxwe2trY4evQoNDT+L5+sW7cuvL29UdB7FO/cuQN/f3/4+flh/vz5Yr2/vz+0tbUxYcIE9O3bFy1atFDTFRMRERFRWcaRi1Js8+bNsLe3h52dHQYNGoSIiAilRMDb2xs2NjYIDg7Ot4+kpCRcvHgRX3/9tSSxeJNMJsu3fuvWrcjOzs53hGLUqFHQ09PDhg0bCow/KysL6enpkkJERERE5ZfKyUXt2rXx6NEjpfq0tDTUrl27WEHRa+Hh4Rg0aBAAwMPDAwqFAkeOHJG0kclkCA0NxZo1a3D9+nWlPq5cuQIAsLOzE+sePHgAPT09saxcuTLf81+5cgWGhoYwNzdX2qetrY3atWuL/ecnJCQEhoaGYrG0tHz/RRMRERFRmaVycnHz5k28evVKqT4rKwv37t0rVlAEXL58GadOnYK3tzcAQEtLC/369UN4eLhSW3d3d3z++eeYOXNmofo2MTFBUlISkpKSYGRkhJcvX6o19jwBAQFQKBRiuXPnzgc5DxERERGVDkVec7F7927x7/3798PQ0FDcfvXqFQ4dOgRra2u1BPcpCw8PR05ODiwsLMQ6QRAgl8uxfPlypfahoaFo1aoVvvnmG0l93bp1AbxOVho3bgwA0NTUhI2NDYDXSUtBbG1toVAocP/+fUkcAPDy5Utcv34drq6uBR4vl8shl8vfc6UlLyMjA9euXRO3k5OTkZSUBGNjY1hZWZVgZERERERlS5GTi549ewJ4PR1n6NChkn0VKlSAtbU1lixZopbgPlU5OTn45ZdfsGTJEnTq1Emyr2fPntiwYQM8PDwk9c2bN8cXX3yBadOmSeobN24Me3t7LF68GF5eXgWuu8hP7969MXXqVCxZskTpO129ejUyMzPFkZWyLDExUZIkTZ48GQAwdOjQcvXIXSIiIqIPrcjJRW5uLgCgVq1a+PPPP1GlShW1B/Wpi46OxpMnTzBixAjJyBDw+oY/PDxcKbkAgHnz5sHJyUkyGiGTyRAZGYmOHTvC2dkZAQEBcHBwQHZ2NuLj4/Hw4UNoamrmG4eVlRUWLlwIf39/6OjoYPDgwahQoQJ27dqF6dOnw9/fv1w8KcrFxaXAJ2YRERERUeGpvOYiOTmZicUHEh4eDjc3N6XEAnidXCQmJub75CVbW1sMHz4cL168kNS3bNkSp0+fhp2dHXx9feHo6IjWrVtjw4YNCAsLw5gxYwqMxc/PDzt27EBCQgKaNm2KevXqYf369Vi1atV7369BRERERJ8WmVCMn2wPHTqEsLAwXLx4EQDg4OAAPz8/uLm5qS1AKj/S09NhaGiIwOgF0NHVKVZfAS4T1BQVEREREeXJu19TKBQwMDAo8vEqj1ysXLkSHh4e0NfXx8SJEzFx4kQYGBigc+fOWLFihardEhERERFRGaXyyEWNGjUwbdo0jBs3TlK/YsUKzJ8/n4+jJSXFzYSJiIiI6MMqsZGLtLS0fBcVd+rUCQqFQtVuiYiIiIiojCry06LydO/eHTt27FB6r8KuXbvQtWvXYgdG5deShNVcc0FERERUDqmcXDg6OmLevHmIi4tDq1atAAAnTpzA0aNH4e/vj++//15sO2ECbwSJiIiIiMo7lddc1KpVq3AnkMlw48YNVU5B5UxpfVpUfHw8Fi1ahNOnTyMlJQU7duwQXxZJRERE9CkpsTUXycnJhSoFJRYymeydJSgoCDdv3oRMJkNSUpLS8S4uLvDz85PUnT9/Hl5eXqhatSrkcjlsbW0RGBiIZ8+eSdpZW1uL56lUqRLq16+Pn3/+Od84N2zYAE1NTfj6+ua7Pz09HTNmzIC9vT10dHRgZmYGNzc3bN++XXwxW36xXrt2DcOGDUONGjUgl8tRq1YteHt7IzExMd/zAMDDhw8xZswYWFlZQS6Xw8zMDO7u7jh69Gi+16arq4vPPvsMW7ZsEfcHBQWhUaNGkm2ZTIbRo0dLzpWUlASZTIabN28CgPhd5FdOnDhRYMxlQWZmJho2bMinnBEREREVk8rJRXGlpKSIZdmyZTAwMJDUff3110Xq78SJE2jRogVevnyJ3377DVeuXMG8efMQFRWFjh074uXLl5L2wcHBSElJwblz5zBo0CCMHDkSe/fuVeo3PDwcU6ZMwYYNG5ReTpeWlobWrVvjl19+QUBAAM6cOYP4+Hj069cPU6ZMKXBhe2JiIpo0aYIrV67gxx9/xIULF7Bjxw7Y29vD39+/wGvs3bs3zp49i7Vr1+LKlSvYvXs3XFxc8OjRo3yv7ezZs2jWrBn69euHY8eOFdivjo4OwsPDcfXq1QLb5ImJiZF8TykpKWjSpMl7jyvNPD09MXfuXPTq1aukQyEiIiIq01ReczF58uR862UyGXR0dGBjY4MePXrA2Ng433ZmZmbi34aGhpDJZJI6APjvv/8KFYsgCBgxYgQcHBywfft2aGi8zplq1qwJW1tbNG7cGGFhYZg6dap4jL6+vni+qVOnYuHChTh48CA8PT3FNsnJyTh27Bi2bduG2NhYbN++HQMGDBD3T58+HTdv3sSVK1dgYWEh1tva2sLb2xs6OspTfwRBgI+PD+rWrYuEhAQxVgBo1KgRJk6cmO81pqWlISEhAXFxcWjXrp14fc2bN1dqm3dtZmZmWLFiBX799Vfs2bMHrVu3zrdvOzs7mJqaYsaMGdi8eXO+bfKYmJgofU9EREREREAxkouzZ8/izJkzePXqFezs7AAAV65cgaamJuzt7bFy5Ur4+/vjjz/+gKOjo9oCzk9SUhIuXLiA9evXS27WAaBhw4Zwc3PDhg0bJMlFntzcXOzYsQNPnjyBtra2ZF9kZCS6dOkCQ0NDDBo0COHh4WJykZubi40bN2LgwIGSxCKPnp5egbGeP38+31gBwMjIKN/j9PT0oKenh507d6Jly5aQy+X5tnublpYWKlSooDRy87bQ0FA0a9YMiYmJaNq0aaH6JiIiIiJ6k8rTonr06AE3Nzfcv38fp0+fxunTp3H37l107NgR3t7euHfvHtq2bYtJkyYVO8jWrVuLN9d5JSEhQdx/5coVAICDg0O+xzs4OIht8kydOhV6enqQy+Xo06cPKleujC+//FLcn5ubi6ioKAwaNAgA0L9/f/zxxx9ITk4G8HpU5cmTJ7C3ty/SteRNPSrqcVpaWoiKisLatWthZGQEZ2dnTJ8+HX///XeBx7x8+RIhISFQKBRo3779O/v/7LPP4OXllW8C9qb8vouCZGVlIT09XVKIiIiIqPxSOblYtGgR5syZI1lFbmhoiKCgICxcuBCVKlVCYGAgTp8+XewgN23ahKSkJEnJ79f1ojz46ptvvkFSUhIOHz6MFi1aICwsDDY2NuL+gwcPIjMzE507dwYAVKlSBR07dkRERESRz6VqjG/r3bs37t+/j927d8PDwwNxcXH47LPPEBUVJWmXlzhVqlQJCxYsQGhoKLp06fLe/ufOnYuEhAQcOHCgwDb5fRcFCQkJgaGhoVgsLS0Le6lEREREVAapnFwoFAo8ePBAqf7hw4fiL9RGRkbvnY5TGJaWlrCxsZGUihUrivttbW0BABcvXsz3+IsXL4pt8lSpUgU2NjZo06YNtmzZggkTJuDChQvi/vDwcDx+/BgVK1aElpYWtLS08Pvvv2Pt2rXIzc1F1apVYWRkhEuXLhXpWvLiKOpxeXR0dNCxY0fMnDkTx44dg4+PD2bNmiVpk5c43b17F0+ePHnvaESeOnXqYOTIkZg2bVqBSVB+30VBAgICoFAoxHLnzp3CXygRERERlTnFmhY1fPhw7NixA3fv3sXdu3exY8cOjBgxQnxHwKlTp5Ru6j+ERo0awd7eHmFhYcjNzZXs++uvvxATEwNvb+8Cj7e0tES/fv0QEBAAAHj06BF27dqFjRs3Sn6hP3v2LJ48eYIDBw5AQ0MD/fv3x7p163D//n2lPjMyMpCTk5NvrI6OjliyZIlSrMDrhdtF4ejoiMzMTEldXuJkZmYGmUxWpP4CAwNx5coVbNy4sUjH5Ucul8PAwEBSSqOMjAzJKExycjKSkpJw+/btkg2MiIiIqIxReUH3jz/+iEmTJqF///7iTbSWlhaGDh2KsLAwAK/XFRT0/gh1kslkCA8PR8eOHdG7d28EBATAzMwMJ0+ehL+/P1q1aqX0nom3TZw4EfXq1UNiYiL++OMPmJiYwMvLS+nmvHPnzggPD4eHh4f4hvIWLVpg3rx5aNq0KSpUqICEhASEhITgzz//VFqgLZPJEBkZCTc3N7Rp00Z8R0ZGRgb27NmDAwcO4MiRI0rxPXr0CH379sXw4cPRoEED6OvrIzExEQsXLkSPHj2K+xGKqlWrhsmTJ2PRokX57n/06BFSU1MldUZGRvk+GausSExMhKurq7id9yS0oUOHKk05IyIiIqKCqZxc6Onp4aeffkJYWJj4orzatWtLFvg2atQId+/eRW5ubr5PRlKn1q1b48SJE5g9ezY8PT3x9OlTWFlZYejQoQgICHjv05UcHR3RqVMnBAYG4u7du+jVq1e+v/r37t0bgwcPxn///YcqVargxIkTCA0Nxdy5c3Hr1i1UrlwZ9evXx6JFi2BoaJjvuZo3b47ExETMmzcPI0eOxH///Qdzc3O0bt0ay5Yty/cYPT09cW3I9evXkZ2dDUtLS4wcORLTp08v8uf1Ll9//TVWrVql9F4PAHBzc1Oq27BhA/r376/WGD4mFxeXYq2FISIiIqLXZMIHvqsyMDBAUlISateu/SFPQ2VA3uvkA6MXQEe3eCMdAS4T1BQVEREREeXJu19TKBQqTWn/4G/o5i/CRERERESfBpWnRRGpyr/N6FK7uJuIiIiIVPfBRy6IiIiIiOjTwJEL+uiWJKwu9poLdeC6DSIiIiL1+uAjF0V9zwIREREREZVNXNBNpAYhISFo1qwZ9PX1YWpqip49e+Ly5cslHRYRERHRR/XBk4sLFy6gZs2aH/o0aufj4wOZTKZUPDw8cP/+fVSuXBnff/+95JiTJ0+iQoUKOHDgQL7HvlmCgoJw8+ZNSZ2xsTHatWuHhIQESb9BQUH59mFvby+2cXFxgUwmQ2hoqNK1dOnSRTznm+39/PyUYsivzJkzB7q6urh27Zqk37zPYfny5Wr4xMu2I0eOwNfXFydOnMDBgweRnZ2NTp06Kb09nYiIiKg8K9Kaiy+++KLQbbdv3w4AsLS0LFpEpYiHhwciIyMldXK5HJUrV8YPP/yAUaNGwdPTE3Xr1sXz588xdOhQfPnll+jUqRNSUlLEYzZt2oTAwEDJL9l6enr477//AAAxMTFwcnLCf//9h3nz5qFr1664cuUKqlWrJrZ3cnJCTEyMJBYtLenXZ2lpiaioKEybNk2su3fvHg4dOgRzc/N8r9HS0lIS6+LFi7Fv3z7JuQwNDXH27Fn4+PggPj5efCHiyJEj0aRJE/j6+r77g/wE7Nu3T7IdFRUFU1NTnD59Gm3bti2hqIiIiIg+riKNXBgaGorFwMAAhw4dQmJiorj/9OnTOHToUIFvpi5r5HI5zMzMJKVy5coAgEGDBsHd3R0+Pj7Izc1FQEAAsrOzsWjRIgCQHGNoaAiZTCape/NN5iYmJjAzM0O9evUwffp0pKen4+TJk5JYtLS0lGKpUqWKpE3Xrl3x33//4ejRo2Ld2rVr0alTJ5iamuZ7jZqamkpxvX2uihUr4scff8SVK1ewdOlSAK9vno8ePYrIyEiuq8mHQqEAABgbG5dwJEREREQfT5FGLt78FX/q1Knw8vLC6tWroampCQB49eoVxo4d+8m8w2D16tWoV68eBg4ciC1btuDw4cOSpKGonj9/jl9++QUAoK2tXeTjtbW1MXDgQERGRsLZ2RnA6yRg4cKFkilRqqhatSrWrFkDb29vNGzYEJMmTcJ3331XpkemPpTc3Fz4+fnB2dkZ9erVK+lwiIiIiD4alddcRERE4OuvvxYTC+D1r+CTJ09GRESEWoIradHR0dDT05OU+fPni/tNTU0xZ84cbNy4EV999ZXK019at24NPT096OrqYvHixWjSpAk6dOggafPPP/8oxTJ69GilvoYPH47NmzcjMzMT8fHxUCgU6Nq1q0pxva1nz57w8vKCh4cH2rVrh6FDh76zfVZWFtLT0yXlU+Dr64tz585h48aNJR0KERER0Uel8nsucnJycOnSJdjZ2UnqL126hNzc3GIHVhq4urpi1apVkro3p7m8evUKUVFRqFSpEk6cOIGcnByldRCFsWnTJtjb2+PcuXOYMmUKoqKiUKFCBUkbOzs77N69W1KX3whRw4YNUbduXWzduhWxsbEYPHiwSjEVZObMmfjll1/w7bffvrdtSEgIZs+erbZzlwXjxo1DdHQ04uPjUaNGjZIOh4iIiOijUvmuc9iwYRgxYgSuX7+O5s2bA3j9tKTQ0FAMGzZMbQGWJF1dXdjY2BS4f/Hixbhx4wYSExPRrl07zJ8/H4GBgUU+j6WlJerWrYu6desiJycHvXr1wrlz5yCXy8U22tra74zlTcOHD8eKFStw4cIFnDp1qsjxvEteolKYhCUgIACTJ08Wt9PT08vtNCpBEDB+/Hjs2LEDcXFxqFWrVkmHRERERPTRqZxcLF68GGZmZliyZIn4tCFzc3N888038Pf3V1uApdX58+cxa9YsrF+/Hg4ODli1ahW8vb3Rs2dPNGjQQOV++/Tpg8DAQKxcuRKTJk1SqY8BAwbg66+/RsOGDeHo6KhyLMUll8slCVJ55uvri/Xr12PXrl3Q19dHamoqgNcPQahYsWIJR0dERET0caicXGhoaGDKlCmYMmWKOJe+vC3kzsrKEm8S82hpacHIyAhDhw7FF198IT6et3fv3ujduzd8fHxw6tQplaciyWQyTJgwAUFBQRg1ahQqVaoE4PU0tLdjkclkksfV5qlcuTJSUlKUplbRh5M3fc7FxUVSHxkZCR8fn48fEBEREVEJKNZL9HJychATE4MNGzaIjyO9f/8+MjIy1BJcSdu3bx/Mzc0l5fPPP8f8+fNx7949pZfHrVixAikpKZJF36oYOnQosrOzJf2fP39eKZZ3vZzQyMgIurq6xYqDCk8QhHwLEwsiIiL6lMgEQRBUOfDWrVvw8PDA7du3kZWVhStXrqB27dqYOHEisrKysHr1anXHSmVceno6DA0NERi9ADq6OiUdDgJcJpR0CERERESlSt79mkKhUGlWksojFxMnTkTTpk3x5MkTyZzyXr164dChQ6p2S0REREREZZTKay4SEhJw7NgxpZe9WVtb4969e8UOjIiIiIiIyhaVk4vc3Fy8evVKqf7u3bvQ19cvVlBUvvm3GV3uFv8TERERUTGSi06dOmHZsmVYs2YNgNdPLsrIyMCsWbPQuXNntQVI5c+ShNVcc0FERERUDqmcXCxZsgTu7u5wdHTEixcvMGDAAFy9ehVVqlTBhg0b1BkjERERERGVASov6K5Rowb++usvTJ8+HZMmTULjxo0RGhqKs2fPwtTUVJ0xEpV6ISEhaNasGfT19WFqaoqePXvi8uXLJR0WERER0Uel8sgF8PqFcoMGDVJXLERl1pEjR+Dr64tmzZohJycH06dPR6dOnXDhwgW+b4SIiIg+GcVKLq5evYrY2Fg8ePAAubm5kn2BgYHFCoyk7ty5g1mzZmHfvn3477//YG5ujp49eyIwMBAmJiYAXr8d+siRIwAAuVwOKysrDBs2DNOmTRNfcnjz5k3UqlVL7LdChQqwsrKCj48PZsyYIbYLCgrCzp07kZSUBGtra9y6davA2IYOHYqoqKgPdOVlw759+yTbUVFRMDU1xenTp9G2bdsSioqIiIjo41I5ufjpp58wZswYVKlSBWZmZuJNKfB6cTeTC/W5ceMGWrVqBVtbW2zYsAG1atXC+fPn8c0332Dv3r04ceIEjI2NAQAjR45EcHAwsrKycPjwYXz11VcwMjLCmDFjJH3GxMTAyckJWVlZ+OOPP/Dll1/C3NwcI0aMUDr/n3/+KT4Z7NixY+jduzcuX74sPvHpzfec0GsKhQIAxO+FiIiI6FOgcnIxd+5czJs3D1OnTlVnPJQPX19faGtr48CBA+KNvJWVFRo3bow6depgxowZWLVqFQCgUqVKMDMzAwAMGzYMy5cvx8GDB5WSCxMTE7FdzZo1ERkZiTNnzuSbXFStWlX8O+9m2dTUFEZGRmq/1vIgNzcXfn5+cHZ2Rr169Uo6HCIiIqKPRuUF3U+ePEHfvn3VGQvl4/Hjx9i/fz/Gjh2rNEJgZmaGgQMHYtOmTRAEQbJPEAQkJCTg0qVLSi86fFtiYiJOnz6NFi1aqDX2rKwspKenS8qnwNfXF+fOncPGjRtLOhQiIiKij0rl5KJv3744cOCAOmOhfFy9ehWCIMDBwSHf/Q4ODnjy5AkePnwIAFi5ciX09PQgl8vRtm1b5ObmYsIE5fc5tG7dGnp6etDW1kazZs3g5eWFIUOGqDX2kJAQGBoaisXS0lKt/ZdG48aNQ3R0NGJjY1GjRo2SDoeIiIjoo1J5WpSNjQ1mzpyJEydOoH79+qhQoYJkf343tKS6t0cmCjJw4EDMmDEDT548waxZs9C6dWu0bt1aqd2mTZvg4OCA7OxsnDt3DuPHj0flypURGhqqtpgDAgIwefJkcTs9Pb3cJhiCIGD8+PHYsWMH4uLiJIvmiYiIiD4VKicXa9asgZ6eHo4cOSI+oSiPTCZjcqEmNjY2kMlkuHjxInr16qW0/+LFi6hcubK4LsLQ0BA2NjYAgM2bN8PGxgYtW7aEm5ub5DhLS0uxnYODA65fv46ZM2ciKCgIOjrqeXu2XC6HXC5XS1+lna+vL9avX49du3ZBX18fqampAF5/H1zwTkRERJ8KlZOL5ORkdcZBBTAxMUHHjh2xcuVKTJo0SXKjmpqainXr1mHIkCGSp3Xl0dPTw8SJE/H111/j7Nmz+bbJo6mpiZycHLx8+VJtycWnJG9BvYuLi6Q+MjISPj4+Hz8gIiIiohKg8poL+niWL1+OrKwsuLu7Iz4+Hnfu3MG+ffvQsWNHVK9eHfPmzSvw2FGjRuHKlSvYtm2bpP7Ro0dITU3F3bt3sXfvXnz33XdwdXUVHy9LRSMIQr6FiQURERF9Soo0cjF58mTMmTMHurq6krn0+Vm6dGmxAqP/U7duXSQmJmLWrFnw8vLC48ePYWZmhp49e2LWrFnvfJeCsbExhgwZgqCgIHzxxRdifd40KU1NTZibm6Nz587vTFKIiIiIiN5HJhR2pTAAV1dX7NixA0ZGRnB1dS24U5kMhw8fVkuAVH6kp6fD0NAQgdELoKNb8lOvAly4LoiIiIjoTXn3awqFQqUZLUUauYiNjc33byIiIiIiIpUXdBOpyr/NaK7tICIiIiqHVE4uXrx4gR9++AGxsbF48OABcnNzJfvPnDlT7OCofFqSsLpUTIuid+O0MSIiIioqlZOLESNG4MCBA+jTpw+aN2/+zsecEhERERFR+adychEdHY3ff/8dzs7O6oyHiMqpe/fuYerUqdi7dy+ePXsGGxsbREZGomnTpiUdGhEREamJyslF9erVoa+vr85YiKicevLkCZydneHq6oq9e/eiatWquHr1KipXrlzSoREREZEaqfwSvSVLlmDq1Km4deuWOuMpVR4+fIgxY8bAysoKcrkcZmZmcHd3x9GjRwEA1tbWWLZsmdJxQUFBaNSokaTu8ePH8PPzQ82aNaGtrQ0LCwsMHz4ct2/flrRzcXGBn5+fUp9RUVEwMjJ65zne7kcmk0Emk0Eul6N69ero1q0btm/frtQ2r93bZePGjQCAuLg4SX3VqlXRuXNn/PPPPwWen+hNCxYsgKWlJSIjI9G8eXPUqlULnTp1Qp06dUo6NCIiIlIjlZOLpk2b4sWLF6hduzb09fVhbGwsKeVB7969cfbsWaxduxZXrlzB7t274eLigkePHhWpn8ePH6Nly5aIiYnB6tWrce3aNWzcuBHXrl1Ds2bNcOPGjQ8S/8iRI5GSkoLr169j27ZtcHR0RP/+/fHVV18ptY2MjERKSoqk9OzZU9Lm8uXLSElJwf79+5GVlYUuXbrg5cuXHyR2Kl92796Npk2bom/fvjA1NUXjxo3x008/lXRYREREpGYqT4vy9vbGvXv3MH/+fFSrVq3cLehOS0tDQkIC4uLi0K5dOwBAzZo10bx58yL3NWPGDNy/fx/Xrl2DmZkZAMDKygr79+9H3bp14evri71796o1fgCoVKmSeL4aNWqgZcuWsLe3x/Dhw+Hl5SW+pRsAjIyMxLYFMTU1Fdv5+fmhe/fuuHTpEho0aKD22Kl8uXHjBlatWoXJkydj+vTp+PPPPzFhwgRoa2tj6NChJR0eERERqYnKycWxY8dw/PhxNGzYUJ3xlBp6enrQ09PDzp070bJlS8jlcpX6yc3NxcaNGzFw4EClm/eKFSti7Nix+Pbbb/H48eOPMuIzdOhQ+Pv7Y/v27ZLkoigUCoU4ZUpbW7vAdllZWcjKyhK309PTVToflX25ublo2rQp5s+fDwBo3Lgxzp07h9WrVzO5ICIiKkdUnhZlb2+P58+fqzOWUkVLSwtRUVFYu3YtjIyM4OzsjOnTp+Pvv/+WtJs6daqYiOSVvBso4PW6jbS0NDg4OOR7HgcHBwiCgGvXrn3Q68mjoaEBW1tb3Lx5U1Lv7e2tdB1vrwepUaMG9PT0YGRkhPXr16N79+6wt7cv8FwhISEwNDQUi6Wl5Ye4JCoDzM3N4ejoKKlzcHBQ+neMiIiIyjaVk4vQ0FD4+/sjLi4Ojx49Qnp6uqSUB71798b9+/exe/dueHh4IC4uDp999hmioqLENt988w2SkpIkZfTo0Up9CYLwESN/N0EQlKaxhYWFKV2HhYWFpE1CQgJOnz6NqKgo2NraYvXq1e88T0BAABQKhVju3Lmj9muhssHZ2RmXL1+W1F25cgU1a9YsoYiIiIjoQ1B5WpSHhwcAoEOHDpL6vBvXV69eFS+yUkJHRwcdO3ZEx44dMXPmTHz55ZeYNWsWfHx8AABVqlSBjY2N5Jg3pzdVrVoVRkZGuHjxYr79X7x4ETKZTOzDwMAACoVCqV1aWhoMDQ2LfT2vXr3C1atX0axZM0m9mZmZ0nW8rVatWjAyMoKdnR0ePHiAfv36IT4+vsD2crlc5elkVL5MmjQJrVu3xvz58+Hl5YVTp05hzZo1WLNmTUmHRkRERGqkcnIRGxurzjjKDEdHR+zcubPQ7TU0NODl5YV169YhODhYsu7i+fPnWLlyJdzd3cWExM7ODgcOHFDq58yZM7C1tS12/GvXrsWTJ0/Qu3fvYvXj6+uLkJAQ7NixA7169Sp2XFS+NWvWDDt27EBAQACCg4NRq1YtLFu2DAMHDizp0IiIiEiNVE4u8p6gVF49evQIffv2xfDhw9GgQQPo6+sjMTERCxcuRI8ePYrU1/z583Ho0CF07NgRCxcuRL169ZCcnIxvv/0W2dnZWLFihdh2zJgxWL58OSZMmIAvv/wScrkcv/32GzZs2IA9e/ZI+n3+/DmSkpIkdfr6+uK7A549e4bU1FTk5OTg7t272LFjB8LCwjBmzBi4urpKjktLS0NqaqpSX7q6uvleU6VKlTBy5EjMmjULPXv2LHdPCyP169q1K7p27VrSYRAREdEHpHJykefZs2e4ffu20vsOyvrjSfX09NCiRQuEhYXh+vXryM7OhqWlJUaOHInp06cXqS8TExOcOHECwcHBGDVqFFJTU2FsbAxPT0/8+uuvsLKyEtvWrl0b8fHxmDFjBtzc3PDy5UvY29tjy5Yt4lS0PFeuXEHjxo0ldR06dEBMTAwA4KeffsJPP/0EbW1tmJiYoEmTJti0aVO+Iw3Dhg1TqgsJCcG0adMKvK5x48Zh6dKl2LJlC7y8vIr0mRARERFR+SMTVFxp/PDhQwwbNqzA9zOUlzUXpD7p6ekwNDREYPQC6OjqlHQ49B4BLhNKOgQiIiL6yPLu1xQKBQwMDIp8vMpPi/Lz80NaWhpOnjyJihUrYt++fVi7di3q1q2L3bt3q9otERERERGVUSpPizp8+DB27dqFpk2bQkNDAzVr1kTHjh1hYGCAkJAQdOnSRZ1xUjni32a0SpkwEREREZVuKo9cZGZmwtTUFABQuXJlPHz4EABQv359nDlzRj3RERERERFRmaHyyIWdnR0uX74Ma2trNGzYED/++COsra2xevVqmJubqzNGKmeWJKzmmotPCNduEBERfTpUHrmYOHEiUlJSAACzZs3C3r17YWVlhe+//x7z589XW4BERHmsra0hk8mUiq+vb0mHRkRERCjGyMWgQYPEv5s0aYJbt27h0qVLsLKyQpUqVdQSHBHRm/7880/Jk+jOnTuHjh07om/fviUYFREREeVReeTixYsXku1KlSrhs88+Q5UqVcQRjaJKTU3F+PHjUbt2bcjlclhaWqJbt244dOiQ2KagXy5DQ0MBADdv3pTUGxsbo127dkhISAAAbNu2DZqamrh3716+MdStWxeTJ08GALi4uMDPz0+y/9q1axg2bBhq1KgBuVyOWrVqwdvbG4mJiUp9jRo1CpqamtiyZYvSvqCgIDRq1KjQn82rV68QGhoKe3t7VKxYEcbGxmjRogV+/vlnsY2Pj4943dra2rCxsUFwcDBycnIAAHFxcZDJZEhLS5NsOzk5KT062MjICFFRUeL2+z53oo+hatWqMDMzE0t0dDTq1KlT7l/qSUREVFaonFx89tlnSm+HBl7fvKvyAr2bN2+iSZMmOHz4MBYtWoR//vkH+/btg6urq9KUh+DgYKSkpEjK+PHjJW1iYmKQkpKC+Ph4WFhYoGvXrvj333/RvXt3mJiYYO3atUoxxMfH49q1axgxYkS+MSYmJqJJkya4cuUKfvzxR1y4cAE7duyAvb09/P39JW2fPXuGjRs3YsqUKYiIiCjy5/G22bNnIywsDHPmzMGFCxcQGxuLr776SkwU8nh4eCAlJQVXr16Fv78/goKCsGjRonf2fePGDfzyyy/vjaEwnzvRx/Ly5Uv8+uuvGD58ON8QT0REVEqoPC3KxcUFLVu2xOzZszF16lRkZmbC19cXmzdvxrx584rc39ixYyGTyXDq1Cno6uqK9U5OThg+fLikrb6+PszMzN7Zn4mJifjr5vTp07Fx40acPHkS3bt3x+DBgxEVFaX0pu2IiAi0aNECTk5OSv0JggAfHx/UrVsXCQkJ0ND4v7ysUaNGmDhxoqT9li1b4OjoiGnTpsHCwgJ37tyBpaVloT+Pt+3evRtjx46VTP9o2LChUju5XC5+NmPGjMGOHTuwe/duBAQEFNj3+PHjMWvWLAwYMAByubzAdoX53Ik+lp07dyItLQ0+Pj4lHQoRERH9fyqPXKxcuRLbtm3DsmXL0KZNGzRs2BBJSUk4deoUJk2aVKS+Hj9+jH379sHX11eSWOQxMjJSNUw8f/5c/FVeW1sbADBixAhcvXoV8fHxYruMjAxs3bq1wFGLpKQknD9/Hv7+/pLEoqAYw8PDMWjQIBgaGsLT01MyxUgVZmZmOHz4sPjI38KqWLEiXr58+c42fn5+yMnJwQ8//FCcEJVkZWUhPT1dUojUJTw8HJ6enrCwsCjpUIiIiOj/Uzm5AABPT0988cUXOHr0KG7fvo0FCxagXr16Re7n2rVrEAQB9vb2hWo/depU6OnpSUremoo8rVu3hp6eHnR1dbF48WI0adIEHTp0AAA4OjqiZcuWkulKmzdvhiAI6N+/f77nvHr1KgAUKsarV6/ixIkT6NevH4DXi98jIyMhCEKhri8/S5cuxcOHD2FmZoYGDRpg9OjR2Lt3b4HtBUFATEwM9u/fj/bt27+z70qVKmHWrFkICQmBQqEosF1hPvc3hYSEwNDQUCzFGbkhetOtW7cQExODL7/8sqRDISIiojeonFxcv34drVq1QnR0NPbv348pU6age/fumDJlCrKzs4vUV1Fvur/55hskJSVJStOmTSVtNm3ahLNnz2Lbtm2wsbFBVFQUKlSoIO4fPnw4tm7diqdPnwJ4PSWqb9++0NfXL3aMERERcHd3F5+a1blzZygUChw+fLhI1/kmR0dHnDt3DidOnMDw4cPx4MEDdOvWTenmKjo6Gnp6etDR0YGnpyf69euHoKCg9/Y/YsQImJiYYMGCBQW2Kczn/qaAgAAoFAqx3Llzp9DXS/QukZGRMDU1RZcuXUo6FCIiInqDymsuGjVqhC5dumD//v0wMjJCx44d0blzZwwZMgQHDx7E2bNnC91X3bp1IZPJcOnSpUK1r1KlCmxsbN7ZxtLSEnXr1kXdunWRk5ODXr164dy5c+Kagv79+2PSpEnYvHkz2rZti6NHjyIkJKTA/mxtbQEAly5dQuPGjQts9+rVK6xduxapqanQ0tKS1EdERIijJ6rQ0NBAs2bN0KxZM/j5+eHXX3/F4MGDMWPGDNSqVQsA4OrqilWrVkFbWxsWFhaSGN5FS0sL8+bNg4+PD8aNG5dvm8J87m+Sy+XvXMNBpIrc3FxERkZi6NChhf73m4iIiD6OYq252Lhxo2StQevWrXH27Fl89tlnRerL2NgY7u7uWLFiBTIzM5X2v/1EpKLq06cPtLS0sHLlSrFOX18fffv2RUREBCIjI2Fra4s2bdoU2EejRo3g6OiIJUuWIDc3t8AYf//9dzx9+hRnz56V/MK/YcMGbN++vdjX8iZHR0cAkHxmurq6sLGxgZWVVZFvvPr27QsnJyfMnj1bbTESqVtMTAxu376t9KAHIiIiKnkq/+w3ePDgfOv19fURHh5e5P5WrFgBZ2dnNG/eHMHBwWjQoAFycnJw8OBBrFq1ChcvXhTbPn36FKmpqZLjK1WqBAMDg3z7lslkmDBhAoKCgjBq1ChUqlQJwOupQG3atMHFixcxderUd8Ynk8kQGRkJNzc3tGnTBjNmzIC9vT0yMjKwZ88eHDhwAEeOHEF4eDi6dOmi9CQnR0dHTJo0CevWrRMfrfv8+XOlx/nq6+ujTp06Sufv06cPnJ2d0bp1a5iZmSE5ORkBAQGwtbUt9FqVwggNDYW7u3u++4r6uRN9CJ06dSrW+iUiIiL6cIo8cjF27FhkZGSI2xs2bJD8cp6WlobOnTsXOZDatWvjzJkzcHV1hb+/P+rVq4eOHTvi0KFDWLVqlaRtYGAgzM3NJWXKlCnv7H/o0KHIzs7G8uXLxbrPP/8cdnZ2SE9Px5AhQ94bY/PmzZGYmAgbGxuMHDkSDg4O6N69O86fP49ly5bh33//xW+//YbevXsrHauhoYFevXpJEq8rV66gcePGkjJq1Kh8z+3u7o49e/agW7dusLW1xdChQ2Fvb48DBw6odWpI+/bt0b59e/HFe29S5XMnIiIiok+HTCjiT4CamppISUmBqakpAMDAwABJSUmoXbs2AODff/+FhYWF0hufidLT02FoaIjA6AXQ0dUp6XDoIwlwmVDSIRAREVEh5d2vKRQKlWanFHnk4u1chNMTiIiIiIgIKMaaCyJV+bcZzXUaREREROVQsV6iR0RERERElEelkYvAwEDxiUsvX77EvHnzYGhoCAB49uyZ+qKjcmlJwmquuaAyj2tJiIiIlBU5uWjbti0uX74sbrdu3Ro3btxQakNERERERJ+WIicXcXFxHyAMIqJPV3x8PBYtWoTTp08jJSUFO3bsQM+ePcX9giBg1qxZ+Omnn5CWlgZnZ2esWrUKdevWLbmgiYiI8qHymovg4OB8p0A9f/4cwcHBxQqqNHFxcYGfn59SfVRUlPh28qCgIMhkMowePVrSJikpCTKZDDdv3gQA3Lx5EzKZTPLivKdPn8LV1RWOjo64e/eu2MbU1BRPnz6V9NeoUSMEBQVJ6s6fPw8vLy9UrVoVcrkctra2CAwMlHw3/fv3h4eHh+S4ffv2QSaTKfUXFBQEKysrSbyFjYWIVJOZmYmGDRtixYoV+e5fuHAhvv/+e6xevRonT56Erq4u3N3d8eLFi48cKRER0bupnFzMnj1b8jK9PM+ePcPs2bOLFVRZpKOjg/DwcFy9erXQxzx8+BCurq7IzMxEQkICatSoIe57+vQpFi9e/M7jT5w4gRYtWuDly5f47bffcOXKFcybNw9RUVHo2LEjXr58CQBwdXXF0aNHJS/Gi42NhaWlpdJIVGxsLFxdXSV1hYmFiFTn6emJuXPnolevXkr7BEHAsmXL8O2336JHjx5o0KABfvnlF9y/fx87d+78+MESERG9g8rJhSAIkMlkSvV//fUXjI2NixVUWWRnZwdXV1fMmDGjUO3v3LmDNm3awNDQEIcPH4aJiYlk//jx47F06VI8ePAg3+MFQcCIESPg4OCA7du3o3nz5qhZsyb69u2LPXv24Pjx4wgLCwPwOrnIyMhAYmKieHxcXBymTZuGkydPir9+vnjxAidPnlRKLt4XCxF9OMnJyUhNTYWbm5tYZ2hoiBYtWuD48eMlGBkREZGyIicXlStXhrGxMWQyGWxtbWFsbCwWQ0NDdOzYEV5eXh8i1lIvNDQU27Ztk9zE5+fy5ctwdnaGo6Mjfv/9d+jp6Sm18fb2ho2NTYFTzJKSknDhwgVMnjwZGhrSr7Fhw4Zwc3PDhg0bAAC2trawsLBAbGwsgNcjEWfOnEHfvn1hbW0t3qAcO3YMWVlZSsnF+2Ihog8nNTUVAFCtWjVJfbVq1cR9REREpUWRF3QvW7YMgiBg+PDhmD17tvgIWgDQ1taGtbU1WrVqpdYgy4rPPvsMXl5emDp1Kg4dOlRguyFDhsDZ2RlbtmyBpqZmvm1kMhlCQ0PRrVs3TJo0CXXq1JHsv3LlCgDAwcEh3+MdHBzwxx9/iNuurq6Ii4tDQEAAEhISYGtri6pVq6Jt27aIi4sT99eqVQs1a9YsUiwFycrKQlZWlridnp5eqOOIiIiIqGwqcnIxdOhQ5OTkQCaToX379rC0tPwQcZVZc+fOhYODAw4cOABTU9N823Tv3h07d+7E9u3b0bdv3wL7cnd3x+eff46ZM2di/fr1+bYRBKFQceUtTM/OzkZcXBxcXFwAAO3atcOPP/4IAGKSoWosbwsJCfkk198QqZOZmRkA4N9//4W5ublY/++//6JRo0YlFBUREVH+VFpzoaWlhTFjxiA3N1fd8ZQ6BgYGUCgUSvVpaWmSUZs8derUwciRIzFt2rQCb/xnzJiBwMBADBgwAJs3b37n+UNDQ7Fp0yacPXtWUm9rawsAuHjxYr7HXbx4UWwDQFw4/ueffyI2Nhbt2rUD8Dq5OHnyJB4/foyTJ0+iffv2RY6lIAEBAVAoFGK5c+dOoY4jov9Tq1YtmJmZSUZD09PTcfLkyU92lJiIiEovld7QDQDNmzfH2bNnlabQlDd2dnY4cOCAUv2ZM2ckN+9vCgwMRJ06dbBx48YC+505cyY0NDQwcOBACIKAfv365duuefPm+OKLLzBt2jRJfaNGjWBvb4+wsDD0799fsu7ir7/+QkxMDEJCQsS6OnXqwNLSErt370ZSUpKYXFSvXh3Vq1fHkiVL8PLlywJHLt4VS0Hkcjnkcnmh2hJ9yjIyMnDt2jVxOzk5GUlJSTA2NoaVlRX8/Pwwd+5c1K1bF7Vq1cLMmTNhYWEheRcGERFRaaBycjF27Fj4+/vj7t27aNKkCXR1dSX7GzRoUOzgSoMxY8Zg+fLlmDBhAr788kvI5XL89ttv2LBhA/bs2ZPvMdWqVcPkyZOxaNGid/Y9Y8YMaGpqYuDAgcjNzYW3t3e+7ebNmwcnJydoaf3f1yWTyRAeHo6OHTuid+/eCAgIgJmZGU6ePAl/f3+0atVK6f0crq6uWLlyJWxsbCSLQ9u1a4cffvhBXPj9LvnFQkTFk5iYKEnsJ0+eDOD1NNSoqChMmTIFmZmZ+Oqrr5CWlobPP/8c+/btg46OTkmFTERElC+V7xD79+8PAJgwYYJYJ5PJxEfUvnr1qvjRlQK1a9dGfHw8ZsyYATc3N7x8+RL29vbYsmWL0ovp3vT1119j1apV733J1bRp06ChoYHBgwdDEAS0bt1aqY2trS2GDx+ONWvWSOpbt26NEydOYPbs2fD09MTTp09hZWWFoUOHIiAgQGnUwNXVFb/88ou43iJPu3btEBkZiQEDBrzn0yg4FiJSnYuLyzvXT8lkMgQHB/OJbUREVOrJhMKuCH7LrVu33rm/vE+XoqJLT0+HoaEhAqMXQEeXv7hS2RbgMuH9jYiIiMqYvPs1hUIBAwODIh+v8sgFkwciIiIiInpTsSfOX7hwAbdv38bLly8l9d27dy9u11RO+bcZrVImTERERESlm8rJxY0bN9CrVy/8888/4loL4PXcYADlZs0FEREREREVjsrJxcSJE1GrVi0cOnQItWrVwqlTp/Do0SP4+/tj8eLF6oyRypklCau55oJIjbj+g4iISguVk4vjx4/j8OHDqFKlCjQ0NKChoYHPP/8cISEhmDBhQqFftEZEREREROWDSm/oBl5Pe9LX1wcAVKlSBffv3wfweqH35cuX1RMdERF9dPHx8ejWrRssLCwgk8mwc+dOcV92djamTp2K+vXrQ1dXFxYWFhgyZIj4/wAiIvq0qZxc1KtXD3/99RcAoEWLFli4cCGOHj2K4OBg1K5dW20BlkbHjx+HpqYmunTpIqm/efMmZDKZWLS1tWFjY4O5c+dKnmEfFBQkttHS0kKVKlXQtm1bLFu2DFlZWUrnO3/+PLy8vFC1alXI5XLY2toiMDAQz549k7SztraGTCbL983gTk5OkMlkiIqKUmr/dgkNDZVcj6mpKZ4+fSrpr1GjRggKCirqR0dEZUBmZiYaNmyIFStWKO179uwZzpw5g5kzZ+LMmTPYvn07Ll++zId4EBERgGJMi/r222+RmZkJAAgODkbXrl3Rpk0bmJiYYNOmTWoLsDQKDw/H+PHjER4ejvv37yu91TomJgZOTk7IysrCH3/8gS+//BLm5uYYMWKE2MbJyQkxMTHIzc3Fo0ePEBcXh7lz5+J///sf4uLixFGhEydOwM3NDW5ubvjtt99QrVo1nDp1Cv7+/jh06BBiY2Ohra0t9mtpaYnIyEjxJYd5faSmpiq9RR14/d2NHDlSUpd37jxPnz7F4sWLMXv2bNU/NCIqMzw9PeHp6ZnvPkNDQxw8eFBSt3z5cjRv3hy3b9+GlZXVxwiRiIhKKZVHLlxcXODu7g4AsLGxwaVLl/Dff//hwYMHaN++vdoCLG0yMjKwadMmjBkzBl26dJGMBOQxMTGBmZkZatasiYEDB8LZ2RlnzpyRtNHS0oKZmRksLCxQv359jB8/HkeOHMG5c+ewYMECAIAgCBgxYgQcHBywfft2NG/eHDVr1kTfvn2xZ88eHD9+HGFhYZJ+Bw4ciCNHjuDOnTtiXUREBAYOHAgtLeVcUl9fH2ZmZpLydhIyfvx4LF26FA8ePFD1YyOickyhUEAmk8HIyKikQyEiohJW5OTi4cOH8PT0hJ6eHgwMDNCyZUtcu3YNAGBsbCw+ira82rx5M+zt7WFnZ4dBgwYhIiIC73rJeWJiIk6fPo0WLVq8t297e3t4enpi+/btAICkpCRcuHABkydPhoaG9Ktq2LAh3NzcsGHDBkl9tWrV4O7ujrVr1wJ4PYVh06ZNGD58eFEvVeTt7Q0bGxsEBwer3AcRlU8vXrzA1KlT4e3tzffXEBFR0ZOLqVOnIikpCcHBwVi8eDHS0tKUptWUZ+Hh4Rg0aBAAwMPDAwqFAkeOHJG0ad26NfT09KCtrY1mzZrBy8sLQ4YMKVT/9vb2uHnzJgDgypUrAAAHB4d82zo4OIht3jR8+HBERUVBEARs3boVderUQaNGjfLtY+rUqdDT05OUhIQESZu8dRhr1qzB9evXC3UdAJCVlYX09HRJIaLyIzs7G15eXhAEAatWrSrpcIiIqBQo8pqLgwcPIioqSpwS1bVrVzg4OCArKwtyuVztAZYmly9fxqlTp7Bjxw4Ar6c29evXD+Hh4XBxcRHbbdq0CQ4ODsjOzsa5c+cwfvx4VK5cWVwo/S6CICiN/rxrZCQ/Xbp0wahRoxAfH4+IiIh3jlp888038PHxkdRVr15dqZ27uzs+//xzzJw5E+vXry9UHCEhIVynQVRO5SUWt27dwuHDhzlqQUREAFRILu7fv4+GDRuK23Xr1oVcLkdKSgqsra3VGVupEx4ejpycHMkCbkEQIJfLsXz5crHO0tISNjY2AF6PLly/fh0zZ85EUFAQdHTe/fK4ixcvolatWgAAW1tbsa5x48b5ts1r8yYtLS0MHjwYs2bNwsmTJ8VkKD9VqlQRY32f0NBQtGrVCt98802h2gcEBGDy5Mnidnp6OiwtLQt1LBGVXnmJxdWrVxEbGwsTE5OSDomIiEoJlRZ0a2pqKm0X9df1siYnJwe//PILlixZgqSkJLH89ddfsLCwUFr78CZNTU3k5OTg5cuX7zzHpUuXsG/fPvTu3RvA68e92tvbIywsDLm5uZK2f/31F2JiYuDt7Z1vX8OHD8eRI0fQo0cPVK5cuYhXm7/mzZvjiy++wLRp0wrVXi6Xw8DAQFKIqPTLyMgQ/xsHAMnJyUhKSsLt27eRnZ2NPn36IDExEevWrcOrV6+QmpqK1NTU9/43joiIyr8ij1wIggBbW1vJ1J2MjAw0btxYsuj48ePH6omwlIiOjsaTJ08wYsQIGBoaSvb17t0b4eHh8PDwAAA8evQIqampyMnJwT///IPvvvsOrq6ukpvrnJwcpKamKj2KtlGjRuLIgEwmQ3h4ODp27IjevXsjICAAZmZmOHnyJPz9/dGqVSv4+fnlG6+DgwP+++8/VKpU6Z3X9fTpU6SmpkrqKlWqVGAiMG/ePDg5OeX75CkiKh8SExPh6uoqbueNQA4dOhRBQUHYvXs3ACit5YqNjZVMESUiok9Pke8QIyMjP0QcpV54eDjc3NyUEgvgdXKxcOFCccGym5sbgNcjFubm5ujcuTPmzZsnOeb8+fMwNzeHpqYmDA0N4ejoiICAAIwZM0aydqV169Y4ceIEZs+eDU9PTzx9+hRWVlYYOnQoAgIC3rnOpTBTFQIDAxEYGCipGzVqFFavXp1ve1tbWwwfPhxr1qx5b99EVDa5uLi8czS6vI9UExGR6mQC/y9BH0l6ejoMDQ0RGL0AOrrvXntCRIUX4DKhpEMgIqJyIu9+TaFQqDSlXeWX6A0dOhTx8fGqHk5EREREROWMyhPnFQoF3NzcULNmTQwbNgxDhw7N9xGmRG/zbzOai7uJiIiIyiGVRy527tyJe/fuYcyYMdi0aROsra3h6emJrVu3Ijs7W50xEhERERFRGaC2NRdnzpxBZGQkfv75Z+jp6WHQoEEYO3Ys6tatq47uqRzgmguiTwPXgBARlV0ltubiTSkpKTh48CAOHjwITU1NdO7cGf/88w8cHR0RFhamjlMQEREREVEpp3JykZ2djW3btqFr166oWbMmtmzZAj8/P9y/fx9r165FTEwMNm/ejODgYHXGW+7FxcVBJpMhLS2tpEMhIioV4uPj0a1bN1hYWEAmk2Hnzp0Fth09ejRkMhmWLVv20eIjIqL/o/KCbnNzc+Tm5sLb2xunTp1SepkSALi6usLIyKgY4RER0acuMzMTDRs2xPDhw/HFF18U2G7Hjh04ceIELCwsPmJ0RET0JpWTi7CwMPTt2xc6OgXPnTcyMkJycrKqpyAiIoKnpyc8PT3f2ebevXsYP3489u/fjy5dunykyIiI6G0qT4saPHjwOxOLT5W1tbXScHyjRo0QFBQEAJDJZPj555/Rq1cvVKpUCXXr1sXu3bsL7O/Zs2fw9PSEs7Mz0tLScPPmTchkMmzfvh2urq6oVKkSGjZsiOPHj0uO27ZtG5ycnCCXy2FtbY0lS5aI+5YvX4569eqJ2zt37oRMJpO8ldvNzQ3ffvstACAoKAiNGjXC//73P1hbW8PQ0BD9+/fH06dPVf2YiIjUJjc3F4MHD8Y333wDJyenkg6HiOiTVqSRi3cNR79t+/btRQ7mUzF79mwsXLgQixYtwg8//ICBAwfi1q1bMDY2lrRLS0tDly5doKenh4MHD6JSpUriWowZM2Zg8eLFqFu3LmbMmAFvb29cu3YNWlpaOH36NLy8vBAUFIR+/frh2LFjGDt2LExMTODj44N27dphwoQJePjwIapWrYojR46gSpUqiIuLw+jRo5GdnY3jx49j2rRpYizXr1/Hzp07ER0djSdPnsDLywuhoaGYN2/ex/zoiIiULFiwAFpaWpgwgU+pIiIqaUUauTA0NBSLgYEBDh06hMTERHH/6dOncejQIRgaGqo90PLEx8cH3t7esLGxwfz585GRkYFTp05J2qSmpqJdu3YwNzfHnj17UKlSJcn+r7/+Gl26dIGtrS1mz56NW7du4dq1awCApUuXokOHDpg5cyZsbW3h4+ODcePGYdGiRQCAevXqwdjYGEeOHAHwehG5v7+/uH3q1ClkZ2ejdevW4vlyc3MRFRWFevXqoU2bNhg8eDAOHTr0zuvMyspCenq6pBARqdPp06fx3XffISoqCjKZrKTDISL65BUpuYiMjBRLtWrV4OXlheTkZGzfvh3bt2/HjRs30L9/f1SpUuVDxVsuNGjQQPxbV1cXBgYGePDggaRNx44dYWNjg02bNkFbW/udfZibmwOA2MfFixfh7Owsae/s7IyrV6/i1atXkMlkaNu2LeLi4pCWloYLFy5g7NixyMrKwqVLl3DkyBE0a9ZMktBYW1tDX19fcs63Y35bSEiIJCG1tLR830dDRFQkCQkJePDgAaysrKClpQUtLS3cunUL/v7+sLa2LunwiIg+OSqvuYiIiMDXX38NTU1NsU5TUxOTJ09GRESEWoIrizQ0NPD2ewnffmN5hQoVJNsymQy5ubmSui5duiA+Ph4XLlzI9zxv9pH3a93bfbyLi4sL4uLikJCQgMaNG8PAwEBMOI4cOYJ27doVOea3BQQEQKFQiOXOnTuFjo+IqDAGDx6Mv//+G0lJSWKxsLDAN998g/3795d0eEREnxyVnxaVk5ODS5cuwc7OTlJ/6dKlIt3kljdVq1ZFSkqKuJ2enq7SE7NCQ0Ohp6eHDh06IC4uDo6OjoU+1sHBAUePHpXUHT16FLa2tmIy2K5dO/j5+WHLli1wcXEB8DrhiImJwdGjR+Hv71/kmN8ml8shl8uL3Q8RfdoyMjLEaZ8AkJycjKSkJBgbG8PKygomJiaS9hUqVICZmZnS/5+IiOjDUzm5GDZsGEaMGIHr16+jefPmAICTJ08iNDQUw4YNU1uAZU379u0RFRWFbt26wcjICIGBgZLRnaJYvHgxXr16hfbt2yMuLg729vaFOs7f3x/NmjXDnDlz0K9fPxw/fhzLly/HypUrxTYNGjRA5cqVsX79ekRHRwN4nVx8/fXXkMlkStOqiIhKSmJiIlxdXcXtyZMnAwCGDh2KqKioEoqKiIjyo3JysXjxYpiZmWHJkiXiL/Xm5ub45ptv1PKrd1kVEBCA5ORkdO3aFYaGhpgzZ06x3vURFhYmSTDyW3/xts8++wybN29GYGAg5syZA3NzcwQHB8PHx0dsI5PJ0KZNG/z222/4/PPPAbxOOAwMDGBnZwddXV2VYyYiUicXFxel6abvcvPmzQ8XDBERvZNMKMp/sQuQ9xQgAwODYgdE5Vd6ejoMDQ0RGL0AOrp8RwpReRXgwkfCEhGVVXn3awqFQqV7e5VHLvI8fPgQly9fBgDY29vzSVFERERERJ8olZ8WlZmZieHDh8Pc3Bxt27ZF27ZtYW5ujhEjRuDZs2fqjJGIiIiIiMoAladFjRo1CjExMVi+fLm4+PePP/7AhAkT0LFjR6xatUqtgVLZV9xhNiIiIiL6sIp7v6ZyclGlShVs3bpVfIxpntjYWHh5eeHhw4eqdEvlGNdcEBGVPlwjQ0RvKm5yofK0qGfPnqFatWpK9aamppwWRURERET0CVI5uWjVqhVmzZqFFy9eiHXPnz/H7Nmz0apVK7UER0RERGVDSEgImjVrBn19fZiamqJnz57iA1/yvHjxAr6+vjAxMYGenh569+6Nf//9t4QiJqIPQeXk4rvvvsPRo0dRo0YNdOjQAR06dIClpSWOHj2K7777Tp0xEhERUSl35MgR+Pr64sSJEzh48CCys7PRqVMnZGZmim0mTZqEPXv2YMuWLThy5Aju37+PL774ogSjJiJ1Uzm5qFevHq5evYqQkBA0atQIjRo1QmhoKK5duwYnJyd1xvhJ8vHxgUwmg0wmg7a2NmxsbBAcHIycnBzExcWJ+94uqampAICgoCA0atRI0ue2bdugqamJe/fu5XvOunXrim++dXFxgZ+fn7gvOTkZAwYMgIWFBXR0dFCjRg306NEDly5d+iDXT0REZcu+ffvg4+MDJycnNGzYEFFRUbh9+zZOnz4NAFAoFAgPD8fSpUvRvn17NGnSBJGRkTh27BhOnDhRwtETkbqonFw8evQIlSpVwsiRIzFx4kTo6uri8uXLSExMVGd8nzQPDw+kpKTg6tWr8Pf3R1BQEBYtWiTuv3z5MlJSUiTF1NS0wP66d+8OExMTrF27VmlffHw8rl27hhEjRijty87ORseOHaFQKLB9+3ZcvnwZmzZtQv369ZGWlqaWayUiovJFoVAAAIyNjQEAp0+fRnZ2Ntzc3MQ29vb2sLKywvHjx0skRiJSvyK/RO+ff/5Bt27dcOfOHdStWxcbN26Eh4cHMjMzoaGhgbCwMGzduhU9e/b8AOF+WuRyOczMzAAAY8aMwY4dO7B7925xTYupqSmMjIwK3V+FChUwePBgREVFYfr06ZJ9ERERaNGiRb6jTufPn8f169dx6NAh1KxZEwBQs2ZN8RHEREREb8rNzYWfnx+cnZ1Rr149AEBqaiq0tbWV/r9VrVo1cdSdiMq+Io9cTJkyBfXr10d8fDxcXFzQtWtXdOnSBQqFAk+ePMGoUaMQGhr6IWL95FWsWBEvX74sVh8jRozA1atXER8fL9ZlZGRg69at+Y5aAEDVqlWhoaGBrVu34tWrV4U+V1ZWFtLT0yWFiIjKP19fX5w7dw4bN24s6VCI6CMrcnLx559/Yt68eXB2dsbixYtx//59jB07FhoaGtDQ0MD48eM5D1/NBEFATEwM9u/fj/bt24v1NWrUgJ6enlgKs9bF0dERLVu2REREhFi3efNmCIKA/v3753tM9erV8f333yMwMBCVK1dG+/btMWfOHNy4ceOd5woJCYGhoaFYLC0tC3nFRERUVo0bNw7R0dGIjY1FjRo1xHozMzO8fPlSaTrtv//+K47SE1HZV+Tk4vHjx+J/BPT09KCrq4vKlSuL+ytXroynT5+qL8JPWHR0NPT09KCjowNPT0/069cPQUFB4v6EhAQkJSWJ5ffffy9Uv8OHD8fWrVvF7ykiIgJ9+/aFvr5+gcf4+voiNTUV69atQ6tWrbBlyxY4OTnh4MGDBR4TEBAAhUIhljt37hTuwomIqMwRBAHjxo3Djh07cPjwYdSqVUuyv0mTJqhQoQIOHTok1l2+fBm3b9/mI+yJypEir7kAAJlM9s5tUg9XV1esWrUK2trasLCwgJaW9OuqVatWkdZc5Onfvz8mTZqEzZs3o23btjh69ChCQkLee5y+vj66deuGbt26Ye7cuXB3d8fcuXPRsWPHfNvL5XLI5fIix0dERGWPr68v1q9fj127dkFfX19cR2FoaIiKFSvC0NAQI0aMwOTJk2FsbAwDAwOMHz8erVq1QsuWLUs4eiJSF5WSCx8fH/Gm8cWLFxg9ejR0dXUBvJ5nT+qhq6sLGxsbtferr6+Pvn37IiIiAtevX4etrS3atGlTpD5kMhns7e1x7NgxtcdHRERlz6pVqwC8fpT5myIjI+Hj4wMACAsLg4aGBnr37o2srCy4u7tj5cqVHzlSIvqQipxcDB06VLI9aNAgpTZDhgxRPSIqtAcPHkjekA4AJiYmqFChAoDXb0xPSkqS7NfX10edOnUwYsQItGnTBhcvXsTUqVPfeZ6kpCTMmjULgwcPhqOjI7S1tXHkyBFERES891giIvo0CILw3jY6OjpYsWIFVqxY8REiIqKSUOTkIjIy8kPEQSqws7NTqjt+/Lg4vHzlyhU0btxYsr9Dhw6IiYnB559/Djs7O1y7du29yWCNGjVgbW2N2bNn4+bNm5DJZOL2pEmT1HdBRERERFSmyYTC/NRApAbp6ekwNDREYPQC6OjqlHQ4REQEIMBlQkmHQESlSN79mkKhgIGBQZGPV/kN3URERERERG9SaUE3UXH4txmtUiZMRERERKUbRy6IiIiIiEgtOHJBH92ShNVcc0FERKUe16MQFR1HLoiIiIg+tJAQoFkzQF8fMDUFevYELl/Ov60gAJ6egEwG7Nz5MaMkKjYmF0REREQf2pEjgK8vcOIEcPAgkJ0NdOoEZGYqt1227HViQVQGMbkow3x8fCCTyRAaGiqp37lzJ2T8jxIREVHpsW8f4OMDODkBDRsCUVHA7dvA6dPSdklJwJIlQERECQRJVHxMLso4HR0dLFiwAE+ePCnpUIiIiKiwFIrX/zQ2/r+6Z8+AAQOAFSsAM7OSiYuomJhclHFubm4wMzNDSEhIgW22bdsGJycnyOVyWFtbY8mSJZL91tbWmD9/PoYPHw59fX1YWVlhzZo1kjZ37tyBl5cXjIyMYGxsjB49euDmzZsf4pKIiIjKt9xcwM8PcHYG6tX7v/pJk4DWrYEePUosNKLiYnJRxmlqamL+/Pn44YcfcPfuXaX9p0+fhpeXF/r3749//vkHQUFBmDlzJqKioiTtlixZgqZNm+Ls2bMYO3YsxowZg8v/f6FZdnY23N3doa+vj4SEBBw9ehR6enrw8PDAy5cvC4wtKysL6enpkkJERPTJ8/UFzp0DNm78v7rdu4HDh1+vtyAqw5hclAO9evVCo0aNMGvWLKV9S5cuRYcOHTBz5kzY2trCx8cH48aNw6JFiyTtOnfujLFjx8LGxgZTp05FlSpVEBsbCwDYtGkTcnNz8fPPP6N+/fpwcHBAZGQkbt++jbi4uALjCgkJgaGhoVgsLS3Vet1ERERlzrhxQHQ0EBsL1Kjxf/WHDwPXrwNGRoCW1usCAL17Ay4uJREpkUqYXJQTCxYswNq1a3Hx4kVJ/cWLF+Hs7Cypc3Z2xtWrV/Hq1SuxrkGDBuLfMpkMZmZmePDgAQDgr7/+wrVr16Cvrw89PT3o6enB2NgYL168wPXr1wuMKSAgAAqFQix37txRx6USERGVPYLwOrHYseN1IlGrlnT/tGnA33+/XtCdVwAgLAyIjPzIwRKpji/RKyfatm0Ld3d3BAQEwMfHp8jHV6hQQbItk8mQm5sLAMjIyECTJk2wbt06peOqVq1aYJ9yuRxyubzIsRAREZU7vr7A+vXArl2v33WRmvq63tAQqFjx9QLu/BZxW1kpJyJEpRiTi3IkNDQUjRo1gp2dnVjn4OCAo0ePStodPXoUtra20NTULFS/n332GTZt2gRTU1MYGBioNWYiIqJPwqpVr//59hSnyMjXj6glKic4LaocqV+/PgYOHIjvv/9erPP398ehQ4cwZ84cXLlyBWvXrsXy5cvx9ddfF7rfgQMHokqVKujRowcSEhKQnJyMuLg4TJgwId9F5ERERPQWQci/vCuxEITXb/ImKkOYXJQzwcHB4nQm4PWow+bNm7Fx40bUq1cPgYGBCA4OLtLUqUqVKiE+Ph5WVlb44osv4ODggBEjRuDFixccySAiIiIikUwQBKGkg6BPQ3p6OgwNDREYvQA6ujolHQ4REdE7BbhMKOkQiD66vPs1hUKh0o/IHLkgIiIiIiK14IJu+uj824zmdCoiIiKicogjF0REREREpBYcuaCPbknCaq65ICIiKiKuAaGygCMXRERERESkFkwuiIiIiD4xISEhaNasGfT19WFqaoqePXvi8uXLSu2OHz+O9u3bQ1dXFwYGBmjbti2eP39eAhFTWcHkogzw8fGBTCYTi4mJCTw8PPD333+Lbd7cb2BggGbNmmHXrl359hcSEgJNTU0sWrRIaV9UVBSMjIwk2zKZDB4eHpJ2aWlpkMlkiIuLU8s1EhER0cdz5MgR+Pr64sSJEzh48CCys7PRqVMnZGZmim2OHz8ODw8PdOrUCadOncKff/6JcePGQUODt49UMP7bUUZ4eHggJSUFKSkpOHToELS0tNC1a1dJm8jISKSkpCAxMRHOzs7o06cP/vnnH6W+IiIiMGXKFERERBTq3FpaWoiJiUFsbKxaroWIiIhK1r59++Dj4wMnJyc0bNgQUVFRuH37Nk6fPi22mTRpEiZMmIBp06bByckJdnZ28PLyglwuL8HIqbRjclFGyOVymJmZwczMDI0aNcK0adNw584dPHz4UGxjZGQEMzMz2NraYs6cOcjJyVFKCI4cOYLnz58jODgY6enpOHbs2HvPrauri+HDh2PatGlqvy4iIiIqeQqFAgBgbGwMAHjw4AFOnjwJU1NTtG7dGtWqVUO7du3wxx9/lGSYVAYwuSiDMjIy8Ouvv8LGxgYmJiZK+3NychAeHg4A0NbWluwLDw+Ht7c3KlSoAG9vb7Hd+wQFBeGff/7B1q1bCx1nVlYW0tPTJYWIiIhKl9zcXPj5+cHZ2Rn16tUDANy4cQPA6///jxw5Evv27cNnn32GDh064OrVqyUZLpVyfBRtGREdHQ09PT0AQGZmJszNzREdHS2Z9+jt7Q1NTU08f/4cubm5sLa2hpeXl7g/PT0dW7duxfHjxwEAgwYNQps2bfDdd9+JfRfEwsICEydOxIwZM9CzZ89CxRwSEoLZs2cX8UqJiIjoY/L19cW5c+ckoxK5ubkAgFGjRmHYsGEAgMaNG+PQoUOIiIhASEhIicRKpR9HLsoIV1dXJCUlISkpCadOnYK7uzs8PT1x69YtsU1YWBiSkpKwd+9eODo64ueffxaHNwFgw4YNqFOnDho2bAgAaNSoEWrWrIlNmzYVKoapU6fi4cOHhV6rERAQAIVCIZY7d+4U4YqJiIjoQxs3bhyio6MRGxuLGjVqiPXm5uYAAEdHR0l7BwcH3L59+6PGSGULk4syQldXFzY2NrCxsUGzZs3w888/IzMzEz/99JPYxszMDDY2NujUqRMiIyPRr18/PHjwQNwfHh6O8+fPQ0tLSywXLlwodLJgZGSEgIAAzJ49G8+ePXtve7lcDgMDA0khIiKikicIAsaNG4cdO3bg8OHDqFWrlmS/tbU1LCwslB5Pe+XK/2vv3qOiKtc/gH8HhIEYGALFAbmIICgYeEkILUIkQIvUOGqmCWmWBBZ4p1LA8oB6PGmXQ6cloB7FCxaalBdSBzVBgw5LxUClXOoJJC8wiAEK+/eHi/k1MYDYwDDj97PWuxZ773fv/ey3t9rPvPvd+zycnJy6M1TSMUwudJRIJIKBgUGb75r28fHBiBEjsHLlSgDAmTNnUFhYCLlcrhwBKS4uhlwuR35+PkpLSx/ovPPmzYOBgQHWr1+vsWshIiKi7hUdHY0tW7YgMzMT5ubmqKysRGVlpfK+QiQSYdGiRfj444+xa9cuXLx4EcuWLUNpaSlmz56t5eipJ+OcCx3R0NCAyspKAMCtW7fw6aef4vbt2wgLC2tzn9jYWEyaNAmLFy9GWloafHx84O/v36reyJEjkZaWpva7F39mYmKCpKQkREdHP/zFEBERkValpqYCAAICAlTWZ2RkIDIyEsD9+4j6+nrExcXh5s2b8Pb2Rm5uLlxcXLo5WtIlHLnQEfv374etrS1sbW3h6+uLH374AVlZWa3+o/BHoaGhcHZ2xsqVK7FlyxaEh4errRceHo7Nmzfj7t27DxRLREQEBgwY8DCXQURERD2AIAhqS0ti0aLl1fd1dXU4ceIEnn76ae0ETDpDJAiCoO0g6NGgUCgglUqxPGcVTMxMtB0OERGRTokPeFvbIdAjoOV+raam5qHmy3LkgoiIiIiINIJzLqjbLXhmLt8cRURERKSHOHJBREREREQawZEL6nZrj33OORdERESdxDkXpAs4ckFERERERBrB5IKIiIjoEZOcnIyRI0fC3NwcNjY2mDhxYquvcQNAfn4+AgMDYWZmBgsLC/j7+7f5AV8igMmFzomMjMTEiRNbrZfL5RCJRKiurlb+ra60fIivxdWrV2FsbIwhQ4aoPd8f9zUzM8PAgQMRGRmJoqKirrg8IiIi6gZ5eXmIjo5GQUEBcnNzcffuXQQHB6Ourk5ZJz8/H6GhoQgODsapU6fwww8/ICYmBgYGvH2ktnHOhR4rKytr9VYmGxsbleWNGzdiypQpOHr0KE6ePAlfX99Wx8nIyEBoaCjq6+tx/vx5fPHFF/D19UV6ejpmzpzZpddAREREmrd//36V5Y0bN8LGxgZFRUXw9/cHAMTFxeHtt9/G0qVLlfXc3d27NU7SPUw99ZiNjQ1kMplK+eOvDYIgICMjA6+++ipeeeUVpKWlqT2OpaUlZDIZ+vfvj+DgYOzatQvTp09HTEwMbt261V2XQ0RERF2kpqYGAGBlZQUAqKqqwsmTJ2FjY4NRo0ahb9++ePbZZ3H8+HFthkk6gMnFI+zIkSO4c+cOgoKCMGPGDGzfvl1lOLQ9cXFxqK2tRW5ubhdHSURERF2pubkZsbGxGD16tPIx6Z9//hkAkJiYiDlz5mD//v0YPnw4xo4diwsXLmgzXOrh+FiUDsrJyYFEIlFZ19TU1Kqevb29yrKTkxNKSkqUy2lpaXj55ZdhaGiIIUOGYMCAAcjKykJkZGSHMQwaNAgAcOnSpTbrNDQ0oKGhQbmsUCg6PC4RERF1r+joaJw9e1ZlVKK5uRkA8Oabb+K1114DAAwbNgyHDh1Ceno6kpOTtRIr9XxMLnTQmDFjkJqaqrLu5MmTmDFjhsq6Y8eOwdzcXLlsZGSk/Lu6uhpfffWVyn9IZsyYgbS0tAdKLgRBAHB/wndbkpOTkZSU1OGxiIiISDtiYmKQk5ODo0ePqvwoaWtrCwDw8PBQqT948GBcvny5W2Mk3cLkQgeZmZnB1dVVZd3Vq1db1XN2doalpaXaY2RmZqK+vl5lArcgCGhubsb58+fh5ubWbgw//fST8hxtiY+Px/z585XLCoUCDg4O7R6XiIiIup4gCJg3bx6ys7Mhl8tb/f+8f//+sLOza/V62vPnz2PcuHHdGSrpGCYXj6i0tDQsWLCg1SjFW2+9hfT0dKSkpLS7/7p162BhYYGgoKA264jFYojFYk2ES0RERBoUHR2NzMxM7NmzB+bm5spX1UulUpiamkIkEmHRokVISEiAt7c3hg4dik2bNqG0tBS7du3ScvTUkzG50GNVVVWor69XWWdtbY2SkhL8+OOP2Lp1q3LuRItp06ZhxYoV+PDDD9Gr1/3uUV1djcrKSjQ0NOD8+fP497//jd27d2Pz5s1tjowQERFRz9XyeHVAQIDK+oyMDOUPj7Gxsaivr0dcXBxu3rwJb29v5ObmwsXFpZujJV3C5EKPqXsXdX5+PrZu3QoPD49WiQUATJo0CTExMfj222/x4osvAoByIpeJiQn69euHp59+GqdOncLw4cO79gKIiIioS7TMnezI0qVLVb5zQdQRkfCgvYvoL1IoFJBKpVieswomZibaDoeIiEinxAe8re0Q6BHQcr9WU1PT6mPMD4LfuSAiIiIiIo3gY1HU7RY8M/ehMmEiIiIi6tk4ckFERERERBrBkQvqdmuPfc45F0RERASAc0n0DUcuiIiIiIhII5hcEBEREZHOS05OxsiRI2Fubg4bGxtMnDix1RfGy8vLMWnSJPTp0wcWFhaYMmUKrl27pqWI9ROTCx3z22+/ISoqCo6OjhCLxZDJZAgJCcH3338PAOjfvz9EIhFEIhHMzMwwfPhwZGVlKfdPTEzE0KFDVZZFIhHmzp2rcp7i4mKIRCJcunQJAHDp0iXlcf9cCgoKuvy6iYiIiNqTl5eH6OhoFBQUIDc3F3fv3kVwcDDq6uoAAHV1dQgODoZIJMLhw4fx/fffo7GxEWFhYWhubtZy9PqDcy50THh4OBobG7Fp0yYMGDAA165dw6FDh3Djxg1lnRUrVmDOnDlQKBRYu3Ytpk6din79+mHUqFFqj2liYoK0tDQsWLAAAwcObPf83333HTw9PVXWWVtb//ULIyIiIvoL9u/fr7K8ceNG2NjYoKioCP7+/vj+++9x6dIl/Pe//1W+tXLTpk14/PHHcfjwYQQFBWkjbL3D5EKHVFdX49ixY5DL5Xj22WcBAE5OTvDx8VGpZ25uDplMBplMhs8++wxbtmzB3r1720wu3N3dYWNjg/feew87d+5sNwZra2vIZDLNXBARERFRF6mpqQEAWFlZAQAaGhogEokgFouVdUxMTGBgYIDjx48zudAQPhalQyQSCSQSCXbv3o2GhoYH2qdXr14wMjJCY2Nju/VSUlLw5ZdforCwUBOhEhEREWlNc3MzYmNjMXr0aAwZMgQA8NRTT8HMzAxLlizBnTt3UFdXh4ULF6KpqQkVFRVajlh/MLnQIb169cLGjRuxadMmWFpaYvTo0Xj33Xdx+vRptfUbGxuRnJyMmpoaBAYGtnvs4cOHY8qUKViyZEm79UaNGqVMclpKWxoaGqBQKFQKERERUVeLjo7G2bNnsX37duW6Pn36ICsrC3v37oVEIoFUKkV1dTWGDx8OAwPeEmsKH4vSMeHh4Xj++edx7NgxFBQUYN++fVi9ejU2bNiAyMhIAMCSJUvw/vvvo76+HhKJBCkpKXj++ec7PPaHH36IwYMH4+DBg7CxsVFbZ8eOHRg8ePADxZqcnIykpKQHvjYiIiKivyomJgY5OTk4evQo7O3tVbYFBwejvLwc169fR69evWBpaQmZTIYBAwZoKVr9wzRNB5mYmOC5557DsmXLcOLECURGRiIhIUG5fdGiRSguLsbVq1dx69atDkcjWri4uGDOnDlYunQpBEFQW8fBwQGurq4qpS3x8fGoqalRlitXrnTuQomIiIgekCAIiImJQXZ2Ng4fPgxnZ+c26/bu3RuWlpY4fPgwqqqq8OKLL3ZjpPqNIxd6wMPDA7t371Yu9+7du92b/vYsX74cLi4uKsOID0ssFqtMmiIiIiLqKtHR0cjMzMSePXtgbm6OyspKAIBUKoWpqSkAICMjA4MHD0afPn2Qn5+Pd955B3FxcXB3d9dm6HqFyYUOuXHjBiZPnoxZs2bBy8sL5ubmKCwsxOrVqzFhwgSNnKNv376YP38+1qxZ02YMLf+ytrC0tISJiYlGzk9ERET0MFJTUwEAAQEBKuszMjKUj46XlZUhPj4eN2/eRP/+/fHee+8hLi6umyPVb0wudIhEIoGvry8++ugjlJeX4+7du3BwcMCcOXPw7rvvauw8CxcuRGpqKurr61ttU/eatm3btuHll1/W2PmJiIiIOqutR7r/KCUlBSkpKd0QzaNLJDzIPwkiDVAoFJBKpVieswomZhzpICIiIiA+4G1th0B/0HK/VlNTo/zYYGdwQjcREREREWkEkwsiIiIiItIIzrmgbrfgmbkPNcxGRERERD0bkwvqdmuPfc45F0RERNTjcP7HX8fHooiIiIiISCOYXBARERERaVhqaiq8vLxgYWEBCwsL+Pn5Yd++fcrtX3zxBQICAmBhYQGRSITq6mrtBatBTC6IiIiIiDTM3t4eKSkpKCoqQmFhIQIDAzFhwgSUlJQAAO7cuYPQ0FCNfqusJ2ByoaMiIyMxceJElXW7du2CiYkJ1q5di8jISIhEolYfitm9ezdEIpFyWS6XQyQSqS0tX+JOTExUu33QoEFdfp1EREREuigsLAzjx4/HwIED4ebmhpUrV0IikaCgoAAAEBsbi6VLl+Kpp57ScqSaxeRCT2zYsAHTp09HamoqFixYAAAwMTHBqlWrcOvWrQ73LysrQ0VFhUqxsbFRbvf09Gy1/fjx4112PURERET6oqmpCdu3b0ddXR38/Py0HU6X4tui9MDq1auRkJCA7du3Y9KkScr1QUFBuHjxIpKTk7F69ep2j2FjYwNLS8s2t/fq1QsymUxTIRMRERHpvTNnzsDPzw/19fWQSCTIzs6Gh4eHtsPqUhy50HFLlizBBx98gJycHJXEAgAMDQ3x97//HZ988gmuXr3a7bE1NDRAoVCoFCIiIqJHhbu7O4qLi3Hy5ElERUUhIiIC586d03ZYXYrJhQ7bt28fVq9ejT179mDs2LFq60yaNAlDhw5FQkJCu8eyt7eHRCJRFk9PT5XtZ86cUdkukUgwd+7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+      "text/plain": [
+       "<Figure size 800x500 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "parameter = \"BodyPartExamined_gpt\"\n",
+    "helpers.plot_parameter_distribution_categorical(\n",
+    "    df_mri, parameter, \"Body Part Imaged (GPT)\"\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 32,
+   "id": "d5e036a5",
+   "metadata": {},
+   "outputs": [
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+       "            Plotly.purge(gd);\n",
+       "            observer.disconnect();\n",
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+       "\n",
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+       "var notebookContainer = gd.closest('#notebook-container');\n",
+       "if (notebookContainer) {{\n",
+       "    x.observe(notebookContainer, {childList: true});\n",
+       "}}\n",
+       "\n",
+       "// Listen for the clearing of the current output cell\n",
+       "var outputEl = gd.closest('.output');\n",
+       "if (outputEl) {{\n",
+       "    x.observe(outputEl, {childList: true});\n",
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+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "helpers.plot_clusters(df_mri, parameter)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 33,
+   "id": "33f24c63",
+   "metadata": {
+    "scrolled": true
+   },
+   "outputs": [
+    {
+     "data": {
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",
+      "text/plain": [
+       "<Figure size 2000x1000 with 20 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "helpers.plot_image(df_mri, parameter, images_path)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 34,
+   "id": "df7ef760",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 800x1400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "parameter = \"ProtocolUsed_gpt\"\n",
+    "helpers.plot_parameter_distribution_categorical(\n",
+    "    df_mri, parameter, \"Protocol Used (GPT)\", height=14\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "229c306e",
+   "metadata": {},
+   "source": [
+    "Here we see that our GPT-based labeling approach has failed to produce a good, concise set of classes and ended up with a large variety of class labels which will not be a good set of labels in our dataset of 250 series. In this particular scenario this would be an indication that a better prompting technique is needed (such as including a dictionary to choose from in our prompt, or manual review and reconciliation of labels)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "5d90a4f8",
+   "metadata": {},
+   "source": [
+    "# 5. Test the model"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "06aead0b",
+   "metadata": {},
+   "source": [
+    "And now let's get to the final step of our exam parameter detection system and look at images from our holdout set and try to use our clusters to try and derive their parameters. For this we will use cosine similarity to find the images closest to our image in among the clusters and visualize them. For simplicity we only visualize one slice of the series while recognizing that full visual inspection would require the capability to review the entire 3D image in a specialized viewer."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "43174061",
+   "metadata": {},
+   "source": [
+    "## Body Part Imaged"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 35,
+   "id": "20ef8a5b",
+   "metadata": {
+    "scrolled": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "batch                                                                          NaN\n",
+      "series_path                      1.3.6.1.4.1.55648.2803493692967931114377445423...\n",
+      "n_files                                                                        144\n",
+      "series_loaded_correctly                                                       True\n",
+      "series_error_description                                                       NaN\n",
+      "series_reader.Execute()                                                 133.942678\n",
+      "reading metadata                                                          0.000169\n",
+      "SpecificCharacterSet                                                    ISO_IR 100\n",
+      "ImageType                               DERIVED\\PRIMARY\\M\\NORM\\WATER\\DIS2D\\MFSPLIT\n",
+      "SOPClassUID                                              1.2.840.10008.5.1.4.1.1.4\n",
+      "SOPInstanceUID                   1.3.6.1.4.1.55648.2803493692967931114377445423...\n",
+      "StudyDate                                                                 20200205\n",
+      "SeriesTime                                                                     NaN\n",
+      "AcquisitionTime                                                        170808.1675\n",
+      "AccessionNumber                                                          150394245\n",
+      "Modality                                                                        MR\n",
+      "Manufacturer                                                               Siemens\n",
+      "SeriesDescription                                t1_vibe_dixon_cor_p6_bh_320_iso_W\n",
+      "ManufacturerModelName                                                MAGNETOM Vida\n",
+      "PatientName                                            Patient_7394507754570594222\n",
+      "PatientID                                              Patient_7394507754570594222\n",
+      "PatientSex                                                                       M\n",
+      "PatientAge                                                                    037Y\n",
+      "PatientWeight                                                              104.326\n",
+      "EthnicGroup                                                                    NaN\n",
+      "BodyPartExamined                                                            PELVIS\n",
+      "ScanningSequence                                                                GR\n",
+      "SequenceVariant                                                                 SK\n",
+      "ScanOptions                                                      PFP\\PFF\\CG\\RG\\PER\n",
+      "MRAcquisitionType                                                               3D\n",
+      "SequenceName                                                                *fl3d2\n",
+      "SliceThickness                                                                 1.5\n",
+      "RepetitionTime                                                                4.21\n",
+      "EchoTime                                                                      1.34\n",
+      "NumberOfAverages                                                                 1\n",
+      "ImagingFrequency                                                        123.202769\n",
+      "ImagedNucleus                                                                   1H\n",
+      "EchoNumbers                                                                    NaN\n",
+      "MagneticFieldStrength                                                          3.0\n",
+      "SpacingBetweenSlices                                                           NaN\n",
+      "NumberOfPhaseEncodingSteps                                                     234\n",
+      "EchoTrainLength                                                                2.0\n",
+      "PercentSampling                                                                 90\n",
+      "PercentPhaseFieldOfView                                                      81.25\n",
+      "PixelBandwidth                                                               744.0\n",
+      "SoftwareVersions                                                     syngo MR XA11\n",
+      "ProtocolName                                       t1_vibe_dixon_cor_p6_bh_320_iso\n",
+      "TransmitCoilName                                                              Body\n",
+      "AcquisitionMatrix                                                      0\\320\\234\\0\n",
+      "InPlanePhaseEncodingDirection                                                  ROW\n",
+      "FlipAngle                                                                        9\n",
+      "PatientPosition                                                                FFS\n",
+      "StudyInstanceUID                 1.3.6.1.4.1.55648.2803493692967931114377445423...\n",
+      "SeriesInstanceUID                1.3.6.1.4.1.55648.2803493692967931114377445423...\n",
+      "SeriesNumber                                                                 16001\n",
+      "AcquisitionNumber                                                                1\n",
+      "InstanceNumber                                                                   1\n",
+      "ImagePositionPatient                                     -199.174\\-101.362\\322.501\n",
+      "ImageOrientationPatient                                               1\\0\\0\\0\\0\\-1\n",
+      "FrameOfReferenceUID                                                            NaN\n",
+      "PositionReferenceIndicator                                                     NaN\n",
+      "SliceLocation                                                             -101.362\n",
+      "SamplesPerPixel                                                                  1\n",
+      "PhotometricInterpretation                                              MONOCHROME2\n",
+      "Rows                                                                           320\n",
+      "Columns                                                                        260\n",
+      "PixelSpacing                                                         1.4063\\1.4063\n",
+      "BitsAllocated                                                                   16\n",
+      "BitsStored                                                                      12\n",
+      "HighBit                                                                         11\n",
+      "PixelRepresentation                                                              0\n",
+      "SmallestImagePixelValue                                                        0.0\n",
+      "LargestImagePixelValue                                                       722.0\n",
+      "WindowCenter                                                                   195\n",
+      "WindowWidth                                                                    457\n",
+      "PregnancyStatus                                                                NaN\n",
+      "ContrastBolusAgent                                                  Contrast agent\n",
+      "ContrastBolusVolume                                                            0.0\n",
+      "ContrastBolusTotalDose                                                         NaN\n",
+      "ReceiveCoilName                                                        Spine_32_RS\n",
+      "RescaleIntercept                                                               0.0\n",
+      "RescaleSlope                                                                   1.0\n",
+      "LossyImageCompression                                                          0.0\n",
+      "2050|0020                                                                 IDENTITY\n",
+      "RescaleType                                                                    NaN\n",
+      "LowRRValue                                                                     NaN\n",
+      "HighRRValue                                                                    NaN\n",
+      "IntervalsAcquired                                                              NaN\n",
+      "IntervalsRejected                                                              NaN\n",
+      "HeartRate                                                                      NaN\n",
+      "ReconstructionDiameter                                                         NaN\n",
+      "ImagesInAcquisition                                                            NaN\n",
+      "NumberOfFrames                                                                 NaN\n",
+      "PixelAspectRatio                                                               NaN\n",
+      "Report                           MRA 3T pelvis without and with CONTRAST HISTOR...\n",
+      "Topic                                                                           62\n",
+      "png_path                         1.3.6.1.4.1.55648.2803493692967931114377445423...\n",
+      "features                         1.3.6.1.4.1.55648.2803493692967931114377445423...\n",
+      "embedding_p1                                                             13.372328\n",
+      "embedding_p2                                                               6.67673\n",
+      "BodyPartExamined_gpt                                                        PELVIS\n",
+      "ImagingPlane_gpt                                                           CORONAL\n",
+      "ProtocolUsed_gpt                                                     T1 VIBE DIXON\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 2000x1000 with 5 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "def show_matching_images(id, parameter):\n",
+    "    id_to_test = id\n",
+    "    test_series = df_mri[\n",
+    "        df_mri[\"SeriesInstanceUID\"]\n",
+    "        == holdout_set[parameter].iloc[id_to_test][\"SeriesInstanceUID\"]\n",
+    "    ].iloc[0]\n",
+    "    print(test_series.to_string())\n",
+    "\n",
+    "    helpers.display_closest_images(\n",
+    "        df_mri,\n",
+    "        parameter,\n",
+    "        test_series,\n",
+    "        images_path=images_path,\n",
+    "        features_path=feature_vectors_path,\n",
+    "    )\n",
+    "\n",
+    "\n",
+    "show_matching_images(1, \"BodyPartExamined\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "1ba736dd",
+   "metadata": {},
+   "source": [
+    "In this example the study tagged as \"Pelvis\" ended up close to studies tagged as \"Abdomen\" and \"Pancreas\" which is a good match"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 36,
+   "id": "303aef34",
+   "metadata": {
+    "scrolled": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "batch                                                                          NaN\n",
+      "series_path                      1.3.6.1.4.1.55648.9893029871485229946805962264...\n",
+      "n_files                                                                        156\n",
+      "series_loaded_correctly                                                       True\n",
+      "series_error_description                                                       NaN\n",
+      "series_reader.Execute()                                                   60.62977\n",
+      "reading metadata                                                          0.000161\n",
+      "SpecificCharacterSet                                                    ISO_IR 100\n",
+      "ImageType                                            ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D\n",
+      "SOPClassUID                                              1.2.840.10008.5.1.4.1.1.4\n",
+      "SOPInstanceUID                   1.3.6.1.4.1.55648.9893029871485229946805962264...\n",
+      "StudyDate                                                                 20171208\n",
+      "SeriesTime                                                                     NaN\n",
+      "AcquisitionTime                                                           103513.3\n",
+      "AccessionNumber                                                          536756641\n",
+      "Modality                                                                        MR\n",
+      "Manufacturer                                                               Siemens\n",
+      "SeriesDescription                                                    AX 3DTOF HEAD\n",
+      "ManufacturerModelName                                                         Aera\n",
+      "PatientName                                            Patient_6095744922027386672\n",
+      "PatientID                                              Patient_6095744922027386672\n",
+      "PatientSex                                                                       M\n",
+      "PatientAge                                                                    033Y\n",
+      "PatientWeight                                                            72.574788\n",
+      "EthnicGroup                                                                    NaN\n",
+      "BodyPartExamined                                                             SPINE\n",
+      "ScanningSequence                                                                GR\n",
+      "SequenceVariant                                                                 SP\n",
+      "ScanOptions                                                                   SAT1\n",
+      "MRAcquisitionType                                                               3D\n",
+      "SequenceName                                                           *fl3d1r_t70\n",
+      "SliceThickness                                                                 0.6\n",
+      "RepetitionTime                                                                28.0\n",
+      "EchoTime                                                                      7.15\n",
+      "NumberOfAverages                                                                 1\n",
+      "ImagingFrequency                                                         63.679279\n",
+      "ImagedNucleus                                                                   1H\n",
+      "EchoNumbers                                                                    1.0\n",
+      "MagneticFieldStrength                                                          1.5\n",
+      "SpacingBetweenSlices                                                          17.4\n",
+      "NumberOfPhaseEncodingSteps                                                     319\n",
+      "EchoTrainLength                                                                1.0\n",
+      "PercentSampling                                                                100\n",
+      "PercentPhaseFieldOfView                                                      100.0\n",
+      "PixelBandwidth                                                               120.0\n",
+      "SoftwareVersions                                                      syngo MR E11\n",
+      "ProtocolName                                                         AX 3DTOF HEAD\n",
+      "TransmitCoilName                                                              Body\n",
+      "AcquisitionMatrix                                                      0\\320\\320\\0\n",
+      "InPlanePhaseEncodingDirection                                                  ROW\n",
+      "FlipAngle                                                                       30\n",
+      "PatientPosition                                                                HFS\n",
+      "StudyInstanceUID                 1.3.6.1.4.1.55648.9893029871485229946805962264...\n",
+      "SeriesInstanceUID                1.3.6.1.4.1.55648.9893029871485229946805962264...\n",
+      "SeriesNumber                                                                     8\n",
+      "AcquisitionNumber                                                                1\n",
+      "InstanceNumber                                                                   1\n",
+      "ImagePositionPatient             -96.559971383312\\-63.312875536036\\-61.00291265...\n",
+      "ImageOrientationPatient          0.99879263993256\\-0.0488985236805\\0.0047113478...\n",
+      "FrameOfReferenceUID                                                            NaN\n",
+      "PositionReferenceIndicator                                                     NaN\n",
+      "SliceLocation                                                           -37.907736\n",
+      "SamplesPerPixel                                                                  1\n",
+      "PhotometricInterpretation                                              MONOCHROME2\n",
+      "Rows                                                                           320\n",
+      "Columns                                                                        320\n",
+      "PixelSpacing                                                         0.5625\\0.5625\n",
+      "BitsAllocated                                                                   16\n",
+      "BitsStored                                                                      12\n",
+      "HighBit                                                                         11\n",
+      "PixelRepresentation                                                              0\n",
+      "SmallestImagePixelValue                                                        0.0\n",
+      "LargestImagePixelValue                                                       506.0\n",
+      "WindowCenter                                                                   134\n",
+      "WindowWidth                                                                    342\n",
+      "PregnancyStatus                                                                4.0\n",
+      "ContrastBolusAgent                                                             NaN\n",
+      "ContrastBolusVolume                                                            NaN\n",
+      "ContrastBolusTotalDose                                                         NaN\n",
+      "ReceiveCoilName                                                                NaN\n",
+      "RescaleIntercept                                                               NaN\n",
+      "RescaleSlope                                                                   NaN\n",
+      "LossyImageCompression                                                          NaN\n",
+      "2050|0020                                                                      NaN\n",
+      "RescaleType                                                                    NaN\n",
+      "LowRRValue                                                                     NaN\n",
+      "HighRRValue                                                                    NaN\n",
+      "IntervalsAcquired                                                              NaN\n",
+      "IntervalsRejected                                                              NaN\n",
+      "HeartRate                                                                      NaN\n",
+      "ReconstructionDiameter                                                         NaN\n",
+      "ImagesInAcquisition                                                            NaN\n",
+      "NumberOfFrames                                                                 NaN\n",
+      "PixelAspectRatio                                                               NaN\n",
+      "Report                           MRA-HEAD NON CONTRAST HISTORY: Possible vascul...\n",
+      "Topic                                                                           35\n",
+      "png_path                         1.3.6.1.4.1.55648.9893029871485229946805962264...\n",
+      "features                         1.3.6.1.4.1.55648.9893029871485229946805962264...\n",
+      "embedding_p1                                                              2.566224\n",
+      "embedding_p2                                                              5.857469\n",
+      "BodyPartExamined_gpt                                                         SPINE\n",
+      "ImagingPlane_gpt                                                             AXIAL\n",
+      "ProtocolUsed_gpt                                           3D TIME-OF-FLIGHT (TOF)\n"
+     ]
+    },
+    {
+     "ename": "FileNotFoundError",
+     "evalue": "[Errno 2] No such file or directory: './data/pngs/1.3.6.1.4.1.55648.8584380576408925194686299530988970/1.3.6.1.4.1.55648.8584380576408925194686299530988970.4'",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[0;31mFileNotFoundError\u001b[0m                         Traceback (most recent call last)",
+      "Cell \u001b[0;32mIn[36], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m \u001b[43mshow_matching_images\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m6\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mBodyPartExamined\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m)\u001b[49m\n",
+      "Cell \u001b[0;32mIn[35], line 9\u001b[0m, in \u001b[0;36mshow_matching_images\u001b[0;34m(id, parameter)\u001b[0m\n\u001b[1;32m      3\u001b[0m test_series \u001b[38;5;241m=\u001b[39m df_mri[\n\u001b[1;32m      4\u001b[0m     df_mri[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mSeriesInstanceUID\u001b[39m\u001b[38;5;124m\"\u001b[39m]\n\u001b[1;32m      5\u001b[0m     \u001b[38;5;241m==\u001b[39m holdout_set[parameter]\u001b[38;5;241m.\u001b[39miloc[id_to_test][\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mSeriesInstanceUID\u001b[39m\u001b[38;5;124m\"\u001b[39m]\n\u001b[1;32m      6\u001b[0m ]\u001b[38;5;241m.\u001b[39miloc[\u001b[38;5;241m0\u001b[39m]\n\u001b[1;32m      7\u001b[0m \u001b[38;5;28mprint\u001b[39m(test_series\u001b[38;5;241m.\u001b[39mto_string())\n\u001b[0;32m----> 9\u001b[0m \u001b[43mhelpers\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mdisplay_closest_images\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m     10\u001b[0m \u001b[43m    \u001b[49m\u001b[43mdf_mri\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m     11\u001b[0m \u001b[43m    \u001b[49m\u001b[43mparameter\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m     12\u001b[0m \u001b[43m    \u001b[49m\u001b[43mtest_series\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m     13\u001b[0m \u001b[43m    \u001b[49m\u001b[43mimages_path\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mimages_path\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m     14\u001b[0m \u001b[43m    \u001b[49m\u001b[43mfeatures_path\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mfeature_vectors_path\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m     15\u001b[0m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n",
+      "File \u001b[0;32m/mnt/batch/tasks/shared/LS_root/mounts/clusters/jmerkow-cpu4/code/Users/jmerkow/healthcareai-azureml-examples/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam_parameter_helpers.py:359\u001b[0m, in \u001b[0;36mdisplay_closest_images\u001b[0;34m(df, column, image_series, text_flag, images_path, features_path)\u001b[0m\n\u001b[1;32m    357\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m images_path \u001b[38;5;241m!=\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m\"\u001b[39m:\n\u001b[1;32m    358\u001b[0m     png_path \u001b[38;5;241m=\u001b[39m os\u001b[38;5;241m.\u001b[39mpath\u001b[38;5;241m.\u001b[39mjoin(images_path, png_path)\n\u001b[0;32m--> 359\u001b[0m files \u001b[38;5;241m=\u001b[39m \u001b[43mos\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mlistdir\u001b[49m\u001b[43m(\u001b[49m\u001b[43mpng_path\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    360\u001b[0m files\u001b[38;5;241m.\u001b[39msort()\n\u001b[1;32m    361\u001b[0m png_file \u001b[38;5;241m=\u001b[39m png_path \u001b[38;5;241m+\u001b[39m os\u001b[38;5;241m.\u001b[39msep \u001b[38;5;241m+\u001b[39m files[\u001b[38;5;28mlen\u001b[39m(files) \u001b[38;5;241m/\u001b[39m\u001b[38;5;241m/\u001b[39m \u001b[38;5;241m2\u001b[39m]\n",
+      "\u001b[0;31mFileNotFoundError\u001b[0m: [Errno 2] No such file or directory: './data/pngs/1.3.6.1.4.1.55648.8584380576408925194686299530988970/1.3.6.1.4.1.55648.8584380576408925194686299530988970.4'"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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y5ptvqri4+Ky2fS516dJFjz/+uEaOHKlZs2a5/MYYY3TkyBFFRkaqSZMmio6O1pQpU9S/f39rXpQZM2Z4PJa7d+9WTk6Oateu/XftipukpCRdc801HgN2zZo10xtvvKE5c+bo0UcfPeV6cnNz1bt3bx05ckTjxo07Z4E4/L1oAx5HG/DfgTYgAOBM/Hd+Kc+BG2+80WU87AEDBigmJkZz5sy5qBqPXbt2tS6u77rrLt16662aP3++fvrpJzVr1uyM11tUVFTikxcn8vHxKXGYiYvZf+0JobKcp+zsbC1cuNAamzwpKanExmPFihXd1vvCCy/otttu02uvvaYaNWro7rvvPuvy4+9HHUgd+G9CHYiy+PLLL60eJYcOHdLs2bO1detWPfbYYwoNDZUkdezYUS1bttSTTz6p5ORk1a9fX19//bUWLlyooUOHWsNrNWjQQL169dKkSZOUnp6u5s2ba+nSpdq2bVuJ2+/Tp4+6du0qSRo9evQZ7UOHDh00f/58de7cWe3bt9fOnTs1ZcoU1alTx+pNczqJiYkKDw/XlClTFBISoqCgIF1xxRXW/ClFRUWaNWuWx2U7d+6soKAgTZ8+XV988YVmzJih+Ph4SceDI7fffrsmT56se+65xyrvzJkzFRYWpjp16mjVqlX65ptvFBkZeUb7fz4kJiZqzJgxevzxx5WcnKxbbrlFISEh2rlzpxYsWKDBgwfroYcekq+vr8aMGaM777xTrVq1Uo8ePbRz505Nnz7d45woziHcSjvsWFmd7jxt2rRJ27Zt05AhQzzmqVixoho1aqSkpCSXIMq+ffus9WZlZemPP/7QvHnzdPDgQQ0fPlx33nnnud8Z/C1oA9IG/DehDQgAOBMM53UWwsPDFRAQ4PbURnZ2toYPH65KlSrJbrerVq1aevnll90uhPLz8zVs2DBFR0crJCREnTp10t69e13yLFu2TDabTQsWLHDb/uzZs2Wz2bRq1apTlrNVq1aSpJ07d6qgoEDPPPOMGjdurLCwMAUFBemaa67RsmXLXJY5sWvs+PHjlZiYKLvdrkmTJunyyy+XJPXv39/qsjpjxoxSHTPp+JN5LVu2VHR0tA4dOmSlFxQUqF69ekpMTFR2drak4xNx3nPPPapVq5YCAgIUGRmpbt26KTk52WWdzq7mP/zwg+6//35FR0crPDxcd955pwoKCnTs2DH16dNHERERioiI0COPPOJ2Pk4eC9bZ/Xfbtm3q16+fwsPDFRYWpv79+ysnJ8dtv2bNmqXGjRsrICBA5cqVU8+ePbVnzx63fG+//bYSExMVEBCgpk2basWKFR6P0+7du60bNhfaggULlJubq27duqlnz56aP39+mYb/CAgI0MyZM1WuXDmNHTv2vN0UwN+LOpA68ETUgSWjDvzne+aZZ9S7d2/17t1bTz75pIqLizV58mSNGzfOyuPl5aVPP/1UQ4cO1eeff66hQ4fqjz/+0EsvveT29Om7776r+++/X4sXL9YjjzyiwsJCffHFFyVuv2PHjoqIiFBYWJg6dep0RvvQr18/jRs3Tr/99pvuv/9+ffXVV5o1a5bLjdHT8fX11XvvvSdvb2/ddddd6tWrl7777jvr/fz8fOs4nfxKTU3V3r17NWzYMHXs2FF9+/a1lvvf//6nzp0765FHHrGGt3r99dfVp08fJSUlafjw4Tpw4IC++eYbBQcHn9H+ny+PPfaYPv74Y3l5eWnkyJF66KGH9Omnn6pNmzYu52rw4MGaNGmS9u/fr4cfflgrVqzQp59+6jbx/d/hdOfJOd9Jx44dS1xHx44dtXHjRm3YsMFKW79+vXr37q0+ffro0Ucf1bfffquOHTtq9erVJQ63g38m2oC0AU9EG7BktAEB4F/E4LSmT59uJJlvvvnGpKammkOHDplNmzaZO++803h5eZmvv/7ayutwOEyrVq2MzWYzAwcONBMmTDAdO3Y0kszQoUNd1nv77bcbSea2224zEyZMMF26dDGXXXaZkWRGjBhhra9SpUrm1ltvdSvXTTfdZBITE62/R4wYYSSZ1NRUl3zDhg0zkszixYtNamqqqVChgnnwwQfN5MmTzYsvvmhq1aplfH19za+//mots3PnTiPJ1KlTx1SrVs08//zz5rXXXjPJyclm1KhRRpIZPHiwmTlzppk5c6bZvn27McaYvn37mqCgIJOamur2Sk9Pt9a/Y8cOExwcbDp37mylPfbYY8Zms5nvvvvOSps3b56pX7++eeaZZ8zbb79tnnjiCRMREWGqVKlisrOz3c5RgwYNTLt27czEiRNN7969jSTzyCOPmKuvvtrcdtttZtKkSaZDhw5GknnvvfdcjtOJx/3E49mwYUPTpUsXM2nSJDNw4EBrnScaM2aMsdlspkePHmbSpElm5MiRJioqylStWtUcPXrUyjd16lQjyTRv3ty88cYbZujQoSY8PNxUq1bNtGjRwmWdLVq0MKX5ijrP1ciRIz0e94cfftjtc1Ha8+TUrl07c/311xtjjNm1a5ex2Wzmww8/dMtXpUoV0759+xLLOmDAACPJbNq06bT7hYsHdSB1IHUgdSAurMLCQhMdHW3uuOOOC10UAP8htAFpA9IGpA14MUlPTzeSPJ4rAHA6X3UFQZRScDZMTn7Z7XYzY8YMl7yffPKJkWTGjBnjkt61a1djs9nMtm3bjDHGrF+/3kgy99xzj0u+2267za0R8/jjjxu73W6OHTtmpR06dMj4+Ph4bOz8+eefJjU11ezcudO89dZbxm63m5iYGJOdnW2KiopMfn6+yzaPHj1qYmJiXC7MnQ2S0NBQc+jQIZf8a9euNZLM9OnT3Y5V3759PR4rSaZt27Yued966y0jycyaNcv89NNPxtvb262BnZOT47aNVatWGUnm/ffft9Kc56ht27bG4XBY6c2aNTM2m83cddddVlpRUZGJj493a6yV1Hg8+YZF586dTWRkpPV3cnKy8fb2NmPHjnXJt3HjRuPj42OlFxQUmPLly5sGDRq4nIO3337bSDrrxuPpXic3Hkt7nlJSUoyPj4955513rLTmzZubm2++2a0sp2s8vvbaa0aSWbhw4Wn3CxcP6kDqwBNRB1IH4u83b948I8ksX778QhcFwH8IbUDagCeiDUgb8EIjiAKgNM5XXcGcKGUwceJE1axZU5KUkpKiWbNmaeDAgQoJCVGXLl0kSYsWLZK3t7fuv/9+l2WHDx+ujz76SF9++aWGDBmiRYsWSZJbvqFDh2r27NkuaX369NFzzz2njz76SAMGDJAkzZ07V0VFRR7H8qxVq5bL33Xr1tV7772nwMBASf83YZrD4dCxY8fkcDjUpEkT/fLLL27ruvXWWxUdHV26A/T/+fv767PPPnNLP3kS1MGDB2v+/Pm67777FBUVpcTERJdhMaTj3V+dCgsLlZGRoerVqys8PFy//PKLevfu7ZJ/wIABLpMGXnHFFVq1apV13KTj+9+kSRP9/PPPpdqfu+66y+Xva665RgsWLFBGRoZCQ0M1f/58ORwOde/eXWlpaVa+2NhY1ahRQ8uWLdMTTzyhdevW6dChQxo1apQ1oah0fHiNhx9+2G27y5cvL1X5nAYPHqxu3bq5pb///vuaOXOmW3ppz9MHH3wgLy8v3XrrrVZar169NHz4cB09elQRERGlLqNzCI7MzMxSL4OLB3Vg6VAHHkcd6I46EGW1evVqbdiwQaNHj1bDhg3VokWLC10kAP9BtAFLhzbgcbQB3dEGBIB/PoIoZdC0aVOXcaN79eqlhg0basiQIerQoYP8/Py0a9cuxcXFKSQkxGXZSy65RNLxsU2d/3p5eVmTjDqd3PCTpNq1a+vyyy9XUlKS1QhKSkrSlVdeqerVq7vl//jjjxUaGipfX1/Fx8e7beO9997TK6+8oi1btqiwsNBKd04KeiJPaafj7e1d4mRrJ5s2bZoSExO1detWrVy50qWxKEm5ubnWJG779u1zGUM0PT3dbX2VK1d2+TssLEyS3MabDgsL09GjR0tVxpPX6WwsHT16VKGhodq6dauMMapRo4bH5X19fSX937k/OZ+vr6/HSUXLqkaNGh6P+w8//OAxf2nP06xZs9S0aVMdPnxYhw8fliQ1bNhQBQUFmjdvngYPHlzqMjonrj35+4F/BurA0qEOdEUd+H+oA1FWkydP1qxZs9SgQYMyjbsPAOcSbcDSoQ3oijbg/6ENCAD/fARRzoKXl5datmyp119/XVu3blXdunXP27b69OmjBx54QHv37lV+fr5++uknTZgwwWPea6+91u0pCqdZs2apX79+uuWWW/Twww+rfPny8vb21nPPPaft27e75T+5MXeuLV++XPn5+ZKkjRs3qlmzZi7v33fffZo+fbqGDh2qZs2aKSwsTDabTT179pTD4XBbn/PpotKkn9gQPZWS1ulc3uFwyGaz6csvv/SY92KbALUstm7dqrVr10pyb/RKxy9iytJ43LRpkyR5vOjBPw914NmjDry4UQfiQpsxYwbBEwAXHdqAZ4824MWNNiAA4GQEUc5SUVGRpP97sqBKlSr65ptvlJmZ6fKUwZYtW6z3nf86HA5t377d5ambP//80+N2evbsqQcffFBz5sxRbm6ufH191aNHjzKX96OPPlK1atU0f/58l+6+I0aMKPU6TlzubBw4cED33Xef2rRpIz8/Pz300ENq27atdYyc5e3bt69eeeUVKy0vL0/Hjh07J2U4FxITE2WMUUJCgtXN3RPnfm3dulWtWrWy0gsLC7Vz507Vr1//vJe1rJKSkuTr66uZM2e6NYx/+OEHvfHGG9q9e7fbU0qeZGVlacGCBapUqZL1RBr++agDzxx14HHUgQAA/PPQBjxztAGPow0IAPgn8brQBfgnKyws1Ndffy0/Pz/rx/Cmm25ScXGx29Mxr732mmw2m2688UZJsv594403XPKNHz/e47aioqJ04403atasWUpKSlK7du1KfMrmVJwNgBOfPlm9erVWrVpV6nUEBQVJ0lk34AYNGiSHw6Fp06bp7bfflo+PjwYMGOBSNm9vb7cnZd58800VFxef1bbPpS5dusjb21sjR450K6sxxur626RJE0VHR2vKlCkqKCiw8syYMcPjsdy9e7d10XGhJCUl6ZprrlGPHj3UtWtXl5dz/No5c+acdj25ubnq3bu3jhw5oieffPKcXYDgwqIOPFbm7Z+IOvA46kAAAP5ZaAMeK/P2T0Qb8DjagACAfxJ6opTBl19+af2YHzp0SLNnz9bWrVv12GOPKTQ0VJLUsWNHtWzZUk8++aSSk5NVv359ff3111q4cKGGDh1qjcvaoEED9erVS5MmTVJ6erqaN2+upUuXatu2bSVuv0+fPurataskafTo0We0Dx06dND8+fPVuXNntW/fXjt37tSUKVNUp04d6ymi00lMTFR4eLimTJmikJAQBQUF6YorrrDGjS0qKtKsWbM8Ltu5c2cFBQVp+vTp+uKLLzRjxgzFx8dLOt4ovP322zV58mTdc889VnlnzpypsLAw1alTR6tWrdI333yjyMjIM9r/8yExMVFjxozR448/ruTkZN1yyy0KCQnRzp07tWDBAg0ePFgPPfSQfH19NWbMGN15551q1aqVevTooZ07d2r69Okex4Lt06ePvvvuu1J3ty6r052nTZs2adu2bRoyZIjHPBUrVlSjRo2UlJSkRx991Erft2+ftd6srCz98ccfmjdvng4ePKjhw4frzjvvPPc7g78FdeBx1IGuqAOpA/8pnn32WY83egAAp0Yb8DjagK5oA9IGBID/FIPTmj59upHk8vL39zcNGjQwkydPNg6HwyV/ZmamGTZsmImLizO+vr6mRo0a5qWXXnLLl5uba+6//34TGRlpgoKCTMeOHc2ePXuMJDNixAi3cuTn55uIiAgTFhZmcnNz3d4fMWKEkWRSU1NL3BeHw2HGjRtnqlSpYux2u2nYsKH5/PPPTd++fU2VKlWsfDt37jSSzEsvveRxPQsXLjR16tQxPj4+RpKZPn26McaYvn37uh2rE187d+40e/bsMWFhYaZjx45u6+3cubMJCgoyO3bsMMYYc/ToUdO/f38TFRVlgoODTdu2bc2WLVtMlSpVTN++fa3lnOdo7dq1pTomffv2NUFBQS5pJx/3kpZ1bmvnzp0u6R9//LG5+uqrTVBQkAkKCjK1a9c29957r/nzzz9d8k2aNMkkJCQYu91umjRpYr7//nvTokUL06JFC5d8LVq0MKX5ip7uXHnaj9Kcp/vuu89IMtu3by9x288++6yRZH777TdjjDFVqlSx1mGz2UxoaKipW7euGTRokFm9evVp9wUXJ+pAd9SB1IHGUAdeSCfXS3a73VSoUMG0adPGvP766yYjI8NtGednoSz27dtnRowYYX799ddzVPKL1969e023bt1MWFiYCQkJMZ06dTrl59/J+R0s6TVw4EArb2ZmpnnmmWdM27ZtTUREhEv9eaLi4mIzffp007FjRxMfH28CAwNN3bp1zejRoz3W/ydasWKFte2T668Tv6Mnv6pXr+62rqlTp5ratWsbu91uqlevbt544w23PFu2bDFDhw41zZo1M3a73WP9aIwxy5YtO+VxGjNmjJX3m2++Mf379zc1atQwAQEBJiEhwQwYMMDs37/fZZ3Z2dlmwoQJ5oYbbjCxsbEmODjYNGjQwEyaNMkUFRW5lWHMmDGmY8eOpnz58iX+1pZln5wWLlxoGjZsaOx2u6lUqZJ55plnTGFhoUue7777zjqfdrvdxMTEmLZt25offvjBbX1fffWVueOOO0zdunWNl5eXy+/ziZzf6ZJentaNsqEN6I42IG1AY2gDXijp6elGkklPT7/QRQFwETtfdYXNGB7H+6coKipSXFycOnbsqGnTpl3o4gDA34o6EIDTjBkz1L9/f40aNUoJCQkqLCzUwYMHtXz5ci1ZskSVK1fWp59+qssuu8xapqioSEVFRfL39y/1dtatW6fLL79c06dPV79+/c7DnlwcsrKy1KhRI6Wnp2v48OHy9fXVa6+9JmOM1q9ff8onn7Ozs7VgwQK39MWLFyspKUkffvihunXrJklKTk5WQkKCKleurGrVqmn58uUej21WVpZCQkJ05ZVXqkOHDipfvrxWrVql9957T9dee62+/fZbj0OiOBwONW7cWFu3blV2drZSU1Ndhv355JNP3J4437Vrl5566indc889mjhxopX+1ltv6a677tKtt96qtm3basWKFZo5c6aef/55lyePZ8yYoQEDBqhOnTry8fHR+vXrtXPnTlWtWtVlOykpKVqyZIlbmWfOnKmvv/5aa9as0eWXXy7p+NA3R44cUbdu3VSjRg3t2LFDEyZMUGBgoNavX6/Y2FhJxycqvuyyy3T99derTZs2Cg0N1VdffaUFCxaoT58+eu+991y2ZbPZFBsbq/r16+urr77SiBEj9Oyzz7qVqbT7JB3vodC+fXtdd9116tWrlzZu3KiJEydq8ODBmjx5spVv6tSp+vzzz3X55ZcrNjZWR48e1axZs7Rx40Z98cUXateunZW3X79+mjt3rho1aqTdu3fL29tbycnJbtvesGGDNmzY4Jb+xBNPKCsrSwcPHpSfn5/b+/jnoQ0IQJIyMjIUFham9PR0qxccAJzsvNUV5zQkg/Nq3rx5RpJZvnz5hS4KAPztqAMBOJX05K0xxixdutQEBASYKlWqmJycnLPaztq1a0vsLfFv8sILLxhJZs2aNVba5s2bjbe3t3n88cfPaJ3XX3+9CQ0NdXlqPC8vzxw4cMAYc+pjm5+fb3788Ue39JEjRxpJZsmSJR63OXnyZBMZGWkeeOCB0z6V7jR69GgjyWV7OTk5JjIy0rRv394l7//+9z8TFBRkjhw5YqUdPnzY6vn00ksvnbbXxsmqV69uatSo4ZL23XffmeLiYrc0SebJJ5+00lJTU82mTZvc1tm/f38jyWzdutUl3Vmu1NTUU/ZEKcs+1alTx9SvX9+l58mTTz5pbDab2bx5s8dlnLKzs60eKSfat2+fKSgoMMYY0759+xJ7oniye/duY7PZzKBBg0q9DC5+tAEBGENPFAClc77qCiaW/wdYvXq13nnnHT344INq2LChWrRocaGLBAB/G+pAAGXRqlUrPf3009q1a5fLmOfPPvusW++FJUuW6Oqrr1Z4eLiCg4NVq1YtPfHEE5Kk5cuXWz0D+vfvL5vNJpvNphkzZkiSVqxYoW7duqly5cqy2+2qVKmShg0bptzcXJdt9OvXT8HBwdq3b59uueUWBQcHKzo6Wg899JDbBMEOh0Ovv/666tWrJ39/f0VHR6tdu3Zat26dS75Zs2apcePGCggIULly5dSzZ0/t2bPHJU9OTo62bNmitLS00x6zjz76SJdffrm1v5JUu3ZtXX/99frwww9Pu/zJDhw4oGXLlqlLly4uPX/sdrvVi+JU/Pz81Lx5c7f0zp07S5I2b97s9t6RI0f01FNPadSoUQoPDy91WWfPnq2EhASX7S1btkyHDx+25iZwuvfee5Wdna0vvvjCSitXrpxCQkJKvb0TrVmzRtu2bdP//vc/l/Rrr71WXl5ebmnlypVz2feoqCjVrVvXbb0lHSdPPUk8Ke0+/fHHH/rjjz80ePBg+fj831Sb99xzj4wx+uijj065fGBgoKKjo90mlo6Li5Ovr2+pynqyOXPmyBjjdkzxz0QbEAAAXCwIovwDTJ48WXfffbfKly+v999//0IXBwD+VtSBAMqqd+/ekqSvv/66xDy///67OnTooPz8fI0aNUqvvPKKOnXqpB9//FGSdMkll2jUqFGSpMGDB2vmzJmaOXOmrr32WknSvHnzlJOTo7vvvltvvvmm2rZtqzfffFN9+vRx21ZxcbHatm2ryMhIvfzyy2rRooVeeeUVvf322y75BgwYoKFDh6pSpUp64YUX9Nhjj8nf318//fSTlWfs2LHq06ePatSooVdffVVDhw7V0qVLde2117rcjF6zZo0uueQSTZgw4ZTHyuFwaMOGDWrSpInbe02bNtX27duVmZl5ynWc7IMPPpDD4TjnN7IPHjwoSS5DdDk9/fTTio2NLdPEvb/++qs2b96s2267zS1dktsxady4sby8vKz3z1ZSUpIkleo4ZWVlKSsry+O+n+xUx+lcKuk4xcXFKT4+3uNxysjIUFpamrZs2aInnnhCmzZt0vXXX3/OypSUlKRKlSpZ31P8s9EGBAAAFwuf02fBhTZjxgzrqUcA+K+hDgRQVvHx8QoLC9P27dtLzLNkyRIVFBToyy+/9HizOSYmRjfeeKOeeeYZNWvWTLfffrvL+y+88IICAgKsvwcPHqzq1avriSee0O7du1W5cmXrvby8PPXo0UNPP/20JOmuu+5So0aNNG3aNN19992Sjvd+mDFjhu6//369/vrr1rLDhw+X+f9TGO7atUsjRozQmDFjrB4zktSlSxc1bNhQkyZNckkvjSNHjig/P18VKlRwe8+Ztn//ftWqVavU60xKSlKFChXUqlWrMpXldF588UWFhobqxhtvdEnfsGGD3nrrLS1atEje3t5lKqfkHsQ4cOCAvL29Vb58eZd0Pz8/RUZGav/+/We4B/+nuLhYc+fOVdOmTVW9evXT5h8/frwKCgrUo0ePU+YrKCjQ+PHjlZCQ4NKz6Hw4cOCAJJX42fF0nLp3766vvvpK0vHjeeedd1rfi7P1+++/a8OGDXrkkUc8zpmDfx7agAAA4GJBTxQAAAD86wQHB5+yB4VzyKeFCxfK4XCUef0nBlCys7OVlpam5s2byxjj8Qn8u+66y+Xva665Rjt27LD+/vjjj2Wz2TRixAi3ZZ03hOfPny+Hw6Hu3bsrLS3NesXGxqpGjRpatmyZtcx1110nY4zHicNP5Bx+zG63u73nHIrr5CHKTuWvv/7Szz//rJ49e7oNSXU2xo0bp2+++UbPP/+823Bd999/v2688Ua1adOm1OtzOBz64IMP1LBhQ11yySUu7+Xm5pY4Ibm/v3+ZjkdJli5dqpSUlFL1Qvn+++81cuRIde/e/bSBqSFDhuiPP/7QhAkTXIbYOh9O99nxdJyef/55ff3115o2bZquvPJKFRQUqKio6JyUpyw9ewAAAICyoCcKAAAA/nWysrLcehKcqEePHpo6daoGDhyoxx57TNdff726dOmirl27lurm/+7du/XMM8/o008/1dGjR13eS09Pd/nbOb/JiSIiIlyW2759u+Li4lSuXLkSt7l161YZY1SjRg2P75/JPBLOYFB+fr7be3l5eS55SuN83MieO3eunnrqKQ0YMMDquXPieytXrtSmTZvKtM7vvvtO+/bt07Bhw9zeCwgIUEFBgcfl8vLyynQ8SpKUlCRvb+/T9izZsmWLOnfurEsvvVRTp049Zd6XXnpJ77zzjkaPHq2bbrrprMt4Oqf77Hg6Tg0aNLD+f/vtt6tRo0bq16/faedPOR1jjGbPnq1LL71Ul1122VmtCwAAADjZv7YniqfJQwHgv4x6EcB/xd69e5Wenn7KYZICAgL0/fff65tvvlHv3r21YcMG9ejRQzfccIPbhO8nKy4u1g033KAvvvhCjz76qD755BMtWbLEGnbm5J4tZRli6lQcDodsNpsWL16sJUuWuL3eeuutMq+zXLlystvt1tBMJ3KmxcXFlXp9s2fPVq1atdS4ceMyl8WTJUuWqE+fPmrfvr2mTJni9v7DDz+sbt26yc/PT8nJyUpOTrbmhtmzZ0+JQ28lJSXJy8tLvXr1cnuvQoUKKi4u1qFDh1zSCwoKdPjw4TIdD09yc3O1YMECtW7dWjExMSXm27Nnj9q0aaOwsDAtWrTolJO9z5gxQ48++qjuuusuPfXUU2dVvtJyDuNV0mfndMfJz89PnTp10vz588+6d8+PP/6oXbt20QuljGgbAgAAlM4/IogyY8YM2Ww26+Xv76+4uDi1bdtWb7zxRpknuyzJ/v379eyzz2r9+vXnZH0Xs3379ql79+4KDw9XaGiobr75ZpchJU5n5cqVuvrqqxUYGKjY2Fjdf//9ysrKcsv3888/q127dgoNDVVISIjatGnj8fiOGzdOV155paKjo+Xv768aNWpo6NChSk1NdcvrcDj04osvKiEhQf7+/rrssss0Z84ct3zvvPOOWrRooZiYGNntdiUkJKh///5KTk52yZebm6sBAwbo0ksvVVhYmIKDg1W/fn29/vrrKiws9LhPHTp0UGxsrIKDg3XZZZfpjTfecLvhMmzYMDVq1EjlypVTYGCgLrnkEj377LNuxykrK0sjRoxQu3btVK5cOdlsthLH/i3tPknHJ2Ls1q2bKleuLJvNpn79+nlc58nfrxNfzolJT/Tpp5+qUaNG8vf3V+XKlTVixAi3YRiWLl2qO+64QzVr1lRgYKCqVaumgQMHerzILu2537Jlix555BE1aNBAISEhqlChgtq3b69169a5rfPPP//UsGHD1Lx5c/n7+8tms3k8Rv9k1Ivn3tnWiwUFBRo3bpxq164tf39/xcTEqH379tq7d6+VZ+3atRoyZIjq1q2roKAgVa5cWd27d9dff/3ltr5+/fp5/F7Wrl3bLe+BAwc0ePBgJSQkKCAgQImJiXrwwQd1+PBht7ybN29Wu3btFBwcrHLlyql3795u37fk5OQS64UPPvigxGNQWFioOnXqyGaz6eWXXz7l8UpKSpLNZlNwcLDbe2vWrNE999yjxo0by9fXt8QbPGWpvw8cOKDHHntMLVu2VEhIiGw2m5YvX17ifowcOVLVqlWT3W5XtWrVNGbMGLe6riznUzr++zV58mQ1aNBAAQEBioyMVKtWrfTbb7+5lbW057O06/yvmTlzpiSpbdu2p8zn5eWl66+/Xq+++qr++OMPjR07Vt9++601LFZJn72NGzfqr7/+0iuvvKJHH31UN998s1q3bn1WN9cTExO1f/9+HTly5JR5jDFKSEhQ69at3V5XXnllmbfr5eWlevXqefw9Xb16tapVq3bKm/cn59+2bds5u5G9evVqde7cWU2aNNGHH37ocXiqPXv2aPbs2UpISLBezjllGjVq5LFHRn5+vj7++GNdd911Hs+Zs7fEycdk3bp1cjgcLr0pzsSnn36qzMzMUx6nw4cPq02bNsrPz9dXX33lcd4Rp4ULF2rgwIHq0qWLJk6ceFZlK4uSjtP+/fu1d+/eUh2n3NxcGWPOut3i/E257bbbzmo9/2S0Dc+9M20bnqodZbPZNGjQICtvWa4FpTP73T9Vm+t8tTdLU879+/fr9ttvV61atRQSEqLw8HA1bdpU7733njUX2Mnmzp2rZs2aKSgoSOHh4WrevLm+/fZblzwlHffnn3++xGMkSTfccINsNpuGDBni9l56eroeeeQR1ahRQwEBAapSpYoGDBig3bt3u+RbsGCB2rZtq7i4ONntdsXHx6tr166n7S25fft267r15Dq1LNfWAIDz5x81nNeoUaOUkJCgwsJCHTx4UMuXL9fQoUP16quv6tNPP3Xpuv3UU0/pscceK9P69+/fr5EjR6pq1apnfXF0McvKylLLli2Vnp6uJ554Qr6+vnrttdfUokULrV+/XpGRkadcfv369br++ut1ySWX6NVXX9XevXv18ssva+vWrfryyy+tfL/88ouuvvpqVapUSSNGjJDD4dCkSZPUokULrVmzxmWC0p9//lkNGjRQz549FRISos2bN+udd97RF198ofXr1ysoKMjK++STT+r555/XoEGDdPnll2vhwoW67bbbZLPZ1LNnTyvfr7/+qoSEBHXq1EkRERHauXOn3nnnHX3++ef67bffrIvm3Nxc/f7777rppptUtWpVeXl5aeXKlRo2bJhWr16t2bNnu5SzefPmqlGjhh599FEFBgbqyy+/1AMPPKDt27e7TAS7du1aXXPNNerfv7/8/f3166+/6vnnn9c333yj77//3hoqJC0tTaNGjVLlypVVv379Em/qlWWfpOMT3mZmZqpp06alamA5v18nOnnM8S+//FK33HKLrrvuOr355pvauHGjxowZo0OHDmny5MlWvkcffVRHjhxRt27dVKNGDe3YsUMTJkzQ559/rvXr1ys2NtblmJbm3E+dOlXTpk3TrbfeqnvuuUfp6el66623dOWVV2rx4sVq3bq1tc5Vq1bpjTfeUJ06dXTJJZf8qy/yqBfPjbOtFwsLC9W+fXutXLlSgwYN0mWXXaajR49q9erVSk9PV3x8vKTj38sff/xR3bp102WXXaaDBw9qwoQJatSokX766SddeumlLuu12+1uw7eEhYW5lb1Zs2bKzs7WPffco0qVKum3337ThAkTtGzZMv38889WfbN3715de+21CgsL07hx45SVlaWXX35ZGzdu1Jo1a9zmAOjVq5fbDchmzZqVeBzefPNNt4tJT7KysvTII4+41O0nWrRokaZOnarLLrtM1apVKzEoUZb6+88//9QLL7ygGjVqqF69elq1alWJ5bv99ts1b9483XHHHWrSpIl++uknPf3009q9e7fefvttK19Zz+cdd9yhpKQk9enTR0OGDFF2drZ+/fVXl6fdy3I+S7vO/5pvv/1Wo0ePVkJCwilvUh85csRt6CxnPeccnsj5GXX2bHBy9iw58SaPMcalHVBWt956qyZOnKiRI0e6rccYI5vNpi5duujxxx/XyJEjNWvWLJcgjzFGR44cseqrnJwc7d69W1FRUYqKijrltrt27arHHntM69atU5MmTSQd/858++23euihh1zybtmyRYGBgapcubLbepzfuXNxI3vz5s1q3769qlatqs8//7zEIbQWLFjglvbBBx9o7ty5ev/9963690SLFi3SsWPHSvx8tGrVSuXKldPkyZNd6sDJkycrMDBQ7du3P8O9Om727NkKDAxU586dPb6fnZ2tm266Sfv27dOyZctKHL5NOj5fSs+ePXXttddavWv+LnXr1lXt2rX19ttv684777S+F5MnT5bNZlPXrl2tvIcOHXIbXu/YsWP6+OOPValSpVMOvXc6hYWFmjdvnq6++mqPn8v/GtqG58bZtA2jo6OtYP6JFi9erKSkJJf5m8pyLSiV/Xf/dG0u6dy3N0tbzrS0NO3du1ddu3ZV5cqVVVhYqCVLlqhfv376888/NW7cOJcyPPvssxo1apS6du2qfv36qbCwUJs2bdK+ffvc9umGG25Qnz59XNIaNmxY4jGYP39+iW1Dh8OhG264QX/88Yfuuece1axZU9u2bdOkSZP01VdfafPmzdbDBhs3blRERIQeeOABRUVF6eDBg3r33XfVtGlTrVq1SvXr1/e4jWHDhsnHx8fj8IhlubYGAJxH5h9g+vTpRpJZu3at23tLly41AQEBpkqVKiYnJ+estrN27VojyUyfPv2s1nOxe+GFF4wks2bNGitt8+bNxtvb2zz++OOnXf7GG280FSpUMOnp6VbaO++8YySZr776ykq76aabTEREhElLS7PS9u/fb4KDg02XLl1Ou52PPvrISDJz5syx0vbu3Wt8fX3Nvffea6U5HA5zzTXXmPj4eFNUVHTKda5bt85IMs8999xptz9kyBAjyRw4cMBKGzRokPHz8zOHDx92yXvttdea0NDQ067z5ZdfNpLMqlWrrLS8vDxrG2fyGSxpn5KTk43D4TDGGBMUFGT69u3rcflTfb9OVqdOHVO/fn1TWFhopT355JPGZrOZzZs3W2nfffedKS4udln2u+++M5LMk08+edrteDr369atM5mZmS750tLSTHR0tLnqqqtc0g8fPmwyMjKMMca89NJLRpLZuXPnabf7T0K9eG6dbb34wgsvGF9fX7N69epT5vvxxx9Nfn6+S9pff/1l7Ha7+d///ueS3rdvXxMUFHTabSclJRlJ5vPPP3dJf+aZZ4wk88svv1hpd999twkICDC7du2y0pYsWWIkmbfeestK27lzp5FkXnrppdNu3yklJcWEhYWZUaNGnXbZRx991NSqVcv873//87iPBw8etD679957rylrc8VT/Z2RkWHV3fPmzTOSzLJly9yWXbNmjZFknn76aZf04cOHG5vNZn777TcrrSznc+7cuUaSmT9//inLXpbzWdp1/hs568BRo0aZmTNnmunTp5vnn3/etGnTxthsNlO1alWzceNGl2VGjBjh8ll64IEHTMOGDc1TTz1l3nnnHTN27FhTsWJFEx8fb44dO2aMMaagoMCEh4ebWrVqmalTp5o5c+aYHTt2mIKCApOYmGiioqLM2LFjzZtvvmmuu+46U79+fbc6s6Tv8snlMcaY3r17G0nmxhtvNK+//rp57bXXTJcuXcybb75p5XnuueeMJNO8eXPz4osvmsmTJ5tHHnnE1KhRw+V7t2zZMiPJjBgx4rTHMyMjwyQmJpry5cubF1980bz22mumUqVKJi4uzhw6dMglryTTokULt3UUFRWZmJgYc+WVV55yW2+++aYZPXq0ufvuu40k06VLFzN69GgzevRo67hnZGSYSpUqGS8vL/P888+bmTNnurxWrlx5ym04j21qaqrH92+99VZjt9ut7XkyceJEI8l07drVvPPOO6ZPnz5Gkhk7dqxLvmPHjlnlb9eunZFkhg8fbkaPHu1y3pwOHz5sfH19Tc+ePUvc9s0332wkmTvuuMNt3xcsWGDlS05ONmFhYSYgIMBMnDjRLe+J9ZUxxrz//vtm9OjR5vHHHzeSTMuWLa2yJycnn9E+ffbZZ8Zms5lWrVqZt99+29x///3Gy8vLDBo0yCVfo0aNTKdOnczYsWPNO++8Y55++mkTHx9vvLy8zLx581zy/vbbb9b2a9WqZcLDw62/P/30U7fj9dlnnxlJZsqUKSUe0/8C2obn1tm2DT25/vrrTWhoqMnNzbXSynIteCa/+6drc52P9ubZtk86dOhggoKCXK7tV61aZWw2m3n11VdPu7wkl/sFp5Obm2uqVq1qtWFPXvbHH380ksyECRNc0t99991S7efBgweNj4+PufPOOz2+v3jxYuPn52eeeuopj9/hs722/jdJT083klzuRQHAyc5XXfGPD6IYY8y4ceOMJPP2229baZ4uTL/++mtz1VVXmbCwMBMUFGRq1qxpNYCcF5onv5wNmO+//9507drVVKpUyfj5+Zn4+HgzdOhQt0aosxGyd+9ec/PNN5ugoCATFRVlhg8f7naDv7i42IwfP95ceumlxm63m6ioKNO2bVu3/Zw5c6Zp1KiR8ff3NxEREaZHjx5m9+7dLnmys7PN5s2bS7xYPNHll19uLr/8crf0Nm3amMTExFMum56ebnx8fMzDDz/skp6fn2+Cg4PNgAEDrLSQkBDTrVs3t3W0b9/e+Pn5ud0QP5kzODB58mQrzXlB+/vvv7vknT17tpFkVqxYccp1pqWlGUnm0UcfPWU+Y/4v4HFicKBHjx4mNDTUrRHTo0cPExMTc9p1OoMDX375pcf3z+SipDT7VNogSkZGRomBqN9//91IMhMnTnRJ37dvn5FkRo8efdqylitXrlQBNE/nviRdunQx5cqVK/H9/2IQxRjqRWP+vnqxuLjYxMXFme7duxtjjCksLDTZ2dmn3eaJGjVqZBo1auSS5jxuRUVFp/zxnzx5ssfPgjP9xDqsfPnyHuvlmjVrmuuvv976+8QgSlZWllugwJP+/fubpk2bmh07dpwyiPLXX38ZPz8/88UXX5Tqwv1Mgiie6u8TnSqI8sorr3j8nXHWz0888cRpt+/pfF5xxRWmadOmxpjjn5msrCyPy5blfJZ2nf9GzjrQ+fLz8zOxsbHmhhtuMK+//roVSD/RyXXg0qVLzc0332zi4uKMn5+fiYuLM7169TJ//fWXy3ILFy40derUMT4+Pi514B9//GFat25tgoODTVRUlBk0aJD57bffziqIUlRUZF566SVTu3Zt4+fnZ6Kjo82NN95ofv75Z5d8H3/8sbn66qtNUFCQCQoKMrVr1zb33nuv+fPPP608ZQmiGGPMnj17TNeuXU1oaKgJDg42HTp0MFu3bnXLV1IQZfHixUaSeeONN065nSpVqnj8bTnxt9pZB5X0KqlN43SqIEp6errx9/cvVXvk7bffNrVq1TJ+fn4mMTHRvPbaa9YDKk6nKmuVKlXc1jllyhQjyWMwoDTH6MR1lvQ77XydfO5btGhRYt4T68Oy7tOCBQtMgwYNjN1uN/Hx8eapp54yBQUFLnkmTJhgrr76ahMVFWV8fHxMdHS06dixo/n+++/d1nfy9/t0575nz57G19fX7SGn/xrahhdP29CT/fv3Gy8vL9OvX78S85zuWrCsv/ulaXOdj/bm2bZPhgwZYmw2m8vnpkePHqZChQqmuLjYOByOU95LcAZCcnJyXAJWJRk5cqSpXLmyycnJ8RhE+fLLL40kt4CvM72ka3snh8NhQkNDTY8ePdzeKygoMLVq1TIPP/xwmR5uNKb019b/JgRRAJQGQZRT/Jjs2bPHSMefFHM6uUG4adMm4+fnZ5o0aWJef/11M2XKFPPQQw+Za6+91hhz/OkA55MHgwcPtp7g2r59uzHGmPvuu8/cdNNNZty4ceatt94yAwYMMN7e3i7bNOZ4I8Tf39/UrVvX3HHHHWby5Mnm1ltvNZLMpEmTXPL269fPSMefNhw/frx5+eWXzc033+zyhNeYMWOMzWYzPXr0MJMmTTIjR440UVFRpmrVqubo0aNWvtJeKBcXFxu73W7uvvtut/ecTz54uvHg9MMPPxhJZu7cuW7vXX311S43jfz8/EyfPn3c8nXr1s1Irr0xjDneuEhNTTUHDhww33//vWnevLnx9vZ2aZANHDjQBAUFuV3Abtu2rcQL97S0NJOSkmLWrl1rOnbsaCSZr7/+2i1ffn6+SU1NNbt37zbz5883sbGxpkqVKi69LpyNxIEDB5o//vjDJCcnm8mTJxtfX18zfvx4t3UWFhaa1NRUs2/fPvPVV1+Z2rVrm5CQkBIv8kobRCntPjmVJogSHBxs3Yjq2LGj202kWbNmGUken7SPj48/bQMuMzPT+Pn5mcGDB7u9V5pzX5LmzZubmjVrlvj+fzWIQr3499WLGzduNJLMmDFjrN5qkky9evXMt99+e8ptG3P881+xYkXTpk0bl/S+ffsam81mAgMDjSQTERFh7rnnHreLxt9//914eXmZ5s2bm1WrVpk9e/aYL774wsTHx5tbbrnFyrd3714jybzwwgtuZbj99ttdgpHOG2jOesFms5kmTZq49DY80erVq42Xl5dZuXLlaXux3HTTTaZt27bWPp6LIEpp6u8TnSqI4rzJtGPHDpd0ZyDZWfaSeDqf6enpxmazmXvvvdc8/vjj1nFNSEhw+z0t7fksyzoBAP9+tA0vnrahJ6+++qqRZJYsWVJinlNdC57J735p2lznur15JuXMyckxqampZufOnWbGjBkmKCjING/e3CVPVFSU6dSpk3nttddMZGSkkWRiY2M99viTZIKCgozNZjOSzCWXXGKSkpI8bnvXrl0mICDAGgHBUxAlNTXVemBh6dKlZu/evWb58uWmXr165vLLL/fY3jx69Kg5dOiQ2bBhg7njjjvcAphOL774oilfvrxJT08vUxDlVNfW/2YEUQCUBkGU0/yYhIWFmYYNG1p/n9wgfO2110p8Is3pVI0WT92en3vuOWOz2VyGRenbt6+Rjg8vcaKGDRuaxo0bW39/++23RpK5//773dbrDBAkJycbb29vt2EDNm7caHx8fFzSS9sgTE1N9Vg+Y/6vl8eWLVtKXN5548nTU2PdunUzsbGx1t/16tUzNWvWdHmaKD8/31SuXNlIMh999JHL8gcOHHB5oik+Pt6todW+fXtTrVo1t21nZ2cbSeaxxx5ze89ut1vrjIyMLPEJyTlz5rhsv0mTJmbDhg0ueYqKisyQIUOMr6+vlc/b27vEHhOrVq1yWWetWrU83rRzKm0QpbT75HSqIMrcuXNNv379zHvvvWcWLFhgnnrqKRMYGGiioqJcnt5yBiNOfqLLmONPap1u+I7Ro0cbSWbp0qVu75Xm3Hvy/fffG5vN5jbszon+q0EUY6gX/656cf78+dZ3sUaNGmb69Olm+vTppkaNGsbPz89tOJWTzZw500gy06ZNc0l/7LHHzKOPPmrmzp1r5syZYx3Hq666yu1iberUqSY8PNztad0T8znP5fvvv+9WhocffthIMnl5ecaY4xeUbdq0MZMnTzaffvqpGT9+vKlcubLx8vJyG8bB4XCYpk2bml69ehljTj0U2Oeff258fHysXh7nKohSmvr7RKcKonz88cdGkpk5c6ZLuvPp8UsvvfSUZfF0Pn/55RfrMxITE2MmTZpkkpKSTNOmTY3NZnN7grE057Os6wQA/LvRNrx42oaeNG7c2OpJUZJTHduy/u6Xts11rtubZ9I+cQ5T6Xxdf/31LtecR44csdYZHBxsXnrpJTN37lxruMGTh/Jr3ry5GT9+vFm4cKGZPHmyufTSSz0G6IwxpmvXri4BG09BFOfxrFChgks527ZtW2KPmFq1aln5goODzVNPPeV27g8cOGBCQkKsIXXLEkQ51bX1vxlBFAClcb7qin/UxPKnEhwcrMzMzBLfd06QvXDhQvXv37/Mky6eOJlldna2cnNz1bx5cxlj9Ouvv7pNYnjXXXe5/H3NNde4TC738ccfy2azacSIEW7bck4SOn/+fDkcDnXv3l1paWnW+7GxsapRo4aWLVumJ554QpJ03XXXuUxuWpLc3FxJxyePO5m/v79LnjNZ/sRl77nnHt19990aMGCAHnnkETkcDo0ZM8aa5Pzk7ZQrV05LlixRXl6efv31V82fP19ZWVlu2y9r2b/88kvl5eVp8+bNmjVrlrKzsz3uW8uWLbVkyRIdO3ZMS5cu1W+//eaW19vbW4mJiWrbtq26desmf39/zZkzR/fdd59iY2N1yy23uOSvU6eOlixZouzsbK1cuVLffPON2z6didLuU2l0795d3bt3t/6+5ZZb1LZtW1177bUaO3aspkyZIun05z4jI6PEbXz//fcaOXKkunfvrlatWrm9X5pzf7JDhw7ptttuU0JCgh555JFS7et/DfXi31MvOj+rmZmZ+vXXX1WpUiVJxycmrl69ul588UXNmjXL47JbtmzRvffeq2bNmqlv374u7z333HMuf/fs2VM1a9bUk08+qY8++kg9e/a03qtYsaKaNm2qm266SVWqVNGKFSv0xhtvKCoqSi+//HKZ9tNut6ty5cr66quvXPL07t1bderU0fDhw10mVZ4xY4Y2btyojz76qMRjJEkFBQUaNmyY7rrrLtWpU+eUecuqNPV3aTmP4UMPPaTAwEA1btxYq1ev1pNPPikfH59TfhZKOp/Oz8jhw4f1008/6YorrpAkderUSQkJCRozZozatWtn5S/N+SzrOgEAoG3497QNT/bXX3/p559/1rBhw8p8TJ3K8rtfljbXuW5vnkn7pFevXmrSpIlSU1P1+eefKyUlxeX4nrjODz74QD169JAkde3aVfXq1dOYMWN05513Wvl//PFHl/Xfcccdaty4sZ544gn169fP+pwuW7ZMH3/8sVavXn3KYyRJ0dHRatiwoYYMGaK6detq/fr1evHFF9W/f3/NmzfPLf/06dOVkZGhHTt2aPr06crNzVVxcbHL+X/00UdVrVo1DRw48LTbP9Hprq0BAOfJOQ3JnCfn4qmanJwcc9VVVxlJJioqyvTo0cPMnTvX5WmAUz35sWvXLtO3b18TERHh8vSBJPPee+9Z+Zxdk092cnnatWtnKlaseMr9dk64WdLrsssuO+XynvydPVGMMeaJJ55w6bXRpEkT8+STTxpJLhNjeuKcwO2zzz6z0s6kJ8qJtm3bZvz9/T12+z3Z2LFjTXBwsMvExM8995yJjY11e+LkuuuuM3FxcSUOHeOUlJRkvLy8zPr16z2+fyZzopRmn07VE6UkV155pct4v2faE2Xz5s2mXLlypkGDBqXu9u7p3J8oKyvLXH755SYsLMxt4uCT0ROFevF0zlW92LJlS7f3WrZsaRISEjwud+DAAVOtWjVTqVIls2/fvlKVNScnx3h5ebnMP/XDDz8Yb29vt8/Cs88+a2w2m/UEYll6opTkscceM5LMnj17jDHHn/CIiYkxzzzzjJWnpJ4ozz//vImIiHAZzvB8zYniqf4+0al6ohhzfDiTOnXqWJ8ru91uXn/9dVO+fHlTv359j8uc6nw6j72nz0L//v2Nr6+v9ftR1vNZmnUCAP79aBtePG3DkzknX1+3bt0p853q2Jbld/9M21xO56K9eTbtk0GDBplKlSpZPZuc58PX19dtzpyRI0caSS49nTxx9ih2zqFaWFhoLr30Urfhx+WhJ8r27dtNYGCg20gaM2bMMJLMokWLTrntI0eOmJiYGDN8+HArbdWqVcZms7kM/Vua7/CZXFv/m9ATBUBpnK+64sweg7jI7N27V+np6apevXqJeQICAvT999/rm2++Ue/evbVhwwb16NFDN9xwg4qLi0+5/uLiYt1www364osv9Oijj+qTTz7RkiVLNGPGDEmSw+Fwye/t7X3W++Rcr81m0+LFi7VkyRK311tvvVXmdZYrV052u93qDXIiZ1pcXFyJy1eoUMEl78nLn7zs2LFjlZKSohUrVmjDhg1au3atdbxq1qx5yrI2b95cFSpUUFJSksv2Dx486PYEUWnKLkmJiYlq2LChyzpL0rVrV2VlZWnhwoVW2qRJk9SqVSsFBwe75O3UqZP279+v5OTkU66zS5cukqQPPvjgtNsvrbLsU1lUqlRJR44csf4u67mXpD179qhNmzYKCwvTokWLFBISUqptezr3TgUFBerSpYs2bNighQsX6tJLLy3tLv2nUC+W3tnWi873YmJi3N4rX768jh496paenp6uG2+8UceOHdPixYtPW3c5BQQEKDIy0uW7+dZbbykmJkZNmjRxydupUycZY7Ry5UpJp/8OO4/DqTh72Ti3//LLL6ugoEA9evRQcnKykpOTtXfvXknS0aNHlZycrIKCAqWnp2vMmDEaNGiQMjIyrLxZWVkyxig5OVmHDh0q1TEoDU/1d1nUrVtXmzZt0qZNm7RixQrt379fgwYNUlpamsffrtOdz9N9RgoLC62eM6U9n2VZ58Vo4sSJqlq1qvz9/XXFFVdozZo1F7pIAPCvRtuw9M62bXiy2bNnq1atWmrcuHGZy+JU2t/9c9HmOpv25rlon3Tt2lV79uzR999/L+n4+fD391dkZKTb56Z8+fKS5LG9faKT27Dvv/++/vzzT915553WMXJey2dmZio5OVk5OTmSjve6zsvLU4cOHdz2XXLv+XKyiIgItWrVyuXa9pFHHtE111yjhIQEa9vOnlQHDhzQ7t273dZzptfWAIBz418xnJezy2/btm1Pmc/Ly0vXX3+9rr/+er366qsaN26cnnzySS1btkytW7e2ugSfbOPGjfrrr7/03nvvqU+fPlb6kiVLzrjMiYmJ+uqrr3TkyBGVK1euxDzGGCUkJJw24FBaXl5eqlevntatW+f23urVq1WtWrVT/hhfeuml8vHx0bp161yGgCooKND69etd0pwiIiJ09dVXW39/8803io+PV+3atU9b3ry8PKWnp1t/N2jQQFOnTtXmzZtduiY7u+A2aNDgtOvMzc1Vfn5+qfJJctl+SkqKxwuIwsJCSVJRUdEp15mfny+Hw+GyznOhtPtUFjt27FB0dLT1t/PYrlu3Tk2bNrXS9+/fr71792rw4MEuyx8+fFht2rRRfn6+li5dat3ALa2Tz710/CKpT58+Wrp0qT788EO1aNGijHv130G9WHpnWy/Wq1dPvr6+2rdvn9t7+/fvd/keScc/2x07dtRff/2lb775pkxDW2VmZiotLc1lnaWtlypWrKjo6GiP+7lmzZpS1Z87duyQJGv7u3fv1tGjR1W3bl23vOPGjdO4ceP066+/Kjw8XFlZWXrxxRf14osvuuVNSEjQzTffrE8++eS0ZSgNT/V3WdlsNpf9WrRokRwOh1q3bu2SrzTnMy4uTrGxsSV+Rvz9/a3PWGnPZ1nWebGZO3euHnzwQU2ZMkVXXHGFxo8fr7Zt2+rPP/+0boYAAM4t2oald7Ztw5Pzb9u2TaNGjTqrMpX2d3/37t1n3eY6m/bmuWifnNyO8/LyUoMGDbR27VoVFBTIz8/PZZ2S3NrbJ/PUhi0sLNRVV13llvf999/X+++/rwULFuiWW25RSkqKjDFu+1/aewDOfTqxXbp7927t2rVLCQkJbnk7deqksLAwHTt2zEo722trAMDZ+8f3RPn22281evRoJSQk6H//+1+J+U58isLJecPIefM5KChIklx+rKT/e0rmxN4Pxhi9/vrrZ1zuW2+9VcYYjRw50u0953a6dOkib29vjRw50q3nhTFGhw8ftv7OycnRli1bXMaBLUnXrl21du1al0bhn3/+qW+//VbdunVzybtlyxaXpyDCwsLUunVrzZo1y2U83ZkzZyorK8tt+ZPNnTtXa9eu1dChQ63xQLOzs62nPE708ccf6+jRoy5Pu9x8883y9fXVpEmTrDRjjKZMmaKKFSuqefPmko43ZDw9jbJmzRpt3LjRZZ1paWkex8adOnWqJLnkrVmzppYsWeJy7IuLi/Xhhx8qJCREiYmJko5/hpyNqtOts7TKsk9lkZqa6pa2aNEi/fzzzy7j1datW1e1a9fW22+/7dKAnDx5smw2m7p27WqlZWdn66abbtK+ffu0aNEi1ahRw+O2y3LuJem+++7T3LlzNWnSJKtXD9xRLx73d9WLISEhuummm7Ry5Upt2bLFSt+8ebNWrlypG264wUorLi5Wjx49tGrVKs2bN0/NmjXzWJ68vDyPY5aPHj1axhiX72bNmjWVkpKi5cuXu+SdM2eOJKlhw4ZW2q233qrPP/9ce/bssdKWLl2qv/76y2U/PdUL+/bt07vvvqvLLrvMunC7//77tWDBApeX84nPfv36acGCBUpISFD58uXd8i1YsEAtW7aUv7+/FixYoMcff9zjsTiVstTfZyM3N1dPP/20KlSooF69elnppT2fktSjRw/t2bPH5WZSWlqaFi5cqFatWlm/iWU5n6Vd58Xm1Vdf1aBBg9S/f3/VqVNHU6ZMUWBgoN59990LXTQA+FeibXjc39U2PNHs2bMlSbfddttpt3k6pfndL0ub63y1N0vbPvHU3pSkadOmyWazqVGjRi7rLC4u1nvvvWel5eXlKSkpSXXq1LF6wHhaZ2ZmpsaPH6+oqCirN1DPnj09Hifp+Px4CxYssOZzqVmzpowx+vDDD0+77556+SQnJ2vp0qUu7dK3337bbdv33XefpOM9vU/stVLaa2sAwPn1j+qJ8uWXX2rLli0qKipSSkqKvv32Wy1ZskRVqlTRp59+ak3y5smoUaP0/fffq3379qpSpYoOHTqkSZMmKT4+3uolkZiYqPDwcE2ZMkUhISEKCgrSFVdcodq1aysxMVEPPfSQ9u3bp9DQUOsm75lq2bKlevfurTfeeENbt25Vu3bt5HA4tGLFCrVs2VJDhgxRYmKixowZo8cff1zJycm65ZZbFBISop07d2rBggUaPHiwHnroIUnHb6S3bNlSI0aM0LPPPnvKbd9zzz1655131L59ez300EPy9fXVq6++qpiYGA0fPtwl7yWXXKIWLVq4NJbGjh2r5s2bq0WLFho8eLD27t2rV155RW3atHFpaH3//fcaNWqU2rRpo8jISP3000+aPn262rVrpwceeMDKt3XrVrVu3Vo9evRQ7dq15eXlpXXr1mnWrFmqWrWqS974+HgNHTpUL730kgoLC3X55Zfrk08+0YoVK5SUlGQ13rOyslSpUiX16NFDdevWVVBQkDZu3Kjp06crLCxMTz/9tLXOWbNmacqUKbrllltUrVo1ZWZm6quvvtKSJUvUsWNHl8naHnvsMd1+++264oorNHjwYAUEBGjOnDn6+eefNWbMGPn6+kqSli9frvvvv19du3ZVjRo1VFBQoBUrVmj+/Plq0qSJbr/9dpfjPGHCBB07dsx6kuazzz6zhsS57777FBYWVqZ9cq7jt99+k3T8KZkNGzZozJgxko4/3XLZZZdJOj50VsOGDdWkSROFhYXpl19+0bvvvqtKlSpZkzA6vfTSS+rUqZPatGmjnj17atOmTZowYYIGDhyoSy65xMr3v//9T2vWrNEdd9yhzZs3a/PmzdZ7wcHBuuWWW8p87sePH69JkyapWbNmCgwMdJuou3PnztZFXXp6ut58801J/9e9esKECQoPD1d4eLiGDBmifwvqxYujXhw3bpyWLl2qVq1a6f7775ckvfHGGypXrpzL92j48OH69NNP1bFjRx05csTtc+ysGw4ePKiGDRuqV69eVq+9r776SosWLVK7du108803W8sMGTJE06dPV8eOHXXfffepSpUq+u677zRnzhzdcMMN1gWgJD3xxBOaN2+eWrZsqQceeEBZWVl66aWXVK9ePfXv39/K98gjj2j79u26/vrrFRcXp+TkZL311lvKzs52uRnSqFEjlwtcSdZQCHXr1rW+65Jc/u/0ySefaM2aNW7v7dq1y3pi1nnzwll/ValSRb1795ZUtvr7xHX8/vvvko4/APDDDz9Ikp566ikrX/fu3RUXF6c6deooIyND7777rnbs2KEvvvjC5enJ0p5PSXr88cf14Ycf6tZbb9WDDz6osLAwTZkyRYWFhRo3bpyVryzns7TrvJgUFBTo559/dgmaeXl5qXXr1lq1apVb/vz8fJeelg6HQ0eOHFFkZGSJT0MDgHT8BnpmZqbi4uIu2qDy+UDb8OJoG0rHH7aYO3eurrzySuthO09Kcy0ole53PzAwsNRtrvPV3ixt+2Ts2LH68ccf1a5dO1WuXFlHjhzRxx9/rLVr1+q+++5zGXruzjvv1NSpU3Xvvffqr7/+UuXKlTVz5kzt2rVLn332mZVv4sSJ+uSTT9SxY0dVrlxZBw4c0Lvvvqvdu3dr5syZVi+W2rVrlzgyRkJCgstx6tevn15++WXdeeed+vXXX1W3bl398ssvmjp1qurWravOnTtbeevVq6frr79eDRo0UEREhLZu3app06apsLBQzz//vJWvTZs2btt1BiZbtGjhEnAp7bU1AOA8O6czrJwnzgm2nC8/Pz8TGxtrbrjhBvP66697nFDr5Enpli5dam6++WYTFxdn/Pz8TFxcnOnVq5f566+/XJZbuHChqVOnjvHx8XGZ1O2PP/4wrVu3NsHBwSYqKsoMGjTI/Pbbb24Tv5U0YdvJ5THGmKKiIvPSSy+Z2rVrGz8/PxMdHW1uvPFG8/PPP7vk+/jjj83VV19tgoKCTFBQkKldu7a59957zZ9//mnlWbZsmZFkRowYUapjumfPHtO1a1cTGhpqgoODTYcOHczWrVvd8kkyLVq0cEtfsWKFad68ufH39zfR0dHm3nvvdTsP27ZtM23atDFRUVHGbreb2rVrm+eee87k5+e75EtNTTWDBw82tWvXNkFBQcbPz8/UqFHDDB061KSmprptu7i42IwbN85UqVLF+Pn5mbp165pZs2a55MnPzzcPPPCAueyyy0xoaKjx9fU1VapUMQMGDHCbYHzt2rWmW7dupnLlysZut5ugoCDTqFEj8+qrr3qc9G7x4sWmRYsWJioqyvj5+Zl69eqZKVOmuO17nz59TLVq1UxAQIDx9/c3devWNSNGjDBZWVlu66xSpUqJkyE6y1uWfTLm+GexpHWe+Jl98sknTYMGDUxYWJjx9fU1lStXNnfffbc5ePCg2zqNMWbBggWmQYMGxm63m/j4ePPUU0+ZgoKCUu9PlSpVrHxlOfen2p8Tj5Mx/zex9em2/09GvXjx1Ys///yzad26tQkKCjIhISHm5ptvdjuWLVq0OOXn2Ono0aPm9ttvN9WrVzeBgYHGbrebunXrmnHjxrl934wxZsuWLaZr166mUqVKVt3w0EMPmezsbLe8mzZtMm3atDGBgYEmPDzc/O9//3P7vs+ePdtce+21Jjo62vj4+JioqCjTuXNnt/PgSUkTy3tS0mfDee48vU489mWtv0tz7I0x5oUXXjC1a9c2/v7+JiIiwnTq1Mn8+uuvbusr7fl02r59u+ncubMJDQ01AQEBplWrVmbNmjVu+cpyPku7zovFvn37jCSzcuVKl/SHH37YNG3a1C2/s57gxYsXrzN97dmz5++q4i4o2oYXX9tw8eLFRpJ54403Trmd0lwLOp3p776nY34+25ulKefXX39tOnToYOLi4oyvr68JCQkxV111lZk+fbpxOBxu60xJSTF9+/Y15cqVM3a73VxxxRVm8eLFbuu84YYbTGxsrPH19TXh4eGmTZs2ZunSpac9RsZ4nljeGGP27t1r7rjjDpOQkGD8/PxMhQoVzKBBg9yuWUeMGGGaNGliIiIijI+Pj4mLizM9e/Y0GzZsOO22S5pYvrTX1v8FTCwPoDTOV11hM8bDOBgAAADAObZ//35VrFhRK1eudBn+7JFHHtF3331nzXHmdHJPlPT0dFWuXFk+Pj5KSEiQj4+P/Pz8ZLPZZIyRv7+/vLy8lJ6eruLiYnl5eVkvm82mwsJCFRQUSJL8/PysdEkyxsgYI4fDIV9fXzkcDgUGBqpixYoqKCjQLbfcog4dOli9Hk+Wl5ennJwchYWFeZwwOTMzU/v371dmZqaCg4MVHx+vgoIC/frrr9q1a5dsNpsiIiIUFhamoqIi+fj4WJPpZmZmKjMzU97e3goLC1NMTIwCAwPl5eWl3NxcFRYWKjMzU3a7XcXFxfr+++9VUFCg+Ph4eXt7688//9TKlSsVGBio6OhoHTt2TAcPHpS3t7e6dOmi2rVrKz093ZqgOT8/X4cPH9Yvv/yirVu3Ki8vT15eXnI4HPLy8lJQUJBiYmLUqFEjBQYGKj09XWlpafLx8VFAQIB27NihgwcPytfXV+XKldPhw4cVHx+vihUr6tChQ8rMzJQxRuHh4apSpYrWrl2rwsJCGWOUn5+v8PBwhYaGWusrKiqSt7e3QkJCrFdOTo4CAgK0d+9eGWMUHBysnJwc2Ww2HT16VBkZGSooKFBubq6OHTsmX19fRUdHKy8vT97e3rLb7SpXrpyCgoK0b98+5efn6+jRo8rPz5efn598fHzk7e1tDW9kt9sVEBAg6fjQKnl5eSouLlZgYKAcDoeMMdbnxs/PT+np6TLGWJ+3mJgY1a5dWyEhIcrKytKBAwcUHBysvLw85ebmKiMjQ9nZ2QoPD1dAQIAiIiIUExOj8uXLKyoqSrt27dLOnTuVlpam7OxsVa1aVfXr11dWVpbS0tJUuXJlRUZGqqCgQP7+/tZnISwsTBEREfLz81NAQIB8fHwUFRWlwsJC7dy5U+vWrdMPP/yg5ORk5eXlKTo6WlWrVlVKSooOHDhgfcby8vIUHBysypUrKzw8XEFBQapdu7bq1q2rkJAQ6/z4+/vLGCObzWadk/T0dAUFBSkoKEjFxcXKyclRQUGBVa7Dhw/rgw8+0K+//qqAgAAlJyfr8OHDKi4uVnFxsRwOh3U+CgsLre+HMUY+Pj4qKCiwvrfO9O3bt1tD6x47dsx6kh8A8M+VkZGhsLAwpaenKzQ09EIXB8BF6nzVFf+o4bwAAADwzxUVFSVvb2+lpKS4pKekpCg2NtYtv91ul91ud0v38vJSSEiIjDEqKiqSzWaTr6+vdSPe4XAoNDRUfn5+1g1gLy8vhYaGKj8/X3l5eQoICLBufkuSzWZTUVGRdaPZGTQoLi7WNddco/bt2ys2NtbjMGLFxcXWTV7nDWVnvoKCAivAUaFCBdlsNuXl5SkrK0tBQUGqXr26/P39VVBQoNDQUIWHhys3N1dHjhxRdna2pOMBn7i4OFWoUMEKKqSlpSk0NFRhYWE6evSowsLCFB4erj179ujgwYMKCgpSnTp1ZIzR+vXrVVxcbA3vk52dLS8vL9WuXVvVqlVTlSpVlJmZad3Qz8rK0rFjx5SVlSXp+HAhhYWFKiwstAJEeXl52rNnjypUqKDAwED5+flZ+Z3Bg/T0dBUVFalChQqKj49XQECANUeBj4+PgoKCFBkZqfLly6u4uNgayz4vL0+FhYUKCwuzbpI7b7j7+vpaF0POoM/u3bsVERGh8uXLW8M2hYaGas+ePVawJTg4WBUqVNC+ffvk5+cnf39/paWlKScnR97e3vLz81NISIjCw8MlHZ+LzlkGZ9DE4XCoYsWK8vf315EjR+Tt7a2goCClpaXJZrO5BPV8fX1VVFSkwMBAeXt7q6ioSJs2bVJ8fLxCQ0MVExOj4uJiZWVlydvbW8HBwfL19VVYWJj8/PxUvXp11alTx1r/zp07lZeXJ7vdrsLCQuXm5srX11cVKlRQWFiYIiMjFRQUZAV7QkJCFBoaqsDAQOvzFhAQoPLly8vPz09Hjx5VeHi4LrvsMutY7d27V0ePHlVgYKAuvfRS65yGhYUpJydHRUVFOnz4sFJSUqyARrly5aztBQcHW99bPz8/eXt7y9/fX9nZ2dq5c6fCwsLk6+srX19f2Ww2ZWVlqVy5cqpUqZI6dOigzMxM7du3T7GxsTpy5Ij1PXSeU2OMFeDy8/NTQUGBtQ3nfH3OOuFEDP0HAACAs0UQBQAAAH8LPz8/NW7cWEuXLrXG8HY4HFq6dGmZ5quy2Wzy9va2bqI603x9fZWbm6vi4mKrB4uXl5d8fX2tJ9pP7JXivLnqDKb4+PhYaXa7XQUFBYqLi9NVV11lBTqcN4Cd+QoLC5WXlyc/Pz/5+fnp2LFjCg0Nla+vr4wxys7OVkpKivW+84Z6amqqjh07Jm9vb8XGxsoYY90QLioqUmZmpnx8fBQeHi673S4vLy/5+fkpPDxcWVlZSk1NVW5uruLj4+Xl5WWVd8eOHcrOzlZQUJACAgIUFRVlBX/S09MlSf7+/rr00kvVrl07xcfHy2azycvLS9nZ2crNzVVmZqYOHz5s3Xh3Hu/Q0FB5eXkpPz9fGRkZ+uOPP7R//35Vr15dwcHB2r17t3X8nUGttLQ0q+dHcHCwjh49KofDIel4gGn79u3Kzc21jr8zCObsleG8iZ6YmKiCggIdOXJENpvNWofdbldkZKR1Q97f31979+61eu0YY7R3716VL1/eCqo4AzL+/v7W58THx0eRkZEKDAxUVlaWjDFKTU2Vt7e3fH195efnJ4fDodTUVNntdivgERgYaO2LJFWoUEGpqany8fFRcHCwdbyk45Na7927VzVr1lTVqlV17NgxFRUVKT8/X9nZ2YqKilLVqlVls9lUvXp11a1bV/n5+Tp27Jj1mXYGCwICAlRcXKzg4GAFBQXJ4XCooKBAYWFhstvtys/Pt3rHOD+nR44ckZeXl2JjY5WTk6Pi4mJFRUXJbrercuXKysjIsI5RcHCwioqKtG3bNmVlZclutyskJES+vr5KS0uTw+HQjh07lJWVpUsvvVRNmjRRYmKiAgMDZbfblZ2drd27dyswMFAZGRnavn27fH19VaVKFUVERKigoEAFBQVWcLN69epq2rSpZsyYocjISNWoUUO7d+9WcXGx/P39rc+Et7e3FfgMDAy0epydHFAlcAIAAIBziSAKAAAA/jYPPvig+vbtqyZNmqhp06YaP368srOz1b9//1Kvw9nTwTlskPOJdR8fH/n4+FjDejlvbDvfz87Otv7vDIQEBATIy8tLWVlZ8vf3t27SFhQUKDo6Wm3atNFll11m9Vhw3pR2KigoUEZGhiIjIxUSEmIFaqTjPVTS09OtbeXm5iokJETR0dE6dOiQcnJyrGGrQkJCZLPZlJKSor/++ksZGRmqUqWK9XS/82Z8YWGhNaRVcXGxFZRxDmGWk5OjmjVrqlKlSvLx8VFoaKiuueYa5ebmavfu3QoJCVFUVJQqVKigunXryt/fX8nJyTp27JgyMzOVk5OjnJwcHTt2zAo05efny263KzQ0VIWFhXI4HMrPz1dOTo4kaffu3apVq5b8/PxkjFFQUJDS09Pl6+trBXf27dtn9R7y8/NTRkaGpOPBgAoVKigjI8PavnNotdDQUCUkJOivv/7Stm3b5O/vr5iYGIWHh1v57Xa7wsPDlZmZqcjISFWoUMHqpVFQUCCbzabU1FRrKLfs7GzFxcVZvRecnxNnIKdatWoKDw+3AkTOnhPOcx0bG6vo6GgdOXLEGm7O399fFSpUsP51BotCQkJ04MABFRQUqLi4WOXLl1dAQIDS09OVnZ1t9QzZv3+/CgsLFR4ernr16slmsykoKMgqm8PhUPny5eXv76/g4GArgLJ161bt2bNH1apVU3R0tNX7xDmknXPYK0kKCQlRdna2srKyrO+Oj4+PAgMDFRgYqMzMTPn7+8tms2n//v0KDAxUtWrV5O3treTkZO3bt09FRUUqX768goKC5Ovrq8jISKWmpmrFihU6cuSIrrrqKsXFxSkoKEj5+fnat2+fKlSooPLly+vw4cMqLCxUaGioKlasqG3btsnhcCg6OlrGGBUXF6t69epq1aqVVq9erZiYGGVmZlrfE+eQfc5gY2FhofWdLygoUFFRkfWeszcQAAAAcK5c0CDKxIkT9dJLL+ngwYOqX7++3nzzTTVt2vRCFgkA/hbUfwD+q3r06KHU1FQ988wzOnjwoBo0aKDFixcrJiam1Otw9law2WzWjXJvb2+rJ4nzX2OMFdBwBjcCAwOt4Iokq1eDM0hRrlw5Scef3O/UqZPatGmj4OBgeXt7W70ATr5Be/ToUXl5eSkiIkJ5eXlWz478/Hz5+vpavUucQY2cnBxlZmZaw1Olpqbq8OHDioiIsPLFxMSobt26Cg8P15EjR5STk6Pc3FwdPHjQCv5kZmYqIyPDmovDx8dHtWrVsgIrf/31l44dO6by5curY8eO2rt3r/Ly8lS+fHn5+voqOztbR44csebZcD7Jf2JPF0lWgMfZkyUnJ8fqveO80X/w4EEVFxcrIyNDERERCg4OVkpKivz9/RUXF6cDBw5IkksPhKioKIWEhKhBgwby8/PTd999p82bN0uSqlatKmOM9u3bZ81dcuDAAavXSVFRkdXzyNmD5Y8//rB6IRw8eFDBwcHy9/fXjh07rKHDnJ+PoKAg+fn5Wb1EnEEEZ68L57Hw8vKyerRkZWWpRo0a2rt3rzIzM60g1NatW+Xv72/NTXP48GFlZmYqKCjI6vVUVFSko0ePKisrS+Hh4Vq/fr0qVKhgDXHn4+NjBVlycnKsAEdhYaE1FFnNmjVVrlw5paWlad26ddq8ebPi4+NVo0YNay4VZ+DL19dXhw8ftuaLcTgcKiwstIaIc27Ty8tL/v7+VgDSOXzerl27VFRUZH0m/f39lZ6ervT0dGVlZcnX11cVK1ZUYmKiUlNTtXHjRh0+fFj16tVTfHy8goODFRkZqfj4eGVkZCglJUXx8fGqUqWKwsLCVLduXaWkpFgBIV9fX6vXV0pKijZv3qzq1avr6NGjKioqsoJrzkCd87N0YmDlxPrgYp/2k3YgAADAP8sFC6LMnTtXDz74oKZMmaIrrrhC48ePV9u2bfXnn3+qfPnyF6pYAHDeUf8B+K8bMmRImYbvOpkzaOKccFySNbzTienOXiXOuU3Cw8OtG+POeVKcE4Tb7XYFBQUpPj5eaWlpuu6663TllVdaT9Xb7XbrRq3zBq1zzou4uDirTIGBgVaAwtkbwcvLS4cPH1Z2drYcDoeCgoKsoaC8vb2VmZlpBQWKi4tVoUIFa/Ju5/aOHj2qo0ePKioqymUel507d6pcuXKKiopSYGCgUlJStHfvXv3+++9au3atAgMDde211+rSSy+Vr6+v8vLyFBgYqPz8fGVmZiotLU179+5VWFiY1ZPBbrdr5cqVKiwsVExMjCIiIrRz507rpnpkZKTV88XhcMjf31/bt2+3buY7J2h39uA4evSobDabS4Dq0KFDqlSpksqXL6+ff/5ZFStWVGBgoMqXL29NBH/JJZcoMzNTycnJqlGjhjUnR2xsrFJSUqyAj4+Pj6pXry4vLy/t3LlTxcXF8vPzU0pKiqKjo1WuXDn5+fkpMDBQPj4+Vg8e53Be4eHhMsaosLBQOTk5Onz4sCTJ19dXmZmZCggIUPXq1ZWSkmJNUOlwOBQVFWUFxfbt22fNtxIeHq5y5copNTVVBQUFCg4OljHGmh/EOYdNdna2GjZsqMjISK1bt0579uxR+fLlFRwcrLS0NJdzHRcXZ6370KFD2r9/v9UjyBlkyM/PV4UKFeTr62v1knH2fnIGR5zBoICAAMXExMjHx0dZWVlWMCkmJkbVq1fXli1btGHDBu3du1deXl6qWrWqHA6HtmzZopSUFCuokZiYqMTEROXn5ys5OVlLlixRdHS0rrnmGisAWFxcbA3t5hQQEKDKlStLOt5jyzkXS61atXTTTTdp27ZtKiwsVGxsrHbs2GH1OvPz87OW8fX1VVZWljXkm/O77wyuXKxoBwIAAPzzeF2oDb/66qsaNGiQ+vfvrzp16mjKlCkKDAzUu+++e6GKBAB/C+o/ADg7J857YLPZrABHYWGh/Pz8rBuqJw7dJR2fsNwpPDzcuqEuHQ+IVKxYUdnZ2apVq5YGDBigSy65RJKsyayd63LOc3L48GEVFBRYE6ZLsno4BAcHKzg4WOXKlVNRUZGOHTum1NRUbdmyRbm5uapcubJ8fHyUm5trldU5dFRERITi4+NljNHBgwetHgU5OTn/j733iLH0TK+Dz80551Q5dXViaLIZRuwJ0mjs0QCWYEAyYFiQDQM2rJV2gg0D3thbL7zzwt54I1sQBEPBkjhMw+lhaHas6srp5pxz+heF89R7a8aC/Zs2yZ56AaKb1XXv/e73veF5zjnPebC/v4/9/X188cUXKJVKCAaDCIfDGI/H0Gg08Pl8ePjwId577z1otVrkcjmcnJxIFQRJnHa7jUKhALvdLr1HDg8P8Td/8ze4f/++VGywT4jFYsFkMpF7GAwG4fF4MJ1OkclkoNFoUK1WcXx8jKOjIzQajRkLtOl0ikKhAOAcqH/rrbfg8/nkHrz//vsolUrSfLzT6eDo6AiVSgXNZhMPHjyA1+uFz+cTUmlvbw+BQGCmIoG9MTqdDtxuN3Z3d2EymXB6eorpdAq/3y+VR3yOtVpN+oiMRiOMRiO5J5PJBLVaDfl8Hh6PR+aRRqPB4eEhfvrTnyKfz8Pr9cLhcKBcLiOVSiGdTgs5YTKZUK1WhRhgI/ZGo4H79+8jn8/D5/OhUqngwYMHKBQKaDabSCaTsFqtCIVCsFqtKJVKePfdd/H06VP0+30YjUZ4vV4hElwulxB0DocDHo9HnnWj0YDdbofD4ZDKnl6vJ/cglUqhVqtBr9ej0+nAZDLh5ZdfxjvvvIMf/OAHeP3116UJ/N27d3Hz5k1Mp1OZjyT/JpMJnj17hmfPns3Y7i0uLmI4HOLw8FDmEAlQg8EAq9WKTqcDg8GAlZUV+P1+PHv2TCrJLBaLVJGxcTz77LACpd/vz/Qr+rqOqzjwalyNq3E1rsbVuBpX45s3vpJKlMFggAcPHuAP//AP5WdarRa/+qu/ivv37//c71NJxTGZTFCpVKQk/2pcjatxNX7RmE6naDabiEajkoR/1eN/d/8DrvbAq3E1rsb/v/F13AO/zEFLJlaa9Pt9aLVaWCwW6Ymi1WqlcbfRaJTG1ADQaDTETosN3wuFAgwGA/7ZP/tniEajAsgDkKoK9vygvVWz2YTD4YDdbhfQvNfrwWAwwOl0Ajjf5202G4bDIbLZLLa3t7G2toZarSb9MIxGI4rFIqbTKQKBAEqlEobDITKZDIBz0sdut0u/j+XlZczPz0On00n/C4PBAK/XK83Fw+EwwuEwer3eDMnQbDYxHo9htVqlv8fu7i4GgwEikQiePXuGcrkMg8GAdDotlTyshCA54/V6EY/HcXBwgG63i0wmA4vFApfLBeAc5GaDduCc/GKjcI/HA6/Xi+3tbQyHQ2xubsJgMODs7AyDwUAavzebTWxubkKv16PdbmMwGECn0yEej8PtdmNhYQFutxv5fF56brACyWw2w2KxoFAoIBwO4+TkRCp2arUa7HY73nzzTbRaLWSzWQyHQ5hMJmg0GrmOwWCAeDwuvUFcLhcWFxfRaDRwcHAgTeFphzU/P49qtSpzhdUyvN+006rX69Dr9SgUCiiXy9I7htUkXq8XtVoNDx48gF6vh9frRTQaRTAYxP379xGLxTAejxGLxeB2u5HL5dBoNDAejxEOh+F0OjEYDFCr1YQ0ov3aZDKR6pRSqYTRaASLxYJutytEymQywdzc3ExvFlbuzM/Pw+l04uTkBD/72c+Qy+XQ7XbhdDoRCARgMBjw+PFjuN1uvPHGG7h27Rri8Tg+/vhjpFIpRKNRse/jnOh2u+h2u3C5XAiFQviX//Jf4l/9q38lFm60OBuNRuh2u0J60RqO1S5fdxLlKg++Glfjavy/GC96DHg1rsbVuBpfxfhKSJRSqYTxePxz3tehUAg7Ozs/9/v/7t/9O/ybf/Nv/l9d3tW4GlfjBRvJZBLxePyrvgwA//v7H3C1B16Nq3E1/s/G12kP/DIHe1aMRiOMx2P5j4N9QghkE0BuNBpwuVzQaDRSKQFAmlt///vfx8rKCgAIOaM2kx+NRtBqtQLiquQNQXe1wqRUKmE6nUolwXQ6RaVSEfCZ9lBsSM7m3qlUCqPRCMPhEMAFEUPSh70sCJbzd0qlEqLRKAKBAM7OzqDT6fDyyy9Dq9VKPxHadLXbbXS7XWm0/uDBAxweHuLk5EQqHGj/ZbfbBYi3WCyYn59Hq9VCqVSCVquFwWCQe0nypNvtotfrYTQawWQyyesBoFKpIJfLiVVUq9WSCgi32y3EFpvRt9ttIVaGwyFarRZ0Oh0mk4n0b2k0GkJwAYDT6YTFYoFGo0Gj0UC/30ehUMDKygpu3ryJXq8nNl8ajQaLi4vY2dmB1+tFr9eTKqNarYbxeCwVHtlsFp1OB61WS/rGDAYD6X0CQIBvq9UqlS0ApOqFNl+cZ/wsjUYjvULsdjucTiecTifC4TD0ej2y2ayQDSsrKwiFQrDZbFJVZbfbYTKZUC6XpZrIYDDAZDIhn8/Ld+52uxgOh9DpdHC73XC73Wg0GtKw3Wg0Sg8cl8sFo9GI5eVlmM1maUrvdrthMBjw5MkTIZ0CgYD0dvnss8/QbDZhtVqxubmJYDCIYrEoZCUrUDinVXu+cDiMX//1X8cf//EfIx6PY29vD81mEwDkuXM+qb2P2Gz+60owXOXBV+NqXI3/l+NFjQGvxtW4GlfjqxhfaWP5/9Xxh3/4h/iDP/gD+f96vY65uTmYTCbEYjEJmpm0ql7VVCDSN1ej0cDpdKLdbsvPmOQZjUbYbDaMx2P0+33YbDYAkOQYgCQbtIlgskyLA6qhptPpjHc2X0NPZDY9NBgMsNls0iyU/t39fh/BYBC9Xg/D4VD8iplAUylmNpvhcDhgs9ng9XqxvLyM1dVVvPHGG/D7/QIwMCH528ZkMpH7wgQ7nU4jl8uJ13O/30c6nZbn8N3vfhe1Wg2ffvopJpMJAoEAXn31VUlyvV4vUqkUjo+PcXBwIM1V19fXMRqN4Pf7ce3aNWmq2mg0cPv2bXz66afQ6XRYWVnB5uYmAKBcLuO//tf/CoPBgEajgY8//hherxcLCws4OjpCPB7H1tYW9Przae1wOGC1WqHVapHNZqUpJgBJHoPBIBKJBPr9vjQ+PTw8xMrKCm7cuIHhcAiz2YxqtYpIJIJgMCge28fHx/iLv/gLaSLqdDqxsbGB4XCI/f19aLVabGxsiMKuUChgMpnIvDCbzfjOd74DnU6HYrEIr9eL4+NjmEwmHB4ewmw2I5FIIBqNYmVlBTabDZlMRhSm9HCnwvLzzz8XpWYkEhHV58OHD/Hw4UNks1lUq1X5OQEJ2kpQXcj3pCUCAQG9Xg+dTifXz/+v1WqiCuX3oyqYia3ZbMZ4PBalJt+Da0j9DAIoOp1OlLwErKgupDUEm69OJhN5pmwuSxCi1+vB4XD8n21CX/H4n+2BwDmQQKAJOF/HbLbMZ6L+nT0DCD7wOdDX3mg0StNWKj65p3FvNRqNAlQajUYMBgNpaKyCGQSSLBbLjBKcitbpdCqgm7qvAhDQkNdKT3d1Px4MBvJ6XuN4PIZer5c5yXlD5S33RL1eL9+TQJcKwADnQCnnMkFNWrjwfhK0slqtcDqdiEajWFhYQCaTQb1el9f0+33ZVw0Gg/RIoJ0M7X/YAJlrkfeMTa3Zb2E8HouKmd+NTay59nj2RaNRJBIJuN1udDodAOeK9tPTU1Ep83nH43F0Oh1RKOfzeUSjUVQqFRweHqLdbsu95ufwGbAHBM+2brcLs9k8c7bxufOsVucr5ybnGoEwAnYEiTm/2L+AVQGtVkvU67wGnvPj8Ri9Xk/ei6prtcE19xf+O89mzgmC9UajUZ499xyCjpfnNr+fWsnAOc7Puhy7jMdjuUf8O1/b6/Xk9YwJ+Bx4nbwW1fLmm74H/qJBCy8+PwDyDKhGV226+O9svM35pNfr4XA45Gebm5v47d/+bQFgueY4JpMJWq2WAL8mkwnNZhMajWZGxW82m9FoNKQJt81mk6oU9g958uQJms0mIpEIYrEY7HY7+v2+9OVgTwz28zCbzfD5fFLxkslkMBgM4HA4JE4sl8vo9/vw+/148803cXh4iHq9Dp/Ph1wuJ5Ukw+FQ4iSuj2q1imw2i+fPn0ujcZI2XDOhUEjUrSQ9uHZVcJ1roFqtQqfTiUWXRqOB3+/HwsICTCYTTk5OMBqNpFk6902NRoNmswmTyYRAIACn04lGoyFnEq+pXq/j7OwMk8lE9plCoSA9S9gs3uVyodVqid2Z1WoVIoLnSjgcFlIsk8lIzGM2m6WKqNVqoV6vC8HCyhXuRzwTuS+Mx2OZo8w5zGYz7Ha72IZZrVZYrVY0Gg0AkN/3+/0wGAzQ6/UCuGezWRgMBqyvr0Or1SIWi4nKmKRIs9lEp9ORdeB2uyUG417d7XYxnU4lRvJ6vXJWFwoF1Go16T/S7/dRKpXQ6/XQaDTkeXA/tFqtcLlcePLkiVTD6HQ6BAIBAMDh4SEKhQJu3ryJaDQqVS67u7vodrtYXV3F/Py8EErqvnf9+nV8/PHHODs7QyAQQKPRkP2dZ/1gMBCbL3X//LqSKP+742+LAXn/aeXHeI73j/ea94I/5znLPVLtHQVc7KVcV4zt+P8A5OxxOBxytrFajdfA32E8xmcGQK6J/Yl4Xcx7SSgCmCHX1O9nsVjku3NOcE9iPKjmhYx3mK8Mh0NZt/zerLji/eTZwPcigQ5AiFzmLYwnGcPx/jPvM5lMsj545ms0GrH8m5ubg8fjkbxIo9EgEolgb29PvvdwOMRkMoHH44FOp5Ncx2q1wu/3o91uw+FwYDKZoFAoQKPRiBUen9FoNEKxWJT+QXxP3lODwTBD3jOmZ47Q6XQkbuO/MT5RLTLVeGwwGAjewr1ar9fLPePezvnAvIS/q57ram4yHo9lrtpsNnkt/+S8Yo7D1/M9+Jn8Pc4nfra6l/P1/N78nHq9PhOjck3x33/R+/KcU2Nf/sl7zXWmVtepuRxjZcbFvD/c23lNL2IMeDWuxtW4Gl/V+EpIFL/fL4e+OvL5PMLh8M/9vslkkmBFHQzGVIKABxUPGx6sPIAnk4mUg6v+2Qws1MN1MBjAZDJJIM5AiGRIv9+XJFEFLgjM8L30er0k4PycYrEowZZGoxEFXLvdnrFiIAjT6XTQbrfh8/kkUPB6vVK6brPZ8Ju/+Zu4ffs2jEajgP3/q4OHscPhQD6fR7VaRa/Xw9HREZxOJ5aWlpDNZiWJPTw8hMfjwc2bN/H8+XMAQCAQgMlkgt/vF6uJ0WiEUqmEWq0Gr9crFgbf+ta3kM1mEY1GpXzf4/FIkGc0GuFyuaDX69Hr9eDz+XByciKKSYKaTqcTc3NzktxbrVYJPvr9vgTrBFtCoRDMZrMoS5loWSwWPHr0SBrM0l6BHtJUiDqdTnlWk8kEr7/+OhqNBp49e4ZUKoWNjQ25LpfLJUq+6XQKp9OJUqkEs9mMeDyOer0uAEatVoPb7cbS0hKA86CoUCggEAigXC4LoWQymeQanE6nkHqFQgGxWAzhcBjlclnmSLlcxtzcHJaXl/Ef/sN/gNlsxu3bt3F4eChkBQNLgpEMMmmBQdBCBT8JODBx6vV6YlXBoF8FdpnMMMlisMcgkmuXAbC69rmWSKrw/dTEjOuTFhwAJFjl/fy6jP/d/Q/4n++BAGS+qQnyaDTCZDKRvQnATLLGJEzdr9RkQCWqCPqoiTNwASqrjZv5bABIEsX3JQFMYJ/EGp8bP4/EHZ8f/43gHEFLrmuVrGMiR6COamXOS7V/ggo08Dvy9WxMq64PFWhXkz8mYNPpVBTZc3Nz4rmv2ucQdCLZYTabEQgE4PP5ZO7zTxKZZrNZnqfD4ZDG2ARYAQjQwPupAsZUnqtAFwHWXC4nrwEgKmcqpgmeeb1enJ6eCmHAc9NkMs2s98tJHM++y+IDzkHuB/x+6rrmUMFIFejg2ldJCs4xkjXcf3l9BAsJHlLsoJ7vJDVIvKjkmclkkrnM76kCL5wr/Hez2SygHucd16l61rDC4XLiz+fC9ajeP4PBIGeM2gOApBVV95wLX6c98MsaJEAJfvBPk8kksRPnQLvdFvU991LOO4JwBK1fffVVAXM5VBsMPmd+Rr1eR6VSgdvthsPhQCAQwHQ6Ra1WQ71elybiwPm+yOqSk5MTZDIZJBIJrK6uwufzYTAYIJfLSQVCp9ORubewsCBrnRZktOgioVqv1/H5558jk8mIyOatt97CcDiUezUcDlGpVOTc5t4wGAyQSqWQTCZl3VUqFbhcLni9XmkMTzCQa6Tb7crexc+ZTs97t5jNZom5dDqd/C73YwL6g8EAmUwG5XIZoVAIw+EQjUZDALdIJAIAMzEEyQ4KQvgZ0WhUQK7p9LwHC9cTX8vzKZfLCSFKsoGimFQqBaPRCI/HA5fLhUAggEwmg0wmI2cGX6PT6dBsNmE0GtFoNGCxWABAwEvuNwRL+czMZrPkB3q9Hh6PBx6PB9VqFY1GAyaTCfPz8+h2u9J4PZfLYWlpCXa7Hc1mU2zAFhcXAUB+l+ck4zc2mrdYLHA6nTJ3gAu7KM5z9qOhQGIymSCbzaLdbqPf78PtdsPpdMJoNMLv9wvBxLj76dOnUl3F5/706VMsLy8jkUggHA4jmUyiUChIf5RoNCr2d6VSCa1WCy6XC3Nzc7h9+zZ2d3cRj8fh8XiQyWTkvOYZBEBiTbVC5es4vqw8GIAQqwSYeV8437hOeS4BFwIRxmeqgADATGzO85Hxkgp0A5BzikIori/GgjzPSCKq18mznbEW34t7K/9NJU+4n6hnrUrwUNjIfIH5uc1mg91ulzyMBAHvkdVqldfzXKY4azqdSuUiyQaeHy6XS+Yc9zXuT4xvuffynqiEH/dy7hVGo1E+g9aQ0WhUYnb2DQKAu3fvolKpwOFw4OTkBD6fD41GQ+LIarWKfr8vAs7JZIJYLCbVfw6HA81mU66dAgN13gEX64pxHPcUkkIU79D2T+1LRkKM70sShnE5hVncfy7PD84b7pvA+RnMfZPzVyVj1PNZJa9V8o5VcNwT1f2Q85ZnA5/PZWKG34eEFp+/Ojf7/f4MIcTnwHiNuS2vi2IdCj/V31fJLJVgUteqKqxhvzb+29W4GlfjalyNL2d8JSSK0WjEq6++infffRd/7+/9PQDnB967776L3//93/9ffp/LYMR0OpVkhWphFVwDIAecqjAej8fw+XyiFFYVbsB5g1AeQkwUGUjy8GewSpCFymQqErvdrqjm/X4/nE4nWq0WDAYDLBbLjBKS5AFVX9FoVIIVgiPD4RDRaBTRaBTVahW/8zu/g1u3bkmQotpOAJAAlvfg8u+oSp9MJiP+1wQs1SSN1Sirq6vweDxIpVLQaDTweDyYTM6rWZrNJgaDAXq9nhAejUYD0+kUb7/9NuLxuAQxDBRv3ryJdruNer2O9fV1GAwG1Go1PHnyBMFgEEdHRwK46fV6LC8vo9VqIZfLodfrIZ1OC7hgMpnQ6/VEjeRyuWC1WuFwOLC6uoqdnR3xgT44OEA0GoXD4cDR0RFMJpMACfV6XZR+nU4HDx48wPr6Oubm5jAYDPDKK6/g9PRUyJaTkxMsLy8jEAigWq2KL3ixWMRkMhFP5263K81dXS4XLBYLdDqd+KN7PB4kEgnYbDYkk0mcnZ2JajQWi8ncZsIRi8Vgs9kQDAZRrVaRSqXQbrdRKpXgdDqxtraGf/pP/yn+7b/9twJqUDnLxIDzYDAYCCgwnU7Ff53VAFwzrVYLDocDTqdTAAquu8sKGZUwBCBqfKq51KSXfuFU4fOZEohVB4kfrmtaQXB+fx2Dxi9r/+NgoqEqmVTw/nIFCgFwVU2lKgD5zNT9VU2emcDyOfP1/BnnDV+rJrgEqnQ6nXiv87mqyTkrBpgE8734GdzPmLxwXjKR4ueqVUkkyZmksGKCc5eJCRMYNZlRvci5b6nzbjKZSNUUkyG73Y5arSbzkWpx4BzkIjhKQpznSbFYFI93Al8ELFVrm9FoBI/Hg3q9LgQlQXmuOa4pJnFarRZut3uGmFRtgXiPDAYD7HY7KpUKvF6vqOup3FQBGs4bvif3AfUc5T5FZSV/xn2Mz5bPi3+nqpGkNxNHVhFdJid0Op1Uk6qEL88gvhcHgQpWB7TbbbkergH67nMdMNkHIOCvqizkPeSc5O/xOXAOkawj2cLvxzXKwfWqKoLVtc71enk/UJ/PizoYb1gsFtlnqHTlmaoSxpdVmgCk6pg/u379Or71rW/9rapNrkE+dzXu4/+32208f/5cqirK5bJU2+bzeVEKLy8vY21tDXa7HUdHRwDObZNWV1cRDAYFIAsGg/B6vTIfKAYKhUI4PDxEo9GQc7tYLOKDDz7A6uoq3nzzzZnKFeB8/u3u7kpl6HQ6xc7ODo6Pj3F2doZutyv3ipUefF2lUpHzgyIVWjoB5zZV6l5KG7TRaIRqtSqxLskjEiZ8XpznFA7ZbDYhMmlTRWss9oQolUpIpVJwOp1yD9TP4t5F6y2DwYBKpSICgl6vh/X1ddjtdiGR+T3cbjei0egMgMd5xbXPddbv9+FwOIRgZ7zO89hms8HhcODs7Ezeu1aryTVpNOeKc8b6l5XszWYTZ2dnOD4+FtEBQb3Llm/8k2Au9w1WKUWjURFi8RwnaUNwWCXqarUaGo2GxGiseHI6nWg2m3Kv7XY77Ha7ALjpdFqs2XZ2diT2tlqtQghWq1U8efIES0tLWFlZgcFgkKrC6fS8N9D3vvc9PHr0CMViEQ6HQ54dn8flqnvem68rifJlx4F89ipQqxL7KsDPoYpCVFESYyk1xmMsrgoLVYEI91eVvOL5yPnHQUGAKvBh3KIKb/he/F6cl8AFcaMSRqpARf1uvD5W6qlrU/3+PH/VNXVZgMN4gFgDbepIzgAQApXOB3y2BP1pSch4iGA+X8uqlmKxCK1Wi1qtJhVbFN4kk0k0m01UKhWcnJwgkUhgf38f9Xp9RrBCbKTdbsuzAy5iknq9LhgEnwMH1xRjca4l3m+S4ayk457I16lxukrY8doojCG5bbfbpRKP5xJj4E6nI+/F58sqbZJsavWTGp/zPqsEBKt2KOZibMZ7pw6VQOL84PznnOHg3s9cWHVpUCup1HOBFSc8YzhnGbvwGkg0qvuaGv/xmnhmXI4Nr8bVuBpX42p8eeMrs/P6gz/4A/zu7/4u7ty5g9dffx3//t//e7Tbbfze7/3e//J7qAc6DyQe9CowpypzVEWNqipg1YmqhGUgRGsFqu+oqiJIw4OeChLVJoQgMRMNgsmqNUK324XVap0pu2SQRbCPDVJNJhOMRiMWFhYwHo9xcnKCf/yP/zF+7dd+DYVCATabTZp5qoNBLcv8GTQBF8oHqhaePn0q1+bz+VCr1VCpVLC2tiYKMJ/Ph8XFRRwfH2NnZwfhcBhWqxWxWAzdbhdnZ2eIRCIYj8fIZrPynZaWlnDt2jXUajXMzc3h6OgIe3t7omTxeDz4m7/5G7zzzjsSdJ2enqJWqyGVSgGABCVmsxm5XA77+/uiqDSbzQgGgzAYDCiXyyiVSvD5fGKfw4SVVhbhcBiZTAbxeBzFYhGVSgVms1kCMyrBGbjzMyqVivgyJxIJ2O12DIdDnJycyPv2+30Ui0VpwMrgyev1ol6vo16v4/3338fv/d7v4c0338SHH36I9fV1DIdD2O12Uc82m03s7Ozg/fffx6/+6q9K4M4ElCBoJBJBr9eDzWaD2+0Wz+zl5WUYDAa88cYb+Bf/4l/gT/7kTzAYDOD3+2GxWHB6eirBpcFgQLPZRCAQEFUUA1a1Aofrr1arCdjA4A+A2KDx77QzUtVmqrWE2+2WdacG1VyjatVXp9OZKWkngMZBwEGtwvi6jS9j/+NgEK4mwiqJwPupJsXqa3gfVdBVrS4ALvYI4KJqDYCA1NPpVIAuFRSnAhKYJXvU/1QSmokr1XC8bhIJo9FIFMdMhEkE0OYQAJrNplQLqiXz6n7Pucq5ptp/MQmhCpdAt3rWqH+q66LT6aBQKGB9fR2RSASZTEZ6AgDn4InFYkGr1ZI1w2qUvb09SUZ5bbw3/M9isQiAOxgM5FxpNpuyFxDkpCKZpHa1WpWKt+n0vDKGyTrFBL1eT4haNmje398X+wnOAdXuQU0oue54LvJZ8f7ymapWbKryjv+u2h4AEODN4XAIycrkmYAI5+NllZ6qTqbyXrVJIGjM85jvqaougfMEmdWiWq12pgcFBRVarVZsdNQ4g+tIrexSSWUV7OMzV8lINWnmveXc5doigPGLkvsXcZBgV9XzrLTgXFQrG2nvybOE6nmu63A4jHfeeQcLCwsz6s5fNIxGo1gmkVDgmq7Vajg6OsLjx48RCAQQCoXQ7XaRTCalb4dOd94U/caNGwgEArLH2Gw2zM3NIRwOYzQaYWFhAV6vV+JQgpn9fh/lchler1f2JoJxKysrODg4kOsCzvd09gmZTCYSn2m1WhSLRaTTaWxvb6PX68Fut0s8HQwGodGcV8Yy5uA6ZWN64NxiipZiPLNtNpvMW+4TtMaikIOg4fHxMTY3N7G+vi4xI9cJv58ap5NcUf+NMbta0WOz2RCJRHByciK9aKjGJkBKwsbtdqNQKMheSjGU2+3G7u4uCoXCjEWUGqtwr9PpdELKUt3ebDaFzLBYLBJbVqtV+R3aaG1sbGB9fR3JZFIESoxbW60WDg8PsbOzI5XhXq8XkUhEQDie61arFR6PB/1+H8lkEslkEjqdTkg9grME3ex2OzwejwDF7BPEfZXCF6PRCKfTiW63K0TVYDCQXjNms1lEQC6XC4VCAfV6XWzQSMKpFXo8m3Z2duDz+RAKhaS6i+s3HA7j7t27+KM/+qOZ6h0+d85Fnn/ABUnwdR1fVhzIOa3+vxrr8dzl/6sgK+8PxSDq2aMKENVYRK1AYcymVqZQTKBa2Kk5qCpm4Tmlkhi8DroEcA9Rqz2sViv6/b6IVzg/SUZMp+cWYyT++L4UrlAgxmtW4xcSgly3/M4E/Qn4d7tdmfvAhTiCuQ7XEkVDjA1UkRmFQGplb61Wk+pk5l+McRi3JBIJWK1WnJ6eyvrSarUieDSZTEin0/J84vE4crmcEMyMP3q9Htxut9hNdjodAfVJVKg5FteWWh2sxnGMRcfjsYhOuS8yFzQajYLVcB2rhINaXabiNySXaV3H62F1EvcV9YxXqzzUZ8zvQBszfjbnplqFMhqNZoQFfO3l2I45CauhWYnEfc5ms0lOohJ+zJ/4e7zXqhCKP2Pcx/VAzEldq+rrvq4k8tW4GlfjanzTx1dGovz2b/82isUi/vW//tfI5XJ46aWX8Jd/+Zc/12TvbxsEDoALJazK0vOQUwMR+p8SAKEyQw261QCTSQlVAAwEmPipr5tMJnINKpjMMnmqE9Sml51OB4FAQAAlv9+PYrEIj8cDh8OBXq8nKjDaKiwtLaFUKsHtdsPr9WIwGODs7AwrKyuSFP+ixKFer0s5fiwWAwAJRqhiSyaT6HQ6KJfLCAQCyOfz0ttkeXlZ7F/MZjM6nQ5OT08RDAbFZkar1eL4+Bi1Wk2IoMFgIBYA9PCt1+vwer3il20ymbCzs4P19XWEQiHxGK/X60gmkxgOh6hWq5LYVSoVBINBAYFVn2f6eKtqF4fDIR6uRqMRc3NzODg4QKvVgs/nk4SVym6/3498Po/l5WUEg0EJmDUaDXZ2dgQI4TPx+XzQ6/Vix1Wr1cS7+dGjR/B6vQJM9vt9Ue598cUXeOedd/Dyyy9jY2NDgqB6vY5wOAyDwYCXXnoJdrsd7733HhqNBorFohBztBDZ39/H4uKiJBG0AnnttdcwGo2QzWYxPz+PX//1X4der8d/+S//BeVyGTabDX6/X7xcTSYTlpaWpAksq1UASMVMuVyWwHEwGIhlB9Xho9FIVLxMWDhnmFARZKFlCnv/qF626s8JtKtlyQxOVaUm1zuTLbXk+us0voz9j4PzXgUDAcwE+1yHKpGgkh2qYoyJoJp4cj9VSSkG+9zrmOgwmWKyy31aTbIASBLFBJLVFUy4VFB7PB6j0+mI1QcrBpgsqOQckyi1AgK4SP5Uoki1emKyTECbJfwq8aMmL+oeA0DmJqv5IpGIvFan08Hr9aJcLst3dbvd8Hg88Hq9otRVCQN+hqqkJ6jA84Hfv1AooNfrif2fannDJJ0EAs9Hr9eLUCiEdDoNs9mMcrmMXC4Ht9uNQCAgFkLNZlOS4svnI8kK9R7r9Xq4XC4RGvD3+LxotdRoNORaSNASjGACeBkkJ/nP87vX6wlgyTOWc56EhclkQqVS+TnCjnsV5z8JWlrVcD9kks7noNoYUaGpJt1qTKCqgdX5BVwAX6qCV11bTKh5DbyftM/gHFerp7hO9Hr9zNx/kQeBIII5KhDGe0gAX1XWszLB4XDA5XLBbDbjhz/8Ie7evSvzEbgA3tSeKBxGo1H6CqnNwJ89e4b79+/LGsrlckgmkwL6OZ1O3Lp1C6FQCBsbG5ibm5M9gSCL1WpFOp2WuVGpVGAwGMTKj1UldrtdejCNRucWhNFoFL/xG78hYg2n04mVlRXZHzOZDIBzsgE4Xzu1Wk32WFZuAEC1Wp05T0OhkMRhtJ3imqGymbEwCRAShwDEjtTr9WJzcxMHBwdwuVxYWFiQqhvGL8ViUYhileD0+/0Sj6gxdiAQwGRybjul1+uFfAqFQvD5fLKPNRoN+Hw+BINB5HI5qZJhdYzaj4QAGmPlhYUFIZv8fv+MfVG/3xfL2slkArfbLaIAVpWwPwv3I/WcUfu1MC/hntVsNnF0dITT01M5M9rtNubn5yWuLpfLsFqtIhwi+fX06VMUCgWEQiG43W4hn9irx263y7qghRoV7ZzbPJO5nkgiJpNJESlxD6TdLCvFHzx4IO+XzWZxdnYmIpvFxUWEQiG89957SKfTyOfz8Hg8WFxcFDu8RCIBk8mEt956C5999hkymYzkR1qtVvZUxkCMCb6u1cgcX1YcqAo51IoPngsqWcKfq1VflytLef5cBmH5GbSJUy3tKLTiWcn1T6CXP+eZxj1FFaPwenhektgBLoihXxQ/qgIGjUYj+alqP6XVaoU0p5CFc0clM9RqBb4/cQK1CpRWdwTGWdnMc4DnNecgRUW8Bn4ugBkbYoPBgEAggOPjY6nkmU6n8nm0zWZ1cCaTgd/vx2AwkB5LrL5lfGu327G+vi45LInddrstFmbcm5hDMn7kvef35j2gGFQVhnDeqOcvSU3+vlqNznVrMplQr9dnYj3g3PmD+ymJD+bQqiUkK9f4fRlrMsZTiXeem6pADLioHuKcJ9HN+6CKclWhLuecGrPRgpLEEOMOWrCpvdiYI5AcUQU2alWdur55Depnq8IZdR19nfe/q3E1rsbV+CaPrzTL/v3f//3/X2XLHFS7MHlWyyZVxauqIuWhrxIuDJ46nY4EQCq4yPfmQccgazy+aMBN4JcBKQFBgjgs1x+Px3KdHo9HCAwCnFarFaFQSFRnjUZDFGYEkBgQra+vw+l0olqtCtCjBtAA5Jp1uvO+GcPhUBIsBkXtdht7e3vSTFRNgNxuNyKRyEx5cC6XQ61Ww87ODur1ugAQfr9fwJ65uTkMh0PxuHa73bh16xYSiQSMRiOy2SwqlYoELN1uF1tbW3IvScScnp4im83KPSD5dHx8LAmeWuJNFRzLfKmW9Pv9QqCQhOj1eqjX6wgEAtjd3ZVKoMlkglKphGq1Kj0EnE6nKEE///xzbG9vQ6fTie3ZK6+8gmQyiUQigWQyKf1iUqkUnj9/LkDw6uoqer0eyuUygsEgzGYztra28PLLL4unMdVAT548Edu2ubk5/Nqv/Rqy2Sx+/OMfY2VlBYFAQJpTMyFQ5ybBNuC8+oWK69u3b2N7extHR0fIZDLiYVsqlWbAOJKFVKhTSch7xJJ2zj0SJFRTMUCk8orAnxoMkrwjMErFGglHJlO0KVJ7ZzDh4bpTPWuZOH6dVTj/p/sfB7+nSj4AmEmQL4O0/Hdg1hKIRIGqklfJEqqr1ARcVeWqqj7uxUzIVOsltbSe+zBVrKpimWQeP0sFSbgXAxAyjXOLVlUcTCj4byooyL+rSfLl91NVkiQC1DmnkgV6vR61Wg3JZBLxeFzmoM1mE29+9nn63ve+h3q9LuQFv28kEpHKO41GI+phAKLwLZVKmJ+flz5RfF+bzTYDotMajb1JkskkACAejwMACoUCPB6PNHAeDAbIZrNCGBBwUCtxeB9I7vAZ2e122Y9IrI9GI2kEzKSW+xOTUSad/Hc1eaQqnuRWvV6fqbyiPQefFwAhF6jg5F6hqnF7vd6MLQLtFalcVGMHnuX8kyAR993Le5FK4F+2r+C8URNmAjbqfFWrYFTlr1rZRfUq14wa//B7vuhDvR8EjGjL6na7odfrpeqBymHad9HD3Gg0IhqN4s0334Tf7/85wJH3+LJN6mAwgMvlwsHBgViE5HI5PHr0CMfHx7DZbHjy5AmKxSKAiyq+u3fv4h/8g38AvV6PdruNSCQi5zAJxnq9Lo29WW3S7/dRKBQkXiRwz150bHBMO6VyuYyzszOcnp5iNBrh9ddfl5jX5XJhMplIVdpkMoHdbofFYhEbGRUUYqUM9xFa2IzHYxHfsDk6q6dZrWa32+F2u1EsFnHnzh25RofDIZawJA5IPPHMd7lccLlcYgdrs9ngdDpRr9eFkLBYLFheXka73RYxyvHxMcxms1Qqs8cgRUSlUgmlUgnXrl3DYDCA1+tFoVCQRstLS0tYX1/H7u6u9KVzOBwzcWuz2RS1uzpX3G43yuUyqtWqfE+z2Yx2u41arSYxM9cn97FWqyWA47Vr16DVavH555/j8PAQxWIRoVAI9+7dk/5/29vbmJubw61bt9DtdrG7u4t6vS6WYM+ePcP777+Pg4MDqdzJ5/NCCDKeo3CJQBzV5MCFJRHPXO6DBIljsZiQ2qw84l6u1+uxtraG0WiEJ0+eoNls4osvvkAkEsFrr70mYiC73Q6Xy4XB4Lw5PIVAtM1lbOD1ejE3Nyfxv8VikSoUxsIazXn1PvfNr/se+GXFgZdjQMZV3MsYSwOzICvBWDUe5GDsR8W8Kr4hmMu9SK1KVc8edc9UwXg1D1AFH4y9OBfVikpejxrzqr0/mWPzdYzrGDuwWkol14bDoTRiZ3wAnJMkamzMs5fXzBzTarVKhRuxBBWEV9+D9qS8Ps55NWchCcSYjPEL99JEIoF2u41WqyVxIdf77u7uz1Wfj0YjhEIhRCIR7O/vo1AowG63IxKJ4NGjR9BoNNIThcA/17hKZPF7U5ClirHUPE59RswP1N5wvPcUtvL+MNck6cB5cHmuAhfxHYUuFIARk+G1q/ZtvBba7DKGV0kffm9eBwCpEGHsxrlAMlmN/xhzMk9hXsvnyzWgxsKq6JW/q65J3iuuN7ViTI3z1BiY957z9WpcjatxNa7Glz++8VJFHjj8U61AIVBDsI2HMnABqrG0lIpS4MJag009CU6waaTdbpcSUCrwVUAPgPjZUyWpqmp5XQRj6KXKz3e5XGJXQiB7NDpv9BuLxbC5uYlvfetbiMfjGAwGePDgAYALRcV0Op3pP1EoFEStbDKZ4PP54HA4hNzJ5/P48Y9/jL29PQwGA6yvr0t1x/z8PObn5yW5YUKu0Zx7Y7daLfj9fiwuLiIWiyGdTmNxcRGLi4soFovI5XJwOp341V/9VWmYORgMUKvVxNuYSdvp6akoF0keJZNJ9Ho9lEoldLtdhMNhed7JZFLUIwzU3W63JGAMskqlkiTbGo0Ge3t76Ha7KJVKqNfrouphksugnkEsLbwsFgva7TYePHgg6juqoZ89eyYNZEnCmEwmuFwumEwmAU957Wz42uv1cHp6isePHyMej8Nut0On0+Hx48f44osvkMvl8PLLL+PevXviYU3FCskhqpNpwcBGnvV6XQgzACgWi1Kp853vfAeLi4v4oz/6I1EIcr7k83mxzmE1kV6vF190+pEzeeE64RxU1xEVjAxM+RkMLqnyNZvNYommkh9UIhHE4bNWwW5VKXYZUPu6J9BfxlBBf4Ln/H/eJ/4OMGsNpAbqwIVyEbhIuglo831UVRR/j5+l/pwVMJcVXwTx+DMmusBFBYZKjHKeMMFR5yo/RyXk1ASOiZKqIFPVdVST8fovJ+yqSowJI5MxJo9MoKgYVr+P+l1pmTUYDFAul6HRaBAKheD1elEsFlGtVtFsNhEOh1Gv18XGRO2Nws+hpcrm5uYM2cN922AwwOv1ilqY+yn30sFggIWFBRwdHaFer8NutwtxPpmc++br9Xqsrq5KsufxeITkYa8Ch8MhCkKCEbTu4x43nU5lP3Y6ndLQVO2TpT4XnqlUVBJ4UCtq1ESfQyVyOa9J+KoqVXWOkZBVlfKXgR4VNOI95j5FIIU2cioxcnmequtInUt8flyXKgimglQA5DurSfRlha76ni+6CvHyegMgth8Wi0Xmsqqg93q9cn5y/kWjUbz22mtynqpnx2XgTo2zstmsVJaw0vfx48c4OTkRcOrk5ETWgNFoxGuvvYZ79+4hFovJmiRQViqVZjzQSdKpXuk6nQ6NRgMej0diEsaPag8hWrvSFrRYLOLs7AxOp1NiLavVikKhgEqlgmw2i1arJb0vAEjMRHtaAkqBQAAejwe1Wg063bkdYTabxXg8FqU1GyIbjUb4fD5EIhFUKhWUSiXZO+x2O27evAm32y17UbPZFIuZaDQqsR+rcFZWVmCxWHBwcIB+v48bN25Aq9XiyZMnyOVysNvtiEajiMVi+OlPf4pSqSSWaKxC8Xg80li92+1ic3MTyWQSJpMJq6ur0h+x0+nA4/FgfX0de3t7qNfrOD4+lr4IfAYk2Xq9nlTvssrZYrGgUChI/y+SV06nU/apSqUiimmHw4F0Oo3R6LznSyqVgsViQTAYxNzcHNbX1wVoZGXJdDpFpVKBXq9HtVrF1taWEEXHx8fY39+HzWbD/v6+xG4qGLe7u4ujoyO43W6YTCasra3B5/NJTMm9fDAYSPUKe0G4XC4hzA0GA2KxmICU3NfffvttaLVafPLJJ2g0GhIvTqdT6dFiNpuxuLgIv9+PyWQi84DrUK1kIInHc5RndaPREBKGavxfhhiQ94CxBmMuxiaqiEYl/LmvqWcH9zvG1sypufeoea56/jJGYhzKWEet6lD3VpW40ekuLDl51qr7HgA5w9W4lrk64wtWn6gEs0pa8HUEyHkveM8YC1DU43K5RDjBfZmvY+5CcZea43CvJPGt2tqq1niqSIOxA6tBarWaVPrze3O9DYdDsWy2Wq2w2WwiwORzMJlM8Hq9qNVq8mc0GpX3j0ajYp93dnYGq9Uq78d8j2tOp9OJwIlDrVbhc+PzYMzI78SfkYggecD7RgEPYzz+LoWP/Fyel3zefJZqTM75Q6ELCS+6XlCQSdtctSKK+yo/k5W9au6g5jfAhcWcWvnCecDr4etUgSFzFbXKnLjV5bXCOacKvbimL+ddl9f6L8P+dzWuxtW4Gl/F+EaTKDwoCF6RMOGhT5BEVYaqlSQMbCaTiahQGAQQZOGhrZZQ0juUAY9qIcL3IDCtNidlUEmgnBZKwWBQqg/oT08ltWrtsLS0hH/0j/4RwuEwOp0Ojo6OpGrE7XbPgNTpdBq9Xg+Li4sYj8c4PT2VEl4Gq+PxeU+KL774AgcHBzg5OUG9Xkc6nRZrhkAggNXVVVgsFlFV1mo1UYVFIhFJ8OinT/CLZMHKygpu376Ns7Mz5HK5mSCW94eWDVRJ9/t9JBIJUf2x54laYTIej+FyudDpdMSegXOACboKGI9GI7n2k5OTGT97p9MpKhw1cWNQl81mxfJBBc7osU4FYalUkiDs5OQE4XAYwWBQvKepWGIT1nK5jOPjY1gsFty7dw9GoxGxWAz1eh0ffPABOp2OWLf9xm/8hliLEeigh3WxWESv18PKygpsNhsajQZcLteMGoxKaJPJhBs3bsBgMODevXt4+PAhCoUC7ty5g16vh62tLUkmaOeWy+WEYCK4q9VqpTk2Az+SkVwvJD9oj8JEjEE0q3tYscK1y6SFoI2qEGdwqQKLfJ2atBFMfdGHqnxTiQE18FfBP5KG/B0mOkx0VTBaJZ051IofPlMVcOR/arUJnwcBYb6egDZ7QlEpzp8D56QdrQz4c+75nCOce41GYwZgpiKM88BqtUrDXu6xTBo5dwhEEIwhGO90OkXNyGSdZCDvP6sTeD70ej2pFFQbjVMp+xd/8RdYXV2F0+lEoVBAu92e+V3+abVa5br4jNrtNnK5nBCjRqNRmoSGw2G5Zqrl+eyr1ao0ns7lcnjrrbcEQCQQR6LWYrHg8PBQPpvJPavcaNHn9XrhdDoxmZxXdNICjApwqijZC4Z2G/Qzpy0Qk0GeH8CFRQuJFZV8oPKQ5zafNSviSMCq1p6MC/heBCiAn/fQ5zzlNZEUUlWYvFeMGbhu1HVHcIn7KoFAALIOeX1qggxcWJPxs1TQi/dHVSmSdFPf40UdVLnyu/L8sVqtonwlkcpKKhInOp1OqkGvXbuGH/7whwgGg/LerPAAIKQAe5UBEEutVColceHW1ha2t7dlHyCBMZlMMD8/j8XFRXznO9/B+vq6PEP2S9LpzhvCs1KA+4/dbpc9hCA741JaoZKwyWaz0Ol0QgZRYfv06VOpfuB8ZYXABx98gI8++kiArMlkAofDgUQigfH43OKFVqpqJRUBIFYzUFjT7Xal8oKWnYlEQqxJo9EowuEwarUams2mgPBOpxOZTEbId71ej2KxiHa7jddff10qLyhgAs73o2w2i+vXr2N9fR3b29vQarXY2dkRYGx5eRkulwvb29uyd43HY6TTaSEh+J1UEsnj8czYybC6ho3stVotHA6HVAyqoicCnyRiGGN2Oh3Mzc2h3W6jUChIX4fp9NzSsNFo4PT0FG+//TZOTk5wdHSEQqGAubk5LC8vY21tTdTrqkXx6ekp9vb2BJDTarXY39/Hu+++i1QqBZ1OJ/OQexn3FN6P3d1dATLz+Txu3LghVd0E0r1eL6bTKfL5vACRvA7u7zabTcgwi8UCv98va7TT6WBrawuPHz+G0+lENBoVO+BAIIBOp4NisSi5VSaTkYbPJIsWFhakX4XdbhcSRgVl+Tx/GYhkAHL/VVBZdQ9gfEaHBlXxrtpjqiIVxk+qRRcAIRgoCCSAflmoqFaqEERXQWu1WkBV/6viA/X61IoQNeYFIFUfvH5+Z8ay6nenWIvXz+sCMHN+8/8ZA/BnjG15tqixBKuxVHJHjUEZDzidTokfeX5zvtINg+JOrVYrZKbf75cYJJvNQqPRSAVzJBJBu93G6ekpPB7PTLWNTqcTN4zBYCBnFvNGv98Pg8EgAhvGN7zvrOYwGo1SMTmdTgWfIEFgMpnQ6XSksphVdbxO2gRSXMf4ixgMzycK//iZJMz4vMxms3wfteLGaDRKHkRrVsZTfMasoLssPlKrNhjLMTfh+cacgfdIrf5QK1FIqDDP4vWzkrPRaMBguOhfyHOVc55r+jLZyHnFWE8lOlWyRBWu/TLsf1fjalyNq/FVjG88iUJAhUGf6rdJMJ8HDnChDCYIw8SUqnvgQg3NwFL1OOehxGCOwQaDBQI0PPzV4I6gH0uA6UlKBZrH40GpVBKgulKpwOv1Qqc799P/h//wH8LhcCCbzSIWi4n1gtPphMFgQDqdFuuTg4MDJBIJnJ6eIpfLweVywe12o1QqSVLeaDRw//59PHz4EMVicQZQJYiVTCYlME0mkzg5OYHdbpfeGZubmzAYDNLg7uDgALlcDuFwWGwXVlZWhDiqVCoCPuh0OqysrCCdTiOZTMLpdGI0Gs2URjMgdjqdqNVq8h35DJj0UQU9Ho9RqVSkwoje2gAkICFhxiCY1SidTgeLi4uSyFGtd3JygvF4jGq1ikqlgng8PpPwt1qtGU9bgiNUPrJJZrfbFfWp0+nEwsICyuUyLBYL6vU6fvrTn6JQKODNN9/E4eGh2PpMp1NsbW3h7t27ovr0eDwyJ5m4u1wusWmgT2y1WoXNZoPRaEQikUC/38fe3p5Ygfn9fqytrWEwGGBzcxOZTEasyjQajTSwnkwmQsqoyTMDV64D2nRQCVuv138O3FQBEBIoJEI4l0gwsvcFexSoiZpGc25/R7JRVa2p5dO/DIP7IPc9lTQBLhR3qlKQSQwDcwbeqppKTcapvue64d9VskRVYKmJt5rcdrtdsUHkNfG9mbTy900mk1RR8HtyPvJ6CRrw2vnv3M+4D1BZB1yADtw/SK4Eg0FYrVbk83nxr6YaXKfTweVyoV6v4/T0VPZpJm3sUcTqs3q9Dq32vHkvleL0nrfZbAgEAjg7O8POzg4CgQCKxSJsNhuCwaAkZDqdDrVaTbz3FxcX5f4uLi6Kp/W1a9eQz+eFxF1aWsJ4PEa5XMbGxgZMJhMSiQSy2ayAh7QRZBPjSCQiquhmsynqcp5ZVIN7PB60Wi3Mz8+j2+3C7/cjHo9jY2MDFosF1WpVLMq4/1QqFTnHAEhFCnuusHrAbrcLUcUKNRXUsFgsopJnEspElbYzw+FwxmKEPuGXQQuLxfJzfXk4XylKYOKrWoWqpBzXlgqCqHNfrfRi5QpjB9UnXrVBUV/LtQNcVMUwPuHvc70SxOH/c56/yIPABgk8NnZnLDedTgUIZ0xDAHB5eVl+l3NXHZxPPL/YB4QxJtfwkydPsLOzg3w+j0KhIOA6wV+n04mNjQ28/fbbiMfjWFhYmAGfaQnKOcB+GazwajQaoiK2WCyo1WpS1dDtdkWQUSwWUSwW0e/3RXjhcrlkjmcyGama4NnZ7/elx1s8Hkej0ZDqU5/PN9NDiRVoXq9X7ATL5TJ8Pt+MQpzr0Wg0wuv1wmazwePxSFPjO3fuCFmzu7sre5tGo0EwGMTx8THy+TycTqc0dj44OMArr7yCeDwu1QesCK/VahiPx/B6vfje974n971cLgM4r5Rlrw/g/Lw4OzuDw+GAXq8XoQgBPopvdDqdfDfGfux9wP4s5XJZiAnubbx/tKdhTK3VahEMBlGpVOQZeDweAdCojCbxQnHW0tISrl+/Dr/fL3ZuBoNBSDESP0ajUaqbu92u7PVUxauAJfcoFSykcp+CpUwmg3g8jqWlJQFuNRoNwuGwkGUqoQ1ARAw8e/lzt9uNxcVF3Lt3T/pvnZ2dyZnq9/tx/fp1pNNpPHr0CB6PR74b4+lmsyk9jDY3N/H06VPp3aWKPUajkeQIl209X+Shxtl8LiqRrgKtalUd4wyeS+prVIKa8R7PWv4dwMzfCTKzopS9yhhD8vMZi/I13PeAi4pLkiRcQ7Ru4nlM4qjb7cpzJxlDAleNDSjEAi4sofhvaiUPVf8kgS7n/cxVLgPeaizLe8QKLYrGVDyCVWvM15xOp2ABWu25JaEqiDAYDKjX6zg4OJB+UVzb3LtdLpeccSRJAci6DgaDKJfLyGQymJubQzAYlFzf6/Xi9PRUyAmKgUjk8N6r/V4uC1RtNpsIFFnByD1pOp1KRRstCWlT7vF4pBrz5Zdfhk6nQ7ValbP79PRUzm+ew3wGPKOYxwOYsR4ELvr12e12cRVRq3b5nty3KCZShaGMvUhWk+TjPOZa4L/9IgswVdjGyhi1MplzR513zNdUkbAqkFFzP16bSoJdjatxNa7G1fjyxzeeRGEfE4JvBBB4cKngrKoqVVXHPKx44KsHEgNMBgsqeHG5FwpVzTxYqRZUezswoWSDYVZP5PN5OcQZaPl8PiE3/sk/+SdYWVmB0WhEqVRCKBRCJpORag+HwyEWWbSX6Pf7osK12+3w+/0CaDFx/Pjjj+F2u6WpaS6Xw927dxGJRPCnf/qnAv6PRiM8fPgQyWQS169fx71795BIJDA3NyeBz87ODj799FNRALP6gWABffWZTNL7murQaDSK09NTAcTV6oaVlRVRLjocDlGH0DOc95tAqdFoFI9plkRTEcem9lQWM+Bj8EtiioF0oVCAz+cTwoCVGZ1OBz6fD0tLSzg+PobL5ZpRKVWrVanmYcNnjebcvzYYDAoYsby8DK/XiwcPHqDf7yMejyOdTqPZbEqz1ffffx8/+tGPEAgEUKvVhCwZj8coFArSEJXfTaPRCEFzudSZfRosFgvm5+dRr9fhdrtx//59eDwe+Hw+aDQalEolSRioMNTpzvvVkChRgXIC2AxqaX13uVk05yUD9ctkKJ8Dn7FaKs3voAL9BLGBC8so2kv8sozLBAowC74Cs0k29zW+lgmi+jtMOrjHqYpGVX3F/U7ty8D34e8S3KDCmO/NwTUMXJBrVMARHCZwxWdvt9tFaaYm2QTJCYqz74BaQUAyg8Qbr5fzKRAIoN/vS0UFKydYXbi0tAS9/rzXQiaTkR4aVqt1prcJK//0ej1CoRCcTidCoZAk+0ajEWdnZyiVSkgkEgiHw3A6ndJclxYlJONLpRKsVuuMYp7WWlx/rHKMx+NotVpYW1tDJpMRUiqRSGBpaQnZbFasBnU6nVS1RSIRIT9zuRz8fr+oqmu1miTXPp8Py8vLcLvdWFhYEBJ7fn5enhuJHQoC/H4/FhYW0O/3sb6+jn6/j3Q6jUKhgE6ng3w+L6pIk8kEm80mQCoBCfZkIEhChSLPEgBi2aB6YavzhMCnWtFCYLPX66FWq8HpdMraIZHWarUwGo1k/+XepVpoqOpVtaKKhIoKcjHh5t7I56eCXKrqltejEoX8f5U4IUj9oifQVJxyLan3koQeBwkxxml+vx/VahVvv/023njjDVHK09KO1kYEQwaDgQDcRqNRqmAzmQy2trbQbDbl2dLmxWq14u7du3jrrbdkrTidTtkDGdMQSOM65Lwhybi7u4tms4lQKCTVW+xVx71tNBrBZrPB6/WiXq9jZ2cHkUhkBkzb3t5GKBTC0tKSVAZvb2/D6XRiOBwKAaDRaITIrNVqAM5FIfF4HC6XS5rzkpyh7RevgfeZllSHh4dCWtLaihXEtKtiZRtBIlrasufFT37yEwSDQaytrWE8PrdZmZ+fR6PRQDKZFBLa4/Egm83CbDaLaKXRaEhe4HA40G63ZU999uwZWq0WXC6XVPwQTMvn8xI/U8hBkpiCD4pkCNxyvZPkoR0M95/xeCz7u9rvgxWFxWJRyBmz2YxwOIwbN24gEAhI3Fmv16ViqdvtYn9/H3q9HktLS2KB9rOf/QyFQkGeE4E37g+qAKdarcJisUg1OauCDw8PxbKN35PAJP/j3Or3+8hmswAgoi1Vpa/RaJBIJDCZTPDFF18glUqh0+nAZrNhcXFR4udsNis2wMViUeySTCYT7HY7VlZW0O12pSqJoCPP38u99F70ajzggjxSYzoONSb/RRUaPCM434AL1wTmuapQRiVnVFtW4KJPKeNEnreMF1XlPeN/vp7zUa0MZWWhKpQkEcNcmfskq24pZKR4gjGhVnvRk4QAO/d1nuEUbLCqitfK85frl/ZQFJk1Gg0R1DQaDfledCUAzsWZvH4K74g5MF7o9/tYWFjAcDhENptFtVoVe1fmWpPJBOFwGHq9Hvv7+/B4PNITj5WKo9EIKysr6HQ6ODs7w8HBAe7cuYNutytkvJo7cT/o9/tiB02SolqtzlTmqMQB8Qc+X1oVqnOQsTbJAv7Z6/UQDocRCAQQDocRDofFRjEej4uAKJvNotPpIBgMSsyaTqelbxatFQFIpQ33JM5p7ukqGcJ5zvnKPEcVB/I5arVa2aO5LlTbWJVkU3MJtcqKZxvnF+c31xEdQqbTqeQ5alzIz+I5xutS1x2AmWplNT+/GlfjalyNq/Hljm80iQJc2G0YDAbpPaKqknjg0w6EhxcPWlV1wMOGBxQPRvXQUhM8BhSslGDgRgsHtcEmSRySIGrgMhqdNySlXdJ0OhWFxquvvorxeIy1tTVJjt1ut6jhtFot8vk8ptOpqKRVFYXa6LdUKgEA9vf3kc1mJQiNxWK4fv06yuWy2JBR2dbtdsUy5uDgAGtra/jBD36Al19+Wey1kskknj9/jo8++gi1Wg2hUAjZbFYOeLfbjVdffRXT6RRzc3OSiDkcDlSrVeh0OsRiMWg0GmxtbQl4xoBGo9EIecIAmGoYAGI7w2C30+mg3W6LwpnBMVXaPp9PCJdGoyGq41gsJkEHnz3t1vg8bty4gYODgxmCgSQDAT0GSvv7+zCbzSgUCohEIggEAgIorqysoN1uI5FISD+CVCqFcrk8Q+zxmej1582qnz59imKxiB/84AfQaDTI5/NinaECdEwmSP6o6hiv1yvXGQ6HRa31x3/8xzLXksmkBJEqeFupVABAbIZ4r/j5XIO9Xk96qDDApo2UmvQSPFcrG2jdRIUSn6cK6KtVXkywmMipCdqLrsQGZhvDq4SAqpJT1XsEedVAnBV5agCuJsDAxX6oEl7c//hc+N4kNS9b5KlKPjXZukzS8L1ZSdButwX8UckZ7unc99WKFjXxJsDCZIaEIOeezWbDaDSC3+9HOBwWgJRK2NFohHQ6LV7S6jojsNVsNsU2gbYHTOKXlpak8XMikRCigzaIZ2dnMwCoyWRCKBRCrVabUf0OBue9qSaTcz9uXhMTX4fDAZ/PJ8RCMBicsTVhnwS9Xi9q+WKxiFgsJjYqwWBQnqlGc27DQOsUnlW0Y6C1EL3/meRGIhG0Wi3cv38fBwcHmJ+fx+bmJqLRKKrVqlR4UnE/nZ7bUzx//lwSf57rBP94plHhSrsG1eoAuKjC4zxiss85wqRUrWzj/qTOHbVCi+uKllBqFRXnO8UcqvqW85HXSOWsGpuoVVWqSpXXx8GKIJUAUr27VfJUXYOqsvhFG9yfeGbwHOK+QbCesRZBK6PRKE2/f/jDH2JxcRFGoxFHR0ciBHnttdfgdrtlX3K73TAajTg+PpY9dm9vD/v7+9Ifgv0vhsMhVldX8Su/8iv4zne+A5fLJWIU2jupFpf8Djy3SNDS5rXb7eLo6AjJZBJ+vx8ej0eqFVghQds+9jzZ29tDo9HAzZs34fV6pd9KJpOR/T+dTguhQJAQOAf8CCS63W6Zp5FIBJPJBLVaTdYRld20FKRimf2SaB8TCoVgs9lwfHwsDZEJwO3v72NhYUFin42NDZycnAjISRCf/dcqlQqOj48xGo2wsbGBSqUicTYBTlpukRwhsQWciywsFgtisZgQ3sViUQg57gUulwuVSkViuHK5LGcXqxQ5L1hZQXKFymPea8atqkqb9oiMbfm7n3zyCW7duoW1tTXpXUibYIoIUqmUnD0ul0vOlXK5jMePH+Pp06eyh3A/557rdDoxPz8v94q99tiondc7HA6RTqeh1+vh9/ulPyLPBVZ8dLtdAVspnKGIjD0ZWP0XjUYxnU7x9OlTZLNZ7O3tSeUkbWj1ej3cbjdCoRCazSZSqRSsVqsA0fPz87BYLJhOp/B4PDg+PhawGriIATudzgu796mD5wHnnFrhyzOMZyH3RxIjqjpejZuAC2shtSqP7wNgJq8mQcH34d7G+891xXNcBZOZj6u5N3AhbFPjVlXIo+bunLOsAlNBbu6nFPQAkKoFiiFZBUKQnd+TeR3PYp7bPGso7ODZrBJLrVZLvgtzUf4Or3k6ncpnqCQRyUvmr6zO0mg0Uk3B/l50T6DVHzEKfm6r1cLR0ZHsMaxSUAn91dVVfP7550KSj8djObN4P+h+QVtEVkQylqYAgfsfqzuj0ajEwxQkZTIZEcM0Gg3pgeL3+8UBg8/Q6XRKz1LG8iTsmTvUajW0Wi0RZ3KeAZiJIbleKDQBLsgIzkOK+RhX8Xlzf1ZzFlUEqMadxAVUElDNkVQChgIPxqVqtcvleJVzUM3DGKMSY+J3vCJQrsbVuBpX4//e+EaTKCrJofbJuEyKAJCEQE1cqd4hsKFWmagVKJeDN6q+mcDbbDb5GRUOLCkFIEEWQRZaIhiNRuRyOTQaDSFTDAaDKLjW1tbwzjvvoF6vY319XWy4gsGgKHA8Ho80Xw8EAqJEYZBDEJAAWS6Xw97enjRV73a7mJubk4qdVquFp0+fIhKJSMKleou+9dZb2NzcBABks1m02208e/YMx8fHolhsNpuIx+PQ6/XSyPj09BROpxPxeBz5fB7b29vir+z1etFqtXBycoJIJIKzszP4fD5Jol0uF05OToRQabfbaDQaorhZXFxEo9EQK41ut4tisSigPRVHDOxIKkynU0n06OPNZ01l5GAwgNvthtlsRjKZhM/nk6bLLFuuVCqIRqMCkDBpYZJHz2YGVFQ31et1vPLKK2LvMz8/j/n5eUSjUZkHVHwmEgkJJmn1xWDOZDLh5s2bKBQKqNVqonKnOpC/A2CmRN5mswmB4vF4sLq6ip2dHVF+RqNR8d1lIMdAkYAEEweC22rSTqCXa1Vdl6q9E5Mf2oWRyAMgCZoKMBAUJlFA4oYBJpOCFxk8VAfnAf9O5Z2qdFcTaQbg3O9UMov7J58PnxmTOX4GE0MmqHxefH++nv7wqtqRSaIKHhPEq1arshdx/RBYvFwtopJHJIIIdBNEIamg1WoFgIpGo4jH4wgEAjKXEokE3G63JMMOh0NUmFRbB4NBUcjSi/3k5ASZTEaUYwsLCwJkApBEd2VlBa1WS/YF/juTZgKPtVpNgLn5+XnZB6rVKrxerxAm0+m5DZG6txCYJfDI9aGSvFqtdgZ4IxhCoiSVSuHk5AQWiwXr6+uIRCLw+/04Pj6WfeLs7AydTgcnJycwm80IBoMIhULyfBKJBPL5PD766CP85V/+JQwGA8rlMjY3N7GysiINqXmdJKkJ5rXbbVy/fh2ZTAaffPIJ2u027Ha7nBdnZ2eiSuZZDUDssQiUcI6rKlq1ESznIOcuE1kmwrQFokKTc52/q4I0atLOOcmz5nKFiUreqIpF1d7kFykQ+X1+0frlPqqCX1SZsxrzRRysKuP3o4Ka1WcAZP8goMN71Gw28Zu/+ZtYWVmROcBzkOBXs9kUII/E/Xh83o8ok8ngr/7qr5DL5RCJRAR0stls8Pv9eOWVV3Dv3j0sLCzI/gucz1OSPrVaDR6PR+ymWIHFBuWtVgvHx8c4Pj4Wcoa2naFQCF6vV/Z/7oFUOmu1WtjtdpjNZty8eRPpdBo7OztIpVI4OjrCeDwWyzzGOjwz2aA7EonI2cDqzmazKaQNP0ej0aBeryORSPxcFQDjSq323LpseXlZqk4YX1erVQHf2NMpnU7L/Pf7/fD7/XC5XEin09jb25OzgtUHWq0Wq6ur0Gg0OD09FetYWuN0Op0ZYRPvE8FAxiGdTgeBQECqRRjL8gyi7SDFTCQ+CYSy+omiKIL5XKPMB1h9znkwmUxgt9sxNzeHwWCAWCyGV155BZlMRsRRrPCoVCpoNBrIZrM4Pj6G3++X6rtUKoX79+9L7wGr1SqCJ7vdDo/HI/Et++fpdDohL6japrDLYDAgk8ngww8/xBtvvIHr16/D5/PJ/WLMSQKKc5LCm+FwiEKhIJXgDocDq6urMBqN+NnPfoZSqYStrS3Zz1qtFvx+P3w+n8SEw+FQbLtYcbSysoKjoyMhUWhlwxiE+/wvg5AGmLVuVIkz5k3MWVVSQhWtqDGaKqKgNTIAeR3PI/4+zzK1J40qsFGBe14n8wXg4jxVBWw8I9Vzj+erOtT4F4A0Xy+Xyz9XDU2SSa2AV78bY2CSQ+pnqZXLrKggyc24Vs1xaG2n2m86nU7Jifj9GFPQYplODOwBxBycpCX71vF7sYKN4p9yuSznEWOqZrOJSqWCSCSCRqMhlrq8b+zjQntBAKhUKiJk4/3p9XrSx5LfQa1MY+7Mak+V9OH5yxxYjZn29/eFAOK5xP16MpkgFovJNTQaDbF1JOnOam/GO5z3jHNZ8cG9hPExyRhVuMhnSwxHzWnUZ8/vTxKEQhyew9wfGQcyxuD5qIrS+Cdfx3nIn/E1FAbyPzUeVGMMrgte39W4GlfjalyNL39840kUkg8MYADMlGHy4KNqgIfO5dJIVYWjBoQ80FTVyGUfUCormIgyaKVXMwF3WkcxSKDHL9VfOt25Z3w4HEY+n8err74qAYjZbBYlYblcht/vRyAQkP+nFdbCwoKoR5g8Mug6OjrCZ599huPjY4zHY6yurs4EFFQHnpycoNFoSFJdLpdht9uh1+sRjUaRSqVQKpWwu7uLarWKVColKjY2r1RV391uF/fv38fS0pIQJjrdeVPXw8NDaYjKe8hkiWW1LCkGIIAaVe7hcFgAtVqtJqpCg8Egvqe8BwRBisWiALwMtkajkajB6SvNfht2u12qMKiaYXCoBjZsYsykgeA/5xPJGpJaTF4JIlIdyICWgKLX68Xdu3cRi8VgNpuRSCSg0WhwdnYmhItGc27/xsbcZrNZmkIvLy+j2+2KgrtUKsHn88l1DodDsfgIBoP49NNPxXYonU7D4XAAgPSaIXHI9UdQggpsluCrFQ8M+Ei6kIBRVTlUePN3+F60yKPCimufATgTGJJgAGaSmhd9UHmvKv6oUGeiyjl6WQHFZ6M+CzXoJhisBuOXCRPuaQTrAcjPOP/V8nc+N7VKxWazyb5JpR6TWCZzXGtMePieTOZpUaDRnHvNu91usWdg5eDdu3dx/fp1LC4uIhwOI5PJIJ1Ow+VyYXNzU/pSca9mslmr1YSEbjab0hPp7OwMbrcbkUgEXq8XdrtdwCun0wmtVotCoYDBYIBmswmPxwOPxyPXOR6PUa/XBUQjKLi6uipJGInORqMhDUlPTk7QarVQr9dRKpWwsrKCeDyOTCYj+4GqBtZoNGIheXZ2Jr76JIyYAJrNZuzv78vev7a2JgQN7/Hi4iJ0Oh2y2SwqlQoCgQCOj4+RTCYFsM7n8zg7O4NWq8WtW7ewtbU1Y61B1T2v1eVyIRAICLFDKz++93g8RiaTEcBCJRBUmwZVWUgAh9fO5FdVhxMw5BxSlbYEilQLC76WvXT4eQQWOC9ZscL5zmtjwq6q01WgifdDJWPUNcfnwu99ORm/DIq96Pufqj4GIEQZxSq8V7wXrJKiHdbrr78ujXyBczLx1q1bEgvyuQBAvV7H/fv3sbe3B6fTia2tLXzxxReIRqNwu93IZrOw2WyIx+OIRCLY2NhAPB4HcKHovqw0ZnNx4KLHT6/Xw8HBAU5PT7G/v4/j42MBiVSbGNqAsSqlVCrNxEIEolk1S8uUv/7rv0Yul5N1x/5q9J/nnkCrsXg8Ln0Dx+NzKypW+dIGy+l0ihc/gXDVEo/nRL1el7gFOO/jks1mMZlMUK1WUavVEI/Hsbu7i2KxCLPZLKA/ALFOJEDY6XSQzWZht9uRz+cRDAYlDmUfKr1eL8DqdDoVgtxgMGBvbw8ulwsAsLCwALfbjWfPnkmloN1ux9raGtbW1qRH3vPnz1EsFgXcVONJXpeaJ3Bv51pmBRHXNAVVPAc1Gg3m5ubg9XoxGp33xbNYLEK6+Hw+5HI5pFIpsULk82s2mzg8PIROd94HIhQKie1PMBiEy+USEq5YLKJWq81UJbhcrpnqT64tg8GAVCqFBw8eSGyo0Wikv0mr1ZKKaAoKuI8xLqPKW+3p43Q65fXlchmBQEC+q8PhgMfjwXQ6FbtKKrQnkwmuXbuGhw8fIhqNIhKJiOBHJat+Wey8VGBWrTrh2fU/IwV4rqkKfJX0YOwIYAYI5rmifhZjSALrapwIXFQDqGQKY0TGDfw7c3Z+FueaKl5U+12owhvmdJwrLpdLCA9aQan7KEkOzi/mIPwOJGBZEcLvxPXBe6+uI/6dwgbVBYPkqyr06vf7Us2by+UQi8WkTx4FgRTRURBI8lKt0DIYDNIv9ejoSCrFHA4HMpmM4AaVSgXj8Rg3b97E06dPhbQgyUkhnio2peiTZxgt1LjGCPxTEMe9TO1Zp8ZlHo8HjUZjRsjF84uxNnMPVmfzfdk/lWcYxQilUmnGCly1Bub85vNjZa8a46lCHOakHFwLxIJ4bVxXqgBNzbNYScj1QkKH8QjFOqr9sEp0cj2qwk/mdtPphc0cCS41t76qRrkaV+NqXI3/e+MbTaIwMQMuDjgVgABmS36piuL/80BkAkQghsEX34cBF5MgBo5WqxU2mw2tVmtGQUh1KX8GAD6fT8A0h8OBdDotiQRtEBYXFzGdTlEoFPDaa68hkUiIDQOVsO12G8lkEtFoFCaTCZVKBaFQSK774OAAfr8fk8kET548QSAQwMOHD6HVavHkyRNJEG/duoVbt25JAFQulzEej7G+vi4JMIOF7e1t3Lp1Cw6HA/fv3xcrsG63i3Q6LSAAVTnD4XAmAZ5Op3j+/Ln0cLHb7aLOJBCYz+eh1WpxdnaGwWCATCYDq9UqlSUApAKCSvBut4tIJCLEVTwex+npqQRkl1Vp7JPC70VVohqgMNHns79z544EPVS/05KKQT+txBgUMShuNptiFcZgjgEw1VPb29vis875EolEsLKygqdPn8JqtcLhcCAQCIilgd1ux6NHjwAAy8vLkuhS/cNrGQ6HiEajQjgxaKRvLRMS4DyRX1tbw9zcHAKBAP7zf/7PsFqtCIfDqFarcq9oVcfPrNfrAhgSlFTJIz433k9VHcO1RxUoiRDO88tqa6pyGKCShOJn0U5AVXdFo1GcnJz8X96JvtqhWhSo4DCfMUFmksdMjlSQlvNAVUurav7LZDITRTWwV8vcub9SnUogmYkSgUSuGc4fJlkajUZ+nyo3As4kPblvUvnF7x8MBrG4uCigvsPhQCgUwtraGl577TWsrq4KwZFMJqXhMtcy/1O/+6effopHjx6hUCig2WxK4k37L4PBIMDS2dmZ2A8wKTw6OhJShr7zk8kElUoFW1tbqFQqAmJGo1Hp9USPaIPBgEKhIM1B2WC4Xq+L7RgAOY+4PlitEYvFUCqVMB6f2wbt7e0JMMUEv9vtotFoYH19HQaDAclkUp45iZjhcChqZgB4/Pgx8vm8VCe22218/PHHaLfb0hC0VCrhjTfewOLiohA1VqtV1O5c0/1+H48ePUI4HMbdu3fhcrkQiUSkqfN7772H58+fz4DO0+kUzWYTACTRV5WfJC/4PZmYqtWnAISo5RzknzzTOccoDCBgQAsLqsD5PlxrauxAoJ97pGq7oJI2qoUZf3Z5zTHJBmZJzcukzC9LAq2CWdzfCNx0Oh2x0OKadblcMxVhHCSyaAdltVrlvJ5Opzg+PsbDhw/hdDqlVxrtosbj835Ab7/9NoLBIEwmE+r1OgKBAIDzvS6ZTKJSqSAWi0kFCoUqXK+9Xg+PHz/GZ599Js+d8R2BEuDckoq2hIyrQqEQQqEQAoEAjo6O8Mknn8BkMuE73/mOELYkplmtMx6P4XA44HQ6YTAY0G63UavVpDfaeDyWfnsEFSmqIdBKoQ2b0wMXzaJZNcfqD1bScU/s9/uIRqMIBAIS6x0dHYnFFW3BRqMRdnd3YTabpXp7MpkIoZPP53F4eChnDSsrSPBoNBqJ7crlMrxeL3w+n1gesv+g1WqVOcMY+tVXX5XeL4uLizg8PES1WhXQiupqVpPw3rBJdLFYlB58c3NzUn3DvY/q9MFgAL/fj29961tIJBLY3t5GIpGQChs1/nn+/Dn6/b6Qga+++ip+/OMf4/T0FCsrKzAYDNKfgXu23++XahlWExWLRWnqPBqNEI1GpS8VgUCn04lGo4F0Oo2//uu/xmuvvYaVlRW4XC74fD6cnp7Ka2n9wyqXarUqgoZarSZzPRaL4d69e/jggw+QzWbh8/nktd1uV0hCrVYLr9eLdDoNnU43Y/PF2OPWrVsol8siflJByl8GJTZzB7Uql+cEAIn1Gd/x35gz0+pKjc14761Wq+Sf6usYt5GgoT2WSiLwDCWZwByI+6wKQKuVLcDPN2snoM3XcE/mucf5OhqNUCgUoNefNytnzkLnAFZz1Wo1uXae49zfGJtxPyD5yl6a7A3Ha2fFNdc9LcIuV4iyapiiuul0ikAgAK/XKw4K8/Pz0ms0k8kAgMQF5XIZa2trKBaL8qyDwSDq9bqQHxRvkmhR7xOrQxwOB7rdLk5PTyX/4h6pxhzdbldiOVZLk3jgM+I5yrXGZ1ypVMTtgI4NtPXL5XIIBALSh4/PTs03l5eXJQ9kRShtJkejkWAj3OfpoBAOh9HtdkU4ydyC855V75PJRPAAxsCsNuLZxT2RcTD3eOZT/L7EeVQShGtIo7mw2OJcofWvGlfzGvg5KkbFdfCLbPLUinmV+OK8+2WpxLsaV+NqXI3/1+MbTaL4fD4Bp3mgMXDjgcOghuW7BFDUZmNUKhMg4etVxScDNSotCEoT8CUwTSVDs9kUj3uDwSAgl8lkks8KBAICnk+nUxwcHGA8HsPpdCIcDqPdbiMej0sjXpPJhGg0OgNi2+128Usm8ZNKpWA0GuF2u/H8+XM8fvwY7XYbrVYLer0ed+/exe3btxEMBkVJks/nYTQa8fbbb8PtduPDDz/EycmJfMbe3p6Ab71eDz6fT8ptqbRQD/J6vQ6PxwOr1SoA/c9+9jP8+Mc/xsLCAgaDAfL5vFg2GI1GnJ6eotFoSCDAihAGcDabTQJcElXFYhHLy8sS9BwfH0tQEg6HJbBtNpuiMrochGu1Wqnq0el00sSOwEKn00G5XJYKH76e/z+dTrG4uCiAQL1elwCG1+/xeKSvCwAJxmw2GzKZjDShJzDn9/sBQCpNdnd38fz5cwyHQ9y8eRNra2vSB6FQKEjD483NTXkeTOZ5LZPJub1WKpWCy+WS5tS06aBy886dO9jb28PW1pbYEKmKZgK0VHAyKSI4qqrEGMwRhCc4zeCYiQZwEQzyOqfTKfr9vvT/UZ8Z1U3qGmViwsCZyeCLPtTEmM9bBYIByBpjgs17zzmnvo8K4vKeq8p3rj/181X/Yv6OqugCIJZSJGz5GqqtmBTy9cCFxYJKljMxZ3LNNet2uxEMBjE/Py/X/d3vflesEOntTxJ2PB5LvyZ6K5OIY0LDyrPDw0PU63Wsra3h+PhYvOQXFhbE63k0GknS2uv1UCwWUalUxKeZtmKDwUAsGI+OjlCtVmcUe0+ePEEwGMT6+joCgQB2d3fFVoU9GVh1xoaiBDfYdJpK/Fgshm63i4ODA1Hzkdzg/rq3t4dYLIbpdIpIJIJ8Po+NjQ2YzWY8efIEvV4PDodDSORcLicKZqvViv39fRSLRbz55psCarJXFiv2mGSrCbvP5xOCplQqIZPJiAWO0+mExWIRCy+bzYbvf//7WF9fx7Nnz/Dpp59Cr9eLErpSqczYj9CqgXuhCraoSTDnD5NexgOcP7/oZ2oVFc987n/c17nW+DqSH+q6UlWLXIMq0Xw5eeY+yrWtvo9KqKjXDlwQpC/q4JlMIJGAE88YtYrOZDKJd/r3v/99if1sNhuAC9U0cC4sqFQqYgE7Go3QbDbRaDRwenoqPTGy2SwsFgs2NjYQCoWExOVcoz0lrao4Xwi+DIdDxONxZLNZbG9vI5VK4fHjx1JZQlCYQCYJVNqjrq2toV6v4+DgQH4nkUhgfn4e6+vrODw8RKFQgMPhECJ2Y2MD6XQatVpNztxGowGLxYJgMIjJZCIgI2PaTCaD6XQqn0syJJPJYH5+Hq1WC8ViEaFQSPZ03utoNIqFhQUUi0UMh0MEg0G0Wi3piUdlcT6fl/407K9SKBRmiEFWOqjnHaupHz9+jM3NTTn/SYjX63Xkcjlpeu92u8XOMZvNIh6P4/bt29je3hZ1N6sOnz59Cp/PJ7Yz7Oths9mQSqXkfOKfXLu0EOaeRqCNJBMJdQp81Op2i8UilpO7u7vI5/PodDqoVqswmUwolUpCxFy/fh23bt2SZ8TKda/Xi0KhIOuBoByr2mu1GtxuNxwOB1wul1TfUJHOPbperwuRPxgMkE6nhSwi8BgIBKSahCRes9kUwQH3IFbscU67XC7Mz89je3sbhUJBchvaWvJ8sNvteOmll5DL5VCtVqV6JRAIYGdnZ6anDK2/eMb9MpAoqppejel4dgGYia8u21qpDddJjlyuzlT/I3Gr9m3odDpSwaEKoBizq2eXqq6/DArzrKMwR602ppDO4XDI3FDXDC2cTCaTVDWp1TYEr1kBoQrp+N15XjudTlSrVSF21eosChQmk8lMpa5a/eRwOOR6GWfQWo97l9FohNfrxcbGBjKZjOSy7DvH+UxCgzkRiYBkMonJZCI9IynM5JnDqrtAICDio0KhIHGVWnlIB4RCoSCWstFoFOVyWazF2LtEJY2Yr4ZCIXGiSKVS0qeKe5vNZsN0et7vNRqNSk9Sn88Ht9st5zj7I5XLZSH/iEOQoCLppMZZo9EICwsLM/sDqxJZUc58hM+PxCPjRpJCFKIBF+IUxt8qhsN1wPyEuRD3cropcG5oNBrpG8N1A1wQh2rlCOcM1wHxFhLu3FfVz6ZFJtcs48SrcTWuxtW4Gl/++EaTKDyE1EDxcrkxE1a16kQF4akKZRWKWhbL1zFhG41GAqrzMwnosekZg0eWWPIAZMBIn00mMwxIjEYjzGYz1tfXYTKZcHp6inv37iEcDkOj0SCZTGJ3dxebm5titUAQkUoNnU6Hs7MzeDweKXH9/PPPsbe3JyTE4uIiNjc3sbGxIYGC1+uVCgdWNoRCIUn2TCYTnj9/PuNTynvEgIF/Op1OAcwbjQam0/NGxbFYDCsrK9jf30cul0MoFJIgKZvNyvX7/X5Uq1WEw2GEQiFsbW2hXq/DarUKaUH7ArfbLYkle5VoNBrx/qfH7MnJCTQajfhSExAJBoPyuWzizKCIyqiPP/4YXq8XnU4HdrsdAETxxnLe0WgkfR8sFosE3ZyHDGb4vKgqZeDK36lWqzg+PobNZpO543a7BSydTCY4OTnB6ekpfuu3fgvXrl3DcDhEo9HA7u6uWOJQ4UOQkPOavW0ug2qsyiHAtLi4iFu3bqFQKCCZTEpVDP14GdwRoGASQtsGVf3Le8lglSAPAUK1xJpgCFVtfE5U6/B+qkQASVKud1YOMFljCf2LPtQkjt+dCS9wkWSTIOC9vTz4THh/qcaisvFycq4qH1WlFPcDFRTmGiShoyb3aom8quK6rKhXgWwmV2azGbFYTFTZtNv7nd/5HfzgBz+QxIeJKAEl2tgtLi6KKrfb7QpoykTJYDBgfn4eDocDS0tLqNfrKJfL4l/daDRkvnI+N5tN6R2iNiH3+XxoNBrI5/PSFyQSiQjQRuV2s9mU9eLxeHBwcCD3tlgsSgUfgSIChQBESUeChYkY1ZNWqxWxWAzBYBDJZBLtdhsnJyfQarV46aWXUKvVsLe3h3g8jng8jkqlgnq9LqAxQTCn0ykJOAC0Wi1UKhUYDAYsLi4iGAyi2+0im82KxVk4HIbFYsHrr78u4B73zFarhXA4jLW1NUm4jUYjrFar2AotLS0hEomg3+/j6OhIbGS0Wq0Awty7SeCwJ4hq0akSiZzzrHbivnG5om4ymUh8oAIonO/qeUDAUVUBqn7XqtWXSjTy85hMc39T1bmX1yr/TgWwWmGjEkQv4uB6431S/elJXLHC0el0Sn+hO3fu4O233xbLJM4ZVTBD+zvgoqcXLbgodEmlUkJKxONxAdG47tjLyGQySc8TWnzxfRgXjsdjPHr0SKyseHYD5wCeehZWq1V0Oh2Ew2EA54Iip9MpsdXm5iaazaaIVUj+1Go1IVEByPqi973b7ZbqUt7XYDCIRqMBt9uNcDiMer2OdDotdoHc2xmnct9hnE2rRKq5M5mMxJOTyQShUAgLCwvSq6lUKgnJTbUwASPupYFAYCa+aTQa6PV60ueP4CDV1YzJWKlAcQ/FGqzqrlarMBqNiMfjcLvd2NvbQzabxU9/+lPMzc0hFApJzF4sFtFut6XSaDKZiJ0VBT8UFtCOjecWnycr+xhrBwIBIfZSqZQAtNvb2/D7/XjttdfEHncymWBjYwOvvfYaLBYLnj59itFoJIAnnzttdbgnUsCl1V5Y3xHMZTUQCX2v1ysAaKFQQDabxXQ6RSqVwrvvvovvf//7WFxclJyAIgHuTfz9eDwulkqZTEbyNFbx2Ww2IdTm5+cRi8UwHo/xxRdfiJp6ZWUFy8vLUl1TLBaxtLSEZDIpNrwApCpLtZR60QfjvcsVxKxMZEUkzxo1z1GtpniWqbEYxYZqXy2V0Gfcx/iS5yM/S40ZgYu8XRXPqPE94z4ViAYga0mtNmV1BF/HnIkxKXtd1ut1qUwgSUJCg2QMK+o53ygG4fUy/2QlHu8X7zfPacY1JKYpLmPPJOBCHMReJrQCv9zzlOcJ91dWPbKig/1YvV6vnGGsHJlMJohEIphMJnj06JHEQsz3KSj0+Xyw2+0oFAooFosAIGK40Wgke5ndbkckEkGz2USpVJLfC4VCYpWm0WikXykJFu4HzBG4NkmwsLqn0WgIeWe32+Hz+eD3+4UYozVkuVwW6z673Y5cLifVRsFgUOZDs9kUYolkIYWm/AxVtMdnS5EM5wKfJeNoxgvcU9U9hjm+WgVCgSNzHvV92LdU7aXC+8T1wDVDwYUq7OU1X143JPrUHPBqXI2rcTWuxpc7vvEkCg8R2hkBFxZeahkxAzgejMCsjywPJR72VB6QDAEgCaMKZDBQZ0MzHmbs28EDtN/vS78Kgii0gGDD83v37uHWrVsYDofY3t4WpQyVC2w+yoaae3t7GI/H0lB8bm4O6+vrcDqd+Ku/+iuMx2M8f/5cKh5MJpM0K7XZbNjZ2ZHGmqFQCH6/X5rOkVyo1WrY398X9QPvYbVaFQJArapgoEDPbpPJhMPDQ5TLZdTrdYTDYTSbTbTbbSEm9vf3RSXjdrvF/xqAgINMhqnIaDabmEwubMi02vOGyWx0TGuB1dVVKTFnM1Xe/2AwCLfbDY3m3HqgWCzC5XLJc8rn8xJkExDzer3ymbTqGg6HODk5kXvMRIYgAYNGEiFMUAAIIMnyZK1Wi4cPHyIcDovPNxMDAAiHwzg4OMCf/umfolgsIhqNSoVNsVhEqVSSKhbeLyb92WxWgCX6lxMsJIDMdXTjxg00m0385V/+JfR6PQKBgASuAIQ4JPjD5JzPn+vObDaLvRDXFkuymRwBFw0rmQgwgeIa1Gg0MkdUoJ3XrqrGCWJSUffLMJjwUEXFgFxVPHG/u6y0ByDJr6p4V5WCKomhKrm4Ngg8qr/D58DEgvOEVXwqSaISECRnea1MYni9tGbSarVYWFjA6uoqSqWSVEcR7Lp586Yk1Jz36pzr9XowmUxCkjLpmkwmAhISoF9bW8N7772HR48eyfwGzvsEdbtdUfLSJgyAKPc4V+lFT0sZkswej0cIZO4LLpdrZo3xvgIQGxOn04lisQiv1yukQzAYRDqdFpCOCTcbE/MsUpt/NhoNscTa3d1FMBjE2dkZyuUyPB4P1tfXMR6PkUqlUK/XZ2wM3G433G43jo+P8cUXX8But+P27dvY2NhAq9XCzs4OarUaTk5OUK/XpRqnUqlgdXUVJpNJ9viFhQUkEglR7nF+DAYDuN1uUXfeuXMHGo0Gz58/x/7+Po6OjuSes+8UgRESHWolneqlrtpyqZVXBGwuExp8rvyTXum0awBmG+2qybhKyHBdkIxXr0/9TK4jkjwkXlTQjPOa6+gXVXS9qIOxG2MAi8UivSVUYpe2IuFwGH6/Hz/60Y/k/CYBNxgMhPA4PT1FoVDAysrKzLxQK/tKpRKm0yk2Nzdx69YtIU+HwyFyuZyoZavVqtiOkhylcns6naJareLw8BAHBwd48ODBTC8XnqvqfgpAqjG1Wi2i0ajsJwTQ2Wdpb28Pp6enCIfDAs7RZrVQKMg64LUFg0Hpe6dapHD/JSg+mZxbzVCcRGtNxsi0weO8pI0twe56vS42U4PBQBrA00LM5XIhn8+LMIXv4fV6kc1mBRxm9R9BVYfDgVQqJQR4q9USmzICViRTqZRmT5dEIoF0Oo1EIoFCoSDXbjQahZC4ceMGNBoNbt++jT/7sz+DRqORHgsGw3kTZ9rZRiIRIfUobLBYLKhWqyiVSrIvsSKFpBfV/JVKRXomer1eDAYDnJ2dAYBUkdy+fRs3b96E0WjET37yEwFwbTYblpeXUa1WMRqNpAce1dbT6RThcFgIG1oJuVwueL1eETywgj0SiYgNJYHW4+NjPH36FOFwWEBMr9c7A+jyGdDmlxbIBC8pqqD1V6vVkuqc4+NjHB0dwWAw4ObNmzMCqFwuh0Qigbfeegs/+9nPhIwbDAZotVpiuUvA9EUfvNeqKIB7I88SVZzCHFk9H9Q9hqQIY3aq8EkqqKAwf482lyqIzM/lfCB5oFabqGdkt9uVnFuNC/m9mOvTwYE5v8ViEbBfBZCn06msOeZCJCy4t3LN8B6SuOV+RiyBoDdFPMxjyuWyXBdzGJK+zIkASHWwKtYkMV2pVABAYo90Oi0VWSSiWW3F/YEkVKFQQD6fF2cCOmaQ6D8+PsZgMJBqHZ1OJxaItD3jvQUge9JkMpE9iZZ/4XBYqrmdTufMe/KZ+v1+6WvEvd1gMCAcDsuzVHtqGo3nPQ4pKOj3+1Jh5HQ6xeJ2PB6j0WhIr6pyuSyVbXSLmJ+fFzKr2+3K/eO9JWHLHom0meTebLFY5FmwiohxOAWIzE35njwPmderpArnGtco14Ka2zKn5fNUc3Y+N65PEilcc5cr8pmvqaTpL8P+dzWuxtW4Gl/F+EaTKAwKmZQyaGIwwMCM6g+bzSaqVgZZDIQYnDPIYmBBVTwBZpboq2obVqEwiHC5XFK1QVUaFXJMIpkE9Xo9BAIBvPnmm9K8UqPRIBKJADhPlugdv7KyAofDgYODA3g8HvT7fWxtbeH4+BiRSASLi4vQas+9kj/88ENYrVbMzc0hGAyiWq3i4OAA5XIZOzs7CIVCODw8RCqVQiwWw+LiojSIL5fLyOfzyOVyEpAz6WZw3G63RQFdqVTk/pfLZQAXDft6vR7S6bRUjbzyyityn1utFo6Pj1EulwVcZTDDRJTBOq+B1RDBYFBAAPYEoNKR95Cqw4WFBUn4GYQ4HA5RCfX7/ZkAlAA/ewRMp1MhjGKxGFwuF5rNpnjOEkiOx+PI5XIzyiU29mPAoxJ1BDQZkKtEFwNXAOJjHY1GodGc+5mn02lsbW2JUr3dbgOAqOjVNUJrE343v9+P09NT6HQ6aXRtNpvFsoJAzdLSElZXVzGdTnHnzh38yZ/8iQSIJJm4jhjgMgBnYE0QgiAgwR81gG61WgJSqe/HQTIUwMwzVBXiJAHUHgi/LCoc9V4xEFcTabUSBIAQLKoakIE3EwL+qTYWBS68tbl3cj5TOad+DkGMy5+rkif8fDXxVNV9vEYSRHxfg8GAaDSK+fl5GI1GZLNZRKNRvPrqq4hEIqIk5u/yM0nGkkBkeTx/r1KpoFwuY2trC/Pz8/B4PKhUKigWi9je3sZgMMD169cl4SMpTcU2QahSqSQJJZXUsVgM7XYbe3t7GI1GWFpaQqlUEvsJ4ByYonXBcDiEzWaD2+3G2dmZ9EPR6897GRCAN5lMYrWzsLCAw8NDqRph42M2Z7fZbOKhzWSYVoLD4RCpVAqj0Qh2ux3NZhO5XE5APOA8ESTxUq1WYTabMTc3h0QigVqtJo2jV1dXhcRiI/ujoyMcHBxIBeby8jLC4TC+/e1vw+l0IhAIwOfzyXzmXkTVJeeK3W7Hm2++iZdeeklU4oeHh/j8888BQM54KuLVJJ/znnOM89BisUh/FqrWuY+o6lSCt3y9uvcw7iCxy98jaKlWhajAkkrYqESkSlxethRTK8bU78N4hO+nrscXcXCPJzmq2tHwWaqxHuOthYUFeR1BlFKpJFUOLpdL7GkIvNOqj+pWjUaDxcVFrK2tiW3KeHxuQ0KRBnuEkAilKIZAUKPRwE9+8hN8/vnnEkeR1GNlCHtYqM+WZDmvTafTCSE8mUxwcHCA6XSKGzduwGA4b4auKmupLmecQqvDw8NDLCwsIBQKiXUUAJRKJTSbTRFocD8mCcr4iKpqxlc8p/ksisUiOp2ONDhnxarT6ZQqNo1GA5/PNxM3k0zgWnW73UilUiJ4MhqNCAaDYqnKuIJCHgBCNBNAZZ8V9krQ6/XS169arUr/vVdffRXZbBa5XA75fF7ieMZJ3AOsViuMRuMMUcHf1el0UjWnWrJw3nL/mE6nEu9RjFWtVuV8GY1G2Nvbkx4r7DVCAJtVxUtLS+j1etja2pI4k2vCZrNJrwgSefwOJMSsVqtYALH3ViwWQyKRECBYp9Ph4cOH0Ov1eP311+XMIpCs1WoRCoXEko7rjaIGWp01m014PB7Mz88LoEhVvkZzbgXZbDZxenoKp9MJq9UqFsk+nw+BQACFQgHhcFjIKmC2Uu9FH2pFMPc7xjzMa7j2f9E5wlhMJVA4n9SqELXKiJ/Bc5LWWaq9L3BBDHB/5BpXSX+Cxrw+5t7sYcJYlGcZK8hIFoRCIbH05Gt4BnMPIoHHz2RvEs4lnqXD4VDmGUVi/DzucxTacR+lkGY8HovQhHG3el95TYzxwuGwVMnS/os9V3gvuder4jySVWxQr9PpRHBHsR9JFw7mRN1uV4Q3e3t70p/kss0WyQa+J/dWxukU57DqxeVyyfrnezD+4H1ifl8qlTAcDjE3Nyffj3EbRUyTyQTBYBBmsxnJZFLI2bW1NXGr0Ov1yGazImxMJpMIBAKIxWIwm804OTmR+1gqlYQcdrvdUqHM+U2LQdWel4Q79ywOde6qsRwr3QHIvSBhwjXG50cxGQCJOfm+PJvVqiZeA3EmADPrWr0mtQJNFf1ejatxNa7G1fjyxjeeRFEPGhIdDADJ6vOAYSKhlhkz+VCbiam+6Qy21J8BFw3ECOKrKlMGmlSn8TU8bO12O5aWloSwYdNj2noVi0XcvHlTVJVOpxOnp6fQ6/WoVCqimDg4OBBCYHV1Fe12G4eHh/jggw/Q6XSwsbGBN998E3q9Hl988QXcbjdKpRIePXokyW8mk0Eul8NodG5VtrOzg0ajIb0omHTS6orfhwBku90WpQbtoFhirN4LBoHsnULPWfqz8lkwAO/3+0IqmM1mUcwYDOcNnLVaLfL5vADqjUZDbMh4j3U6HZLJpCj/CKLQg5xqI7/fD7PZjHg8jlQqJcEjG1jm83k0Gg14vV7kcjkJGvP5PBwOhzQpVC0NDAYDXC6X3D+C+ywDJ8lGpRJtf8LhsBBO8/PzODo6QrPZRCwWE6ChXC5LwEug9PXXX8dHH32Ejz76SO5fv9+XpoX5fB6BQAC9Xk9U50ajEZVKRfyF3W43ms0myuWyzGmz2YyDgwNRh5bL5RlFLkkc3jODwSAqJ7UaAoD8jGQJLYcAzPycAKJqS8C5R6WSCkqqVT0kbC6r717koVZsABdeuurew2fGBJj/XVasq6Xhl5NxFeAlYcW1TpKMyj2CUnwefA4kpHltfLbqs1cJM+7rTFKoKnY4HJifn0ehUMD+/j7efPNN3L17V/qfUBmpkj58T4JJVqtVlKuj0QjpdBqpVAq1Wg3pdBrxeBynp6d49OgRfvKTn6Ber2N+fl48kZl0r66u4saNGwI4UOHndDrFeorJL0FZNhxOpVIYj8dib8j7y+fZ7XalSTLv+fz8PNLptLwfFejBYBAnJyei8Oa9JpBXrVaRy+XkedHf32AwCCnPPToUCsHr9SKZTOLhw4dS2dLpdLC6uorNzU1Rvx8fH8Pv9+MHP/iBVK/9p//0n7C0tISbN2/i13/912G1WrG1tYWf/exnSKfTUp24tLSEhYUF+P1+sa7k+uc9oM2G2thUq9WKOpMEv8lkwnvvvSeEdCqVknmu2krwDOB84M8I/KrVOqrNA6+Hc51xBgBRThJkp2UczzUqsdV1SRUvqwGBi75GTLh5H9QEmuuUADJ/n79D0OCXxcpGVVwTtFK9+inKYE+gRCKBarUKv98vTYNVGz2KNfjMe72e9GJgc2G/34+5uTnMzc1JFSsAmZOJRAKBQEDWDBu589mwX9n+/j4eP36MWq0GAFLZRNUzgX8S1cCFNWOhUMB7772HQCCAeDw+QxpSjDGdTgXcYxxBkU86nZ6pFmTlBSu5DAaDVIrwZyoordfrRcDR6XQkjioUChLzkHwql8sCWpLEcDgciMfjKJfLqFarKBaLqNfr0g8JgPTW02q1IjghaMlBEqxSqcBkMsHlcsk8oDim0+kgEAjA6XSKDSCFO6yCqNfruHHjBra2tuQc4j5BIjmXywl4z3vCcw4A8vm8xCWMURjvarVaIW5Yvc57wljaarUiGAzCaDSiUChIdQ5B6lwuh+PjYwHjgIsKAuYSLpdLVNbNZlPU8uw70Ov1MBgMJL6v1WpoNpvSQ4KgM0mr6XQqBJfRaEQgEEAmkxHrmYcPH2I0GuHVV1+VanYC2QsLCxIPslKfYjRWZXEN8x5Vq1WpXolGo9Ijh/OawC0th/h6WiaxUp9z1ePxIJ/P/1/Ze74ug2eJWrGhVhMTsCVpTGESf5/7J6v2KX4CLqrE1Zia950gLQU1JBt4DvL5qtW5apUM5yPzPgrhVEEj431VEMk4yuv1iogROM9HIpGI2P3Roq/b7WJ5eRlutxuHh4fY2NgQ0VixWEQmk5GqLOBCoMmqfb3+vPE8BV/T6RQrKytoNpvIZDJij6WKIpjfkKjk/bDZbHC5XNKQndZYKp7B/iuMAQ0GAwqFAmKxmIjeWFnW7XaltymrJzj/2SPF4XBIfz7G3KwgK5VKMBqNWFhYgNVqRblcRi6XQ7/fRywWk1iL+VUkEhFrM+aWnU5HYiU+H1pwWywWIf9JIHNPI8Fqt9txenqKXC6HwWAgVYzML1n14vF4JC7T6XSYm5sT7ObJkydIpVISywaDQcmzGWOVy2UhaJmrM2+5nCORcOYc5JxWY3ieEawQVoVfjOXUOEyj0UjOxDXE/Z/7OeeBimHxPGJvKs5BxqDc63g2UrTJ674aV+NqXI2r8eWPbzSJotoG8e8EPICLShQ2nCMIolrUUE3KA0lVlvLQpIJBVeWowCJVVbSRACDeyABEhcHyTeA82EulUrh9+za++93vzvy+3++HRqMRewWdTodgMCheoN1uV3qfABBLlUePHuHJkyeYTqdYXV3FvXv3EI1GcXp6iqWlJcTjcWk02ev1kEgkhHQYDM6bZm5tbUlQy5/TPgeYtYjKZrNwu91SRt1utwUcoLqEKgpVscNqF6pISDZQeRYKhSRhbjab0liS6kGCYYlEQuwlqH5khYzP54PFYsHe3p4AYn6/X5JxqjQI8tITl6pMu92O+fl5sQWpVquo1+vyehIyVBfS158e61SfszT5soqI18AAs9PpSM8CWtcQCC2Xyzg4OEChUMDy8jLMZjPu3LmD7373u6Lwc7vd2NnZQaVSwdnZmRA9h4eHuHXrljTWHg6HSCaTyGQymJubkwRBBfMmk4l4dMfjcXzxxRd49OiRqLhINDJIVm0quO5UexUmvGrJM8FF3g8mKQwuVQCfwAvnFBMVqoqAc4UvLVKYxKgEzos+VLtClThQq0BU9SH/jfsh5+blahGVcAYuek5xP6USigE/E10SigT/OKepRFUV+fw7QXz+v1rarpIfiUQCXq9X/N7v3r2Ld955R0gLJrBUzDE5Yj8nKo6pTmc1SaFQQKFQkM9/9913kclkcHJygna7Ld7RbDjs8Xjw0ksvYWFhAYFAAKVSCeVyGcvLy6KgPj09hcfjgdVqRbFYxOnpqRAGVLNT3UjwJ5/PY3V1FUdHR+K5TxKBIgGXyyVNhFmZMhwOce3aNRwdHYmam3sqvz896GnRQWtHEqjAeQKcyWQQj8exsLAw4wVOCxWd7twv3+Px4Pnz5/ibv/kbfPTRR7Db7XA6nfB4PEin0yiVSkK6kASIxWI4OzuTapY///M/RzAYxL179+DxeDAcDuFyuQTYVkm7VquFWCwG4AKQ8Xq9CAaDGI/PLRY/+OADqQwsFouSZHKfb7VaAGYtCQeDgfR7YnJMMFtV9KqWJlw7JHZ4P9XG2FzRzwABAABJREFUn4xJqGLlHsdkW7WM4OeohB+BWMY0akKtriNeBxWqHC86iZxIJGTP41lOr3e9Xi97BGM0i8WCO3fuiKWJ0+kEAGlEzOdM5TL7fjD2W1xcFBvS5eVl6clAEYXJZBJyhtVi6h4WDAalmnZnZwc//vGPcXZ2BovFIoSFGityLej1etRqNWi1Wum5Yjab8fnnn8Pv9+M3f/M3BUysVqtwOp3Q6/VIp9OYTqcIhULo9XqYm5tDtVrFycmJkAgEZtjbiYAf7wG/OwBRCrtcLqlqOzw8hMFgQCqVws2bN6HX69Hr9cQWhfEC18Ht27eF1OXay2azIn6JRCICWBKMYxNlPgtWwTI2JWCoxnfsRcDP1evP/f+Pjo6k5wsFQuwZtbq6OtOQHQDOzs4wNzcHr9crxBNjPsZZjFGYi5jNZqnm45plZQ3vJwli7rsE82KxGPR6vViKJRIJuN1umM1m6R9I4giA2L81m00h+tjY2ePxCJHH+FSj0QhhpVav2Ww2mUOlUkkEXACE4A+FQpifn4fL5cLh4aGcc0+fPgUAvPHGG1KRwj2UpDYV+larFfl8HtlsVuJyANjf30ez2UQikRCSMhAISA5ktVphNpul4pGgvc1mw9HR0UzPQ/4dgJDsL3JVihrzMJ5TAVjVXUElQRjbqUQ9AAHp1TxXrZYiIcD9kmcOraS4LtVqTdq48T25xwyHw5l+JHxuPOfU89LpdEpvKfbCo8CGJCHnMK1czWYzEomE5FO3b98W2z3GAKzOZTwEXNim1mo1wQ78fr9YVNHulZVSzJW57lnpy5yf+ym/u91uFwtsfie1ooEVjFy7dKfg3gZA8ua5uTmYzWap8mBexh5/FBRwb6ZNlMfjQSaTQbFYRKPRgMVigcPhEIHgZDKZsaCcTC4stEejEcrlMmq1mjgZeDweydmZT/j9fqmQVHvqeTwesYGk64XVasXx8TGcTqfcB7PZDL/fL/G/3++X+1wsFhGLxWC326UaW/093tNMJiPCzVqtJmcehZu0BWNeqYq32ANXzZXUvIL7PytWeA10OeHa4D3jZzKW5zrlvCcpyXXHHFnNZSmcIcHJ1/FM5Lq/TOJcjatxNa7G1fjyxjeaRGEwB1yUMzMBZsB8WUHNZFZl7vknD0UGkwxCGEwy2WB1AT9H9aFkQEmgfTgcyu9brVZpDDeZTHD9+nW8+eab8Pl8cLvdksSSwFhcXJSAqF6v4+TkRBSRGo1GlCMkRw4ODoQccbvdaLfb2NraksDZ6/XijTfegEajQSAQECUZQXXgwkKFzdhYOcEAl+9FtW44HEYymYROp4PD4ZDgjKAbg2aqNdjfgwks7z+/P5U1fr9fGuSNx2N4PB55b3o+O51OJJNJGAwG+Hw+se2q1+vY3t5GJBKRhIsVGQRqAUgidnJygpWVFXmWVEoCwMHBAarVqjRe5XyiOogly0wcSNQw8OR9o5KbQA8DOM7XYDAoRFylUoHVasXR0ZGAc7RY0+l0WF9fx3e+8x288sorMwqa9fV1nJ6eiipvd3cXzWYTFosF165dk4RTVfiz4SxtfegV7vf7xcd9c3MTh4eHGAwGeO211/DgwQMBNKnKZyDNRIHJM9cGgQ3VYqbf74uCS7XIU+cY/66SIlx3amBPBRw/m0nEL0MAqQKI6p7I+wZcBNick7x/6ppWVe8qycLEQCU8+G8q2cV5qCYDnP8EmNTyfpJ2tFBhVQjBThJrXK+qDcl0OsXGxgZ+5Vd+BdeuXZN5xsSEr1HvAZNj4CKhYfVerVZDNpuV5E+nO+8HdXh4CK1Wi3g8DqfTiX6/j2g0Cr1ej2g0itu3b0sF3Pz8PMrlMh49egStVguPxyOgOQkVi8WCSCQiRCrvNxNjrleCE0z4uEZ4n+klzu/h8XiEgKWK7uzsTNTDrCRkE2n2vOKeNjc3h+n0vGFwsVhEt9vFyckJFhYWoNVqsbS0BJPJhGw2i9PTU9y7d0+Uxh6PB8FgEH/2Z38mSaLFYsHa2hoODw/xH//jf0QymcRLL72Eu3fvot/v45NPPsEnn3yCXC6HdDotfSR0Oh1WV1dlD1aBblovUt2o1WrF1iYWi2F9fV3AwCdPniCXyyEajQoBznuqzk+qIzUajfRu4nykrRkw20eFRDDXEclkANLngPGFumaoEOV953qjnRx/X1XyMmGncOAyyMQ/mWBzPgGYUcW+qIOiBVX5r+5lnO8E6G/duoVbt27B7/ejUqlIs1raQTHO47xTAUKd7tzDfn19XYDpo6Mj7O7uolKp4KWXXsL8/LwIU2iTZ7FYJLYhmLm/v48PP/xQKtEY1zBGYtxI8pCVT2yeTaDK6/Vie3sbt2/fFuCFClhWOnQ6HcRiMWQyGfGX1+l02N3dFbCJlqoA5HNKpRL29vZknbCBugp2cr1QwMJ93el0ztjZ8t61222Ew2GsrKzg/v37Qqbq9Xr4/X6JUQhg8ayg1Rr3dsYbXE98blSfswcO9wuKlkig0qaGZBoA+Hw+nJ6eSmUS44dqtYo7d+4gFAqh2WyiUqng8PAQDodD4hra0XCNEgRl83q1qTXnJ0U5PBvNZjMWFxdFSZ3P5zEajaRvglarlbjT5/NJbExQkvsiCURaVzYaDbHqLRQKcLlcAgyTnA8Gg9JrZjKZCJlmsVjg8/nQaDTQaDTg8XiE4KYdMc/ts7MzrK2tyT2giKhcLiMSiSAUCklMP51OxSItFovhrbfegkZz3mfo9ddfx7e+9S2MRiNRz7PChP0P9PrzPn2tVkss8ghqE6Tk/knC4EUeamzF80MVpKjCFFV0yLib64xx02AwEDCX81O9l+o5qoLArKrn+12u1FIrjxjPGAwGISRV4Jl5O/dv5sYApOm4z+fD1tYWACAWi0kFKKsHCdY7HA4hM/R6vRCsk8lEKpWKxaLsodyHVXDdZDIJITg3NycVG8z92+22xAWMhX0+n+wBjBd0Ot2MnZ7RaJQqWAruGK8RoKcbBmMgl8uFQCCAg4MDEdmo8UGr1UK73UY8Hpeqv0wmA7fbLc4BvJe0F9/e3kaz2YTdbpe9xO12S1Ucz0WKQ5i7USQXCARgNptRqVSktyr7fFLcyHiUeVu1WkWtVhOHB+7h3J8vW3PyvCKxTpyG1YGFQgHb29vw+/1yLi0vL2M8HqNWq8mZRBKdZy7vH89hi8UilpZcU3TfUHMqrjOSGozDSEYytlftuFQLVsaJl2NAPndVWMN5RmyFr6eIlPkzAPl/vuZqXI2rcTWuxpc/vtG7q5owq6pRHjAMBAFIYMnEgaXhaqmyCrIwgGTiy8OKalaCHARfqCRkeT6DIB7UALC2tiYA77Vr1/B3/s7fQTwel4A/Ho8LsDeZTFAoFEQ9XK1WkU6nBVS32WxSMbK3t4dsNotwOIx4PI5KpYLnz5+Lao6KH5fLBY/HI42XT09P0e12kU6nJcAZDM6bdxIcYjBGFQkDSYILBPyZ8KqJOO8FAXCWxrJhOpsIUp1DJSZtgliWyoCHCg826+S/8fsxOK5UKuIra7VakUwm4XA4RJWj0+kEUKCv7fHxsdipsWcOPVpDoRDq9bqUMlOdRCCa5E673Z4JwHlNer1egkFVZQJAElCfzweXyyVqaDZbpjKIBJvZbMb3vvc9LCwsiDp1NBrh4cOHSCaTyGazuHnzJl566SVYrVacnZ1Jc9mbN2+KypPkS6FQQC6XQyQSgcfjgd/vR7fbFXsbALDb7Xjrrbfw6aefihXK0dGRJOAApEcM54EK3qnBIoNVJhAqoMm1y0BRTQhJyKgq68u2AVzb6nr+ZRhMikmOUYWkKoqZYF22TPtFAINKTlGlqAKUwIWFCu8735PkMi0DAAjpAZwnsARBqO7j81NJICalAAT8DwQCshe/8847ePvttxGPx8VCjlUm/B1WV/H+qMp9Em9HR0f47LPPhDhxu92IRqMol8v48MMPEQwG4fP5BLy5desWrl+/LgCE1WpFLBYTZSMVimzIm0gkMJlMcHx8jFu3bokvd7VaRbValf2HRCtV9FRSjsfn/tu0HuT6YWUMnwNBJZK57NvE+0BAQFWhMrnr9XrY29vD4uKigM3cA4+Pj1Gr1WAwGOB2uzEYDPDw4UNpEn/jxg04nU58//vfh8FgwOrqKt599108evQILpcLGxsbSKfTePfdd1GtVvHtb39bwDEq5mOxGAqFAh4/fgyLxYKbN29iY2MDa2tr4k8+mUyEAGaCD0B6TgGQHmAajQbXrl3D+++/jw8//FCUo9xfSLTxLOe5xmSdIgbVi5qgk7p3c47z9zmHuCaBi2ai/DsAIYNJynC+Mpnn2abaTaivpypYVSGqft3cIxkXvcjVeLyPnOMEEnjfqPbt9/tYW1vDd7/7XQGdaPFGcI3nFWM+dR1QUGK329FqtbCzsyPkRz6fx+bmJjY2NhAKhcSKiOrbYrEooLXdbsdkMsHDhw9xfHws65ffw+/3yxwj8EaLGovFIk2+x+PzXgA3btzA06dPZ0Am9slgU17em9XVVbHcGo/Pe5ixX1Kz2ZTX8WymBR0rC1jp1Wg0EA6HpfrC5/NhOp1Kr5Ozs7MZcJCVAcvLy3A4HDg9PRVLRofDIYRuNBqV3hckNhhr87tzLTGO8vl8co/i8bjYkXI9stqG9jZms1l6VvF+UVBULpfFamd+fh65XE4qrVOpFCKRCGw2mzRILpfLYglEQRH75vT7fTQaDQSDQTidzpmeCTzreAbodDq0220ho6PRKJLJJPL5PHw+HwDIHB+NRlLFmE6nZ5TUtGW0WCx49OgRQqEQNjc30ev1UCqVUCwWpcqQqmmSy41GQyzlaKdkNBoRDocRCoUwHJ73KGQFOasCXC4X+v0+KpUK2u02crkcjEaj2O+w4iaTySAcDks/E74uk8kgn89jfX0dr732mlQGARBB0tOnT9Hr9eByuVAoFIQ8JIl2/fp13L9/X0RZanUgwc8XfRCgVUl7nj38/vyT94QV42rMqIpqKBhkxQZjBwK7qqMDYz/gooKS78neELxGzh/mvexFxu+hEhc8CxnzkNhbXFwUG2fGAz6fD8ViUdT7brcbDodDqvdY8WK1WoVs6/f7sgauX7+Oo6MjqXqnmIR7JityaQFIIRhzW8bf0+m5HVcgEMDc3JycI9PpFJlMRuII3ke6XXA/KpfLQvzqdBduBbTBAyD23ozhaHPHPICOD8D5eg4Gg/LduDfa7XYR0w0GAxwdHYl9IgAhcH0+n/TEYiyuiqyIfZAsASBuBrx+2iwyR8xms0in01KtyHvJXNpkMs2IhFg5CQDpdFp6vqhCVtpKTqdTEVeurKzAarVKJcvBwQFGo5HgCypmxApj3lPOX1XAx7iMmASrRHgdxJz4M2ICzL0YcxA7YgypVpDxXjCHZfUOr02N4RmbqPkz4z0+/18GEvlqXI2rcTW+ivGNJlFUcEAtp+T/U+msllwykOO/q8Ar7YIYZNBmiiAXD0cGcuqBxvfmwcVEiZ/h9Xql18jdu3fx7W9/W5Ja2rSUy2VRXnk8Hmk4TNUxv8vS0hI6nQ6eP38+00Td7XZjb28Ph4eHUiKr0WjEruXJkyfweDwoFotS6VEul6UCQgWAfD6fWI3w/mk0Gqk2Ydkug55er4dwOCyBAgN2KhKZ0MRiMcTjcZRKJVG2UW0JQJ5BOp2Wzw2Hw2KNoZb001uVtl9Pnz4VRZ7b7RaVYa/XE+sAWnY4HA5RthmNRklmqQ73er2o1WpCpBH8YIk2Ax6ClgaDQdQ2JNV0Op0EiUysSZgQPHC73ajX6+h0OvB4PFhZWUGtVhMCiEGY3W6Hw+EQKyIm6CcnJ3j48CE+/vhjASfK5TIMBgM2NzcFPD04OMDnn38Oh8OB3/md38HCwoLcczbMnkwmojZlQsYA2O/34+bNmyiXy1hbW0Or1UK5XBblFFWoBB0JZNGDmao0zi9eFwNFtTwauCBImIRzHTJYZHCpejirycll0P9FHpyHrJJSS795LwgEX1ZrAxckB//j6/gaPhM1cSYQx2dOEIfXwcSGexb/zvdVyWsCZlQ9qtdBIpY2dlarFb/yK7+CH/3oRwLQTadTUTurQwW7ObjXDgYDlEolnJ2diW88VXoajUZ6joRCIUkGV1dX8c4776DVagkQFYlE4Pf78fz5c7TbbXzyySe4f/++gPOs1rp27Rqi0SjG47Gssf39fQAXa42AIf2gM5mMqA/L5fIMOWk0GvH666+j2+0in8/PJGdUfXLvrtfrsg+qz4TNmUkmsB9Xu92Wz3I6nWL5Q/KVoFqhUMB//+//HS+99BJeeeUVbG5uIh6P486dO5hMJmIvOJ2eW208ePBAQMVkMomlpSUBZmlLdnBwgFarhcPDQ+zt7SESiSAej4uilES3Wl3BHggARCFts9nw9//+30ehUMAXX3wxY53A+cCqNbV/BlXkl1V/JCv4+wCkmgi4ICyY6Kuv5T6mqg0ZS6hkLxNwVRnJ9+FaIfmtVpkQzOe65RpkzPMikyisROB5MRgMpDEsfdjH4zGi0ShCoZAocIvFIlwul6wVPj8Asv7UamSe8SQ5M5kMqtWqxJHxeFyIPavVKn0mGActLS3BZrPh+PgY77//Pt5//315hgStWYnQ6XTQbrfh9XpRLBZFEazRaJBKpVCv10VdOj8/D4vFgr/4i7/AnTt3RC3LWC0QCODs7Ez2Kyq+jUaj9EZg3w0CRwQl/X6/gJK0iVtcXMTJyQnS6bTsvaFQCJPJROxCOV/b7fbP9a97+eWXZb3W63WxUFRVzjwPONrttvSaqVQqoh4fjUZSOajut1zHjMO47qhQ53emFSj7fJDUiMVi6PV68Hg8Ql6122189tln0Ov10j+F5CwtCNlbkN+DQC37yAEQIohgrFqRxvc7PT2F2WyWyiar1YpUKgW/3y/Nux8/fgwAODo6wu3bt+H3+xGPx/Hs2TOsrKzg5ZdfxpMnT8TKdnFxETabTUBcxk2sDK/X65IXcf8j+UEin4A0mzr7/X50Oh2cnJxI/MgG0LTsYl7CzyRASzU7cF5N1u12JZ58/vw5EokEXn31VXg8HkSjUakMZP9EArLME7RarVRAMga02WwzFXyMKV7EwfiX5wljPZLFl4UxzBu5V3CNqHGjKsQBIPm0+jPgou8lY0GVyFaFH/x/7rMA5LnRio85tFr1r1btsrpuPB6jUqmImM1sNqPRaAihyPXLc7fdbsPpdEqvTP6OSsJyXykWi3KPSCaz35DD4UCv15MqMlZjMTcNBAIYDAZin7y6ugqz2Yx0Oi09XEiW0LJqOByi2WxKD5Bmsyn5EnEI3udCoSD22ZVKBVqtFgcHB4jH4xK31ut16bvBPYjPlNUe7I/JXkN0nmCcR6LA6XTC5/NJHuxyuYScN5lMUnlGUtdut8+QPd1uF6VSSchpCgA6nY70PuJ+zcpNzguuY5UMomiw0WggkUjImeZ2u1GpVJBOp2UuVSoVIZZGoxESiQQAoFqtIhqNSm+p8XgspApFMbz//HzmLYzRGG9wqGQfgJl1p+47l6tN+FnMX1RS8zJRwlhDxbJIUvJ8nkwmMzazzJWvxtW4Glfjanz54xtNoqgAK4M6grYE/XmAEvBTvSR5MDFp4H8ECgmYsASTwR4PNR6IVFcT/KBqj83YrFYr5ufn8fz5c7z++uvweDzweDyo1+vikX12diaBDRu1BQIBOBwO7OzsSCNHEgP5fB6pVArRaBT5fB5utxutVgvJZBILCwsSpGi1WqytraHX6yGVSmEymUiCz5/RAsBoNIpihyWvDFIZbDMo0Ol04qHMppNU31GtwtJY1QeXQQ/f0+v1it9yuVwWq4BSqSQN5dQeIQaDAfV6HXa7HZ1OB8ViUapRUqkU1tbWUCqVhMhJJpMyBxgoq4oiVluQTKGnPYNnqixtNhsqlQpOTk4Qi8VQLpdn/MNJomSzWUkMeM8IUnO+UWHK0mAqkUKhkPjqEshhAut2u8Ujmqqg0WiEer2OXC6HUqmE9fV1tFotPH36FNlsFu+88w42NjYQDAaxvb2NVCqFTqcDm82GH/3oR4hGo0gkEmi1WqjVajMVL+PxGMViERqNBjdu3ECtVkM4HMbW1hZu3Lgh64eJmcvlkgohrhcCfgS3VMsL1W6B4CbJFq5tAh5q7xSqgghW8D2pJFe9my/7yL6oQyVF+H35XLgPApgJqFVQl/uj+jwByD5IYlItDecz4M+Y8FJFTXCZ4BZBQs4FADMewkx8VOU/AUj2JrJYLPjd3/1dvPzyywJ+chDAVr+rClhz9Pt9qepjldZ4PBYLxL29Pbz//vtiv0iQ7+WXX8a9e/ewsbGB//bf/htGoxHu3LmDWCyGdDqNZrOJbDaLbDYrzd8nk4n0fFpfX8fNmzfx9OlTUTjS3olAJYFb2tpQGFAul9HpdBCPx9Hv93FycoL5+Xm89tpr+PM//3Mhnvv9vijxmNgnEglJzP1+v+zBhUIBZ2dnUhVGy8hWqyXriPsanxNJYO4JtMkajUbY2toSkPVb3/oW6vU6dnZ2pKfE3t4eLBYLHj58iFAoBKPRiN/6rd8SFb3FYsHJyQkCgQBcLpfYF47HYywsLGB9fR0rKysIBALw+XwCYrJfhPqs6fs/Go3w1ltvSTNRNmq9rNRVFYDs38D/556tVneogBATZBIcTI7VChSeB2oVHZNsdU1xqP7bjCsACHl0OTlX7UlVtaQKiL2og8AvAR7ua4wPOH+dTidyuRwymQwikYicvbxv7XZb5hvVstvb26KcZwxTLpeRyWTkuZlMJkSjUdjtdpTLZeh0OrGVabfb0hzcZDIhk8ng/v37+OCDD1Aul+F0OuUcTCQSEssSXNfpznvhpVIpPHz4UHoykcy02+3Y3t6G1+vFyckJ3n77balyY6zI+DIejwsoyDjI5XIhHo/DZDKJrQoJIFYD9Ho9+P1+6PXn/WUODg5kfvJ8LRaLQoKyKpqxK6/f6/Wi0+kIiM++MO12G36/X2LObDY7E4ezKpH9UwwGAxYXF9Hr9aSXFWOAVCoFg8GAQCAg11upVOScI7CZTCaxuLiIdDot5xbV1J1OR8DWarWKcrmMRqOBl156SYROKysrSCaTEt/V63WxGmKVBS1WqtWqrO9qtSoVvoFAQGzbWGHOc3FxcVGq2bmXc3+eTCY4ODiQ/YV2stPpVKzL0um0qPZZUUVrnF6vh2KxKL0aer2eXAvXAqvPAeDZs2dot9timbiwsCA5BKsD2dug2WzKvsx4W60K5vrgHqWSjqy6ZM+qx48fi4ghnU6jUCjAZDJhdXUVc3NzaDabKBaL0Ol0UsXNuU2wmJVoPBNf5KHmqry/JNNJZJAYoFBDJeuBC1EizzzG0pzbrOzi81WrfLlWmWupwD3jC+4ZKtjLOJHVavwMnU4nTgSsRCPpHAqFUC6XRQSo0Wik2bnal5FCFF4Xz2cSIO12G/v7+9IcnVWtrAwbDofSxF21cnK5XBLrsuIql8sJ8O10Omd6lqjV2bwXPJMLhYLs+yTNWRlD4Ycat7daLWSzWXlGNpsNzWZTRCmsGiZ5SUcGVs2lUik4HA7Y7XZMp1OcnJxgaWlJSAzmurTVpZ0187ZyuSzkBa0pLRYLrFYrAIg4kbkx5woAsQyjpR+JI1YiMafk67iHqfvFaDRCNpuFyWRCLpfD4uKikEwrKys4PT1FtVqVGDCXy2Fubk6EqOxlRmKeawcAAoGAxIgkfZm/8H4zBlPjK1by8OfqelPzMv5JIYaam5KE4z6ukr4kRJkrc11z3+fa4e/yfS9XMl+Nq3E1rsbV+HLHN5pEYaCoKjSpFmBwx4STqisCiwTsLBbLTPkkDzsePlRE9Pt9SUoASJNP2gMwUOLnMqhnUlUqlbC2toZvf/vbyOfzYgvAJHR+fh6ZTAadTgfBYFCu4eDgAM+fP0cul8PKyorYxhSLRTgcDkQiEbFX2d/fF0/8cDgsAJbb7cb+/j5u3bqFXq+Hs7MzISTcbrc01iQBQjUPky8CN6z4oN1Wr9cT2zJa6qhl9GqAzufEcnwe7Eye+btUMbKhpMFgEAKKz+309FTUm/xPp9OJd36j0UAgEECn08Ht27dxenoK4LwpJgB0Oh0B1qjKoQ81S8LZMJMN7fmsWYWTyWQkGGagy5JqgiYAJAkhOcPEVa/Xw+v1wmg0olQqzSTNtPwh8EIQj4DC3t4enE6nJMLz8/MoFAqYn59Hs9nE5uYm7t+/j//xP/4HPvvsM/zwhz9ELBbD1tYWvF4vzs7O8Cd/8if45//8n0ulj9vtxtHREZaXlyWYLJfLCAaDsFgsSKfToqik9Q+bNnMdqeuP95MABueFWt3AYJPBIME/g8EwQ0qyFF5Vx00mk5lqCNVmgAptltq/yIOKV64vfnfuHyqAyrXI+6eCryqgy/t5eR9ULcP4eSo4oTbk5mczUVYJZuDnPYAvJwVMeGw2GyKRCIbDIb797W9jbW3tFyqrVALmMmjMfctqtaJUKuGjjz7CZ599JmBjJBJBIpHA/v4+fvrTn0oFWrPZxOLiIuLxON5++234fD58/vnnmJubQ7vdxvPnz/H8+XMkk0k0Gg2k02ns7e1hY2MDPp8POzs7klg3Gg385Cc/gUajmQFPeT9VMNBqtSIajeLw8BCNRkPAKibGrJQrlUqoVqtoNpt44403sLu7K/uw2sB4Op2KLQyVfGyOTfWbTqfDwcGBJJe0eahUKpLQk6yeTM4bO1cqFTgcDjx58gSlUgl37txBuVyG1+vF66+/DgACWFSrVTx79kwS+Eajgf39fUkAC4UCRqMRvvvd7yIUCuGzzz7DT3/6U5ycnKDVaqFUKqFQKGBhYUFIukgkgsXFRak65Fwi+TYajbC6uoq/+3f/Lt577z3s7u6KChS4qGIgWENAlQpAdY6TuCBZqybJBJOY/FMdSDsUAkXqIKDDtUjRAskbEjncF7k+1Uo9XiPBJRII/LlKFr2og1UiJpNJwFKCZgTMnE6n9IJgBRVFI7zfZ2dnQlJQmEF1KKtpc7kckskkKpUKwuGw9GNJJBIz4Ek+n5fKKZIyp6en+KM/+iOp+mR1A/vkEfShqpskAGMy7tVUQhOgdjgcQh7VajWxs2u1Wsjn8/B6vWIHMplMpG/EdDqVWJO9h8bjsfRCGY/HAvZUq1WMx2MRt/As12g0Egvx/RqNhljABAIB1Ot1OYen0ykODw+RTqfhcrkE5GbTeLUnEZXl4/FYYibgnGDwer04ODgQwogkxWg0kgbLo9FIbFjVSq1sNovpdIrT01Mh6pvNJgqFAiaTc4/+fD6P+fl5sdDp9/solUqIRqNwOBx4+PAhWq0WHA6HVLFwX1HjDQKBaq8JArMWi0WEOCTMGP9SOb+xsSGCFJL0nU5HREXT6RRvvfWWNJPmWcB+EiTCgfOeg/ycUCgkNkXcy9k7yGw24+zsTEiIer0uPfMYZ0+n53a2jUYD0WhUYsTj42OJHdh3i3mGWm3D/MJisUgcO51O5doJ8jNe6HQ6aDabQqBTSJPNZsX6SLW1JMDPmPoySf0iDhK6PB8YizGe4rxUYwLONw7+TK34plqee4GaB5G0ASDPRD1zmAvQ/mowGEj/I1VgoBIMrCphTkFCQ6vVwuFwiI0gCRMK4XK5HIDzNed2u2G1WmWPoi3hzs4OHA6H9BehCCOVSgl5x74kqk0U8w7GsaxwY59OxpG0m221WggGg2JZ9/+x92dBkqbXeR/+5FJbVuW+1752V6/TM8DsgAAQGwGSkgzYYsAOhy7oCzssOUK0bnRjiVe81I3JcIQtkw4HGQhSEgEuAAQPRiA4xAx7MIPpvfa9Kvc9a6/K8kXF7/RbDcr/oA0O/hjWG9HR3bVkfvl973LO8zznOR6P50JfLAgs7LHYWzOZjI6OjszNAGJBOhf/UAl2dnamdrt94XcQIJIXc48rlcqFvIscmT3G6/VeIMNSqZRVkpVKJVWrVYsV6flCxQb4BTaIsVjM8Bas9xBIMbf4XJwpkBE8K3pZlctlq5Bizm1tbSkcDpuzBHsUFeRYbrJnQuxA6tBPxePx6MGDB2q32zYvEUOUy2UTUfr95326EDdB8HGeSk/jD77mkoeQLr29vdaLi3XFunTdUvg9chmIH/pO8TUEbKxHV0THOQMm4ToJXI7LcTkux+X46Y6f6+jyWZYd0AO/Ug66Zw8mgBKAVoJFAieSDUlmc0WQ6FYJAIKhXqA8luvi8B0dHVWz2dTU1JQpaUZHR02Bkc1mValUrDoED+Pp6WktLy+rUqnolVde0eTkpNbW1rS0tKRqtWq+rYVCQZ1OR0NDQ7p+/bpOT0+1s7NjdkfLy8s6Pj7Wa6+9pkajoWw2awpr1B0kGgQQANQoSkhUUJbgO723t2clw1hQNBoNSTLlEQE1ap6ZmRl5PB7dvXtX6XTaVIrd3d0aHh62UmGf77xHQSqVuqAw2trassavlGPTuB1whMB8ZGREhULBkvh6va5qtWqWFdFo1Dxyd3Z2TIUKyEugDkBNpdDQ0JBOTk5MrXh8fGwgAA0L3VJ1FDeUYjcaDesng/qHRNKdvwRGHo/HSAtInWAwqFgspsPDQ73xxhuan5+3r01OTqrT6ajRaOitt97Sc889p5dfflkPHz5UIBDQw4cP9eabb+oXf/EXFY/H9fjxY42MjBhBl8lktLa2pmAwqOHhYQuEP/axj+lHP/qRksmkNd5rNpumYCfwpXoBP2XA18PDQ1NYucQHKhvpaaJHkAhoz1pkPdNTh2CRQJ3nxR7xUR4ketJPVl/wb+6zS64wP/k5/riKReYg5LIkA/9Jnl3lvUtguyAx78H78fylpyp6iBq3SWMoFDKblU984hP61Kc+ZeAith1cgzunuDZIH0nmtb+wsKA33njDKiP4XPfv37d/9/X1qaurSy+88II+9rGP6eDgQKlUSs1mUx6PR0NDQ3r//ff1F3/xF0Z8Q+ahXFxbWzNlNCQQQMf+/r7y+bxarZbi8bgKhYLtGwC5GxsbdtbU63UDgN3Ea3NzU5Js/+vq6jIFudtXCvIYxTP3pV6va2RkxOaQ3+83FbVb2QlB7IKO8/Pz9ow5RzY2Nmyf7Onp0fXr1209UnV55coV633wwQcfmHVEPp/XCy+8oGvXrimbzSoejyuTyej/+D/+DwPs1tfX9dxzz2lwcFAPHz7U8PCwms2mXnrppQsVJvzd29tr/S8qlYpyuZwikYjK5bKRQy5w5FZxsPcyZzlX3Oorvg54DpDOPkc1JrEEBKVLFkII8Z7MfYBHSReqyXgdV6mP2tu9Xtb8s9ZnH7WB8hkAlXgGxe/AwICk8/WfzWbl9XqtUiWdTuvg4LwBMU3HM5mMWfBdvXpVHs95s2sqozqdjimNS6WSxW9UREFIUD3q9/u1sbGhb37zm3rnnXfMxkU6BzpRyQLQ8KyIw7CvAzjM5XIKBAIGtjebTUnnYo1isWjVaOVyWePj41Z1RqUrhCjEU61W0+bmpjwejxE53DPpacUhcxBwjHnebDbtugFAXUETVRTE5qlUStFo1MhDrAO5JuY2NmBUHSNGmZqasvuLBRmvEYvFNDU1JZ/Pp+Xl5Z+ohIhEIrYXQFpL53ZSyWRS+Xxe6XTamhzPzMyo0+mYiGNra8tIrVgsplAopK6uLrPvYS55vV6l02l7f4DecrlsYB6iGpTt0vmZDRHI2RYOh21uFwoFhUIhi519Pp81nx8dHTWC3ev1GjFBX0MIYF6TWBMrN9eGGHIKoJbcqF6va25uTl1dXfa8OBMzmYwqlYo2Nja0vLxszbwhqQGz6U3l8/k0NjamWq1mvSQhFOll0dPTo+HhYSWTSX3wwQf2+SORiHK5nGq1mlW/YylLc2uerxsffZQHMR3zzf3c5GyuhZpbAc45w/wgzmANUxFPhQjDJf/cykv3vYk32B94T66Zs5O9E0urk5MTs+7CTiscDsvj8VjVvJtLcHZCSGNnBcjNNbjW1ScnJ9Z8/uzszPYR+meSc0DmQKgiHCRmJXag5yZk88nJiUKhkOEBVHhVq1XLC2OxmO27VCgTdyNG472w4uJaiMO5F4hs6vW64vG4ER7k8F1dXZafb29vG1nN80VwOTo6ar0uo9GoqtWq9eqUzkWKQ0NDll9SXUdPU8gW8nryAlcQQC7NHsjXuI/E08wb3huSw+M5t12lMnJ0dNRIbnp45XI5XblyxSp2yuWydnd3dfXqVbO8pooQG0XWC/06yV1cdxLOLtcdgfXixnvEvsSFPFd3nbniH9fOlTia77kxuSsGZu6xT7vxKWvy78L+dzkux+W4HD+L8XNNorhAIP+m7Ndl+iVZwEMwSXWJe0BxEPJaWAwRZKIaweqFZAfbKgANDnhJFuR1dXXp5s2bunHjhgVLXV1dWlpaMjD67OzMVC2np6fa3NzU7u6uhoeHFY/HtbGxoa2tLd27d88UlaVSSdFoVLVaTbu7u+ahLcnUyARjqBTHxsa0tLSkTCajpaUlU/VQFo9HNcA4gSgBjhtUSLJgkwRaetoo7uDgwO5vOp3W2dmZstmsdnd3zaaJIGRkZEThcNgSaJI/wEmUtqOjo1pYWLgAPKHsQ/WEh7n7+lh7oUDKZrNWqj0wMGDWYvF43ALtcrlsdjgku+vr63r11VcVDof14MEDszAgEDw8PDSAAvCRayXB8fl85vF6cHCgbDZrc4AqDlSfeJejspqYmFAmk7H3u3nzpq5du6ZvfvObGhoaUk9Pj0qlkn7hF35Be3t7euutt3Tv3j195jOf0f3793V8fKzr16/rz//8z7WxsaFf+7VfUyKRUCQSsWqTQCCgW7duqdFoXKgkIZHZ2trSyMiIWbG5ymmIKOaBz+ez58OA9MDDHrLE7Y3DazxbwuzaDvBvEjcXQAdU/KgPEg1JF/YvnptLDvM8XKKRe0RQTsAvPVVUkei4yQTEC1VqKMD4OV6XOcxe4Ab5PGMSKEYwGFQoFFKz2dTMzIy++MUvmtqMhIzeIlwngDR79+7urvr6+nR4eKjt7W2trq7qxz/+sQqFgrLZrIaGhlSv1y25mp2d1e3bt61588zMjFWNdHd3KxAIaGJiQkdHR9re3tbOzo4GBgbM5oGk8v333zfQyuPxaH5+3hSYIyMjajQa2tnZMUKCe00CCPA5NjZmZxpEhCRTCtKTAaCPpFk6T365n+12284CgE4U8lQhSudJXSqVUrFYtCSfxI6z0t3PI5GIpKd9SN577z01m01duXJFd+7ckd/vt74usVhMExMTmpiYUDqd1i/90i/pT//0T7W2tiav16uPfexj+vSnP62hoSEFAgGNjIwYsPDo0SNLbB8+fGgg2Y9//GNrmHzjxg3dvn37AiEknQOG+/v7SiaTZsMIicO6wK4BsAlgiPP8WYKWteMCOOxfqDTpvQGAy7p8VnXuJrsM9/9uQu7GIe6aZc/j/y6Z+VFXYbvqc0m2pyHuGBkZ0cDAgBqNhiYnJ616k2fY399vvcb29vZsnbj3t9lsmuId4cTu7q46nY6uXbumkZERIypRNB8fH6ter+vw8FDLy8tmW8dzjcViSqVSBt4Xi0UNDg6a0CcejxtBWalU7EyFNKLiUpJKpZJZaTK/IObOzs7UaDQMrIZ0gVxsNBqq1+sqFosmyKDamZgDYOzZ+9Df339Bqc177+3t2e9B1kjn+wRCnFqtpkgkYvszgLvf7zdBEfM8kUhYdR19M6gagRDgs7PnupYmEE6hUEjj4+NqtVpKp9NWMUGVH3uj3+/X+vq6iXoAUbHgPTw81MjIiMrlsgYGBszasFgsGklweHioSCSiSCRicR2xH8Aj/QUODg5UrVaVSqU0NjZmlUAovSUZKIwQh/dYXFxUOp3Wa6+9Zip7YksqWOgVAZhKPNlsNg04Js/BNg1VN1ZHCGWw9hkbG1M6nTZwF6B1d3dX8/Pz6uvr08svv6zj42NTkBNP9/T0aHx83MDm09NTDQwMWN898giqX0KhkGZnZ/VXf/VXWl5e1uzsrAGSnHn0Z+S8pBrpWaHdR3lwPrjgLHuGS4pwRhIvcza53382J3aFhq6a3gW4XfIPEJw1TQxFDs3XuE5Aab6PiGBvb8/set0qA6qW2He6us6biCPAk2Q5F4SMJBOksF+yb7AvEefw+aiMODo6stiKSmXyMyoi2u22kSinp6dmXwdJ2W63tbGxYa4Wu7u7tgdCUhFLdDody395VuxXXCMWuOxfEO/cJ3J2mt5zXyACcHygWi8WiymTyZjtF3ksmApVEI1GQ/F43OYV1WJcq0vIcg2IHFutlpFUfA7OCSqBOXvpgwQp4uYP/A5iVarBmRPBYNA+N3kE4tDt7W3rZYjDAnGq+9rkQ4gEyDdZD27MRozorhXmNnG028/EFZmR27qEJq9NDOliLZz9YE3sc6xfYkLuhXudl+NyXI7LcTl+euPnOsN+9sDp6+szNVen0zEAmwMO8J8Emq+5pACJBgdhIBCwqhNshvr7+82CBSUaAb0ks2vAsgtFYSKRMGX13bt3dfv2bXV1dalYLJoiAv/oVCqlQqFg5evlcllzc3N67733LGDpdM6twK5fv65Op6N8Pq9ms2kKEICuq1ev6uMf/7glJUdHRxodHdX4+Lj6+vq0vLxsJAGJMEEjKklX2Y/qFyUGCR1l31QJAB5RqYJK5v79+9Zjg8Cvq6vL7hm++IuLixYcxuNxK4nNZDJaXV2VpAsEB+psgh8SeFQ9lP6iYCRhAPBKJBLa39+3pqOAi5AkXCOgBveISgkUk6irAaMhCZrNptnGuYE5QScqVawOpqamTKEO8TQyMqLZ2VklEglJMkuwf/SP/pFKpZLm5uZ09+5dHR8fa2NjQ9FoVM8995w1n4/H4waY3Lx5U3/2Z39mfQwIFFOplCk/fT6fqUE9Ho/1scFmiOoj1KFYjmDFAUjI/XYrtkjISJykp4QcwDRBIvefNe8qrklK+L9rIfZ3QYWDysy9B9JFcoWBIhjQhGfD6zxLcLiAslvlBShDgso1uKosSUaosAaZVyRfvAeVbPQ2wdJwcnJSX/3qV3XlyhWbK+5eC6CIYvD09LyHEKANftEPHz5UPp83a4ezs3PLQ0lWFdLV1aVPfvKTajQaOj4+b/bYbDbV39+veDxuynUaWUL0YD1TLpdNgYgdH2cQvYwWFxdNzb67u2s9qFBSBwIBS3jpUcA+xvUkk0n19/crEAjYtVINye8DgmUyGRUKBe3v79t7QuKiWgfA7O3tNYCPuYNNFKCHawXmNiNuNBrq7e01G650Om17xvb2tm7evKlXXnnFAIvp6Wn9o3/0j/TBBx+oXC6bLz99VzKZjLLZrL761a9arxqaar/99tsaGRlRf3+/8vm8vvvd7+rHP/6xfvmXf1k3btyQz+ezHg1UFQ0ODuqll17Sv/23/1Y+n8+AFOYn55UrhHjWno41Ij2NOVgzEMKQMj6f70K/ApJnF7Ry1wxrAlDg2YoU1hP7mgtc81ouKcnXXUvNj+JgPQJQ7+3t2ZmczWY1NTWlfD6vYDCooaEh9fb2amBgwNYCJCZ9UkKhkGq1mu1hh4eHRiAwl9hTsBHheRPfsE5OT081Nzen999/X+122/bPRCKhRCKheDxuaxsSmLjO4/FYzyH2TUB5gCUsvOgXEQqFlEqlrK9Iu93W8vKycrmcpPP4eHBwUJVKxdTKgUBAmUxGGxsbajQaRuQS7xKfcKZSddHb22tAPeApICt759jYmDKZjD744AM1Gg2LL4npKpWK7fuoz4kF2OfYpw4PD418rtVqRuykUqkLdm30l8KuBsCpt7dXxWLR+jEhhML/321eT5/BxcVFAzohfrB9GRkZMeHQ9evXTfxE5fLu7q5Zb7n2KwDH2O6USiWza5FkcQ5V6hBlnLudTkezs7Oanp7W1taWzs7O+xpcvXrVYndyHu4HCnX3nOceSbIm7SjAT05O7LyjEXSz2bT9hWpl5isV8Zw7e3t7WlhYUCAQsEqrvr4+ZbNZhUIhA3+Pjo4UCoWst8zq6qpCoZCmpqbk8Xi0vr6uUqmk8fFxjY+Pq7+/X1tbW8pms/L7/VZZSeVVOBw2MNbj8Vg88HcBRHQrjNn7XVCWZ8d5RCUDz8FVzbsxO3sRADoEhxubs26J6QBxmWdci0u8/HVKezdWhzCARHNzOGIS1jbrCaIE0YdrPRgMBu2854wlz4LQ6O7uVjQatbjs4ODAhDtYw5HjSLK9YXh4WJubm9rb27P+pOwrVI61220j+6jKkqRQKGTPhT2dOIy8Zn9/3+5hf3+/uTdQQXh2dmZ55enpqaampozIdy3xIHj29vbUbrftcxADEgeCb0hStVqVJCOhQ6GQfD6farWaCaNOT0+NKH4W8G82m2Y7CXEAoUHsz/zkDEd0JZ2Ta5BRPPtYLHZhDyNuxMmDWA3SH0zItcGk+pCKFIgdcguIQXc/4ToRKLhzGqwAMSXkIvOf3+Vv7hN79bPrw63cIr5z4zxXJMA6Z+2zTlyR4eW4HJfjclyOn/74uSZRAPGkp83BOHgk/YQqgr8B/0k4UCZyeHMIucpUAkYSRDcwDwQCqlQqlmRLMt/V69evW7JC4JpOp7W4uGgNOaVz385MJmOv4fF4TO3x7rvvan9/Xz/84Q8Vi8U0MjKiBw8e6Pr168rn85bABQIBHRwcaH19XVNTU3rxxRfNksbv9+vw8FD5fF5nZ2dKJpM6Pj5WJpMxIoggkJJ5mqMTcLrgAAEBAbXXe+7xSqCEAgaAgYQLAgSlTTQaNQAzGAxaAIgFVE9Pj7a3t+2aCMBQAnIt9BZBFdTf36/+/n6VSiULaGkImE6n9fjxY/l8PvOUJWhGneqqgVGwQBLhPYzyiAb0uVzOmpdiywUYBoCCzQugAPPv5OTcWz2VShlJEw6HlUqllM1mdeXKFfX09CgWi2lwcNDmMZYMo6Oj+sf/+B/rzTff1Pr6uubn5/XOO+/o9u3bmpqa0muvvaZvf/vbisVi8nq9mp+fVyAQ0Be/+EX97u/+riqVir785S8rEoloYGBA9XrdbEcAO6TzvjIjIyN69913VSqVTCWKsgjSBeAHhRmBIUkNgSPVPW7/EtfWBNDQLa1GEcYccatg3OSRe/5RHq5q0FW+E5BLT9Xs0lP7LcCvZytCAMoARPALhqziZ87OzmwfJQlnn5Nk4Ar7p1sGD3DtqphJGCE1AdL/4T/8h7p165ap6NyEhQQTws21bMCyr1Ao6NGjR5qfn1coFNLMzIyWl5dtvePb7Pf7NT09rZGRES0tLWlxcVG/+qu/ak3oNzc3NTg4aPvDzs6O7VMQpFRaTUxMKJ/Pa39/X3t7e0okEhodHVUmk9H29rb1LuH5sM/R3wbCudFomMoQCwgI7atXr6rVahmBk8/nFQ6HLzSZDwaDkqSBgQGresPehZ4qgAiSLNlFDQnh0Wg0TMEM4MVZGI1G1d/fr0KhoFarpVgsZuAv4EMgENCDBw+0tLSkO3fumJd+JBLRl770Jfl8Pq2tralcLiuXy1kPsd7eXlWrVb3wwgvy+/3K5/Nm4TU/P6/XX3/d+ik8ePDA1v3U1JRVl0CGTE1NKRgM6uHDh3rnnXcUDAZt3+dccy3sJBl4AcDN2mAtuPeJ5Jrk2bX3Yt3wPZf4cEnLZ61FWScQj65VhPRUlehWn7DHugrijzKIyL7HXiTJ5mpXV5ep5NPp9IUqZfaT3d1d6zOCf/nh4aHFQ6enp6ZyJzbc39+X3+/X1NSU4vG4KpWKarWa9XDD/x4LuvX1dVO5BoNBa4xer9dNNT8yMnKhcsvnO2/EDUmNAIEK4YGBAc3OzqrVaml1ddX2wGg0qlwup1wup52dHY2PjyuRSFyw1Ozu7jYipNM5bzAfj8ctvqpUKravQ1Ix1+n/x14gnZ/DqVRK29vbOjo60vj4uKLRqFXVMSc5txmQr3wfcpd1QbxME3P6IQHoIZhAMIXlVbVatebCPEtJZunC+ZfL5dTb26twOGxAG02Lo9GolpaWtL6+rq2tLQMQE4mE+fJDrq2trUk6V6jv7u6qXC7b/rKxsWHWge4ZNTExYWcLpPrw8LAikYiRPlT8Hh0daWRkRENDQ4pGo0okEvrEJz6hr3/960qlUvJ4PPrBD36gra0ti8PYg7CrRZ1eqVRUqVR0dnZe8YxinXOTPQX1P30Ca7WagYyQObu7u8rn85Y/UZlCNc6Pf/xjhcNh3bhxw8g/SaYcZ35nMhkFAgFrAo6VTqlU0sbGhk5Pn/ZySKVSkmQiJ6yQsXY6PDy0cxcikHv5USaT3X3eVam7fb+etfvha+wL7KXPViy4uTP7gis44HtUBgA8s9cwH1kD/NsFhjnjENRRQUDjeGJQPgMN1KluQyCI1atrcV2tVq0C7/T01HpPUoHo8XiMLKAKilgKohlXBSypsJLDVpY8kIo5RDb7+/va3t62ymXmIbkjz42qCwhbYkJI5nq9rkgkYkR5d3e3UqmUnS1cY6FQ0OTkpAYGBrS4uGikB8JA9yyhuTy5rXS+R25ubpp9NnMK0mtmZsauH8tZyA/6xNJriTjEdfDgDMCS1q12kmSvBaFETMVaRmjJazHHISyo3iG2RexYLBbNpYLzIp1OG5HyrAU0uAZzF8KdeJHchbMLkQH4E71xqBKBMIHcQHTp9XqtotwVyLjX4Va3uD/HenJJGc5OrORdrOZyXI7LcTkux093/FyTKG4JMsp+ApBnVQIQBc8CeG7SRnUJVl3SU1sqABQaDgNmEKy7h5h0nsiTcNLItFqtqtFoaG5uzkARbFiGhoas0WgsFtPMzIzu3r2r1dVV3b9/3xqGRyIRvfPOOwYkZrNZU8dw6IbDYb388st67bXXNDIyYiq0UChkCbRrG5ZOp3XlyhU9fPhQXq9XlUpFyWTSDmLpqV0TCYl7/1GJAK4RhAIGEaxj00ISC1APQB8KhUwxhKUMZES1WtXAwIAFTleuXFFXV5cWFhaM2Ll+/breffddxWIxI2VomhmJRCz5JhjFo7ndbltTQBKArq4ua6xHNQufgQRiZ2dH4XDYgnvmHI1QAZVRM0PScN8BZD0ejyKRiCn0+vr6FAwGTfV69epVjYyMKJPJXFDvkMBgaxEKhfTiiy8qEolocXFRXq9XKysr8nq9pub/3//3/13lclnZbFYffPCBpqenNTs7q29+85taWVnRf/Pf/Df2HKj86e3tVSKR0O7urgWSOzs7WltbUyqVUjAY1L179yw5c208sEdBtYlCEDudcDisarX6E9YCrm2A2/sCcJHkw60ocu0Dnq0O+6gOVOwozlEXkhS5AJV7r1ivJA7uOnYV0a6/vSRLjl3Civd3f0eSqcJciwbpIuHtVliwj/OMv/SlL+n27dsGoDCYDxC1fA4AOZ/Pp1wup4cPH2pjY0OPHj1ST0+PXnzxRQNb2ZcAz9LptCqVit544w1tbm6q0WjoO9/5jr773e/a/o/VzdTUlHlEk7iytnt7e1Wv181O5PT0VNVqVX/6p39qCkVXock5gN3UxsaG8vm8AW/JZNKI6LOzM7PX29vbsyo0CO9Go3EBPOrr69PAwMAFhVosFrO+LPRUoYcJzXzT6bSWl5cvgBMuWYZlD6AJlhWNRkOtVsv2u3w+r2w2awDy8fGx3nzzTb333ntGLP23/+1/q3Q6bb28ms2mNR0lCe7v79enP/1p8/LmvPjggw+UTqdNHd7pdPS9733PiI7BwUF1dXUpkUjYvvmLv/iLRmRBclPdxLqAUGS+sh64D6g++V2+5gozWAPsY8wNt9KAOQUw7Pf71d/fb/ZD7F0u+Mq+BhlAfMPr8fr8jEu6fBQH9wT1rFvlw74FgFMsFuXxeDQ8PGwxIb3JILrY07xerwlOOG9arZZKpZKp8JmbPt95bwqXXIZ8qdVq8nq9ikQiJtig14QkO1dzuZxVlTA/AJ4BQogLPJ7zvgDz8/N67bXXdPv2bR0fH+vTn/60JJkFSavVumC3FIlEdOPGDWugu7q6qmg0qlgsplwupzt37liFzc7OjqmIsSjr6uqyZsrce7/fbyRMp9PRo0ePlEqlDBh//Pix8vm8Vdjyud3qUZ4FgB57BfcfEmBgYECFQsHIE0gY4rWuri5tbW2ZMAe7Qaox+vr61G63rccJQG0oFFI+n1e73bZ+LxMTE1YpVCwWLZ6kCoPqbem8WT098iD0AI+pFGSuoJheX19XKpWysw97rY2NDfn9fkWjUb3//vtWrU5e4Pf7VS6X7drdahf3TML+LRQKKRaLaXt7W11dXWbBxvtRuUgsChFLI/fBwUFls1mdnZ1pfX3d9naILXIYyH/pPF6MRqMGHs/Ozlp/rv39fbXbbeXzeXk8HqtAxEoPopPqAvrnrK+vq1qt2vPi2okXPB6PEaDMf2L2vyt2Xi4R5u5/LnALqcLodDom+HOtrFjbxNxuDMj3Ed8Qm5AfkysjBkQkwO9RUQCozPkLUM9+4PF4FI1GVSwWFYlEjCBDJAKgDgkKKcz67u7u1sbGhlVBkANjYUj1CrEG57177rqCB6oCIJWpapZkFYjSeVxbLpftHuRyOaumGBsbM0IGIR4N4yE59/b2rIoOZ4eBgQENDw/L4/Fc2AMHBgZsD+Bs2t7e1o0bN2w/hbTFZjYWi13IRZkHkFDcYwSep6enJujk80UiEfX09Kirq0vVatVIhHa7rVQqpenpaSPk3VgYV4ZwOGz3gSon1w680+kYoeT1eq2Cjf0KUt+d8319fQqHwxZ/S7KeUVgw7u3tqdlsqqurSysrK2YtODc3p2q1qmAwaFWJrpUl89etEuFeEP+5859KI/ee8TdrjPUDGYkQgLVLDCfJzkeXuHHFby6e5ZJB7ny+HJfjclyOy/HTHT/Xu6urZKb0nQOIxNkFWyUZWcLvSzJ1BAczhxOqCOlpbxPpqaLUVVlgfURQgr0KiQyqrffff1/RaFTd3d0aGRkxa4hUKqWTkxNduXJFp6enikQi8vl8evPNN9XV1aXPfvazisVievLkiTqdjgYHB3V2dmYN5lEgY0v1wgsvmKcx9wH1CaAhajWUw1NTU+rp6dHu7q4FFpREc08IegDiIE0IkAAACEAJzHt7e03hKOlCc1KUjbu7u9rZ2bFGd5FIxEDBcrmsmZkZCwBRhZK0Hh8fmwUBSpQrV67I7/erVCqZ2o5nPjMzo2q1ekH1gzIIxR2J3+npqdnVcE0ej0eNRsMUeNVq1YI7F/BCWSWdBzUQdFhgAeYC5GCnRWVSo9HQe++9p+3tbX3lK18xQJDXJKhsNBoKBAJ68cUX1d3drb/8y7/U1taWvF6vqtWqWq2Wbt++rV/6pV/S22+/rf39fWuOm0wm9dxzz2lpaUlvvPGGBgcHrRoAdRFJFgrGT3/60zo9PdXCwoI+//nP6/DwUEtLSwamuxY4bhCNVQhl1dzLZ0vxXYURalNXKU4yyHwDOGY9sjY/6oPk1VUwuVUl/J+g3V2fEA5uRQrzioSROc36cfs4sMYhNl01ImvA3RNJktkXeR1JRpCShLz44ot65ZVXbE0y3H+7z9rr9aper9t6KpfL2tzc1MLCgrq7u80ab2try5LUu3fvKhwOa3R0VMfH5z2m5ubmtLy8rKOjIz18+FCSND4+rlAoZApvSGwsBqkaIeECLDs8PDQ/57OzM7NaBKzCfoDkj74nVNNR4ej1eq2SBCui7e1tzczM6P79+7ZPtdttrays6OzsTKFQSGNjY0omkxf6f7j9T/z+c7tHQF1IcLeywT0LARMCgYACgYB2d3clnSd4KOhdW6qzszMtLS0Z+AtR09vbq1wup3K5rP/lf/lf9JnPfEapVMqUmpubm+rr69PMzIz6+vo0Pz+va9eu6erVqzo4ONDq6qoSiYROTk40NzcnSXrxxRd1584dzc/Pa3l5WZOTk1bp2N3dbQrR0dFRPf/883ry5IkBNZAuzGniBdeqU3qajLJOqNZivUG2u8ktsQivzXp7FlRiL4PcdIUJblUkzX2ftYkA/GfdMXhmH+b4V//qX+k3fuM3Lnzt6tWr9qwODg70P/6P/6O+/vWv6/DwUF/84hf127/929ZX5G8yuKcQq1i5dnd3W28P+lNkMhmrnOK+7uzsSJJGR0etKhJCl0pGyC4a6DL39vb2tLa2psnJSWUyGUUiERWLRe3u7mp3d1crKysqlUoKhUI2dxAdQJZgM0LFAfOv3W4bSMh5j62pz+ezapR3333XhBaAToDQ1WrVrP+w4WId1+t1lUolXb16Vdls1gQpfX19qtfrarfbdkYTl0CM0jMOtW+n0zEld6vVUi6XUzqdtkoMt6oH6zEXoG2320YKcw+w2Do6OlIikVB/f78qlYqOjo6USqXMPur09NSIHbz8IX4hhwuFgnw+n/X/oJoBsGt7e9usdyKRiFX1ZbNZVatVE9pA1FNpBIGaz+dNvAQ42NvbaxY34XDYKg2xSGO9Ug3+0ksvWX+VYDBoVeWbm5u6deuWzVlsWgFpaWD/4MEDq0r2+/0mrNnZ2bFKavZCyFpiXSx8qIKhJw0CJABu7H9LpZJVk1PxJZ3b3hITUyWwsrKiqakpdXV1WVNuKqo5u9nvI5GIzs7OVKlUrCqqt7dXV69etfgSO6OzszM9fvxYb731lh4/fmwkG9fuEnQfdUtDSUYsEFu5YhfyVr7G19lT3EpJzmiIZM6hZytSiA2JC3ldhEzMM5eckZ7m2OzR7pnLfHA/D7EkwkXOPtc9AiFbvV5Xs9m08xMiDpECuQWWWezriIDY36WnzbuJnRBOEPtgAV2r1dTpdC4QDxALZ2fn9pK1Wk3BYNCspPf397W2tqauri6Vy2U79xDa1Wo1y5EQ+A0NDV34mhtjNZtNRaNRIxrYi4nrksmkVXc0m00Fg0GFw2HL1+gVR+/AoaEh+Xw+DQ0N6fj4WO12W0dHR9rc3NT9+/fNKnNoaMgqfNz1i7X2+Pi4ms2mkRFgBP39/UqlUkZoezwey+Fxl+jr61Mmk1EsFjNXEO4RwiCsMU9PT83inLlzcnJi1ZLkGq+88or1ln306JGSyaQJIZ9//nmremSf5Axx5zLriOoTSBzskYlDWIvEbuz1kHZuvMdZKF3M1YjR2buIHV0yE6LO7QXJ83BFsJfjclyOy3E5fvrj55pEcVUi7r9d1QwghvTU+oZAjoPLDS7xS97b27OmtCTUABT0CSHwA7wg4CPZocFmJpPRj370I/3FX/yF7ty5oy984QuWjHV1dalWq5m6CsVjvV7X2tqazs7O9IlPfMJ6BNCQExCLhBMQksByfHzcfE9J1LGbwNLF7/fr+vXrWllZsYADL2cUcSjqIE7c0mwqClDR4LfK76CC4VngCZtOpw28I1DudDoW4KF0JrhcX1+/UHaLxy2l3IeHhyqVStaMFcAjHo8rGAxqY2PDSmdbrZZCoZAKhYIFj4BRVPQQePE+gHAEVig7BwYGrMEsgJfbWNS1MaOiAqUd/282m9ZA9Pr161Z6X6/XFYvFVCqVtLS0ZH69/8V/8V9YYBQOh40Ew7IERRZKLX72yZMneu655/T8888rHo/rhz/8oXZ3d23uocj/3ve+p9u3b2t2dlahUEjVatVUuQADJOBjY2NaW1vT5uamhoeHtbGxYZ+LJtgAi319fWY14VY10FuFKh6GW4bM+paekqAAnQAZrGkSOJ6l+5ofxeEq0gFlXUWc9JR4cMvE3co59k2XkGBPRF3vvj7fwzZCOt+Ld3d3LxBmJPSut7tbEs91NJtNq37q6enRrVu39JWvfEUjIyP2Xuyz7LnsGSTB9C44PDzU3NycHj58aFYpNBFeWlpSsVjU0NCQ2UPUajUNDQ0pn89rc3PTLLJu3rxpzeBdchRQ1fWDptcRSdSzZB4AWzKZ1PT0tLxer1ZXV63BLz8P2UlFIkpJ/Ky7urq0sbFhpAlNllGK1ut1NRoNszOEoCaJRr0LUEmS59r8kHBirYFAgMQdVbUks8yC5ASUgRhw5x1nFYBeOBzW9va23n77bc3Pz5t9xsDAgNbX1xWPx/XgwQNrCr+1taXx8XENDQ3ZfpzL5TQyMqLt7W0jTvDOx6tdetoHKB6Pq7e3V5/+9Kf1wQcfKJ/P237LdbJXs0dRKQQBzLlPxRdz3bWeYC0BZnN/XTCLn+EsdUUBzHFAJkAF5iPr290DuSY+qwtS/yzGjRs39MYbb9j/XTXkP/tn/0x/9md/pj/8wz9UOBzWP/kn/0Rf+cpX9Jd/+Zd/4/fhjHWrF90qYfadaDRqdkgAQz6fz8DcbDYr6RwIxoYD0uH09NQa1UKUrK+vGyDP3jA8PGxWRe+++67u37+vTqejaDSqaDRqwN3R0ZG2trbMkgZbFQBMt1KP/S0ajWp/f18bGxuKRCLKZrMGzOzt7enGjRu6d++egVTRaNQqsVAq5/N5lctlWzPValXT09NWtba6uqpsNmsxBAQuVjWSbH5SxQUxgQf/5OSkqtWq7t69q4GBAROw7O/vKxKJGKBE7CTJ1hx7L0DZ7u6u4vG4YrGYxURe77ldDGeIz3feK6ZcLkuS7cvsTQCrfr/fQETENFjoMGewuuFaqMBBoOH1njeRLpVKSqVSarVaymQy+tznPqeDgwMVCgXb0z0ez4XG6LVazWyEeG+uKRwO6+bNm4rH4xoZGdHKyorW19dVKBQ0NjZmlZWQ7X6/Xzdv3rTKP0ROkCBUtCSTSaVSKVPwI6YCIIYYkmRVLOVyWWdn5/3CWq2WlpeXFY/HTTQ1MDCgsbExnZ6eamNjQ/v7++rr6zPgUToHOqvVqhKJhGq1mr7//e+rVCoZqDc0NGRgr9frVTKZtBi00+loa2vLGs1Dwo2OjqpQKBgJxZn6/vvva3FxUZOTk9YPiH1BkoGgxDof1cHnc2Nmzh8+P2eSa63F3CGvdStPXBGSK8Bx/7BeWB+ueNGtzHer11w7VlfUCNlCzOFaKZGfSzLSJBwOXxC6kfPw2tiLRiIR22uoKmDfJ3aBLKYC1LU/hCAhvnFFbO1223LB/v5+hUIhu1fkd5D4ENrsZX6/3yxLiUchIImtIWB5ngiAIGXcHjFu9cbJyYkSiYT6+vrsTBkYGFAul7OYFgEka+Tg4MCEax6Px8hyXguhDrkVMRFxHveN/djj8Wh6etpI6mq1atVjw8PDJrwBF5CeEhTMEUSLiBR5LlSeejwec7fgDMhms4ZFUKV8dHSkSCRidtbBYFC1Wk3tdluDg4MW73PGeL1eO48lXagKAQdwMSGv96l9MfkUuZibDzCHpadOEgiW+DysC7cvjFv9Ql4F+cnaY1/n2tz7eTkux+W4HJfjpz9+rkkUF3h1AUNACvf7AG+uypPqEbfChMMK5YEbHErngQI2R4BkBF4cvChlfL5zr/exsTFdv35db731lkqlkl5//XWzSgiHw9bULhgM6vDwUGtra1pfX9ebb76p2dlZ85v2eDxKp9NWvkzTYwIhyntdBQZBEY03/X6/NWLls4fDYUuEb9y4oUqloq2tLcXjcUWjUeXz+QuJJokz99JtRIxfrhtYuQqlvb09pVIp9fX1aWtry0A7EqhwOGx9CkiU+YwE7Lu7u9rY2FAsFlMikTAgjGtBEeRapBD8oQTd29szoodAqLe311SLACjS0yAFdWK5XNbGxoYmJia0srJiSvxoNGqWDgSplAVLuhAoVatVAy8gg7BPuHv3rnmmu0nv97//ff3SL/2SNSvEGgT1O9YirvpKklXmLC0tmdWbz+czwgRrBfos/Omf/qk2Njb09//+37d1hgfw7u6uksmkvN5zi5KPf/zjWlhY0NDQkAEclK7zuwSg2K2QyLge3AyCTOYu6nmSmGdBStYsRCfAuhvIfpQHn9sljFiL3APuLwkrX+c+cv9IVPl5ki33WbmVQPwO6kA3kQdgZl8miSMRdIk0wGPsTV577TVNT09fAF4B3wE1sbXCXsXn82l9fV2PHj3S9va2NaBFPU3zzOHhYc3OzppC+f3339fy8rLK5bL50vv9fo2Pj1s/A6xsms2mrXUATlRgp6enlvQAjtEclLUJsJZIJFQoFCxpHxgYME/4o6MjIz+x8WLvpe8B7weIt7y8bNdBNQ/JN8+q0+lcWKOBQEClUkn1el2SzDO70+lYk1GeOZ+J8xNbBf6mUsldy6xBmoCenZ0ZserxnDebh8jBGrC7u9vOFyx4Dg8PrQ/A7Oys7TsTExPW7HhyclL1el1/8Rd/oc997nPWMwqCmQQWQjyVSumVV17Rd77znQuVou5edXr6tOEnhASEP2vC9afGPgZSxSU33L0IhaQr+oB84Tx1CU7IoGazeaHyFvDXfS6cjy6p+rMikf1+vzKZzE98vdFo6N/8m3+j3//939cv/MIvSJJ+53d+R9euXdM777yjV1555f/V+7l7Hw10AaogBBcWFhSNRpXNZq1X0czMjAHM9MQ4ODjQ6OioWaxubW3J7/ebSAM7l4ODA4tXFhcXdXx8rGQyqdPTU21tbalcLptSlh4aBwcHBgpC8qD0pwoVMUun07Em9MVi0XoTSecVLY1GwwjHRCJhSnwIo56eHrN7da24fD6fJicnzRoJ5XKz2VQ4HDbbQfYsQLbj42NTAVOV4RKkqME5m1Fp03sgGo1aNQpzH6EN5BTnATavfX19isVi2traMnBxf3/f4mfsnCRpY2PDbFWi0agRa/R5o0KQPjOcTwg7sHnh5yqVirLZrMbHx60KJhqNamdnx3qjdHV1aXBwUKVSSUNDQ2YB5vf79fjxY7NpZU+AOI1Go1aVRwzb6XS0uLiora0tHR8fKxwO2z0/OzuzeDkajaper+vll1/Wu+++q5WVFXV1dVmMS65zdHSkQqFg50ilUlEwGDQAOplMGpHBvpdKpQwUphKyWq0aacc5d+XKFQWDQT169Mh6CXm9Xk1OThqRCHB5dHSkBw8eKJ1Oa2BgwPY7rMYCgYAajYZKpZJGRkYuVBJ1Oh29//77KhQKRg5i60j1dnd3txFV9EQAeET09FEmUBgA8dJTC2G3WoSc1yXXiS/ISxAJuMS0q5RnXrk96lyhgBtzIz4gliAv5wx1q2VQ8pNLAhKTi/M9v/+8Zw4kGy4F9A9xBR2Q3vTI4Tx3Y1c+D/sd5AjVKfStJM5xreJc6zRyWPplUTHKmkqlUgqHwxbH8Xnd/Y7qFUD6UChkvUF8vvNek8ViUaFQyAR5EBaIY4gHIHrJPXO5nJE0e3t7CoVCGhkZ0eHhoQkmAec534rFopHY0tNG8awxlwBB2FkqlWyu7O7u2p6/vb2taDRqlXrNZlPJZNKwhFqtZnkBFpOxWMzEpplMRsFgUJOTk9rd3VWxWLQ9KxaLmfXrwcGBenp6TNDQarWUSCQsJz84OFA6nbY9hr6Ix8fHmpmZ0eLiogkGOY8RYe7u7hpJ6J7b/I2AjFzXzd1Zay7W5OZs7noi/iMm4PeZ189WTWOfDWbl5ryumOlyXI7LcTkux093/FyTKCShKDafbfjlKtgBojhkAEpICDm0AIRcawxXUeuWPhOoU+br9sCg9JamxLOzs5qYmNAHH3ygv/qrv9Lt27cvlFui4PD7/frggw/0R3/0R9a/hIZ2Ho9HmUzGbJYmJiYuNIrz+XwaHR21ficEQz6fz3pPuE3u+Yz4heKzvLm5aQktqjmCMQJN7jdKHRR4/J+APBQKWbADOLC9vW0WDSR9fFYa4kF0uOWoroqq1WpZckn/jrm5ObOHwA83EAiYAqZSqSiRSKjZbJrlhmtB09fXp1qtZjY97s+jBCZgA6DAyqHZbF4gCwjWIcYgytz+AljClMtlzc7Oam9vT+Vy2QDjtbU1DQ0NKRwOK5FI6OjoyBQ+zOdms6lisag7d+6YtVIqldJXv/pV/a//6/+qYDCo7e1tTU5O6t1339XU1JS2traUyWTU1dWler2u7u5uLSwsKJFI6Pbt23ry5Im+9a1v6caNG7p586b29/cN/CEAlmRl/8fH5/1tstmsrSFIRDcpAwSnsSkJGrY5gI78n7WEZQjzkYQF8IbXJ7hknbql0B/l4VZ7AeS6VSZu5Y5bSSL9pD2Wex9RMQO8oGpDDU9CTELAXizJQGjWOIk464C9lb2XJp7RaFSzs7NGArNXu2o7qr1OTk7UbreNONnZ2VGhUFC5XDY/esCz6elpA3UHBweVSCR09+5dBYNBra2tKZPJmBKzXC6r3W6rVCopn8+bqtBVdgImQRy7fvDuOdTV1WXg6Y0bN0x5zmvide82s6YPSiKRkCTz25+fn1cymdT+/r4REn19fT+h9hwbGzP7FtZooVAwQJVKwFqtZiAbyTUgP0o9EnPmmWsRwtkBocK67+7uNuIJ0BBCBxLo2Z4IzAN6quzu7lpii90RjZv9fr9eeOEFs0YIBAJ64YUXdP/+fb355psaHR29YDcJSc37jIyM6O/9vb+nR48eaWtrS6lUSsvLy0ZY8PMk2Twrrp3Xcaux2MtdL2wSd3cuQN5zPriVMC7IxPpy/wwMDJjSEeCKNc7g+QAU/azG4uKiBgcH1dvbq1dffVW/+Zu/qdHRUb333ns6Pj7W5z73OfvZ2dlZjY6O6u233/4bkygISHgeJycn2t/fVzgcViaT0cDAgFm5STLSFdIM1WqpVNK9e/dUr9ft/AVo93g8ZptZKpWsB8Tx8bFWVlYu2NUcHByoVCpZnAnwBOFI7IHowz3beJ4+33kvJEBP4quRkRHbO6gcYE5QzTc4OGhVbFtbWyoWixodHbU9OxaLaWdnxypS6BcHgUnlBtfD+7NOmdPEQx7PeV+LaDSqWq1mjdmxhYXkGBwcNGscLD3ZT1B6Dw0NqVwuKx6P2zlGjENFiNt4WDona6lcoHH80NCQ9vb27OewR6Q6eW9vzzz+2cf4rLyuW+UzMzOjk5MTlctlVatVdXd3m9UqZxFxCNY3xIwIlJgLfr9frVZLgUBAyWRSnU5H09PTGhwc1ODgoBYXFy/0ZMS+MJ1OKxAIqFgsanBwUJFIRPV6XZ/85CeNjJmbm7OKxFQqZT/DWeVWlK+vrxsJS+Ujcfjw8LDF5cPDw9azjr0KchthBPkJIPHZ2Zn6+/s1PDysgYEB6/UDgEnFAPfx5OREOzs7qlQq6u/vVywWU61WU6lUUrFY1N7enh49eqTr16/rU5/6lAHYtVrNiKGuri6trq5abEoc87OqxPtZDM4CgFfObc5f6aKQhn2HuetWqBA/cv4zH/k3pAyxJ9UjLrHgVm9A8LixCtZZ7hknyQQg/H6n01GpVLL9jioucgcsniWZVWJPT4+mp6eNPGH+BoNBHRwcKJfLmfUW5yd7EvEJJAGkhfsenLPc27OzM3OE8Hg89j4QOcPDwyZ+KxaLtm4gdZvNplqtlt0/9qOuri6zAKtUKmbRnU6nze6RWJh9rl6vy+fz6caNG9avD2s8CP1sNqtQKKStrS3t7u4aKeP1ei9YdrvnDWKRw8NDewaIeSC4ERxgT46FdygUUl9fn1KplMrlsprNpiYmJiwPRqjXbrcNNyDnPT4+1sjIiLlPQOCDKQQCATtz+vr6NDExoUwmY84Inc55T05EOJyxiA+wSJuZmTFCi890enqqK1euaHV19YKo1o27OFvJn6iEZO6T6zL32b9cgtAlIF0C061o5m9If67DJSE5t8lJOEcvx+W4HJfjcvz0x881iUKSS9kvCbVLDrhqTA45lDguIAYQIunC7xE8AYCTdLmgoXuYYpd1fHysYDCoVqtlFQBDQ0Oq1+v6zne+o1arpc997nMGzhCQHR0daW5uTv39/frMZz5j4BH+xD6fz8CkK1euaHd314K8WCymubk5a+oJ2cAB/fDhQ+uVAuhPsuP1ehWPx+X3+3Xr1i09ePDAPPgHBgYMFMN3GeBHkhEmAHrPKnXdQx2FYiKRUDKZ1OLiotrttvlJE9DRKJn7enp6agpAknpsTQhKTk5ONDY2pnfffddInUKhoFwup8HBQXsPEl8CMuxfHj9+bMEQ90eSNazGs5ZgtFarqbu7W4FAQLlcTsViUZIMjCUQRn2PTyn9clCFn5ycqFgsqr+/3yphCBJTqZSGhoYsGGw0GlZZMzAwYKpr1x6JZzg+Pm4kxvr6uhqNhgqFgvx+v65du6YbN27ou9/9rj7/+c/r9PRUd+/etSb2jx490u/8zu/of/qf/idls1lT9Wxtben5559XIpHQ6uqqisWiJicntbS0pFAoZIGrq24MhUJWqcA6c4kP/P1R1bjPxp0/gFuoLnkdQEfpaQM+n893AVj+KA/2NYAjt4Sbih4SM/YCd/CcAKX5Xe4/RAmkqRvAAyK7qmC3QoV9ltchmeD5AHJAYlAFIcleNxAImJpSkvVparVaevLkid577z1rTJvL5ZRIJIwUDofDSqfTSiQS5gVN7xIsX6jc2NjYUK1WMy/74+Njm7sQzYVC4YINDP7YzMFQKGTkPPMZlSC2WGtra5Zk8Vklmf3E2dmZnnvuOe3v75v6LRQKaWJiQrVaTc1mU5FIxEApwE2sDvv7+zUxMWF9nLhv3d3dWl9ft/uJpWE+n1epVFJvb6/ZXLjAWyQSUS6Xs9cm4edc5T7yzFBrAkQ+SxxjYyTJbJWYs9jC0Fze6/Xqxo0b2t7etubdrVZLH3zwgSYnJ7WysmLE22c+8xn9u3/37/R7v/d7+sf/+B9rZmZGT5480SuvvGI2H+yPo6Ojun79uubn561i8FlyBxLGJQddZS/WHpIMDHHtgdwYAnKXPYuYw12TrA9XvOHahrFP8lqAOpKMtHZJK1cg8mGOl19+Wb/7u7+rq1evKpfL6Td+4zf0yU9+Ug8fPlQ+n1d3d7c1/Wak02nl8/n/5GvybBiApcwr93MeHh6qXC4rmUxqZGTE4oNOp2NkIT7thUJBXq/XFMfYCgLOA1BgIYWKHwAH+7yzs3P7mHa7bX2XAJ2xbOH3EXlEo1GbR5AAgFYej8d6mbje6I1GQ7FYzAhpYpVyuWz3FAuwiYkJiyEGBwdVqVTMlo+GzMzReDxu/dGwaaKCBDKDWJLeJcw51yqHajbOCeavx+Oxde9WMXNuA87H43GzAWM+E3PhVw/AT9U1yuRgMGh7bqvVMiKH+Jw4DCI2kUiYjQ2gKfEIVcAAkF6vV7VazYDRcrlsSu3NzU0DePnddrttYCe9Qbg2RAl7e3uanJzU9evXFQqFLO9gv3are5gfgMf0Pmm325qdndX6+rpZhqGEB1h195r9/X1NTExoZmZG7XZbp6enVqnR29trVfb9/f22TqhkOTk5UbVa1cnJiQYHB+3MXl1dVavVsr0yFApZbkXT7EajYaSbSzr39vYa8Hx8fKzt7W2dnp5qcnJS8XhcnU7H9n1IzL29vQskJLmBW8nJmmQ//rsw3IpE1qwrigGcJU+l6oMYzhULPlsZ6arrOdt4xoDArB+eLdUjh4eHRjxw9gE885qumM6tygO8DwaDFocNDAwoGo1KkhHGrOtcLmfnMPsjsQxiOwgArpvzlryOfaPZbNrcZG2CMbCuEHzV63Ulk0nDE6LRqLa3t01w19/fb72OlpaWrPKNPnjE6PTzicfjGh8fVz6fV7PZNHEf+bEraCPmgqQnN4eoLBQKqlarikQiVkEJmYvYjIbw9FqFfKrX69antFgsWlWjJFUqFUlPHRaIhTj/iFPpRxgMBi+cb53OuYU1fQ9zuZx2dna0tbWlfD5vsRFV1lS1QNQfHBxYvJjNZs36lvw7nU7L5/OZJVi9XlcikbBY98qVK7p7964WFxctfs1ms1pZWbGq+FwuJ5/Pd2HvReTDOmN+kdtgCY94DOzI4/FYhTrz71nixHVLYU25dm5u7uZiWO6Zy5xmrf1dIpIvx+W4HJfjwxw/1yQKAYCr6AR8pSyWwBCgkMSNgwqFHQk6h4/01C4MdQpqHogb11aDIIagFHCI0toHDx7o1q1bmpiY0P37982K5IMPPtDy8rI10V1dXVW5XDYvY7/fr83NTQPKarWaBRBbW1uamZkx+5hyuaxaraZbt26ZQnd3d1eFQsFUJeVy2RSCND0miEEVfXx8rImJCc3NzZmKgWSY+35ycmLgIeAEiZcbkEOESDK7BIgHgA1U6CcnJ1pbWzMPbtdHl+S8q6vLKisajYY6nY75OGML0dXVpUQioXa7re3tbbPzwBrCVbJTAp7P5xWLxTQ8PGw2Wfi4HhwcmB804CUAJ7YakCPRaNSSEJI7SoOZZycnJ6a6xBKjVqtpYmLC5hJWPWNjY/J4PLp//76VMns8HlOpn52dmTcudl6lUknZbFb/+X/+n+t//p//Z6ueyeVyWllZ0fT0tFk2vP7669rf39ft27dVKBQ0Nzen0dFRaxJ49+5d/f2///fNcgI7DfrvYGfx4MEDU2ChiILQwDYNSxpJRoYwB/gsrgoHQqXRaNhadHvNAFaT8OHx6yZrrkr7ozrcz+hWKZGMco+xKHDvM2vXrQpBfUyC6/ZpkM6TM0r6XTUiYBqJNeSna4nI+zF3SKghJScnJ1UqlTQ4OGiVL3xGVHokoBsbG1pcXNTq6qoptMbHxzU+Pm7vc+XKFY2MjBihRjPoo6Mjzc/Pa2VlxSr3Dg4OLrwf18dehppWktkooEgHiGBfdxMZ6TzZpx+DJPscJO/ValXNZlOzs7OmgnctLFBzcn8BTa9du6ZYLGaEDCAWoDMKetZarVYzMJ/EtKenR7VaTZlM5oKNBcSpJDtXqczgmWE741YBAKLguY81DyQfZy7gKj2UfD6fKevZM6PRqEZHR5VMJrW8vKzl5WXbhxcXF21P+frXv64bN25oampKjx490je+8Q19+tOfVqfTUaVSUTgcNtsZCL/Z2Vlls1ltbm6aDVlPT48pQvncJM/MeUkGUkFSAyC5gBUJt6sEdIlF6emexxqBAAGYYC6xzxHn4A3OGuTnABZ5L7dK7cMaX/rSl+zft2/f1ssvv6yxsTH9wR/8gV3b33T85m/+5k80q5d04V7yN4AIFpbVatUANKxVICd+9KMfWcVcOBzW2NiY/H6/NjY2bL4iEKnVamo0GqYqpupgf39f6+vrKpVK9nMu8ew+W/ZAgDDO/2w2a+c3DbglGWB1fHysw8ND1Wo1RaNRTU9Pmw3h3t6eisWiZmdnbY9z/dIhi1xwh/OY3hWzs7Pa3t62+AZhEo3C8dkPh8OSZCQHsdr29rZVe7G+uW72VmIUroG9wCXjARuLxaLFvIFAwIQdnEXuuQ9YTo+97e1tU5izhlqt1oU9K5fL2f1mLSFygZg5OzvvU0Mlc39/v52tCwsL6u7u1tWrV82akDlIr4be3l6zAmN9UpEEef/6669b7xoI9zt37tjZsbOzY6S12wdAOic6sIW9deuWurrOe2Y1Gg3t7OxYjyxiYURaPp/PCLxSqWTvTZXz8fGxVSMB/A0MDJgNG9+DdPd6z+1i6/W6Wf9ScYxAQTp3DkDsAxkZi8U0OjqqiYkJ9fT06Ac/+IFqtZqRPZOTk3ry5IlVaFYqFauKxQ6Tsw6y0RXJ/V0hUKSnIj7yRldAyNnAeUR+zJkFycbPc25w/9xKFXftuRWAvCbrkbnKmc5a5P+A9fRYY41wLczbSqVixNzu7q5ZFyK2whLZJeokGVhNPyZiSK4lEonY3InH45bnQ3Cy11BNgLiP/BECD1FfJpMxUpzKXK/Xq7GxMWWzWbs/fr/fKgAlWVUKBDfnRaPRsDyr1WopHA5rYmJCpVLJzpBWq6WJiQktLS2pr69PoVDImrPzjPr7+9VoNBQOh018ADmAZSCAP/s5Meba2prq9bpV8nG+cO8REdB/NRKJaGtryyqgh4eHrTJ4dHTU4qqzszMNDw9bJRrnJA4Y6+vrthfTP4nYemVl5cIZwxyARCAG5nO7RBv7pes4EggENDg4aK/v8XjUbDaVSqV05coVPXr0SIlEwvYteqY9K1xhvvD8uAec/W6FGOcdc/7ZKm/yJ+mpDZhLlLCXu4Id8jPiSXKrD1tEczkux+W4HH9Xxs81ieIqZtySR5d552tUEhAYwu67FSvS074oBHJUDQCKkFxx+HV3d9vXsLGSnvrBonwsl8umqEMp5ff7VSwWLaFBrVetVs2qC+UVHp7lclmxWMxK8AFbisWiVaHcvn3byvpJwkkisfmSZEok16aEpGdyclLz8/NWuuuWjbqBAAc8gIFrUYaSmQCJpAdlW7VatXtIohYMBpXL5UyVfXJyYjYTnU7HyBT8U1Ejdjodra6uWmUGVl9YBwBq8plRVVIJRENA3oc5BFGEIrPVahnAiTplfX3dVKyAJIBv2Cnw3m4Aj81BMpnU+Pi4VfoAepOElEolbW1t6cqVK0bmoeLrdDqmZgcEJ8G8evWqnn/+eb3//vum1KJfSVfXeYPPmZkZ/dEf/ZH+y//yv9Sv/uqv6v/8P/9Pra+va39/X7du3bKeL5KsZwsN+yB4ksmkJiYmtLa2pt7eXqVSKdXrdZtrWHGwvkhk+ByoebhvzEcCVOYaz5O1z2dmnaPcQQHrqjo/qoN9CFJYeqpIdFWIBN4A1OyZvIa7X7nkJc+L5+cq4F3AgiSACgve17U8kJ5WCrkENGTvjRs3DHRqt9uWFAIAAFoGg0EjQDY2NkwxODY2po997GMKBoOWsLK3UI1VKBT0zjvvKJfLqVQqmfUP84TPCmjIucLga5JsX3HBChIq9gieASQziTee87FYTPl83lR1yWTS7g2+/jwPwF5eG1sEbBRQnQPg1et1VSoVu480iu7q6lKtVpPff+5LztlCEg/YwF6OpQfPlSSU3gEu4c1rkkwyZ9iXsAXs6uoyuzVIF0mq1+u2x4XDYQUCAU1MTGh8fFyLi4sql8u6e/euGo2GqdaxSNrc3FQsFtPExIRVcE5PT9sZyj1H5JDJZPTSSy9ZVVKlUrHm1qwL5rXrte6q/Xguz+4zxBDSU+KEe+FaM7jxi0v8svZcRTHrhfXrKoe5DndtuWv4ZzkikYiuXLmipaUlff7znzflrluNUigU/toeKox/8S/+hX7913/d/t9sNjUyMmJxGZZQXq/XKk4Bgg4ODpRMJk3A4YIhKHdd64tAIKC+vj61Wi3t7e2pUChoY2PDVJ+ZTEadTscA7kajoZWVFQ0MDCiTyRixxzqB3Idw6+/v19DQkNmtUl0BAQmZSEyILzzA9fHxsfL5vPb3961X2dtvv625uTmlUimFQiGzDXQbDQeDQetnVq1Wre/Qq6++qsnJSX3zm9+06mmqybA6rVar1mvv7OzsQswhyarwstmsVTcARhK/Qg6yZt2qUfZSmhCzD7M/nJ6eWpUcJIckO+/pM8Ne5fF4lEqlrJqMGI+YG0U3oiTmEZUWPDMqUBqNhjW7RiyCGp54gybS7KfYTbEuj4/P+355vV6z3MI6ptFoKJlMSpL1TNjf39f4+LiJejwej2KxmO1HrVZL3d3dmp6eNjubra0tbW9vW4yG/RH34OTkRKurq1Zpxz3e3d01IRCVAX19fRocHLTPArjKPWH/hZhcWFjQxsaGtre3jTh3ex7s7u6aOEiS2elgJ1epVMzSOJvNqru7W7FYzPoSkDdBrDHvWFvsweyB0kW70o/64JxBmODGhi6JwVzAWoj4irPCFXiwBxEDucSkS3i4ll/S0zjRFdAQD7i9GrG4pHKS6iUAY0g6SUassQ+HQiGbNwi3UqmUWq2WEZJdXV0Wc1EB+CzAnE6n5ff7tbOzYzkhuQkkBpUw5E5uxQG2Wn19fRofH1ez2dTKyop8Pp9u3bpl5EGz2dTe3p6i0ajGxsb05MkTO1cgKiTZ/lEsFu15Ek8VCgVJT6s/+FqxWNTw8LC6u7s1OjpqsYwbBzMHiM8kmR1Yq9UyMmhzc1P9/f06OzuzyjAswjwej2Ei9A0FQ2Eu7e/vW+V2p3Pe5+nq1au6du2acrmcms2mhoaGDL/o7u42AQPXTZ6PRdfR0ZEJbSRZTxViVWLiUCgkSSbCGxgY0MjIiE5OTpTL5WwPzOVyVol3dnamubk5vfDCC0omkyoUCva6XV1dunHjhnZ2diwexAkCoSoOFeSb3A/WJF8Ht+B5QqpwLrL+3NzWrYJiDhP/ufsdpLGbS5NjX47LcTkux+X42xk/dYTxX/2rf2WHBH9mZ2ft+wcHB/rv//v/3gLwr371qxYY/E0HQRsKAGxFOGh5fw4hgj1UNa5Sna+5oAOHGAASB5erAEVxws8DmD9bzl6v1/X+++9bcoo6DlIBEOn09LwRZiQS0cbGhiqViiXygFUkP25D1KWlJQWDQb388sumhpRkwSXerlTL0EujWCzafSIA8vv91owTMA2gh0CYoBdQ4OTkRIVCwUBGgMNAIKB4PG7WPYBJBG00/aPRqwuyo8ygfP/o6MgAXxS5qVTKKi1oIgdISIUKqkT+SDLCCLIDYIHkv6enx3xYsXTY399XPB634LxWq2l7e9sUTygFXSUKfq18H7uicrlsn7Hdbqunp0eVSsUSfJTPzWZTuVxO2WxWmUzGiBqSRqpbsApx10F3d7f+s//sP9P4+Lj5WlPlsra2ZtceCoU0Pz+vq1ev6nOf+5wlpsFg0JoZ8txTqZSRQK+//rpefPFFBYNBvfjii3r++eetbBurDO415c/c92eVciR3lEq7AD8JAGuNRBpw0Q1UIUshEriGD3N8mHsgSZ1bGu5WQki6oPwnyAcUZq2SwHHvnlV1Q8K4eyLJOKpaN2FmkCi7tgmsQ/YIfu+zn/2snnvuuQsKUvYkksaTkxOtr69ra2vL1iuJ42uvvaYrV65obGxML7/8ssbHx5XL5fTgwQNtbGxoYWFBd+/e1fz8vFWRDAwMGBjJ/JNk18zXOB+obsTuj4pD5mlXV5eBcq7ysbe3V/39/QboA06wvxwcHFgTae6R1+s10C0ej+vs7LyJJjY7rVbLmopi+zA8PGzVJNzDSqUij8ejSCRi1TBuc1TskABCANAikYgRCm5lhUvqQIy4SmzmlaQLAA5KcHpCcLbwbPk311UsFrW1taXFxUX5fD59/OMf1yc/+Ul94Qtf0I0bNxSPxy/8zunpqRYXFzU/P6+dnR3du3dPwWBQ9XrdGjbjAc5584UvfEGDg4M6PT3V0NCQPRdX+dfpdEzdS3LO/AWAIgYBdHaT3GfVvdwn9mPUqTwDt/Lk2SoUYhFei3nikjQueOY+i5/VaLfbWl5eVjab1cc+9jF1dXXpe9/7nn1/fn5eGxsbevXVV/+Tr9HT02ON0PkjyXrnANq5Fn6A5NlsVq+++qopj6nYpXoLxT5We+vr62o2mxfOqNXVVQOOOVcAfCEnvV6vdnZ2VK1WzZqL/RPVqwtuTE1NyefzWfxSLBZ1eHhoYJZ0vg8FAgGlUim99NJLSqfTOjg4UKVS0fb2thEve3t7WlhY0Nzc3IUKgJ6eHpXLZQO7qbyAWIVgBkQvlUqSZHawAPYoid3qQuxbd3d31dvbq3Q6beQVcRziEqoeIC0QE2WzWSUSCesbhSWaq9Lt6+uzvd7n81kjYFcIwPlGI+S+vj5rQA/5zLqlgoL4imoG1NT0NeIc4ixwK/oymYzC4bCJZI6OjrS9vS3pXDwEMd5oNKyamUq4drutoaEh/eIv/qIymYzZR7J/0JS9r6/PnhNnSlfXef+9tbU1q1AkXvV4PBoaGtL+/r52dnbsPVE1sye1Wi2trq5aTJhOp014gFURYDliA1Tr9BrCCg7bHsgtn89na4nrJ8bf3983u9qJiQmr+lpfX9fKyoparZYJilKplFVyI5zIZDIaHx83W04qCd04xK2KcMV1HzaZ8mHGgNLTc5bck3gQkoMYkRjMBVxd0oBYG8GX9JScJ39jbyJv4nv8Pj/P9928mTOMs8sFj5nfuDdsbm4qnU6bbRygeDAY1NTUlLk15HI5LS0t2fd5Xfo89fb2qtVqGYlHfsE1I5ohLkE0SJ8g9iOf72kT+P7+/gvN0Lu7u20ddDodpVIpvfzyy2ZlVSwWLb6amZnR9PS0QqGQdnd3tbOzY3slea2bP9frdcsd3corRJuIyyCWsQvc3d1VJBKxWJ6qYfZtrLC45qOjI1WrVcsPOQd5JjgDYAfL+5I/0LdFksVzxGG5XE75fN767JEfUvFDD5J4PG7iwOPjY8Xjcc3Ozur27dtGyvCcsDLj2lxiG6s0zlWEEmNjY7p27ZqOj4+1urpq86NcLmt/f183btxQIpHQ0NCQ2UN+8pOf1HPPPWdnIs4ZVAhxNrCumPPs96yVZyvbWV+u8Jc91N2/GG4MzXqSLlbpI5SVnlbm/l0iki/H5bgcl+PDHH8rlSg3btzQG2+88fRN/E/f5p/9s3+mP/uzP9Mf/uEfKhwO65/8k3+ir3zlK/rLv/zLv/H7kLi6Fj6AGwAbBHTSU4DB/eOWIbsNtCFJUMVLMmUNh5x7HW6pryQjXVyF7sHBgfb29jQ0NGSvcf36dZVKJVOwDQ0NWSAwNzenYDCooaEhLS8vq1qtmiIFEgOlZbFY1Je//GVTjpFUkTRXKhWl02mznNjb2zPQwSV9dnd3FQwGTeXT399vhzL3gnvn9/vNSoZSWGwR3ACP4I+EuNPpmMWB3+/X4eGhqtWqJZypVErhcNgsH+bn582Og8apBFoEcTwfj+e8zHh7e9sApv39fUWjUVM1hsNhzc/PW3O9SqWiw8ND9ff3G+mDpVqz2bzgD12pVFStVjU2NmYqUAJBADUUmASLKGVQ1GDHwnP0eDzWUBXQeGBgwACDUqmkj3/849YM9fHjxxoZGVE8HpckS3xoLgsx4/P5NDk5qS9+8Yva2dmxwJNANhqNam9vT5/5zGf01ltvqVwua3p6Wp/85CdVq9X09ttv6/T0VNPT0/oH/+Af2H0ENCcAzWQy6u/vVyaT0dHRkZaWltTb26tsNqvt7W2bW1SluIkWXrJu8OeuVdQ7zD830eL7z5IprpWDC+h/mOPD2gOlp9UoBNeAPpAdAPluFQ/3hjXiKg2psALoJvljP3Grzdg7AdNQ8PL8sGRxk2kS6P7+fgPQxsbG9OlPf/qCslg6J1trtZolf51OR5ubmyqXy0Ysv/DCC3ruuec0NjamsbExUwXiTf/gwQP19/cbkM6aAzhDcUaSw73DNpHrd6saARJdYhifare3Bvd3YGBAq6urevz4sakkz87OTEVJYiid255QhVGtVo04hrjhufT39ysajdpncKu2Go2GqbLb7bYpKfkelYesG+kc7B4dHdXKysqFJpqSDNjl2T9L2mLFw/3i+bNPYzHU398vSQaKcP6wPzCnIO5XVlaUSCSMJBsfH7cz4MaNG/rGN76hXC5n87+3t1cbGxs6OTnR8vKySqWSwuGw2u22fvjDH+r27dt2FlBxEI1GVSgUNDo6qlKppHa7bQIHSFiqACRdUBpyvZzHfF6+DhDN/IHUAMBiPbL22MNcIQL3mTXIfMSilPchKSehly5WTn1Y45//83+uX/mVX9HY2Jh2dnb0L//lv5TP59PXvvY1hcNh/dqv/Zp+/dd/XbFYTKFQSP/0n/5Tvfrqq3/jpvKSzCoIIAPrqOPjY1WrVe3t7SmTyRj50Gq1NDg4qGg0avfz8PBQhUJBs7Oz8ng8yufzZs3p9XqVzWbNvhPCLh6Py+fzaXFx0UD6sbExa2rM2c3agGhwqxY2NjasDxqgE709ent7dXR0ZFXBS0tL6unpUTqd1sLCggHzbmUqiudkMqnnn39e29vb1rcDMJC9IJVKmdK50WiYOrxYLFqFxMrKisVz7BWSTDlMfwHscrq7u7WwsKBwOGz7aCwWM4sYLETZ29vt9oV9j8oJYjruNWc6FWfSeVUsCmAqRHp6epTJZKyahJ8PhUKKxWKm9nYt8yCUITxcVb3f71ehULBeXx6Px3qOcBbl83k7I3O5nFZXV5VKpTQ8PKxSqaRSqWSVlTR07+np0SuvvKJkMqlms6knT54YYT45OSmPx6Nvf/vbSiaTVikiPbV2A2SmcnlxcVGvvvqqVSDGYjGzACM3wVoGgoTPjr2Y9JQ0AiCGeCGW3N/fN5U45x7VIpBJrrCn3W5bI/nu7m4lk0nFYjF7fqFQSNvb2yqVSqa+JyaHhEM4FQ6HlUgkrKrg4OBAQ0NDtubo1QV46lbw/azGhxkD8uyIszg/3HPEFbhxLS4QC3HHPIM0kJ72OpOe2rXyM+y93d3dRkS6c5VziRwJootzD2IFMRiVKTRld8nXSCSiTCajrq4uy8UgXiORiPr6+ixXpNcIsVF/f7/Z4rH3s/8Sd0IeETtHo1FVq1Xt7++b5SO2qJVKRalUSt3d3arX69rc3JTf79fMzIwymYyGh4fl8/lULpetZynznr0LYd7AwIDW19cvVEAPDQ2pq+vcvrq/v1+Dg4MW89ZqNatKq1arJuBBHINAwOv1an193WI5tw8Kg3VLDMN5gK0vsQ+EAecB+IZbhevGKuVy2aqLPvjgA83NzZkYYmdnx/qvkPtD9D///PPmhjAwMKDh4WEFAgGFQiEjfiF5E4mEwuHwhWpU8nHsJXHvCIVC1rze4/FoY2NDvb29CofDqlQqZiNMVd3LL79sc+HmzZtqtVp6//33FQ6Hrc+KS166FU5YRZLPk7eCUZAbMKgKY7/jffkZXp94mXVEpQlrifvv9km5HJfjclyOy/G3M/5WSBS/3//XWjM0Gg39m3/zb/T7v//7+oVf+AVJ0u/8zu/o2rVreuedd/7GSTSemRygKFoAEVCYAEwAYKCIce0y+LoLgLiVLCTogFKuFyvN71ylNYkYBymJRG9vr7a2thQIBLS4uKjnn39ezWbTLGUAqlBfAxrl83krBV5ZWdHs7KwSiYQ6nY7m5+d17do1S6J9vvNmarVaTYFAwJop0/icpMhVSXIvCNhQW1NZAAjGfUGVQqM0AlcSLxckA8QlQOc+05yYwK9SqRixA0BEIEjwymuhDsK6CjUMJbtuooyNWjabNQUJTUAJqqPRqCmUK5WKBZ2Li4vWiPD09FRbW1saGhqyJN/tjSM9tQMi8ETRjLUBys5qtWqADyAC5NfJyYklm4VCwVSCy8vLisfjymazBiwQwB4fH2t9fd2UnbFYTIuLi4pGo3rhhRf07rvvamNjQ6FQSI8fP1ZfX58RTKOjoxZYDg0N6aWXXlKxWNTCwoJyuZwWFhb06NEjxWIxA2w2NjY0OTlplhlnZ2dmT7K5uamrV69qYmJCu7u7qtVqFyxtAFeZ4/39/RYAA0C5KjoXKGIOUHHy1ym2AUKkn50K58PaA12g3rVnIFAn8SWx4ucB1UloXRs15iVEsPv6JOY9PT1qNpu2/6JoxDqEfcBVwfLe7MsoxYPBoF5//XWzLQmHw9rb27OKvYGBAYVCIeVyOS0vL6tWq6nVaqlUKsnv9yudTuvWrVtmy+DxeFQsFvX48WM9evTIgE4s7aLRqFkdkvSQHEJY8DXAB9Y3ZwJf7+vrM3DVBW+Y1yRDJIncM5JCFLuAbCSUg4OD5n2NOhKVHqQBcxvgiJ/LZDK6f/++ET7Dw8NmKcl+BdFEYsz+SW+mBw8eKBqNqq+vT1tbWzaHULijnpaeJoCcWy6pwOejwtFVdQcCAfs+cxmxAb8TDAb18OFDxeNxXbt2zfzQJycntbOzo4mJCeuBQGXH5OSkms2mKpWK7t69q09+8pO2twN+k2yGw2Hdvn1bCwsLajabBhxQ7cMZgtrRVc9CerjrDPEA68atZGK/ditTIIRZYyTS3FOuk7iEtcV7s+exn0JU8vM/i0R6a2tLX/va11SpVJRMJvWJT3xC77zzjtkV/et//a/l9Xr11a9+VYeHh/riF7+o3/7t3/5/9V4ASKwplLLSuaginU4rkUjo8PDQKhToR8JeNTo6aucoVmPHx8cKBoNmWQf4zzqKx+NW2cI6AYAbGRkxwQUAJg3rqZioVqvWfHxtbc1ECP39/SamODw8tD25r69Pa2trSqVSVnXT3d1tFi6bm5tWGRaJRDQ4OKh4PG5nZa1W09zcnKmoeQ1itnK5rGw2awSiO28A6lAKU8kDUE7Tc6z4IHUlXaisYr4TX/EcqKYB0HIrUQ8ODlQuly1W5Bqo3kLsQ/N1PhOKXq/Xa+IV11ptd3fXqm4qlYpVCENGUqHYaDQsRmSeEVPevHnTLMaIl2u1mmq1mvr7+1WpVDQ7O6vd3V0jtbu7u5VOp+X1nvf5e/vtt1UoFNTb26tIJKLd3V1tbGzoj//4j9VqtZRKpUy4gv3VwcGB1tbWjCDKZDL6xje+oUajoa2tLbN/GxgYuGDtxfkEiMzcfvTokfVvIQ7g7HOr7hjEshBK5CHMU/pctNttPXz40Pa18fFxTU1NKZ1OmwUXPRUQPZBjQIhBRHG+EZ/Qr8sljumBwB7IHPpZCWk+rBgQG0HOC56z67TAfeW84izizCRWcK2bIUM4u9wKSyqqqHp3qzUh/lnvnI9/XeUKFW0IUMj/4vG4MpmMHj9+bOIc7If7+/t19+5dI0sRrUAQQ6Yg3KMPJaA6f0MMUXmDMwJnhNtUnnvc6XSUy+V0cHBgeyyVtgcHBwbWI9ij4tUVTGSzWVWrVcuhafgOcePabCNiPDk5MUtu1u3x8bEGBwetqoQqMrAGPh+xKDG9dE5cVatVm0PkxFg+c48404gPyYuPj4/NIpXny3wCH4AMOjs70/r6uu29xHYf//jHDQ/g2jhzk8mkzs7OrJKGuZhKpawHKM+HKvLh4WFzT2COBQIBBQIBExx88MEHRpoh7iMO9Pl8Ju7EJo3fbbVamp6eVjwe11tvvaXj42ONjY1pe3vb1p2bM3HfuR9uRRg5AaQdeAED8RlnP1iWm+OB84AnYPHlxozu+16Oy3E5Lsfl+OmPv5XddXFxUYODg+rt7dWrr76q3/zN39To6Kjee+89HR8f63Of+5z97OzsrEZHR/X222//J4NHgiQGzdEA/7FgItiDnaeaxFVGu1UVbnKAUosKFoI/wBl+nmCQoIzX53sQNpAtkky1xcGazWZVKBTUarXUbDaVyWQsOcvn81pbW9PJyYlu375tr8eBnMlkLMnf3d1VLpdTKpXSl7/8ZQ0PD5uqEWUgCQr+1+FwWPF43ECliYmJC9cIEYGP+MbGhgFe+Ei76ohCoWDqMxfQ58Dv6uoyZRtBmNuAOh6Pq1Kp2OFPVQsg/97envr7+03JidUVDU+lp+Db4eGhKpWK4vG4Wq3WhQb1kC6o89LptGq1mhFYXV1dikajarVaqlarSiaT2tzcNKU46ptQKKREInHBjoxgNRQKWXk3SQn3BBAVFSpKGuYQlg0840wmY0qZyclJDQ4OWlIGCIECR3pq+8G1EmxLMvXW5uamrly5IkkGXLTbba2vr6uvr09zc3P68pe/bKTVc889p729Pa2urhpRhmKVxrRuc+p6vW5Kwu7ubk1OTmp1ddWaBVLZBaCCnyzrzbVikJ6WI3MfmVeA9m4VhEuGss59Pp9d74c9Pqw90CVR+NtVnlOV4ybAfN0lOaSnhBN7mnTxGbgl54AXAOUAXFgguCpDiAbXYoo9GtDxE5/4hIHN2WzWgO6DgwMjPAuFgqrVqgqFgr3ezZs3df36dWUyGXvWlUpFa2tr+va3v63V1VUDjgCesc1hzQHCHR0d2T4MIECCAzhB8kq/AAYJMxUHroWFO385c6gKw4IQxbNrU0BPqWQyqWKxaL7/iURCtVrNklxsJPz+cxtGwPSuri4DP0dGRlQqldRoNBSNRs2SgXWHahCVPVYGrDH3nGMPZR0CulL16FapcCa7XuScSVQ2AeLQtBuSAtIpm81qdXVVq6urdlZiDYN1ID7em5ubev755/XKK6/ohz/8oba2tvT9739f6XRaZ2dnunv3rn71V3/V9rKTkxOzhalWqybIODg4MLC2XC7/hBITUMpV8rpgETEACTPJs1vVxfpwCWHm27NiDNaKS6ZwxpydPe3HdnZ2ZiAMpPaHPb7+9a//P36/t7dXv/Vbv6Xf+q3f+v/8Xswn5lx3d7edVf39/WaDAjBGT5Dj42PV63Xt7e1pbGzMCFgayrPXop6ndxoADT3csKccHR3V5ubmhV4UwWDQrJAQapRKJSMrDw8PdeXKFZ2envdIarfbyufzFm+dnZ1pbGzM1P9nZ2d6+PChyuWyfD6fNVtmj2cfuXfvnhFDgUBAV69e1dDQkIrFotbX15XL5cyq7/j42Hzvp6amtLi4aPZmVB+wfwPauNXV9F0JBAKmuD4+PrbKH/Zpj+e8nwde93y+SCRihP7JybklLDY2AP3hcFgbGxs6Ozv3vMd+MRgMXjhz3Ia/0WjUlPUMyBPuG1UNJycnRtq7ZDjgJPOr3W4rmUyaCr1arVoVDFarDx8+1PLysvx+vwmgqIBhX6FPyGuvvWaiGfoAshf09PRoeHhYBwcHWlxcVE9Pj9577z1J53sNc29ra0uPHj2yXAdigb0H4RJVJOxv7FEQOtjtAIKfnZ1pa2tL/f39ds+xMmIuun2IuGe8B3Z6KysrSqfTCoVCmpmZsUp5rpGqUPp3saax7alUKlpZWdHY2JiRefS7Qv3PmvL7/RdiE5c8+bCr8aQPLwZ0BSp8fnJZVxDixohu83nX1or1CyDLa0Gq8XWIezc/xVLpWWGTKx5wAWRJJlJwq/jHx8cVCoXk8Xisvwl7aLvd1sbGhvWtoBIWgJqqDir48/m8xXNHR0eKRCLWa9O1LKMajXvkirmi0aiR5nNzc2q32woEApbPYSEIQbG3t2d7EwIZCA96Xe3s7Fh1Tblclt/v1+TkpIky6/W67c+BQMCqkOPxuK27arWqdDqtZDKp/v5+bW1t6fT01JwGisWiQqGQUqmUxQHhcFjFYtFEb6xl4jisxP1+v/VAIiZBFMQeCRHP3HEraV1SCCyEPaJer+vBgwfqdDqamZmxasVO57yPq3SxUpmG9i4pjhUvlpXgCoiTODfIzVdXV7W9va3FxUWLv7BJcyvcS6WSUqmUEomE5ufnrVoyEAjozp076nQ6mp6eVrlcVnd3tyYmJvTkyRMj7Dgbu7q6LthYM6/AQFhbkC7S0zyX9cL33dia7xF/E5e7uQZrFswpEomYHfnluByX43Jcjp/e+KmTKC+//LJ+93d/V1evXlUul9Nv/MZv6JOf/KQePnyofD5vXtLuSKfTyufz/8nX/M3f/E39xm/8xk98neDOVXmgPOH/LrDKwe8GfgR6gCGufy6qZNQSBCIAaCQ8WDYwSKxQOgAKoczh/SYnJ80XlOSD6+10OhoeHjaAsl6vm08sQZvXe95r5Utf+pKmp6dNWQKBQQCJ+gO7kmazaYEsQXO9Xld3d7eGhoa0sbFhREOhUDBghnsyMDCgvr4+K58Ph8MWgHKwu3ZKp6enVhZN0I4Kk2TW4zlvoD48PGzJFNdIo1SaU4bDYUs4SeZI/kge+Mw0wJPOyZ1yuaxkMqlGo2F2QiS58Xjc7HPa7bY6nY4FlCcnJ0a2uEA/1TgAZVghtdttu750Om1gwt7envlcA8jEYjEdHh5qbGzMGvJ5vV5tbW0pmUya3ZkkI06CwaBVZ/BcUqmUarWaSqWSqWsgKIaHh/WNb3xDmUxGo6OjarVaBi7lcjkFg0FT1QwODqqrq0u3bt2ypLxer1uPCUixs7Mz3bt3TzMzM3r++efV09OjbDarq1evWi8Vyq1RAklPCbtgMGjE4rPrzl1vJFyAhs+uWf7tWgIAlP0skucPcw+UfrKRKvshSSZJLfcPOyL3nqM2I/HhdV1lGcSymwAD4KFQcxXyvDYWD6xPAn/IzpGREQObaP6L7R3WNqurq3r06JGpDQE/p6enza+40Wjo0aNH2tzc1FtvvaXFxUWzoGPdupaMbmKDTRkgOIRko9GwBM+dv5wjblJDpQb30+1XEAwGLQFF7cuZ4VZSYEXkVmMMDQ0ZIY8vM3vS3NyckS5U7UFSu4QZax31NgAF1SsQroFAQJVKRd3d3arVahoYGLjQpJb5s7+/bxWOzImTkxNFIhEDeQH7WMdulSce2KhW2VMbjYZd8+npqbLZrDVIffjwoYaGhpTJZDQ3N6fFxUXt7OwYuYEKGSX25z73ORUKBeXz+QvWLj/4wQ/0pS99yc4Tj8ej119/XX/+53+ug4MDjY6OWq8wAD2q4dhrSM4h/plHfE6XNJZ0QQHsWnYxbwAdJF2wfeC+cu+eJW3c9fssKUp881EegOSsQxSy9Xrdqrg4xwFM2u227t27Z/ags7OzisViOjg40M7OjsrlsoH+AD/pdNps3/L5vBGPZ2dnymazajQaWl5eltd7bplSr9dVLpeNjGCvwYIzm81qc3NTjx8/NvAlEokom82aXVI4HFanc25PQoUwhLDrX0/cuLu7a5Va+Xxeg4ODZvcUj8e1t7enUqlk4CdxYCqV0vXr13V0dKT79+/rP/yH/2DAKvEWZAq9ZIgPqfA7PDw0K5Risaju7qfNjDlbELW4+xW+/TQuBoSCSKFihUb2AEWSjHjOZDIKBAKan5+3e0T1AkpeFOiAuQB0VP1g5SXJLG0RCPT29l6w5+3t7VUqlbLKie3tbY2MjOjFF1+0xtKxWEy3b9+2aslwOKxgMKjl5WV7L6/Xq9u3byuVShmIyxyJRqMWG3c6HRPeQAQWCgXVajWNjo6aqnxqakonJyd27lEhz76N4p18BPuler1uzyGbzZpIyVXGs8cRDwPEcg+o8JTOz3vIF3pBRCIRJZNJTUxMGGHCMwHspBoB4Y50vm8C/P74xz824jORSBjRFg6HTfRE7Md579r9fpjjw4wB2T/IV8l/qEiQZPdDepoXuwp1t0qc1+T8QRiClSfnjCQj5SBVXPCcanJEBwgPXHEj10y1BOu9t7dXjUbjQlUlxCXnaqvVsusi3up0ntrEMi8RVBHDYN+MgMOttqbizBVgkfcVi0UjrrCRbLVaymQympycNEKEXhmxWMzeMxwOa2RkRPv7+7p7967u379vvbSoHoZ0PTg40J/+6Z9a9R1kF0Qz+SYVI61WS8fHx7ZXUZ3Q399vIiHy0ZOTE0WjUSPuW62Wtra2dHh4qGazqUgkYuI+CGe3eoJ8khidnJ/4ij2MOSjJ7Gc5qyFo5ubmdHR0pGQyqZGREdsDue7NzU1tbW1pbGzMhFWQYQj9YrGYiZqYh25lyePHj1WpVDQ3N6f19XVJsnOA32WvlM6JSuwuiffz+bz6+vpMTHH9+nXV63Wtrq6q2WxqZGRE5XLZyDBiRNcpAvvrWq1mX8fKmphQeiruBbdx16VbTeYSNvwua9Kt9iJe/1nkwZfjclyOy/FRHz91EuVLX/qS/fv27dt6+eWXNTY2pj/4gz+4oAr7m4x/8S/+hX7913/d/s/B5YJZLqjgAoGosKSniTYHCgEHv0ewIumC2oLDzgVL8Ed3wUXXroSKmMPDQ1P40hDvnXfe0fDwsIaGhkwRcnJyYnYAgUBAk5OT5okcCoUM3CNZxUZnZGREd+7cUTAYVC6XM7AHRaR0HhigesGKRpI114QAIHHm97B9ODo6Mp9RFMz03iBAJZDld/GQJRB11WoEXgSYWCJwP2n+5/F4rKrhWZ/eVqtl70OCjtUMtllUqwDQbW9va2JiQn19fcrn8zo7OzPbAXyd8eAFPBgbG1Oj0dDm5qa9hyRrHErgRhLolsED4rgluSQRAIM8f1TMkHNra2uanZ3V888/r7W1tQs2Z6FQ6AIwjJ86yf7x8bH1ceFrs7OzunnzpjY2Nqz5dG9vr2q1mn70ox9pampK9Xpdf/zHf6yvfOUrSiaTmp2d1dbWlgWt2JNgK1Sr1awpHx66IyMjqtVqWl9f13vvvWcVNPjCSrqgdnT75biKa+lpIgcQ44LHBJ4Ei/we6w3g6mdRyvxh7oHSxWqUZ0FaN1F0VU4ADSSTbrk595MEgH2RfdK1rHOV8e7/2T/dSiNUZLwnyXk2mzXij/tTKpV0enqqkZERbW9v65vf/Kaq1aquXbsmn8+nQCBglSgkJ48fP9a9e/e0sLCg5eVlI0Xa7baRGaib3V4nkmzPZI2S9JHskGy54CD3gcQfsojPxVnh9XrVbrcNgKTCpNVqWf8A+jGxb0KuQ1DhB76xsWEgL4kx+wD7NxUvkK3tdls7OzvW3D4ej5ulJPs/lR8QHuyZgFJ8Zkmmgodccq00qdQAeIOAAbyUnjakDwQCZs3CXsB8PTk5MdtJSPf19XUtLi7qypUrGhwcNBKFfZ7zsV6va319XV/4whc0Pj6uH//4x0YSf//737fmoplMRl7vuaXh9PS0PvjgAz169Eizs7NqNBpqNBqmlJVktkCsCbc3DEIAiAvUgTwL9jbuEXGKa4XB911ChJ9l7ZEQu2QlgAXfc9+LdfZRHsQzfH5IUhSsjUbD+iN1dXUZiVgsFjU1NWWg18bGhql5JV2I9dLptNkgnZ6eanl5WY8ePVKhUNDQ0JBVeMzMzMjv9yufz6vRaKi3t1dDQ0O6c+eO2ZUCGKbTaS0vL1u/h0QioUajoUKhoOPjY8ViMavGkmRkITFvV1eX7aunp+e9TRDXALixJujthv0KsR37djwet/+Xy2UtLCwYGcn8BngipuC8PT4+bwyM7WJPT4+Wl5etrxBAkQv6sHexviG4mbNcK8/1+PjYSFv6Z3DWtFotW//s2wCMfA2A1eM5tyylonl4eFher1f5fN4qXOgtgkDIjedRktfrdSOwuIZKpWIkRCQS0cTEhAKBgO7du2dENTkH/XYGBgZ05coVs6ekxwwWjdvb20acdXV1md2c1+u1vj48z52dHWWzWU1MTCifz6tUKpkdkLtPu6IiVxHNnKHiEFEDzeq7u7stR2Fd0Pgaq2DiLyxou7u7NTU1pWw2a+IH1PZnZ2caHh5WKpWS1+tVs9nU6uqqNjc3NTAwYOculsHYKlHJJD2NJfmbvdQVlfws9r8PMwYkp3PFRe7exfpzzyHui0uU8PtuDCjJAGHAc77G+ucs5L2I9Vmj7nno5suuq4F7/VRiIFBk35NksSxiCZwL2Ls2NjYUCAQsj/N4PEboeTwec2/gs5B7MVd5/bOzc4cLKg739vbsbEgmk3btgPlDQ0NWme9WwQcCAWv0XqvVVK1Wtbm5qZWVlQtztdVqWcUh8TKV/dI5sYuQJhQKmVjm9PRU9Xrdem8mEgltbW2p1WpZxQb7FX02pXMbTEhP4pbDw0MtLS3J5/OZSA6rqIGBAZXLZUmyOJI9invPPk5MyvOCCGZwlhwdHenBgwdKJpM6PT3V5OSkarWaVUkODAyoVquZPSCCPuYVZG40GlUoFDKiDpErTh+5XE7FYtEqbTiDw+Gwent7FY/HbZ5RXUP1XLlc1tHReT/CtbU1I6PJod977z1NT09b5SN5gVvFxTUzn6jGdCu2GMTfrvjXzbu4t8R+fM3NvSBYXCHrRz0GvByX43Jcjp/F+FtHGCORiK5cuaKlpSV9/vOftyTAVeEUCoW/1juW0dPTc8E6heGCBc+qYzjcXTW2a/kFwAro6CZhe3t7FgRw+JCA8LskmCTl+Xz+gtKR4ao1jo+PVSgUFI/H9cILL1gwgvqqXC7r4cOHOj091c2bN7W5ualkMmnAOSX1lUpFU1NTZhlAIIVXN8A1IJdrpyLJAh2Uznx+mqwPDAzo2rVrqlarZrlEqXync15mT8CJYg/VE4pwtyKDoPD4+NieC6XXWEIAgPBernIGz2WCU+wOqMQgiJOeWg1hAeb1eo3cwG5ge3vb3mt7e9usvzY3NzUyMmLAH8n5wMCAksmkKZKq1aqKxaJ5s1YqFYVCIbO8AAwIBoM6PDxUuVw2z22ugSSP6/d4PEbIUE1x584dDQ4OqlqtGjgJCIqKiCCZyhVUkHw+ArdMJqNPfepTeuONN0x9iA3C5uamBgcHFYlE9OabbyqVSumXf/mXdXZ2pkwmY5U+R0dH5g3PM+L/u7u7SiaTVjkAWE7ACxiDDQdVIvzN2kRtiee7S0hJT4Eyj8dj4Cvr1CVNAJR/FirEZ8ff5h7IcNeWW3UC2QGAJV1UO5H4kHi76qVOp2OAGUkPv++SMbwe99q1CnPV+CTYvO7p6alu376tK1euKJ/PKxAIWELVaDSsWutb3/qW3n77bb300ksaGRmxexePxzU8PKxWq6Uf/vCHeuedd/TkyRNtb2/bmoJwAVQ4PT01JRqfiTVIYu0mQljaQBCzrzJv3UoB/JNJ3Nvttg4PDw2gJJHNZrPa2NiwihMACirVAMeY8zTYHBwc1Pr6+gUyOxgMKhQKaWtry6yMIFCxO5Bkynosq5rNpqanp02ZHggETP3JvT0+PjbVuKtMPTk5seaogC7MgUqlokAgYMQLe4fbOwrySdKF/wM2HB0dGaEEQHJ0dGTg3ePHjw0Ycj27qabxer36q7/6K73wwgsaHx/Xiy++qOPjYxWLRdsj33zzTX3ta18zsCIUCulTn/qU7t27Z4m122OE/dm1IwFscmMKF8AmuWVtSTLQmPUgPfXAZh0zd7mn7HcuaeKSJ27Fias6dPfNj+p4FgSENEWBi/Ie0UUikTBLl0qlYpUexWJR77//vtrttmZmZnRycmK2KNls1sBz3odznfMa0KrZbJrFFPsvv0P8BXmKIhiABJLl7OzMxCOVSuVCZReAJApvKi9QbWPbOjY2pr6+Pq2srGh9fV2RSERDQ0M6ODjQ9va2tre3NT4+rmQyqa6uLq2trdn+/PGPf1zT09O6f/++dnZ21Ol0lMlkrCKV3kFU6iHaYG1OTk5alZbX6zXS4+joSOl0Wo1Gw+wIJalcLtseADh2cHBgQPze3p4kGQlBzE71KdeAoIYqMvZJt4K1r69PyWRSiUTCiGhJmpiY0M7OjorF4oUzgTiSszedTqurq0vvvvuu7UvS+brD9z8YDCoQCGhnZ0fNZtOswPb3961fw9jYmKrVqubm5jQ4OGhz7MGDBwaMQWSnUinrvcCZSnycTqeNJG82m2o0GmZx82zFI+IKLO02NjbsM7JnsH90d3dbXz43PmVOs+dxv7mPEDacU93d3UokEpqdnTV7QfoUBAIBI9Pz+bzeeustra+vq7u7W4ODgwqHwyqXy4pEIpqentbZ2ZnZOO7u7qpYLKpQKKjZbFou4YqmXPL5Zz3+tvNgF2yFvHf/dvtsQFS694nnjojEjcmJpdl/WFOQjAgQqVSRnlptu/Zg7vu7YhvmJUC526eNn0dU0mw2lUwmlcvljHxArAHJt7i4qKmpKcv9BgcHbX9aXl62HHF3d9d+F5KW6i8qodnHsV/s6+tTKpWyPT6TyWhmZka7u7s2F3FBgPCLxWIql8uan583IgX3A0lmiby7u6ulpSWronTjZsQhY2NjVl29sbFxQdzn8503sacCGpGU33/e82p8fFzZbNZi7b29PesXyJ67u7trmAIVc/V63fIw9h4qvMLhsFUQUz3d399/oUIR8lmSEQpDQ0Pq6+uzeL3ZbFqVkd/v19jYmPUudIVyEEGQDLu7u1ZN6FZwQLoODQ1pb29Pjx8//ok8hvOfZ0Tvk97eXm1vb9t7jI6OamFhQYuLi0omk6pWq/L5znue3rlzR++99576+vr0/PPP6+HDh3ZdLhnJvu1WUrrECHGl+7Pkw25uxlnG77gWXsToWESSo7B/X47LcTkux+X46Y6/dRKl3W5reXlZ//V//V/rYx/7mLq6uvS9731PX/3qVyVJ8/Pz2tjY0Kuvvvo3fm0OBhh31K8o19xqFFehTYBCokcww8HjMvscWJKMaAFoA2TnGlB7EZThkQ+BcfPmTUmyZqso31KplB49emT2KaFQSAcHByoUChofH9fW1paKxaIFNVeuXLFglRL8Wq1mZazhcFjtdltLS0vWO2NiYsJKdFdXVzU4OCif77w/AOpEFySMRqPmdc3nhMhBpYbiDIXn8PCwgT4ES6jJ8A7nmaEaoREfCQ8J//7+vnK5nClssANzKxJ6enpUKBQMbEW1Njg4aArUVqul4eFh1et1K8dttVr2NxVAAE6ohyRZcDg4OKipqSlreEo/BYJxFD+oiAAMIKooU+aerqysXEiS+Tc/9/777+vKlSt67rnn1Gq1dOvWLVMUEuS6YAJroVaraW1tTcfHx5qenjbrMJSGt27dMtBoc3NTi4uLisVi1rMES4a/+Iu/0LVr1xSJRJRIJMw6CY9XrAiq1apCoZDZq4VCIU1PT1ui4PbicX2VmUPJZNJs01DnuapsyDISObcqhX97vV6bt/yM64uNsudnOf6290D2NYhad265fSjYDyEM2AsJ1AGjCbpZy24ln1s6DjnrBu28D0k6qjAINaxS4vG4hoaG9PnPf97ARyzq6OuTSCT0rW99S//+3/97RSIRpdNpjY2N2bzGwuP+/fv6kz/5E0vceOYkl9jhQYqQBKHeB3wlsXQVmtwPFIcA5ADXrC+XqPb5fAaqupVmJLquAo2f455i10AVCgo3/mChyO+QxLoJFRUcECku2R2JRMy7/OzsTIODg+p0zi0w8BkPhUKSZGphSFL2SPZwgGmXADg7O7tQQYKy2ev1WgUSgLQL/lAlxN7PswFApUIFdfXdu3ftGfb09KjZbBrwEYvFNDMzo69//ev61Kc+pXQ6bZ/rzp07+v73v6979+7p7/29v6epqSlr+D08PKzh4WGdnp7a17B34HylAnVvb8/WHpVF7LOsQ1S3gA8AkMw3YgniEDeecW3fXK92Kh65nzwT5pf7Pqz1j/JwSS2IJao00um0KpWKASsII9rttqrVqgGzOzs7pnaltwW2p+FwWOl0Wnt7e2q329a/LRwOa3Bw0CxPOc8kqVgsWs85xCRuI26ekyQjSyBmjo+PTRkLKOfOK9TXANlU7Lr9PaguzeVyZh/FdbCO/H6/7t+/L5/Pp2QyaWu+q6tLyWRSkUhEL730kgqFgtmUNZtN6yfF3IvFYtb3hb5r6+vrFjNi4UR1Cj2Nurq67N9UmiG8YI8FsGVvpucJBDdrBCU+gFWtVjPBC/sMxCxAo9vUvlwuK5FIqLu7W9FoVM1m084OSGDIFGzSIG05I/L5vMrlssWC7Xb7wvVIsliQOSZJGxsb+o//8T8qkUiYAIUzpF6vG0nOfaG3TigUMoCMnyH/oFcUcRRVm1Q10ScLwoHKH8g44qloNGoEUCqVukDoURlDP65gMGh9GxAhYYdzdnZuudXX16dGo2H3JhQK2Ry4d++e/t2/+3dKJBJ6/fXXzW4uGAwqnU5raGhI+XxeCwsL9h6QJrFYTP39/WadBrnjEuA/6/G3GQNKF62rXcEgpAgD0oCz1a2KAdR1bZGJAyFKqU6QZHsOZCKvSZ5AdRM5BvEPAimIFNYC+xwxP+I7+lrVajXLFxBg7e3tWc6LAKNWq2l5edn2xXg8boIy1z5OkgHqkUjEemmcnp73B4E42drakiRdu3ZN0rlVGzbQiAx3d3eNABobG7NeJJVKxSyWvV6vFhcX5fGc9/3b2dlRu922PAfiFQvqer1un63ZbKrdbqtUKpnokD5X8Xjc7hn9QVijzWbTen+USiV71tFoVLlcznqAdHd3W+4LZoDtdD6ft72XfZjctqury0hmej4x78j3+NvNAZgD4XBYXu+5pdmDBw9sziDYHBsbs33m8PBQ/f39Zj3Z19enTCajnp4eq0amx+v9+/dVq9U0OzurSCRi94x71Nvbq1wuZzElFS2jo6NWZdRsNlWpVOx3enp6TGg6Pz8vv9+vq1evampqykRR165dM4Kd+Uw+4hKCbk89cimXICWvID9z72W73baznPX5rN0y8Z9Lxl2Oy3E5Lsfl+OmOnzqJ8s//+T/Xr/zKr2hsbEw7Ozv6l//yX8rn8+lrX/uawuGwfu3Xfk2//uu/buD5P/2n/1Svvvrqf7KZ3v+vAVjjKtTd0m4Saw51FKQE1xzaHMpufxPAH7c5GAkcIDKB4+npqQVpBLMEJYBLnU5H29vbpmZbXFw0woLrmpmZ0cTEhDUBfeGFFyyI6+rqMm/7UCik1dVV3b59W/v7+9rc3LQAEVCKhAgwE0COIBHiYXd314Ldo6Mjs7pJp9MaHR1Vo9GwwNztsYIFA5Uf3DOAVwA8CBcABD7r2dmZNjc3FYlETP1CIt3X12ckDv7feHNjEQR4D3jglhDH43Ftbm5Kegp4EbCQ8LVaLUsGIQZQi7fbbSub5pkD+FHBs7e3Z4EliigSAuYgyT1NjwGaaXQNYZNIJOw1O53z5tFjY2OqVCoWvOVyOav+4HmQtBwcHOjNN99UtVq9oNYBxOt0OkqlUvr85z+vg4MD5XI5/d7v/Z6Oj481Ojqqubk5Xb16VVeuXNGPfvQj/ehHP9KtW7esgV9fX5/q9boGBwctQV9fXzfgAHIkGo3qlVdesXX5ve99T9lsVoeHh9rc3LTn7vF4DCB1q3GeVe9ArrkKbLfijGfjqumeVfV82OPD3gMl/YQaySWiJJndEPcH8oDAHvDVrQ5yyQRX6Xh0dGTBu/S0FxX3mqSQRMsFh8/OzjQyMqJoNKqrV6/qxo0b5o8ei8XsZ4PBoObm5vStb33LXhMiFwCp1WrpG9/4hjY3Nw3c43oPDg4Ui8WsMSnAgUu8kbi4hNvJyYlZ+zEvmXvPklEo7wAASfxQ5fKzJJYQyo1Gw2z+SER7enqUyWRMJQgJwn5HBSBEEEkyRDg/DxjMz2GlB3FJtQtWjtgbANq5Kn4qMk9OzvtBcT0Mt4IGxTFWYxAEKBoB6Xp7e43kZI5CuAGcSbIKFP5QCdlqtfQnf/InWl9ft3MZhTTEYbFYVDgcVrVa1Xe/+11T2AcCAb388su6deuWlpaWdO/ePQ0ODurq1at6+PChYrGYRkZGNDc3ZwpOzlBX/cgeBsDq2le4ZAfAFvMLoPxZ8YdbyQVg5aovmX/uGXZ2dmbkDesaApV9kfn4/w8g4t/WgMTiLOYsZ9+hwsO1pjo8PNTGxoZisZjC4bBKpZJVh4ZCIaXTabMFoQJjcXHR4ohYLKZkMqlKpaJgMKgf//jHikaj1nSceCqZTCqdTisYDFrfCSot3bmE7RVgPQIN5sL+/r7FIqxB9m5ASZTPWMzl83k1m01TnQMIIowgJtjZ2dHKyor6+/utgg3l8M2bN3Xr1i01m009evRIe3t75lmPxSzrmL1gZGTE4i6Px6Px8XF9/OMfV7lctn4W9L8iduRvKindtcdzgOTf29u7IDbC0obmxAg7iKc4CyQZcUyfGmx9jo6OtLOzY2S31+u1e0k/Jb7WarW0tLRkBFYqlVIqlbKKwr29PVWrVfX29mpnZ8fALoQDuVzOhAL7+/vq7e3V0tKS5ubmNDAwoHQ6rfHxcV2/fl0PHjxQu93WyMiIWq2W2ckcHh4qHA5bFRpN6CORiBYWFiyG57xClEVvAuJDV+xAHEXPMbfKDkKMvhsQRVx/OBxWLpez+c1rotZnn+K9ETFREVmpVPTw4UM1Gg3dvn1b4+Pjqtfr1hMQ4HZ3d9fAx1KppIWFBe3t7WlycvJCtQBxC3P/Z7H/fdgxIGcH5wPnMs+CvIy1xc9IsufK3sm57ArW+B2AcBeY5fvEIIhtqIiAwKQ3Ik3GEVW45x75H/GEz+fT+Pi4rX03tqeKKp1OW4UvVVGHh4cqFAoG7p+cnFhfLHevAWAnpymVShYHtdttjY6OWu+n4+NjTU1NaWJiQvF43Kq/+vr6FA6HrbKLKopGo2Fr6/T0VO+++6717ggGg4pEIpZ3zszMmG0zfQFbrZYODw+VTCatogIbasSOkBiSTOTDPp3P5y1WHRoa0v379+X3+5XJZCye7OnpUb1eN7vKfD5vPfxarZaq1aoJW3p6eqwChvlBnNnb22uWYOTVPCfyB85ebAqJ6b1erxKJhFWkzM/Pq9FoaGZmxqrRuG89PT2anp5WV1eXdnZ2LlSWR6NRpdNpbW1taX19XaFQyHAEKlAguJlfiBIQNE1MTOj09LyH68nJiarVqnp6ehSLxXTt2jWtr6/r2rVrWltb097entkR3rt3T/fv31c0GtXg4KBZcroxHniUiyWwLnG1IL7mfrGX8Trsqy5Z6vP5jLgmDyY3I/77WeTBl+NyXI7L8VEfP3USZWtrS1/72tdUqVSs4uKdd94xld6//tf/Wl6vV1/96ld1eHioL37xi/rt3/7t/1fvxeFAoCDJgDEOKUlWakxQ7aqoAR9cX12UBy5xQCDA+1KBwEHpJu8EeyjLSEywZ3j55Zfturh2kphUKiWPx6Pl5WVTT2xubhpAlEgkNDIyYipFiIVYLKZYLKZOp6OVlRUtLCzI4/EokUhobm5Om5ub+uxnP2uWYxzOJFhUWdAcjcBlcnJSjx49UiwWM49vwH9APVSOgGWApyTHKP5clURfX5+q1ao1jKvVahe8SQEWpafNYwnoaSoPQXB8fGwN/jY3Nw1cxErCtRFKJBJqNptm50Dpb7lcViqVMpUeFiAEmSTNXq9XyWRS+XzebHCYS6j0uSYSSOYlHr0k6KenpxdUROVyWdevX9fU1JSGhoaslw2WPN3d3Uqn0waSAeLl83kNDAwYWLqzs6O33npLN27csDlBwku5+uTkpF5++WX98R//sZXIA7wRFI6MjFjQGY/HjZhETYj9T6VSsSqXUqmknp4eTU1NaWdnR8lk0vzSCSQJAqlgcpXYJFV8RoBoADAXJJRkJNRfBxbyOh/2+DD3QPY5F/AnmeZ+uOpMt2IB8JbXcdVNrhWb+x6At+6zJEFxnwHgLs3M2T8hW/f395VIJGw9YeshnSf1uVxO//bf/lstLy9rZGREpVJJOzs7Vr23tLSkhYUFLSwsGJAG2O/OJ1TNkMusaemp1z7zns/jqulcIAZStFqt2jpGkc3nA1Dkb8gRgCgqJqjeCIVCF/yP6YMAsIoyOhwOm7K3q+u8z1cmkzHgFQtAQFAaWQLOsl+SyGEtw/NKpVKam5uztYZinzWERz0WRwABgCWsXddCD7INOzXOawiNRqNh+ydzFlIcMIXP6vF4tLCwoK2tLatuC4fDBgi6XuQDAwPa2NjQxMSEFhcXFY1Glclk1G63tbW1pf7+fs3NzekHP/iBnnvuOY2MjKirq0u1Wk0TExPa3d3VD3/4QyUSCQOOeF7cf/eZuUQkMQX3GxtE7gfrjngDIILzgySY+cPXXRGCa/XgJtjsi6xpN1n/qA4ajrsVmS6IB1mJeEI67wXn8/m0vr6uTCajSCSiYrFoFnWA4BCyrAOeFU3Ch4aG9N5776ler+v555+/oJjlfHdFOJCrWKTEYjGlUiltb28rmUxa9Qo2Sqenp2bvRVUY5zxzAEEF8SZ7F9VyWNMALkOGsn6IYTiTATa7u8+bEa+srKinp0elUskq78bHx5XJZEyMQUN7wDQIFo/HY5a0+Xxe29vb6u/vt724UChc6C/A3sAaxsYUQh41d39/vwl+sCQF6KLSBkKR85Cm6uyXxM/cPyoUeX+IF85EGt8jfhkYGNDBwYGazab1/Dg5OTFC//j4WNvb27Zu/X6/VZSsrq6qq6tL169f18LCgsXgR0dHWltbUy6X09TUlFl19fb2amJiwsg0KqY5dyCMmef0Ouju7lYqldLJyYndu2cr2Li//NsVSkHQu1Uv8Xjc9vONjQ0NDAwolUqZiIHBviTJwFo+p9vLa3FxUf/hP/wHPXnyRHfu3NEv/MIvKBqNGqC8s7NjuQGAcaVS0dLSktbX182CaWtrS41Gw/YC9l0ESx82kPhhxoCMv44sIsbhrCC2A7x2LdrcuJr8kFiKnJn4z1XJY2Ps9XoNfOdeu1XIiAmIv3gmCMEQbFGBFA6HNTw8bPMBYR497Twej4aHh5XJZJRMJpVKpWx/hiySZITi5uamOp3OBZvLkZERyx/j8bidE/39/ZqYmNDU1JTi8biazaby+bwmJiasTxL7EnMZERh79ObmplWR1ut1ra2tmU0q1bOSrOqY/YjYi+t2hSfYwAGis89VKhWlUinl83l7fvSplM7zI8SafB28gvgKgQA20ScnJ3ZuDAwM2Pc8Ho9VC7P3IrgJBAL2uZhD9JXDJpE88vDw0HKAVCpl1TH0/YPMx1ViYGBA4+PjikQilktgIU61aC6X09ramiQpk8no9PRUhULhQn7JnDk+Ptbjx4+tcvzg4MD63mSzWX3sYx+zqsTt7W0TAz558kS3b99Ws9m0/P7FF1/U4eGh3nnnHesNCtnkri1iMunpPsWaJMdwrfiYZ8/uXVi18WxdER3kqJvzMd8vx+W4HJfjcvz0xk8dYfz617/+//j93t5e/dZv/ZZ+67d+6//ze7lgg6uaJiFDLeOCs3yd8kcOIBeExMKkUqmY2o/34+cJ/AhSsMTi4EIJSX+HQCCgcrksr9er69evm582Se3a2pqi0aj8fr8RMuFwWNvb29rZ2bFSfsqVUcwUi0UFg0FdvXrVPEb/8A//0LzpX3rpJbM+ePjwoT7xiU9YQ3uv99wzljJZ1NIoPur1uqmDAoGAQqGQlpeXDUyg0TH3zw2sXUCIoBayyW3qPDg4qMPDQ7Op2tvbs+qL4+NjJZNJu38kwCQEfX19F+xuCKj29/cVj8ft2WPRI8kUcKhZIDZQEfI8UKG6iqpqtWrzABCN/gUQLZBr0tOGp8fHxyqXywZU9Pb2mv0KgEGtVpPX69XIyIhu3bqlZDKp3t5era6uKpPJaHJyUj09PRobG7PX5jrX19dNuVepVEyNPjIyYoputyKA8dxzz+nP//zPdXh4aIQMlTjz8/Oan5/XZz/7WbsHw8PDWl5etlJ5AnyaWx4cHGhzc1M3b95UIpHQ9evXValU9J3vfEe9vb26fv26FhcXLTBnPXF9kG5uwMfPcO/4GgmSG2wC2AIUuGruD3N8mHsggCwkK4kcSRagthu8E2Rzf9gH3SSH+wtY56r/SAjc+cS+i8KQr5FkSefJxLOJKskyFRvsn+VyWQ8ePNDIyIhSqZQKhYKp5IrFor71rW8Z2EmCDrjDmqPxLwm+29+JMwPgnbPDTSpdUIhkH6UYn437RCUi4BPPAmAAQAe7BcBAmub29vaqWCxaUoZaDqsY7AdRGXc655aKExMTajabtudCTiYSCfn9fjunqMTkZyDSsbag95Pb+Lq/v9/sW1ByAl7wOrwuCm/2bVfcgOKOde2S+Jy5qOBRvzJPqfABhGYvRjUOICHpQpIKSDswMKB4PG59Lubm5nR0dKTBwUHt7u7q3//7f69/8A/+gTKZjBYWFpRIJPTKK6/o3r17qtfrikajVoHA/ARogmzf29szEtE9G5h3zBdJF+Yaa5TvE6O488cVfjBXWYf8Pq/FGcjZ6t7jj+qgChNgkMouCE8X/KP/AMBItVpVtVo1AgCLkeXlZbN3Gxsbs3Md4Ovs7Exra2t69OiRHjx4oEgkos3NTeVyOdsjfD6fxsbGrNEvew5WIsfHx6rVakawAoojsEDJyvuGw2FVKhWVSiVFo1GbE26DYPZVtwoMABPAjyoSqmZLpZKq1ar1IBkYGFBPT4+CwaBu3rxpIBSVFcRP6XTa1vjBwYE++9nPqlqt6p133rEzGEucUqlkcR9CIipMurq6FI1GVavVjOSFwOHZtVotq1Jst9smBDo5OVE6nTYw6uzszEhqGpxjE9jVdd77CLKFfRRCh95xnE8ukeKu1b29PSO+OXcKhYLlEzREpucBDdc5Vw8PDxUIBFSr1cwCzlUoAzg+efLE9nXiLKwY2StR3B8fH5tYBhKa8xwisa+vT9ls1l6vXC6rWq3K6/XauTM0NGSEtMfj0czMjOr1uolhDg4ODJiE0K1Wq2o0Gtrb25Pf7zdhDMBrNps1lTUCBCx2u7u7Va/XNTc3J6/Xq9dff11XrlzR1taWCRpKpZIKhYJVh62vrxsxShXCwcGBisWind8uccw5/WGPDzMGZPCZ3apGNy8m5mZwjrv5MXE95zDArlu9jChDehofQpa4pAvkP7+PCwLxJ8IEyGGasFORdXJyYvsjzxaSm15z2WzWql2Zb1TKjIyMKBQKqVAoaHNzU5ubm6rVapaHsnYRBXK9MzMzlm+mUimrGOEcxUKRPB/LsXQ6bectJAH/R3CIbZRLykMCsof09fXZHokAg3OEPYnnhTiNHiXYPrtxB5XG7D3sYy655WIm5KvkU9h0BYNBI0ufzQ8g7Hne3GPcFTgr3MoK+mhCEkBwhMNhLS4umpCzq6tLW1tbunr1qp0t7HkDAwN2Zvb09Jj1WDqdliT96Ec/0uPHj23uVatVDQ4O6uWXX7b9uVKpmHioXC7r8PBQjx490vj4uL7yla9od3dX3/72t63iu9Vq6f79+7p27Zq6u7vV29ur0dFRVatVra2taWNjQ0NDQ2o2m7bPM+fdnIw9mnVJtTOiCPdcg+zs6+uzs8kVG3Lms055PVc0dzkux+W4HJfjpzs+fJn2T3GQ3LpqUA4hSea3DGDmqqldWylJFwIIgnSSIhJnDjeSExTO2LKgvEXlQwk8ipp8Pq9wOKyRkREdHR1Z1cn29rYODw+VzWZN1YEisVgsGsDd6Zz7uheLRS0uLl7wgV1YWNDZ2Zm++93vmroCxeHk5KRGR0etIodkjiQbYBCQjmsnKEun09YQvN1uW2UEgA6gHkrrg4MDpVKpC4TTwcGBVUJIssCi0WgonU6rt7dXa2trVpq8t7enRCKh/v5+5XI5hcNhU6QNDw+rUCgYSUGSSVCKItvn85mKlOoUnjVKaqpZUMVgaUCQSPB5enpqvVe8Xq+RTZTX8jcBEUEb5AhVMT6fz3qB8P71el3lcln9/f1GcuXzeRWLRZXLZSuvHhwcNLLO7z/3Wf/ggw/09ttvq1AoWOC7sbGhg4MDffvb39av/MqvaGJiwgL1Tqej8fFxSTJ1Znd3tzVSrlarajab1gTzC1/4gsbGxtTb26tCoaBSqaRSqWTqVeY4aw510O7urrLZrK5fv67NzU2tra3p6tWr9vvMRZ6NW3niloEDzrPu3O+569YFOv6uBYwuSMDnd6223L/dkm+Abf4wj12CCnKZ9yDRdsFLl+gieSLAJ4k7OztTPB63fWh0dFSpVEr9/f2mhMXKTpJWV1dVq9U0NDSkdDqtarWq9fV1/fmf/7l+8IMf6PT0VIODgyoWi3ZN4XBYjUbjAlnE/GIOMV/4zFggkAg2m80Ln4EzgX0GEpQkFisdEks3UQXQb7VaSiQSKhaL9p4u6U4iXKvVzBYBi41Wq6VUKmVAgesDTjLqlu6jXGNP5gxDvcz+Ti8GzgDAjZOTE83Pz1sPLc4d1I6cFbyvC9rxHPgM3C9JNheCwaAODw8v9K5hLp6entvysAd0d3dbr6WBgQFFIhEDVABBDw4ONDAwoLGxMfX392txcdGUlsViUYODg2o2m0aEzM7O6lvf+pa+8IUvKBwO6/Hjx3rjjTf03/13/53d/2g0arYV2DMyLwBDIXQ461krriKQf3Nf2C+ftR8ErHJJX5dI5jVYv65Yw13zzBn+71ojflQH5CRnLqAW1ZODg4Pa2NjQwsKCJiYmNDg4aADM8fGx3n33XQMcsMyKRCJ236iUomGu1+tVo9HQ9va2lpaWVKlUJMlELYCBfr/fAD1JZvvnikySyaR8Pp9SqZSdobx+qVTS/v6+xSIA3lT8YgPbarVsTyAORZAwMDCgaDSqdrutYrF4ocKWf1Ph2dvbqxs3blh1RywWsx4Y7XbbwG385x89emTNgakmxqKLHh2QRey9rHsIqlQqpfX1ddurfD6fERzuGdbpdFQoFKypPecO95lYHkDL4/EoGo1a3AzhBOhKtTJ5AARkoVBQNpu1BvWSjFQaGBi4YLdCBTiVRuyv2EGyz9EXzlX2U5Vx//59HR4eanR01EQuKLDx/b979671SWAfX15etorpK1eu2JyhX08kElG73TZSGxFRqVQycRUWZKVSyZpVVyoVEza4hId03ucnnU4b6b6wsKBarWaCKIDyWCymRCKh3t7eC69VKpWsJ2MwGFQ2m1WpVDJL4xs3bujOnTtWZVosFrW6umokX6VSsd8HbE0kEup0OlpbWzPRAXZNCCAQKn2UB1WQnNXu2eCS9m5lMsIozmfOIWw8WYMAvpw5gMC8rsfjuRC/u9apxJHPxpbEJ5zxxF+9vb2KxWKWb0qycy0Sicjv92t7e1vlclnSefVsJpPR3Nyc7t+/r6tXr5qVMH31sPajufz6+rr6+vo0Ojqq7e1t1Wo1jY+PKxqN2r5HtVdvb6+CwaACgYBVna2vr1t1sHSep1LpiuUYZH2j0VCz2bRenOwV2WxWrVbrgh0oe3pPT4+uXr2qaDSqJ0+eaH9/36xlo9GoxZUnJ+c9WZPJ5AWRB0LDs7Mzs5ckTstkMurr69Pu7q52dnaMFGCNUiUG+cG5R261srJijgZYKbJ3BgIByy14bswbrJ6p4OM8ODg4sL5PEDpTU1OKRCJqNBra3Nw0Ar+rq0vT09MKhUJ272KxmKLRqLq7uy224gzmjHr06JFZKHo8HjWbTeurRB8sv99vldm5XE6np6fa3t7Wn/zJn+h/+B/+B928eVPNZlPlclnvvfee4RkIHHGN+NjHPqbV1VXt7Oyo0WgomUyqv79fGxsbZmXrVumwTt0qZ+I7xEUQgqwfznX368+Sxq4gx63yvByX43Jcjsvx0x0/9yQKgDJgN4koNjKuchRQA8CbJI2DHuIByyISMheQ5OdIaLBqkJ4qUwFani3Hjcfj1lDe7/dreHhYq6urWlhYUCqVsgoYmplWq1VTntXrdQtiSczb7bZyuZw++9nPamFhQf/X//V/6e7du4pEIiqVSjo9PdXi4qJ6enr0+uuv22cmyAgGgwoGg2aHE41G7VorlYr5Tg8PD8vv92tjY8MszPr7+63RuwsUkFiSbBHwEpDTzyQUCtn7A4AWi0X7d7PZNAAgFotZ8Ieqjs9GMIL1WafTMYCLZ4kdjdd7Xr4+OjqqfD6v4+NjTUxMWLBLkuv3+60vDYAmSpdOp6P19XXzhOZzp9Np7ezsmBKLgKer67xJH8kdjet8Pp/i8bgRP1hUuM1Kt7a2rBcMFQCSLFlhbtErBV907NE++OADFQoFfelLX9Le3p7m5+fVbDb1pS99SS+++KIWFhbUarUMBKDnANVHrmUC83pyclJHR0cql8uKRqNKJBJKp9PWYHRjY0N7e3vKZrMGVr322mt68uSJqtWqRkZGLlQ4ATDSYJFEDsCbpAzwGxLUJQdIEF11D2qsj7IKW7rohe0CpuxJgFgE4dJTOyI3OXZVhy6hBbiNTQoBOc/NrTiQngK6qBNPTs6b1SYSCat0uHPnjl555RUNDw9f2DNJKnZ3dzU/Py+Px2P7RCQS0ePHj/V7v/d7Nk92d3etganH41GtVrsAppJwQqycnp4qk8lYk+BSqaRGo3FhbZHUMM/4PwAORCn3gf2ZfZD7DnmOp3UikdD8/LzZebh2DJlM5kL1DhZ+AGJbW1uWOJGEoVRLJpNWxQjRC7hYqVSs38zg4KAp2Gjc6RIxu7u7ikaj5qON1Q97NopOgBqXPMYawlVhktQGAgGtra1Zc2OqY/jbPSu4Dqoiu7u7dfXqVV27dk3ZbFb37t3T6uqqDg8PL/hOHxwcaG5uTiMjI0ZOUfGDRdHS0pJZfnzyk59Uo9HQc889Z1UF6+vr6nQ65nH+6U9/Wn/8x39sz5Rzh8/H9Z6dnRlp4ybG3FfOE4AIvufOOXfNMAdcdak7D93kmZ+DdCIOcr24IVY+qgN7EaqRiLnOzs6scfX+/r62t7fN5gOFf19fn2q1mhEU3K90Om3WQ6VSSf39/TZ/sf5cWloysILzjLhzaGjogk0UBGAqlTJbqFarpe3tbUkyKxTsxmhM7ypR6Tt2eHhodn3Mc2w+6ReC8rdSqSgWi2l2dtauDVU1FSG9vb2amZkx4c7m5qai0agCgYDeffdd6wuwu7urcDhs1k7lctn2auKslZUVi2GpBuGzUfnSbDY1ODhoFmGonGnozL7hVjJT8eDzPfV+B7ynfx3PnWptRDuo4yXZns85iEVtLBYzKza390ckElE2m1Wj0TCgF8Ca/YAKWCyM6P+HbRnigFqtZpVx9PjA3ovqIq/Xq2w2awKgnp4e6/OA0h7AFHCz2Wyqv79flUrFrKtQynd1dalcLlt10vHxsZ0TEF3BYNAU+q4AptPpWEUmJEmn01Eul7P9JpPJWExO9frHP/5xjY6O6sGDB7YOUdcDuBP7Sefn7ZUrVzQ8PKxKpaKdnR29//77yufzlqMgkKLvEM+dKhr6DbEHu2Ip9/8f1eES566qXXraS4614KrciZ3dmJoqcdeemDMMoaDP57tgTUkFKHOOPiQ8e0Q0xAzSxWpo4oLR0VEj3wqFgu03tVpNw8PDKpVKyufzJl7AwnpkZESrq6taW1vT9evXrbLZFdd4vV4999xzlnOxF4XDYU1PT5ttNXO+r69PyWRSY2NjOjk5UbvdVr1e1+PHj839gfWIzVMmk7EKNOlcULaysmIVJDwDHCkgXonP4/G4/H6/VldXLX48PT1VLpez/ZT4lmdXLpcVi8Vsj+7p6dH29rZVOtIQnjOir69PuVzOxCgej8dyZ4SKkFgQW7hV5HI5i1m6u7tVLpc1MDBghDIiASpf3HUXCoWsXw7xDDbixDD0+8xms8pkMsrlcta3ampqSoeHhwoGg9Z3qqenR5FIxOyzqBQl711bW1O1WrUq697eXrOgBGugP5gkTUxMmNOH1+vV2tqa5ubmNDs7q9dee019fX0aHBzUd77zHY2MjGh+fl7vvPPOhZ5Mg4ODun79up48eSJJikajFyztqBhBjIUIhDyIteeS3+QWVKlzzyArie/c+Js5SDXu5bgcl+NyXI6f/vi5JlEkXeg5AYjogicEfYBBbkWJy+IDEJK8cBhJsv+j0iEoAegFMOfAIslyAUoAsc997nPy+XyWUNFP4vHjx5YsEgh7vV5Vq1Ur3+/r6zO7FAieubk5LSwsaG5uTouLi6rVahYIAijNzc0pl8vpl3/5l031QhXH2dmZgQQkqG51wd7ensbGxuTz+bSysqJwOKx8Pm9BNmABA+CMAIB7yP3v7u7W0NCQXR/BXjKZNFCARBjAobu72zzDScixrQLkReUMeEaJNsonlFder9fUpY1GQ1tbW6YYpKw8Go2ar/fm5qYBVPV63QiEO3fuKB6Pm3Kaz0twHIvFtLu7a2AMCTK+zgCgBD65XE7Dw8NGkKA8mp6etvtPIkyDVlTg4XDYCKdKpaJ2u20Exubmpv63/+1/09nZmfL5vLxer7a2tvSDH/xAm5ubWl1d1fj4uHw+n1WInJ2dGfn2H//jf1QsFtPNmzcVDAa1vLyswcFBs51DfU+CRkNHmi2i6n311Vf1+PFj3bx5U7u7u1paWjLSjTXoJnauopt16SZvfr/fbNFY//w8yiWXQP0oDwJp1zqLz88exPpDdQXxwM8+q2gCkGVPBRR2bQ1cUBcyEHAXAIzqgsHBQVv7n//853X16lUDuyBmIYMWFha0ublpyjOPx6NqtarR0VGzQYQcAGhifwoGg3r++edtj1pfXzcgDXsQSGmSV7eKgn2A72FXw2fiewB+/f39F0r1AVq7urrMbq9UKpktA7YxVKBR6UOSjD1JvV43pe3e3p6uXr1qSmfpnEAfHx+3PlR45xcKBU1MTNi97HQ65q2PzZBrv4E1DkR6JBKxPk2QYENDQwqHw3a9u7u7ZvPgzhvAQ/rOQEqQECJSgLCnaoZ5CmkWjUbV19enO3fu6B/+w3+ovb09lUolvfnmm6rX66aU9Hq9VilJVeDIyIhisZjtkYVCQdVqVRMTE2YJ9+Uvf1m///u/r2AwqNdff10DAwP6gz/4A/1X/9V/ZeTO9PS0RkdHtbq6egFoAIByK1uJDajqhORwLTLcihRJBiy5e2hvb++Ffj0AgC654lahsMZ4zqxpzgp3vnyUx7OqTNbS5uam2u22gdbf//73NTk5qWw2a43Ix8bGNDQ0ZIAT85EzpNFoqFgs2v6J/cvY2JjOzs60tbVlc290dFT9/f2KRCKmAsaShCqXg4MDs+9CPT8zM2OAGNVVEN0uMEoFGYQD5C1gTKPRMHtTzuOVlRX7mVAoZPEKFR8ej0dDQ0Pa3Nw0YIfmvlTlrK2tqVarWVzIfcrn81YhClBJXEVs5/F4LlRt0y8gGo2qUqlYTI61FvsdnvwITKh05rx4tpIVNfKzvZuk87UE8EqfKao12HslWZUPsU1vb6+2t7ctNpFkFUD7+/sqFouanZ2Vz+eze3F6eqpms6lcLqcbN24oHo+rVqvZ/KGCJhAIyOPxKJVKGaGGMOvo6Ehzc3MKhUIGJBeLReuZMDQ0pFAopIWFBcs1AGMjkYi9Nkrz/f39C/bBkBns1VROQpx7vV6zw8HOkabukUjEbGKGh4eN8KOCj16D7IODg4NWHUVfBdTvnU5HjUbDehz8+Mc/1tramra2tiw/6+3tVTqdNqKSc4d1SIUSIgT2YvbJVqv1kSdR+MwI/oihn63MBsAFuCVvQwzgnhVuhSs/y++795PfJUclVuJ7gMKsP4Qc7BWITNi3sPbr6+tTPB7X0NCQ2S0hAInH4zo4OFA2m7Vejevr61pbW1OxWLRK3c3NTXV3d5sF3fDwsOWVNDEfHh7WlStX7PP6/ee9i0ZHRxWNRlWv15XL5bS1taX5+XktLCxoY2ND4XBYQ0NDGh8fV6lUUjgcViwW09ramkqlkvb29qw6jLzK5/OZLR2OBpDbEEe4TUDOh0IhqwBkL2i1WmYzWq1WraqMBvDSOTm1u7trlqSRSEQ7OzvKZDJmZ7q9vW37JvkUFS7EE+zLxCuQV/Rl4bxtNpu2F7nzELIkHA4rm81aJRzV7RCgVOguLS1JeiokCYfDlstUKhUVi0Xl83mroBscHNTw8LACgYCWl5f1zjvv6PHjx0aqZzIZjY+P6+rVq5bTv/XWW7p3757lqsTxBwcH1gePz/HGG2/oypUr1qOK+PXJkyeamJjQo0eP9Ed/9Ef67Gc/q+eff972nb29PdXrdSWTSQWDQT169OiCGJdc2cWI3PiFM4fY+P9m789iJE3T8mD4ioiMiIyMfd8jI/fMqsysrq6uarq7YKanm9ksLARY2FgCYYkD22BkTjCyZGTJMgdIFpZtGWwJyZaNAGHQzGAze8/09HT1UtXVteS+x77vERkZ63+Q/3XnkwU++L5vWLrIVxp1TVUuEW+8z/Pc97XdjPEiXsDPg2ebGnHLfpmfz9+GGvDqurqurqvrr+P6RJMoKoCqZkKSOCGgwINEVU2rwA3BMSpKVWDtWWBRJRnU38sCn8AJQTS9Xi8Dk9fW1uQ1Wq1WNBoNNJtNTE9Pw+FwQK/XI5fLwWazIZFISEOpkjlTU1Po9/tSkBwcHOD3f//3YbVaRRE0MTEBq9UqTZvFYkE+n5f3wlxni8WCXC4ns1gYHTEej2XIpgpOcDYKgQAWyAQSB4OBAIRsusfjsQyq471jQcnZLFQb6nQ6JBIJAQ+peCNYxkKPoD2Ld9WhQkszG4tisSjgFouxTCYjGbhURS8sLKBarV7K15+cnBQFHp1ALO4ymYwMUeQAeDYuapQG3R1UWPHfg8Eg7HY78vm8xMdZLBYAEDs9mwQ2wFT70P5LRSEjzziXBYA4aIBzFdDp6Sl8Ph+q1Sra7TaePHkCu92Ol156SYbD8v0xNqdareLRo0e4c+cOVlZWZC35fD5RjJLIcDqd0Gg0eOGFF3BwcCCKHqfTCb1ej7t370qT7Ha7kUgkRLnENUH1GJU3/DwJ5LM5o4KfYBKbQq55Fph/G1SIKinIwlsFtVUQjnsdiSn+GwkCPjuMHOH6Ux0nqtPg2QxeNgmqOp5k5uTkJDweD15++WWsrKwI2cXPjmDn6ekpDg8PMRqNMDMzA4/Hg+PjY9TrdWnm6/U6TCaTDKWkIpeA5K1btzAej/H+++/LnASLxSK51IzZIuHLuRZqJjHBLD4/KhhAkJqKRip1qY4mAKpm1adSKSFQ2axS+c5mlQQF922CjIwnUed/MBubhEKr1ZLfabVaRT2tOowYqcB9j7+fxA4V8sfHx0JMETDMZDIAIM0lVX18/XROVCoViU1wu93QaDSi4h8Oh3J+kfThMzUajSSqcWpqCj/0Qz+E5eVliZ5xuVwIBALyeRaLRXlG2+02otGozDuxWCziFOx2u0LUcuD86ekpVlZWsLW1haWlJVy7dk1ceh6PB/l8Hj6fD6urq3j69KncPwAiZiDZrYJXdKACEHKfdYS6NtSISDVSjyQn6xXue+o6Y02jqo25llmncA8gWUZRwvN4cS0Cl6MLOWeNETEABNxi7abVaoUgZIxQKpWSc41CFf6cqakpeDweUbfOz88jl8vh8ePH8Pl8WFpaEuCIDjfVxXR6enpJBDA1NSW1JB2ofE7owCTRqLqRjEajxJS6XC6Mx2NUq1W4XC4Eg0FotVokEgmpYRgtxnXYbrfFcWYwGGTmHuNU+XroYKlUKpJFT6cC61qCPoVCQUgYxv5R2FKv1y+Bu4yUBS6i6s7OzsQhpNVqxXnH/Y/zPEhwDIdDmQlC4DMQCCCfz8veyPr8WUclRS9UeHO9qeAWFfCsM+g64VlHkRFjchwOBwqFAoxGI7xeL7a2tuT3qjG/qnNUFXbxXnBGzGAwkAgtDnMnwDg9PQ2j0Yj9/X1YrVYRBLDPoNiESu1sNovxeIxwOCy1wGAwEMKCpArnufC1nJ6eitOLBCAJ8FarhVKphFwuJ8+o3W6H1WpFpVIRANjhcMDlcslnzM+AnwsjlwEgnU5jY2MDBoNBSDm62Xu9ngiEzs7ORGDFn8F6j/2N2pepPdzzeFH4p/akrC+45tn/skZkX8f6jjWe6ujm+aE+MwS/Ob9Ira95Pp2enoowj+ck1xiFOBRcUPhA8s5ut6NUKol4ga6GZDIpcyU51ygcDsPtdsPpdEqiACPoWq0WTk5O0Gq1EI1G4ff70e/3haCr1Wowm83ibOJsTIq/YrEYarUa7t+/j0QigWq1inK5DK/XK+s/k8nA7/dL3PRgMEAikRBicWdnR+Zo8j7RcT8ejyUFgns/zwauZxLj4/EYhUIBxWJRHHJ0IjC2lE4UrVYr/SY/O7q0GSPIvozkKl3iFosFExMT0q+3220R1bBeZPwu3Q7tdlv6OCYL8FngmuOzyddHcRtrZvXcbjabODk5ETyANTMdJow9I7FOUUGlUsH/+l//Cw8ePJC5WdPT05ifn8fLL7+M+fl5aDQacea5XC5sb2/LPe12u9jf30cgEJB6bDg8nx31+7//+/ixH/sx3L59G16vF6+99hry+TwKhQLi8Tiy2Sy++tWvwul0Ih6Piyjt5OQEDx8+hNfrRTAYRCaTuTRnkc4t9las0Z4VwnBv47+rTnmeyRQCs+9TXcl/ldd/+k//Cb/5m7+JXC6HGzdu4D/8h/+AO3fu/F+/vlar4V/+y3+JP/7jP0alUsH09DR+67d+C1/84hf/Cl/11XV1XV1X1/+76xNNohBM4GHEApD/ZcHGoeYEyAhisWFjcUjyhCoMKow5H4XFqqqaVgF7AmEA5PBirioAzM3NwWq14unTp/B4PHJwm0wmJJNJ3L17F/V6XVRfgUAAhUJBAHkCaGyYSDQcHh5Kc0vrKouYfr+PdruNvb09KXr1ej1CoRBGoxFKpRLy+Tzi8bjEAkxNTUksU7vdFgDTarXKQE8SLupnQHCb0RYsqHjvGVnBpofWcRbeBDVJxrBBZ4PP6Ck2VWzMGItgNBpF9Udih+SHqqbK5XIYj8eIx+MSv0VA0OFwiEJbp9MhGAyiWq1KXBWjhahoYmQFi5xerwev1yuDUEejEQKBgJBPBoNBZqGQaFAHpzLugk2GVqtFPp8XUDCXy8kMGTY0dAQwgoFAA0HdpaUleSY5tJGvl2ATge5IJAKj0YjNzU0Z7sosXKvVKg0PfyeVTARGnU4nFhYWZKg33yuBo4ODA7z66qsS+aBGCgCXB3ZzTRJAZiwOP3cAohzmZ8tG8Fk7+fN6sQHg+1bXngqqqhfBOhWwVe8vALm//DkEvagIVtX1/HdV/agSLwSdZ2ZmEA6HJXqOIAeB/XK5jMePH+PJkyfw+XyIRCKyPuhq6PV6iEajcLvd4kZTXweJuMXFRTSbTRlsa7fbUalUsL29jaOjIzkbuHfxvbOho/uQa5jPpEpQUS1IIJ3vleAfgU8Cc4wiIJnBe02lMRsp7nHT09PSmJKg4GtQgYlyuQy32y3Aktvtxu7uruyhJJ0CgQDS6TR0Op383enpKbLZLGZmZkQpns/nhZwym83iYKNSnHuvTqcTEIx7AAAh2HhPSKhTGcznhAQ7z7fx+Hxuwe3bt3H37l2Zw0Wwl2Di3NwcNjY2BCzhDCg+Z48fP0YwGMQLL7wgqn+eS61WC8ViEW+++Sb+8A//EE+fPsXCwgKCwSCePHmCL3zhC4jFYsjn83jzzTfx0UcfYW9vT4aqEqBTSRH+XL5vfo7ch/hZq+4wnp183ggIck/n3vfs2cVnUt0j+YzxvvJ38edQ3fs8XjzTCBzT/UDgkBFOTqcTbrcb+Xwe77zzDsLhMGZnZ+Hz+UQIEo1GZd/iuavRaDA7OyuRliTudLrz+R0rKytIpVKIx+MyM051OhNAYvzIeHwe+cR6x+PxYGpqCi6XS+JNVMJLJbzpYrBYLLL+zWYzUqmUgKckOCYnJxEIBETxz4G5dDprNBoBuBmRx2eFbqxEInHpTKWqmXUl60nWxKxROdduNBpJxIzP5xOXx3A4xPHxsSiUG42GvE6qyIGLWoDvlfsm93uCsYPBAJVKRYQ6nAXCGoV7PM84RiKqJAaJR8aD0a0YjUZFYMT3T2ek2+0WBbMKLjIujQ51in9Y83H/prCHCn2fzyckRrfblWg27qM2mw0nJyfiymSMFh1K/D6epaz9T09PMT09DbfbLc7rXC4n5wVFTwTu6Oxh7ayejy6XS94Po4II0NMRQEKNsy94DlJc1Gg0BOy2Wq3QarXweDxy5nKWDtf38fGxqKlJkPHfKVpTP0ue2fzz80ygqNezBAkv1Sn7rPuT5xN7NdV1xTpRrfXU/UA9j7h/mEwmNJvNS+IalYCkiGA4vJgFx+eN64nu0X6/j2azKVF1Gs15/JLX65XB63S0zc3NodFoCMHGfZjOOsboDQYDFItFuN1uGV5/79492Ze63S4WFhYwHo/x4Ycf4v3330e9XpdZIIFAQGrOZrMppPy9e/cQDodRq9VQLpeRTqfFJcz0AI/HI2K5ubk5cdh0Oh0AkOQECvNUISd/P88GijbPzs6QTqclFYFpCSQ+SMTz70iQNxoNqaeZimAymTA9PY18Pi/1BWuu2dnZS2IAnrF8fvj5MKaPhKnqem6325fWKWtIPkMklM7OzmRPVcWvJFj8fj8WFxdFRNdqtfD+++/j/fffR7Vahc/nw9zcHILBIO7evSviVZL54XAYb775pszTOTo6QqlUQqVSkf2ajpPT01Nsb28jHA4jEAhIPPf09LTsn1arFalUCt/4xjdw9+5duY+cgZtKpeByuUQQCVwkpzxLOqnOINYyJEnUfoVrlXXis8JeVTT3V0Ui/8Ef/AF+5Vd+Bb/927+Nl19+Gb/1W7+Fz33uc9jZ2YHP5/tzX9/r9fCjP/qj8Pl8+KM/+iOEw2GcnJzITKGr6+q6uq6uv+nXJ5pEUZXmqmMCuCgY1fx//j0bMzV2hrFgBAl5YPHvefizaNBoziM++HUEkmhXZnwX3SNsouv1usTOsMF/+vSp2FW73S7q9bqoUVqtljRJjFHqdDool8vSgORyOXE6kFxhI0W7MG34BF0Hg4Got7vdLjKZjDRivD9bW1uiLnS5XGg0Gkin09KkOxwOUQ8CFwpYVQVGxSJfH4sOqp4DgQCA85zyYrEohYPVar30mWUyGXntjIdQ1fbMRU0kEpdAJADyOlnEE2wgaEdHDwel8nsJDFNBajQasba2JhbrVColkWIEA3Q6nWTy2u12eR7dbjdarZbklbdaLcluNZvN8Hg80vyPRiMZfMvPPZPJoNVqwefzyVB3ANjb25PPhNm0LKBURSZjHqjsUckg2smpejo9PcXMzAyMRiOOj4+xsbGBRCKB5eVl5HK5SwOeqXxlo8Uoj0ajIZ+/3W7HyckJ4vG4NDkWiwVms1mABDZdqvX4L2rsWKirTTSfWZIHXPd8Pp7ni/eeRC/3I/XfVRu56r5TIx1IZgEXww25n/Ez4bOsFux/0fepikNG1k1OTmJlZQWxWAzdblfUqWrkUKlUwje+8Q0UCgXcvHkTJycnMgyXpG2v18Orr74qUT2MbGRDtr+/j3Q6jYWFBbz++usolUpwOBzweDw4PT1FOBzGxsYG7t+/L80q1Vx8HQRzGDvAZ1l1olFNR+CMf8/1pDpNOLfDbrdfIjy1Wi3cbreAtnR3cH9l9ApVecViUchexuqw2fX5fAK4ud1ueDweicWhem84vJgZwHghABLdwsH1JG5UlRzXoNvtlngyVZlNFRz3PBIkkUhEIr3YaKuxYlqtVlT14XAYKysruH37tjSfBEPdbjei0SjefvttvPrqq9je3r40l4p7I4FvkrccGEoQ0Gq14p133oHX68XMzAx2dnZwenqKO3fuoFgsolAowOVyoVqtIhqNYnl5Gfl8Xt43YxoJ1BHEZHwRAAEWGc+jOkMI9pM0VtW/BIaBCxW9KlLgmlQJSpLmBEoAXHI2cW0/z5eqlCZ4yrVKMErd06rVKtLpNKxWq9ROnNfEiKODgwNMTk5KveLz+cS5QAB5PD6fuxIOh+VzIlnKz4azMWq1moCJdIxyj6TohXPwCKIQBKSrmQpz4Bxw45yUWq0mjhGSMhqNRuZr8BkkSREIBBAMBgXYoFCC81zi8TjS6TTS6bTMVeE9JilEAkOjuYikarfbsp9x3ZbLZTgcDgQCAaRSKXEDseZgfMqzs7vo1CHBT8cbP2OCuPwzwXY6b7jf8TykKnswOJ+twXtIIor1Nx1IJIK4NtWZVdwfq9WqvH7OPGi1WpcGPrNO4vlMMs7v94s7XAU8SagEAgGMx2Pk83mJR2VUXDablQghn88n657nHKN2arUaAMBqtQr4S8V9tVpFMBiE0+m8RLw1Gg05wzmHhrMnCAASiGcNTrKk2WxKHW80GkUEcHZ2Bo/Hg2AwKPezUqkIoMwzjjFPjJdk5B17NX4O7O1UYJDuAMbaqO49nnPP60XxGgVH7F0AXHKL8HPlM897pK4hVQCh1+vRbDYv1dvsnxgTp9YzrAN4PnHd8nv42lj3qcIHzjNjRLHX68VodB7XlkgkxA2mDlen2/Xw8FB6kdPTU8zPz6PRaKDVaslrdrvd0q8vLi7K3s73DUD2Ke4L+XwepVJJ3hOdPRT0MFa6UqmgUqkgHo9jampKoq1CoZC4SaampuB2uxEKhYTEoQuCewvJQxKZnE/J84lD6hmrx3U/Ho9FeNnv92G322UWmM1mg16vl/mejUZDRCnqXBiKEVwulwxXV3tGEqdMTWAtybqVTm7WncQt+Po6nY6QRHxm1eePiRsUCtBdwmeSJBQHyQOQeLbt7W3cv38f5XIZRqMRi4uLuHHjBsLhMJaWlgQL+cY3voFsNguXyyVnusPhwMzMDB48eIDNzU2ZiccagvvKRx99hBdeeAGxWEyImvn5eWSzWWg0Gvj9fuzv72M0GuGll16S6O61tTW88847ODs7k9qRcd4UWnBPVEWkrP+4rtTnVO1tKbShkFN1oanOs7+KGvDf/bt/h1/4hV/Az//8zwMAfvu3fxv/+3//b/zu7/4u/sW/+Bd/7ut/93d/F5VKBe+++67gGfF4/C/9dV5dV9fVdXX9oK5PNInCZosHBlVxz85C4WGuRrWohwwLJKpK2choNBppllVwgw33aDQSoFqj0QiAzJ/ZbrcRCoWkoKEiMBaLIZ1OX3IR8DXmcjlsbGyIS4EApMfjQTqdFhUiLZ0ejwcTExMolUoSgTQ1NSWAvF6vh8PhQDwel9kjXq9XAAOqiKhgazQaODk5AQAhaubm5iRiq9vtSryD0+mUbG3Gz6iDAdkQqUriUCgkVn1GZzidTiEUhsOhDLy0WCxIp9MCtDWbTWmkGefF4sHhcCAUCknxxlgZm80mwAeJEzqRMpkMyuUygHPlzPz8vDT5wHl0TbFYRKVSEYUNG8Fr167JALmzszP4fD5sbm6iWCxK8Q5AikC9Xi9gBAkV5pAvLy8jEokgFouh0Wig2+2KApKKRardw+GwKIUIYIzH5/NOWCgR2KMdmLZ2r9crecKMSSDYxiGB/AxJMNIFdO/ePbRaLYmpWFlZwczMjBR3zN/ms8ninz8/Ho9jfX1dGmPasVXFnApSs4kjCETQBLiYJ0Agc2JiQsgnrkWqPp93EoWkEZ03bFr5bwDkc3hWlcSGjcU6CWASyaqCnveRDTSVhwTYSYax0dLpdDIbYHJyEp/97Gdx+/ZtAdy4pgHA4/GgVCrhyZMnSCQSuHbtGobDIe7fv4/T01OJDvD5fNBoNJLr32g0UC6XJSaAcU+5XA6lUgmf+tSnUKlUkEqlBAz69Kc/DZvNBqPRiPfee0/cHVTrq44uPpuM/qOan/eA94nghPpn1apPVxbXFfdpOt+oMiYop9VqMT8/D632PKaMQzmfdST0+30cHR1hPB4LaWAymURVR8W11+uV38kzkvMT2DzznGMUC5VxRqNRIgOplKebhgAvXYr1el2aYZ671WpVzg3u7WpcAkm+fr8Pv9+PSCQCjUaDTCYDh8Mhzy6V7uVyGdlsFn6/H8ViUc41KrcJtu3u7qJareKHfuiH5Lza3t6Gw+HA4eEhvvrVr+ILX/gCstksHjx4gJ/+6Z+G2WzG22+/jU996lOi4OYeT9EE3YckLFWAnrUH46CAc2KK6mCVDFEdsySgVMGGuufxe/mZsF55ljQALhwt/Ds+K8/rRaKShAT/TGKSMXbcc0ajkQA9xWIRjx8/xtHRkQwFZs1YKBSwsrIiewoVx3SMMN4FgMS4MH5Sp9MhFAoJMO7z+QSkZ23KOonxXKw7VREEgf9utyvReKVSSQDwYrEI4Jz0nZ2dlWHvdHwA589DpVJBoVBANBrF/Pw8HA6HuLdIPvl8PgwG5zO1OEdifn4ewPn+zJ/D2BaqhFX3MZ9LCl2431mtViE8NRqNxMmS0OUgc+6XvFdcT6xhGe1FMQ5rPAAy84VqZg59VufGMH6VkTdcJxRjUdQxOzuL8fgiQofxsVQmu1wu2UMTiQSCwSDi8bj8Hp4NJADUWmdqagq5XE5qaxJedDXy/KXD2u12I5lMXoqw5D3s9XrIZrOXALnFxUUhsul2J7nOfoCRh6z1WKN7PB7s7e3Jz+73+zLsmu5wupC1Wi2SyaSQeXQxkfQyGo0SEcT3zUhNxikxWnFxcVFc5AT4O50OOp2OiBzYr/GiEEStFenA5tlCYvNvw1w8tc7l/VeJerX/4T7Df6dynXUj1wXFGiQWKRbhmiR5yDXOe82akOc2AEkg4OfFdAb1+1UHCV2B+Xxe3kuv18PR0RGGw/NY0J2dHZkdxP7MarVifn4eW1tb4mo7OTnBcDjEwsICgHMQ2uPxyF7JPodESyAQQLfbRblchs/nk1rKaDTCZDJJXcUoLZfLhWazicePH4urkT2oKr4koUXS2mazoVaribiGztpQKCRfy1qAM0y5D2UyGSFkB4Pz6L2pqSmprxjfxZhwOmKIJ9TrdUxOTsrMDtUdF4lEkM1mhVQlCUrRDmPPTSaTCG9Y4/CZcTgc6Pf7MieHe4TqsKEzm24lPlucD8efy5hCr9eLpaUlzM3NIRAIYHFxEdVqFTs7O0in0/IM8D7xGUsmk/izP/szfOUrX5H33263EQ6HMTMzg2AwiJdffhk6nQ47OztyLpLgGAwGSKVSuH//PgKBAEqlkvS0s7Oz+NKXvoRcLicx2So5FAgEsLa2hvfee0+cn7xHqtiU9XytVpMYPAq36PgmycT9nHU0hQJcn9z31BSWv2wiudfr4cGDB/i1X/s1+TutVos333wT9+7d+wu/58tf/jJeeeUV/NN/+k/xpS99CV6vFz/zMz+DX/3VX/2/pkjw+eDFtXh1XV1X19X113F9okkUOhB4uKigg2pTViMaAFwCb/hz1MKQIJg6FBw4B0QIyrPZBSAAN5XbqoKUoN7du3fh8XhwcnIiSg0qz/r9Pqanp2WWxN7eHm7cuIGjoyMBuQgeZjIZeL1esceSCOGhylkmBN2YNd3tdpHP5+V76I6he4KxYBaLBUtLS1LYUDXR6XTw+uuv4/r160in0zg8PAQAmEwmGerHQprgGu87iwC32414PC5gg9frRaVSkeadDo6JiQnJHddqtRIxodVqkU6npUglEMnMfA6bJhjCqI7d3V1RiFMJqhZzHDJ7cnKCXC53KcufMw+oTkokEhiPx3j55ZdRr9clQ7/T6VwCYgFIU12r1RCLxWRI5tLSEg4PD6UhJjjMgtFms6FcLuPo6AjhcBiVSgW5XE6ev52dHaRSKVHoUw1FpRXBGxJ8fr9fXCrABclCy3Gz2USpVBJVEgFCunqMRiPefvtt7O7uinJyPB7L/adK1uVyibLW6XQil8tJ8+FwOCTDmE4ENfeVcWxUs1MJqn7OBPppa6dqnyQdGzbVLfa8Xyq5pDbSVKrzOXj2XhCU4Pc8q5jn/aOrRCVa+FmQqONeoZKaHJ5bq9Xw5ptv4jOf+Ywo39jskKQYj8d4/Pgx7t27h5mZGZhMJolwIDC+uLiItbU1VCoVmS3EWApmQw+HF3FR1WoVmUwGer1eFGdcj+FwWIb5cpYIVbvAxQwKKou5Nvke1ZhIklZs2OgA4/pQXVcc7q7VatFutyWne2pqStx5BAPpbFDBc+AiGpFEMB0pXL9sSgkKMjotm83CarXCZrMJeUuw0+FwoNPpSFRGKpVCs9mU/YKDfXk2Eoij44YNHtWJ/Hs2eVRI2mw2eS8EG/k9oVAI8/PzmJiYwKNHjzA5OYm1tTW55yaTCevr6/D5fBIbyGHOS0tLePz4sfxORi30ej08fvwYer0eS0tLcubfuHED5XIZzWYTbrdb3KlmsxnhcFjOxw8++ECA2nw+LzUCAT+KLSgioPCCexLdU8BFXjyJDRXE4t8/e3EN8hxVI+aAi7ld/LzVmDHV1fdXEeXw13WxVgMg65JRl4xUOzs7Q6FQEJcpB2gTXHj69CkODw8RCoUk4iWTyQggNhgMZD9jHCdji1jT7OzswGAwYHZ2Ftvb2ygUCuj3+xLhQpGBwWCA3+/H9PS0gDMERcbjscS5co+k4nk4HMqeQQJ5cnISGxsbQnwYjUZxzXG/4/7TbDaxuLiIa9euCZC6t7eH4+Nj2O12LCwsyLB0AmxWq1UGIRP4IUg6HA5loHGj0RAygEIXKqeLxSJGo5FEqfAzmZiYEMEKn2GeJ1NTU1K/cu8lqNJoNBAOh8VZTPCINRPnBZAo532iK02nO5+vsL6+jnQ6LWp5OsYBSOzZ2dkZYrEYhsMhstkszs7O4Ha74XA4ZPgzgUOu+36/j1wuB4/HI7Gs/PwBCAnFKB66FHl+MUq2UqmgXC4jHo9jfn4eyWQS6XRanrk7d+4gmUzi+PhY9h3ex1gshvF4jL29PbTbbTSbTWSz2Utq/tnZWdRqNeRyORgMBhlKrTpJCYKurq6i2+1KXa3T6eQ55XvS6c6jbwkCezweTE5OIhQKiVNPp9Mhk8lAozmPqGFEGmNiWUuzf6IAh3ssAAEf1ffLf6NIgG4Gkmkq6PY8XySRgAsihHsjn1HWfXxWVcJeVb/zPKPITyWmeW7za0kUkCBRiQPuNfxdfJ0UcNARwWePDhaen3Q/qW6XTCYjQ9w3Nzdx9+5d1Gq1S4PmuX9FIhHY7XZxYsTjcSG6bTabuB78fr+QuTabDZlMBvV6XWIQHQ6HRDsfHR0BAHw+nzi3CLqztw+FQlL/MlbS7/ejWq1iOByKq5XxVQ6HQ6KcOp0OGo2G1OEOh0P2R5UUZC3G9Uj3mV6vx8zMjHxGWq1WhDGcAcg+mHGtwLlAsF6vw+/3y35PwnpjY0NeEwARDFEgyF6CtZS6p7MX4fPH2oQCKRUnYA/I/Z39xOTkpMyoCgQCWFlZERKnUCjIvaCLZ2ZmBjMzM+h0OviDP/gDvP3229BoNEIs8/m7f/8+DAYDZmZmcPfuXYTDYXzwwQcol8uX1g4AfPe734XL5RI3PaOCX3jhBXzpS1+CVnseS7i/v4+1tTW89NJLElcbCoVQr9exsLCAs7MzZDKZS3FtqsOL98Rms11yy/Pf1V5OjRhV0xiIafH7/rJ7YQo46Grn5ff7sb29/Rd+z+HhIb797W/jH/7Df4j/83/+D/b39/FP/sk/Qb/fx6//+q//hd/zG7/xG/jX//pf/8Bf/9V1dV1dV9f/m+sTTaIQ/CeAAFzE0rDwpluFBzWbMhWMUN0gtNcSgOD30flAYoRKM7UYpVqXhYTFYhE14fT0NFqt1iV1GSMVGKVAcIbqXkaTEHyinZ8gIhW+pVLpUvFKdQ0btuFwiPfee0+yUxcXFyXOxel0otPpYG9vD/l8HjMzM6IS5JA1m82GSqWCRCIhczOY3UxVUzwex+npKfb29lCv1+H1etFsNuF0OhEOh7G/v49arYaTkxMhp6hOVNU2Ho9HBr0yjoZEAQe1sykaDAaw2+0y0JIuj2q1Cr/fD5/Ph8nJSRwdHWE0GsFut6PVasmAab4H/jyqkVjEsRCh+obFuMPhwN7enhQpbAbG4zFWV1fFktzr9bC4uIjBYCD2dDqHPB4Pbty4IaBHs9nE5uYmJiYmEAqFUKvVcHR0JMrOarWKWq2Gr33taxiNRqLoo9qLhBzXBe8dHSds+G02m6iHTk9PUalU5PMgSEiyiepcrVaLra0tafgJhB8cHOD69etYXV0VZxSBC6q2CdJarVaEw2E4nU48ffoUOp0Os7Oz2N3dFZKSRSIVc2zQCKCokV5sGKnkeVYFx59HIPh5vbhn8b1zv+OexyKdQIf6PQTDAQhYTSUn91FebMpVspp7Iz8nFu8cagkATqcTa2trCAQCompko09QM5vNYmdnB8B57N1wOEQul7sU+0SAs9/v4+DgAKVSScASRgtmMhlpZBqNBjKZDGZmZlCtVmUI5MnJCUwmE3w+H27fvo3JyUm89957aLfbEltC8JsRM2yCCZoTOAMgUWIEuUmo8LWzOSSYEAwGxeXAuB8S2T6f75KKmRExBLPYdFENTKekCsKfnp4KIeT3+0UJzHNKq9WKs61YLCISicBgMCAcDsvnyYZedUzwfTLOh6QPgRM6WRjtwGeJ5yr3aIIzjHkBgGvXrsHtdmN2dlaU01R3kqT1+XyYmJjA2toaGo2GxBrSbeBwOJDP50X1zHhFvnYAsFgsqFQqmJubQzgcFlXr2toaxuOxRG4Ui0WJVnK5XIjH4ygUCvKzCEwQDFTvC88yklkEGPgaCCA82xRz/+L8KH6eKqhJgkSNaSBwwbX9LIimRvY9jxeBIeDC9UnwnarNZ+c5cV1xBtDU1BSMRiNeeuklNBoNPH78WPa1druN3d1dcWPo9XoZZry7u4tWq4X5+XmUy2URUAQCAWSzWVFVc01NTk6iVCqJw4wCglwuJ7FKdNXS4cGYOu4tfN5SqZTsKb1eD6lUStTb7XYbwWBQiN1SqYTPfOYzWFxcRCaTueR2YaxPrVbDysoKksmkzGfif6vVqriieS9JmPP5I1lBVwtdJySQKdSwWCziBFLnhdBtQFCcUYbAxexDAvWNRkPmuLEudzqdEidlNBqRyWSkxmE8ENec2+2WiDUAMo+F85PoljUajaK+pmuE5wTn+rF2Izhar9flNROMTCaT4vYmYU2ynw5CEmh8VugoZJTP4uIi3G43Njc3MRwOkUgkBDikgGdyclKGGRsMBvncDAYDKpWKnB0ajUbm/J2cnGA0GmF2dlbOKbpFGUFjsVhQr9fRarUkeu7s7Eye38FgAIfDIQ6DSCSC2dlZUeObTCbE43Gpy1iPEsis1Wp48uSJRALxvqqgLPsqnlGsN3gu0ZnHKBz2P7z4fc/jRbcw+16SFnTHqiQH76fq3iaIy/vLfY61NAlI1j2sL7kuuVeqdYjqEuKexRrJYrGIAIQCOb1eL3NyxuMxyuWykKyM/+OZR6dav9/H9vY2YrEYDAaDPKsUXRBcZgIA4+OSyaTEVdEF4vf7xcHcaDSEPNFqtTIv5PT0VKKQWevQYcE17HK50Ol0hLSnSEan0+Hk5AQej0eEjOyB3W63uAftdrvEWnMGHSMDuW+wbqbI0Gq1XtqbSRadnJxIr9vpdCROudVqSdwZ8QE+M0tLSyLQZDQkSXv+DgpX2RNzDaozOyhs5XNBLIIYjMVikTqUnykJFBKoPPNMJpPsw5lMBg8fPkQwGBS8hGJCm82Ga9euYXl5GdevXxeC6ODgQGpK3qtAIACTyYTDw0M0Gg08evQIBoMBN27cgNFoxLe+9S1Uq1WpMelO/+53v4s33nhD4sDcbje+8IUvwGq14r//9/8urvHHjx8jEAggEomg2WyiUqkgk8mgWCzKXqnOHmRtyV5KFU3RQUiXHyN32QPwfnPd8fuZUsD//U27RqMRfD4f/st/+S/Q6XS4desW0uk0fvM3f/P/SqL82q/9Gn7lV35F/n+j0UA0Gv2reslX19V1dV1dl65PNInCphmAHERUZwKXAQsWmjyEmANKt4bdbpfmm4W4Gp9B5ZNWq0Wn05GiiQoyKlQ5BFmnO88HZaETiUSkafR6vZiYmEAgEBCyIBwOI5VKIZfLIRKJyBwTgqOcJcHX53K5AECit1j4Op1OKUYJrExOTqJSqeD4+Bh6vR7vvPMOXC4XbDYb1tbW0O12ce/ePZRKJSSTSRleziiacDiMTCaDvb09OJ1OBINBIXSWl5cxMTEhqsRIJIJvf/vbYs998cUXZfYKC1GCDTMzM6L25vC+YrEoqhk2YQQU2FASsFM/KwJkJIaYe81mdzweSyFG1SQjCMrlshRvVIBziLDZbIbZbBYlaa1WQ6PRQKFQwNzcHK5duyaq1mQyCa/Xi1AohIWFBVQqFUQiEXkvzWZTCDFGa/H9felLX8Kf/dmfiRq6WCzi+PhYiltGoDFSiPebxTQbWSqf+N5VQJyxXWwoODh2NBrBYrFIQ0VSxmg0iiqSBXS/38fh4SFSqRRMJhMsFgtefPFF+R2M0RgOh5fIPQDiNjGZTEgkErh9+zZKpZIAlAS3qMZU47nosGHzxsZQJU4ISKqgIsH85/ni+2YzzP+S4ONa4T5FZfOzxDPdJSrYQFJF/Sx4v1W7OZ857rNs0m/cuIFYLCYRIXTVcU2fnZ0hn89jc3MTHo9HIqq4z+p05zMJ2KyZzWbs7OxAo9FInI3L5ZK4F77We/fuoVwu42d/9mfl9Z2enkq0QzgchtfrFWCMxJ4aBUJSigANiSPVdcCmkQADzyG6TQCIwpHxPdyb2SAyPpCAItXBPK/G47E0nVSeDYdDUbkDkM+DJEq73YbdbhdnGx2V/BncG9icUfnO2Q8EEQgOEhQluEXynK+FAKgab/Ws+5OKdnWegtVqxbVr14Ts6na7CAQC8n4Jivb7fZRKJVitVmxtbYlbh0DF3NwcHA6HDKzu9XooFotYWFhAJpPB4eGhkN97e3v44he/iG63i+9973vodDoIhUJIJpOw2+3IZDKIxWKyTpaWlmRull6vF3eAqs4lgEVQgs0wVYX8jFSyUSVDCGhxbfE5UsUfvLfc36ha5M/heUggjJ8vCZzn8eLZy4vAKiPyCH4Q9OHzzv96vV75s06nE4Cdohgq29PpNCYmJiTSyOv1ipvh4cOHODw8lJlqqnKZAhCj0SiiBT7TBOf4TBDUdzqdIlZYX19HtVqVYeKdTkcG9FKQQecK59bR4ZBOp5HJZISYrtfr8nNPTk5wcHCAxcVFLC4uotFoiGOX691oNEp9os4wY648hTi8t8ViEQaDAYFAQIA4u90uc/7Ozs5Qr9eFEKWDC4DEGXJtkBjgvSGoprqU+Xm02220Wi1xj8zMzECr1aJcLss64BBnjUYjinI+JxTK8OwiKW+z2eQM4DnR6/VQqVTg8/kEXC6VSuKoYJ3V6XSwtbUl5Bn3YNaUJKWoBo9Go6JqZ6wtSZytrS20222plZ1OJ8xms9SbfL4Zh1QoFGS/JvHR6XQuxfna7XYAF30DySatVivzT0gMA5D4Mu47BDgpRAqFQnLuz8zMQKfTyfPu9Xqlzi6VSuIgNBqNEgm7sbEhEXCch0JwmmCs+npVwZA6cJskAl1PauTh83qpZy3rKtUdAPz5GVuq+l0l6tW/V8UxqqOEIisSLHR2qG4s4CIulucQv35iYkLmfTQaDdTrdUQiEbTbbRl2XiqVBORnrB8/WzrduLcWi0WJhNNozmcmRqNRFItFEVFxDTPaCoDUkJVKBTMzM+LCbTQaMv/K7/djYmJC3NGsowKBgIi96Nog4UDyhc8t0xx4Ful0Ovk3umC8Xi/y+bzsgeo5RVEaY57o3uOsTwBCuLRaLVy/fl2cuhw8b7fbUa/XxSHEephnJMVy3W4XS0tLePLkiTwXz0aas9ZRI13ZZ/E54zPA54skED8/1tOj0UjWL58Ttc4hYUeRCQmqSqWCyclJ7O7u4uTkBP1+H7dv38YLL7yAhYUFOXeY5sGfR+d2pVIRMQTnkR4eHsJoNOLll19Gt9vFW2+99efcW7lcDg8ePMCbb74pNZfNZsNnP/tZvP3222i327DZbHj69CkcDgc+/elPIxKJ4P79++I8nZ2dhV6vF0GnSg6ThORaZg3KOpKfgVpTcp9jTcqfxT3vr2Lvo8gkn89f+vt8Pi9zb5+9ODdGrd9WVlaQy+WkT3j2Ii5xdV1dV9fV9Tfh+kSTKKoql4QIDwxVAQNAwByCCqriSY0FUMFIKmSYj08VDwCx2Y7H5/MA2AyzSJ2amhK7LnPuO52O2NpZfBqNRszPz8Pj8eDRo0fIZDIIhUIwGAyi+mDzr9frRbHCeAfG3hDEi8fj8p4JZhcKBWk6Ge81Hp/P0djb2xMVhE6nQy6Xk4OQh3g0GhV1LWNSIpGIqPqolu52u3j11VeRy+XQ7/fRbreRSqWQSCRE3cbhdoxwmZ2dxde+9jWJHGNBQaJKtYvT2q3TncdesaClMpo2aKoIrVarEAAsZKkWojKw0WhIYUsLsc1mk+KRA0r5mZF8cLlcCIVCGAwGWFtbk3iYra0teL1eLCwsSEGpRrmcnp7i6OhInBqtVguRSASdTgeLi4vI5XJ4+PDhJQUJSavx+DzqiqpCqntoRVcHhOr1eiHuqNwMhUIIBoPyegi4DYdDRCIReU54bznEL5/PQ6fTST78w4cPUSqVZAijqqShW8FsNuPatWtIJpPSyFFlG4vFkEwm0ev1hGxSC3MVOOSzzGJLjb1R1dfPKhBZ/JJkfV4vVVmoqi25NlT1MhsBFcAFLoBHNdKBf+Znyp+tkioEVNRIDd53DpFcXV2VuAY+F3zdnInCWBGv14uNjQ35mcxtD4VCsNlskuV8cHAAv9+PqakpxGIxcTl4vV7cv39f9vPj42NRP9OpQDcEs9612vP5I//m3/wbyaTm/eTzpLoWVafPcDgUFbNqmVfvK88QEuIEq4xGI5xOpzzX3Ju4pumkJBnFYebqPeYwS95Dkk7NZlOUjtxLh8OhqBi5Rpg9z88jGAyKCIBKce4pahwI/wxAnGvValVIEgIXfC0ksHnPqLQ3mUwSJeR0OrG5uSnAslarFdKfQHGhUMCjR4+ws7ODWq0Gn8+Hubk56HQ6hMNhuFwu1Ot1mM3mS64i3nvOI6My/O7duyJOoJo+mUyiXC7jhRdekCGwnP91enoqoC3XBUEBfl4EoekEfBYM4DPEhlnNseY95fPL5079d4Jk6vrj+h6NRkJUk+hSCeXn8SLpyXvLtcczSY2VexakIPjucDhQLBbx7rvvYn19XVT5zN8mIREKhWTGD2MCfT4fNjY2sLm5Ked6KBQSh8GDBw+Qy+UwMzMjgEe328X+/j46nQ68Xi9arRaGw6EAQ4wD5B45OzuL4+NjLC8vi0OV0Z1Uc2s0GpycnEgkJ+OXyuUyLBYLEokEjo6O4HA4cHBwIGc9gSaSUWazGZFIBKPRSOJfCajTEcbah3GvzNAfDAay109MTCAYDEp0K2s+7n9qTj9rUv49BRMq6EjHhcVikUg/uh4JCjLalqQLSVo6JugY5kBnNUKr3+/L13KWAeP+dDqdODfowOO6Ys1KgJOumOXlZQyHQxlOzXOAQHM8Hkev1xMHE/c91vkcHK/X6yV+lveCgGMsFpN13mg0UK1Wsby8jBdffFGeof39fZydnaFYLMrwd0aXqXuzqrgm4UWi4/j4WEBW9ho8F3hWE8z1eDzweDwyNwaAzNHia2o2m7J+w+GwAMWq+5OiKgrhCJyzT+HeSDEC9wBVxQ1A1NvP8/VsX6oKaIALYYsqhOE9IpDNc+XZs0ir1co65f9XYyJJ2JCA49nNOolnJCN52bf2+32YzWZxH9D5RLEc3wfXpeoAjUajuH79Oh49eoRer4fd3V2Ew2GJfPJ4POJeKpfLsNvtlyJfOYeTaQFarRa5XE72mHa7jWq1KoPW6RCj2//s7EyIJO5RFEgyNpnkz3A4FNEgxSBqDV2v1/H06VPMz88jGo1KegMdZBxST7Ce95Q9MYUb/GyIGezt7YkgxO/3w2QyoVAooNVqYXp6WmIaSW6qtcrx8TEGgwGazabM7NNqteLsaTab4sJRnwPuwcROWK/zmWJPz/qG38u6ietZTQVh3cq1ncvloNVqsb29jcFggN3dXYxGI4nP4vy+dDqN9957TxI4dDod7HY7ms2m4Bter1c+I2I59+/fh9vtxhtvvCHiLuBiH9Hr9Tg4OMCLL74onyHn1bz00kv46le/KvFr9+7dQyAQwEsvvYRKpSLJJZyrdXp6iuPj40v9AkWEz9YrKrnEuFySl+w9WPNQmKPuD3/Zl8FgwK1bt/Ctb30LP/7jPy6/91vf+hZ+8Rd/8S/8ntdeew2/93u/J2sdAHZ3dxEMBv9CAuXqurqurqvrb9r1iSZRaGdUD10eyDz01QMauDhQVKsjlfz8Pv5cHkQENNjgsshRVe90TbCAZUTEcDjE+vq6ND+NRgO5XA4TExO4du2aDD2ORCJyCPp8Pmxvb4vyjoUoc0bpokkkEqJQM5lM8Hq9Ql70+31p9nhIq9EqVBSZzWYkEgkYjUaJy9Hr9SiVSpINn8vlkEwm5b5ks1kkEgl8/vOfR7FYxHA4FGXiaDTC3bt3ZU7I/fv3JcoqnU6LQ4TKyEqlgqOjo0tD3+lKoEKajTiBcja7zOUngVWpVBAIBLCzsyNqueHwPCOaxRdVN2oxqw4IZJwDnyuCKYwNG4/HopYql8v48pe/jIWFBQED1JgL/gxG4xBUHA6HODg4kPizWCyGYrEoFmU6M6iKtVgs0oiTNLHZbEgkEnA6nQgEAtIk8/eq4C2H5eVyOQEN2u02LBaLKJQIALDBpYZDMT8AAQAASURBVOK22+1KhMPJyQnu3LmD5eVlPH36FGdnZ/jggw8wNzcn8SG8Pw6HQ1w9LIJHo5GAnbVaDel0WkgOfl78TAnKq/eRAATXLptnNnBqbAu/72+ijfkHeamFNv8/lXsALjWl6qVGD/Fn8P7y+eG/cR8hWc2/49ey+QXOlUJut1tAD7vdjk6nI4Nle72efJ/RaEStVkOxWMTMzAwKhQJWV1dRr9fx5MkTUVbzfXFOD5sRZsuvra1hZ2cHc3NzqNfrKJfLiMViyGQyODk5wd27dyUuYmZmBoeHh/B6vbIPz8/PSwTNaDSSSECqJ5mbz/tMV9hwOITT6ZQcd/VMYRNJMIGDLpkXDVzM5uLgaAACQDWbTRl+zKiaQCAgDToBCwKEVCOT4N7Z2RE1pMlkkv3B4/HA4XAIiRQIBJBKpSR/nIA8wQSC1IxCBC7UwPy9dBdxDgNBZlVlptOdZ5BTjU7nG4dtMv5idXVVomwKhYKQYY8ePYLJZEIul5PnqtFoIJ/Po9vtYnFxEVarFWtra6jVajK7gqr9arWKXC4n0YMnJyf4zGc+g7//9/8+fud3fgfHx8dIJBJ45513MD09Da32PBqSIPLa2hoePHggLh6SWu12W+4lzwA+47xvnCfDz0pV+PLin7kuWC9Q2MH1yq9RnSr8jHif1TXN/eB5vlRykc8fI0i4/kg48SIxx4z1qakp5PN59Pt9hMNhUTXTQUdykJnzrDu4vzJypN/vI5VKAYDUV8FgUPYRxnDyTGXmO/dUAs4mk0n2i16vh2AwiHw+j1u3bsFkMiGTyVxyHbHmVBXbVqsVHo8H09PT0Gg02N3dRSKRQLPZhN1ul8x11sec81Gr1eB2u8VVwyHFWq0WsVhM4p10uvMIwmg0iu985zsSgdrv9xGJRGA0GpFOp0UswvkD3BuAC6coI1D5mrjGAAhQNB6PUSwWpT4giaS6Egh2UYREopLCEjVqst/vC8hHZTAvvkeC+Kwv3G43ms2mzHujO53AWblcFjfHYDBAMplEpVK5RLbTaff06VOZBWE2m0U9rkYAMerR7XZLTCLjfXK5HKampqSuIhHscrnwIz/yI1hYWMAf//EfY39/H0ajUep8uvz4Wnlv2W+Q8KarjmuLcya4fqLRKMbjMZ48eSLxa6FQSFyjZ2dnWFpawvHxMTY2NjAej6V2Z33LmDX+XAoB6DDhXgfg0n9Zz7DPASCKbNUBqe6Zz6sbhY4BVfynCj/42bH2pxgMgIiWKK5RiTISZOqMC/ZdJEbYz6ifh3r/WaewF+Pr1WrPo4V9Ph+cTqfMc2s2m6jX65dmXHAdGwwGrKys4Pr164jH49jb20MymUSj0UC5XMbP/dzPIRaLoV6vC+lJAojvCTjvDxhjXSwWodFoUCqVZNh4NBrFt7/97UszJjudjjjbfD6fCIIYg0xyhUQw7y0v1gTs11k7sP/s9XoiyqMzNp/Py7lBYQsj9hirywQNigjZrzJWjK7HarUqsZAAJPqO/R8/1+HwPDac+xprNsa0kkznmmU9w8+fzwRrFn7e7Xb7Ut/Gz5YCAtap6lnICDnWz3T1pFIpIUL29vYwOTmJWCyGXq+HWq2GRCKB9957D48ePZLUDtZUrLnVqDHu+yT5P/zwQ8TjcVy/fh2FQgFnZ2eXzsnxeIyPPvoIr732muzBGo0GL7zwAu7fv49er4cbN27g7bffxocffihiAroSq9UqrFarvF/WeGpaABNTGHcGXIgFSZ7xs2c/xH/n+yIp+le17/3Kr/wKfu7nfg4vvfQS7ty5g9/6rd9Cu93Gz//8zwMAfvZnfxbhcBi/8Ru/AQD4x//4H+M//sf/iF/+5V/GL/3SL2Fvbw//9t/+W/yzf/bP/kpe79V1dV1dV9f/1+sTTaKwWFFty2rsBQ9KFgTAhVKHSitVBaDmtFN9TReICv4R0KA1nwUmm9qpqSlxBzD+qt1u47vf/S663S5isRharRbMZjN8Pp9kRDODmk2ZXq9HMBhEp9ORho8DOvneqYThwMv9/f1LURSMQKLNmFECvPx+P2ZmZlCr1WQoPW3PXq8XAASAc7vdiEajKJfLqNfr2NjYQCgUwtHREWZnZxEIBJDP5yVvnLmsDocD9XpdlMdUpB0eHgroxKKAB78aD8PCkwpuKh1ZiDBbmaQErcqdTkfek81mk2eDRAmL5H6/L4obNY/fbDaj1+vB5XIJkMJnhoAHFdjMFmch98EHH0Cv12N9fR2tVksiiDjYuVAooNls4uOPP4ZWe567S7v4zMwMPB6PqOZZ7BYKBRnaWa/XcXx8jEKhIEDd6ekp7Ha7zJ/Y29sTyyxzeAl2BwIBITcCgYDk5NItE4/HYbPZ4PV6xemTSCSws7ODGzduYHl5WdSF3/3ud3Hnzh2sr6/Ls5FMJmWwKtciiRuv14vXXnsNf/iHf4iVlRWsrq7i6dOnQqCQTKONXHWMEShR45b4O0jysalknMDzfKlAKhWEbF5YWLMR4R6lNsXPun1UBTeLdz7vfL6BCwIbgACOAMSB0ul08OKLL8qgT9W9QkK03+9ja2sLer0ea2trMBgMWFpawu/8zu9I/InX68WdO3dwenqKBw8eoFgsijrYZDIhFouhVCqhXq8jm80iHo8jGAxKZrvVahUnB5t0/q/RaMDv9+P09BSvv/46vvGNb8igZsZssQmhk0+j0QiwRXcYY7J4j9UYFL6Ofr8vYCQbOs4W4uwGNruMoyLZwox+fo26X1INSMUk52GpMS2MgOl2uwAuiMnp6WkkEglUq9VLw+cZ/2i1WoUY4WtihBTj9sbj8yx/OiYJ4LJh5XBuAgETExPi7uNrIIgyOzsrDsH9/X30ej3cv38fqVQKRqNR3G9zc3OiUGS+ucFgQDQaRTAYFDGBRqMRdScVlGyK3333XUxPT+P111/HCy+8gK2tLUQiEVitVlgsFgHZSYSo6krmotN9yZxxnv8cFkvwQAXkec9Yj/BSXSpca/yc2Pira1EFEkl68s+qY+x5J5Kp3ud+VqlU5LOnS4EKYO4/rAF4xhQKBSEgEomEiD4ITlBMQiELh8y3220kk0mUSqVLUaUkwPj7XS6XKEgpNOHnRWcXn1H1udDpzudqcD2m02khTtvttkRB+f1+uFwuJBIJLC4uyvpglNOdO3fw5MkTtFotVKtVjMdjOdu5lxFI73a7AgoRuGNsFgBxcZCM5bBflbgiucE9lrUfAIlusdlsorSmk4PkP2vQbrcrny9red53go/cj7jv0uHLz2hyclLmJzAOlmIrAlaqq4fvn84SRshwzyLxThKZs0jUz6XRaGBvb09Io/n5eQwG5zMO6aBT58AAF7G8fG65t6gOctaBdJKw/iTZQbX50dERgsGgzAVstVoyo1Al7IvFosw64L2kK4TnUiAQwOTkpLw3rjmHwwGHwyFzf/iaer0estksZmZmJDrSarVKbLFOp5PoTYfDIaQ6RThq1Bd7AYKtBNf5WlWXH3AB4PN9sOZ43t3IJJpYq5AA4VnDnkU9d1jbsVbgeUNSSq0jmcRAYp7nHON8WftoNBpxSxGst9vtIpoi0ctnIhAICOFWr9dFMHN6eioCOkYGAucgt9vtRq/XQyKREHBbo9EgmUziW9/6Fj7/+c/DarXKrMlgMIhkMinnOkVuuVwO5XJZ3GWlUgk2m03eE/fDo6Mj6fOBiwjxUql0KdKz1WrBbrdLzDFrJj6rrHvprOn3+1KTsadJJBJCYtlsNrRaLVkT3Iv43sxmM6xWK4rFIgKBAKLRKLa2tpDNZkWUyX6w0+lIXchB5xSacG/3eDwiogmHwwCAnZ0d6PV6bG9vizNOjZmlQJB4iMvlgl6vR7PZlPdIkZA6e4U9G1MPuIfTRcO9jns/xXjEbsbjMZ4+fYr33nsPhUIBKysrKBaL2NjYQLvdFgyC7mEmaTCmemLifAZYPp+XQejse0OhEAqFAt555x243W4hZ+h8ITmRSCSkv9zY2MCnPvUpGI1GLC4u4oMPPsDp6SlmZ2exv7+Pp0+fwul0ikg1nU4jlUqJa4ZnKO8DMSAAl+rFZ2s/CghVJ7SasELyka7pv+zrp3/6p1EsFvGv/tW/Qi6XwwsvvICvfvWrco/5fPOKRqP42te+hn/+z/851tfXEQ6H8cu//Mv41V/91b/013p1XV1X19X1g7g+0QgjCxrgwmXBYpAHjAok8O/ZuKoxGyr4A0AAWv6XijY2L8CFMorADw8trfZ8Bsr+/j5mZmYkS7PdbiMQCMDv9+Pw8FAOe6/XK0PXeYB2Oh1oNOfDxxjPwXgCv9+PQqGAarUqxV6n0xE1MkkUqqlNJpPkuPMwb7Va4qagSjiVSmE0GsnPdTgcEpkQCAQQDofh8/lw8+ZNNBoNfPzxx/jmN7+JUqmE+/fvY3V1VT6PiYkJFItFIX0MBgNu374tyg+bzYZ8Po96vY7FxUVsbGxciuIiWUK1hVarFZcECRYqVcrlMvR6PWKxGE5OTqRZdrlcyGazlyJr+Fp0Op1k7rKJpMKKRYvZbIbFYkG1WoXT6RQyCDhvJIPBoOSULy8vY29vD81mEzs7O6JQSaVSmJmZwcOHDwXQTaVS2NraErcU56wwyzcUCsHr9QrwQpDO6XSK6p/PmRq7wXtPsoexC2wCCEywUWfxRkU5v4cKGSor1eYrmUxieXkZkUgEBwcHKJfLkn0eDAaRyWSkqZ2amkI0GpVGS807nZ+fRzAYRKlUwssvvyyOJLqOOBCb+cLPKt24Zglcs8FTowjUmIPn9VLfN5sMlQDhn9V9UI1f4KV+PX+G6uwBcCmyi0o4/js/EwJSbN71ej2mp6fF5UeCk3vWYDCAx+PBrVu3MB6PkUqlUCgU5HO+desWhsOhZKm3Wi2cnZ3B6/UKYL6xsSEKZzaKTqdTXAwEgnQ6HVKpFCwWiyjZCEzNz8+jWCzKMFM2hNwLSQqQcCIJRBKVxDN/Xi6Xu6QSV8EeNquM7WKUAAEF1VXZ7/eRyWQEACW543K5pOni4Em9Xi/Z2L1eT9Y+le9cU3SzELgg0cNYB+6zPDs45J6Z38A50EEihWcp/42RN/yMAfw5e/5wOMTi4qI4j+iEZHRMLpdDsVhEq9VCKBTC/Pw8Wq0WdDqdkCTMVWf8ol6vF1K52+3C5/OhXq8jHo8jFArJPsrnh5/l7Owsvv3tbyMUCmFtbU1AB5vNhnK5jFqtBr/fD4/Hg0wmIyAE1x2j8wj8qXUD906Sk1wrFGlwXVGdybUF4NJzx68nIcm1z3WnngkEF1WRyfN6qfsVP0/WUKpjh+uQgPRwOBS3AYGsTqeDZDKJYDCIyclJHB8fi2iBNQnXOIUPHBR78+ZNPHjwAKPRCHa7XQbLcyA4wXVG07BGYb1GIYeaJc9rcnISwWAQOp0OT548EdCNxKbNZoNer8fs7Czu3LmDXq+Ho6MjUY7H43GUy2VRofP+8LnjPSLYyZl6zLCna4V1JAUkrO84jJkgGWu/SqUCvV4vAp/JyUns7+8LEKXGwJAEI9DOmoyvlyCi6ggnKMU9BgAcDgfa7bacT3q9XhTT/X5fyE6CfSrJSCCK8xZ4fwgSqnua6qbha7VYLEIaMWaXdTSjaEnCPn78WM4pumYYr0WFOXC+dgk0VioVFAoFtNtt+Hw+xGIxASn5LBgMBhweHsJmsyEQCMDtdkOr1aJeryMWiyGbzUrdR/KP94BCMZKwVJmrzjvuXw6HA4FAAIeHh3IvOcOFcYkzMzNot9uo1+sIhULQ6XRCYrOu4/wJxvvu7u6i0WggGAzKM0wwls+XCiICF7GZwEWtoqrjn3chDXBBhvDMUd0XrBN4frAeJAA7Ho8lOk2NAiIhz/OEtSafV557KonDXpXA7tTUlJBoJNpsNhucTqcQq5lMRp59EpkALrlW+R62t7dlxhRFCXxuP/74Y3S7Xbz++usyrF112en1epycnKBQKMDn80Gj0eDGjRvodrs4OTmB1+uFx+OB3W6H2+3GycmJ3AODwQCHw3HJIcH7zJgv9iL8r1qLk2hkJBbvGes5isfowjs8PBSXNL+vUCggn8+La40u2FAohIODA3GUMMaMSQ8UPDEyrVgsotfrSY/JWa7EMRjBzMHvJGgpfqR4SH2+uD4zmcwl5wTPHD4bJNEpDKXAjnObuM8ST2H9qQqPJiYm5J70+324XC7k83m0Wi0Ui0VYrVZEIhFoNBpkMplLewFFDKoDDzivZ0kWsn5nFDDFREzLqFQq6PXOZ2MtLCxI3Wa32zE3N4ePPvoI5XJZeggKswaD87k8rF9brRZ8Ph9Go/NIMPZjqrtOXX8UHvF/rLtZR/J7VcyKTjP1a/4yr1/8xV/8v8Z3fec73/lzf/fKK6/gvffe+0t+VVfX1XV1XV1/OdcnurpUAZxnVdMs7tRiUo1XopqMRQ+bJRY8jEVgdAABRP6XShv+DDZYjDWhAuL69etotVqo1WoIBoNwOp2icrx37x6KxSJWV1dFJabXn8894WBNKg2r1aqofGw2GzKZjAwxY5OTTCZxenoKh8MhQ4c1Gs2lppBFpdVqFTcMSRfeK6rLCOzl83m4XC6YTCZMT0/jjTfewNbWFra2trCzsyPFEOcXhMNhGcS7uLiIa9euydB5Nv+MfNja2kI6nUa32xXVL1WizJ1l00SAyeVyyTPQarWQz+exsLCA0Wgkzgm6Xhi1ks1mpRADgFgsJoPVGV1A+zXtvaojgoX/4eGhDFllvAOBkxs3bqDVauHk5ATJZBJa7XmufywWQyqVkoH3JCf43BgMBpRKJQFM3W43FhYWkEgkAJwXRrVaTcA73svp6Wl5VviMPEsssqGh04nNisViwezsLAqFgmSek6QZjUY4OjqS+zw5OSmDDLPZLB4/fixxP8PhEI8fP8bExHkGejQahc/nQz6fx2g0kua5WCzC4/HAZrPJTB6/3493330XCwsLot5S42u4xoHLamsWimyiuW75nvmMqz/neb14X5517LBxUUklfj0ddtwD+ff8L9cci3bgApQgAEXlr2ofByB7DWcCkHRUX894PBYXVbVaxfXr10V9d3JyArfbjUqlIs3i/v7+paG+dBcwN73T6WB9fR29Xg+5XE5ibKjcm56exvvvv498Pg+Px4NwOIyTkxOJGOt0OrDZbPihH/ohtNttPHr0SGZh0CXIZ13N/Fadiup9UkE3AAJ0kaBQlWJUabVaLXErkCAZj8+j8YrFojThPAPoUun1zgeaknRX56nwtXJQbygUkkbQYDCgUCjAYrHIQGbulcwDZyPNNUTggLnNZrNZPn8AlxTCbAq5pxDkoUrY7XZjdnYWExMTSCaTWFxcRCaTQTqdRi6XExGA0+mU+VI+n+8ScUHShg0sI3lIjheLRTnHA4EAVlZW8PTpU4nTePDgAV5//XUEg0Eh4yORCHK5nCg26UZ0u91YW1vD9va2AFFqEzs5OXkJWGB8CdeN6gbhPeL9VJ1fVFBzbyO5wn2R9Q3BB+AiHoVrnWtX/X3P60VlNO8jFa/qvVSjWvnZM0Lk7OwMpVJJYp4qlQry+TxmZ2dljcViMZTLZWSzWQCQuTjcN15++WU0m02JJbXZbCJOcLvdODs7Q6FQQK1Ww8TEhDib+FwNh0M5F1nD8M/dbhe7u7uIRCIyK4+13GAwgMPhwJ07d4QgnZqaEpU2ieXHjx/jvffek3VCsIZE4OzsLABIBBgdaRSckMRg7Ukgjc85gTvGgaXTaQHuGPvCeC8OgiYRo34+w+FQ3CNUd9OJrAK+jNOlM4/75Gg0QiQSgU6nQzKZBIBL++BoNJI4NpK6HOSsxsySVOOzwplaJCMmJyelTuMclnq9Lq4lFRAmiMXXwhl8BoMBgUBA4nIY9UZR0fz8PKrV6qV5ChRbZTIZTE5Oyuwnut8ymQyA8yHvT58+FXHPtWvXoNPpMDs7i9FodOk5ZgQkHQK1Wu3S/IpOpwO73S7nL11R3M/oZOHlcDiQSqXw8OFD6HQ6+R1+vx+DwUAiZa1WK+LxOBKJhDgoWQ9YLBZEo1E0Gg1UKhWJLCuXy/J7uA/ycyTAz7UPXJCpf1sutVZmH0vSXY3rUkl1nk10GVOECFycPVzLqpuPziQC6vxZ/B6r1SrnPwFv9kskDjUaDdLptLjj1BmmTHSg04F/x32P0YEkWbm/b21tod1u4+7du7h+/TqKxaKsFRI6lUpFXCAkdRhhR0fttWvX8ODBg0tzJsfjMWZmZtDpdHByciLPHJ8xkgytVkvIAtXtwbVOEobntQqS6/Xns7ZI9pMEAc7dxtVqVVxsqlOVZOt4PBYndigUEnfm6empuNP29vYwHo8RjUaRz+fRbDbFienxeKTmY/9K8o11JPtykhwkOfke+L5Up7uKt/D9kITj2c1nia5B1jckw1lrLi0tYX19HR988AGmp6eh0+lk71taWoLNZkOpVEKn05Gf0+udzw6z2+2YnJwUlyT3F86L0ul0mJ+fh0ajQbValdqQr41OdI1Gg4cPH0qMbKFQgNlshs1mE3zG4XCI0MLr9cLn88Htdouz/OHDhwDO90zGhqp9Lh30vFRCVF3H/B6uDfYe7Iv/KkmUq+vqurqurr9N1ye6wlQt8WrxpYIN6oHOQoPWY1Vdo36NCkZQpcvmTrUts/ljU2k0GmGz2eByuZBOp3Hr1i2JIrFarZibm8Pa2hrsdjump6dxdnaG4+NjmQFARV6tVpNYl8FgIAPh7HY7zGazFG7T09Myx6NQKEhONRs7ggDlclnAtWAwCACXHA3M+mYmqNVqlYaYMRNsiK5duwaPx4P19XV8/vOfx9LSEpaXl7G4uCjxDPl8HoeHhzAajfg7f+fv4OWXX0Y4HJZ7R6KDYD6bMyq62QzRtcKmSHUOUfnW7XbR6XREYcxmmmolNoQOh0MGCjICzGazwWg0CkFkt9uluefPLZVK8ns5oI4qKCqmqMALh8O4ceMGdDqdWJJTqRS2t7fR7XZRqVQE+GXTygLTZrOJMrbVaqFcLiOdTmNnZ0ciSrrdLorFIqrVKjY2NiQmw+v1Yn19XdSeVMlGo1FxnlgsFnleSZYxZoYOJd4DgqcEp1j0k9SrVCrY2tpCLpcTNXuz2RRXE+9JOp1Gu92GVqsVYInF6HA4xNraGtrtNo6Pj+V5IIChKsy02ot5JwRuWNAyM5mNnUoGAM+3Chu4HGVI4FAtnHlP1Tg07h8EIPkcqNEPbAzZwLKJ5N+TROY6tdlssNvt4mhgDIP6efBnMU5hZ2fnkiqv3+8jn8+Lao7EZaFQwHg8FiBuZWUFDodD4hjYmJAQ4tDGiYkJGUrf7/dFHT0YDCQCrFAoAIAAfaurqxIlRmCQzgrupySd2bRSfcn7qdrnCc6qTgzuQwToqTrm8HSeOQQIuJ+QOByNzmeJcG1zPfF3cjg8iVEV2GMcQ6PRQK1WE+DZ4XDAZrMBOCe8eGYRoLTb7ZeiynhecvYR1yIbUhIcBLJ4llI9+corr8jskbOzM3GopVIpZDIZae6pRq9UKpf2T/7MYrEoann1fhEwPj09FaW82WzGzMyMfJ6VSgV7e3vQaDSYm5vD3t6euBqp+qYyVavV4tVXX5X9i0AR9xw16k6j0Vya8cX7yO/jOqUaUs0CJ5ADXDi8VOeKSmbyWVLBM74WAhbPEjjP28XnnuAezwIC7lzHVGbyPpLY5L5EUHs4HCKbzaLZbAqAWK1WxS3F2E8S+YwYOj09RTqdFlGIw+GAyWTC1tYWqtWqACW5XE7WZiQSEccUxSx0vej1epkXxaHfnFvEPe9nfuZn8Prrr2NmZgZTU1MolUp48uQJjo+PZY9oNBp46623JFaV9RbnP01PT+P27du4fv06fD6fuGB5XhD8YxwPlbMk8Tjvh/Ux9xyLxYK5uTn4fD7kcjmZSReNRi/tnXydJpNJ4tL4u3mecH/j3kOnKj9H7o/ABWHIeRuMDePnT6B2OBzC6/UiFosJuV2r1QCcn21qDU0wl2cjz0vWm3TlcJYMnefFYlHOAw5rX1xcRCAQEGCObju6O3ivef7xrPZ6vRJfy7k7HGhMwpZfy/v+4MED3Lt3DwcHB5icnMTS0hKCwSC63S5KpZKAhtxLCO5xbg9wHsfk8Xjg9/vle8LhMPx+v+yR3D8DgYDU3pVKRQgRo9GIDz/8EMlkUu6py+WS58Xv90skL+c4qPsriR6KF/jauIdynfKZpJCIgCOfjef14jnCi/eI54HqgmX9r7p6uCeqrlmSo1xzrGm4ZrkH8OcBuFRPchYUgWDWGIztIwkNnK9V7ktcF4xjIglHYRsdCozYJhnTaDTQ7XbRbrextbUl0awUbKkzShmjzR6Xrgz20rlcDjabDfF4XIQZlUpF6ueJiQmpIUjykKgifsAemkQ2cQd1vVK0p7rhtFqtEL1zc3OXSFgKNPkz6QaiU3hiYkLuGcUB7XZbzkOLxSJRfnSC8B7y/gMQxzH3lGAwKCIOPiN08nQ6Helh2Q8zSpzPC0V46rNHAqXX64mLjzPs1PfLc4D3nj+HM1p9Ph8SiQRGo5HEmvF18Yzmftbr9USsRIGMXq8XzIZ1G3sJPh90izPOlb37w4cPsbOzg1arhd3dXbl38/Pz4jhlfehyufDKK6/ILMZ4PA6PxyM1Lvc6rj+uL7XnUDEq1UmjJg2oyQys9/82OPGurqvr6rq6/jquTzSJ8mxUg0qAsPFSgRU2XBy0rNrgWQixECQootqcVZWAGh2hFpRa7Xns1N27d7G0tIQnT55ge3tbyIlms4lMJoOXX34Zr7/+Oux2Ow4PD5FOpyV2hUMimX/MAoJAWrValexT5m0zjoLvfXNzUwoUj8eDYDAo2cLpdFpiExjb4HQ6sba2JjZY5s3SYtvpdDAzM4NgMAiNRgOn04nPfvaz+Ef/6B8hEolgfn4ec3NzSKfTODw8xP7+PoLBIGZmZmC325FIJJDJZERtRnfE1NSUKFv4GTkcDgAQqzRBM97nVqslRQQ/MwL4/GxNJpMMdiYRw0aAykYCULQTz8/Pw2w2C5FAwJ5NHgvh4XCIarWKSqWCVqslUW3j8RixWEyIoHA4DIPBIMoeFqRU2KsDQhlvwCaZBNPJyQkePXp0qSknYaTVasV5ZDAYMD8/j4WFBWnuqbqpVqsolUpiJ9bpdHA6nYjFYohEIkIehUIheU44SJYFutVqhdVqFYClWq2Kyl2r1SKfz2Nvbw9vv/02Njc3MR6PsbW1JSCL1+sVgKvRaMhnYTAYsLW1hampKRlOqqrbCdo/S5aq6jd+jmwC1JkMz3ucFy+SHHxuCSiwwGZRTWCVg5G5roCLOVB8/vh3BHoJ5rGgpzKRUSxsEM1mM5aXl/HSSy/B7XbL88p9lLN+Op0OvF6vEIHvvPMOksmkkBTRaBTD4RCxWExUuwsLC1hcXAQAAV7q9Tr6/T4qlQoAyHOUyWTw3e9+F4lEAuPxGAcHB8jlcgKEGY1GAeyj0SjcbjeWlpYQiURknSeTSQEASESyGQ4EAtIscu8ymUxwuVyX1PAEagkM8Myi+pkEEklfzhTKZDKXiFoCca1WC81mE/v7+7KHWywWaLXnMZAWi0ViJJvNJhwOxyVHGgkYKizj8TiAc/ClXC6LW5LPCbPL+dmyaWZUDABRW3Jf4lnJ+BwA8rxQ2X3z5k25f6lUCrVaDTs7O0gkEiiVSuKK41yXJ0+e4MmTJ3j8+LGcp8B5HIg6M8Dv98vexb2QjSwBCzoIE4kEut0uXnzxRczPzyOXyyGVSsFgMCCTyeD09FSG3tpsNqyurgppzvOGr4Pr8FkQgYAEm3bWI89m1dNVxf2P38v1SWCMa5Nkl+qAAXApdk4Fa57HiwA8cH5/qOgcDAZot9ty1gMXRG6r1ZLoDq6rp0+folQqCUFoNBrFNZBIJMRdEQwGMT8/j9nZWSHXOKtpdnYWVqsVp6enqNfrMBgM8Hq9AgxxOG8+n0e5XEav14PH48FwOBTyIJfLIZvNSpQpnSw7OzvIZDISKcuaaG5uDo1GA0dHR/jmN7+J3/u930OxWMTKygrcbjf29vbw+PFjdLtdGTo+Pz8v81uGwyGKxSIKhYLMauNZTzDW4XAgHA6j2+3KnkRHIklKijHcbjdu3bp1afadXq9HsViUta0qklkX0MVRKpUklpbAF9cZQUnGnzSbTbRaLQHTJicncXJyIoIgviaCaZOTk/B4PFIDcZ4RSUdGMvJ3MpqLsUGVSgVarRaHh4cSsxqJRBAIBOD1euVr4/G47JPFYlEiUScnJyUuslarodVq4fbt23jjjTewtLQkZ8vU1BSOj4+lL8jn8+L+8Hg8WFhYEGCR748ETjgcFtJgYWEBJycn+PDDD5HNZqX+DAaDuH79ugDLjD4yGo1y1rJe5aBmOntYh3EwPecVsp/iXC8ScO12G/F4XOZOEKBlZCTPC+DCNdTpdJBOpwVwBS7ildkn0ElGlyh/DokZdU9UBQbP46U6EVn7sW9VSSd1dhHPEdYudIvybCJZoEZTEgQnOc37zDOa+6bJZJI9pF6vI5fLXXI+s1clUUh3MEkB9uOc+8S9gucjCROTySQ1CF3zJHYTiQT+5E/+BG+//TbK5TL29vZQr9elj3O5XLKPcp5aMplEs9lEpVKBxWLBm2++iTfffBOzs7PiKqR7zul0yl7R7XZRr9flrOEZwkQKOr0ACBk8OTkp9wK4cDAzSnR7exvRaBR+vx+1Wk1wDbpsGR3Fe+p0OiXelOsnlUqh2+1ibm4Os7OzGI/HEmPLdcyoNAL5Ot35HC6eqXS+UChE4F6d9cK6mPUX58EBELccsZTxeCyzOEmu8LlkT0hyis8y47O4juv1OsbjMZaWluR5DgQCIhpgIgOxEZ5XaowYRUQ2m00EACTv2P/XajUhZ1gj02U0MTGB4+NjPHz4EIlEAltbW0KcBYNBeDweiSo2mUyoVCqw2+0yoyoUCmFlZUUETS6XS+YHkiBTHZpMaSBZzH2QeyE/U36W7NmIgajO5Kvr6rq6rq6r6wdzfaIpahbVBHxZxKnABHABtAKQ4pJgPZswFossunmgE6TnYM3BYHBpoDDBDtreTSYTVldX8VM/9VOSi202mxEOh1EoFBCPx9FqtaToq9Vq+MY3viGHerFYvKQad7lcODo6QqlUkoJpdnYW1WoVXq8XyWQSg8EAfr9fAAIWl8A5oNhsNtFut3Hnzh2MRiOcnJxgenpaGnjmJxPM293dRSwWkwaQythKpYKPPvoIN2/eFBCKzV29Xke1WkWz2cRwOMTq6qrEX3FAIIfxTU1NYWVlRZwKwIVbhkAvAAEgSVDQTUN1DQFDgoeMAet0OhJNwwaYhR3zVdn4U9lSq9UkB5/quW63i1qtBo/Hg5s3b+Ktt95CpVKByWQSFTlffyKRwE/8xE+g0WhgfX1dgBFGmBWLRVG/Ms5gMBggGo2KFTkWi6FSqcBoNIotnREOzHxVnQQ+n09i2djQt1otUXmWy2XJxebsAwKYJNMCgYAUnnQR0Hav0WgQDoclN55xRpyhwjXgdDoRDAaF3KO1mS4eh8Mhz+HExAT8fv+loaYGgwEejwfdbhebm5uyBknm8TNikUhCjHm7vOhcIcBPIPN5vlSrOwBRlqnNCABRkqnfx/2N90qdZaKq2Bk1wu9nMc8INqrQGI8zOTmJ1dVVvPHGG0LEUn2sRjKMRiPcuHFDnG58D7FYTKz0JFROT0/l57bbbczNzeH4+Fj2eMYA0M1ChfhHH30koBLBt2QyCb1ej0AggN3dXbhcLonIYdO5sbEhrijG2NC1okYfjkYjmM1mNBqNS0QWm14SS4wSy+fzAqhxXRAYoAo8m82iXq/D4/EIkUsyhWubxAKbVyquOW9lYmJCAM7l5WUBJJjX7/V6ce3aNVQqFYky4Br2+/3IZrPI5/MCphDcIDjAuQTqsGG6Wvh16hnMfZ0xQVSf8jmdnp4WxSABPbqQqtUqRqORzFtKJBI4Pj6WGRIkszudDjwej8x0YKNPkJFEcTablf3m+PhY7v36+jq++c1vQqfToV6vYzg8jxDjPAsCMHwuKFIgqe9wOC7F2/G9EzAksUnwheeWqqin647NM9WHqquLpArXJhXHKlnA3wE833FejP6g+pSXqlLnvqKCqwAEmOMzSJcT9zeLxYJAIIBQKAStViv1HaNHstmszPCp1WqYn59Hu90WJx7jCUkmUG2rvkbGqBCsGo1GAtTweWAMUyaTEVLZ4/Hgm9/8prhwAYjwZn5+HhaLBR988AEODw8RiUTgcrmQTCbR7XaxuLiIXq8nQ+K53/Be0DlBUKxWq6HX6+H27dtCLPr9fuRyOQF8DAYDXC4X9vf3hczmz+KZnEwmZZ/nWUNCloTmYDBAOBwWBzQAEWLo9XqpS3necH9mTI7D4RCCxWKxSLybChaz9srn8yJ24VyqdrstoB3X6uTkpMwLJBnOGTGsxxgRU6lUBMjietXpdAJ8sqZkPE6hUJC6kCAyfy/Jb5Jr/P0ajQaBQAD5fB5HR0dCdsfjcfkZFCqtrKzI8zk1NYVAIIDPfOYz2NnZkfOwWCzK/ZqenkY6nRagkES/x+MRooT75XA4RKFQkHXHGVrsKzqdDoLBoKjc+XcEMUejEXw+H548eSKzrQwGA7LZrJA+qiud9RzdKWqfpMb/qAIS1Z38vF6qkJAipGfnb/Aeqmci+1fGHqruyLOzMxgMBiEgCaKzH1bPdf5vYmJC3CY+nw86nQ7ValX6WPakFHMZjUYsLS2h0+kgm80inU6LeHE4HEo9oKrrXS4XYrGYxHnRKcUoqsPDQwHL0+m0zG3SaDTweDzw+Xx44YUXhNhhD8vo0GAwiEQiIc8ia5RUKoV6vQ6Xy3XJCaZGdKmkjLqHajQa6et43xlXSvD+7OxM+l/OAX3y5Ak8Hg/0er3UdRR6cKZWuVyGw+HA7OwszGYzNjc3xdlGcRzFAozis9vtUvNynyJJZDabsbW1hXK5LETZ4eEhpqen8fTpU+h05zNhjo+PZX2pAlZ1ng3XJvs8RrypxCvJZtaKNptN+n3WncPhEG63G4FAAHq9Hnfu3IHT6cSjR4+wvb0NrVYrA+AnJiYkWYIOeTpFVcc742ZJllitVrjdbqkn+FnRxRSLxfDkyRN5tvhZHRwcYHl5WciKWq0Gh8OB9fV1vPXWW+Jwopv12rVrWF9fx8rKijhRnzx5gtFoJM5DtR/i83J2dnYpMYA9rlpnqikErAlYy1y5Ua6uq+vqurp+8NcnemflwcJCW1XGUPHJ2AIeTDw4VYsp1drqQC82RjyUePgy75+uBACibLNarYhGo3j99dcFYJydnZU5ARMTEygUCshms6KQmJqawubmpthEtVqtuCoI2DNHu1Qqieq2VqtJAUYSKRKJIJvNSjO0u7srEWE85LVaLZaXl3Hz5k2Ew2Hk83mxvD59+hTpdFocAqVSSd5vp9PB+++/j/v37+Px48cCZh4eHuLk5ESICUaX6PV6LC8vw+l0ol6vi0PH7/fD6/Wi1Wqh0WhgeXlZ4oao7mOsF4twNoksFljc8+sbjQYKhYLELsRiMQDnCuW5uTlpVHU6Hex2OwqFghTyLDIMBoM063ymqEat1+v46KOPBNgkmUGrebVaRa1Wwx//8R/LcGKLxYK3335bVPdUQD969Aizs7PyXqxWK9bW1mC1WjEzM4NisYh8Po/33ntPfg9VdhzMmMvl5HlgtBhVWlTjkUThczw7OytKfJJuVFn3+30hoxiFQAt+Op0WFbVOpxMlKBvVRqMhxEy1WkUikYDFYsGTJ0+EWAuFQrh27ZrMYbDZbOj1eojFYvjhH/5h6PV6IdG4plSHF1VTar45C1w6L1TQjIU88HwDiMCF5V2NPSN4SlCVJDKbGl68xyrpRDUUcDGUns8uny21cAcusqAJbhAAV10aJKGB8/0yGo1Ks081Fp0HnJfRaDTE2UHSgKBdu93G1NSUKFsnJiaQy+WErB6NRrh27Ro0Gg0SiQQqlQqsVqs8gyQPO50OEokEZmdnkU6nodVqMT8/jx/5kR/BV77yFRkWTKBcoznPSuYcEhLuvF90xXGP4vplM6nOpspms0KmTE1NIZ1Oy/rinszh5tyXqBbk7A5G5FF1xjhIgn2BQADA+UBNtZEnmXVyciLPUbfbFcKKZxObSgDSPPL+c0A91yn3DMY1ABBwa2JiAl6vF16vVwY6M6LS5XLBYrHgrbfeQjQaFTU/Y5E4u4WKdZJUBAHOzs6QTCYFpOFzzddKgJ0Kw2g0KjNgjo6O8PWvfx0//dM/LfnoOp0OKysrMneH965cLuOHf/iH8eGHHwK4yKymC4fAK++nSn4xFoTAFmsOrk+eT6pzjmtPXcf8WQRn+KxwXauOM+6bz3OcF4EGPhO8t8AFeA1cAI1cl/wel8sFr9eLyclJcUhybTcaDQwGA/l39VmqVCpCwNGlx/qDRAgjSxgbSmCSaubj42Mh6TgTjw4POswYJUIAPhAI4ObNm0in05LzHgwGcXBwgMFggOnpaXi9XiGFOOeFUS7j8Ri1Wk2iZ4+Pj2EymbC8vCw1xNTUFObm5pBKpdBut2G324X0o+vU7/dLrAlBe7PZLIAoHS8EYYEL0o/z5xiR4/F4hLR0Op0ibKKbh+TkcDgU4oPkDAkHkrP82axLCE4SuCyXy6Ksdzgc8rNVItJqtSIYDAooRqIqEAigXq9jdXUV+/v7Qvi2Wi1YLBZ4vV4cHR3BZDJBr9eL2p0RWSSeGYNIQoXnstVqFYdFtVqVe0ZHByPVhsMhAoEAwuGwOHgSiQSq1SoODg4uObYdDgeMRiOePn0qzydj6YDzuSinp6eX5mFReMR4sUajAZ1OJ3U7iSMSXcFgUEg5ujE5D4ADxanSp4AglUrh0aNHckYDQDAYFBcgCT2CinQesC8gCEvxBM9g7nX8PJ93EQ1w4dZWndi8N+p8RBJKFAhyDZHUpGCNYC3vMXARpUznAM8v9tlarRbhcFjEdX6/H41GAwAwPz8vJBz3yzt37lya58k5IO+++64QbZzr5PP5AEDO8EgkIrMqJycnkUwmpcawWCzweDwiSOQcydPTU2QyGej1eiG+vV4vXnrpJcTjcRGHpVIpIQmZDKHOI3U6nTg+Psb09DSOj49RLpdxenoqPSN7EpKpahoAh6IPh+ezn9xut+ATWq1WajsK/jiLNBAIiBOS9TEFK1NTU5iZmUE4HIbZbEatVsP+/r70jBaLBZlMBtPT0+I0Ihlrt9sRDofFsanWki6XS8gFOglJVvEzn5qakj3abDbLXCjup3wm1VQBCjxIQvCMVescAHKWU2QQDAYRCAQwMzODmZkZOasYI8z+gGIFnh90zXFmGJ0t3FcZc2uz2aDRnEfAMop4d3f3Um3h8/lwdnaGcrksuEoqlYJWq8VLL70kJOLp6SkWFxdxcnIieAzdUT/8wz+Mn/zJn8S1a9cAnDt9Hj9+jFwuh2AwCJPJJM75Z0WCrMcByNpmrUMiWxXOUNDzt4FIvrqurqvr6vrruD7RJMqzMxBU4EC1MD6bM0lAkREg6iFPhSmASxEZAKRYZ94+bcY6nQ5LS0sAgJs3b8Ln8yGbzSKZTCIej0vsg9PpxO7uLgqFgszX6PV6qFar0nj4fD4Ui0UZOMzCkEDaeDwWYuH4+FjmpLDw4RBHKjA4ZL5UKqFUKsHj8WBubg5Op1Myjo+Pj3FycoLj42NpME9OTkRdSNCtUCgI2LixsSG5nwCkuZqenpY/03K8vb2Nzc1NyX/m0EgWp+FwGLu7u+KYqNfrMvuExSkVeARCacWlYk1thhmTMRgMZCYAI38KhQIqlYoUhHy/tF0TUD49PZVM7V6vh52dHYTDYQSDQbz33nuiJkylUhIp8P7772NtbU0GtRK07HQ6MgS12WziyZMniMViksG7urqKcDgMo9GIhYUFlEolhEIhPHnyBO+++66oGIfDIW7duoVsNotcLidDcPnsstF3u91IpVKXHFUk5Gw2G0ajkSjECFxTNTg1NSUDcJvNJqLRqADhBKxMJpMMJ+U8Fza9/NkEVxg1wgKRBI3P5xNAptlsYnd3FxaL5ZKaC7hQ3gPn4CEjiQjWqwAjHUdcx8+SBs/rRbCAyjCqBVWFF0kogonARSQaCTqVSGbDwZ/L/ZU2e5LPjGwiWEmVL4EzgjbcY6kgBM6BfeZLE0xiZNzjx4/xyiuv4IMPPpBht2yYmBlNhTPz8aPRqBDWbPQ4j4T2/mKxiGw2i1AodEktTJCNKur5+Xl4vd5LMWS8tySL6DKkw0uN7uM8Fd4DqgnZQLJpVT9DqucIUHD/oLqUjTxjB+bm5kQZns/nodfrRcVIxXu325WmDLgYJkxlOomFdrstyu3Dw0N5Hfzs1MH1tVpNnEnD4VBAaT4XbDApFHA4HOj1eggEAvI+BoOBnCccbE/g4fr16zg7O8P3v/99LCwsYGdnB51OR4AfAtkk4QjIEshkRBMdiYPBAJVKRZxBWq1WlNlGoxHvvfcebt26hbW1Nbz44osyq4dKcAACdi8tLeHmzZt4/Pix3A8681RigwAgVYB0Tqr58VwHBJpJaKqNsEoU82fz61ifcN0SCOPzyX97niMN6RwBcAnQ432gM4/gs/qZDIfnczECgYDMS+JMMc7oMRrPh6FTBEIihGSh6kogicn1Tgcz4z9J8hNs0Wq1yGazssZIgFMsQbEAxRAGgwGf//zn8eKLL+J//I//gWAwiPX1ddTrdezu7uKzn/0srl27hnq9jvv37yOVSiEej0stSOcYZ+e5XC7odDpks1mJ7OS8DAotKNTweDzY398XlfDe3p6A8SRmCaKTFOV9oXMrm83C4XDInuvz+aT+JfhKJwUdiKyve73zoeycm8I6heQV91/VPTI1NSWkND9Dzu3jvsQ6lVFl/PkEpRiPQ/Bfp9MhnU4LuUIihippzqxbXl7G1NQU2u02HA6HiBxarZaQRIx9pdq9VqvJjIN4PA6fz4cPP/wQTqdT/qfTnQ9R5nllMBhgtVqlziKQSDV/vV6H3W5HOp3GBx98gKWlJVSrVaTTabhcLpnVaDabL0V1sebns+F0OmVdcY8qFApCahcKBZycnCAWi+HFF1+U/TYajQKAzC2z2WzSn7z99tuyXtkHuN1u+czVuY0UZvB9qYI4AJdqH7rWVcfK83wx9od7Hs8JNe6N+w6dq6r4iDUeRYV81lViX60v6cQjaE6imIIIfn2lUkEoFJKINu4DCwsLuHPnDqxWK3K5HIbDIRYWFhAKhfD06VPZYxk/x/VBooXrkS4Grvl6vQ6z2SxkZK/Xk36Hkcn9fh+PHj2SGiGTyWB+fh63bt2Cx+OB1+sFgEsJFXzWzGYzAoEAEomEODXG4zECgQBqtZr0Hqy1uMa5r7E+opCHcVMU5ahuCSZmMEKN9dLi4iImJydlFhGJVApuuA8yKYERiEwasFgs6HQ6KJfLgjE4nU6p9fP5PNrttuyD4/FYYnMpAqIgE7iIDmXNT6EbSVO6QYDztAmSGTyPSCKRlKHgkF9DUt1kMmFmZgYLCwsyM3Q4HOLmzZvI5XLIZDJwOp1SF5pMJlgsFsE82C8AEJceUxxKpZK4D1V3IcVefr8fqVRKXNij0UgG12s0Guzt7UGv1+MLX/gCnE4nkskkvF4vwuGwxH7zs08mk0KgAOeu+/X1dZycnEhvHQgEsLe3JzUd9zhGsLMu5Lqne0zt94ALEY46o/Dqurqurqvr6vrBXZ9oEoVAAQApAnlYqZEqLOpYOKq2b/6XwCGBGRbvPHxZiDPKi8U/1Sr8+1u3bsFqtSKTyaDT6cDv98vgtMFgII1Ou90WMI+FQzwel2aSCpJsNivK3NPTUzidzj+X8cl4KRa3vV4P6XQaAAS0YhzO6ekpNjc3sb29LZbve/fuiZoOuFAyEfxh5EG320U8Hsd4PMbs7CxMJpOA+VQlUznITNxarYZ0Oo1CoSCFptlsRj6fl8LS6XTC7/dDo9FILjWLfVpX+RkTAOF9YqFIdxAVTAQFqf6x2+0SlabVaiV+h99TKpUAQN4Dm3ur1Qq/34+joyNcu3ZNmjOqtgiAMet0Y2NDQEpm6KpqWbvdjnw+L0Uth8M3m00EAgEsLS1Jsebz+fDiiy+iVqthenpaht2ymZmdnRUbOdX2zG3n19ntdlFRu91umZ9C9dF4PBZVabPZlKz4wWAgqhubzSbgL6O6bDabrB/a1nu9nijH2u02wuEwAGB/fx9erxfBYBBOp1N+psvlwhtvvIGNjQ18/PHHojzqdDqyJgjmUlHKBp/NG5tm/pfPCZ+Z512JSJAIuFC0q6SwmmmtkiYEYnnvuOepeyefIYK6AIRk5P3mvdZoNLKG2RCx8czn8zAajRIhMBqNcHh4KI4XDgenq46NJHOzGf0yNTUla5jE9OTkJKanpy8RDgTTmFNts9mwtLQkTZrP55PnkHNZOFSY+4/ZbMaP/diP4Tvf+Y4QylQRq4pOug0YmUBgle4tRqBYrVYBpkio0s1IwomOQgKyR0dH0hCqSlIq7OlG4doDIDOL6GShCng0GkkcVbValddE0I3uTL4WOuj4XHEId6lUEoU9zzSC93ytdOhwn2IzrroUq9UqXnnlFYlvyOfzODk5gd1uF/Xj9evXJQKGbh427SpJ0+/3BRRVnTQAxJmmRpLx2SFRsrm5iS9/+ctwOp0yU4Uq8nw+D6fTiUajgZOTE9y9e1dUtawl6PoBcAm0J9FLcFIlO/n7Cfg8qxpko8waRCX7uD7VWQRcgyowxlroeb5OT0/FPcT7wj8TGFLnb/Es5j1mtA1jTlZXVxEMBpHJZFAsFmVG2Wg0kvgNdf+MxWIIhUISWULQrtVqSZQnY6boWqVjmlGpJILdbjeOj4/FqcU1ORgMxHnn9/sxHA4FcOMe6Xa7cffuXWg0Gjx9+hSHh4dCaAPncUxWq1XqBD5nRqMR8Xgcg8FAIk5ITDYaDQSDQRgMBiGByuUyQqGQZOOTPCeBwhiqfr+PdDqNaDQq0SLcI+fn53F2doatrS0hRjwej4gx6ABhjc19lXsl3V8E96gEB3BJaKPVaiWKlDn6JKzomhuNRvI7VRKUxLvZbBawloRBv99HKBQS8rfdbiOdTsuezujAyclJiUnj+cs9x+l0CmmVzWYFbCUppc6vIhlDYI/vodfryUwDl8slv4v7CIm8s7MzzMzMoFarIZVKiYp7YmIC6XRaZoCRZCKZTyCZez0A6TkoQOOeTiGRRqNBJBIRt7zX65UakwPjWdNbLBYUCgX52lKpJLMCKfLh3sf6hECt6kKhI0LdP7m/qjO6ntdakO9PJdpZw3Pd8IxXa0TVtQNA1jP3NgL5FCqxnmA9xrXPOQ6MCS0WiyiVStDpdPB4PGg0Gmg0GpiamsLq6ipu3Lghe7Xb7Ua5XL40PJz9ncFgkLgsr9crgpVCoYBcLge32y2OOj7njGLi/Wg0GjKnhYIP9hOsFXd3d3F8fIzl5WV87nOfg8PhEILjq1/9qjhCjEYjksmkPLe8H+ozTeKJtRRFl2azWfYtAt5006ukFT8LOn4ocmNflEwmMT09DeC87wIgpDedbdFoVNIs6PYZj88jYEOhkNT7dHEz2trj8cjMPjoy2duxF2Zaw9nZGbLZrNR+qtMTOK9DSQhTHMW9GIDM/huPx/B4POj3+1KT83OmU4VCEJvNhrm5OSQSCXFaqtHfjCzjecmznc8H+2/e13g8LjFbfN61Wi1OTk7E6RkIBLC+vi4RYCSqWDeT6Pr444/xzjvv4I033hCiaH19HZ1OR6LgTCYTWq0WstmsCAqNRiNu3ryJhYUFvPXWW+KmJ54EQMhHvgdVGMdahziYSlARq3jea8Cr6+q6uq6uv67rE02i8JChIpbqaFUNC0CAHVW99KxdcjgcSnYlFQBsfKhG02g0MiiUBb1Op8Pc3JxEgHg8HuRyOYnForrFYrHg+PhYsv7fffddFItF1Go1GSDKhp0qPKrU+BqpaCNgxEaGQCOJFKqQCIyr+dF7e3vQ6XSiClOdByQkwuGwzHNhRJfP50MmkxH1UbPZxPLyMlKpFIrFokQlUAXOzHCqfUgs1et1uN1uJJNJuFwubG5uIhwO49atW/jWt74lgzNPTk6kQCIYwOaPBQajZvR6PZLJJCKRiFid8/k8arUaXC6XgHoEM/jZGwwGAXVZDKrkGZ8Dl8uFk5MTieKhkp+WZ2ZNEwzk4DgCA5lMRp4lp9MJk8kkhS9V3n/yJ3+Cubk57O/v4/j4WACZ1dVVpFIpUXN///vfR6PRwHh8ng8ciUTQ6XRQrVYlboINJR1KjNswGo3ikmHTQiCXwCQBXAI8iUQC0WhUXDmnp6fIZrNSoPJeMmqCAPL8/Lw8Q9lsFt/85jexvr6Oz3zmM0KE5XI5GdLr9Xrx8OFDyYnnGmbjQZCWDTSVagQmAEhjpqoTVYv483gxXovvk39WAULgwm3C/W9iYkKaYdXqzSaPhTobTpJWbMwJtKkApcPhEDcBLwIsHKw5MTGBZDKJWq0Gp9OJzc1NmEwmLCwsQKvVolqtYnNzEzqdDvl8Hjs7O7h27ZoARUdHR6hUKpifn5eIOYIzKsF2cnIiEWFer1cID96Ds7MzdLtdUcVSVcjG0mKx4Itf/OIlMoagFIEJkkxUetNpQJIdgETnkAjhmtNqz+MXjUajNGutVksaUsYCqGA4lbUE+/g9HLBLJZ3T6RSXH88rtZHimlXzxz0ejww15WumwpHPBJ8dNtjcZ+jIoMuIACRVmozhcDgccg5zzZKoSafTqFarCIfDsFgsyOVyAM7Vi4w14p7NZ5zPJRXa/Gy4L/Mz4/lBZwpwvv9Vq1U4HA4sLCzg448/xurqKv7u3/27l0QLjH7kLDOTyYS1tTW888478Hg8SCQSAsiQoCdQr94/Pnd8LvgZUtjAc4X3lCSMCiypLhQAEhHF+kBVHpKsYS3wvF4843jfnnUBcZ8iyEBgkA5KvV6PSqWCfr+PSCSCa9euyT4WCoVgsVjgdDolEoQAk8lkkqHuLpcL8XhcIgN7vR5yuRw8Ho+8Fq4ni8WCer0uQ+wNBgOazSasVisqlYoQr2azGRMTE7KHDQYDvPrqq7IvjkYjpFIpZDIZ6HQ6zM7Owul0IpfLIZlMYnJyEisrK5dAIhJK9XpdaiU+M9x7K5WK1KSq65p1KWtU7rUc0sxZbPF4HKenp0Kq1Go1GY5MUoh7B2NOCHaSIGCNR1KGJAxnanG+FiOr6GKj+IXkPPdEKnzVWVx0htGFwnltJBF4FvB9U4HMNR0KhWC1WrG5uSluSs7/osOWP4PAdDabFWKKNTLjFyk8YETb9PS0nJ1c+wSNi8Ui2u22DGwGzucuRSIRUZ2TMGaEmNFoRDAYRDKZFEKbTkpGLrKO46wIRlhqtVoRKfCzo/ORdVipVEIgEBCij2QgewXWH/xsuW9Ho1EBLMPhsMTn9fsXc2BI4tTrdSGbuNezLlRjFCkaYf3yt8GNrNVqpXbhWud/2afSraKSUlzDrK3V/w/gEmjLM1Z1QFqtVmg0GiFDGZVlNBoxNzcnc388Hg/eeOMNvPrqq3C73fj+97+ParWKaDQqM9bq9boQBsB5f8X6lkIBOra4Xl0uF/R6vUST0a3EiOFUKiVRf41GQ/YJEtB0uwyHQxwdHeGb3/wm7ty5I06r733ve0ilUhKZVSqVkM/npQbhGiWpRAJHdYMShxiNRtKP8bwyGAxwOp2wWCyw2+1SL3DPI4HDPalWqyEQCIjLzO/3w+fzSVqFy+WSuaQul0v6PCY2nJycyDMwHA5lXhIjc3O5HKxWq8xc4t5DdwzPJ4PBgEAgILGD3W5XfjfFcJwfpwpYmRpRr9eFsKEYhnOhOJy+3W4jEAhI4sKHH36ImZkZ+Hw+eVZIurDWo2iQWA+jvkko8DxWe6RcLif1dCaTEaInFoshFosJPsNaGgDC4TBq//8ZgzwX/vRP/xThcFic1H6/H/V6HQ6HAwcHBzInaHd3F6PRCOFwWJxLoVAIr7/+Or7+9a/LWqLrie+FdR/XJvs3ANL/sB/mc8j3qfZ4V9fVdXVdXVfXD+b6RJMoPIAIAqvzTXi4EPThAa7T6aRZYWPNArzRaEjDy7gNVaEGQJovAvlmsxkejwfHx8f4e3/v70Gr1WJvbw8bGxv43Oc+h8XFRQAQC/3du3fxrW99C8ViUfKvGdPCeIRmsylOEuBiAOnExATm5uZE1UX1Gy2sJGKq1aoUKyQZHA4Htre3L4GAJFg8Hg/m5+cxOTkpA+/ZeLAJ83q9MBgMMnSv3+/jy1/+sswvYUHGw5t2ab/fLwQIP6tUKiUzPfr9PoLBICKRiIAKCwsLUqhSjcIClS4KZkozxktVeHAWQDabRalUQrFYhNFohN1ul/tJdTYLNyrFWXwOBgM0Gg243W6cnJxIdjQLS95Xv9+PQCAgEWKNRkMsu4zwodrK7XYLicLoh8FggEwmg36/j3v37onVnIXx7OysOIOoer5+/ToajQYymQyOj48xGp3Pf5iZmZFcbIKux8fHsFgssFgsKBaLuHfvnuRhc6YOc6ZJzExNTUmMQ7/fRzabFXKKDh2n0ymZ5FSo8/OhNb1QKMi9Z7HfaDTg8/nEudBsNmG32zE9PY18Pg+bzYZ33nlHGhD+LCrY1dgbfpZspFkUq4QCCZXn9VIJDzaSVIRx3yIAzXtIZRf/nZ8rFWpsDlVggmQM9086ELh/BYNBWSvxeFyGr4/HY7jdbiEuOLRcHSI7MzODTCYj7j0q4DY3N1GtVkWFRmJvOBwKoM330O124fP50Gw2USgUkEqlZAYFnXsajQaZTAbBYBDRaBQajQazs7Oo1Wq4fv06arUa+v0+Dg4OMDk5eclq/+DBg0uuCu7dAEQ1TOCa7kBmglPJze9n/IzJZBKCn445nU4nzRUJB84qIUjc7/fRbrdlTZKUMRgMyOVyOD09lWgL4Px8i8ViyGazQsKrM0I4wF1VTE9NTQkhSuU+iVaeJ+VyWe499xSuQz6X/JwnJiZkZgCjkzgjy2Kx4Pd///dFJZhOp4X4TSQS8kzQVUMyl8AcYxIXFhaQzWZluKfNZsP+/r5E4bCRzeVycLlcAhzTMfDWW29hdnZWhs8vLCwgk8lInEi1WhXiNxgMIpvNIh6P4+HDh5fcPFS/qo06o96oKiSRSRKLMRJcawTBuOcNh0NRvqquFzWOlN8HQEQGXLPP68Usc5VAUZ05rF/UbHaCLYz35Ew0i8UiZ1in08Hi4iJCoRDa7TY8Hg8AXJqfls/nRZji8/kQiUQQCAQwOTmJXC6HdrsNr9eL0Wgkw9AZu8o6kz+PROjExPlQZ5fLJWtsdXVVIl9brRaSySTq9ToWFhawsLAAq9UKi8WCzc1N7Ozs4OzsTGIPCXLn83lEIhF4vV7kcjl0Op1LbohisSh7C5871s6RSAQ6nQ737t2TupGiHLpXKexg7UmhEYmIVquFfr+P+fl5TExMYGdnR2ZtEDCPxWLipOh2u7Db7Zc+x9HoYvgua306r+mOmJiYkLknPOe4X3W7XZmXxZkHrDPomlT3OpKUWq1WHBUEuDqdDqxWqwCcVFrzGTk9PUWpVILFYrnklCB5MhwO0Wg0YLVahaSmglx1RvN1kyiim5DzAFh7sb4kGU4C5fT0VGZkEVAFIE5uCnpUUh6A9Bu1Wg3VahWtVkueGe5HBKcZV1Or1STuJxQKCZGmOiXV+SqcFzAzMyPiqtPTU5kzwN9DAFkli1m/kJDhuaXG9qkkz/N8kWwkGUq3HO8F62VVsc5LdaaoDki6KAEI4dlqtcSpDkCEEalU6tJsu1gshnA4LIQtAFy7dg2f/vSnpU4olUqw2WxIp9NCZm9tbUltaTKZpG5UY4wYxbSysiJnIeudarWKmZkZtNttIQ59Pp/UT9PT01JPDYdD+P1+5HI5iT6mK4PRYY8ePUK5XMb09DRWV1eh1+vFNUbygNHTxAsofrDZbGg2mxJtHQgELiVCcB/jGUFCkKQqnSPqZ8p7xx6M61ar1cLtdsu9sVgsCIVCMr9tcnJS5sRQTEfhEZ8f9r50hXCPp1PP6/UikUjIHuZ2u8VlyHmvatwlSSv+DkZl8hlSST0KiyjCYR+4srKCeDyO4+NjmM1m7O7uXoqgZd9IISLrct7jTqcDj8eD7e1tdLvdS1FgoVAIpVLpkrBSFdr6fD78xE/8BFZWVpDP5yWmsVwuw2q1YmVlBXt7exITbjab0Ww28cEHHyAcDsvny54kGAxK76DX6/H06VMkEgnY7XbodDokk0nMzMzgF37hF/BHf/RHKJfLmJqaQigUkshe9gdqZDWJT+JZrIt5rtLZTvHO1XV1XV1X19X1g7s+0TsrgRoChM/aSgksEkSgWoQFJYtEOg4I8rMgZdPLn8csUTZYPKSpotJoNHj06BHa7TZefvll3Lx5U9R8mUwGvV4Pm5ubyGQyGA6H0mAz/oAgl9/vl6G6bEqi0agor6nMn5iYQKVSQbvdluiCfD6PwWAgja/P50MwGESpVBKFITNoaWGNx+O4efMmms0mTk5OsLGxgdPTU0SjUZm5UiwWRRlWrVZRrVbRbrclJ5YqTAKFBoMBh4eHl6J12DyVSiUUCgUBHfP5PLxeryjTmAnN5v/4+Bi9Xk9iolgoqLZWjUYjUVn8rFksU0HndrtF4UI7rs/nE0XWeDxGNBrF9evXRU3ZaDSkIGKTYDabJSICuDw7Z3FxERsbG9jb20OpVEI2m0U4HIbVakW1WhW1ZK1WQyQSgV6vR61Wg8VikUHTLLYSiQQ+/elP44UXXpD86Zdffhl+vx+j0fmQeqq5/sE/+AdYWFjAwcEBvvOd7+Cdd95BqVQSmzgjkFQ1OwEDElYWi0XcLFwHBH0JJNEqrFr/CXQzy5rkkBrFMzU1hXK5jI2NDXz6058Wtf3BwQH8fr8Msl5eXsY3vvENUZqSRGEjbjQaL1niSbSp7hOuaRIKz/NFQpRxTyysWVSTfOM9IrBK4on3iJ8XAQfa8judjqw3kiZqnBdB4Gw2KxEg09PT4pzi16pNejgcRqvVgtvtloYplUrh4cOHsNlsAlaT3OPadrvdyOVy8Hq9AvRxGDT3/3w+j4cPH0qe8tnZmQyvpPKWs396vZ40fvv7+xL1QACy1WphZWUFh4eHePz4sTSFar6w2WxGqVQS94Wag60qt8fjsajYGC2hzmBgfjOVvuPxWAhGui4YR9bpdERByAxws9kssWNsehlBxjlJjKBg5BVBXJvNJkQO4/6oMmWmPjOxeY+4hzBOhvsFAAE8GFUzPT2N+fl5Ib0qlQrG4zG+/e1vS+zFeDyG3W4XQohnrsPhkM/YYrFgcnISfr8fyWRSQE9m9hOoLBQKCAQC0Gg0cDqdAlhyLyDgwc+Jz9rm5iYePHiA1dVVbGxsoF6vY35+XoDFUCgkKtJIJIJHjx4hEonA7/cjk8kIuUHCS40N4fOqume5NtSIODoo1HWqikKevdT9nUQhCRyCac/zRbCJ5BQJKpKFjNPkPWRdyO8leNZqtZDP5wXY9fv9ePXVVyWehkIRKvC73S62trag050PG+bvnJ2dxQsvvID3339fgHzGX21tbQkIyRjCVqt1aT6e6qqhQjgQCEhs0mAwEMGLx+ORod6j0XlO+8HBgQg9KL7x+XzodDo4PDwUsMjn8yEajYpDIpPJoN1uC7nKWD3GRKn3zu12i/uZgA5jtrrdLqanp3H9+nUcHx9fen+Li4t44YUXkEgkpF7gs05HCONedTqdxGU5HA4hHBmVxXtOcpqiChVA5XnFeSrNZhNms1lqH+5jdBLz6wgSkqzg6+KeQdK51+thdnYWh4eHSCQSlxx/jJXh88KIQEbucJ8jqdLr9eTzqdVq8Hg8MjfB7XYLSFooFMT5wvqZbo+zszMsLy/D6/WKIpz1Hs8fEmMTExOX5jsAEDDcarWKKyuRSOCjjz6SvofCgMnJSXHDE0DkM0dCqNFoIJfLyYB7OiTZK8zMzEgNqorHOL+GDidVOa6SfKrbgveC+yrfM8/D5zXKC7iIsiapznqONTHvAc9UjUYjAhmtVitAP+sMnklnZ2fioOT9JrnGdIJ6vS57CV0ndDeVy2Xo9Xp8+tOfxu3bt+F0OgGc90uxWAyBQEAA6OPjYxwfH4sTw+fzoVKpiPv/hRdeEIKVZCndhIxidTqd4irkfmq32+HxeJDJZDAajXD9+nXs7e3JjFGTyST7F9fsgwcP/tz52Ww2Ja6Mkc1ms1lmkFSrVZjNZiHC2evx+zlDibUOiR2DwYB0Oi0D3lkLkJhkTVQul1EsFjE9PS2pByTnx+Mxdnd3xb3GaMper4dQKITj42Noteex2Zx3x9+t7r9MzyBRyhhyPk8mk0meCQCyPw+HQ+mRuQbb7TasVqvEUPZ6PenxeJ8oIuJwd+6vPPcWFxfhdrtxcHCA8XiM+fl5jMdjvP/++3jrrbeEYGU8JaNt6Uax2+3ST9frdezs7ACA/B2jBC0WC3q9HkqlEtbX12G32xEMBrG8vAyd7nwGFc9lCpP6/T5isZjM12J8+OPHj3Hr1i28+uqrSCaTAC6GwHPe4uc//3m89dZbSCQSkv5AXGFtbQ2Hh4fIZDKXojMzmYw4jLjmub5tNpskgJAAVfu/570GvLqurqvr6vrruj7RJIoaRUNQnX/m3xNYZJOrAoAExJg/SncJCwZViTYejwXc5v8YobW5uYkf+7Efk2bL7/djaWlJhvA+ffoUlUoFyWRSGi4AosRwOp0IhUJoNps4OjoSN4fP5xMQhsO8e72eqAdtNhsqlYo0e1QfU21SKBSk8GNj2W63sb6+jpdffllIFFqgd3Z2UKlUhNzhnI5+/3y4Ka2ubIAZR8PiB4AURbTr7uzsiM2YIBxBJR7uk5OTuH79OtLpNFKplJApjLEoFotwOp0CiNABxGxTNlAkNdgkshmnUpnxArQds/kAII4Uv98vwwUjkQi++93volAo4MaNG6hWq2IDJ8BrsVhwcHCAeDyOra0tRCIRUbXOzMxIDBiH6wGQ+Aa6h0KhEBKJhETN1Go1JJNJzM/Pi718dnYWi4uLuHHjBt566y2xotOZcuPGDWg0Gqyvr8NqtWJjYwO1Wg2xWAx+v19cIRwmu7e3J7ngR0dHuH37Nvx+v0Q1FAoFsWQ3m015HuhU6fV6EisyGAwwPT2NSCSCVquFer2OeDwujgOdTicDRrPZ7KWM5lQqhXA4jJdffhlbW1vSyJPkVAddEhAxGo3yHFC5qyrx2CDy/jzPFwF9tdHlfVCt+CSduL/x69W98NmoBv5ckmPq7As1KmxychIWiwXdbhfBYBAvvviixKdQPdjv9+Hz+UQdHQwGJbam2WziG9/4BtLpNKxWq4DAjAUAIHEvJLvtdrtE9TB+J5VK4eTkRF4zgRiSF3zed3d3EQ6H5eeRoCNRkU6nJR5wbW0NCwsLmJmZwZMnT0SpyUaYzzJwMbOJ8SckFUajEYLBoDRB7XZbVHmFQgFer1dicVSgn1EDzGJWo2iodKYDbnJyEltbW0Iy+/1+VCoVFItFIbd5X+mq4ywHnjGMNmMzzcxph8MhhCiBB4IdqmuJgz0BSBwhnYU/+qM/isPDQ0xNTckwYzb/3W4XoVAI09PTcnYRlKDKW1V6smlm/Nnk5KQAcpOTk3C73Wi1WvB6vULkU3lIcQKBIDom6U5JJBIoFosCaqhKXY/HA7vdjq2tLXzqU5/CvXv3BJilU4YZ3gBkPXKvV+sTKh7Vz5pgoUoKqkApn61nZ6DwZ6uuXP4e/vvzejEKjcAq93/GMI3HY5nnoH4GjUYDFotF1sZ4PMbc3JwIHhhpQoKKgIhGoxHS0mg04uDgQM4q1gOc92WxWFCpVHB4eCiKXqfTKS4DEsN0dPb7fYlsyufz4k4jEWo0GkX5a7FY4PP54PP5MBqNZIZLp9NBLBa7BH5Rja/OoOP5q9a4sVhMBCb9fl/y8Bmf4/P5UK1WkclkAECiRFOplES3qCQea+1ut4uZmRlMT08jkUhge3tbPi+u8VwuJ2AUyXb15zC2TCU/SX5ZLBZotVohoRnHx0g0Rmx1Oh0hZvlvdI/RVROJRLCysnLpbGOkoMlkQj6fh9/vh06nQ6lUglZ7PlSbM/Z0Oh38fr84PChIMZvNIizgGi+VSjCZTJiamkIsFkMul5PaiU4Pg8GARqMh80UMBoPMm6BIQa/XIxqN4tGjR2g2mxIhzCgbjUaDarWKRqMBj8cDi8WCR48eYXl5GfPz83Ie6HQ6tFotIZ6bzSZCoZD87lQqJZFzfHYNBgOOjo7EIVgoFOT9EfBmXcvz7+zsDM1mE06nE2azGUdHRyJKIslDYJX7Gc8FKt1JGFMwwtpEjacDIEKb5/lSgVP1nAQuSHi6tth/saYDLtyjPIf4M9WISqr7AYgohuKCa9euYWVlBd/97ncRCAQuxR+//vrreOWVV2Q+InBeJ83MzIjrpN1uY2trS85lnU6HSCQiQj3GO5EMo8CKNRhrKTo16vW6uKTo5qPranJyUsB9ulXH47HE3DGSrlQqIRgMwuVyyQynWq12ac/hHkPsgJF8JEJUhzifSzqD2FMzcrJer8tzzf3a4XCIyJDELd23ExPnM6HonqYYJB6Pyz5PhyDFUpzv2Wg0UCqVJLqLeyRxh+npaRHNcV/gPC3OK+E9J2l6enoKAIhGoyK25JlHUouJGQAkUYJ7gk6nE5EeRaN03ZnNZpnP9JWvfEVIPr/fL/UjIwgZu05SjDXcYDBAIpEQXIWOH86d0ul0ODw8lJQR1rt06DCemwLKra0tEahy72o0Gmi1Wvjwww9x48YNlEolIbFZa2o0GtRqNSwsLMj57nQ6sbKyIuKyUCiEpaUlPHr0SOLN2MdQMMA+RCVV6Dzj/2ftoLpwr66r6+q6uq6uH9z1iSZRCOCoinM2h2waCRSq4JcaOQJc2FlVQIIg+7PqbEY+MDqHVn+qnqkcjEQiArjn83lsbm6iUCggm81KzAmHgkciEVF5ELhi08fXTFUXFYwkKkKhEKLRqFihmXWbSqUkF7bf7wuAFQqF8Oabb8pQcsYE7O3tYX9//1JuK/Nqc7mcFLRer/cSYcUigbnXnJeh0Wiwv78vThyfz4eJiQnJ52ZkljqTIxKJ4ODgQDJf+XNCoZA0Ziy8otGoAEwAJMeUOasEJPj5U81MFSDfJ4tjOovYfESjUSGCWDgTnGf+N4k0j8eDdruNer0Oj8cDt9stc3RYpFLNSTeNy+USYNNut2NxcRF2u13iePR6PXK5nNxPFldUeREwcTgc4r7hNTMzIyqp6elpAXSoVLtz5w7cbjfu3bsnz3a9XofRaEStVkOhUJDB04xLILDJKBJ+/mykgsGgDEElmDIajQRwoAuIoI/qpqKjixFqsVhMAGuSJmqDzEKcaio1/kYlB/42FI4EV9V7wPtAIAiAALnARW44i3CSztwPCYpzX+U+qIL4JF+oJuO6icVimJ+fl+9jQ0/1NQdjEjhLp9N45513sL29LZnotVoNJpNJQEc6N0gC8jmlmjebzcp+yf2b+wWjtrin9ft9cbL4fD6EQiFUq1UUi0UcHR1Br9fLoFGCRS6XCy+99JJkRlPJyeaVimxa8wnq8D7yWeQewyaa64igASMIgHMimGSvx+ORuQncFxuNBh49egQAMtSXe2EqlcLS0tIltRpdaXTnEazi+mJ2N1XIZ2dnEikwGAzk9xO0ZmNMtWa/38e1a9fkDKH6NRgMIhwOS+wVI3noCDIYDKJYpYuH6nAS1SQxKGJQ3QV8zuLxOADIGQmcz1PhGVOv1+H1erG/vy9nJOMvCTIajUbs7Ozg6OgIN27cwN7eHobDoagPCRiy4Y/H4zg6OhIRhur0stlsAu5TwMA9U40b5H3kM8tni+DEs7NsVMcd/z9dZPzZqkNT3aufx4tnA58frjUCOPx3rkMCSmrcUzgclshJt9stiuFkMin3e319HXq9HsfHx3j//fcBnEctBYNBhEIhEbkEg0FotVo0m01873vfw4svvgiPx4PRaCQODrqW2+22RJgsLCxIPJ/T6UQkEsHh4SGAC8d1tVrFaDSSGC/OaGm323jw4AHeeustIUQJtrEGYgyVwWCQiJEnT54I8Mj7RScHgUKj0SgRUYxdIVhIQQoBXBLxnM9G0Qz3cqPRiPv37wtQT4cwRUKsyVTyhJGzBMIJRhHgH4/HEifDWBy32y0KaAKv3He0Wq2Q6SRg6bpcWlpCJBJBPB4XV7ZWq8Xs7CwqlQpKpZLUP6zVcrkcfD6f9BSsU5aXl8U5ks1mZaYOVcef+tSnsLGxge3tbalP6RbsdDqYm5sTByZnftDNTtKIew1r6sXFRYlqY61M1yFdzjzT9Xo96vU6LBYL1tbWUCwWkUqlAJzvS4z7MpvNmJ2dxWAwwPXr1/H06VPkcjn0ej1UKhX4/X6JIb527RpcLhdSqZS8dgCXlNEE8xlvlM1mpe5j9IxOp4PJZILFYsFgMEC5XJa5ZVy7dCPwfqv3n30ZI7+edyU21wpBeBIlrAe4H7B2potD7YuBi5mCqmOSIgL+XM5qmJqaQjKZxNzcHG7evIlOp4NWqyVAcLfbxcrKCm7duiXgM6/BYACr1Sqik8PDQ3z88cfiVu73++JWYnQr5zBRGMc4Tq7LYDAIo9Eoa1arPZ+HkUgkhJih2IZxWnxPFE+yF2FMmcPhQCQSQbFYlNgmlUDhvSdpw+eWNQN7fYPBILXXeDyWWVkkUVhLMp6OiQ06nU5cGcPhEOVyWQSPrVYLs7OzgltwDhLPMrp+WIMB57U5xT3c19mfM8ar1Wohl8vJAHWucWIRjGjjnknibnJyEna7XVxkPLPoCCSJwueQs6JYuxPoJ5HWbrexs7MDrfZ80DvX+ng8hsPhkCg3xs4x1pB7PAUHdPWxBmBNtbOzIwKLl156CZlMBnt7e+ICYXQ36+z5+XnU63U5xxg7u7i4CL/fL2tQp9Nha2sL+/v7aDQa8Pv90vcGAgEAwP379xEMBuVcmpubk+fj8ePH0Gg0+NznPgeDwYCHDx8KwUVHOHs5rleV/GRtz1qSoobnPZHh6rq6rq6r66/j+kSTKFRFEIDgoapmwbKgUt0oBByo4uIhziKdzQkVoTy4NJrzAXqMHuDA4kAggFdeeQVHR0cSA8A5Hp1ORxwQ9XpdwDYqsqiAIFFAYJiNOO3RsVgMkUgE5XIZnU5HwPa7d++i3W6LFfrs7AzBYBCLi4uwWCzwer0Sy7C9vY3XXnsNi4uLYnvN5XJ4/Pgxvv71r18CnmlfzWazSCaTOD09hcvlgsfjEecLc0mpxuEQP5vNJhZUFu1HR0cwm81i+7VardDr9SgUCjg8PMTOzo5E39BKTWVxrVbD8fGxDBA2m81if2XjzRx6Zo4nk0kpUFk4MaqBRQmLaBIlo9F5vjMLO4KKxWIRZrMZhUIBkUgEWq0WH3/8sSiCQqGQfCYEDTKZjADAVH4ZjUa5h8zWZfEYDAaloPf7/dBoNGg2m2i323jy5An29vYQiUSwtLQEu92OTqeD69evi1X9v/23/4YvfvGLkjVdrVah0+mws7ODeDwuQGg4HJaicnt7W943B4FykDKbb8aPUbW+ubkpzhSuMbfbjXg8Do1GI26gcrkMu92OWCwGjUaDV155ReJSSC4BEJU7n6PBYID19XUcHBzIOufnSEKTJB7JJa53vh6VDHjei0eSyARxVaJJ3f9UdTwbIBIvbF5JDlMJxwaba1glXbhXGAwGca7NzMxgZWVF5uEwPk6jOc9b1+v1SKfTmJ2dhdVqxf379/Hw4UMcHR3B7/cDgBBudPExBoqvl81fqVSSqAeqEC0WiziS9Hq9RD2w+WOjnEqlkEwmcf36dZjNZuzv7+Odd97BwcEBkskkdDqdRCZQMfvaa69he3sbzWZT5vxQecxnjsOQCcLyfzyTCE4wzoBZ/XwPjGRMp9NCJDudTjnXmJHNCCPVtUhggpEBhUJBziCbzYZisSizSer1OqanpzE5OSnK4na7Le4Vno8cpqwOO+12uwIgkDxjw8rzgDnkdNwxboDRE8vLywLwkQSu1WpwOp2w2+3y8xnfMRqNZGAxo8xIpJAczmQyKBQKaLVaCAaD8prpYKRivFqtwm63S2Qmz+LR6HzQZyqVwocffojV1VWZw6PT6XBwcCAE2dLSEgaDAV555RWJ4GFMJc8kxq7xmSaxwTNfJRhVJTjJIr1eL2QwG3QAAjTyOePnoN4rgl18Lp5nJTb3NT6zAKSmYwwk7zfvBT9vilPq9Trq9ToODg5gNBphs9lkoPFgMJB1wBipRqMh7ov19XU8ffoU4XAYa2trEofE2oLuVb1eL3UK1wQJUro3rVYrOp2O5KOHQiHkcjmJYZ2ZmUEikcCDBw8wGo2wurqKfr+Pr33ta7h3757UZgDEVUYgn7GMFM44nU7Zc0naDYdDhMNhAbJIJHCuBsFIAjokdqi89nq9Eu/EGoIA+mg0wubmJvL5PGKxGFwuF8rlssw+oGOCjuB4PI4nT56I2pmOVsb/0eHY6XREfczIVbq01b/jHkJnDO+5VquVSMTZ2VkMh0Ps7OwgEolgYWFBnhsqmcfjMcLhMPL5PKxWqxC0fJ5IyJ6cnIhIh+6fmZkZpFIp2Gw2iQrU6XRIp9NSv05MTCCdTiMajcr5Rccvewi6mjlTipFjBC1ZD6RSKQQCARmITBKMAqZmswkASKfTqNVqMmuCBN3h4SFOT08xOzuL0WgkSngKa1hfclbZ8fExVldXpZbgjJVUKiVzEO12u8zEYgySw+GQWT3ctxlnRuc71zg/UwK13Ce5xng+8plTxTfPK5msxp1x7+N5wXulxppxH+QzRZCb8dXqrAy1V2bUE/tfiqYymYy47Xgua7VavPnmm1hYWJCegBdrTFX0wVlFfC7z+Tyazabsx1Tkl8tlWCwWiY9jXVWpVDA3NyeEgTqXw2KxCHFNBwPFCWqdy72D9Vq328WNGzfw/vvvo9FoXBpiTtyBs4lUsQddfBTFcKaP6qCj4KdWq0n8KgFx4GJuJ2OjOA+JBKLBYEAqlZL+jNGrdOoxTcDv94tw6OTkRKKX2duRdOcaqdfriEajMoOq1+sJBqE6kuieYS1L8RyFTcRK6LTjzCPGQHI/pjCGLt7p6Wk5N6vVqpxXNptNxKbEB1j/NZtNIWjYC2QymUtpFKy9dTodCoWCPFvs/TlHCzjfVx8+fCj7C90udHkzdlONQCaGZLFY0O/3sbGxIRHiFJB5PB7odDp8/etfx+bmJgDAYrFIfB3PAQpj6QDa2NjA2dkZvF7vpbOAAkb2NarYjf2yKni7uq6uq+vqurp+sNcnmkRhoUgnA4shlfTg3xO8oPqWFlQCgVQ40cGiZhszpqHVaknjYTKZEI/Hkc/nsbq6KsNsAcj8CrvdjuPjY8m+HI/HmJmZweHhoYB7tKsSsGMMDokCzguYmJiQ4cA7OzuoVqsSo3N6eor5+XnJb9/a2oLBYMCnPvUpGAwGUeq5XC7YbDYZuK7T6fD9738f29vb4qao1WrQarVieU0mk1KYORwOhMNhKUQ4V4VKOALivV4PXq8X9XpdBl5arVZotVopRBkXQ8CHhQmHhPLnHh8fS/HucDhEdc0cdA6FYwY+BxQ6HA7UajVoNBpks1nJ9qft1+FwSDFMkoWNJ5uDWCyGTqeDYrGIpaUlmRmytbUl3+fxeGCz2ZBMJhGPx0X9mMvlEI1GcffuXXzve9+D2+2WyKNeryezBxwOBwaDAfb396HT6eR+OBwOLC8v4+joSDJyd3Z2cHJyIkop5q/ncjl861vfwve+9z1EIhEAkFgZjUaDWCwmJJvX60U4HJYhevF4HB6PBx9++CG2t7el0WbUG7PmAWB+fh5HR0dCDLJRJRiTTqeliTg7O8Pdu3dFoWWxWHBycoLBYCBK+X6/L/ePrho1S5gAIsETrleueXVeBy8q/gmAPe/FI5V7KlioRlio6j71/xOEoCqM1m/un2zE2WxT1QRA9ka67hqNBqLRKH7qp35KmhYq8ABcAhDn5+eh0WiQy+Xwp3/6p8jn81heXobRaBQSlp/ZK6+8gna7LYRjv9/Ho0ePsLCwgEAgIE0s4wWAc6UyHWdc63yvdJYx5sRsNqNcLuN//s//KS4URnwRwKnVapicnEQ8HseP/MiPwO/349vf/val2CSqLNloUelHRTXnjrDxn5iYuKSaD4VCcLvdyGazMJlMEjlFgIjNGvPoGSUE4NKezWiHfv98MPFwOMT09DROTk4kokB1JDE3n82k3+/H/fv3hUDlvsE5N4yzACBNowpqlctlfOELX7g09+Dk5ASBQAC7u7toNptYW1sTVyDnTXQ6HbjdbgwGAxwdHWF+fh6VSuUSoMrPeGJiAsVi8RIwptPpcHx8jHg8Lnson3Xm6pPACQQCODs7k+g2ApWMCwmFQiiXy+j1ekIAM5+8WCzKutPr9VhaWsLKygreffdd3L59Wz77SqWCer0Ok8kEv98vYAAJH4o6gAvwn8pgPi8Evah6pIMCgIBgaq1DkpPrlXsff+YP8nr77bfxm7/5m3jw4AGy2Sz+5E/+BD/+4z8u/z4ej/Hrv/7r+K//9b+iVqvhtddew3/+z/8ZCwsL8jWVSgW/9Eu/hK985SvQarX4yZ/8Sfz7f//vJXrr/8lFkJD7E+8Nay5+DYEGNeqnXq9jf39fiONUKoVIJCLuAq1WK26AarUKrVaLubk5TE9PI5fLiSqbRDGzzPm8ZjIZeL1e2O12me/g9Xol3u/w8FCEH4lEQoAorv1+v49IJIL19XUkk0l88MEHMr+FjoTt7W20Wi0sLy+LInd7e1tme6jEkV6vx/z8PGZnZ1GtVrG1tSVxgSRnWVcSlKZohrPbTCaTOJPdbrfUMKurq0gmk9jf35c9gdn8W1tb8Hg8mJubk1qbpG673ZZ5GQTnOYODr52Rr4yopbtLo9FI/Cr3Qe7fdOIAkLpSjf0kAcwYV61Wi0KhALfbjddeew31eh33799HsViUOUidTkeGzBN4pagkFovJ8GbGv3F/B4BisSiuitnZWSwtLeHNN9/EH/7hH0rdyYghzkGgkprPH2tUru1r164hHA5jc3NTyGL13CmVSnA6nSI8yWQyMo8smUxKHe/3+yW+dzwey7Bt1g6stZxOJwwGg4DcfE+Li4twOp3SH/Fr3W43UqmUROewrstms/D5fALGksDhLDIq1/v9PvL5/CXiTiX9uK7Z06kRbSQyn/eLny1jqNW4VgLmnF/Dmoxfw3OINd7k5CSazaac78PhUFwbRqNRXKoGgwGvvPIKdDqdzH8Mh8PY3d2FXq/H7du3EQqFxFXBi5/N9vY2gsEg6vU6EokEbt++jY8//hj5fF4IncFggNnZWRHLMBHA5XKh0+mI2IC97P7+vpDenDkSiUREcMj+lHudxWJBNBrF48ePodWez3qq1+tIJpOYmpqCxWKRuFlGYPGMCQaDsl8BEHKAv4f/pjrkSUrweWYcLR1X7G0pkmPfTWKUTmcSrnTsq2IJOrTr9bpE4jkcDuzt7YkAj5HNH3/8MRYXF1EulzE7OyuJBhTdVCqVSzhIJBJBOp2+JFKiswe4EIs4nU4kEgkRQgHnZAEjWul6p1CRzxPdyeFwWMSgyWQSyWRSZr8xJQQ4P+cZZ3t6eiq9JvdG1lqMr+R6YCQXz0PWmjxzGbn50UcfyXNQ/v+x92cxkp7neTB81dK17/te1dX7zPSsHA5JUyRFSZYlw2sMW4gRBE4QIwF8EOQgQIA4QIwABoIcBA4C+DAxEMNGIkM2ZFm2LJKmxHVmepaemd67uvZ937q6qqv+g/6ue96m4y+f8FOKRPcDCCKHPd1d7/I8931td72OYrGITqeDZDIpIgviIjwD6J4kiUOnXiAQEHGmyWQSAUAul8Pbb7+Nf/gP/6H0YfV6HX6/H4lEApcuXcLv//7v4/3335f5OJVKRepfJnAonzMl3sU+7tOuAS/WxbpYF+ti/YSTKFS0k20neMACkQ00AQUWMiyEWHBzlgmbbDbhjALhjAaDwSCKDDbWarUaN27cgMvlQq1Wg8ViQSaTwc7ODo6Pj/H1r39dFBNGoxHXr1/HZDJBrVaDx+NBPB4X1Qqb58PDQzmAWdDW63X5H9VtV69exfLysqhJrl27htFohFQqhUKhgLfffhtGoxFra2t48803cf/+fYmk2tjYwM7ODubm5nDp0iX0ej1MJhNcunRJrK8sUKjeYZTOyckJEomE5LQ6HA5sbW1JZMRwOBRldSgUQrValQOeYCJ/htfrhc/nw8HBAVZWVmTAMe8bQTsWwLyvVI0wF9/j8UjcDxWciURCHDRUgxBkZJHp8XikmNPpdOh2uwLMb21toVwuS+QMgQgqzfv9PkqlEux2O2w2m+TGEuxLJpMAziJHzGazAHrdbhdbW1tCZthsNhiNRuzv78NisUhMBZsDRkyQPGNcwvHxsbiEYrEYEokE7t27JzMXWEg+ffpUVO29Xg/f+973JOecSq3FxUUZPEiQNpfLidqo2+2KW8ZmswnA7vF4xGFAxStdVjqdDvF4HFarFXt7e+La4qwbFsZ8b0OhEPL5PACIwogqfzZ1BC/+d9nP/J3YUH+WFdhcVBkxnpDXh+8bgVbgebNNQoR/l8DE8fExLBaLXHMlyUwwloAWiQV+31deeUXmATFPmI1LKBTCaDRCqVRCMBhEr9fDvXv3YDAY8PLLL2M8HqPVaiESiWB+fl6+9vj4WJpRZiInk0lR/pEc5b7CqIVKpSKNg5JUotMNAI6OjnD//n3JhmbcEono6XQqMwHorLt+/TpsNhtKpRLK5bJEL3o8HszPz2N3d1f29VqthuFwKLFOJDUZJ8MmrF6vIxKJyD7DAZ/tdluitJRxdsBz5SlwRqJw8LVyJgH3QwJUDodDfifu6XNzcxLPSJWhw+GAz+fDw4cPcXp6iuFwKPsUiXiSuiS8GHvxyiuv4M0335S5Da1WC2+88QZOT0/x3e9+F5PJ2VB5zu/i78YIRhLQ3CePjo4QDAZhsVjw4YcfolgsYmlpCU6nE6VSSQBRRqfR0ddoNCS+h88hSSc6f6jS57NN4HI6nYpiky4gt9strh273S6xKeFwGJcuXRIgmkNONRqNfC+CH3zXrFYrOp2OvLN0RCodJHwfue9RycpsdeWzTcUs32NGhyjfv0979ft9XLt2Df/kn/wT/PIv//Lf+u//8T/+R/ze7/0e/vt//++Yn5/Hb//2b+PLX/4ynj17JoDLr//6r6NYLOI73/kOxuMxfuM3fgO/+Zu/iT/8wz/8gX8fviM8I7j/832hWIIAA5937oFUuup0OmQyGZycnODKlStyLwgW8ZmnwITnkdvtljgr1noUvJB8o0Njfn5ennc+E8o4vdPTUwEfeRaSdAAgA9UrlYoAVUdHR/B6vTAYDDg8PBTgazweo1qtytwAn88nES4crMy4UZvNhlqtJoOD7Xa7qNKZa0+HDfdRXketVitAIGfPKR0BnBFjtVrFmcvMep7TdEowzongHJXXBA9Zn/Pn8X8ELAlOMhJwbm5OCAFGJPL9oTqdETbZbFbmOjFqh864fr8vUWg6nQ5Wq1Uy76PRKMrlMrRaLcLhsLyLJpNJrmetVhOSm3tPLpfD5cuXsbS0hEwmI24Nh8OBdrstICaFCcCZOIaigkAgICInqrF57/lZ6Qyg6rvT6aDT6cj1YL26trYmwh4q5HU6Hdrttoh+WLP1ej30+32p9Qj6MgqWMZB85+g6CQQC4lIkiMiZBYFAQAQwvIZ8RxkRpSREOVNhPB7DYrGcG4iu1WrFBfT3BUCkap7CJtaC/H9lBCffW9aDarVaziC6QOnAUrp96DAjCRcIBGA0GnH//n0hKfncJZNJmM3mczM26bhVRhM/fvxY3F1PnjyR3zGTyYizjn+v3W4LsTY/P49sNit7FslJuj2LxaLEGrNPLxQKsm9brVYhJEnE6vV6icjizKI//uM/hkqlkj2ZLrZqtSrnDWOw7Ha7xG3xPGCfy/6eeyBnlQAQZxndxIxUXF5elvtbLpeRSCTEjabVapFOp8/FmHU6HXS7XZhMJsTjcezv74sg0ePx4MGDBxKFFgqFUCgUpKbh8HSv14tCoSCECd9jCqXS6bSQ6iSqlPPgnE4nisWiDFqn2IjnPusTRmLzrKZD22Qy4Wd+5mfw7NkzmYP18ssvy57VbDaFlOPPKRaLEg1JJzDPC4vFIrNRvF4vMpkMWq2WnL3pdBqVSkUIQ4q1iOfQoZLJZAQjyWazcLlcEpnNuS58xlUqFTY3NwEAt27dgtPpFKKnXC7j0qVL8ozTRc25ry+88AI2NjakH2LKw/vvvy8xana7XQgyo9EotQEAEdUoI5b/PvTBF+tiXayL9X9j/USTKFQfslhXDhxURjYwBoaHCi3M/DoWM8xc5dewCVMO5iIgTjXL8vKyFEcazdkQuK2tLVE2c+4JZ0pQIU3gj1EJVqsVvV5PIp94WNLWysaTyrnpdIp8Po+dnZ1zTR2Hlm5vb2NnZwcWi0XiaLrdLnq9Hv74j/8Y29vb8Pl8eP3116WZYhQFi0CqmjjrhE1OIBCAxWIRtRsjHdiUM5+VTTjt/1T0UhmnjFijMoZWYUYCEdyj3VXZfJ+eng1pZnYuASlm6BaLRcTjcYnhYOzA3NyczEGhO0mv18uAY5IjVG1Fo1FRijocDgFB2KScnp6i0WgIUKdSneWaP3r0CD/7sz+LhYUFGQ44m83gcrkk+otqU4L/LI4498Fms0kmOYcR2u12mXfDOAsO2o5GozCbzdjb28PTp09l/gABXM6A2dvbk+dTGfUxm81E3UIrNotDJdhMcJqK2mw2K00OXTf5fB6vvPIKxuOxDA/90pe+JNF5fNcIIDHmgnm8BAAIYJAA4DUnsMx/poNFmQv7WV/cw/j5qd5XFtZKUllJRCr/PpWLVG9xKfdA7j9UOBMY/MIXvoA7d+4gGo3Kda/VagJs83fy+XwC7u7s7MhgZAIydH5RQVosFuFyuSRCisrDra0tcS643W5RQgaDQQFTCF6Xy2VpaHU6nSiJW60Wvv71rwuYyZx/xvHRRfjBBx/IM2+z2aDX6/Hqq6/i6dOn+Oijj0QFyJz3fr8vw5GVc7VI4pBkpvKNABgt+ARmSfzyz0gsAxDQnCQLz6e5uTkh3nlGVCoVrK6uyvekmlmr1aJWqyEWi8FgMEg+9aVLlySegQAsnXYkojUajahTqRgmmdTv9/Hs2TPs7OzItaSrh0AcHRbPnj2D1+tFJBIR4JEuR+V5S5KZBBgJQ2buE+hzu90SrUgSmcpMDoUGIPNnqLbnYOhyuSz3ZnNzE/F4XBSrdCgxGogRS1Ssv/vuu7Db7ZKbTXC4UCiI+pDvAvBc+QvgXN43/5vyXFISmACEGOG/c1/nGUJHGr+38n3+NNZXvvIVfOUrX/nf/rfZbIb//J//M/7tv/23+IVf+AUAwB/8wR/A7/fjG9/4Br72ta9ha2sL3/72t3H37l288MILAID/8l/+C7761a/iP/2n/yTK/f8vi+ca8FwsQ5KY4DtrPL7rAORMJMDDs5euybm5OTl3qZIlCE5HA+fSra+vy/XnmcSYOv4MOp/4DFAJazQaEY1GEQwGYTabUSqVYDKZ0O/3sbe3B5VKhYWFBflsvLcURKRSKXS7XcTjcRn8TRKb5IYyyoyRfcViUYgQksQkEAhWDQYDGX7OM4V7OYFzku+sYQaDgZCPrMMAIJFICJDJ6EfW5HwHSaJyT1USB/xnnvEkCk9OTuT9NplM8jMnk4k4nPnO8T4wOq3dbkskKON5STC///7758if2WwmeztrqGAwKAIQCgE4bLjVasHv9+Po6AhbW1tSBysJGv4/AdZarYbJZIJ4PC7EIM/ZZrMpIgFlxKHSLcS+olariaCJTqFCoSCAKAFzxjDW63UhpkiG8Nqo1WqUSiVEIhFxzPM+kNxlDVkul2VwdSAQwGAwwMHBAdRqNdbX12XOCp0snHv14MED+P1+qbf9fr+cGYyIZI93fHx8LiaTc4XoYOKMByWxTAD3s7roDFCCuNwHSZKwV6NoicQJzxJGHgHPxYV8tpQ1EcVkfr9fHAcAZE9bWFjA2toa1tbWoNFozs3OSKfT8v15VuZyOUynU+zs7MgzbTQaxW1GESFdvhQYMPKJwhDgbJ/gvCc6kThfkk5UxjKzjqFQjTHTjL5LJpP46KOPsL+/L/sRiR+dTodCoSCuCqPReM49dXp6KrNIXS6XEAAUYhaLxXPECes0Oq2IPZAw5jvQ7XYlTpoxYSS1GUnIWF++09VqVRyUJL0o6CHBzf2M56TL5ZKzh88XewjiCUyRYGQ5cIaf1Ot1qedJcNbrdbkvJOMpzGMtyueNcVgmkwmnp2fzrXq9HgaDgczoarfbMhOH/SrFkCQaKDzifsZen+5n1vys0/kzlW4gJQFJQpFnCOftcZ4fz0b+d7oXp9MpotGo7HV6vR4LCwtot9vY2tqCSqVCLpfD06dP8eabbwohz+HzKpUKV65cwfLyMnZ3d2WOoLLuUcbpKiMMlb3gBZFysS7WxbpYn/76gbvrd999Fz/3cz+HUCgElUqFb3zjG+f++2w2w7/7d/8OwWAQRqMRX/ziF7G3t3fuaxqNBn79138dNpsNDocD//Sf/lPJd/xBFoFCHhAsSJQHBptmEipUN1EJTADRYrHInA5+D35/FiZU6nCAPJsDDpFXZnUeHx+LjZ0FQSgUEvLDYrGIoppxRVarVZSOymKHzYLD4UA0GpXPQ3UOhyY/fPgQ3/nOd5BKpUQhbDabkc1m8fDhQxQKBdy9exf7+/twuVyIRqMIhUICcDHCqVqtYm9vTxRic3NzsFqtAlyWSiU0Gg0hhVhgRyIRzM3NyUBRDiLm319YWEAoFIJerxdlj9vthlqtRiwWkyKu0+nI9R+Px6KUYcyJMrqN94/fh+oXghycL0AAldeOTTajZZSxUWq1WsBGDjxlFBebSD5/drtdrsHy8rI0xyz+8/m8EGhs7BKJhAycy2QyKJVKcj/L5bLk8LtcrnOAGhsjRhns7+/j448/Rq1Wg8lkwuHhIe7fv48PPvgAo9EIgUAADodDVOFshAmQdLtdUTt2u13s7u6i1+sJCOhyueByueD3+zGbzVAulyWShCosJdiidBuxUT44OEAul0OtVsPOzo6QLJzLwnus1+tl6DxdMspIFmWMF/+dTYYyloBAJEk9EqSf1vpx2v+A50Qynws2YSywlcAbiWbl9WORTZKB74ay6f5kLJDb7Ybf78dkcjZs9uWXX5aILgIc3Nt4PwEImcrh3YyBo1KXn8VisQhJyEaYFnw2qUoyNplMCrhFIpDfl+8086Q5W4TZ7GyGqUhnhAqvw8bGBv78z/8cb731lqh23W43ZrOZZBwXCgU8fPhQ3IeMYiCIy+H03H/MZjO8Xi9MJpM07QR+eLZQ3U7lIt0ZBKH4vDO+hS4EktskIBnBRfKdZILVapXfn+5EKuv4/lMRySHNBIddLhcWFxeFPGaG+TvvvIM/+qM/wsbGBnK5HEajEba2tvD48WO5F41GQ+Im2fxx/6VbTyl2oIPGYDAgFotJhBv3ep/Ph9PTs+GzjUZDXD6MC6Obpt1uy3NhsVhQq9UwNzcHn88H4PmZAJxFczx8+FBcBnSDkPRlfcEZVrdv30Y4HBa3KYEjgtcUJVDQQcCKIBffW2XMFF0NVFKzJlHm3/OflfUKvwf/mUDij2qlUimUSiV88YtflD+z2+24c+cOPvjgAwDABx98AIfDIQQKAHzxi1+EWq2Woe2fXFTDKv/HRWCQNR7JPmU+O0FsRmYQfOLZQTDZbDbLs03AtlKpoNFoCJFKNwUApNNppFIpERDQmaHRaNDv9wVkYdwRZ9opVeDr6+tYX1+HxWKB2+0WRb9Op8Pq6ipu374NtVqNVCqFcrkstYZKpcKTJ09kLsHu7q6oU+mapiBhNBqh0Wggl8sJwE5ipt/vI5fLoV6vy5lPRy4HiDP+U6PRyF7FWX8ARKE7Go0wPz+PhYUFBAIBzM/Pyxw2xtOq1Wqp8RiTQ3Kb75jZbJaznu8f3yfu9XSyUTxA8IhzPwgiKtX34/FY9m8KR/i5vF6viFp4vehqVA67N5vNcp7weUskErBYLCiXy7DZbIhGo/L7cW8h2TubzaR2Pzg4QCqVktkndMcpHQDFYhGlUgkq1dnw+KtXryIUCsFgMCCfz4v7jcQh3SFut1uuN8kh4GyvY92rVqtRLpexv78vimwCoSQJqb73+/1YXl6G1+uF3++Xe0/wlwQyh0JnMhkUi0UZbk3hGUUNfCcZycszgvUtazu6S7iPkiTj2cdahq4kus25v/4wIr1+3OpApRiEex7/nPsg6yu6tQjE8jorhTY8T0hYsMfs9/uIRCJIJpNotVp4+vTpOTJzdXUVi4uL0leyfq/X66K8Z59eKBRwenqKZDKJdrstMdg89/k13MdGoxF6vR4ymQwKhQJKpZK8n1arFTqdTualURTX6XTgdrtlzh6JOdZSFEkUCgWJRzw4OIBWq0UikZD0AgrOLBYL5ufnsbq6itXVVfj9fkynU9k76EqgaEXp4uZZTOBfeUZbrVbZv1jPsa5hCgBncXEuDcWEx8fH8rPYfwM49z4wQWE2m4mrknW00rXH+oH7JOuQVqslBF2/35eYQNbTTAWhmJFpCiRJDg4OxOFDMqzb7cLn88Hr9cLtdsPn82Fubg57e3vituHsEjqDuHfT3UbyhbgLnZCszymQ4b7T7/exsrIi8Y0Gg0FmgJFAUalUIpggwcbfwW63y3MxmUxQqVRE9EPBAt+fk5MTOW9J8AWDQXGAM6WBvQGFqsvLy/D5fNBoNGi32wiFQrh16xZms5k48ykO5X7Ls5xuVtaIJFP+PggKL9bFulgX60e9fmAShVEO//W//tf/7X9nlMPv//7v46OPPoLZbMaXv/xlUYMBZ1EOT58+xXe+8x1885vfxLvvvovf/M3f/IF/eQIkAOSwJxDCYowgmhIcVOamf1KBrQQL+f2obiYwRpcGo5bYEFHJnM1m0ev1pFllI0VlsUajEeCOzSoHvbGoOz4+RjqdFiswVSbpdFoUcVRATKdTlMtlPH78WOZ0cNB3r9fD4eEhvv71r2NjY0OGzSWTSYlp4IwSFjEApEDq9XrnBsKzwRkOh+h0OggGg/B6vVLAsmFi4c7rqNPpsLCwcG4QJ5VyoVAI8XhcVCdslNhccVYKQVCCbiRn+Fx6PB5RsapUKthsNrFXq1QqUcCwySbgyJgDDhLmgDeCmmwClIoUOocqlQoODw9F6XTt2jUYDAZp6j/88EM8evRIBs+XSiUUCgUBt/v9PjKZDGq1GvR6vQwJ5u9vMplQLBbRaDSgUqnEIl+pVKSw7Xa7ePToEZ49eybKUKPRCJ/Ph06ng1KpJAV5Pp+X+z6dTtFoNNBqtQTU4P1vNBqwWCzQ6XQyY4ENHkkOqhrb7Tb6/b4omwhmttttfPzxx9jd3ZXBiIeHh/LeUcVFtVc8HodOp0OpVJLYEv4MNtkkU0gomc1mAcPYOBNQ+GGsH6f9D3iuxObexMZCCTYQcFeqmZVRX3yneD/4P2XcId0OVNVzPsTS0hI8Ho8Ak7z+BoNBlIdU/XEfpFKVMQNU7A0GAxQKBWkK9/f3hUDhu9xoNESdS9CIzyzdOCQdx+MxAoEAtFqtzKXg78IGic36bDZDKBSS4c4ejwc3btyAw+HAkydP8Cd/8icSf9hqtc4p1tmsE2xSzhWgg4Ezs0gwMQ6SzTlBeg6j5DVnXJmSGALOzj7OKCC5zLkvVqtV5gNQIU2Hj9PpFKV7KBQSd+JgMEClUkGtVkM8Hke320W9Xsd0OoXH48Hy8rIQVq+88oqo4wKBgJw36XQa7777Lt555x1sbGxge3sb9+/fx8bGBo6OjiR+rVwuY3d3V0CSfD4vpF0ikUAsFoPb7ZZziWp4q9WK4+NjURLyzI3FYqIsPzo6EhU1CWu1Wi1nCSMvGo2GgAPHx8eIx+Mwm82IxWJwOp04OjqS54LX2+l0ivqa6nCqS51Op8SqsW7gO8W6gr/TeDwWFyObdy4CjDw/+PN59ijJYmW8G5WXJDw/CZD9qFapVAIAIUi5/H6//LdSqSTkFRdJe37NJ9fv/u7vymBqu90uYhKqZJURZ8AZ6cI9jAAWfw4FAAQbuBconT4kRai+Pzw8lAHI1WoVGxsbAM7mhHFw8nQ6RbPZFHKBs1BUKhXK5TLi8TiWlpZQrVZFhTo/Py/kQbvdRrVaRTwexy/+4i/izTffRCwWg06nw/7+PjY3N0Wgooy5YX2q0WgkApMKW7osWBdSWEDHEgknq9UKvV6PfD6PUqkk31sZDcQ5S0p1NEEyfv5YLIZLly7J52ZNOz8/j2g0KrGIFCzVajVMp1NcvXoVHo9H9ifWJiRFrVarRCNyDwQgkYuM2VM65SjKodiFzwLrdAKQarVaFOacIXh4eChqas6dAiDzoig4InFA4mI6neLg4EDU8PF4HK+++ipcLpe8m8ViUaJ09vf3MR6PcfnyZfh8Pok55JB5nqWcp8WZBq1WC+l0GicnJ1Lz8b4CEOLJaDTKfAPuCVqtFg6HQ/ayTqeDx48fY39/HwDg8/mg1WrFrURipt1uo1AoyFwV1o1KkUU+n8ezZ89QqVQwm80Qj8el1yAx6Pf7BQzVaDTw+/0yc5K9msFggNfrlQhIXmOeaQRieU9IECiJZNY7SmHFp7V+3OpA4HykrVJ0xHr4k6Q9v457KPBclMHaW+lwZb/7xhtvIBAIiAtuOj2Lw1xZWUEgEBCgmL0vCTbOi+Ae9uDBA8xmM1HXc59YW1tDJBJBLBYT4UW1WhVSlzGqRqMRDodDiDbOMKEbaTabyXwrkhp0/3GOlclkAnDmuifRYjKZhBxijLTBYEA4HJb9JB6PY21tDTdu3BDxCsUmJCTYM/HaD4dDEVgqCV/GR7OG5/xQ1g+sZd1ut9R4x8fH4gIymUwyO9RsNsPtdqNSqUgt4nK5YDQa5e+x9rDb7Tg9PZWIQuITxWJRwHoKCkm6c59lDW21WqXfbbVaEovGPYH7A6OBSaoxxpVEQjgclnhgxpGTaOH+wOdG6fjw+/0Ih8PivmSs3OnpqRDpdBlT4EEXHoWVSgyJJD57IvYS7G1IFJ2ensJqtYpQR6VSCZHO62a1WvHOO+/g/fffR7/fl3vD3+FLX/oSLl++LH0HyXKSIUdHR+L6/7mf+zncvn37nECT2A1rF/7cT4rjiFVdrIt1sS7Wxfp01w8c5/XjFOXAn8kihZm9ShUTVTQApNlW5uUqY0QsFos0fgBEoQg8j8yw2WzngFqCxow3IKjL+SWhUEiG+pEcUR74Wq0Wi4uLkikaDoeh1+tRKBREVUIlBIscFoydTgfpdBpbW1vY3t4W9V4oFEKtVoPf75efx9kWw+EQbrcbjUYD4XAY3W4XxWIR9Xod4XBYosVyuRz29vZEicM5KCxg2ehubW3BYDCgXC7D6/XKXA6tVot8Pi8ZuVQUMuuaze/u7q64U6i8fvbsGRKJhAyaKxaLMnuj0+mci29j0VIoFLC+vi4RFQaDQUBCDtUjsEKQxOFwQK/Xy6C6er0uhTkLGVqnT05OEAqFxBVDpRAHgnJIJkH/09NTpFIpafjMZjN8Pp/ES9B1xHiQo6MjqNVqRKNRDIdDPH78GOFwGAaDQXJ/R6MRut0uotEoWq2WgH7D4RA7OztQqVQywJbFa7/fh81mw+LiokR/ESygyv/Zs2fnCL7pdCokGj8nHUAs7PlcUXlFxXwgEEA8HpfMXCrEa7WaPOcEZWi9LhQKWFtbE9DP6/VKti6V8gSClGAkXU5sHtkcEPzkn3+a68dt/yOhy/2Pn5/kMAC5b/wd2RiTPOafU7VE4ISNJ5sM2sIrlQouX76Ml156CUtLS7Db7eh0OohEIvJe8/nmfkqA8uTkROK4hsOhDHVkbrbD4ZBh5IyVmZubw/z8PI6PjyWXWavVwuv1YmFhAXfv3kWn04HL5ZIhu1qtVuIRmUvPaEA2vIzm8/l8KBaLEimSy+WwsLAg0Sj1eh3tdhtvvfUWTk5OxF3IJsxoNApgx2ePZAZBuclkgrW1NaTTaYmjAs6U7HRgMbaR5wfnbPBdM5vN4qBkMxoIBGC1WlGtVqWJVwIoJFR4fQuFgoClV65cwWw2w+bmJpaXl+H3++Ue02Gm0+lwdHQkzaXBYEAwGEStVsP6+rqAdMwv5/lLgcDx8bGAi1Q/cvYEs/o5i4VkLSMVqfIk8XR8fAyn0wmXyyXOToI7/X5fCGGSPSTkW60W3G43dDqdEEjcN6vVKgKBgEQfkKzJ5/OSL97pdGC32yUKQkmM8F3j3Auqsgle0QVEMIi1A8FsgpoEDHh/OTib7w6Vj3xXSQwQCFOqXAGIgIRO1p/09W/+zb/Bv/pX/0r+nRntACSClG4snrHKc45qdu6RjAZkZr6SGGCdMBqNcO/ePfh8PonB4r1gpKler8ejR48kTpDA79HRkcSMKIfYJpNJmSGnVqtx8+ZNed+CwaCAUyqVCp/73OdgMpkkx52ks9frxd7eHrLZrDx/BOQIEBEMVQLwtVoNz549g9vtFtJwbm5OSDyXy3Uu/oqCHg45n0wm8Pv9Ei+odOvcvHkTkUhE5hSQYPT7/QJ4vfDCCzJwfTQaSR1Fhx/jF5UOERKSdNfwmvJZ54zCWq0m72smk5F4XQLrrAV0Op2Aw6xr+X14f+fm5hCNRmG322WYcL/fF5dOs9lEu92G0+kUYVA+n0coFJKIomaziZOTE/h8PqytrcFisWB/fx8ajQYejwd+vx/FYhH5fB4OhwNXr17F4uIi7t+/j93dXSwuLsr+EovFJKr3448/hkqlkr2aZDv3eu4FlUoFvV5ParFmsynRXiTuCRI6nU6cnp4im80KqOnxeJDP53F0dCT3i+A6o7YI/HL2D10tDx8+FGf/vXv3EAwG8VM/9VMwm80iHmPdbbPZsLq6itPTUzx48ACNRkNiXTkDgjNrCMhT2DY3NycOoU6nI7FddOwRTCTB8mkSKT9OdSDPGr4zp6en4gRWRurx69ij8F7wmWFtzz/ndePZOZ1OcenSJajVahwdHYnLVaPR4OrVq1haWoLf78fS0hJms5nEwAGQGGLuYfV6HZubm3j99ddlTtnx8bE48B89eiRR2AStvV6v9K0k009OTkScwbk5jIP2+/1IpVIyjyIQCGA2m+H+/ftCFDqdTpTLZajVZ3NHS6USBoMBDg8P5bpxv+AMUIo5uH+TDOX5TIJ7NBrB6XRKz6rT6VCr1eBwOAQ3oEiJRKBer5d0AIPBgGazCZ/P97cisvf29kSUYzAY4PF40Gw2JQKwWCyKwC4UCqHX68Hj8cButyOTyUhtmU6nsbCwgPF4LAPrzWaziO64p3H+Ez8DzxrO34jFYvJe8l1k1DZTNTi3iUSwy+XC/Pw8Njc3JYIwlUohHA4DAMLhME5OTiTRgBHXlUpFalCfzyeuQJ1Oh0qlIudds9k8F1nHiLh8Pi9xahTX0inJ2YsAZO4W3VBut1vOFEa7zc3NYWFhQWq4RqMh543FYpEY7HK5DI/HI6KswWCAa9euQaPRIJvNyn1nXZdKpeB0OjE/P4/ZbAav14ulpSV873vfk31er9cL+UxSmTUl6072X8p454t1sS7WxbpYn876VHfW/1OUw9e+9rX/Y5TDL/3SL/1//nmfjLXg4UUFEgBRcrAI/GRcDZsxKhiUQC3toVarVbI9qbafzWZSXB4eHuJzn/ucRDFRIWA2mwUU39/fRyKREAVNqVTCaDQSpaxer8dgMEA6nZZsUDaTp6en8n36/T60Wq3EMlGNFgwG4XQ64fV6ZTivclaKwWBAoVCQhtRoNErcGJvibDYLlUqFg4MDyZtvNpsAII4UggiM+jo+PkYqlUKtVkM0GhVQlGpaHvgkAJrNJoxGo6hbGMXAazQej6VILpfLUohwmCGBRKo/qTZiRATzRzm4k0rp8XgskWHdbleiNdgkUPFGACMSiSAUCqFcLsPhcECj0WBlZQU3b97E22+/LepFxl3cuXMHCwsLeOedd8RqXa/XJYJNo9FgeXkZNpsN3/zmN6VBoJuGIA3BFrVajXQ6LYUzlboOhwOpVAqdTkcG7I1GI/T7fTidToRCIWxuborV2+fziXuKzz4zyGnXj0ajMoSPURmVSgXD4VDACD6DpVJJABSCUiSzPB4Pbt26hUQigW63i1wuJ44UKpbW19cF1Oc7BgC1Wg0PHjyQQp6KbL6PBD0IHhNUpAKZDSAbHl5HEqg/ivWj3v8AiApPGbtFla0SQCKxTACeijgCcPx7SteDssnW6XQCZC8sLOA3fuM3cOPGDVFP8+9S+UUQcjAYCFB9cnICj8eDQqEAt9stwFY6nUYsFhOHGoFuRmEpSTuz2YxQKCR7F3DmmmODFgqFpLEYDAbipFDu/ZxxEIlEJN+fymgSc3a7HTs7O6jVamLx1+v12N/fx+HhITweDyqVCgDIM0hgQkmiMI5hOp3i6OhISGleI6PRiGAwKKAXG1u6/Gw2G7a2tuQ9IZBIdVy9XgcAUTmqVCq0223EYjEB9QnyM2aPwzB3d3dF1d1sNiWqKJVKCcDg8/mQyWTQaDQAAPfv38fh4SFWVlawvLyMdruN/f193L9/H5cuXZLYGIoUGP+l1WolfoMkx3A4lLhDzuiiipSD3AnSmEwmcSVGIhFUq1VYrVYRJ/B8prsok8kI8OLxeGRQs9/vF9cfRQZ8tiaTicxN0Wq12NrawosvvgitVntuPhXBFQIEqVQKb775Jp48eYJ0Oo1IJIKDgwPJTKcrgFGGSteEVqsVJSqdkXxWleAYAGnu2Szze5P0ZEwLXVr8mk9bhf3/tgKBAICzQbjBYFD+vFwu4/r16/I1fHe4eP7y739y8bN9cpEoo0OWZ4JarRYBDKPoKBKgCpluFIvFIpEqVISqVCqsrq6KuIAzgUjgUWTAGSAA8PDhQzQajXMDkClocDqdyGazODk5QSwWw8rKCtLptIAxpVIJx8fHMhh+Op3iq1/9KsxmM8rlMkqlkrhiWq0WUqmUKMMZgwNARDxULzPikErjRCIh8Vk81xkXyHOBDhBeT57lzHS3WCxSF4ZCISSTSQEADQYDHj16JIRDMBjEZDLB4eEhHj58KEpr1nxqtRr9fh/37t1DIpGAzWYT0plnF52mJFA4uDwcDgv4xjpJ6UbqdDpSszLnvlqtolQqyfnD94fiKr43jKzhvCjWyF6vV9Tp/X4fW1tbWFhYQDgclgjTcrkscTKMx4rH4wCAo6MjnJ6eiujFYDDAYDDg/ffflzOadY5Op0MqlUIgEEAkEsHW1hYKhYK80yR4e72eqNdZ97z88stCKvNnUKFtMBjgcrnQarXkuZ9Oz2I333nnHSFyeYYRqFapVLLHE5zn3Jh+vw+1Wi0OxnK5DLPZjPF4LO7jl156SWZp0Z15eHiI1dVVET1xTtb169dxcHAAn8+Hl19+GY8fP0Y2mz0X/6oU9vCz89ooo20oCPlRrR91Hch6gvee5wfrHdZiFLLxnVeS+SSo6NZiFNB0OhURHF0M0+lUZlzs7u4imUzipZdekveSZxZFOrwv3KcZQc39wWKx4Bd+4RdgMpmwt7cncVPsPVjDFItFIQ6Pjo6kTpxMJhJbyLjhSCSChYUFTKdTHB4ewmaziQOMKQ1utxupVAoul0uEXi6XCwCEXCdhPhgMkMvlxIVKpwsFcN1uFy6XCyaTSchB4gt+v19cqnQGkuhmzcj3naKmRCKBarUqrmu73S7zf9rttsQ+sodU4iCsBfi9iRlUq1Wpb6LRKOr1Omazs/mEq6urWFhYQK/Xg8/nw+HhoYgu6fCj60EpVGN0WKPRkDQDktOhUOjcrBC6z/hc3rlzR8iqfD4PjeZspozL5cKtW7fQbDZRLBblbPF4PEIur6+v4/79+7JHDIdDeDwemM1meDwemQ1Lop8pC6ybu92uPI98NlmD8T6wBuV7wX202WyKWxqACDJIgDCpo9vtIhaLSfRlPp9HMpkU9xOfLYrNGKFeqVSQyWSwuroqTkQ6Yhh1x9hsPk82m03qSiWZAjyPwL5YF+tiXayL9emuT5VE+WFFOVCFz8WDW5krTlUmm0eqcXmQUFXDBpsNC5WK/Hpl1M1kMpFZIf1+XyzrzNlMJpOi6OasFA5eT6VSiEQiouhSq88GNFIBxpgkAk1UwRKQ1Ol0MkOl0WigXC5L00DFLwBRPKytrUnDxN+fCkO6OPgZCDByJggV0/V6HcViURw1/JkEdKgeo2KYYFc8Hkc0GsXCwgK+853viAqH8WBsPjkAkspMAu9s3svlMtxutwAQVNJQ5cacVLqCCGySQFlZWcH+/r4AKwTWms0m4vG4OEyY96x8ZqhCVapSqUDJZrNQq9W4cuWKkA5OpxM7Ozvo9XoClHg8Hvh8Pjx69EiUiK+99hpu376NWq0Gm82GDz/8UFTaxWIRgUDg3OBYWqA5vI9Att1uF7UMGyKqt0ajkVh3OVeA95sgIb+3TqeDx+MBAHGChMNhhMNhDAYDiafgkFOCTyaTSeKU2LzTDUSAlzMWGLcTDAYxm53luGazWUSjUXEY0OHTaDQEwKFLiQA/P58ysorEFckS5Wfjc8H3Qhl586NYP6z9D/i790AW7cooLZImfIcMBoNkRPPaA89nOwCQ95JWe35vABLXQDfcL/3SL+Gll17CbDaD0+mUGD/+fLoB9Ho9TCaTOC1IjgEQxbcyHoCZ1Pl8HgBkH2QMAAm+3d1dGaSrHBhKAJF7gtPplHfdYrHI3KZyuSzqNaPRKIo5Anc2mw2pVEr2WjrEYrEYqtUqtFotstksBoMBgsEg9vb2RAlHhw3nijBaioq0WCyGWCyGYrEoA38PDg6QTCYxnU5l+DBJQV5/Pt9U2CsHU7Mp5T5GEI5xFXx3jo+Ppek2mUxyRjFKiA1bq9USAFP5Z7xWVAFz32KM0N7enrjGzGYzwuEwms2mODAHgwFUKpUQagQ/HA6HAGpmsxl6vV5mOXEQtcfjESCYs1CUkRck54bDIWw2G6bTqajMuZ8T3LFYLHKm0nnCIa3KeRrVahUGgwE+n08accY/OJ1Oec+MRiMWFhYwGo2Qz+fleyoJXsbrkHgm8MH3mi5CgiGMHOIzQEBHGVdKVyq/F68HgHM1jPI9/2Gv+fl5BAIBfPe73xXSpNPp4KOPPsK/+Bf/AgDw8ssvo9Vq4f79+7h16xYA4K233sJ0OsWdO3d+oJ/H946AldK5qHT1kFDW6/USCcJ5OhRVuFwuOXtcLpfcv0AgIGci34VutyvDfk0mEzwejwDvOzs7GA6Hoi4lmUwyjMSwSqVCKpVCMBgU5+pkMpGovHQ6jT/6oz9CsVgU9+3a2poIEBgXQ4DdarVK3UDlL8FCgpV8tkgE0U1nNpvFzdHv92UGB0E0h8MBAOIkNRqNErNEoPYv/uIvcHR0hJWVFTSbTQQCARFd2O12AfYINBLg4vnicDhkCDLVxHRJcH9j7UPX5PHxMYLBIBYXFyX2x2azCZhMNzr3d7qUGVND0Jd7OoEyikTG4zGq1arU0lT1Go1GRKNR9Ho9PHv2DCcnJ7hx4wZWV1dRLpfR6XTw+c9/XtwcnI/C+pN9iE6nk/qnUCgIYXN0dIT19XWJQOW8HDoFCOqy56B7intVqVRCq9VCvV6H0+kU0VCn05F7wM/NHoAkGc8U7id0W3Y6HRweHiKZTEKtVuPw8BDT6RTJZBI2m03mTI3HY1QqFTidTqkLuLffunVL3iWKXLLZ7LlZk5PJRBw0m5ubcDqdkhLg9XqlF+A9InisdNh+Ekz8UZLJP+o+mOQIaySlA5vnAs9xnkUkmwmI85/5brKu5AyparUKv98vUcgejwfFYhEWiwW3b9+Gx+PB4eGhREvS2cGB6X6/X9IKPB4Pnjx5AovFglgsJnVKIBDA0dERms2miACbzSbsdrvMTWm32yiVStIX0jlVqVTQbDah1WpFhGcymbC9vX2uJuJ+4HQ6xWnNuZl0nE2nU3HOp9NpiV8l+TMajaQ/VsYnsX5m38U4ZRIugUAAz549O3cf3G631Ah8VwwGA3K5nMRtkaxgz8zznM7BxcVFlMtlEWloNBosLi5Kj0SHJntXxo+zLudzxXl5Ho9Hvg8jxJ49e4ZGo4GlpSWJl5xOp1LTMcaMP4fPCclWOpk5O+XWrVtYXV1FNptFq9WS2G3WZnSgdDodvPbaa3jnnXeE4KfzLxgMSp3KRIVYLCYCVPYXc3Nz4kaiO6NSqYiTVIntsFeiMJF9NetHkviDwQCRSERqCafTKTHtPNvr9TpyuZzgTffu3RPHNmsBvV4Pm82GfD6PeDyOYrGIyWSCwWAgs874DtbrdUmmCAQC8s/Eu0h6sgdk7cd+7mJdrIt1sS7Wp7t+Ijx+v/u7v4t//+///d/6c4JDStadhwjwPCOfBSUBFWWuMxdVGyy2qfrk32NDTaDLaDQiHo9DrVYjHA5LvAwVq4zw4qwIWnypbCOwxmJVo9HAarVK8+j3++HxeKRI4xA+nU4n31OZ8c/fkdZ9pbq60WhArVYjGAzKEGACoEqgj3ZwRvoo/5vNZhMVNHA2F2M0GiGZTMrvThUw5xpoNBoYjUZcuXIFiURChi/Sam40GnH16lWsrq7iyZMnQpAoG6rBYCDOjPF4LLFpyjgHqr+VamcWElSnU/nd7Xbl6/1+v+T+U8nBQqTb7cLr9Yoq8vT0FKVSCa+99pr87FdffRWZTAaz2QzVahV6vR6xWAyXL1/GkydPUKlUUCgUoFar4ff7cffuXXz/+98XkoGE1t7eHoxGowzrJjnAwo8NEu8x/12r1aLRaKBUKol1P5vNShFGcJPvgtVqhcPhQCQSEcU/nU7MlTWbzUilUqL+4vUgAEKwm0UeABk+z3cmm83C4/FIM8WM3nQ6LfE1jBujQnk0GiGVSgnZWavVzpFcBC9IDtCu3O12pUEEIFEFyn//LKz/0x7IQl2pJiQIS+CV/8xoAWVzQHcZCVMCuxqNRhTGJycnuHPnDtbX188NH6cqir+P1+sV0gKARAOQkOb+QucQSTB+P8bOraysCKhF0nBrawvValUGtup0Oolu4N7GPZ5NERvWaDSKUCgk+yFVsXwPOUScQCIBVirUer0ems0mWq2WOCEIypLIJDlisVgQDAZlCDNJjGaziXA4jOl0KvECk8lEyHPGQDK6gIQH5yDw3KCim+o0/hnB1larhWAwKMQiox4Yf7KwsIBHjx6Jw8Tn80msBuNqZrOZuEPo3iHxX61WsbOzA71eD5/PJ0OJ3W43stmsuHE6nY7sE2xIbTabuOzoHKxWq8jlclhdXcXW1hbC4bAoF+kUUBJqjHXr9/uYn59HKpWS60QlKME0qgcZAchnlbOYdDodFhcXZSYWhyFnMhl0Oh2pJ9RqtTS2drsdFosF7XYbfr8f/X4fN2/eRC6Xw8OHD2G1WlGv18/VEQSDCeYpYxd4xhD04FnP308JfBH85DtPxwqAc6Ch8nt9mqvX68n8BOBMef3w4UO4XC7EYjH8y3/5L/Ef/sN/wNLSEubn5/Hbv/3bCIVC+MVf/EUAwNraGn7mZ34G/+yf/TP8/u//PsbjMX7rt34LX/va137gOEM6DZSK2dPTU5mBQdU74yxIOrGeUEb92Wy2c1EizGDv9XrQarWIRCLI5/Pw+/0CqA2HQ3G0FotFHBwcSCTIpUuXkM/nZUZGq9XCgwcPkMvlMD8/j2QyiWg0KpFVg8EAFotFCBySjCTtCFxTCa0cvktHAYnH8XgskaispagoJ3itdLLZ7XYMh0P53fn7aLVaUQczcqbX64mjh9+3XC4L2EmnMIkHOm5isRiAs9qR+0u/38dwOITdbofD4UA+n5fh0BRrMBpqPB6fU6gbjUaZkzIYDIQ8czgccDgcqFQqEu3Ds49/h2cO4/d4jUgYNRoN1Ot1BAIBmf1CNwoHPZOgJvG6tLSEk5MT+dm7u7u4dOnSuRg1r9cr8yHo9OVz2+/3AZzVLHRyxGIx6V8I+HKeFZ8PDvw+OTmRc2s2O5thw72j1Wqh2Wzi9PRUInV4TwuFggxw7vf7KJfL58gtuu8ByHufSCRk8DTdpwTwAcgcAtZ+dJk1m00Zxry0tASbzYadnR1YLBaEw2GMRiPs7e1he3tb9mOKPyKRiNxPOqFYx/CcJvFFcoCEwmdBif131YCMlwQg4hKKZZTuc7pLWPOQWNZqtTg5ORHRGkFgAOLiJUBPUJo/98qVK3jllVek3iDZqpzXxCHYTDowGAx4/PixODcYA8czje5V1nGTyUSINgDn3GqNRkN+H0YTNhoNIbeVn5G/M90WrHEZucwz12g0otfroV6vi2uOxC0JFgoH+X6xD63VaueGhTudTiEaer2euOuPj48lrpTOVe5JnLnH34/1E/cB5TwgvV6P3d1dqQvZg7MO4j0ncU6hZTKZRKlUglqtln3S6/XCarXKPkRynXNHSaoySovnLus+ujtYq9PxSFEMf59IJIJ4PI5arYZsNov5+Xn4fD588MEHErPLSNVGo4FMJoP5+XkhDbLZLJxOp+wXrI1Yd1OQwvNd6ZRTxlWzJyZWQKyDc2rp2KPIh/0Q901+f0acMR6W94+CSGIhJDucTidyuZyIVFm/E2OhmIxEOcWuOzs7Mt+Gogy+2xRQfVI8zNr9Yl2si3WxLtanvz5VEuWHFeXwd+VhK8EyZdFIQA6AgM483AkyEkCk+pgKOxbcbCSVIBxjtFhILi0tCUhPEuL4+BiRSAR7e3tot9uIRCKicmHDwUKHSurhcAifzwej0Yjbt29jMBhII8p4Gh7Kp6enoozz+XxiJd3a2pLILBZ8/H2sVqsocI1Go8RPKJU7LKRJFg0GA7Hn2u12USGT5GGjYrFYcHBwgDfeeAOXLl2Swo/quUQiga997Wv40z/9UwDPYzlCoRDcbjcWFhawuLiIXC4nzVgoFDqnHqZyiD+bii0qomlLPjw8lGKS5JnL5YLb7cbu7q4oD4fDIZaWlmRuAgsdXl+CLIykoYKbyu9CoQCPx4P5+Xm5dvweVGdbrVbs7++j0Wjg3r17AhhQgc3IIM4/iEajUhzzM1NtrIyqAs7ii5hdq9Vqsby8jGq1KrnAKpUK4XBYAEiq+6i+pCtGpVLB4XCg0+mIQqjdbp/7+ywS6SIoFApot9sCfuv1emnIrVYrstks7t69i8uXLwuQqVarMT8/j3w+L1niBIRLpRLsdju2t7dFTTUej1EoFACcKemYfU0AV+k0o/KRSjMquQGcI0l/FOuHtf8Bf/ceyGJZSabQscb9i4AhAR/geW44AGm+CLoSaOP+yKgBo9GIX/7lX0YgEJD9cDI5m6vj9XolB380GiESicjPoPJtPB4jEonAYrEICTCZTMQF1e/3kc/nBRyi425ubk5mfjAzfzAYCJgHnAG7Xq9XcvZ5DahS57P48ccfYzqdSqPb6/WQyWTkPajX6/JMcag7VZXValWARCpeW62WZMUrSaHFxUUBuJX3uVqtnhv0S7KvWCwK+MVICe6/vMeMpqOyUek0UCrQqJZfXFw8F31HIr/b7SISiQhIxZg1t9stalKCC1R9WiwWUQQ3m000m008efIENpsNyWQSx8fHSKfT8Pv9oqwfj8cSB+b3++F0OuHxeJDL5QTc5nltMplQqVSQzWYFyLFarVhZWZHYNpJRJL/0er2chRwK++zZMwFk+ExyEDKvDe8Xh60SAHz11Vdhs9kkemt3dxdPnjzBCy+8IDnfnDFBx4Iy4tLv9+Onf/qnsbu7i1KpJPNsqPbnsGs28xQ/UMlKMIBkEMlPPuOsTfieEnTi+0ySW0n6UKX8aa579+7h85//vPw796V//I//Mf7bf/tv+Nf/+l+j3+/jN3/zN9FqtfDqq6/i29/+tjzrAPA//sf/wG/91m/hC1/4AtRqNf7BP/gH+L3f+70f+HfhdeC1YA3Dz04BgNIVpIxu4juUTCaxuLgo34t1BN9REm2ZTAbD4RDBYFCeXZJzjAa02+2Yn5+XWVEU3RC8J3Hg8Xgk5kOj0WBpaUlcBhQZcFjygwcP5DniXCOl8lepPmduvkqlkjz9breLcDgMlUol+w/3Bb1eL/nxvV5PSAfG5QBngBrjqQhYx2IxuFwuVKtV5PN5uFwu/PRP/zT29vbEWVepVLC6uir7TDablTgtpbqbkWYkhYPBoNTd3M/4LFP8Q9HHYDBArVaTewac5dkXi0X5nBSjcJ9k3U+1MgBxtrA/oBvWaDSeizBrNptwOp1IpVKIx+NYWFhAp9PBxsaGuJUuX76Mw8NDuN1uvPjii9Dr9ajX6zCbzWi1WiJGGo1GMhRaGb/abDaxs7MDp9MJh8MhjstkMolHjx6J0OXk5EQconwfCJpxnwQgRA1rALodvV6vgMZ83gnOMeaL14YuRM4o5N5F4QGBdzqMTk5OZO+eTCbY2dkRl4vJZILRaBQHF4k6DiuvVqu4du0aXn/9dXz00UdC0tOJwzkPVJezT1P+Dhxm/aN04gE/+j6Yf5fnCZXr7DUp4lNeC9bVfN6pWOfXcI6X1WoVgjYQCMDn88n+xRqDIgC3231u1gRFBBQfhMNhqWHa7TYWFxdFVMA+hz0X+5tUKoVMJiPPNB2G3AuU6RPs+ehae/ToEUwmkxADfr9f+nzWDRROzs3NIRaLodfroVarQaVSyT7FvplnAx2HjOciQL+wsAC/34/NzU288cYbQgYXi0WkUikRUbImo8CRoh7OtiP2wB6e5+ZsNhMHN4UU1WoVyWRSRHy8Tqz/ScpYrVYRpTCWSzlEnb2kXq/HwcEBgsEgRqMRSqWSuBbb7TYqlQq8Xi/MZjP29vaETKYbnc8L9wCSAsFgUPapl156CV6vFx9//DE+//nPi9Amm81ie3tbSIJQKIRSqYTNzU0sLCzAYDDg5s2bcLlcyGazePLkCbrdLq5du4a1tTXkcjl5dki0sSdxuVzSZ1PQxJmoBwcH8j4xipwRWNzjiDfQYceeutlswmAwyJmkxJGUPdR4PIbX6z2XDPDs2TOZBUpMyWw2i5Cq3+8jGo2i2Wzi8PBQBGKM3aUQjT2CErfg78264EfdC1+si3WxLtbfh/Wpkig/rCiHvysPmw0CDzwWzfwzNkksJghWKLPCGXHEv88incUZs9ipZnS73TJAk3ZbOgcePHgAlUqFL3/5y5jNZvjrv/5rbG9vi2qCzSyLKIJudKdMp1OZ9cHDkSoWEjaFQgEGg0HmsVCtysJ5OByiXC4LwXB8fCwqL0Zf8DrE43Hs7e1JVj8VdT6fTwY5zs3NYTKZwGKxoFAowGq1SlyKxWLBzs6OAFvdbhe3bt2SKJdgMAidTiezWn71V39VVLoErPgZmflNRXij0YDFYgHwPHN0NBpJzrnD4cB0OkU0GkUulxPF0M7Ojtx3gpIsVqlmfOGFF1AulyUnn/NJbDYbIpEINjc3pQEhUNtsNrGwsCDN+PXr1+WZzGazODo6wmQywcbGBlKpFFZWVqQhrdVqeP/990XtR8eKz+cTy3s+n8fCwoI8B8xcp9KKxRffB5fLJYQBc6nb7bYMkmcRSQBZr9cjm83K8D3m6tIlw8gQKtWpXKONn/eEAA2zihm5QffOvXv3JJqN72Cr1UIgEJAh0Fyz2UyUsGyu5ufnsb+/L4NsWRiSfPpkRI1yrhFBJGUB/KMsHn+YUTZ/1x4I4Nw+xkaaLh4qwVjMExQk+Ec1O59NXl9eS7rGZrMZbty4gWg0KsAx9yo+X/xZjKvhjKijoyN5dtxuN6bTKba3t3HlyhV4PB7Za30+H/L5vADcnCdCIGBzcxO5XE72BRJ3VHql02lRkZEIoaPLYDBgf39fGn0SLATt2HxTAcaYPv5Zp9OReLloNAqDwSCOMjY2kUhESFqCjQCkqWe8CZtgvtMGg0FiD3jdOSdFGfEA4FzDRCKKnxeAgPYEZm/dugWn04nHjx9jfX1dyGIONGbMGJXBnOPEe1wul8VlxoxnRsJkMhlEo1Fp6gg0khQjENzv90WJbTKZRMVJx+JsNsPKyooMgu31ejKsOBKJwOl0SgSl3W4/d09dLheOjo6g0+kQi8WQSCRQLBYlwmk6nWJvbw86nU72IMa+ULVLdTlBCJ6jJK0J8JEUjMfj8jyYzWaJBhmNRrhy5Qp+5Vd+BV//+tcl7oMzcZQRHyT66UpVxlDRYUXXFs8c7mskRdjsE8T55D5AwubTBhHfeOON/1dlt0qlwu/8zu/gd37nd/7Or3G5XPjDP/zD/79/F6XzmHsZQXK+T7x+vN6s5whC6HQ6ISQI+rGG4mBdugNI8rPmabVasFgsAp4x45176mRyNrRWq9VKRB33Rcb2tFothEIhcahx/2FNFIlEsLS0JAPL6RBh9I5Wq0UgEJAIO7obNBoN+v2+7LEUyrDGoPqV81pIBrZaLXi9XjlHBoOBEMkU+BgMBni9XjljYrGYEAS83ox+pYqYs13o4KFCmRErvV4PLpcLlUpFBB4E2CeTiaiBGfnKaD8SFBR8nJycIJfLnYt1IsnIn0sShvNWGJnDn2k0GuH1eoWkAiCxWAT5J5MJ1tfXsbS0hHK5jHw+j1qtJsIVn8+Hra0tBAIB3Lx5E1tbW+JKGo/HIo5KJBJoNBoCyCqfL6q6ed6yPi+Xy3K+8Dlg/2O32+XecCA0zwcSgnxG2SdQEMEakDUC3ynuMTxvNjc3Je6p0+nIjEMSYp1OB0dHR7BarbDb7QKuE7C8fPmyuBCSyST29vaQyWQkHqxWq6Fer+Pq1auIRCL44IMP8P7770sMmM/ng8vlwt7enripea0ASM3DffZHGef1o+6DVSqVnCP8nDwvlLGuwPOh56w9KBwjsawkj10ulwicVCoVnE4n7Ha7uAFKpRLW19eF2FQmOWi1WsRiManr+bzTyUmXh1qtlsgjDntXunQ7nY4IVdiLMkWAZzT3fJfLhcPDQ+lzj4+PJSKT76XH48FoNMLBwYHEbVPMqFKpxK3FCEAOCvf7/UgkEvB4PPje976Hp0+folKpyIw0n88nw9uZcGC327G4uIhf+7Vfw5/92Z9hY2MDuVxOIhkpuMxkMuIYpDOOpKVarUatVpP3GYDU0IFAQOKc6BCjWIlkmtvtlngq7ivcJ9fW1mC1WnFwcIBGowG73Y58Po/Lly9LlBVr/2KxKDHmmUwGHo8HqVRK5tIxEpDXi6KGZDIp95vJEyaTCd/73vewurqKRCIhA+zpbOr1etLXT6dTcfb5fD6srKzgypUraLVa+Na3voVKpSKR1xTnsefW6XSyX9GpwnOxVCohGo0KJsD0DqY6cF9jrUh3F4WDPHctFovMJKJglk5LCqh4bkUiEbRaLcRiMYTDYWxtbcl+z/OcTqpYLIbhcChzY5rNJvr9PvR6vSSM9Ho9qQWZIEKBlzLGS+lQuVgX62JdrIv16a0fmET5cYpyYEFFoJUKT6X6F4AUl8BzhYZSmcWikW4LZdPNBoRKbarzWGAeHR2JrVOlUsHlckGtVkskg8PhEHWpxWKRiBDl4TydTkXllc1m4ff7Jd+dignaTm/duoVUKoXxeIw7d+5gOBzivffew9zcnOQan5ycDTtnRBV/P868CAaDcLvd8rk5H4VAj16vRzweF3u+Wq1GIBAQQNxkMglZQbXJxx9/DI/Hg1deeQWXL1/GbDaTeIZvf/vbeP3119FqtUQ9eO3aNSGhGJlC8sPv9+Pll1/Ghx9+KLFRvV5PLLosHMLhsMxaIWhBZRVz9wnCsqhTEleNRgMej0dUidevX0e73RYw48mTJ6IiNRqNuHHjhqhelCrga9eu4Vvf+pYQUizkX3rpJRSLRXz44YcS18Dv/8Ybb6DT6cDtdstw5na7LdFYtVoNW1tbovhkU+H3+2G1WuHxeGCz2dBoNM65UrxeL46OjmSuyurqKk5PT1EoFMQ+f3R0JGA3bfccmMuhyyaTSQBRztMwm81CfLHBbjabGA6HSKVSUvwvLi6KWqlSqchQ2lAoJE2VUn3NGTtU5DQaDQHGademlZ/FodKZReKHRS5Bkx8GgPjjtP8Bz/Owqf7iteKzSZKX15r7JQtuqqbo1ANwTul+cnKCZDKJbDaL5eVliWsg2cKcfQACqrvdbkwmE7z33nvY2NiQweSJRALJZBJXrlzB//pf/wv5fF6UsKenp9ja2hLyEoB8/263i0KhIJGLXq9XXCS8/9VqFUdHRxJJw32C8ymYob6ysiLP+enpKRqNBjQajcxvKpfLaDabkl9P0IJRO16vF3q9Hr1eT8BzXlMCB+l0WhwttPrz8+h0OlFHz8/P49mzZ+Lc4DnGuSsE0akIdjqdMqvAYrFIXAKjGrj/88/L5TIODw/h9XqRyWQQj8clu5qkwfLyskQFFYtFiS5iA2axWHD58mVYLBZsb2+j1Wqh1WrB4XDI+VIsFmX/4J7L2Upsgvnn0+nZjC/GRKjVaqRSKYlH4NnT6/VkkGsgEJDBogQg6epTzk/h9VepVDg4OBAQKRAIYDabCTmhHCZPkrBWq8mfKV2WHKq9srIi94fAOCMVCb6wIb9x4wY2Njag0+nEYcnnkiIKuiAJ8LGWYUQbAPl8/BkE/fnnBA35z0pAjMDrZz0Pm6Adr4Vy/+dzTNKS90+lUonDgoSkz+cT4QLPHeAMOKeyk+5RKnf5Lg2HQ5RKJQGTLBYLbDabzEVj/UEQh66PTCYjkUiMNLl79y7m5uZENU0nhtvtlhhWKm25BxBcZT1GZS8/D/d6koX1el3qZUYZ0m2mVKHzPLbZbKLePTk5gd1uh9lsFuDcbrfjlVdeweHhIba2tuR57Pf7MJvNct02NzcF+CQ5rNVqpQ5X1qyDwUDmprDmYCwVaxbl/WPkLAEjXju6e0lA2mw2GT7MvYQ1Ketwq9Uq+z1rUsbE6XQ6JBIJbG9vSxQO6xq+e3zeFhYWcHR0hHv37uGNN97Az/zMz+DBgwf4+OOPUSgU0Ol05LkjicR6KhwOi+qf0WxUhpPUIxnC84sxtgAkmpdOUDocCbBxv+FZxNpB6VQlyM7vx/jKk5MTAS85Q4Wqa6Xyms/Z2toaarWa5P1brVaUSiU8ffoUBoMBDocD0WhUyO9gMIj5+Xk8evQIjx8/xp07d/Daa6/B4/Hgo48+wtOnTwWUt9vtqFar8ixQAU5ngvIzfJrrx6kOZBwrhQOsCSnIoEOb4gAAQo6StFBGHQGQ+W6s6efn5xEMBoVAPTw8lDMtk8lI70Fy0Wq1CsHJuo1JBtx3qtUqut0u4vG4iAd4ftPtQdKPPQ4HafNM5NwpEo58V/kcqtVqGXC+srKCvb09qc3Yh+/s7OCFF17AaDSC2+0WV79yXlE0GsXy8jLW1tYkNhaAOBcYZ9br9WAymZDJZHD58mUB8V988UXpCSneePDggcQW9no96Y34e2SzWRiNRiwuLp6LFFPG8y4vL4v7ejqdyrlULpeFdDKbzVCr1RKpOzc3B6/XK9GzSrHm+vq61I/r6+s4ODjAeDxGOBxGNptFOBzG8vIyms0mPB4PrFYrgsGgpE+o1WqJcuY8xFwuh1gsJnXmhx9+iHa7jV/8xV+E1+uFyWRCu93G/Py8kMk3b97Ew4cPodfr8ZWvfAWbm5v4whe+gKWlJZmzd/XqVeTzeVSr1XOuqrm5OQQCAZmfwjmAJAANBoNEXdL5zB5Jef4A590pJIQZtUuHB98t9mB0d7J3nc1m6Ha7SCQSgrEQYyB5xVlPdO3HYjGJmMvn88jn81IXqNXP5+uyrqFYmAJdvtMkx3/UbryLdbEu1sX6+7B+YBLlxynKAYA0AMrDTKnapRqNTSGAc1EaVJfyz5SRWwRh2MDpdDrJ5eXP7XQ6aDQaWF1dRbVaRa/Xw/3795HJZOD1euF0OlEsFtFsNqXIJVHBPPxisQiv14vpdCrZ94FAANlsFuVyWZoTqvAIHvLvu1wuIYGoMKLjhmD/8fGxNOGj0UiyURcXF9Hv9zGZTFCr1eB2u3H9+nXUajVpgpkLncvl5LBncx+NRlEul7G3t4dnz55hOp1iaWlJLMQEXaka5HBnxmlQNeTz+SQ6jLZZKuUWFhak8PV4PKhWqzg4OBCFNxtts9kskS8ul0tUkVSPE1RgTm2v10MgEEAulzunymNzarFYJAqCriRlvi6XTqfDnTt3sLOzI1FBzD9fX1+X+AYCYCzwM5kMDg8P5TobDAbs7e1JVBsViszyZkSB2+2WYch6vR4LCwtoNptIp9OYTCZiwT4+PkY8HhebMO+bzWYTRc5oNJIGhOpsujosFouoyT9po+eMBAA4OjqS55PWfQIZ/FmMaFKqAfm8kWihosdgMJxTEHHQc6fTOWd153tP1xZ/bxI0BHU/zfXjtv+xYCeIobwmbDRZQLOhVTpQlCpuAn58FqjIIohHFR9VngTI+O9UPRPk2tjYwPvvvy/A5ebmJr773e9KPAIbFMY4JBIJPHv2TJpEAgGMPCBRzYaIzSoBb8YzsXnm/qAcqM44ObrfSG5PJhMhCdRqtVwrr9crQByJZQBYXl5GPp9HOp2GwWBAIBCA0+kU4JT7LP83mUxEnaa8L6FQSAgSPqvMjfd4PEIOa7VaievjXs/3kfF+yhkaBBQbjQZUKhXi8TgAnIsA4LPA61gqlWTeFHDmDgsGgzJTimAM9x6Xy4Xt7W1RlbJx5EBT4AxsCofD50hSksnLy8tyf549eyYqZg6h7ff7IiogIGQymVAsFoXIIXlK1TFdi9zrOFCZogXgTBnIKEU6pEiMJZNJrK6u4tGjR8jlcrh79y6KxSKsVqsAPBwI3G635YwgQEU3g8fjgc/nw9HRkYDn3JP4fjJWh+8naxjO12FjziaY7yqBFAJfAAQEZY1DEpGE6Gd18XMTuFXus0qSnnsQyU7lXkeS7pPOnsXFRcm6Z11CNywJBLoWCO5TmQuc3QM6VSg44AqFQvB6vbKXPX78GMDZ+3LlyhWZhUKxA0FHxrvQmcH6qd/vw2KxyDlgtVpFxEAXJ+NfOM8pGAzC7/ej2WxiPB7j0qVLaLVaAlbyOvA5ZTQRs+dTqRSSySTu3LkjwCLdaHT+sl7W6/VC7tDZFY/HJeKQdRyjxrRarexh3MfpnKHQiU4I3leSV7PZTEAuZb3GWDe+NxQ6DYdD2ePpHmY0rnLmCq8ja25GuhwcHMg+wJkn3W5XnHJGoxF3797Fiy++iM997nOIRqP4q7/6K+zt7cFsNst5RwCMPUe9Xhdii+4+9hIEybxer0Rp0WHJOphxlHT+cL9kXWw2m+F2uyUKTena4bXj7DMA4mBijcXvRwKOZBXnllCkMJ1OEQwGUSgU5H60223UajUR2AAQwshsNsPhcGB9fR1/+Zd/iWfPnuHmzZtYWlqSM4/xxXSWsdabTCbyOdhj/DDWj1sdyH1eGW3Ns4bnCPsPAEJ0KmtC4Lkohw5IPjsulwter1feS5IQJPSUQkTOOGJP6fV64ff7xalGd9nKyoq42Pn8WCwW1Ot1cZ7SzUfHCc95ikAIzNP5yqHiFosFrVZL9he32y0xSUqxwmw2QzgcRrfbRbfblbqUxDEJXKfTibW1NZm/k0wmZS6Vy+VCoVAQsj0YDOLhw4dQqVS4fv06ptOpvL9arVbmqREYr9fr0Gq14spnj51IJKSeKxaL8Pl80Ol0CIVCAvyzR+IcQe7tdLUSX3C5XLDZbLh27Rr+5m/+RlyHGxsb0psyQcHlciESiUjSwGw2E4IMgAgTVSoVEomEiCaZtKFMlGCNX6lUYLVa8fDhQxgMBqytrQmJTDLs0qVLGAwGqNfrMhOTiRWJRAIOh0Oig+v1On7lV34FhUIBf/qnf4oHDx4IGU/HL0Vi1WpV5mTNZjOJByPWwzOEtSj/HrGaXq8nfSz3NhIVdGZyBh7vCwUsjK0mtsSe12AwyJD6TzqG6eoGIHHgtVoNTqcTbrcbw+FQzkiSNADke1DUxpqINeHFulgX62JdrE93/cAkyo9TlANBW2XOOBsA/jPZeCWYygggNiuMOOh2uwIKEozn96Jbg1EBq6uraDQayOVyAqrQFlypVFCv12EymeDxeCSzmfnAnH/CaIhWq4V0Oi1FJNWUfr9fwGPm1lMhVywWkcvlRKlClRd/X6qOlQ4XrVYrzgIq+UgqsKlirEUymcRkMhHFL8FBv98vvzejzxKJhJACtCYT7B6Px1haWsLx8THcbjdu374tecos7NmAcmAm1c5Op1MAceAMQPN6vQI08feNx+My9NPtdoud2eVyoVariRqaBYdKpRLCiwU9lUQsolmg0irPPFiSCQDkPWg0GlhaWsI3v/lNUS4Oh0PcvXtXVKenp6cIBoMCBqZSKVQqFZRKJfj9fng8HjidznNqUaoUaXV3u93QaDSispxMJnLv6DLikFASarz/VGpThc9rTiWp0WhELpcDcDasl405i8nJZIJUKgWj0ShRamq1WobusSDVas8G3ZIUpAuLhXWj0YDX6wVwFoP28ssvo1gsIp1OS8PA34/KdBamSkCEKis2zCxS2cgrQeJPc/047X8ApJDmPkfgi6QSm06SgHQRKbPU2UwS5OW1JFjEPYBNLHAGXtbrdXg8Hmmcqd7icxAKhSQqLxAIIJVK4fvf/z4SiYTsc/v7+5KrzSg6koZ0qvFzkETmvjAej2WwLgF4umDYJJIQoRqWwCrfDRJ+jUYD7XZbgFA2p3wm+YyFw2FR+iuHIuv1eiFjSC4q52Ewr53f5/j4WH4f5fBHOkqoEGWsAmNnGPvAZ5xKY55RJycnCAQCOD4+FhAhEAiIApFN8SejO9RqNdLpNAKBADweD54+fYrRaASHwyEkCFWDBC3D4TAeP34s6jred8b5ceYNozK4rwCQYewejwfRaPQcgcBYGJJftVoN0WhUlM0EHwgy+3w+mUsAQIilhYWFc5GcoVAIc3Nz6Pf78Hq9MoyaDj26kjhfpdVq4fvf/z4WFxextLQkc35qtRqCwaAABARnB4OBKPsJONPpCJwBXfwd2TBbLBaJrqQThtEb/L25lytFIMo9SJn9T9EI8HwmymeZRFHu+/zcAOS55p4GQFT0VG5PJhMBtDiH5uTkBC6XS74OACqVisR0MGLEbDYjk8mg2Wzi0qVL6Pf7EkPJXHgC3DyzeRbz9/J4PBL3ajKZMJlMsLi4KO9GuVyW/YlkiHJ/JinImqVcLiMQCMje7HK5EA6HRamazWbFKULn6vHxMTKZjFwbRmgeHx+La4oECIclm0wmeaeTySQCgQCePHki81v4/nu9XthsNmxsbMg8NK1WK4p25TvP/aHf78u7xc84m82E/CbANRqN4PV64fV6ZV4Krxedw6wfAEjEVi6Xk1pkPB7L7BWHwwGfz4fBYCCz8wisch+n24kkrVIINJlM0O124Xa7pd5i3F88HsdgMMD29rY4MXd3d2W+HIlUZeRULpeTOR+lUgn5fB5LS0sy5Jmk1eHhIYxGI6LRqNy3RqMhMWRKAJQuJbo0ptOpqKWbzabMSmCNyjOdwB1rK6VTjwOlGSF3fHws8UbNZhPtdhv379/Hq6++imQyKeQ7Add2u41cLofDw0NUKhXEYjEhAl0uF65fv44PP/xQBl9Pp1O43W6srq5Cr9fj6dOnCAaDKJVK4kLhOcdr8MNwovw41YE8f7nXs5YjuM6eRxnPRvKE7yD/mfUOABGgUUjDuV9HR0fSA/Id4d/RarWo1WoIBAISkxQOh+W/ce4LABmATlKVvS7/naQDI6i4NynrVM4MYo9N15VWeza/lNFOABCNRjEajRAMBkUY12w2pQ/kbDc6fhnxyp8zm83w9OlTtNtt2O12vPjii0LoMBba4/EIyE4iU6/Xi1CSzm0mHLBPjcfj+OCDDwCcuZTy+bwQXXQ3jMdjiWCmKGQwGEjNCJw5J9mv9vt9ifNutVqw2WwoFotSh1CQAkCeESZIjMdjESixrr906ZKQdLxerLsZZXZyciK1cyqVEhLZZDJhc3MTJpMJV69exZUrV6S+ASDXgs9iJpPB3Nwcbt26JXVov98XARSf53A4jDfffFOwl0KhIHs/I+q491M4ZbVa0ev1RBRBN2kul5NUA5vNhoWFBTx48AAul0swoXw+D51Oh3A4LNiBMhaPPQNrNaXglLHtjDZkTc+v/SRBbbfb8eDBA6RSKQBnMYFut1vi15SCWQoI2fcqZ6b8MBIZLtbFulgX62J9yjNRftSLBIgy25jNM4EGNlw8WNissBmigocHulKlSzcKD2yCIZ1OR4DD2WyG5eVlcWzs7u5ib29PlIQajUZirIbDocyrUKvVEjnSarUE1CIYRZcEm3wqJhuNhuS1stHr9/sCDvLnsPBgMc1mgko0AgflclmKy0KhgNXVVajVamQyGfR6PZjNZpycnGBvbw9q9Vl+LRVj4/EY6XRaClm32y1Aq8PhEHcEQdBIJCKEj1qtPjd0kQQNlU1sRnmvnE4nCoWCAFXRaBT5fF6uKRtIgpgsyJgbOxwOpdinWp1Nbr/fF4cPQXsq4Bmr0G638eTJE7z00kuiEKISi0P3Ll++LPeyWCyi2+3i/v37CAaDCIfDWFtbk4K2XC6jUqkIgHv9+nWo1WocHh6iXq8LqUXiw2KxIJlMSuY6P59Op8MHH3yAarUqSqZ2uy3xb8wUpoOg3+9L4XVyciJDviuVyjmAgs1upVIRUqjRaAjAw6aZAw2p6uS702w2EYlEzv3u+XxeBvMRDL106RLeeeedc4QnnTssKAn0K9XEBJCVkVT8d4PBIEDAZxlABJ7PASC5pLwmbJqVCkXuc3SAcMCt0pmnLOxVKpVEMCh/Dsnf8XiMZDIpzRybeaPRiDfeeAObm5vY3t4W8Ozk5AQHBwdYXl4GcOZG8vl8AugTnLHZbJifn8fe3p40PHxX1tbWZAjt3NycuOFIHnCWkcVigcViQSAQQDAYPNd8zWYz7O3tiVuuUqnIcHmqzQi4k7jm+dHpdGSG0HA4RCKRkPiexcVF5HI5cWzw96tUKgIYMJ6LRAAV40qi0G63o9frybPPqBjeT76jVMopc+up1ubcFirjCVBSOerxeOTzkrRkFAP391arhUqlAr1eL3O4GKlhNptlHy6VSgLKkoCjG43EKR1LbEq73a4QQDdv3sTu7i4AiGvo+PgYo9EI4XBYYs4AyPyFdDoNq9UKr9croC9jwUgocl84OTlBvV5HKBSSc5Zzo+i6Yqzk0tKSRIS1220cHh7KGc5B0HxueG05F4j3aWlpCZPJBG+88Qb+4i/+Qhps3jMKOxibQ4CIIBYbb87lIZlPZyAVw0qXKs8EkqKMj/ssKxF1Op3UYXQEcc9nrBJBEuWcHIIadPIxerXT6UClUiEYDArgR+W+yWRCJBIRYQSBG8anfvjhh+Ia6PV6qNfrcLvdsk9aLBaJ87xx44a4OQ8PD3FwcACz2SxxMQ6HAzdu3IBWq8X+/j6++93vihpZGSvGWWperxf5fB7dbhfRaPRc7Bj3PSq3bTYbfD6fxDkp5wV9+OGHkuHOSE7Og8lkMhLRc3p6KgPj/+AP/kBmp43HY/j9fgDPnWxzc3PIZDLyvKpUZ0Oby+WyCEIYv6rRaJBMJrG1tSWOSM4BqdVqQlawziN5TLcLI8A464CRfKenZzNFAoGAALHKPajRaAhxQ9JyMBhInCKdSHNzc4hEIiKWSqfTQuTyHPB4PLBYLNja2sJwOESz2RTBwPe//3289NJL8Pv98Pl8In7y+Xyi1KejkEPXKdohScRZfnNzcwgGg9KnDAYDOQPYExUKBYnnaTab4g7mnBmebSSruHdwVg1jZFk/KGuAfD4vAGKn00EikYBer0e5XBYHJCOS6/U6lpaWxE1JZ8L9+/fPCWXW19eh1WpFDBQIBHDjxg3cvXsXJpMJDocDkUgEyWRShnYDZ3VKNpuVz0EhhXJeymd18X7TiUfilcJCvh+fJNT576zbCHYrz41CoQCz2YyrV6/KLDgKDAOBgAg+eMZQuELAf2dnB91uF3a7HZ1OB1qtVoB13hv2K/x9WbvShc5nnVHVg8FAgGgK/qbTKd555x1xlVKYxpkhFJtYLBYcHR2JA5lfm81mYTAYxMFB5wsJAhIxW1tbODk5wRe/+EURKhKAZ+3abDaxsrKCu3fv4u233z4X43Tjxg1YrVbZa9g/kRBnn8OEiGKxKPVXIpFAPp+XWUqMqyKhy/2pXC5LZCF7RQCyn2m1WlQqFUQiEQBntT8FMryvH3zwgQhHOe80EomgXq9LDch0BGVEVTKZxLe//W15Bkno7O3tYW1tDV/+8pdht9vh8XiwubmJGzduoNlsilCI9559J+eJ+Xw+DIdDFAoF6S35zCWTSXzpS1/C8fEx3nvvPdy/f1+SKygopeCJKRzEA9hv8rljjdVqteS/h8NhmM1m3L17FzqdDuvr6wiFQnj8+LGQE4xyJQbBd5HnF0ktDqBn3cf/Ac+dI7VaDbVaDQ6HA0+fPkWz2ZSUjn6/Lz0J9zfWNDxbuUeTPFamEVysi3WxLtbF+vTWTzSJ8smIrk/G+gA4B0gQZFAqtQnwE0wkwKbRaDAcDpFMJuWQ5WLO5nQ6lXxoFrHMLPZ4PIhEIpJrSTBPo9FIvAMVigRK2LwQcKENlcPC2ACXy2VRyk4mE3Q6HbEys8HkwarMnq7X64hGo1JUMiaCjg0W45lMRgBCZm/z++zv7wsw8frrr0vs1tzcHGw2G2q1Gu7du4fXXntNsl5brRYSiYQUiIxJoCJ+PB7j4cOH6Ha7Ysumkp3NeyQSgcvlQj6fx2g0ws7OjihCtFqtDEdVqrEcDocMnXc4HGi32zCbzSgWi+h0OkIQ1Wo1LC4uwm63Y2trS8BmADL3xmw2o91u40/+5E/wz//5P4fJZJIIG+awBoNBaZiphqb7iKr3aDQqUWmhUEjU0fF4HA8fPhSgZTQaoV6vw2AwyDOi1WoFmGU8V6lUQr1eR7ValWeeihtGELEBGAwGEjfRarUkooMOGaqf+v2+FH/8bKFQCLPZTGa4MFKC6iOCeolEAu12G9Pp2UBnRj3wcx0cHGB9fR0AJE+ZynNmsTNejuAnwVcC9HxHldZlpeOMgPvfh8KRsT4kHEnGsnEiGcyYEKXDgteP6i+CViTSCHCTVNjd3UUikcDq6qrEG1Ht1m63ZRAvAImq+oVf+AVsbm6e26dbrZa8c4VCASaTCXa7Hffu3UMgEBCQn6oxApd0CTK6T/lsUjXY7Xbl/vM5Yb42iUDGgjgcDiFMqeoiuU6lrslkwvz8vES+DIdD2Z/4OZkfzoaSWfoE58LhMILBIJ48eSLPNBWI2WxWXHX83EajEeVyWe4bgQ02X8PhUABSqubpXpibm5PILz4Xu7u7st+SYOn3+1hdXcVsNhMCdjweC8HM97lYLGJ3d1cGKjO+jATC5cuX0el0sLOzIzNHXC6XXFueo3RghMNhcQ1aLBZpyJvNpgA0zFVPJpNCGpVKJczNzaHZbOJLX/qSuAVJbjAHn4AQSWK+F2yIGbVIwIEAos1mk8HZFA8Q9PX7/djZ2cHCwgJ2d3dRLBbh9/uxtLQkdYfSJUeH4GAwwNramjT1fE8oeiDZS9KJSm4qhZWCDkbpKKMMgefqXsZ9UbhBoBuAnAufxcUMeqWjimAJzxQlqEp1ukajkfeHYhsC4I8fP8bOzg5eeukleDweAJChyaenp3j69Cmq1aqA+NlsVmZL2O12idykg3gymeDo6Agejwd2ux3Xrl2Dx+PBo0ePsL+/f45YNJlMyGazSKfTGI/HEqmyvr4uvz+BLc5lYowWXSDZbBbD4RC3bt2C1+vFxsaGEJQEzHw+n8yaomPm29/+thC4jOSiu06n00kUzmAwwOXLl7G6uoqHDx+Km9bpdMr+sLy8jNFohP39fTx48ACdTgd2u13qF+5HrLVJwtIl7Ha7z80tMhgMODg4QL/fRywWk/fDarXKYHeCrbzfLpfrXLQQRSN0pRMw4++bSCSQy+Wwu7sLjUYDv9+PVquFQCAgLiLOKuBZGovFRMFO53a73cb6+joMBoPEAVL88cEHH2B/f19mLLCen5ubg9vtPrfvsEeoVCoycwJ4HvvX7XZlNgHFQY1GQ2as0AFarVZFrVwulxEKhcRpXiwWUSqVAEBA1eFwKHGJTqdT/ox76icFL5xLxXON4i7uvYlEArFYDIPBQOb1Xb9+HXfu3IHb7ZYYzfF4jEKhIGcCZ03QtVUsFiXSjbXi6uoqtre3pU5kzBP7PaWj7LO6lO5ro9Eo5APJZTprec/4Dms0GnH7UgVPEUa328VwOMRwOITf74ff75fzaTY7my30wgsvYGFhQQSMrDtZq1OoY7VapU6kc340Gkmiw/z8vJyFs9lM5oxSHMWzjT0QRRX8X7lcFqGdRqOR3oTuC86uIDFXr9ehUqngcDjg8XiQyWSwvr6OfD5/TrTAa8vPQ5GdWq3G0tKSEJMAhLDsdDri5HC5XOJoofuP0Wis1w4PD7G0tCQ1cq/XQyqVwle+8hUR6uRyOczPz0s8qdvtFuKBc7UoLqS4xOfzIZvNiqN1MBiIMIXRfvfu3ZNrW6/X0el0kE6ncXp6ivn5eblWnINFEpN9Ix0RGxsbEtv47rvvot/v45VXXpE9slAoyKyowWAgDpZkMonZbCZng1p9NmPq4cOHGA6HuHz5stRlgUAA+XxeYq2U56rdbsfa2hpGoxGcTieWlpaQzWbx9OlT1Go1LC0tYW9vD6lUSpx20+kU+XxeXIscLM/IaD5vVqsVoVBI+g/iFRSzsu9n/5BIJMQxrZzTRRHGYDBAKpXC0tKSiLESiQSAszqNc/KYVJJOp9FutyUB4p133pH6ETgf48d9ju8yyWM+wxfrYl2si3WxPt31E02iKLPDCfzQyky1KSO6CEJQhchse4KGLCp5MNIOSVKCoLzH40GpVMLly5eFIGAjSBVeu92Gz+dDtVqVjGYSN7lcDi+++CL6/b5EKLD4o6XVbrfLHALahF0uF3Z3d2WoGRVAg8EA0WhUsoUJDp2eng1q5p85HA584QtfwPb2tnxuukiUijzav/P5POx2Ow4ODhAIBMRBQXeBwWDAw4cPRTnG/FBaqk9OTlAsFhGPxwU8sNlsyOfzCIVCsNlsODo6wmx2llGayWQAQIgYFuq7u7sC6nKAHYcWM/qHv6vD4RCFo9PplKGAnIVCBU+1WkU+n8eVK1dELZpIJNDpdGC1WuFyudBoNBCNRiWyikVUtVrFW2+9hddff13UUJVKRbJo2XizEXQ6neKqKBQKUhByOB5tuQAEdGE8HaNvqFQigMeB8Gq1WsgZJWFlsViEwHn69KmASVS/U4laqVQwGAxweHgoxArVaAaDQXJm/X6/qLxJKhJspeshGo3KLAySioy6YUHI550NCgnGq1ev4u7du6KmUqlUAnRR0Q48n5HBKDO6rEgYUH3D4pHg6md5EZxhI63RaARsJSlCQoD7FJVKJACUJAqvHRs/qvdGoxEePnyIl19+WZSFABAIBKQhJQHKZr3ZbCIajQqBaTAY0O12ZV5Rp9OB0+nE0dERXnzxRSGkAYjzgPc4HA7LTADGBVIxzFlPBOtJSnDPJQHk8/mwtLQkajruywQOTk9PBVSlW0cZBxQOh7G9vY1+vy/kRSgUQjweRz6fh0qlQrFYFNLQ5XJhf39flMV0O1CxyEGrPJOUsT+1Wg2hUEhciGze+HxrtVr5XiTGeOYQfOX+UKlUxPWVTqeh1WolHmFxcRFPnjyRiA1GvynPzEwmI2BZp9OROJ5cLodkMonr16+j1+uJw7BUKsHn8wmwa7VaJU7m6dOnWFhYkBxyAits9Hj25XI5eDwetFotNBoNmdtA8OHSpUvyzHa7XdnL7HY77HY7ut3uud+bjTfJeZ5TdNVR3DAajQRYJFG+srKC4+NjvPvuu2g0GpLtv7Gxgc9//vMIBoMyHwWAzFHgGbS1tYUPPvhABspSLc75E7zujBelI0UZL8rILpJpypx7Pjec18D3j401G+7P4mINqFar5Z0mwErBDPcyuoY4CJtxcA6HA/F4HGazGeVyWQQjzWZTorkKhYKQZQQh7Xa7RMYRLLPZbNBoNDKYmG4s4Gx2mNPpxLvvvot3331XopdYmwyHQ3H8hsNhUUZvbm5iZ2dHaizODiFwzxg/xv1FIhFxj+j1eokcoWhEpTob3EwnNCOf6Lzjs8iarV6vS70LQFzC77//vlwjkkjr6+sSM3N4eIh0Oo1+vw+Hw4E33ngDk8kEd+/ePRd7QhKMMTiM6OJ7QnCec+N6vR4MBoPEr7LeMhqN8Hq9cLlcqNfrQtosLS2hUCigWCwKmb60tCTRZ0dHR9jZ2cHjx4+F3Gg0GnIe0pXncrmQTqfRarUQi8UQiUTEecfPGwqFxLHt9/uRSCSkLmOOfSaTETW83++HRqNBuVyGTqfD0tISisUitra2oNPpJEYXgMSnMcaLZz5nQrhcLjidTvR6PZnXQMUzVdYUDNTrdbRaLVGUUwBmNpthsVgwPz8vTm+epTyD6FpUiqd4Th8dHYlrk0Iszosg0ckBz++88w6As7rN7XbL/sxnlOemw+FAIBCQn1Mul9Fut5HNZhGPx7G2toZUKgW/3y/PFO8Z+yplVNpnbbFeIRlPRbuy1uY9VL53FFmwDmdEKclJ9j08R+x2u+xXFI5w6LmSRPH5fEL4LiwsoFgswuPxwOVywWw2CwlIZxlrUeBsVtSDBw8EcCdxMZvN4PF4pIfp9XrnIsBIMA6HQ9y8eROFQgGLi4vY2dnBYDCQPpck3Wg0EldUp9NBPB5HvV6XfmN9fV0wgV6vJ2e+y+WCSqUSAJ6CMbvdjp2dHSGP6A7m+3H58mVx4DWbTTSbTYkTffz4MZxOJ2KxGGq1GpaXl5HNZnHjxg2o1WqZ0cJaYm9vT9yIkUhEIsyGw6HMqXry5Anm5+fR6XRQr9clLYCfaTQawe/3S882m81k9gcJL55fFJiSoO33+3j8+DFqtRqMRqMQB6VSSfaSSqWC27dviwvx5OQEqVQKf/7nf47j42MsLCzILCYS2f1+H6VSSWaE5vN5pFIp/Oqv/qqc4RRgcR9iooPZbJba9Etf+hIqlQqMRiPef/993Lt3T/pixk0bjUbE43GJTXzxxRfx4MEDWK1WiSdkDep2u1EqlaBWq+H3+4WMouu5VqvJWUmSkYIIl8sldTrnR21tbQkpye9Hscx0OsX169exuLiIvb09EUAuLCwIycL3lf0N3z/uAXQUkYjn979YF+tiXayL9emun2gSRalSoRKJwBgLPxZsBMJUKpUoM3nwABDQiAQArb4sxgGIUvn4+BgOh0NyjZWMP2OQlMUe53TMzc3B6/UK6K6c1xEOh8VqqoxrUB7MoVAI1WpVhtmxkalUKgKkMaKK+dFzc3MSYcDho9VqFaenpzLYl3ElVM8yKozAValUErtrtVqVjFgqLjlQ+fT0FF6vF9lsFjs7O9BoNEgkEgLaUWVJcEqj0eDu3bv44IMPpDDX6XQIBoMST0EwitZck8mEWCyGhYUFZLNZmStQLBaxs7ODxcVFbGxsoNlsSpGh0+lQKpWkAecQUVqwY7EYUqkUqtUqWq0WXC4XgsGgZOOyiZ1Op/D5fPjoo4+Qz+fx67/+65JtS8cIh4ky5oOqFc5kcblc4mChg2hubg7vv/8+stmsFLK0+NZqNckSNxgM55rLYrGIRqMhw29b/89QbKpnOQiZZMby8jJqtZrkRo/HY1SrVblnzLdlbjhVQozUYhNGcoeOAJ1OB6vVKmrQGzduSJQF3VJmsxmvvfYaMpmM5Kpfv34dk8kEsVjsnKX59PRUlFPKhpr3kw4EvuMkTxiHRMUwAefP8uK9ZMGsJJW4NyrniigjDgm8KnPd+R6SuKPSTqU6mwXxF3/xF9jY2MCv/dqvyZBNAuUejweVSkUA8idPnqDb7cLn80nGMeMEVSoV9vb2YDQaYbVaUSgUYLVaJZJkPB4jkUjg4ODgXEY6f1+qDEejEQ4PD6UJo4NKpVIhEAhgfn4eBwcHAnaRpN3e3hYnBNWSBJtJPMXjcZkXFAgEBMhmfCDngjBjmarX0Wgkc7KosKRCmUM/tVotSqWSPJ9sWJXxkgDOuQl5LwmGMuqFMSvMd+aeQhCZDVW5XJbfh8Dd/v4+dnZ2oFafDSmORCLiCqSzcTAY4NKlS6Ks4/4JQBwlyWTy3LwPumU4x4nxZNw7OGyU9x+AOIioBiQBR4J/b28PrVYLhUIBiUQC5XJZiIdqtSpnEJWuCwsL4vChY4nRPoyxIZB6cnIixDCjmui8s9vtKBaLyOfz2NnZQaPRQDqdxtWrV7G8vAyfzydRZlTlEoQAIHGQDodDohR5VvB35XBwvneMk6OqkE045+cQMFPmb5PwY60BPHeifVYXB2+zdgAg+xvfAb77VBGzVgoGg1heXpaakJF7wWAQh4eHArgvLi7K+0/Al0BhPp+Xd5vgNFW2VLsSROG+Qkcc77tarRa1qUajwfz8PLRaLfb29lAqlQTkImlGxxidR3xOGYlDUH1vb09IZRKQdrsdbrcbKpVKxA6cXcG4Wjo5CGgpI0cYtXhwcIDRaCQOVWb/E1TiHklX1dLSEqbTKd5//33Zb3ne6PV6ecc4yyIUCgnJTECeIiOC8YwgValUiMVimE6nQvDTiTAcDnF0dAS1Wo1Lly6h0+lgY2NDHNztdlve9eFwKAS73++X54i9AONzqPTn5yPpfHp6imw2i0QigXQ6jV6vh1AoJEBrIpGQ+RCMhgmFQggGg1J/bW9vo9FoYDKZyDDkfD4vpH6tVpNrwX2c94sCBgCi2ufzwig7peqczkGKVIxGIwAIucJIMX4/OgVYZ/BnsSZkpC/PnWazKeIKgqVUd9M1kc1moVar4Xa7sbCwgHg8DrVajVqtJuQjBzan02nMz8/DZrMJ2TIej2XmF50LPGN4zrJ+/6wuirkASIoBAEkjIOlOkQ3POOU8Igpx+JzR4c8zjX1MuVzGeDxGLpfD1atXBXQ+Pj6WnpUOIkZcP3v2DKenZzMhKTDhrAqlIIrxe4xZpPr+6OhI4jlJgDOujjNY+v2+7MmZTAbT6RT7+/sS5U3CmsIQAvWMMr17967UgwSiB4MB5ufnJbrve9/7Hh4/fozPf/7zyGQyqFarInq0WCxYWFjAaDQSUoDXs16v42/+5m+k1mSMIsUo7HPozk4mk1hdXRVhDMlyh8OBZDKJ/f192efn5uZQLBb/VlT47du3hRBjjcE4LxJXJB0o2GMNyH6T4rdIJCKYBfcG1jdqtRobGxuyTwCQFI0HDx4IkZ1Op6X/T6VS0ge022243W7o9Xo0m01kMhn0+32sra2hXC4jHA5L9CDr07t37woZRZEeAHl+njx5gnA4LDFqdA6SCAOAYDAo5yV7G8YHEldi3c8EEDoF+/2+iHNYq/FMZ2oJB8fPz8+jUCjI9dnf3xcxGJ9h1mck3UjQ3717V4jwk5MTPH78WPpxYlxKRzLfeaWriyKaz3INeLEu1sW6WP+31k80iaLVas8N2VZmsZOpp9KOoA8jpKiIobKdSkUeZBwgrlQ6UvXKjE66P1QqlTTgbFyYQ8yG9eTkBNFoFEajEY8fPxZlBAFuk8l0TpURj8fRaDTk+3BIJA9GzvdIJBJCpjBznwo9FrZsltmYzM/PSzYqHSbD4VCKilKpJHMCCO5QUckCnGDi/fv3kUgkBGyrVqswGAwoFAqSGev3+2WIHQdG021AZTQdG8fHx5hOpxLpQicI4wLm5uYkt1+tViObzWI6neLw8BB6vR7VahVOp1PU2gQClN+LhAOHalosFok0oHKTCh4ChsfHxxLZ02g0JJ7jlVdeQSAQkOgIEg7j8RherxcajQaRSOTcQNtOp4NmsylZt2y+Gd/CuBwCivwfc1YJkpJA4vXjAEAW5f1+H0tLSwAg6hQ6tebm5gS05vDIwWCAp0+f4uTkBLlcTuzjVqtV8sRZ+DHegVF5jKGj24agCov9fr+P69evI5PJIJPJYHV1FeFwGMViEcfHx9jd3ZWsbKXKBnge1cffn04oxq6RMJlMJgI+k3z5rJMobFrZHPNa8TopiROC9NwXlf9Np9MJoMV3hc4HKurH4zHee+89yf99+eWXEY1GhUhTq9WIRCIScfPxxx+j2WyeA6kYs9LpdIQ4GQ6HuHr1qjQjLPoZzcFmod/vSyQin2MOhB4MBvLs8T13Op1IJBLSTHJAerFYFJVzJBIRYpF7JbOgCe4TgKIClg3LysqKzARhTAzV2tzXSbBwX2OTS6CDufd0ghBQcrvdqNVq6HQ68pwz+5p52HQi6nQ6iayhk6zX60mjxc/RbrfPfT82rLPZTNxrjKIgKcMYI+aC891fWVkRsMTpdCIajcrXENx3Op2o1+uyh/C9tdvtsu9Qfdzr9eD1ekW0QEEDXXuDwQCBQABqtVpAhFarhS984QuYn5+H1+vFH/3RHyGfz0uTOTc3J5FpJpMJbrcbh4eHcDgc8v0Zx0hHD2dBZDIZuXacH7a/vy+kYqvVwkcffQSDwSBDUgnu8ixWxiuQNKIqnM80FbzMFyfQTlKT7w6/lsCi0jVGIFlJoJIM5bP4WV0E+ZS1mXL/I0HMc4D1C8UOPp9PIk943tJ91el0sL6+LkpeOj6azSb8fj9sNhsKhQJ2d3eFOLDb7ZjNZuIWpoKfNR6JZ5PJJPeZbigC4blcDnNzcxJP5Xa7BWjv9/sSrcL9mw5PpWuQcVdUBzNDnqAy6zVGgBHEdDqdsNvtqNfrAsTTmUI17NHREQDg6tWr0Ov1yOfzQi7QHVir1dBsNmV/4CwYqno5N6ZWq0ktyujYZrMpQ5iVTuxarSZOFc504c8oFAoifOH9yWazMvOgWCyiUCgIKX10dCT7vs1mk3OgVqshnU4DOAPaOAfKZDJJvWWxWMT55vF4MJlMYLVacfXqVezv78veoXQ/s5bJZDICINdqNezu7kqsF993jUaDhYUF3Lx5E8ViUQYLk+giIWcymWSmDXshnvmcO0eSjWIy7jN0axGw5vPAGqvf74s4bTQawev1yvOpBC/ZN5CsJmhMIQBdciS22C8VCgUBwykEYv/Ar+HvXK1WhSg9PDyEz+eD2+3G/Pw8stksAOD69evY2Ng4JxphDcPz+rO6PB7PuShriiZY2yn7UqVwkPsjaz4Kpfi1FBaSpJtOp6jX6ygUChgOh1LrUKyoPIsYR1wulyX+iovD6DkHiaQghQ3r6+sol8solUpQqVQiliEhyOc7GAzK+T2bzcT5RIctXXUkn0moMKZ1NBqJqIZnb6fTEZcx3306p+7fv4/d3V1cuXJFYulIUkSjUVy/fl2iojm7YzAYnHNRGAwGmY1JZwSxhlqthpOTE2SzWUSjUTidToTDYdhsNnz44YcolUpSH9NpTJfPwcGBzDpi7UkihHsPkyQYwT0/Py9EEvEPOpkdDsc58cu1a9ewu7srewQA6Uc5dF2n00lyR7lcRr/fl32JMZGcFcWosXA4jHg8DofDIf3A6uoqgsGg7B/KeDXWi+wPGQW5v78Pt9stLmZ+thdeeAGxWAy9Xg/f/OY3Jc6VgiB+fjqdKIgAILN7+PPp5qGbmHgMxauTydksULPZLKQk8FyUxfeRX+fxeMSJzq+LRqNwuVwoFApCWNrtdrRaLbk3SkcsBWNKERzrfr7DfO4v1sW6WBfrYn266ye6umQUlxJApAqPhy4LSh6EBAuVERdKlScAaQbH47GopugKIaliNpvhcDhksKNGo5Fca6pRCN5XKhWsrKzIoD0WKWymlXFYbB5yuRyq1So6nQ4qlYoM7dTr9ZKBTKUbASYqgdnoAZCmn1/PQobAKFUqyjx1fkYqYY1GI9xuN+r1ukSScOYGlR4ECtxutxTq8/PzGI/HODg4kHkher1eLPkHBwfY2tpCOByWKAdGMxB0tVgsSCQSolI2mUxotVrweDwIBoMIhUIyw4X/nQADlUlU2TBigwop2oE7nQ4mkwkuX76MwWAgFmE6jxjPxsgvi8WCXq+Hb3zjG2g0Gvj5n/95eL1ebG9vS1FN8MLj8cDj8SCVSqFSqUgmudlsFtDAYDAIiUKVndfrlWxyxu14vV54PJ5z6mXGvjWbTVFZud1uDIdDifFSvit0mCiVRIy9K5VKcu8BiAJWmb/Kz88GneAUXVVsYknKWCwWyey9e/euDNkDzlStBwcH8nso8+sJpPN9YEHK358FIgFKZaFNd4oSVPysLmVMBd9HZVwXiWEOgFUCsrxmjHvhIlDDYpygNucC1et1fOMb30C73cabb74p5AP3SYJBzWZT3GQEWLjHOp1OAfRJFrOB50B0xi6wMeO+xufp6OgIPp8POp1O1GpsKDjQ9uOPP0a73cb169fh8/nw6NGjc24INrZKUM/v96PT6SCZTKLRaMj+xnlMVMDyfbx3754MHzYYDKJap9Lu6OhIlPEEqwKBgERE0sXCfbbRaIjjg3+PWcl8j+k4I0nBJo7PPQEzxv/Q4cPngsPRqbYmOUpykpFUBPzK5fK5nHCCdwSKufdz6DaBt8FggHw+D6fTifn5eQwGA7mfXHQmMR6BIFq325UzNBAIyL5Uq9VQKpXw2muv4dVXX4XL5UIgEMB3vvMduaZKFT3PZJ5zBE+oOgcghDbBSV5/l8slz8re3p4oQvkM0CXDgbp8noCzQdB2u10cIp98z05OTmSfBCCROAQ+NRqNkIyc7cB6hnsj9zieuSSt+R7zff+sLipGle47ghvccwgkEYCjS5iiAILgJAAIfnEOW7PZFJV/vV7H6ekpfD6fRFDRyeHxeITgZI1J4oX3n78XBT88LylGoPBAqXb1+XxwOBziTmIcF91MGs3Z8NxisShzfQjek4zu9XoiIJlOpzLvivvZaDSCy+WS2lI5X8bj8cBgMKDZbApRFQgEhKjRaDRwOByIxWISbZbJZHB8fCx7JN9n7m+5XA4Wi0UGqhuNRoko45lusVjgcDjEgcHaMxqNYn5+Ho8ePZLoGQ7tZQwb9zWSzjxn+C6cnJygWq3C7/cDgOxHnDcTCARQqVRkmO9wOBQhzGRyNvOIQCwjHNfW1qSOSqVSEv1FERGFAKzzY7EYOp0OPvzwQyFqeAa6XC6o1WpkMhm5znQD0HXFuWC8R9FoFHa7HalUSmZgKGckklwguT8YDIQg5N6jdPtyLhqjkNh/AGc9k9VqFYKeew8FY8fHx0J2ECimKpozsVKp1DlXJJ1eV69eRSKRkN/fYrHAbrdjbm4OH330EcxmM5aWlgQQzeVy8Pl8f0s8QAKT791ndY1GI3E+KJXoytmB7C+5XygjXPk/ArSTyQStVgvhcBjHx8cYDAbSS7BPJkHLWWqNRgORSEQckKzpq9WqkB2s5Snm4znV7/cl9cBqteKFF17A1tYWer0eSqWSnJ+9Xu8caUki0O/3Y3d3V8R2lUoFFotF3F18jjkrjhG0lUpF/pzPLWOzGN8HQK4X+8dnz56JCJKRYJPJBHq9XqKmi8UibDabxE/5/X5Mp1N4vV50Oh2YTCYYjUaZ2ULnfa/Xw/e//31Uq1X8o3/0j865jDjrxGAwCBlaqVRkvicxCY1Gg0KhIE7ik5MTxONx7OzsCCnf6/VQqVSQSCSkPtJoNHJecU+IRCIy84N9L51yGo1GSH0S79yPfD6fzHri9SfZenJygmfPnskzwbkv3M+Wl5ehVqvh8/kkwm9jY0MEo0qXSOv/GQBPJ+j8/DxUKhU2NjYwGo3w8z//8wgGgxgOhxKzxj6p1WpJT0viQ+mAo+iBAq3pdCqCQoofdDodWq3WOTEHHdihUAgnJyfweDwIBAISk10oFJDNZmU2DkkUlUolPf/Ozg5OT0/hdDphMBjQaDQkepFEEkkUDpnnolCYvTTP1It1sS7WxbpYn+76iSZRlM0FVUefBBQmk4k4PlhYUr3Mhpp2cwIhVLQAEHCJgApVB7PZDLFYTLItTSaTqAXtdjseP34sQ8uWlpbw4osvygDPb33rW9K8Wa1WsRdTjdfpdJDP50U1x0KP6v6lpSWEw2FMJhM8ePAAer0e6+vr51SqVDbzZwyHQwSDQYkHY+4+s58DgYAoHzgfg3mdVF9QiUwQB4AAghweZzAYUCqV8PLLL0sclnIgfCwWE2v0X/7lX8pQVF5nZh8zjkWtVmN5eRnPnj2TODEOteb3ZGPJ2S9KtSHvq0qlktzxSqUiBX2/30cmk4HX65WmP5lMimtmOBzi0aNHMjeGgMz8/DwePHiAv/7rvxYVNTOAmW97eHiI09Oz2SCXL1/G66+/jsPDQzx8+BB6vR7xeBzXrl2TGAoOYj45OcHe3h7W1tbg8Xgk3ouZvlRu091EsFE5qJjZte12WwpsgimxWEwIMypeSqWSEDD8eyQcGf2gVp8NcaR93mq1yrA/vnOMc6LN3efzwW63Y3d3F4eHh7h9+zbm5+cBQNTAJycnWFpawsHBgYAq9XpdAF0W5lSX04kAQFSsbPqVDpS/DyQKGzxltCGjW5TKQqX7hA008Ny1RLBd2VRzD6VSNBwOy5D3k5MT/M3f/I00V1evXoXRaEQqlUIwGIROp8PNmzeRSqXOEd06nU5ISwLYBM1NJhPS6TRsNhvC4bAMG2ecoF6vR61WExKPqluj0SiOPape2cAS7JpMJohGoxLJFQgEAJyRciaTSWISOQRVSQ6Mx2MBxPnsMbonGo2KYo8xFySUGD/B/ZOADkl6Lp5jJpNJ3BDKaCmqOy0Wy7lYLgKiBN4JAIdCIVG6M0qKsTR8lxYWFtDpdNBoNOTeDAYDZDIZmYHEeBuHwyG/H/cz5i+T7KaKm8/GbDaD3+/H2toa/vzP/1zcanq9Hul0Gqurqzg+PhZXIWMr2u02Tk9PBaRlozqbnc3IYtTSYDCQ2VrAGSkXCoWQy+UkH51KcH5uNqUEcBidyNxxvhvtdhuVSkViHACIwpWRlRRNLC4uyjPF84fARbValWbZ5/NJ7JwyeoGAKAeTKtX/JFx4rvP9JGnM/87nke85wUP+Ocmvz+JSAv6sBam4JsjG/YeABUkGEvrKaBTGcMRiMYlqIznB70PhwWx2NiuF81L6/T46nY6AFoxmYqQYQUy+MwSrqYolucv9mwASnS1qtRrBYFCUrd1uVxyqdHSq1WoBMOm25ewAuopJLgEQRxvFHaFQSFxTrIFdLhc0Gg3y+TyazSYWFxflnfH7/RLlxxqDjo1qtQqPx4PT01OpKZk3z72Lf8/pdMreFggEYLfbZdYV90eKM0iKNJtNIReVCl8CrhxwrnTyMmaQhDGfFQLCnE8FQIiucrksMUInJyeIRCKyp2QyGQFnHz16BLPZjFAohKdPnwpBodFoZCYFI/24VxMM4/nCGYqpVEpmOlEAxT6HewR7GT4ndJSzvgcg+zXrdb4XJPZInnCeymw2OxfdRdc9z7dut3tuD+LzyohfEodGoxGXLl1CMpnE4eEhNjc3MZ1OZX4UrzUBW+V8oEgkgkuXLuH09BSpVEri3wh8DodDrK2tCenearUQj8dx69YtfOtb35J9kmIKxjF/lhddkCRRjo+PhSijEIZqeqWQhvsia2U+V51ORxz2/X4fuVwOi4uLImKJRqOYTCZCKrdaLXFXkmylsOOT0aQkJwkQcy+pVCpwu90wmUy4evUq7t27JzGHoVAIhUIBwNl8iG63i1QqJRHXrEEoDqPbrVQqyfw9XqdcLgcAsv9SjMXIK5/Ph+l0ip2dHUkf4Dmj1WqRTqfhcDgwNzcn5wNw1osoHSFMsjg9PRXHCGs61lesu+LxuETtdbtdFItF7O7uIhaLydnBfYpzKSmssVgsEsHN+oWCPDoKKWrhech9+fHjx1heXsbp6Sk8Ho+cUbzue3t7iEQiCAQCqFarIqqZzWa4du0aHj58KLP7GBtos9lw8+ZNvP3220K6MSmBkYjEZg4ODlAul+H3+3F8fIybN2+iVqtJigT3ao/HgwcPHojoy+fzSUQ3SahqtYqVlRVx9UwmE3z88ce4c+eO1HJbW1uw2+1yHlFwq1Kp0Gg0YLfbhYDic5vJZASnINHLryUexF7WbrejUqlIXFyj0UA8HofP54Ner0e9Xsfu7i4+97nPiSiCZCKd5nRe0rWoJLXYxwGQ/kcpKFRGLZJEvZiJcrEu1sW6WD+c9RNNovCwYHwBwQPaxKmKJpDAP2eRTbBeOZiLNkgA5xRsbDQtFss5tSgBJoIY8/PzaDQa+M53voN4PI7XX38dc3NzSCQSKBQKMkyNNmdaptk4s0ChdZ4KAw4ABIDDw0MpiG/cuCFAeCgUkkM5nU4jm83C7XZjdXUV/X4f2WxW1CMcCKpSnQ27p3OBltBLly7JwUxVHucGUG0xHo9x9epVyefm4HgOt3z77beRTCZlsPDm5iay2SwqlQreeecdaLVarKysyFA4qkE4tDASiQgZ0mg0RE3tdDqlSM/n8zKDxOPxyHVkPEU8Hsfu7q4oEhlx1ul0UCwWEYvFBETc2NjA2tqaRFpMJhPE43E8fvwYh4eHCIfDcDqdmEwmuHr1qijU3333XVFvf/WrXxXF52w2QzgcFgVlsVgUKzYjMebn54UEuXHjBh48eIBisQiDwYB6vY7hcCikH4fKe71ecbxQKdPtdpFIJMRdxGLP7/eLTZuANxuH/f19AftYjFFlxNkNdEtRkRsIBMSRVKvVxJ2jUp0No4zH4xJ9xnekVCphZ2cHV65ckdg0xgURLKEqmGosNht8X6m4IVFA0oygFtVJvPcEJz7LKmzgeTyNskhmI8xroiSXlU4VpcuIGdaM+uC+CZyBtPv7+wJKx+NxATjeeecd6PV6hEIhyQwGzsgJkoskPukuoZKbgJdKpZKhjleuXJH7xtkRJAqpYmOzx32Ac47Y6J6enqJer0usi9vtRrlcxnvvvSegGQABoSaTiexhJycnoiLk/kd1OVXtbEDz+Tw8Hg/i8TiOjo5ExdxsNhGPxwXYYryN0+mExWKRGQl8djUajexdAIQA49BrEoi1Wk1mKrE5JxCgjBNTq9Xy2dmIcqYMGz6CZxQZ8P5wXhUVqxwWT1cf3Skk200mk5ALdrtdHD2M2bFarVhYWECz2ZR4DubeU7np9/sFVAbOQNtSqYS5uTkBBBj5wFgZAh4cLqx03g0GA2i1Wmxvb2NhYQF2u11i1+gAJDnFs3w8HiMej0OlUmFra0vus8vlglarFZAoHo/Lc857ViqVJO+dylAOLiWpFIlEUCgU4Ha7xQlAEJDPGMFWEmPKGDsA52oXKoY5V4W1D59vNtp83z6rq9frCbHOs5/OBgAyg4QuAuU51ev1UC6XcenSJQGBMpmMzEMyGo3I5XLodDoyG4mO1u3tbfkZVqsVpVIJhUIBXq8XJpNJokUNBoOAL1SDMvqN94ixsgSISPQwprPT6eDw8BCJRALz8/MSidftdrG3t4eDgwOpZ3n/qdynY3g4HEosLBfJlEgkApVKJcPKGYPD68nak+8PxQ2hUAjLy8s4Pj7G5uYmHjx4IGQFAT668zqdjswO6na7Es/j9/sllpXxPoPBQMDfT7rtFhcXMZvNsLOzA6/XK/stSXUOGVY6/6jgHY1GUsMSDKXwh26JYDAIs9mM+/fvw+v1Slwlh0gzcobulOl0KsAywUreC5IV1WoVg8EAfr8fTqdTSPB4PI5KpXLOwUHHDWfTdTodydNXusxIlKjVathsNqkxOZeOKmqemSSNlG417r/87MAZGc2zaTqdyqB5ng+z2Qxer1ecUHQ7si+Ym5uTaFebzSYDtt1uN46OjiQGieTe6ekp1tbWsL6+jn6/j1QqhY2NDQF86fLpdrsy6+L4+Bj1eh0qlQrpdFqENAQq2Uewr/ss738AZL+h6pxEKh0WPLcp0uDzRtAVgOwbFB8xIYExpy6XCwaDQUQIJpMJm5ub0gNQYDU/Py/vh06nw6VLl4Qc4z7Md7ZUKuHWrVsYDAYy+8lgMGB5eVmiBt1utyj8ScyurKwgl8vh1q1b8Pv9Mjies+dIOqhUKolaZUT1lStX8OTJExEmjMdjmTNGsq5er8NiscDr9aJcLoujisQ4yUAK/fb29s659Dudjsx0CoVCQrK4XC5xXBF30Gg0WFtbw3Q6xerqKp49eya4wh/+4R9ifX0dHo9HwPHRaCQzVikCpcgun8/LvEn2vxTssLbi7K+5uTnU63XY7XaZGcZegLOMOMf0r/7qrzA/Py8iSr1ej1gsJvtjp9PBwsICNjc30el0EI1GxYlJ4owiNxIoTqdT5oLNzc1ha2sLBoMBOzs7cDqdyOVyKBaLGI/H2Nrawu3bt2GxWMSZ1263RVwwmUykX2ck+nQ6FYf7o0ePJOJ8aWlJznH2oBREUKRktVplhmkqlRIiZDQaieOFIivGS1LgAEAEiKwFPR4PGo0GEomE7O16vR6lUkmizoAzgq9QKEic4+npqcxQIZlEoaAyfYB/Xxm/SJfk3wcC+WJdrIt1sf5vrZ9oEoX2cqU1+ZMkCAA5xFk4EmwguMiCmwAiQQ2SGvxvw+FQBsRWq1V0u11RmYZCIQBnjSmLDVp8o9GogHOnp2eDgalCYcHExppzSGhTpmOE0VaDwUAAnWQyKYcxlXxU0k0mEywtLQmIybgsqh3Y0Hc6HVGiU63C4iIWi8mBXygURAVGgJ/RGQTe/H4/arWa5KES2IrFYtja2oJWq8XHH3+MXC4Hj8cjjeXp6Sk6nY5klbJwzuVysFqtovZrt9t4+eWXZSaIWq3GwsICCoUC7Ha7NH2z2UyaRxawnFXCTFmbzYZGoyHgfC6XEwcKFUdUqZIMYcPPmQ8qlQoOhwMulwuz2Vkm+1/91V/hjTfeECKDOeWtVgsLCwvnyKh2u4379+9LNAEbDMaEkByhSopxOQ8fPoRGo5HBhIPBAEtLS0JwMG6C37fRaJyLPCsUCsjlcjK4lVFEjH6gikd5HajIZlwPwQcCQBzsabPZhOSgm2c0GiEQCODq1av4sz/7M5kBMRqNEA6HJS+dKipGslEtR+CHFnY2EASBAQgwDDwfqE43xWd5EVhlE8jGmAAfm0TufdzXuAcQ9OH+SDCEIIpyby2XyygUCmi323C5XDCbzQgGg/joo4/wUz/1U3jppZfQbDbRaDRQLBbx1ltvodPpCFnLSAmSHASvGVPUarVEjchsZ/4uHID54MEDjMdjhEIhUfTOZjN0Oh2JRBgOh3C73Ugmk+eISJVKJbECJOA0mrOZRdVq9Rx5EQwG4XA48PDhQ3Q6HcxmM3F11Wo1AMDa2hqGwyHK5TKA55EmnU4HOzs7iMViaDQaAvIMBgNRq3GIKd1wPp9P4iV4D2022zmVPd1oBL0IuPI+q1QquN1uiYigww2ARPPwPGMsFT8b33VGCFHFy/10Op0jNAa/AAEAAElEQVTC7/ej2WxKJBHJVjrHTk9PxSFIkI+Ot1gsJio7NtQejwfZbBaFQgE+nw/Xr1/H/v6+gL38PATIqexkbFkmk8E3v/lNfO5zn8P29rYMPuXgWoIuarUaJpMJ8XhclNaMiZnNZshkMgiFQtBqtcjlctja2sJgMMDq6iqi0agMpE0mk4hEIgK2Epzb2tqCy+UShx3jjUg2M46Js2ZYG5CcIymlBHP0er2ctcroLgovuJdTbci6hQIMOnNJqH5WF89NlepsBg9dxDyn6QDjNSOAQ2UsY+22t7flHKzVami32zg4OBAChZGjfBafPn2Kg4MDqFQqca/ybGQsCSO8SGQp3zM+nyRvKRBQqsYpKOC/c04c5wQxRszlckkEIaNsWGMQ9GQN4nA4zs22MJvNuHLlCpaWlvD+++9LzcP3Q6fTIRqNIpPJyGw3ujt49p+enuLp06eiBLfZbFhZWUGn00G1WhWXLgmOT85iWFxcRDablVqUoiWHwwEAMv/Pbrdjc3MTN27cQL/fx+bmphAcrNNeffVVdLtd7OzsiGp6MBjIvu9wOFAul8+dd5wHwdgyusOq1SqazSbsdjv29vbkWrA+4UBtCpHo/OO7R6CO4DFdvfV6XSJyOMOPQKBafTbnwOfz4c6dO3jvvfcEQOaAes7eoXudoCpz+un6oyPd4/FIvaTcO4xGozw3PEOVkbMkeegwZD3PAdetVkvcTn6/HxqNBkdHRwKY7+3tAYC4hSjSoZhnfX0dlUoFe3t7sFgsuHz5slwLzsIBzs62t956Cx999BEajQYsFgu2t7dx9epVqUEBSKQcAVwC1nRyflZrQX4u7oNK8JQ1MJ931nJ8FhgJSPKBoj721dPpVOL55ufnxWHebDaRSqWEyKzX61hdXZV6RRkx3Gw2z9Xk7FUpZuC9YcwcABFFUjBAkrDb7eLw8BCXL19Gq9USpX6lUsHy8rI4VthPk2BnrcqzlX0/SVBlzCLdiJVKRWotijOUscN2ux2lUklIRc5Lo8CL5LXb7QYA5HI5iV+mY5k9TKfTwXe/+115l0qlEtRqNY6OjlAsFuX8ofiPGAfnlQIQQQwjthjZyD6KMcqs6Th7g8/IcDhEtVoVUc7+/r7UIZVKBbdv35aI3o8//hgej0cctgcHBzIPbDKZ4OHDhxKJZrFYUCwWodFohFwnKcNIR56D29vb0p9QTLe1tSXJDZlMRiJ8O52OODMZzZpKpWSOXbfbRTablbOVve2tW7fQarVgs9lQrVbPOS3poAMg9SSTHQqFgggjGOtFdyTFOSSXicP0+30hpLrdLsrlMoLBIGKxmLyTXHSX04nicDikV6ZjmgI4CocBCEnKn0uSXDnTl1jYxbpYF+tiXaxPb/1EkyhGo1EaUjbOwPPYC+UBxUKTKjoWm1S/s7kl2M4Dv9FoyPehOpuD2VutljgZuFjkGAwGpNNpUacUCgUcHR1Bq9UiFoshlUpJ4+R0OpHP52UoMvOsqX7mgUwL/mQywdHRkfyeVLa2Wi0pWi5fvixWXgJqvV4P9Xr93NB5qirYRNF2zEHAnJVC8IsxEv1+XzKYm80mLl++jEwmI80P529otVpsbm6i2+1KUULViFarRaFQQCAQQCQSkdkl9Xpd8kSPjo6wubmJ1dVVvPLKK4jH49jb24PRaEQ4HMbJyYk0qFS9UHXl9/sl95TKeILJbJQBCJBLhfje3h5msxlCoRDa7TYSiYTk/9OpsbOzIy6LUCgkgxP7/T4ePXqEubk5LCwsyHUnaWez2WA0GlGpVFAsFrG3tycDZPf29hCLxUQZT6UxCycCCWx2+DwvLS2J+lin08m/h0IhTKdTUTQyvoeKeIfDgb29PTidTrjdbjx8+FAUiQRNq9WqkBsc3JpOp+XaBYNB9Ho9rKysCHlDRbxGo5G5PleuXJHmm5+BToWTk5O/NeAvn88LYMgiXwkS0mVGlRXfed5PAHKvP8uLDSgdCfzsVF7zuijdF2xolYpEDoAkAEEQW+lcoW2esQN6vV4ylf/6r/8aCwsLErnHWRbMI2cc13R6NquIBAD3W5/Ph0ajgVKpJMQqYyJisZg0xVRIMl6EDjUS4WzKGX8zm50NunW5XDg6OhIyR6VSIZlMIh6PI5fLiduJ+xIbIrrf2Gg1m004nU4BA5mxzKaPA6JPTk6ETGZEC8lqRiqQAGw0Gkgmk+I64e9H55AShGVjxHvJ+0iwnKARgHOzUZTqb5553KcJ0nFwtc/nw+Lioii8Z7MZqtWquOdIshPYI2Db7XYRiUTkTKIyknspwTMAqNfrcj5Mp1O0222Uy2VEo1FUKhUBU9lkc78j8c7zjqQHRQChUEgaZoJnvF4k0QiqcG4PI4oqlQp2dnYEYCJ4zXtKdxIzzbvdrjS4vV5PwBv+TGX0E+eBETgiuayMHCRhSfKDMTl8t5XOI+VsBwBSu/DfSb580qX2WVtUXxNw537CaBEAApCp1WqJ6qJLgbEo5XIZxWJR3K3lchmtVgsAxOlEJf+jR4+QzWaxtraGcrks8SJ0DJHwdDqdODo6EsDNarUKuE5gzuPxoFgsYjAYwGazyV7Bwdt0cXCfr1QqmEwmcLvdaLfbIgQhMchzkdFiBEXpWFKep3Ql8x02GAwyvy6ZTIpqeWtrC2q1Grdu3UI+n5evCYfDUKlUePz4sYDtarVagGzWrQTIer0eUqkUbDYbQqGQ1O2pVAqLi4t49uwZDAYD9vb2cHx8DJfLJUAvXd4WiwXf//73RR3Oa8KIU7fbjbm5OYRCIRHTLC8vC8CWyWREmEEA3mQyiQq5VquJKMdmswkB7/V6pQbhfJxkMol+vy/3j5/X7XbDarUinU6j3W5LbCFntoRCIYTDYczNzeHw8FDclXy3WbMUi0UZqs7zmcTseDxGPp8Xtyb3FopecrmczFWhcIIRqeyb0um0uJb4HHFG12AwQDqdFtdBp9MRIJPnJMm5fD6PdDqNk5MTIeHpdGZvtb29LYPl2QMtLCzg9u3bePr0KbLZLP7n//yfAICXXnpJyB6Px4N2u4179+5hf39fVOo7OzuYn58XQL7f70Oj0YgKnw40zpv6rBIowHPREJ8dnj2s+5SiGAKxynqRhNp0ejYrijF2fHZqtRo++OAD3Lp1C8Fg8NyZValUsL+/L0I4Rrq1222Mx2OJxuLvwv2HDstqtYpQKISFhQUcHh6KU306ncLhcCCXy8n8CfZP3AspIuDzHwgEhJQ4OjoSV1I+n5d+muQN1fpK15wyBo/R2Zy3QdFQIpFAv98X4oURUfzsFEQwTo1Rri6XS5wRHo8HkUgErVZL3i2VSiX9J122JArYP7Jm+uijj3D16lVUKhWJ/+Z7TYcj0xzYR3W7Xenn2OszdtZgMIhjjy4u7juJRAIAxEHodDpxeHiIyWSC69evI5fL4eTkBNlsVtxvjNJl/B5rZfYp3GtZgwGA1+tFLBYTMr5er8scWDq6WUMTC2F0IOtYOkKy2Sx0Oh38fr98fjq02Yefnp7i0aNHaDQaCIVCcLlcCAaDyGQySKfTEpMYj8eRSqWkRyLmotFo4PP5UCgUJOKVsbkk5nu9nkTVAs/rkJs3b2J5eVmiF5VRrMSVisUinE4nfD6f9DJ8b/ke8XuSRGFsF2t6xopexHldrIt1sS7WD2f9RJMoygx/FpLAc6CQB49yhoLS5k2LLA8wDu4FnquK2eyyMCHpQMX2cDgUEoJF3Xg8RjQaxePHjzEej7G7u4tUKoVCoQCXywWv14tarSZgSzablcOQII3SWcPPSPs+waFsNgsA8j1JKDBSS6/XI5fLScHCvzsajQQgY8PN4oJND4HwUqkkzgQOxWPGaa/Xw71794RA4GJBwwLPZDLB7XbjyZMnopyr1WrodrtiFddoNKKC45yT09NT7O7uYjgc4s6dO1hfXxdA1GQyiTKKwzw9Hg+0Wi1SqRQAiOI0n8/L/aFCn2BhuVyWYoeqUzpNOHCa6ql6vS4RA5wFw+vEGAa6dKbTKVZWVjAcDiWSI51OY2dnBz/7sz+LW7duYWdnB4VCAb1eT8g0zq2hHb5Wq51rRgjCmEwmJJNJUYtzLgSbIKoaCeT6/X7MZjOJ6LBarSiXywiHw7DZbNjb2xOww2w2S0SP0v1Bxw6JJA503t7eFrUPiTHeU2Xc2NbWFr761a8imUxie3tb5iH0+30Z9EtnDIFhAprKqBoC7Epyk40f3302jJ/l5hmAXA9lIc4imoQKQXUCstwveX34dUrwkcQJl5KEJmHNgZErKyuyx3F4+IMHD2RWEmd0tNttAaAI7gYCATQaDZkhFQwGxT1CwoAgfyqVEuUvgSZ+XuZvs2FgNAobNs4cGg6H8Pv98Hg8EuHD54t7Zrlclq/nHA232y1ztbhX0jrPRo9Nu0ZzNocpl8tJBANBN77T0WgUBoMBb731FsxmM5rNphCLBB3YdPEdYWQX41MYN0H1O/cengP8OkYBkGQhGUSChoo43tNarYalpSU4nU6JrKELUQkmc99zOp1IJpNyZpJAN5vNSKVSAqrRXcPMfM5h8nq9Mqyd8S8azdlQdRKBjG7LZDJCkDgcDgEc+Hc8Hg+q1Sp6vZ78rmx+CQ4wm7zRaIiTplAoCIESCoXkum1tbeHSpUvweDzodDryeQHAYrEIcEL3IAlixpxRTEEBBTO8qf6map3uFNYxrEP4LCiBKJ4BBKb5/LOm4fNJYI0E6mdxsaahmpfXge8M/5/EqN1ulwx4gm5K4QPJ1nQ6LWpTZqRbrVbYbDZ5P65du4Z6vY63335b9iUSxYyg40wNRpDQicw5EMw1pwuMRAcjbOgkY01Fd1epVBKAmOA8M9y539PpRsKRylgqw2OxGADg1q1bsNlsEiW3t7cnLg2SE5FIBKFQSGaWHRwcYG9vDwaDAcViEb1eT858ElA2m01qCKvVCq1WK0OmlQNxOVydKmgAMnSZcXgA8ODBA5nxQTEIh6rT0UXwk8prRue43W6Ew2F4PB4cHh4Kme/xeM7Vfw6HA41GQ2ICGe9ls9lweHgo4pPt7W186UtfOueSY13W7XZRqVTg8/kQiUTEYUhnBc8VAlyDwUDU5nR6bG9vy2wn1pOnp6fiouTn5jlEoJx7Hgl+ZUSuy+US4p0kK/BczU5nP8kjtVqNfr8vamxlTJrdbhcnKZ0I7BvoPOV/JxFNMDcajSIUCmFvbw+XL1/GtWvXEAwG4XK58PjxYxkKzWePdQsjJbVarXyPjz76SNyuTqcTLpdLSCB+LcUKn9VFlxHPcKWAQJlMoHQVM4qNkapKIQaFD3QE0EX27NkzuFwuISqn07M5QPwdzGazzEFkXUWiplwuS42ljATl+0wH0sHBAU5PT2GxWPDCCy/g6OhI9m/+PgT9Z7OZCD8osGFEFckZzuqkE5dD1FnLcNYE52SxduR7ws9GopOzOhjZxP2aNbfdbkcwGMTW1paQFVeuXIHBYMCNGzfw6NEjuScqlUrcIfwzkof1el3OARLJoVAIjUYDfr8fLpcL2WxWhDZ0oHQ6HSQSCXi9XukL6fjT6/WIRCJCStA5TLK+3+9LPPPp6anMt2Jqw5MnTxCJRGQ2XSqVwvr6Ol555RW89957GA6HEm+u0WhEmMhIVrfbLYIWunkrlYrU96wb+VwUCgURajYaDSGdKAhyuVxIp9Pi7Nje3obP5xMSkTNEuP9brVb5f+Uw+lqtJv/NbDajXC7D7XbLLC4AEqnF+op9FPfBT9ZyFPcpZ4CRWHvppZeEtGMdBzwXxE0mExSLRayvryOZTOLo6Eh6W54brBEtFovM7FL2w0qh1md9/7tYF+tiXaz/W+snurtWglgEBAn2UWFB5S0PPxaIPHBYQFgsFlHJKBWdVJ9SFQFA1NeMQyKgx59J9cb+/j5yuRzeffddZDIZ1Ot17OzsSGwW7bycJ0IFMxsugkgEgPh5mcPJKBLO2uBwdKXFVRnd0+l0kMlkBKBi8cdoJRbMPPyfPn2KnZ0dUTx2u134fD6Ew2F4vV6JvLlx44YM9+R1BCCKiu3tbWxubkpRMpmcDdZjBBSdN9lsFuPxWABXDpi7ffs2otEo2u02isWiFIBUDP7UT/0UnE4n4vE4Ll26hEAgIOrnq1evolqtSrE2HA4FCCGoS8KCCngqhAeDgaicqXbkM0TQjOqY3d1dbGxsQKfT4fOf/zxGoxE+/vhjGdBaqVTEqcM5LhzmyaKWiqtqtSoqKDYIjAmq1WoSLUSQ4OTkBPF4HGtrazL0lYBhtVr9/7H3XzGSnel5OP5U6Mo55+7qnGamh0MOOQybV+JK3pW0tiHbAgzZhu1bX/tagAHDF4YtXxiQIcBBKzlIAgRLWmpFcZfkcDg5dE6Vc47dVdVd9b9oP++cpmTj5z9oWTvuAxAkJ3R3nfOd73vfJ72o1Wo4PT0VwgW4iOXi4FbGkNChxEa51WoJmcKBoPx+VL5Q0cQ1RACDUXm0MpdKJTx69EhUnxaLBdvb2wJwF4tFzM3NyTqn2ocxAyQUdTqdAAD8hyTPF10XfL9f5YvRfyRD6PjgvaFyiveFDQ73N6UjixEtVDCx+CY4xP2HDSMAJJNJPHjwADqdDk+fPgVwAepRPUUQS6PRYHl5WQa/AxeuAs6IOj09hc/ng0qlQrVahV6vR7fbleHc5XIZ/X4f7XZbYhEcDocoqJUkGnP4rVarODPowjIYDLh16xZWVlYEyHS73TJovtVqodFooFaridKQBCabQZJ+kUhE3HB0eg2HQ4nJYqY3yR0C65FIRPbofr8v8WU2mw2vv/66kMRU104mE1itVpmFRIeaMvaHxAaBU5fLJe+ETqeDyWSSrHo2bTwHPR4PjEajRFXp9Xo0m00Eg0HcuHFDZhMoIzgYvWG321Gr1XB8fCzKXyUQrBQ3+P1+ASEGg4E879PT00szG0gMcuA0QQWefQBkkLbD4UA4HIbP5xO1J9WEbrcboVAIZrNZAGyqCkkkTSYTxGIxPH/+XGbC0EG3ubkp8YJerxedTgd6vR7Ly8sIBoPY2NjA22+/LXPHYrGYzHTgvpVKpbC9vY3RaISFhQWZk8DPy2Zd+V6RAOa7ybpESZDw//muU1HMtcB9TykgeRUvAsKsnUi2U0EPQIAoo9GIeDwOvV4vwoqvfe1riMfjSKfTSCaTODg4kJz/jY0NbGxsyCwPnU4noKPZbBYQDYDMHnG5XBILxbqOUYVUypvNZplPoBT5KJ3VBCRZo5HcZdxWIBBALBaT9RQOh6X2ocMuFArh5OREaohmsylKZAKRer0eT58+xe/93u9hZ2dHBEE6nU4Ay3A4DIfDgWKxiEePHqHT6cDr9SKfz+Po6EjOdMa3LC4uwuv1yn/zHeZ+qxwmTdCfZBHJmvPzc5nVR2D3+PgY6XQaAOT+0/lAItbhcEi8F2tizktIpVLI5XISTarsAziv8OjoCA6HQ6JRGVeVSCSEGDg+PpZZMdFoVKJXdDodstmsqKhZb7IOqtfraDQa6PV6ODw8RC6XQ6/Xg9vtlhqpUCgIQFyr1QAAHo8Hbrdb5vKwTmP9RqU1IxpNJpOQrkonOffZer2OWq0GrVZ7Ke6KsyT6/b4A8XSbhsNh2X9Yl5JwT6VSKBQKElFMYls5/Joxr5FIBMvLy3C73ajX6/jggw/wwQcfYH9/H+fn59jY2EAoFMKTJ09weHgorqT19XWYzWaJZ2TNeH5+LoIACuI4t5LkJPvAV/Vij0silSQa7wkJJeDlmmcNqDynCcjz/xkLxbjOjz/+GOl0WqJP19bWRGDIOWfci8fjsYDV9XpdYrC73a7MDiLxAUDmad6/fx+PHz+Gx+PBnTt38MYbb6BcLsNkMuH27dtYXFwEAHHK5nI55HI5RKNRIVe73a5EOfP94p7LOpBiEgBy9nL/HQ6HSKVS4pQjcUyik3WGVqtFuVxGrVYTgqBcLqPT6cDtdqNYLEKr1YqIo1qtIhgMwuPxyDvCn0en00mUE10tdJaxZg0EAvIO7uzsiHtaKZAxm80yiy2Xy10ShdBVRMeixWKB3+9HrVaTOUUk6e12u8SQkcz0+XywWCyo1WoiEJqampIZY4x7ZEQhxaZGo1FmdHBP1Gg0ODw8hFqtRrlcRrFYxPHxsQhFKXZkraQUFaRSKalzKGYleUdnH3vVyWSCg4MDVCoVRKNRrK6uCtZgsVgkhnVzcxPZbBbvvfce/H4/yuWyiAIZl6istZQpC9w/KbIlmUTRFh3gFosF8/PzUidy72X/BUB66uPjY5hMJszNzYnwke856//hcChOd2USA/dyAEKqvuqJDFfX1XV1XV3/N66faieKUnH5xVgbKmkIQihJFCVZwl+jSocABv8uAFFzWK1W5HI5Ado5pJvN1c7ODjY2NvCVr3wFx8fHotCi1Z8Ht8PhwOnpqQA0nBHC/GaqNQiYU52g1V4MCufPwsKpUqngo48+wrvvvguj0YitrS2JayFIqdVeDCll/Bib+PF4jFKphPF4LDmwdGfQus/hbWymdnZ2JMbkxo0byGazooqJxWL45JNP0Gg0JFuWM1n4darVKgwGA05PT0WhcXJygnA4LMOUmQdeq9WwsrIixSnVTyrVxVDJGzduSETC4eEh5ubmZLBhKpXCzMwMXn/9dRmMPZlMkEgkRGHILFEAlxxGp6enYpPm75OMYEwawSoWmSaTCcfHx0KIABClJRsNl8uFzc1NlMtlAXrZfFMVdHR0JHnDjDdjccl1RxU2ALEVMwZsOBxic3NTANBisXgJZN3d3YXdbhcA8vDwEJ1OR35mFnx0KykVYBys2Ov1RJlIFTnXqMlkwu7uLtrtNmw2m3w+nU6HX//1X8fXvvY1zM/Piwrr5OQEnU4HMzMz+OEPf4hwOIynT5/KjCI6tP6ieBrGH3Ef4D0HICDjq3xRVcjimqo5FtX8dRb6AC4RsiRbuH8S+KOKU9nQ8L4yL56AM9fcwsIC9vb2cP36dayuruLBgwcC5FWrVXG0ZbNZidGy2WwyLD0QCMh7TZBMp9MhEAhIE1oul7GwsCANxGTycqYViVwAoh7+1re+hVKphIcPH2IwGGB2dlayrQkU0DHg8XgEiM1mswiFQggGgxIlwXtNAMBoNAoYNRgMJGqC2fUmkwn9fh96vR6vv/46+v2+DElWq9UCvFJB2Wg0LqluqVQHLiK/qOAm6MohziRiGTmojOugY4PENe8P4z34bJknr5w7YjKZUKlUMDc3J2QlHW9er1eitRqNBjY3NxGNRpHNZkUJWqvVYLPZkE6nEYvFhLiPRqPQ6/XY2tqS+TAEW+jWOT+/GBL99a9/HblcDoVCAZFIRIhdukCYa815LySEqcKNRCKisq5UKjIwtNPpYG1tDX6/H8fHx6Iy1Wgu5lNQUUhnHgkfNvLhcBgbGxuYnZ1FLpeTGCXWEpx9QxKlVqthZmZGBiFzBhUV34xPIZDFZ0giU+myYz1DoJQ/N58twQruD6/yYGWewwBE1UnwkHsfgb5YLIZ4PC7PlrNqtra20O12AUAcpSTASB5yPZHQJDC9vLwsg8IpJuCfcTgcWFlZQaPRkHkmjJRjXUrBAgEYugpZgzCSSkl69Ho95PN5OBwO2Gw2FAoFOXdJXHMukN1ul/eJ7ltGvA4GA1QqFbRaLVHwDodDIWsnkwni8TjMZjOKxSJUKpW4VUhWn5+fi/vDYrHI7DoCSdxLSBixFvL5fHA6nfIZAUhcFYU0JIn5TAHIs2bkHaMK+Y63Wq1L4imqyun8ajabWF5exrVr15DJZGSv5nnAKCC6gXO5nNRo/HnooHzjjTfELcJ6jqBwMBhEoVCQmSpqtVpUzkqlO89OKppZTymVx+12+xIRyJqZPwvnuShBYYKiJMWptqdjlfdQWYfTXcC6gJ+FLgXebzpUuH/xftjtdnEh8VyjMMhgMGB1dVV+jbFq/X5fHEh6vR7Xrl3D+vo6ut0uMpmMOAaj0Sgmk4kAn9VqFR9++CGMRqM4AwnWO51ONBoNOedfdQCR9S9V51z7JNUpKuK7xD5Zue4pfCIwzyhV9pr9fh/Pnj3DxsYGZmZmsLy8jG63i7t376JareK9994TARgFh4zD9nq90kO4XC5xIyvneYxGIzSbTVSrVczOziKVSsHhcMj+RVKGZOfz58/RbrdxenqKlZUVAJAB7x6PR1xsnPNItyLJVe7lyvhTALJ2CVJ3u12Ew2GZ1ZJKpcRhRRIVgESFsR/X6XSIRCIikpiamkK5XEa9XheXBM8LJhWwFldG8gIXtdnR0RHm5uaQyWRwfHyMjY0Nqc/8fr9Edy0uLspMP9aTjUZD5iCxHzo7O8PKyooMpd/d3UU0GpW/k0wmxR3UbDZlfl06nZZ62Ol0wmQyYWZmBo1GQ4gHRjiSeD05OcHCwgIePnwoYgHW7dyj6AqmwM5gMMj3CofDl4R0Wq0WW1tbuHnzJrxeL3Z3dyXCcXFxUaIwiZswgkyj0WBpaQmbm5tyHgaDQUSjURwdHQG4mFvj9XqRTqdxeHiI+fl5BAIBIdFJRiUSiUvxtHS2sCfneePz+UQwxZ+J7wRn05BgpCBErVbD4XCg0Wig2WzKWuO7yXmR7Du417JfoKBMeUZcXVfX1XV1XV1f/vVTTaIwfoYXi0EWhlQiABD1IA9C5cBRKvepKgAgqgOqDZvNpkSKZLNZ3LhxA6FQSIA/NuZURwUCAVF1OBwOJBIJFItFKRwYj0Q1LR0RVBhTidjtdgUkJDBKdXM0GoXNZkOpVEKtVsO9e/fg8XgwOzsrYNry8rI0nvl8XqJHXC4XotEoPvjgA1gsFnESMP+dn5nFAGMq6KJwu924ceMGGo0Gtra2kM/nEYlE0O/3JWbAZDJJlvxgMJDYFypFqtUqDg4OYDabhUCg6u7w8BDtdhs+nw+vvfaaFMwsXj766CMB9lZXVxGNRtFsNlEqlcSOTMDr3Xffxf7+vsR70C1Dy7TNZhNQguAy1VtUaVNdXavVhGRgFARVkK1WS75eOBwW9wmjHWZmZgQcoIOFkTyDwQCbm5tinWZTNB6PEQ6HZX1QaUfgTKVSIZfLSewYZ6nYbDa0Wi1R2NjtdgwGAwSDQUQiEQHnXrx4gV6vJ0CuSqUSEIWFK50DlUpFBs5OTU3JIHCXyyWRQhx2y1gIDmT0er2IRCIwGo34wz/8Q9y5c0ca93g8LvZx3nta0DlgHoA0Qyym+fn5bzYIBCnoQHvVL6r3WaQT5OJ+yAgQ5aBNAmvKaEPgpXKJijySrYxlYAyDy+UCAAH8GA9H8mM4HKLRaIgamAOGGdtns9kwMzOD7e1taRpGoxFWVlZwdnaGYrEIq9UKq9WKQqFwSVWezWZxdHSElZUVAavoZqPSMRKJ4Nq1a/je976Hx48f4/PPP4der0c8HofP50MikUC325W1TPKJkXI6nQ7hcFiUjgaDQSIPuPY4JNdqtaLdbsPv98NgMKBcLl+aW0LgSekQ+OSTT5BOpyVrm8Qklc+M5uMapoqSwAcbKDZxBClJ7vB+kAggoMKYDeZs0w3IRthutyMSiUCv14sSUaPRyP5OBwjdQ8y8JvHGxpJRO5w7sb29jenpaXH13blzB8fHx6hWqzKQVKvVCpHlcrnQ6/Wwv7+Pfr8Ph8MhBBLjixiBZTKZ8Nprr+H58+cSW0SVO89tPjeTyXQpzo6fgeA2RQuMO1pbW8NkMhECkAB6vV4HACHwCUoRVCRIxExzgk50E3D/JsjMv893kmp5xq/wM/E9JfikdLPy/eb5oox3eFUvngVKEpiuFAByT00mk5w/JCTdbjemp6exvb0tyk26ZbVarTyrwWAgcahU+U9NTYmwgWphxlwyUpBn4PT0tIBnyrhYDu0FIAIapXCDjkC+W/y6jOiiOpZRYFT6U/TD+tfj8Yiww2KxiNuU6lYqkM1m8yUxD2fC8D2ispzzrpTED4ntdDoNrVZ7KXaKszkolOCcAroq+LWpIOe+xLOMs7pcLpcIk+i8YmwVHbCVSkXi0kgQABBnH2NvWOMqiQgAcp8Z/UU3Ct8lOug492U0GiEYDGIymSCZTKJSqci+6fV6hQQYDodwu91yL6jYBl4SpHTJ8/wlWAm8nNFAtTnXF0UuFDwQzOX5w7XFr1uv12WmHgUByjVLAoquErPZDKvVKu5EOok4z2owGIhDhs4VEpjsAYxGI9555x1xXtLtSiU3ifRKpYLt7W04nU6Ew2GpFVKplLhIdTqdrH0AQs4oz0Hu8efn5yIUe5UvPj+KB7+YsvBFYQ0AeTYEYZWOPp45rIPMZjNCoRD6/T6SySQajQbi8Timp6cxPz8va5vrlWQfY5xrtRqSySRmZ2cl8pQRYaztSAAzUSKXy0lMn8PhwOLi4qVIaq/Xi2KxKPsZAIkd5fwO7rEABHxmP08SW6fTodfryblOwoNOMJvNhmKxCJPJBKvVimKxKDWbwWBAMplEu90GABEVnZ+fw+/3i+ODzolMJiPOQQAifiIhzHeHNchoNJIYvG63C4/Hg7m5ORQKBZRKJcRiMUmsUM6mC4VCePbsGWZmZrC/vy+kLPc7RiUyjotzuPb39+V8o7uw2WxKvVKv14WUdDqduHfvHgDg7t27ODo6kr4TuNgnS6UStFot2u02AoEA5ufnJfqRzux2uw2Xy3XJYd3pdMRVxWh0nkXpdBrFYhF2ux27u7tYW1uT8+vOnTtIJpPwer0SZcXzOZPJoFaroVqtCgFBh1w2m4Xb7YbX60U2mxXxAc8yRpSdn5+jVCqJY89oNArWwLOfjic6Pxkny/fy9u3bMj+RZz/rW9Z23W4XCwsLIsqxWCxCilLkxVqYNQD7MJ6ZdCvSiX5FpFxdV9fVdXV9+ddPNYnC5lWp+qfSisUQixLl3BMy9ARnCRizeOKvM/qIqjEWSSaTCdVqFcDLmQQkDO7evYvj42MBMxqNhqhlzWazRH0wPoUDOZXFklarhcvlkvklarVa8qadTicWFhZEwcHYKr/fLwo0NuI2m02cJi6XC9PT02i1WhIzUywWJdqLma9spnk/nU6nqJMJ9K2trckhvb+/j+FwiJWVFYl40Gq1EntBQoiAJUFYKpNGo5Eo9gi86fV6URffuXNHrLGpVEoKUmZuMyrDbrdfAmUZheNyudBoNGA2m6WwZoPK5oMg8Bftt2dnZ8hkMtLkKX9eElkkXVjkJBIJGVSs1WoRiUREIZdKpeQ+OBwOUZVqNBrE43FUq1WJeyCYw8aCwAojHAiucm0mEgkB0lqtljQvLL5DoRC63S42NjbEQp5IJCRPmmQHI7SotjIajUKq9Pt9uXeMVgBeZrCqVCr5ngQ2+bWr1Sp6vR5WV1ehUqlwfHwscxRu3ryJRqOBarWKlZUVpFIpmaehbBA5k4LPEHg5SJhFKpvEL7pSXtWL9x54SSoz3pAXIz+UM06ogGZxzf1RSUKz8VI6/AiQ8Hsr49Oq1SoymYxELlQqFYkXDIfDAC6ApZ/85CcSo5RMJmVgZrVaRbvdxtLSEvR6PdLptCgaZ2ZmBBjiu0EyYzAYIJ/PS8wWm7n33nsPsVgMk8kEa2trEk9IkFE5X4mAHBsnAnCMEnC5XEIykmhnU24wGCRqgTNNqCxk/B0VyIwBSKVS6HQ6EkvBAZQkQKjqI2FL1SR/Tt53khkELpiDzzktSmU4nyvVdDdv3kQymRRCTBm9EgwG5esTtDAajahUKohEIhiNRjJ/JR6Pi0NFo9Hg+fPnkonNNcPIQ6PRiFgshkajIaAuyTol8MlnQBKEakQO5+a+QJKoXq+j3W6j3+8L2DY1NYVisSgkIKMD+XU6nQ7a7TYqlQrS6bQ07tzvr127Js+wVquJWpBRFmxSOQOFbp9AIACz2Yzd3V1xGK2urgoQoIw8ZFQj6xJGyPFcAXBphgbPBK59CizoxOM7yXOBe8OretEpx72PZ4ByhgwBZwpeKFLQaDQyO4NCAdZVHFwbiUSEaOj3+1K/NZtNAfrK5fKlbHqKUpSkIgfEcn/ivs0IFw5i5jtH0vrs7AzlclmALYInnKFENxb3xHK5jGAwKLUqf3bWVsPhUBxzyrqW7gOCkjzDC4WCzL5SKtu57zF3n9FjnEfhdrvFafLaa6/h8ePH8Hq9+Jmf+Rk0Gg383u/9ntRjBDjpbKvVaiiVSohEIlLXVqvVS2DwcDgUwJbKZRIKBM+npqYQDAaFzBmPx5Jtz/eXABTBRY/HI7n73EPoymakIN0hT548kfXBuoSCklwuJ6Q6BS5UyVOBzHUwGo1kn6KbzmKxiCiFZy6dl3TGpVIpOQcZKcTPS9KYSnAAsmeQRCPoRuCa94DOA8Y18h7x/SJoTeKZzlY6S3i+RCIROTempqbknnK+AV36brdbBBCZTAbn5+eXXNgky0ul0qX3zO/3o9/vY39/HysrK/J9v+jY4Z74ql7KWCwSVEqSQOlO4XPi+0+HOs8ynqt0YuTzeYkVUqlUePbsGWw2G/7W3/pbiMVicLlcODo6Qr/fRzQaFUGKUixIMsNut8u7wtl75XIZs7OzACB1/PHxsdQ0dNlx3Z2enqLRaMi8DO4Hfr9f5kcyxopiMRKxnClEBwyFbBQZkEwigUGwnkQI0x+Ojo7EZcFzgu8QAIlvZg2TyWSktuh2u/JuhkIhcfNpNBoB6+kwDoVCQjDb7XZ4PB6ZYclYQT5zxmYVCgWpzylCZAIEcFHns49jbZ7NZiWlgAQTCQylk1+n00k0osFgwPHxMdbX1xGNRtFut2WOINddqVSS+TaVSgVWq1VIc9a8nNNkMpng8/nQarVkTiJJ1Hq9LuIvuhh3dnYEIyERwr2Ec5SKxSL8fr+I6nK5nBBYdrtd/p9znZLJpJyXXq9XHNC1Wk3OZQ6o53+T4OfXZG3OOF+mVFAgwP2WJFUulxPxDsl8m80mM/gYS8r4y3q9fklwo/w33Ybcn7Va7SXi9Oq6uq6uq+vq+nKvn2oSBcAlYJDKXTbIbCIJEJIIYLFEmzsbI/59ZVPA+RtU03OWRalUgt1uF9Uxlbz/6T/9J9jtdozHY2mi4vE4isUijEYjjo+PheBQDqykUpyFy9nZmTgPotEoAoEACoWCNNEsmqhyY3btyckJjo6OoNfrMT8/L6A9i9mzszOZjULlP4s4ugjMZrNkcRIgSiaTKJfLAkSwYGs0GgAuCnm/349ut4tkMinFLV02ACQqhQWGy+WSJrrRaEj+7MHBgTT1jUZDHDwkEFh0cD4CnykBfw65rFarePz4Maanp0WRwaKaiheqOkkm0I3C2QUcCkxbOws5qlCUMSpsEE5OTtDtdhGNRmUYNhV4brcbkUhEnsnp6SlCoZAMiiVQS6CX828IAKhUKszOzopVfTKZSEHKIo657Nvb27BarTJTJpVKodVqYTKZoFAoiIqeNn4WfVTfqtVqybJmw00Fo16vl7gvKlLL5bI4nZiBvrq6inA4jE8//RR2ux2Hh4f46le/KkMKnz9/jqWlJYmU0Gq1ODw8xI0bN5DP56VIZOHPpo+gMpsXxtcRMKMbQ7k/vKoXSTU2hLwfSkCVf47/JkDPPYFEqvLPKEEIOleUMRD8hwB1tVqV2Brefw5UjsViojjkemGcHQc/VioVJJNJLC4uYm5uDoeHh/L8OJyXhMfW1hZ6vR6WlpaE3KQqmw4MEjehUAhvv/22NK/8DASxGYVD4IHrhkATyQkORCfApQTQSZBwX3C73TLbid+TClreN6/XK+pP4KUowOPxCCDKZ8p4SWVkEfDShUQyjHsA3THcG5lvrtfrJRqFCnWr1YparSYK6FarJTNVeGbxz1utVkSjUVSrVRSLRYxGI2xvb4srhgp9u92OXq8nDiMSahsbG4hGo6jVapfA4vF4LBFmfMZUFUejUSFp+Az5e5ypQGCEgBHJlclkIsQ+h2A3m02EQiFpZpXChfn5eXi9XkxPT8Nms+Hg4EAi27xerzTN5XIZOzs7MvCVwIvZbJaYSL/fL+dtv9+XhpkxiL1eD8DLuUQkLQlqE2in84fvuXLeiZIg4u/x/aIimyDqq3gRJOAaIkjBuoYALhXCjUZD3vtsNiuChpmZGXS7XSEsVCoVVlZW8M1vfhOnp6c4ODgQwuX+/fsSkUJwn3sFiVTWC16vV4CkRqMh5ydrB4KDrLuUz55nK0UEnGtB8I/qaO5ZrA8ILFEYw/2Da4kzLwiwcy8eDAYoFosydJq1VrfbhcPhEOEJ9/xYLCYRMASX6HAh8dLr9XD//n2kUilcu3ZNhDx01xDwInETCAQQCAQkyoVOtrOzMwQCARSLRSGCWBPwMyudqjabDTabTebyUTl8fn4ucTsEjwGIC9vlciGbzaJcLsv7rhRksTbc3d1FtVqFx+OROnd2dhZOp1MGTw+HQ3Q6HczOzsJut+P58+dSdy0tLWFjYwPb29uXXEJ0oms0GiEg0um0iBn4rAFIBBsjj0gEK2MduVdNJhOJfSSJ0+/3L6nnLRYLbDabkEsE3qkap9O70+lIZBL3INZkBINv3LiB+fl5EUbk83npFbLZrLw3o9FI6obxeCyOdKq6Wc9PTU0JYadSqSSG1+PxIJfL4Yc//CHsdrusE4vFIvXAq+5E4dmg7EMASNQeAFlXfHdJyAMv60FlbcKzme4SuvEnkwmePn2KN998E2traxLH9tFHH+HNN98UF5cyWo51JMU2jDc8PDzE+fk5bty4IfteKBSCzWYTIk8594L1E0V6VOlzLw6Hw6jVauh0OvLuK52eFIvw3OfnJ7BPd4KyxyEhR6dvIBAQoSLnII3HY3FK8f4yZouRYIw1ZvypWq0W0QlrJ2IVnM3CyGk+V6VwhLP8lLHTjOtjTRmPx8WJ3uv15Pe5Vrink/DhOdnpdLC4uCiRbkxk4Dwvxkv3ej3cu3cPbrdbalwSMQ6HA36/X/Z69v0UkjBBwGazSU10fn6OW7du4eHDh1Cr1ZK4wBqdPerU1BR8Ph86nQ6ePXsmjs1EIoHFxUURPLGHicfjODo6ErENABEZdTodqd1rtZrsgRqNBn6/X9yoPE/puNPpdLBYLOLS5FpihCDPFZ6/XLvK2ESKK/js+S5z78/n80IK8z6QoGTdw7qP5yDPcZ6RPN9f9T3w6rq6rq6r6//G9VONMDK+QlkU0o7Ofwg8sQGi+o6WeOBlI84GkSAalVdUZxFUXllZQaVSEaXsb/7mb2J2dhZ3796F3+/H3/27fxf5fF4ObI1Gg1gshrOzM8zPzwtguL6+jtFohJmZGXz88ccyeI8NJkEho9GIjY0NUUvwe5tMJrEWs2FNJpPodruwWq34zne+I4PvarUalpaWZLgo4xIIUDOWgCD7eDyWe0QwlgqUyWQiw/DW1taEZHjx4oVkIns8HrHsU2k+mUxQqVRQLBYxPz8vg/NisRiazSZSqRTm5uZw9+5daWpLpZLMTmCcGtUqVBW3Wi35DNPT0xIFVCqVRKHMIcKTycWsHKriGPNwcnICv98PnU4nRRijGc7OznDr1i3U63UcHBzAZrPh9u3bODw8RKPRQDAYxO7urhRJBFePj49xfHwswNv29rYobmhV5/N2OBxIJpMS39Hv9y85K6xWqzg/nE6nRMeZzWY0m03Mzs4KUGmxWHB4eIhKpYIbN24gGAwCANxuN4bDIQ4ODsQFc3JyAqfTKaSX1WoV9bjP55OmulariZKILiICJ2xCqtUqFhYWpOnt9XoyVDYSiSCRSKBarSIej6NSqeDOnTt4/vw55ubm0Gq1sLi4iK2tLcTjcXQ6HRm22uv15H0mwEBwW/le8yIp9P8CgULFIFVx/MyTyeWcXDYhbJb4ZwjIK90NbIiUA+CVrj9ayvk+kYSlIrparUqclDLnmsC6EuCl043N6NnZGY6OjvDuu+9iYWEBxWIR09PT8n30er04KHK5HFZWVkQlzuaFrgaC1GdnZ/B4PAgGg9IU8p2bTCbSBDWbTaytrYmNnkA845s6nc6lzPDBYIBAIACHwyEKPt4/DhclicABp1QCkjCmqyOXy8k9tFgs0mArY4nY5PPdY9wDACEvR6ORzCIiQeLxeCQGhnEP5+cXQ9YHgwEKhYLMpeGzPzg4EOKAsQF0yjAiJBAI4Pz8HPl8HjabDbFYDOVyGefn5wJgt9ttmYNycnKCYrEo6mUq2JUDMv1+v7j5CJJxX+WMGavVKnsS1zgJV6qmOSuB64IxkQQPI5EIut0u8vm8qDBJwv/sz/4spqamsLe3h3a7LSrf0WiEZDKJk5MThEIhGT4fjUZFnU6iqlqtQqvVIp/PA4Cse9YsdKMwyo1gMgkxNs8EQvm5uVYJfJIw5nvOZ8P65VVXIXKQNt04BEdIppKIUKsvBtharVYsLCzIGi0Wi3A4HNjY2MD+/j5qtZrshYwpWllZgUajwYMHD2ROAKOXSC4zko77QigUEmEBhSLz8/Not9sSKULHFZ2wSlcW3Wyst3jmM+qEICMjQywWi0Q60s3FPPhgMIjRaIStrS1RQNNlR6dDp9NBLBaTLPZWqwWj0SiRZ3Nzc/j4448BXLgJ/X6/OJaTyaTMw1Cr1Zibm8Pz58/h9XoRjUblM/R6PTx79gyHh4eo1WoCjvIdI3lMwJyqZt4rglmMVOH8Ge51AKRe597De9ftdhEMBsW1y1kAzWZTHDB07lGQQLKJ98lms+HWrVs4Pj6WM4RKdYqXlM+NEYDValXOxrW1NeTzefj9fiEn3G43FhcX0W63USqVsL+/L/E5LpcLGxsb2NvbExKZ7mUCZ9VqVYhenvOMmCHhT9EY42e415JYqlar0idRqKXRaOB2u9Hv91GtVtFsNoXIK5VKMveQ621qagqBQEB6sMnkInq40+mIS+D4+BitVkv2LxLiVPTX63Wk02lMT0/D6XQiEokI6M64X56PPO8oBqBbgE5UpZP7Vb4oEiQIr3Rj8/wAXs7A4Rrhfql0pFBgwkhdur1OT0/h8/nQ7/dRKpVkLTIdYXNzEwsLC9L/0EnAGE6lQIeus1QqJe8ka6sbN25gZWUFTqcTBwcH8Hg8Mp+jUqmg2+1KHWUwGDA9PS1xT5zTQUKbgLPBYBDCkWI2urA5n4yxcyRdAMjAcTrvee8434JOgWazKW4K9l86nU7e+1AohFQqBb1eL04Ci8UiwiXuLxTExGIx9Pt9zM3NSY2j0WgQDodRKpUu9f/8exQoORwOeDweHB4eyvqvVCpoNpuSSkAxps1mw/Xr1zEYDFAul+HxeKDT6bC/v49AIICjo6NL4Hw2m0Wr1ZJ9wmQyIZPJ4ODgQNyPuVxO8Bi73Y5sNiuiVO4P9XpdHN6M9LLb7UK0KmdtEo959OgR3G63OIjZM7KP12q1SCaTmJubg1qthtvtRiKRkF+fmZkRQp61Np3SrI/ZS3Y6HYm7pRNEua9yb/N6vUIG8/06PT2F1+uVGtVkMsHpdMJiseDo6EhINtaUFPICkL2XWJNSJMHnTDEonYlKVwrXJsU3xMYoLrm6rq6r6+q6ur7c66caZaTCRBnZRZafCk3GPPAgoWWYwCAbXKqI6VYhEEVQkgPiyuUyIpEITCYT9vb28PDhQ1GBGAwGfO9738OdO3cwGo3w4MEDfPbZZ9jZ2cHKygpWVlbw0UcfiQLZYrFIrI7H44HT6US1WhVAj84HKsJ8Pp8oBRnvodPpZJAvi0w2pi9evIDD4RCVF9WKiUQCPp9PMl6p5nU6nZiZmUE2mxWQp9VqoVarIRQKYWZmBgAuzQdgtFa9XpeIJ4IMBAnC4fClfGfm6E4mE/k8q6urUjj+4R/+Ier1OtxuN05OTpDJZBAIBDAcDuF0OuHz+dDr9aQZIzjXbrfRarUQiUREiUHShg07iwkCeVQ2cygqyQQ25nQqNZtNUUU/e/ZMSBzOObDb7QgGg1hYWMDOzg7q9bqslXa7LcWOyWTCj370I/R6PRwfH0t0F4do9vt9TE1NwWq1IhaLoVKpIJfLYWFhQRxO+/v7uHbtmkR3zM7O4vz8HE+fPhWgsdVqQafTodVq4dmzZ/B6vTK/gEpcgmzMcz07O0OlUrmkEGdj5fF4BJhmPJDdbhe1JLOyOWhwOBzKDBi1Wo1UKoVHjx7h+vXrQmLW63VsbW3hzp076Ha7mJubg9/vx7Vr13B8fCxkCoF7EigEsGw2mxCdyugaApLK5/2qXmxkWdgzwoNqZQBSWBPgJ9nCZgiAkLZUb30x2gGAKNz5vZQZ1izunz17hsXFRXFanZ+fI5fLyfucyWSg0Wjg8/lgMBhEKc79m7nvjOj74IMP8M477yAWi+HWrVvSIMdiMRSLRZkHBUCadsYmPnjwANPT00KcGAwGGUQdCASEcGAzyzkadAGySSH4XiqVpCFURomxkSQYpmyweL5wOPC1a9eQSqUwmVwMyXW73djd3YXFYpH33+fzSawNZwF4PB4Ui0W43W6USiUAkD0FeDmbJh6PY3d3F+VyWZoovtPK92R9fR25XA6lUgkvXrxAOp3GeDzG2toaotEoHj9+LNEa8XgcGo0GhUIBk8kEe3t70Gg0WFhYQDqdFnJVGZnB9UcyigKESqUi5AGBEWY2M4rBbrdfihlkFBjPnXq9LopNgtocfEpg5IsKZEZc0EF5dHQEnU6HTCYj693hcCAYDIqzgHGQjEIqlUoYjUZwu90CXhKYmJ2dFZXhZDKB3+/H9va2zH7ge8ZIMapNeX5Qxc91QAW4RqMRYoRNNgCpafjsqRxn/B3P71e9geZzUtZEJB+VTg6CFw6H45KLluAOXRJ7e3siggAgRD7dFc3/MSdufX1dIofa7TYODg5k3XOmE8G1tbW1S+pVgrociN1oNGRfZE2q1WoRj8flaxK8mpubw2AwEFEDcLEWOECZZDHJHADY3NyUmC5Go4xGF4OcCeZR1U2CmO8xI5Xsdjs6nc6lQcKPHj2SmBqPxwODwYBUKnVpiDTfX4/HI/tct9uVWJhmsylzBghicT+wWq0SrUXAknseXdx0PhoMBiGtAUhUrfLdKRaLCAaDcLvdQtozvoVKbc5FpCKeRAojgwiynp+fY319HXa7HZ999pmAbHRZc11qNBoEg0EhSdLptDhLSKzQEUQSl7Xa1NQUcrkcWq2W1Pqcw1OtViXmkGIBimJisZicTcCFO5HPlQ4oDp7n2UcHG9cTc/h5RrAvofCMYjTWfpxh1ev1ZN4FycR2u42joyOJyiXJQuKXP79arRaHdb/fx/r6OgKBAPR6Pba2tiQa8YuDsrnOpqamBDBWEp3c+1/VizWd0iVPQQkBf9ZsFJF9cX0ony1d4cDLiC2KAnhOf/zxx5idncXs7Cy63a5EbA2HQ9y5c0d6V84FCQaDsid/9tlnMveL0Zmj0Qg/8zM/I3Ua61XuQYyK1Wq1mJ6eRj6fv+TebLVakrrA/aFUKgkRyPlsdN5z/TB2zOv1CrEMXMwR2tvbQ6PRkBlHw+EQx8fH4ioJhULI5/MySJ11BHsnurBPTk4QiURk3hvrCQ4OV84moiPW5XLhK1/5CtLpNMxmMxKJhEQ2BQIBEY6QPPH5fEJcffe738W9e/fE4cczx+VyiRCP7+DHH38sNdjU1BRmZmYwPz8v5w3v5WQyQSQSkQg+EkbhcBjJZFJi/Dhz9K233hL3ZC6XEyKGvTWFH7wHnKEyNzcnsYqsN4PBIN599108efIEfr9f5j7Nzs7KXhoOh0VUsLOzI6KbfD5/aQ4NexJGs1Jowb9PR7per0en04HX64VOpxMyy2KxoNPpwOl0Qq/Xy7rmTFnGritFj71eD9lsFtPT07LP6vV6TCYTOVNZn5M0IUFEZzrvO50+/Nm51pTiEYotmMzAWTncZ6+uq+vqurquri/n+qkmUXgRwKNihkw/1Yks+JWqaQKzACQvmcoNKroYEaLRaNBqtSSTmcWOxWJBIpHAP/7H/xjLy8uitCcI89//+3+Xv0s15PHxMbLZrDTDHo8HH3/8Mc7PL4aWxeNxtFqtS/EkqVRKmn8qmalEzmazaLfboswGLpqRYrGIP/qjP0IkEkEul0M0GsXm5qa4B46OjnD9+nVEIhEcHx+LUpGFTrPZFMCg0+kgGAwiFAqJgoONyf3798WWTzKHZAaLVap4VCqVDKqkuoyRCg8fPkS328WLFy9gs9kwPz8Pk8kk2fxUbJycnKDf7wvw73A4BCR1uVwIBAKiKubAdBZdRqMRpVIJBoNBBv9RScifn+otRhLlcjmYTCZsbW3B4/FgMBggFovh3r17Apgw7oZNAzPVGedBNYzFYkG73cbp6Sk+++wzUZK3Wi34/X4BPtVqteTLcvBxsVjE2toa9vb2pHFgBnS73cbe3h5cLpcQPwRIisUitre3xZWlHAbbarUuRWFQ+cyhqlwLXDM6nQ5ut1uaXavVCpVKBZ/Ph5mZGZmd4vf7sbOzg5s3byISiWBzcxP1eh1ra2sAIJZpqg71er0MP7xx44a8L/x+jHNTRtbw3hMkJEipJAuY0f0qX8o8czYLbHb5jiqdOizeCZwo40OUoDybHMbHEJQAXsZHKKPCuC9SKd1sNiWeic1ks9nE+vo6isUiyuWyKGOnpqawuLiIVqslcUuRSATvv/8+Hj9+jFKpBJ1Oh3feeQfn5+col8sCAnzyyScSzcB/GPP2wx/+EOPxGAsLC9jd3UU+n4fP5xNSKRwOi2KYgBuHf5rNZgSDQSE2GGWhBIqcTify+byobFUqFRKJhDR+rVYLZ2dn4mJh3JXb7Ybdbkcmk8HW1hYAXLqfWu3FLKWjoyOYTCYsLS0hEAjgBz/4AUqlkjT6HBDK80ur1aJQKMDr9UpsEc8pktV0xoxGI2QyGVFYGwwG1Go1PHv2DGazGYFAAKlUCsPhUCL4er0eXC6XxA5S+TgYDJBOp2U2BCM9CGJFo1EcHx/LvIhisQiDwYBYLIbp6WnZB0ejkQBkPDeovuPeOR6PEQ6H0Wq1kM1mhTSj6KFcLl+KtSDpwLk5p6encDgcsFgsyGQyQgTyXaESnc9vdnZW3AmMfyRA9eLFC5nxMjc3B7vdfimWst1uCyjCmCcqpAlUc4/iXsb1S3BTo9FcisfjP3zPWcMold0mk0lIUeBlvMureHHYsFqtFpCAMy+owO/3+wiFQlhfXxdAhKpfClqGwyFyuZxE8fEMisfjaDQaMt+GM0IsFgvi8bjEuvBd5zlK5xVz3knAOp1OaLVaUcEyjpTZ9UoQjvE6BIk5y4WOvl6vJ1EoJEjpdOGgXM6boGCnXq/LvJFQKIRcLic/Fx1PPIsZ62m1WoXk6ff72NragsvlwtzcHKrVKmKxmMSpcMaQXq/H48ePRZVNEcT29jYWFhYAQEhJKnUbjYbU4CSyCPR6PB5xczMOp9/vC2F+cnKCfD6P0WgkcackRRhFyLlwwEXNn81mhagqFAoiyKEqn7Foo9HFHDzG93m9XkQiEalL19bWkM1mYbfb5b1nrUKitt/vw+l0YmlpSZT/JPK4BpUuxXa7jf39fbk3NptNZqUwZ591MFX4dH9ybiKJK0Yn8vziHs05iYlEAslkEgCEMK/VaiIa44w9ni88UwBI1KzL5UKr1ZK5Apz1ks1mxY1OQRpV3sz/J5FFxyNJw52dHRSLRVy/fh137txBJpOR+VTKmWEUxPGdomiMa4cRYK8ymcwzheuOn5lnAp2fvNjDsndj/8z9i2cGVe3KVAWSa3fv3sXS0hJ0Oh0ajYa4mg4ODhCNRi/1DJwTyt6FQgQAIvKg+MRms+HDDz9EoVBAIBAQspQRR0wY4PvCr08BAeeTcbYlI+z6/T4KhQKsVqsQohTHjcdjcfWRvGGPxO9xdnYmf89oNMr8yvF4jLm5OXE0EIegc9ThcCAUCqFcLgMACoWCzLeiQJFzUSkAtdlsePbsGebm5vCnf/qnGA6Hsl9T5KnVai85DSnCbLVaMsOT+y5wUaOHw2EhnpXOX6YXaDQafOUrX4HRaMT+/j5Go5HEpjKlIRKJALgY8s59Ta1WIx6PY3p6Gk+fPr0Uo0rig/VOp9OR78uYt3g8LgIt4g8k6Hw+n4gxi8WiOKC5ntnfGI1G+SwUZHGeKueyeL1eOavZa7OGDofDEhXI94div6mpKTgcDpll2m63L80Wohude/f5+TlmZmakty4Wi7DZbJiensbW1pakURAX4rtFAobu1uFwKEkX/FoUmrFnoBBnOBxKv8VYL75Xc3NzePjw4V/CTnR1XV1X19X1/871U02iUHnOg4JFEw9jZUwNwVYqvwhMUK37RRCWX5cKMTYfjOg4PDyU+RYsOufm5kQFSGeIRqMR18re3h4AiDKAzhBGkfEQpHqGhUez2cTdu3cxGo3gcDgknxO4IJDS6bQUBlRlkqTgvAEWV2w4OD+FX4dDAIfDoQBt3W5XIm0A4NmzZzCZTAiFQvB4PKIQtFgsqNVqSKVSUKvV4pjgzIJKpYJ+vy/WWypAq9WqZKwSkHv06BEWFxdlQLzP54Ner0culxMVSCwWg9frxf7+Pux2u8Q68GvOzMwIecZileBSq9USkqzdbuPs7EzUS1Shk2xTKuxJGLDBj8fjePLkieSWUsFC0IuETTKZFNCFwLVarRaQhPZuRlco3RV0+hgMBiQSCXg8HqyuriKTyaBarSIYDKJUKsHv94tSXRlh0+12JU6CQAKHJVIFSKsygQ6fz4e3335bgAAA6HQ6MJvN6PV6MvSQ8Wnj8RjT09O4deuWNEgsipmjyzXBGCKu+VgsJuomNmc2mw2dTkeK7dnZWcnS5TvDZ8P3HIAQB3zPlQ61V/micplrk44rAAKWUAHIfY2/z/ulnKnAaCHudUoFo7JpUDZ8XPPcf7xeLz755BMBeTUaDZLJJE5PT/Hmm2/CbrejUChcGtrImVNUPbPJmZ2dxc7ODgqFAsrlMr761a/ij/7oj5BMJi+5qqgO5NpnJv9gMMBbb72F4+NjAZuYX01HzHg8lv2TZ8j5+bmQHdyffD6fANxmsxmRSATJZBJGo1FU5VRLMh6BsQ8+nw8ApMkDIM49t9stYGUwGBSwi3sBRQEcnmqz2aTxL5VKojTs9XqYmZmRZ8jvzTkmBI673S5KpZKo1ICLRpRqznw+j9XVVXG98LzgGch1lMlkhBgleX52dobFxUW8+eabSCQSyOVyuHnzpjjqqHqnWo6N9cnJCQqFgpAYNptN9gA6Thmt0Ov1YDAYpKEluKt0JDBuAoA4ihjlMT8/j7OzMyE9uP+fnV0ML/7888/x5ptvYn5+XuJ1qATlcGcC9e12W0g9AKJmpcuSa5TqYAKodI0wPpOqQZ4dfG+VimHG5rBeYdwKgTL+DCSVWeu8ynsg6zMSiYwqpMKdcxEAIBwO4/T0FHfv3oXX68Xt27dRKpVkH2LtRRBkOByK+p3PkABFJBKBzWYTYnF2dlbmNpGAnpqaQr1eh91uF9CQMVuhUAgLCwtwu91IpVISQUhwkGcpo1qpMqZjguclPytJREY08cxWqS5mMbVaLTnT+/0+EomEfFa/349IJCJkEmcxEYAkULOxsSEiFrpsrFYr8vk8LBYLYrGYKM9brRaWlpZkPkK1WsWjR4+EOIlGowgGgzIng8S01+uV+0+ShKAlSa5QKIRWq4VKpYLp6elLtRnnL3HWFus3zmkjcRoIBKDValEsFiV/n24TkhAqlQrHx8cwm81S41JIwKHYm5ubsFqtKJfLQroR9NVoNLIPE9R6/vy5DF1mfVav12WGDkm0fr8Pm80Gt9st5D4dApxfRbEO5zBxfQIQZyUFM9x36PLhLILDw0N5hyaTi/l6Gs3FQGeekXTHNZtNDIdDuN1uRKNRudcGg0EIS/57NLoYzF2pVC4lAQAv53PwXWXsq8PhgM/nQ7fbFXLRYrGgVCoJeUXik++LRqNBJpOROQbsnRg3xVr3Vb54rpAI4XlHZx6Jf95v1vV0N5FkIaHCWpCzkViTd7tdTE9Po9FoSKTb6uqq/Dme/6VSCcFgUMQovV4PHo8H4/EY+Xxe5g2dnp4ikUjgyZMnEv20vr6OdDqNu3fviiCR7yjfZ+CCVGV0JmedcP4mxQgUBtGpRgcA4734bgCQvsblcuH09FT2Wb4X3Avdbjfy+TxUKpWIbKj6Hw6H8Hq9MjsKwCUH2OzsrPSxdLKy/6bjkDXK06dPJT6PoL3dbseDBw9kFiZrENYP4XBY4rF4r5SR5Mp+ljWTyWS6RE7TQcg4WrVaLRHgsVhM+jiSrCaTCdVqVYRMpVIJw+EQH3/8sbzT3DtZQ3E/oduJ55RarUY+n8fNmzclFYHkXa/Xk3ms7GlnZmZEDMX9mGRus9nEwsKCPNOdnR04HA5JtOAeyvooHo9LrC57CgotKfRSqVSoVCrQai/mBjocDuTzeemLODeKBDWTH0j4cD4i8SEKF/gsSAq5XC4hZJSJJYw+5L0CXrrQuN65JpRxj3TvX11X19V1dV1dX+71U02iALhkaSQgA0CAwy/GeigBR/4/3Sa06StzYfk9er0ems0mjEYjnj17hv39fXzve9/D1NQUPvzwQ0QiEcnxBC4OfapWvvnNb2J3dxc7OzuIx+NygDN/8/z8XNS02WwWVqsVdrtdGpVHjx5JcUgAkgclQVAOaadtlocmC1tl1ITVapXhfSyWWQgAF7E9Ho9HgGoWv8xe5c/I+SfRaBQajUas9/v7+zJbg0UpwcjJZCKKEIJ8ygKp2+2iWCxeKujn5+dF1U61aSqVkp+LqrZ2uy0xPcpGQQmATE1NiU2Ww9gZ2dXv9y/NDyCIxQaVOaPj8RgHBweYnZ2Ve0YXytOnTyXSgVZhxtd4PB6Uy2X0ej1RD5VKJSEy6FpSZvoTGOKAUbPZLMM3CTAcHBzg/PxcsqF1Oh0WFhYurfFyuXyJACEoHolEpJlyOp0yf2I4HMLlcslgUALNVGotLS2JjZkkHiPoAKBWq6FYLEqx73a7ZS4EByxrNBrMz8+LJX5vb0+K8ZWVFTx58gQOh0OyiQmSEBRRuioASIHKJoqNzKt8UVHIPYtuIgCX5qMoiTuCDVzP3Cv531zTfI+UecBc/yRNSGwxw55RNNxrCIAzMx54CXBOJhMZ7J1KpcRpRmDx4OBAMvrPzs5wcHCAW7duYTgcIpFIoNfrSZNls9ngcrnkvWFjUqlU8JOf/ETmahCcT6fTsFgsWFxcRCgUwoMHD2QOEffCZDIp80yYXw8As7Ozsr9y/gWbM7pESIJQzcxzhpGB3K9dLpfEqLhcLiGYGRfodrvhcrlQKBQuAcJUFzqdTnHLKOd/AZD/5/MZDofS0HLt0LVHoJJE/WAwEEXkeDzG1tYWRqOLmVOM12DTSXcNYy342TnPpFwuC6lSr9eFJEilUrDZbPD5fHL+MQKMyj9GXgEQcj6RSCAcDmNhYQHlchn5fF6eEWPqnE4nNBoNdDodDAaDDIa1Wq0yYJnkDV0v/X5fQE6dTofvf//7MsA0mUzKc+J6NJvNMj+Cl3LmEO8xzxs2uSTGCIoSOOWzY9ySkoQcDAYituA7RqcCaxelw5Z1D/fCV/VSOs8YYcV3mHUbRRNUCfPe+f1+cXPY7XaZlbK3tydAltfrRTgcludisVgwMzODQCAgJFwqlcL5+bmQrayr+DPRRUsQq9vtYmdnR+bx9Ho9VKtVWXfKc4uuY76fjPoggEy1rMPhEIV1KBRCoVAQxXGj0UAymRS3Ls9L4MJJQPez1+sVcoEAHNX9tVpNIgm55oPBIIxGIxwOB05PT5HNZmE2my/F7DLKs1wuC8Hj8/mkTtvZ2ZFYVgJ9fr9falyC/jznWUceHx/LXs+fmfsqHcacO9LtdsXVQlESZ64xikz5DEhU0CFSLpelR2B0mvI8YC1NwtVoNMLv90v9R5dEKBTC8fExut0uQqHQJRc1wVC+49wTAUj8TKVSESEOSQTlfsba8cWLFzg6OhIyi+tfpVKJW4VROoyAIYlktVrlfZpMJkJq811jrcqB9hQckOCiA5AKbhJ+nIHG94hEI4F/gpaBQEBmbJFUZPwh3VXBYBAej0dci+yDGO/F955RpySXX9WLa4x7DiPsCKCTvFXWcmq1WoRfFEcp1yufI+OB6biYTCbivMvlctIz7e3tCUjMP8v+Q7mP7OzsAACWl5fx9OlTVKtVHB8fy8yv4XCIjz76CJVKBeVyGTs7O0L0cuZSvV5HIBBAuVyWfoFxg1+MymRNxl9n/8c5TIFAANlsFlqtVuo0i8Ui+w33Vt5HOmq1Wq3MtiKJxP6GWATXI4lpinQYYUb3C2euEKz3+/0iSCyXy4Ip/PCHP5S9m67/druNnZ0dmVej1Wqxu7sr8dzT09Oo1+vSU7JvojucMVTcJ5UiJPbBynOEkVYUfMbjcZkr9dlnn10Sr9H1xxpVic04nU4h41QqlUTXUpiytraGRCIhezcJb+4lc3NzQqhzQHwwGBRiymKxCJnFGGqmk/h8PhFU0rXcbDYlxpyiBcawUaREp+R4PJY5W3QckUziOV0sFsXNyuQNpplUq1W4XC55FznPlnG4Ho9HXNN0AJGEV7qPAUhcHxMDAAiOBUBqIQpxrq6r6+q6uq6uL+/6qSZRqJBWNm1UZLI4ZzFEEIvkBdVrAMSVQns+C3MqAWjXpILqww8/FMUXD94PPvgAXq8X169fRyKRwD//5/8c3W4X7777LgaDgagw+P2p+mfxtLm5KfnCJpMJXq9XBsw1m03k8/lLrhAeriyIGYlisVgELKBCdjweo9FoSGFJxUuhUJBhaBxQy9ksBAM54JdAG4F/Ds1kA8wIAJPJJNECtVpN1BidTkdsqLzHHFqcTqelqWMsg9PplJiFpaUlvPXWW3jx4gU2NjbQ7XYlsoLDOEkOrK2tibqRQNdwOEQqlZKfmWAci+parYZWq4VQKCTkBItpNppUFE5PT2M8HuOzzz4DcAF8fu1rX8Pdu3dFEUdlvTKPmfmowWBQlF1U43FYHv+b7qFCoSCKMhZ3T548gclkwp07d4SgUIKBysizlZUVsRLTjk4QgFFpbNDfeustOJ1OFItFIUCoPgMgz7VWq8FgMIhdHwAePHiA3/3d3wUAAVPZ7HPNffe735Uh1mdnZ1heXsZgMMD169exs7Mja313d1e+NjPcvV7vpagCgvO8lE058DK+hkrtV/kiccqCnICtch4MLfkkQkg6EhSiwonvuTJjlyQNXURsegjMcJ/k0Ein0wm73S6kLUEaFvHb29twOp3SBHJOSrFYlCgUkpqMT/H5fKLa2tnZQbPZlGaVGfqMe6IikASuMqaCBOPW1pa4XDqdjqh86Txh7AIAHB0dSU435wrUajX5eRKJhMzfonqRThECVmy6T09P5T6ScJqfn8dgMBCFL5tTxrhQCc/mkIpbAIhGo2i1Wjg8PITZbJYoE+4J/NwE+VUqlTTz1WoVKysrGI/HSCaTcLvdmJmZQbPZhN/vx9nZGSKRCBKJBDqdjoCszPh3uVzIZDJIJBJC9HANUNnPOWI7OzuYnp5GKBSCSqXCkydPMD8/L4NTVSqVAL8mk+kSuc7saq5zrhcAEjNC0C+dTsta12g0cs5HIhHs7u5KvEw0GkU8HsfJyQlu374tYA5FEvl8XmJoCHJyTRKYIijBn9fpdMq52u12EQgEBPQjwMeGm2IBZXwewSu+r8ocbz47vrN0TBCsUM484qVsnElCvYoXaz/eG54TjG3jcyNZyMGtDocDTqcT8Xgce3t7OD09RSAQEGFEOp2GSqUS0K/f74tIhqDQo0ePUC6XUS6XEQgEYDQaBWjkXsPzimuacZ69Xg+1Wk0AGYfDgclkIpGirGE4E0BJANGpQicZ1eI+n0/qMBKayWRSFN2cU8Dvwf2EM58ymYy4j/kZCoUCpqen5dcYj0VlbbPZRCwWk/mBRqNRQEIKehYXFy/tRwDEsUPC1GQySdyYxWKBx+MRwgOAkCBUMofDYcmX/6LzikOddTodwuEwotGo7B/n5+fY3d2F1+vFYDAQV6xOp5N3mc4mgrucacfoOM7pY/3GgfdcX06nU5xnnPt1enoqQgGn04nj42P5c3zWJNhjsRi+8pWvCJHFuFaeDSRfCazRiU2XJQF09gV+v18iXknU8Hxn5CEVzfyeSjKCwhl+X9ajXAvD4RC9Xg+dTkfESM1mU+oE1iTc4/icCHLSLT6ZXMxjm5ubQ7/fRy6XE1V2LpeTqMrZ2VmEw2ERWMzNzYkLlXU133muj1eZSP6iY1jpzqbQiKIVEik8K9j7KcUvdKxyH+U7x/OKYoJisYjz83PMzs5ie3sbo9EIgUBAngPPxMlkAqvVirOzM6knQqEQPv74Y2i1WhwfH+Po6AjRaBSlUgkHBwfw+Xw4OztDOp1GLBbD/Pw8PvvsM6lHuR9arVbs7e3JPCA6TvgOLy4uotPpCFBer9exvLyM5eVldDodceQqhYR0WZBEOT8/l0gnZXQUACGM6FymC4QEN4kNi8UCk8mEYrGISCQCp9OJXq8nc000Gg08Hg/a7TaOj4/h8XjkPrKO3N7eFqc2cFH/cG4TgXm6Idivc24bHSqslV0uF/b29vDs2TN4PB5Uq1V595PJJB49eiRD0t1uN6anp0U05/F4sLi4iEKhALfbjUAgICQBEw8o/KDD2OPxiOuOKQYLCwvI5/MivHO5XJIssb+/L267TCYjUZxMITg8PBRHN587SbxOpyPnIQUvXq8X5XJZngOFkTyDu90uTk5OUK1WYbfbcXJygnq9jna7jWg0KjNOKBKiSIv3rFqtCt5E3IDYR6VSQTQaxdHREdLptESxU7zBWoF1Ls/3ZDKJ+fl5WV8kjYlTsQ+gYITYF52jJO0YTXZ1XV1X19V1dX251081iQJADh0SJUoggo01AFGSULHJRoHxJmwomf2vzJFmg0LVGvOG7Xa7xGIdHx8jnU7j6OgIf/zHf4xbt27BZrNhaWkJ2WxWmhACyVR+6fV63Lp1C4VCAQBEDcNhjPl8XsB74OUAaA7hrtVqoi4sl8sCoPv9fqhUKlE/sAEdjy8GsnFWSq1WE3cHQRcquQkAMKeYcwOYyQy8tCtTRfvixQtMT09LtjgbWqo1Tk5OLv1dDtMkkKhSqRCLxTAajRAKhZBIJPDjH/9YhrYxJuCdd95Bq9USRR7jeE5OThAMBvH06VP0ej1R2ShzWR0Oh+TKs5lcWloS62s0GkU2m4XRaIROp8P09DQODg6kQRsOL4amU9nX7/fx/e9/H2q1Gnt7ezI8lfeORQ6zwjlXQK/Xy1yGSqUiX4tFOJt6Pj/Op6FC8Zvf/CYAiIqIxRkViKVSSZokxhyUSiVRi1qtVvh8Prjdbim6OfDQbDYjnU5LEanRaBAOhyUiYDQawWazYWZmBvV6XQYo63Q6GTDJOS2hUAjf+MY3ZPjzgwcPEIlEJCeWKjFlhrBOpxNr9dramkQ5EAQGICAiiUK6fkhe8Z1/lS8lUUJylg0vGzi6U0h60JrOvY33UEkw07mldH+RkGB0DhtJqvBGo4sBoizck8mkKHh1Op0A0KFQCN/85jdhsVjwox/96BLBSzLC5/OJ8oyujFQqJWtiZmZGFMeDwUBy8rlP8z7EYjEsLS0hn88jnU7LHJCZmRmcnJwISFCr1eDz+WRuCeMEqNDUarXShOv1erjdbvl7PEMqlQrMZrM4adRqNTY2NtBut4WE5fvMyJm9vT1YrVaEQiEUi0VRWzebTVGLnp+f49q1a1CrL2Zd8SLISOKLzSBzlfmMGbFBgGM8Hgt5EAwGMTMzI24lNrskbTm4OJvNSpRjoVCA3W6X4a6M2GKWeK/Xk3ucSCTwk5/8BEtLS7h586Yo+La2trC6uioxReFwWACL0WgkeeF0D/V6PVHHUiiQzWbFiUTimyAu1yqdMAQbzGazkBkzMzNwOp3IZDIC0NENNDU1hX6/j8PDQxweHsq8Ku4rJKc4eJTkGaMwG40G4vG4nDMk9+hQJQnDNcszlCC8Wq2+RJopCXMSctzvSLbwvWb0CEUlr3KUA9XTrPVIdHEvIQFWrVaxv7+PhYUF2a8YaaXRaCQW0+12C8iTSqWE9OBZyXM9nU6jVCohl8vJ841GoxKNeXp6eik+i7PduB8CL8l+AtFcWwDEncxIwE6nI7F+FPMoAVHm5BMg4+eioIPkAv8heceoTKphub8TDNfr9RJ1xvpNo9HA4XCgXq9fcgMyRshsNl+qVyeTibhnqehNJBICqjHGlGRIvV6HTqeTnHmS02q1GnNzcwLqMoaKES4mkwk2mw0rKysyC25vbw+BQAAulwtWqxUej0fEI4xzpEuRznMq71n/ElxmjC5/j+tvPB6j0+mI+5fkRLlcFjfx2dkZnE4npqamRLDEuX48Fxkr8+6772JlZUXWCc87nU6HJ0+eoNvtyl7HdcaIQK555RwQs9mMqakpifcludXv96XX4T7EZ8+fib0VRWPsY6rVKgAIicPh9azhSSAxDojnP4UtFD/0ej0ZLF4qlcSlzXvJOY9arVZcmgQtWbPyzOV8oGAwCIvFInFEr/pcPAAS58NagGArzwClO1itVouLi2ufwiRlxC/rQxK2NpsNp6enmJ6ehs1mw5MnT7C5uYmVlRUZhk6hBRMQKLrodDo4Pj7GkydPZN4NAed8Pi+RidVqVSJTI5GIzLCku5RzPRif12q1kE6nMRgMZI3y4pomQT0YDDA9PS0OQiY/cB/lLBGbzSYz/VQqFVKplMSYMWqW7z3XNfvlyWSCcDgMAEJ4cF9PJpMimLTb7XA6nSLcY++n1WqRTqdFAGQymZBOp9FoNDAej+H3++XnVb7LHFBfKpUwmUywsLCADz/8EEajEdFoFB6PR/qzTqeD5eVlqWvp0OMsvKdPn0ptHwgELtX8Xq8XxWIR8/PzsNlsODo6EiccezCKWjQajQhqFhcXEYlEEIlEsLOzI70e308KIei2aLfbMovG7Xbj8PBQ6mGKXpl6sbS0JISJwWCQ+Ex+BtaGTGNYWVmRqFg6Q9ijsEci2RQIBAQf4v5MYSXvvdFolHl/7N3tdruIPR8/fixrjvGx09PT4niaTCYSdU5CLRgM4vPPP5f4NI/Hg0KhcClpQfmeGwwGcd2SSFSeZyQ+r66r6+q6uq6uL+/6qSZR2AgRTOVBzlgbNn4s3Hk4sjgkscDiczgcihKPwAQPH8Z/dDodAYbv3r0LtVqNTz75BPPz86JItdvt+N73vifuhunpaQEGM5kM3nvvPWxvb+NP//RPYbVa8cYbb2BxcVEaSKo66Bpgsel0OhGJRESRy0OY7gMWIkajUbLVy+XyJRLI6XSK9ZRAOAEe2klZCLBA8Hg8MhiSsSIsfqiODIfDGI/HYq+mOoSgNps7Fn4ExajIYGNMgIl213feeQfpdBoffvghlpeXodfrRe1st9sxNTWF+fl5HB4eIp1OS5FLy38ul0MsFsPh4SFMJpM0DwQIgAsFzOrqqhTEGxsb+Bt/42+gWCziBz/4AVKpFPL5PL7+9a9jdXUVH3/8scy18fv9WFtbw/n5OaanpxGJRJBKpbC7u4tSqYR4PC6EhNlslkgsAn3RaBQzMzMwGAwy34CZ5ZPJBG63W5rHyWQihX29XsfOzg4WFxcFNCO4R6vy0dGRDLZns2q32wW0oZqU+cSFQkEszgQhqeiyWq2SJ8xnxcGjHCRNAJPrJpVKiao2lUrJQFCHw4GpqSns7u6Kspdq2p2dHcnwDYfDogZdXFzE/fv3xWVAcJmqcLqbWGArIx5e5YukMRsr5qkTzKN6jvE+3CNYjLMRVEZzEcjlfaRqmUorFukk9KjIJ3hM0IcDkAlKcU8xGAyYm5vDYDAQtxyjCRi5R2cZATaHw4HDw0MYjUYsLCwIcMXMc675Xq8njj2qUAksEqgkydDpdMSVQjKm2WxCq9XKwF6uc96bUCgkYEM2mxVgiA4rZn/zPdnb20M+n8d4PMaNGzfkXjOyhY2dy+WSWA2SOwAkimFtbQ29Xg/JZFIar1QqdcmlpoyMAi7AWapMnU4n6vU6fD4flpaWZI2wOfb5fFheXsbOzo6QlJxnFAqF0Gw2JXpiZmZGFNzlcllmDWxsbEgTeHR0hNu3b8usBZIj3W5XYteojAYunHp2ux3hcFhmD8zOzso8ABIpJE70er0Ay8ViEblcDg6HQ+adlMtlyZ7mXscho+l0GiaTCd/+9reRy+WEAF5dXRV1ZS6Xw9HREZLJJBqNhsQucHgun+Hi4iLeeOMNcTwOBgOZ78C1wfeA6t9+v39JAUzyQ0me0BlG1wrfa4JlBFj5zrOWoSqZEZb8OV/Vi4AxlcNUFXMN81wgKVKtVpFKpbC8vCz7HElLfi2PxyOiBILsJIlJKOdyOSFoKI4pl8vyPPhsCarTWaUErVkv0hlGcYpWq4XP54PNZhPhhNfrRb/fR6PRQCwWg8vlkr2CpJASAHe73RJbZbVaBVRSRrwRZEqn0zIvym63S5Qc189wOJT9fTS6mGdC91kul8Pp6SmazabUEb1eD7lcDtPT0/B6vTg6OhKAiwAjh5Uzd57vg9PpxGAwENcaHSmM46NQgMp2KsPtdjvsdrsIdnw+H7LZrNxrZtVTFc/zkAQwyUeKeRiBSEKEzg+uC76D/DP8c81mE8ViUeK3WHuxnqcrhIA0122/38fMzAy+8Y1vYHZ29lIE1dTUFObm5mTu1scffyyqaf5cFN+whue8g3A4LGQ3gUf2RnQWcE+hOIZKZxK7dCSzJ9Lr9SIY4DvHz0IQkjUm7zuBZ7qBuBeyfmM0WiqVQr1ex/r6urgF6cLUaDQyJ4KiCartY7EYBoMBbDYbwuEwbDabOMBedQCRRB9jPZWR1MpzhXsS+1+uCWVMJGs99ss8O0hY0bkBXMSaDodD2WtrtRq+/vWvC7i+t7eHeDwubi1lL0unPiOd+F6yn3c6nVheXkYymcTMzAzi8TgSiYSQbXTPkegejUaYn59HpVIRgpP9PJ3BBoMBuVxOIvcYm826kakQXq9XyFLuA/1+X/pTElXdbhderxc+nw+bm5ty7zj3iskLZ2dnyOfzCIVC4rAZj8cS4cQ9mnu3y+WSuC/O8uD6n5ubE+K50+nIoPJQKCSElMvlQr1eh8vlEqL/7bffRqVSkWSHeDyO58+fw+12A4DsF5ubm7h16xbsdjtyuZy8t8r4yMXFRczOzuLhw4cIBoPiCs/n8wiHwyI41Ov1Il4cjUa4d+8evF4vvF6vkAw870iWHB0dSQ1NJ5xKpZLYRpfLJS5Rzs7sdruYm5uD0WhEv9+XmXSPHj0Sx5rZbMbS0hLa7TYymYy43lk30/FJFzoFtePxGG63W5xP3GfZM/h8PnEB0TXI2ouCIQqlut0uZmdnpV+ii5+fkVgK98TZ2Vk5DwOBAF68eHFJkKb878FgIG4+ElEkwf9f6IOvrqvr6rq6/m9cP9UkCgsVqmwASAPNQoVRKyysqNBls0BAjApSEjC09vLrOJ1OUXUbjUYEAgFsbm5ieXlZ8pT9fj+0Wi0ikQi63S5u3rwp4MvKyooMJKUihcUQo5VYtFHpxYFrzCPlsHq32y0HMB03LNwAwO/3y2cj2Ly4uCgNPlU3PGAZTcOhhPzM5+fnki3KRovADlVHVDuwYCUgToUEG30+E95bKncZA0CCgcVBOByG3+9HPp+HXq9HKpXCZ599BqvVing8joODA7z++uvSBGu1WiwtLUlhxRkCTqcTS0tLokSp1+ui4KUFmIOi2cynUikZfufxeJDNZkWhXi6XMTs7K3m26+vrOD09xdOnT+H3+7G+vo4PPvgAuVxOoly2t7cxGAzgdDpFNcq4ASpVI5EIXnvtNZTLZRwdHYmrhqA0FafD4VC+LmehrK6uyvwCZc4tvwZzxgnq8WsxsuNHP/qREGV8h/g1mJNLhxZtx2zYOKtlbW0NLpdLvi4bl8lkgs3NTfzmb/4m1tfX4Xa7YbVakcvlEIlEZDisUv3VaDTg8Xjw1ltvod/vo1arSfwXGzhlg8fGnKAYAGnmrVYrEonEX96m9Jd8kTyjCo73n+QI1xt/XxmFQOUYf4/gBwEQrVYLq9UqA2yVcxionAIunGvARVQdCVbGaREAIyhEUIvEoF6vFyK3VqvBarWKk8rtdovqnop+OveGwyHu3buHVqslhCtBZiovz8/PUa1W8fz5c2i1Wrz55pt48uQJcrmckIoExQ8ODi6t8WKxiEAgIJnPbAp/5md+BsViEcfHx1CpVKJsr9frEptA6z8jLRjNRVVnJBJBuVyW+8D4AyrC2ViygXU4HNja2hI1IjOeCRBzZgJdfFQCMhawXC5jdXUVyWRS1NgLCwsIh8Pitjg5OUGz2cTS0hIeP36Mk5MTLCwsSAwRyVQCKYPBAH6/XwY8m81miZMolUro9/v46KOPEIlEEIvFoNPpsLu7K81wPp9HtVrF/Py8xJbxWSv3J0YwBINB1Go1iavhPs57QKKIamgSC2xWCWxTecq5W4xeWF5eht/vl0iwo6Mj2c+Ya00wg4pnDqiNx+PybBkhyUg2s9mMw8NDmbVA0J2xOjyDlUQn302DwSBzBgiqkIxSfnaezQDka/O9ftXjDHmWE0jkGgJw6T4Nhxfz5yqVCmq1GkKhECKRCNLpNDQaDbxeLxwOh6h1TSaTqIgJVpGY50WRS7vdFncrnxHBGIIZFAkoXSV0MpM0a7fbQq6cn5/DZrPJ3yWAn0gkZO32+32pIVmXsabgfAyuMdZFShHMYDAQYQVBHMbd/PzP/7zMbfr444/RarVQrVbR7/eRyWTE+ePxeESooVar8ezZM4lQocuCe3EqlRLAktEsVMLzjGC9yyhYp9OJYDAoSl6qlOkc5L5EVTpnNM3Ozkq0qslkQqPRwL1792Q+n8Vigdfrxfr6Ovb397G3tyfui2q1CqfTKff/7OxMYh9NJhMWFxcxGo2wvb2Ns7MzBAIBeL1eIZmDwSC2trZkXVD5z7VJdzP3hTfffBMGgwGrq6uYnZ0VYcQXL5fLhZWVFXz22Weo1+twOp1CRHNd8vyj45DuSoKz/X5fYl6UtT8jK/nrJNCsVqucAexNlM4ZlUol8b/ValUc9qwjKEBgj8J6lPsxvx/JHQ4jpzNwdXVV5pVxNgGjEFnzcb0YjUasr6+jVqsJuM4o3lf9Yk3O9509MQFWq9Uq5wzJQpLurOOUEa6s4VgLsrfkM6Rw8eTkBNPT07h9+zYePXqETCaDQCAgPZhWq8XCwgJ8Ph+Oj4/FNX9wcCCCNmUsocPhgM/nQzQaxWAwkDknfCd43ikjuW02G4rFogxG57ribIqzszMsLi5iZmZG6i7eM2W8Jms/1mEkEpXitFKpJPUA+/JIJCKCPZvNJrG5ZrP50tlOEQ/3aqPRiGq1Cr1eL/FUdrsdt27dQq1Ww8nJCRwOB4rFojjJ6BZkH+f1emUmE88ujUYjbrVoNCp1xMHBgQhyisWi7ElOpxOBQADb29sIBALilKZIsVAoYH19HScnJygWi5dmePCM5Aw61l9MgQiFQrh27Rqmp6fRbDbFoXR2dgaLxSLO5Wq1inK5jG63K3u5z+cDABQKBYlHbbVaUKlUaDabWFxclHl3d+/ehcPhQDAYlJqJc3I4/5TiF51Oh1qtBofDAYfDgWq1esnZMRwOpf5kzCQjUc/OzmAwGCTqzGw2C7F7dnaGpaUlETPt7u4K2cN5oSqVSuLExuMxcrkc7t+/D5vNJveb76JSMLO+vo4nT57g+PhYyEZl/0a8imubojf2QlckytV1dV1dV9eXf/1UkygsztnAKdVN/LcyvoYKZzoiSIrwa7DwV84OYHNRr9dxfHwsqkFGfng8Hnz/+9/H/fv3YTabsbCwgGw2i3Q6jevXrwO4yOxkFqfX68XDhw+lgGi329je3pYi12w2S2OjzLZlAeB0OmU4OQFHFnh6vR4Wi0UOcZVKhUKhAKvVKmoLqsJ8Pt+lIYAc0M7PzfgTNkpms1mGWLJBj0ajQt7UajXYbDaEQiEB2DqdjkSXsSFmHABVO91uV8ALNsderxeFQgGdTge9Xg/Xrl3D+vq6gH2bm5vo9Xp4+PDhJffDnTt38OLFC1EAtttt+eyrq6uYTCZiD6cjIxaLCXCxurqKP/iDP5BhcwAuKTsODg5gt9tx584dyV2llddsNuO1114TpQ4jZFjEEzAhWXF6egqXy4Xvfve7eO211wQEGw6HSKfTePLkCSqVCu7duye54FNTU6JYJ9DGIZyj0UhswlSMKokoviOMExsOh9jZ2UGxWJTcb2UzTdKQkREnJydipQYugHMShOVyGfF4HB6PRwCt0Wgk683lcknmMYvb/f19vPXWW0JwpNNp7O3tXXovOVeiXq/LzIpGoyENozL6BoA0/sq4r1f9Uqo6WVADL2elKIEsNtC0zfPPEbglaK9U2rOpUM4b4P+T1CPgy69HVSGVv+12W3KhGYH1wQcfiDKbIBot6QRoSEgQ+NFoNKKCfvr0qWTVUxWojBsjGTcYDKTxvnbtGhwOhzRSVEXfu3dPSF0qkvP5vAAEU1NTaDQaeOONN7C8vIyVlRWYTCbU63WYzWZ8+umnErvD58DGdDAYiKKsWCyKU4a5+IlEQoaNUgHPobwkPbvdrgxCpWqX51a73cb5+fmlSAil+p4zRXQ6HdbW1nB2doZCoSBrgDOglpeXJdebwgCq9MrlMlwuF4rFouSg87OtrKwIKEpQlg6gbDYrWdulUgmhUEiGlZLYpsKcUTLJZBJqtVqGRXP+DUkqs9ksn4cgDYUTjHTkYG+q/Kg2ZZQCAb2trS155iQ9rFYrksmkuB1JSvNsJllNoKrZbOLx48f4+Z//eVEq5vN5rK2tibsqlUphdnZWwFzuw3x/lTFOrFnG47EQIHyPSawBkLqGhJvS6UkgjEDZq6zEpvNKue+RJA4Gg7JXEbRgzUPAnXGorKWoyGUcBkU2XwSn/H6/AMok1+iC5TPmOqSLg+cVVfvKqCgCl8yH59cOBAIolUqoVCpQq9US7+ZyueT7mkwmRCIRDAYDyVxnfKjP58Pq6iq63a4IUghGK92aFJJ8+9vfxle/+lUh4AHgF3/xFzEej/Fv/+2/FSU1SZ1isYhSqYTV1VVsbGzILDfgIt6rUCggHA4jHo/L+cPI07m5Ofh8PiGCGKtGgDIajcLhcGB5eRm5XE4GQDOGSK/XI5PJyLwHulAODg6wu7srw6zpVORnJhCv3C/sdruojBnhQqchgWa1Wi3AnkqlEjfxyckJ0um0uMoIwrpcLng8HhmIzfkCuVwO4/EYN2/elD2WDs//GYHCS6fTiViBs7Z4BhMAbjQaMsORgh2Kr6hSPz09lZkSnAtABzmBYLp+AEjGPmsM1siMwOGcBv4sJMXonmGMJ4k/9jmMGiuVSkJ6UKhWrVYxMzODWCyGp0+fiiOI5AABRn6/RqOBTqcDj8cj83oovHiVIw0BiNAEeFnTca0ztppgKms0AHIPWS+SlCKxpYyP5PO0WCxyritFdBTCUBiTz+fRbrcxPz9/aTYdnWHswxgDy3eGe+LJyYn8Px23dJ2dnZ2Jy4Txw/V6HQaDAbFYDAaDATabTeoF9pfKiEeewXS88x1QurOAlxHarCf8fr/EytJ94PP5xK1P8pB9CvcO1lRMbUgmk9BoNPJesA5jr610gOVyOWg0GhHcNRoN+P1+ISqGw6HMwqLwSUlkApDPxmfFOK2lpaVLztXJZCJnCMVDZ2dnQoDwXKNAh7NcQqEQUqmUOEII4hMjuH37NjKZDDY3N0UkVavVLomxlMIQ5bB1zqNioka320Umk4HD4UA2mxVynDOcKFbx+/3IZDISB05XMh3gZrNZXHCcgcN9jyQTZwr6/X6ptQuFAtrttjj9GTNLoiwUCqHdbksMGckTm80m/XWr1RICn267N998U2o8CuToYmZNyjqG7y0TIugqZz1BAojr9+q6uq6uq+vq+nKvn2oShZniVJoqlawE4vjfBPyoSmSxyL9PGzRjk9hYsknRarVSwB8fH0tm8+npKaLRKDY2NgAAi4uLEgMBQIobqnA+/fRTmEwmRKNRNJtNOTCtVuulIW8EMZXKB0YDUB3JSBbaXtkgn5ycSLwYc+UZg8X8ZDbZarVaVC/Ke0kQh4rzmZkZ6PV6zM/PS8wKgaxPPvkEAOD1ehEIBNBqtSSzltnZTqdTiiaqdYPBoJBAVBYpCwJaWqlcNhqNmJ2dRTabFYdLqVQScGl/fx/ABYjJjGy1Wo3PP/8c165dE/LDbDbD4XAgkUggGo1ib28PH374IbxeL7rdLur1OkqlEjQaDfx+P/x+vwzvi8Vi8Hg8kuFts9mwv78vFuxWqyUkSSaTgUZzMYvE4XAAAJrNpmS2UlmujG7Q6XSYn59HKBTCf/2v/xV+vx+VSkX+DPOFSc5QqcTBry6XSxw53W5XlFNut1tU8eVyGaVSCUdHR5iamsLKygrq9bpEEoVCIQET+R6dnJygUqkIsE01ejabhcFgQKFQkFgKqmqYPb60tIR6vY6joyPE43FoNBpUq1VkMhnk83lRobdaLUxPT2Nvb08yvakIUqvVosLkjB7+Pt0WBJaZl63MhX2VL+Vex/9XAmRfbJ6/2CCywSV5wjVJcFsZv8B4DKqcGZ8zMzMjgzKLxSJmZ2cFqKFyj+AVGwYqxkjoWq1WUZqdn59fGrzMvGqfzycZ2vz5SVJzj+92u9JEUmVYrVbxO7/zOwgGg7h27Rpef/11rK+vo1gs4vnz56K2ZE4yoxA4DN7tduOtt94SRwLBaxJ//HnoiKFbrVwuIxqNIhaLoVQqifKaDbXZbEaxWJTzotfrYWFhAaenpzJkGYBkf7MRXl5elkx9xgY4nU7ZtwDAbrcjFApBo9HIUGN+b+7dtVpN3lOj0YhEIoFSqSSN/mQywczMDPL5vOxhJMLm5+fl7zEikvfaaDTCbDZLxAzVkCSTSeBYLBbcuHFDCHSuM/6+8n4DkFk0jNhiw09VHtWks7Oz6PV6uHfvnpzpwIXLjnFvVMNGIhHJHidATbCTcUpsQk9OTvDWW28J6cNItZ/92Z+9tCexGWcNQacjYzaUM4yo/CYoQ3CSikg+cyXgBUDeTboMgMvkCtej8nx51S4qQgFIXAwjRTksloIJkiO7u7sol8vY2NgQdSxBXzpiORh2MrmYKbG3tyd7DeNh6ULY3NwUkIygMqMBCVrR9WSxWC7NSmFdyP2bTmaC1qwDOdR2amoKoVBI/r5OdzFEOZ/Pw2AwYHZ2VqL3wuEw7HY7tre35Wdn1GYgEBAXKWcRfeMb38Dt27f/XPwbfz4CfXRlxGIxfPWrX5UZB4yl4V7MGNBcLiegZjablUgazpOhuIQkEolO7inHx8fIZDJQq9WIxWICsO/t7eH09BSRSET26VAohEajgWq1KsAsY1xJlFHYQ8EKHcd2ux2pVEqc4fl8Xr6u1WpFMBgUtf/09LQMTebsP5IwAC5FwHGuE2uTer0uRDrndjx79gy5XE5mgfxFFx1GjBXis+AsPK7LcDgMl8uFSqWCbDYroij2EwBkXwIgZwyV2ATtKKLgnqkEYzk0nAp+rfYi0lej0SCTyYjrnH0E46N4bnJGULlclvg5zhQwGAwy7/Hx48e4du0aUqmURBEZDAbk83kZuk3yh+QKCS3lHvEqX2azWUgligD5+bkfkZBnr0Qgln0wEwIAiGCFAC0FMKznnE4nqtWq1FgUlHE+W6fTwfr6OrLZLB49egSfz4fXX39dZr95PB58+umn4lwAXkbWMVaLThDuCxRt0d3OXoREIckigvysEfx+v/TFSgcfXQqct0fRoTKyieKGYDAoMa90zfKsZ5SiVqsVQoeiOu7Jk8lEsIpOp4NoNIparSakwfz8PLRarTginj59CuDiHS2XyxIdOTc3h9FoJDOG7Ha7EDEkd/gMGSHNd2pra0vOH9YLw+EQ2WwWCwsL4nZRqVTIZrMiYFxcXJSh9CSFa7WauFHC4bDMsSE5w/2BJF61WkWlUkE4HBYxEIU1FFFyDb/22msYDodCpufzeal78vm89CihUEhItEgkgqOjIxwdHSESiQhxoxQ+qFQqmbVFUZ/JZJI0BYp7KDojBqSM2Eyn09BqtVJf0KFN0s3hcEiag1arxcrKClqtFpLJJI6OjuBwOODxeEQ4lEql8OzZMzx9+lRI8Xq9jnA4jJmZGXG30p3n8XhE5MW6jiQdf2Ylgars465IlKvr6rq6rq4v//qpJlEACPGhVqvhcDiERFAehCyMgJcFIhV/jMXSaDSSr89YGM4GoXKVBV86ncbc3Jwc8ouLi6KIZKZqLBaTeAWv14tqtQqbzYa7d++KjZ8KWGZyU+1jtVrlwGZjc35+Dq/XKwN+CURx2CWLGs48SafT8Hg8Al4+efIEwWBQispIJILRaITnz5/LYUsAhwNE3W63KJ0rlQrW1tbwy7/8y9JgAcDMzAza7TaeP38u+Z8splgwkJzhjA673Y5CoSD3gaQOFTQOhwO3bt1CNBpFIpFALpeTPHOqzc7OziTTm8+r2WyiUqkgEomIfTifzyMQCCCTySCZTCISiaDT6eDZs2cYj8c4PDxEq9XC+fk5jo+PLw1fBiCxHiqVCru7u9DpdPjP//k/w+Vy4Stf+QqsViump6fx8OFDbG5uIpvNYn9/X0gkOoHy+Tz8fj9UKhUymYyoqahe/+JlMpnwS7/0S9jZ2ZHiljZnDr2r1WqoVCoCwNjtdni9XszPz6NarUrcl9vtlpxyEhhUdnMWi9Iifn5+jlwuJ6pcqpAIVnG4NWdV9Pt9iSHT6/VYWVlBs9kU0IoupUePHsmAWDYMKpUKDx8+RCgUwvLyMgKBgCh7qDiNxWIwmUyiXiO4yyKWKmQO72Zhyz3gVb+USnaSadxb2Ahz/2I8A+NcSIZyLRIsYxOtbLAZmcSmmTMgTk9P0e120Ww2EY/HL+0xu7u7Ej/IppjOMSrXuP/x+3LvPDw8xHg8ltkAdE88evRIyBVlrJNyXgXVaxwUHY/HBbT7J//kn+Dtt9+GRqPB8vIy/vRP/xTpdBoAxEV3/fp1IdxJpkYiEXE8jEYjJJNJlMtlmaFlt9sxPz+PfD6PqakpIUeY1T+ZTLC8vAy1Wo3d3V2k02mEw2EBNUg8EtQNBAKyh9DZ8vTpU1Fwm81mxGIx+VkI+BEwPjk5QbfbRTQaxeLiIqrVqgx+dTqd+PDDD7G4uAi73Y6trS1ks1lcv34di4uL8Hg80Ol0ePDggTRzh4eHiMViAIDbt2+Lkm92dlYcEDabTVR++XweN27cEJUsidJAICBk6He+8x28//77qNfr+Jf/8l/KuUFCrd1uo1qtYjwei7OQQ2eVmfuctaOM0uh0OjCZTBiPxwLCnJ2dCeDQ6/XQ6/Xw5ptvytpndBLnKhAIZt3AWU2cJ/XkyRM8efIEW1tbWFpakhqCBLRyxpoyRklJaPL846+1Wi1RshIMAF4SJFT0Ezzi3yWhzLOCzttX+SIgA1zcH+VAZQI6SsW6x+PB6uoqyuUy8vk87Ha7ACpGo1EcCplMBq1WS+Jgqa5lhCwHep+dnWFubk7EKHyXqWQlEUIAThmRQ6U3RTp0ziQSCYn2WlpaEnJldnZWwK1kMiln5N7eHlQqlewLjCWkI4LvKQABikgu0FlCguSLBAqvfr8vJA7np2g0GgEnW62WDEtOJBKYmpqC3+9HOBxGvV7HkydPUCgUYDabEY/H5T1wOBxQqVRCZgSDQRGzVCoVnJ2dYWtrCx6PB+VyGU+ePEGj0UAgEMDs7CwASPQqyS+z2Qyfz4fxeCxuGTohqGw2Go0IBoOo1+sol8tIJpMi+uH8HJfLBYPBIC4iRi2enJzI/eW5pIzO45w7zvhSqVRotVqXIsK+/vWv4/j4WM7Hs7MzfPLJJ3A6nVhfXxfxF6/z83MRnTSbTekJKMTiGuE6p1uw3W6j3W4DuJivxbVwdnYmrhU6sSm6ICFE0p3uYNYGVOUrZy7RAcn4GBKXNptN1g/PAeVcQs5N9Hg8iMViSCaTSKVS4rYuFApYXFzEr/7qr+Lx48fIZrPy50lSAS/JAf5DBw5Jo1e5DqQTi24ungPKZAY6etljMgmAICv/m5FCPC95blPcwPVut9tRr9clRopOTQBCFDPuaXt7Gz6fD2q1WmZ4MNrSarWKq3dubk6EdnQYkLShk0A5t47kGGcSMRqMZy57+Vwuh0wmg4WFBQAQEVyv1xOhDsF8iimBl+6edrstZ8vS0pLEiZLoHo/HInzkXsH4ORImvV4PkUhEXDhc++vr63jvvfdQqVQklhAAEokEQqGQiIroAONQ8+npaVnjjJwmXsE+yWq1ytly69YtcQBSWMk9hn1bIBAQMJ/rgs+7Xq9jY2MDz58/lzqLezgFT2azGXa7XdIeWLuwDzw+PsYbb7yB1157Dc+ePUM+n4fX65V6mqJUilwYR8jZe4w7I/ni8/nkfKNDkWs2k8lIPLbX64XJZEImk0Gz2cTW1hYWFhZQr9cl2pHrx2QySdoDSV+fz4dWqwWNRoNisSiiJa1WKzN7tFotMpkMhsMhPB6PEFi8z6z/GCH8ySef4JNPPsHOzo5E+nY6Hbx48UJmPRInicViWFxcRD6fxx//8R/LmqcbRSn+ZS/3RSLoVd7/rq6r6+q6uv5vXT/VJApjQ6hA4mFCNZjBYBALMYsT5osr7csEUDgglNZL/l02Td1uF9/61rewvb0tQ8kIjhHYcLlcAuQCFwobr9eLfD4PtVotUSHpdBqBQEBiGNjQNxoNUWsQFOTQYzbmJGA4d6BUKgkQyUxaxiYwl5lq3qmpKbjdbgyHQ1QqFVSr1Uv3MxgMSuzI2dkZ/H6/KH3/zt/5O38O9DeZTFhbW0OlUsHe3p7kZdNpQZA2n8/D6XSK5ZZKOB7w7XYbp6ensNlsmJmZQTAYxGQywe7urjgj2PyzQQcg9l4OEo3FYgIKDIdD3LhxA6PRCE+fPpVin0344uIiHj9+LATcwsKCZJHzc2q1Wrz99tuw2WyYnp7GwcGBrLt+v4/nz59LbNDjx4+FtFlYWJBZDGxwTCaTNDFqtRp//a//dbz22mv/0/Xd6/VkvcbjcbTbbaTTaSlsCWwTMB+NRnjy5Amy2SxarZbEVeRyObRaLYnbOT09FeU/7xUHGxJU4oycVqslBTxVrlznlUoFqVQK5+fniEQiYrnf2tqSJtnv98tQvffeew+PHz/GZ599JoPnHQ6H5GmfnZ0JocP5CVzv7XYbhUJBCAM2+1TeKZV4/Eej0UgT/6peSkcJ/5vOHOUgUUYKKMkS3jsOfSfQxwZJOSOKTTQJTKvVikwmI3ssB2fSredyuRAIBHB8fCx55Yw71Ol0ODg4kD0tlUpJvv7R0ZGQPW63W0g8t9uNfD6P7e1t1Ot1BAIBaXqpgO33+3A6nTJnyel0yt5Lwu/dd9/FV77yFQGoGPvjcDjkvgBAPp8XxyAjB+j6+PTTT2WAcrlcFueAy+XCxsYG7t69i1wuh3A4jHA4LM3oysoKSqWSDIdfXl5GtVoVUuUXfuEXxOFgtVol0nBubk7mQsXjcbjdbsTjcZRKJVFHr6+v4+joCA8ePJBoGKr3qFBmxFc4HEYikYDNZkO320U8HhcXHZ9vr9fDixcvZK9WqVQIBAJYWloSEOCdd96RYZeTycXAWI/Hg6WlJSSTSWSzWYmV4dny8OFDZDIZLC0t4eDgQJpMAnfZbBZutxuVSkXe6Xw+D7fbLc4VxlS5XC50u10BC7juO50OdnZ2ROVOdShJF8ZBRKNR/MN/+A9x8+ZNjEYj/OAHP8BwOJR7ykHbdMpRtECVezAYRKPRwKeffornz58jEomgXq+jXq9jdXUV9Xpd5tcQWOD7AeCS046Kb6o4qRonGEYCiPu+slFWztYimMg/96rnYTN+hOAJz0I6mQgIctD0ZDKBx+OBVqtFoVDAZDKRWRecKUYHFL8OY09MJtOfA/05J00peOF65nlItx5JLaPRKE5Lkj4E5UkGMH6TqmgC4EqxA0Ejgmb1eh13794VRyjXnt/vF/KDAgSCiwAkBotzXL549Xo9/N7v/Z6IJwCIk5AOaZKKFEysra1hOBxif39fSEGn04nhcIhMJiOxLYwTNBqN8Hq94qqhO4HvB8H6er0udX6r1bqU+U/1c7FYhMFggMvlkneIgDqfs06nw+HhocSxcv8gEE1BDme4MRqXDnWKehiZ4nK5JFqSM8RYrzMWJhwO4+joCEajEVtbWzg8PEQul0OpVBLX9L//9/8eP/dzP4eZmRlRGms0GtRqNdy/f19EM4xSUkYwcfYKFe8kYbkuSYpwDWg0F/O2OAOMQjOlw5+iF9aBBOvoXlKKWkqlkoiwOIy7VCoJqW8wGC65hwHIu0GAn/truVzG3NwcVldXZYD19evX5bMZDAZUq1Uh2Fn/8Ofm8+R7RLfuq3hxzgYAia7j/j8YDC4lFrC2Y09C4phECx11JPEJZrOGZ43u9XrRaDTETR+JRLC9vQ2HwwG/3y9ugbt372JqagrPnj3DW2+9BbvdLvsiZ6XRhZnNZhEMBmX/5F7Itcq5oUwZ+KKzl/1KIpFALBYTcomOEYL65+fnQhSUSiVYLBaEw2EhUqj8p2uNBJHZbJY9knszI421Wq301Zyzxr7dYDDg+vXrmJubw+/+7u/KnDaeywcHB/Jsnjx5IvNEKpUKxuMxgsGgzMxSqVTweDwwGo3w+/3S82YyGRiNRuRyOZycnODFixeYn5+X/ScYDOLRo0dwuVwIhULo9XpC1PO91Ov1Qla89dZbePz4McrlMvR6vTgKGbdbqVQQCoVE4DeZTNBoNCRWj0RqpVLB8vIyGo2G9L+JREIILLfbjfX1dYnzm0wm8Hq9QvbyDOY8GLp+ut0u1tfXJe5KWbd2Oh1xhTQaDWSzWZyfn0siRjQaFTfiaDRCvV6XGO5UKoVut3spIpr1HzEmCk5JdHB+F8/kYrEo61iluphTmM/nUa/X5b17/Pgxut0u3n77bczPz6PRaODhw4cIBAI4PDzE+fk5fvmXf1nms5pMJsTjcczPz2N/f//SnFSK5ZTiDY/HI2cl6+ir6+q6uq6uq+vLvX6qSRSqZwi0spgmeEKQlTEZzFblwFGCX2xM2YCzGOeBRyKlWCxeUk/HYjHEYjF4vV6k02kEg0GMx2M8evQIXq8Xb775pmTFr6ysyEwVZrrHYjGk02lRSAcCAVHghkIhUTsCF2A+1S9sBiwWCyqVioB0KpVKrLqdTgc+n0+U2Gz4SJ7U63VRuShnJhD0LxaLEi1Vq9Vgt9sRiUT+3DNQq9WIRqOYnZ3F1tbWpRkH9XodwWBQhucR1OD35fA/KtoIXlHdnkwmcXh4KFm5er0e+XxecsdJCjAL9P3330e/38ejR49wdnYx5I1FXTgcFpU3FeZU/igHI1IVw+aeP0csFhOwa21tDYFAQFTDBKQJSOZyOclZJbgYDofh9XpxfHwsRTebkr8oB3symeC3fuu3UCqVYLPZoNfrpVAkCABACC8Cp7VaDdlsVtwqJAAJMDI3F4AomQjk0FbNqCHlnCDgQslIoBq4iE/xer2igrbZbCgUChiNRigWi/Ju+nw+zM7Oikqx0Wggn89LBBgHkD958kQKRovFAr1eL8p52rq5PgBI48iGhKpjFpTcD17lS5mDzXWrBAzYNDNPmqp95VwdZXQXs5C5Xux2u0QdcO/RaDRSoPP/2TD2ej2xq29sbIg6i2q00WiESCQi7zUVWsyvdjqd0kBzvg9jGRgrx8aJ64lkDABpurrdLtxuN1ZXV6HRaFAoFPDGG2/gr/21v/bn1NYcEh6Px2Gz2bC9vS0NXr1el72s0WiIq2xzc1NceoxkoCKd69ZgMMier1arJcqOZA3nDlFByKHNJCW53xDsc7lcAq7lcjmJY2w2m7h9+zYajQZmZmZE3cZovUwmA5fLJSAqyePBYIDbt29jMpmgXq/LnAfONKADkYrM8/NzcUIScM5ms0ilUjLQnurL09NTFItFJBIJ+P1+3Lx5U/ZQNpMWiwX37t3DYDDA/fv3JbIxn88jEonAaDRKA0wVJuc7DQYDAU3pduTaJwFI1fhoNJLhogSyHQ4H3G43PB6PNJiLi4s4ODi4FBnChprrr9PpyGwsug8AiAqb88LotAuFQnC73eh0OgJoUm3JWoA1CcUYnNFGsoR7GZt3PhvlZ6WTk9GYVNC/6pcy8op7oUajEXCbLk1mkWs0GszMzGA4HMqQXBIO3MuUIhiCVpFIRN7b0WgkrhCuRxJ5VOpThMH9jfFsfK7KiFgSaFTWMw6L9R9JBBLDJApJtBE0JchEQN5oNGJqakqAQQ6GJ7HEQdKDwQAmkwnHx8e4ceMG3G633N/RaIRPP/0UT58+FUedSqWCxWKRWox/zmw2Y3FxEdPT00in0/K+djodRCIRAXNZa1MBrNFo4PV6EYlEEAqFUCqV5NlUq1VotVrk8/lLA+ZZ55fLZWg0GhwfH0s8LM83xpexTuj3++j3+2g0GjILkHNnODuh1Wphe3tbYoQY5ZXJZMT5RdCZ8YbKOTparVb2uVKphFarJcAeCfdWqwWXy3VJ6MG1c3Z2hv/4H/+j1FjKmBmlMp7CMILjdMPQqUQRFs9e7hWs9wmasqbiO0ISgmpz1hI2m03qRALTjCzzer3iAOA7qQTmGbmldNEx7rNUKgGAuAY4NJkup7m5OXQ6HTx//hxvv/02pqenxfWqrL35risjrZS14KtKoAAQQR2d3ePxWJT0rP9Yq3EdkFwnCcpzlGIb1oRcf3xfh8OhxAmq1WpxFRPoTqfTiMfjkigwOzuLRqOBo6MjvP7663A4HJK6wPQAk8kkxBvP+tPTU5mvSfc9z8HRaIRWqwWv1yvvM4WPVqtVenXGRjNpgO4pEiI+nw/lchnpdBper1feL6XQgbM9WRMDL2tM9kxKZ+lwOJSYLuIKnNP32WefYWpqCtFoVCIHbTYbdnZ2ZM4po1pLpZLE6rlcLni9Xjx58gRer1dSNM7Pz/ELv/ALGI/H2NzclD2BRE+9Xofb7ZaaIxwOS//HGPJyuSw/NwCJGCwUCvD5fOKKsFgsODo6klppMpkIkVwqleDz+aQHNZvN8Hq9QmJsbW2JgHJqagrpdFoiYElWAZB9Xq1WY25uTmLLON+EewwdKoeHh7Jv8RmR8PD7/Wg0GrIP0ZnX7/dxcnIitTd7x2q1ivn5eYTDYXEHkigDgEgkInveaDSCzWbD4uIihsMhdnd3pVfm73NvpFiUPSwH0LNucDqdeOutt4TUYtTn48eP8XM/93PQaDQ4PDzE+vo61tbW8PrrryOVSknPzXXId5q9Gvsj7u88p6+uq+vqurquri/v+qkmUdgkMb6CYDrBwW63eynqhmAWVfjK6BfGQxFgZo61sngiSMTGZDgcYm5uDuPxGDMzM6K0++yzz+D1erG+vo7xeIxSqQS3241kMgm9Xo90Oi0KMOYjs9hyOp2oVCoC9pydnUlMBBsfgnp2u12iVgg+t9ttAeVoT2VmKdWIysxq5iVz+BtVjcwHZ+7z/0rJQPCTSgiPxwPgoriv1WqicmfuP9VLXq9XVDvKIbrJZFKUjsxOpfvB6XSK0kXZLLORNJlM8Hg8SCQSGI/HmJ2dRa1WEzdHMpnE1tYWzs7O8PDhQ0SjUXEDDQYDiYFhketwOLC9vS1DjJeXl7G0tCQzBhjR8sYbb+DTTz+Fy+XC5uamAAzj8cXQba/XC7PZDL/fLyrWRCKBcrmMUCj05+7p4eGh/DkWrPV6XYi/fr8vxTGLKCq02URynZMcBCDvBgFormsOv+UMHgLcLAwJeJycnEhM0NTUFGZmZqDT6S4NeLXZbAJMuFwuhMNhOJ1OtNttyT0GIPeZTgUlETI3NweLxSIFv16vF6CCwAhV+2q1WtxZyoKSQMurfJEQJhjFz80BiNw3CLayyeZeogQe2cTyGQAXzRKHobPZ4vekYp6EpFarRbvdlugXt9sNv98vSuderyfvBIc0MhLC5/NJo84YHavVirm5ORmcyT2E83mU85ToHuPa5vwUOh1MJpMMHP3iVa1W4XK58NprryEQCEjEC4F7h8OBYDAoUVWHh4fiTBwOh1hfX5cZKCQUotEo1Go18vm8nA/cZ5XxAG63W2L1uM9OTV0Msqf6ktF7t27dgsPhwNbWForFIkwmEzqdDoCLWUtOpxPXr1+XaJ1KpSKxaiRDOp0OEomEAGWtVgvValXU4KenpxKLQ2CeSnuXywWdTodGo4EHDx7IoE4S1SaTCdvb2/K53nrrLRweHqJQKMjnL5fLWFhYwL1796BWq5HNZpFIJNBqtRCJRITE5nPkTCfl+dDv99HpdC7N1WHkCCP+CGpzXTP3nwID/rzcizQaDSKRCLRarcy9aDabKBaLiEQiuH37NgKBAP7kT/5EXI1Usr755puYmZnB8fExqtUqFhYWkMvlMJlMYLVahXyko4rKR2a1U91JwIvANkkU/jrrEBLDSpcKaxwlkEYg6FVuoKmE5+clmUbwlDGGWq0WXq9XIgEpZCHQwZqHgJfFYhHiZWFhQc4exkw5HA5oNBqJUeHPQCeDSqWSd4jCHDoHgItnQuKZa5vgMQBxGHGP5j+c6Ua1PT8fZwXx7KbjVKfToVQqiTOXYg9eRqNRZrQ1m038wR/8AVZWVgC8nO/0J3/yJ+J2JphO5zZrOdbiBoMBuVwOxWLxEghG1w5B2263K8Ao13k+n0c6nRYCYDAYwO12y2cieEuyku5Z1urcr+kYYj3icrkkQpRzqKiu12q1ErfD2pICHyrGuTZ4URzSarXk8xDsValUKJfLsNlsEq3GfoEzWTqdjoijqGQn2acUySQSCTgcDgHD6MhlFBwFLzyDCXyfn5+Lo551Oc9Uk8kk5yHnPTWbTVitVqn3uYeS+AMg4B8drlyrHCLOc4DEBcksnptceySRhsMhHA6HiL9I+J2fn0vMUyAQgEZzEaW5t7cHv98vNQWJLdbHStKZeybfK5J2ryqRwjqec3FY3/HeAJB7S+EUCQMK2/j3J5OJxAwywpCOcD7fYrEo4Lxer0ehUEA4HJaoZJfLJdHL0WgUvV5PiAK6DBibSJEMRR4UhZDgdblccDgc4qqnU5ARW9xPlb06gePZ2VkRSVCYwv2lXq/LvQAgjny9Xo9MJiNfl0Q3I53pcqPAiGI7fg06QgFIzcNn0Wg0EIvFxKU1HA5x7949ETAOh0Osra1hdnZW3k0AyOVy8Hq9CAaD6Pf7MseKw8zpdiAZz36cDrRms4lcLge73Y6TkxO4XC5kMhnZGyjmMxgMWFpawtnZGTKZDILBIJxOJ6xWKzY3N9FsNmVenMlkEkcJezG6wtiH07Feq9WgVl/MP+Isp0ajITNsxuOx7LUUkJycnMj95ywbm80Gk8kk83CazealPYIiAopLKdLkvSUBDEDOMe43XH90wNjtdiGruUbZW1Goyv4cgHxfkpP82jxrWbvdvXsXqVQKqVQKwWAQOp0O4XBY4us4MzeVSuHu3bsoFAqIx+MIBoMIhUK4du0afvSjH6Hb7Up0LOsV5RnP/p793/8spvPqurqurqvr6vr///qLJxj+L66f/OQn+O53v4tQKASVSoXf//3fv/T7v/qrvyqbNv95//33L/2Zer2OX/mVX5GIlX/wD/7Bpcbu//MP/z+AQR4kBP+oCuU/VHxSdUBVCtUNbHzZDLNxorqAzSFnj1Ctk8vlBChj03v//n0cHByg2WxKMceDf3d3F++++64ctPv7+zK43ePxSJPAw5FNOBsDAuH8mQha0lqqVFCORiOUy2WJXqFKvNPpoFaroVwuw+l0Qq/XyxA/h8MhTZbf75ef++TkRPI6lRebomaziadPn8rBzkHCHo8Hw+EQ5+fn8nU5u4XKDoJh3W5XIlj0er0QEQSMKpUKDg4O5Oeenp6G0+lELBYTGzrvMZWPzEHln8lms9jc3MTU1BTm5+fxzjvvIBaLyT0cDAYS08LGOZfL4fj4GHt7e3j+/DkSiQQ2NzfRaDQEKPjxj3+Mf/Wv/hWePHmCg4MDAeDYeJ+cnCCXyyGRSEhjrFarsb29jX/zb/4N/vAP/1A+52AwwIMHD/Df/tt/Q61WE3U1h2gyy5fzIxjpQVu8Mg+50WiIK4tROGwqlEAT40J6vR7q9bq4mwhm0iZNdRQHd9vtdhweHooSRwlkUwlcqVTw9OlTbG1t4d69e6jVatDr9VIQLi8vY35+Xn4ONmb1eh2lUgmJRAK7u7vIZDLiYqBDiCAG1xgjO1hE0k3xZV5/lfY/AEIgkzgiqEQlFAEN3hflfxN4YNPMvH8qddkgcJ+knZ1RAmzACOYRYOHnTqfTEpFAsLdSqci6LRQKl/Y4Rrlxz8lmszLHp9ls4uTkBA6HAzdu3BB15Hg8FsLDZrOJmpek2sOHD7G/v49gMCiRK8rr/v372Nvbg81mw/z8PF5//XUsLS1hZmYGX/3qV/H1r38d77zzjoBZ9+/fRzKZFOXnYDCA1+uFz+dDrVbD9vY2AFyKjiJh7vP5EI/HYbVahSgxm83y/4yH4PNgvNrs7KyokZkzHggEhNikqj4ej2Nubg7BYBBmsxnT09OiKmezRrCUxD3PR8YQ+Hw+UYIShLVYLPB6vRKflkgk0Gg0cHh4iP39fSHlqcKkQl+ZL62cLzYzMyOOnl6vh7feegt/+2//bayuriIQCKDX6+Hg4AClUglnZ2col8soFouoVqu4efMm3n//fXi9XnFDkSRkrAHnsXAP6/f78jMQPGGTz+8xHo8lknJ/fx+VSgVOpxN+vx/BYFCGfX7ta1+Dz+dDr9dDOp0WQvnBgwf44IMPkMvlJPZjMplITJxOp0MkEpGMcP4a93IAQgienJzI/VIOdCYBSDKU6491DsEzKo5Z73zZ4OFfpT2Qn43gGfDSicL8cQI0jNoiSL+8vAyn0ynkFgC0220kk0ns7Owgm81iMpnIGvD7/fIuU+XKnH7WlHyfWK/x+/O5cwYECR+eUfwZqXLmnsgIK+b8U4VMZyAJBAJFrIULhQKy2SwqlYrMRuH98ng8EoPF9ZtOp1EsFvHRRx/ht3/7t/HDH/4QP/zhD/HjH/9YzgwO4SWIrgSuOQ9we3sb9+/fl5+Xz6fZbKJer4tKl6CS0+kUdXomk5E4IqrBWZ8z4oefbzKZoNlsolarCQmiJJpIIDMqirG4oVBI6iT+fPz909NTOZ8Gg4EAmRwwb7VahRCi24vvJusNnkuNRgPPnj0TAJFkDVX13HuV7pzBYCBriIpuuswZz0rFPV0GJJCVsX1KoRVJP56LdHEQ/Dw/P5efmXsIHZ90jbDPoguY9+rs7EwGVRO0o9uF51K9Xpf3jmcmI3WHwyHC4TD0ej0SiQSeP3+OdDotdQZJZrfbDbPZjIcPH4rTmeuepCiJPBJ8Skfu/4k4w79KeyBrK/630n3D9a0keLn38M8wqojvGd/n4XAotQlFflT7j0YjeDweBAIBAMDR0RFisZi8d1arFU6nEzMzM3C73SiXy/j4449Rq9Xg9/uFsGRvSjcL0wU6nY4I7SimqNVq4ibj5+X7Q1KXs0bY3+zt7aHb7SIcDmNpaQkWi0X2Rc7Xobtlbm5OiKPhcChu6MFggHK5fGn/UyZUKNME6A7ju6BWq0VYRHEExSysvUms8p1in04SUqvVYmtrC7FYTGK2A4EAqtUqarUadnZ20Ol0kMvlsLW1hUajgenpaVitVni9XrhcLiSTSZjNZtn3WS+xRiUZxrXEPu7g4EAcuey5GE0aDodhMBiwuLiIhYUF2Gw2iS1rt9twu92w2WzweDy4fv06FhYWZPYKZ/zl83m5PySwSfI8f/4ck8lExFCMJaMwlM+qUqlAq9XC4/HA7XZLRDSdyE6nU3rCer0u9QGd3RTY0NHLPXc4HIpIs9PpiKiA/UWhUJBemSSbMgGAQkONRoNer4fT01N89NFH+Pzzzy/Nc338+DE+//xz7OzsIBqN4jvf+Q4cDgfu3r2Lra0tbG5u4sc//jEGgwHeeOMNvPnmm7hx44bUeNyfuZa5d7M2Zu92dV1dV9fVdXV9udf/thOl1+vhxo0b+Pt//+/j+9///l/4Z95//3385m/+pvw/Gw1ev/Irv4JCoYA/+ZM/wWg0wt/7e38P/+gf/SP81m/91v/Wz8IiURkNxcOSZAiBBCpxqOriAcOCkSostVotWZlsCBizUCwWMT09jXA4jEePHuEXfuEXUKvVsLu7i29/+9vY2dnB7//+76PT6SCTyeD4+Bg6nQ5utxvVavXPKT96vR7sdruosjc3N2VYskajQbvdFiVOv99HrVa7pNCgcogzDaamplCr1cS6rWyCwuEwcrncpVkf+XwewEtlK0kZOkmYyc/nl0gksLS0JKD+7/7u76LZbCKRSCCTyQAA3G63zC/odDoSHWEwGLCzswOdTieFMb8fm0kW7lS06HQ6OJ1OpFIpAMDs7CxmZmYQjUZF0RYKhcRp0uv1ZBgonSMEVxKJBMxmM27cuAGTyYRvfetbEkXFRuIb3/gGfv/3f1/ybFloskHt9/vY2toCAFitVnEYNZtNHB0dwefzSRybyWRCq9USRWQikZDoEBJeGo0G5XIZv/Ebv4EPP/xQlJGbm5uSEU21NBWHLEo5R4SgIUFYpXqVhS9nEnwxK52NO4Fv4AKAYvGn/DVl3AgVtAQWGNNAV4zVakUsFkO320Wj0cDx8bGA0IPBALOzs4hGoxI/Q0CKSl02ViT3qCLz+/2y5mu1mjT0VIYRmFE2hF+2Auev0v4HvBysTNBOqVolYEVSluArXSNKlw6bbzYddC/xaxO4ogqa7wiJ00gkIq6zyWSCcrmMWq0GlUol2flUjgEXUYTMzq7VagJeEfhmDA1jDDOZDLrdLrLZLAwGg+yTOp0O1WpVflYCA4x1YPSS2WwW5Rsbj+FwiD/7sz9DtVpFOByGTqeTAcDhcBivvfYaNBoNqtUq9vf3cf/+fVSrVQQCAQyHQ2nYlEAp9zH+2+12y+yM6elpGAwG2Gw2FItFrK6uyjlVrVaF6NTpdDI4ms/J7Xbj9PRUiHeeX9euXZM9qdFoYGpqCjdv3kS73ca9e/dQLpdhMpnw+uuvo1gsYm5u7pIo4PDwUADiRqOBTqeDWCyGer2OFy9eyH5PQJqRKa1WS95TKvU3NzdhMBhkhhWjQM7Pz/GjH/0IhUIBNpsNVqsVv/RLvwS/34+TkxOEw2EsLCzA7/fjJz/5CeLxOJ49e4ajoyOMx2MBDE5PT/H48WMh+pxOp7hgVKqL2CWqVpUxZHwXLBYL5ufnUS6XEQ6H4fP54PP5BDR9+vQper0eGo0GAMDn82FlZQXf/va3cf36dZnXYzQahdTV6/U4Pj6W2Mf3338fNpsNbrcbpVJJzk/GRXHPpmuAYDmVtwQFCaoT8OLeTQeL8p1XKnAJ3JBkZ83zZV5/lfZAnmesawjw8v3w+XwIBAIIh8Ow2WyoVCqXBhGHw2FR6o9GFwPFOf/BZDJhfn5ezk9GkSrdk/V6HQAk9o2zAwic01lAwo/7J+s77kdUWCuFF+fn58jlcgKWEPihOpykNfdIpeiHYD3vB4kPkh28XwRYCfYxF59OObPZLETw2dkZKpWKDJNmTKxKpZJ6iWROs9mUCLRqtSoOZbvdDqvVKnGyPDMACKGl1Wol3oRxPJyH5nK54Pf7USqVZBYL1d58RgAk+oX1r1JUFQwGhZRlFBIAiWFdWFjA0dGRRKIQUKWIiV+fSnDGrrXbbREfUNjAe09BEWNStVototGo/D2q6sfjscy/YRwx92oSP0ohBKO6lLOiuA4Y8UZyGXjpSmN/QxCaeyQjZgjkKiOytFqt9FG838qoORIYfIZ05fj9fiF2TCYTTk5O4Ha7JY6JM2MYecaahiQlAduDgwM0Gg2sra0JacmamZ9RSSzx3vyfIFH+Ku2BwOVYV645kl4EUulW4n6iJAL4nozHY1Hvn5+fS81PhzkV93Qu1Ot1nJ2d4fHjx/jWt74l67DVasHn8wnx/+u//utIJpMwGo1oNpvQ6/UidKlWq+LUZ81Esd/MzAxMJhNqtRoKhYKsIcbS8v8pImNNGA6HxRlgMpmk7yqVSpcIocnkYvbezMyM7AX8/CRq+ZnocGZvRDcbnU8azUVs7NTUFGw2m+zrfN+dTqekLHA+BwmEYDCIbreLYDCIBw8e4OTkBPF4HOVyWcR9L168wOuvv450Oi117yeffILl5WURT/HeMa6RzhHu2xaLBU+ePJF3ixGK9Xod8XgcT548gd/vF0ezx+NBs9mUr8+fnfHMo9FIiOKZmRl0u13YbDY0m00RPLZaLbTbbbz22muo1+vIZrPiMHY6nXIG6HQ6RKNRTE1Nyaw7OqNIBGWzWfj9fpTLZant1tfXZb3odDo5H6xWK1wuF0ajkSSPRCIRbGxsoFKpiDOKzsCzszOpfRk7RmKLqQcOh0M+s9I12u/3pXbnPklnNN8Rs9mMb33rW7hx4wb+2T/7ZyIazGazSCaTKJVKeP3117GwsICvfe1rSCQSePr0KYrFogiUotEo3n33XRwfH6PdbkuNTbKa4gauX2U6wdV1dV1dV9fV9eVe/9skyne+8x185zvf+V/+GaoN/qJrZ2cHf/zHf4wHDx7g9ddfBwD863/9r/FzP/dz+Bf/4l/8hdFG/7NLCZwypoOxQPx12unZQCnzqAk4GI1GUbKRkAEgoKJSEbi9vS2FQaPRwO7uLr75zW/i3r174mbwer147733JLf1wYMH+Oijj/Dee+/hk08+kfxODriPxWIolUqSfR8MBlEqlQSgIyjHBoTFhVarlWaZBzsVtlTlnZ2dweVywWazifKZRTGHTbpcLgAQ8Jzgt0p1MWyNKpH/8B/+A37nd34HTqcT5XJZIsWUtlge5gRsh8MhfD6fqG1ZoFDJBFwAH7OzsxIloNVqcf36dYxGI5RKJayvr0vUGZXSOzs7AqJRlcwZMwQTXS4Xstks9vf3BXhdXFyE2WxGKBT6cxFlU1NT+Pmf/3n8xm/8hiiZksmkWJqp8Hj+/LmQWSqVCpFIRGILqtWqFNrK6DjmYzOuSK/XIxgMSqNKZTdj4ugCOT09lWaYhRGbX4IGJFIYg8BoL4fDIQPeqRjle0HFCl1CJCMYI8MBiQSCWBTy96gOYtPKIbFGo1EK7L29PSExC4WC3EM6efR6vYA1VO+SBGJcDt9numg47JvuA41GI5+DjY0yA/rLVuD8Vdr/gJegCPc2ZaQVbfXc16iiVZJLVOERYGNjSTCEgxwByDqk647ADF0njF5rNpuIRqMS63V2djFklNEdk8lE3GSMP1SpLvKxCRYRKGJc4dTUFGZnZ6Wh4x5FFS/3NIJo1WpV/j5nePR6Pfz2b/82FhYW4PV68fDhQ/T7faysrKBQKODf/bt/B4/Hg/Pzc/ziL/4i9Ho9crkc9vb28OjRI6RSKczMzGB2dvYSkMiZPiR2qcLmux6PxzEeX8zKeuutt9But+H1evHaa6/hj/7oj0TRTKAQgADmzWYTN27cuDSjgfNZjEYjPvzwQ8muPjs7w+HhoZBQbLxI5J6fn+Pzzz/HV7/6VVy7dg3/5b/8FxnOarPZMB6PEY/HMRpdDL9+8803JfLQ5XLh888/l1kMAGTmFeOxqFScnp4Wgpkupl6vh3w+j6WlJdy8eVNmUT158gQulwuxWAyj0QhOpxPvvvsuYrEY7t+/j3K5LIQdyQM6dDh3iU0rowa5p3G92Ww2uFwucaioVCqsrq7iO9/5DsLhMACIY47krsvlws2bN+Vz/s7v/A52dnYk8oHRlEqg0maziYrR4/Fgbm4O9+7dg8PhEOEEhRt0xjidTsmEJ1FCIIzvNM8QngkEK3U6Hex2+6UoK17cBygE+TKvv0p7IMEwkgUECQl0WSwWeT+73a4Aajx/6Yx99uzZpRgRkmx0vFLIQVck8+oZJwu8jBZj3cOz1OPxiNqfmed0nShjjFhH8bzlOuH8jPF4jGazecmFRMEPAT4A4uRghBhBVbvdLnUD5yPxvSFxQec0CQD+WTqnSEyyzuP7FYvFxEXIOXica0IVsUqlkvkE/DdnF/p8PomESSaTACDAaLlchsvlkvkxrIe5rxiNRgEjSdIoY8tsNpvUknz+FotFHDyMrzIYDHA4HJiensb+/r7Um4woikaj4vJh/CmdL71eD36/HwBQq9VkPyXY6/P5ZB9uNBrY29tDOBwWt/fU1BQCgQBu376No6Mj2ac4n4lxLVxnFMcQRFO+7/w7nIfn8/kuzf4hocG1wnXMXkE5i9FoNF6KB+MeyzOcdSHXENcaSTvlM+Z7Y7PZ0G63xa0dCASwsLAg4iEKOrinJpNJHB0dCZDJuMiFhQUkk8lLBA4Acb7SscD5gV/m9VdpD6Rri/sN3WpKoo2uB9b9rIvpQmD9TQcz60CS/ZPJRGLY1Gq1DHg3Go0y42NhYQH7+/tQqVQiWuF8ozt37iCXy0n/Ox6PpY+kKM/j8aBUKuHFixc4OTnB7OwsDg8P4fV6xYms7HWYYkDQuNlsYnp6GrFYDB6PBzs7O1CpVJiZmUE6nUaz2cTS0pI4QlKpFEKhkMyLarVaUouFQiH5XsqYSPbV3OPZxxIn8Hq9yOfzIjAisTk/P4+trS2sr68jnU6L+NPlcuHWrVvY2dnByckJ8vm8nAckOc7OzrC3tyfiQQ55Z63DiC6SrYuLi9L/nZycIBqNChlrMpkwNzeH4+NjmbsUCAQkRs3hcKBUKsHpdIrTr1QqCe5QKpXg9XoxHo+xtLSEdDot55/NZsNXvvIVqNVq/PCHP8TW1hZyuZwMVn/zzTcRi8UAXOxhR0dHsNls4vbhejg5OcHKygq2trYkncJsNmNhYUFqO4oWdTod9vf3L8X6cn0xeqtcLiMQCEjtRRKXhOBweDGXs9vtotPpSEoJyXPGtdXrdRFDsBYlVsSUCOCiJlHiHCSLfvmXfxlf//rXodFo8Gu/9mv4wQ9+IGvkwYMHmEwmeO+996DT6XDr1i1sb2/DZrMhl8tJdGW/38f8/LwQ3X/2Z38mYjiuy/F4LL35eDwW7ODqurqurqvr6vpyr/8jM1E++ugj+Hw+OJ1OfOMb38Cv/dqvSVzCZ599BofDIYUjAHzrW9+CWq3G559/jl/6pV/6c1+PNl9eLPAJoFDNR1Ue/yzBZIJrVOdTJcgmioAr1RBU1PMQoj241WohkUjIgPKtrS0sLCzA5/NhPB7j/v37MBgMiEQiGI/HEgPwZ3/2Z9je3kYulxOlAlU4VM8+fvxYFFnRaPSS4kyv1yMWiyGZTAp4yXkvk8lE8qOZGUuQiZ+Rn5cNEe8X1UdUbjMugMSTWq0WYsVoNErcTq1WEyCABTcjaGw2myhCCAhSOax0hrBx5XPhgEkO+7VYLBKtxQzc0ejlsGC32y1RMyS0SCxRNVMul5FKpXDz5k1p4AkUMEdUefF+6HQ61Go1xONxKao4kJBFMhtNNmtLS0vodruiHHI6neh2uwLkKQscRiKdn5/LYEIAQpIRSLNarQIMsRBjMaTX6+F2u0UNRCcWfx7l8HU2UySNOFScubJGoxHdbleitrj2+HdYSNL1REDE5/NJlmytVkO1WpVM4UQiIaAFCaWTkxOJr6nVapeaf4L8nOHChoZgtMPhgNfrxWAwQLFYFACD64lAIolBgkwEC/4yry97/wP+53sgFaUELrh38Z5yTRPAJUFC0oQxHiSsqFJWKlqV5AT/LPdOgpjT09MChi0vL8Nut4uCmECP1+uFXq/H7u6uOPBSqZSoGkmIMEqKYBHBEZJAjUZDhtnynR4Oh0gkEgKQARfOukAggJs3b+L27dvIZrNQqVR4/PgxUqkUnE4n5ufnEYlE8PHHH8t7XavVEAgE8OLFCzx58gSDwQA7OzuS0x6JRHD9+nXY7Xbk83k8ePAA1WpVmiul24VE8cnJCex2O3K5nIAR+/v7osZut9sC8HGmAfc+Kh3pLshkMjJMnueSxWKR2VEE1gmIMp6CavVkMinxZ3q9HpVKBc+ePYPRaJTICK/Xi0ajgfn5eVSrVYmuOjg4gNPplD2KSmaS/O12WyI0yuWyzOohOMOmjkBLLBZDr9dDrVYT5yQjJDY2NlAsFvHhhx/C4/Hg9PRU1OpUBfJrkkwkscyzlfGbjPQCLhTCf/Nv/k15JyeTCT744AMkEglEo1FMT0/j7OwMxWJRPjMBE86lIuhpNBoRiUQwHA7RaDRQqVRkzajVauzv7yOfz0sjzhqFcTQEhpQzqyj4oHtQGf1EkJGfme8EZ2QQZKCrk3vAX/b1l1UDsqbgvkRgKhwOC4AYDodRLpeRy+UQj8fx2muvYXd3F/fv30ej0cD+/j50Oh1sNhucTqecOcyvV86xODk5kbOJa5GOJAoMuFfyHCoUCgJgUplNByjz+bkuCH7TFaDX64V0VZ5vyhqv1+vJ12XNxvd6MpnAbrdLJA4JORJuPBcYccZ6TwkUBoNBAc/5mZSzpbjO/X6/3Etm9QcCAYxGIwFBQ6EQqtWqkFCMneJ5w1kDrI2UcXQGg0FqB4/HI/eVTkc6gDlDhQSR2+3GYDAQhxn3WMbKcFixxWJBKBRCKpVCPB4XgiWRSIhjku45/myVSgWhUEgGnbP+n56eljkkjJoFID+Tz+cTQDIQCEikG0UNFotFZqXQ5cP1T+ENax+KckigkETneuRZyv2A95REH4Fjl8uFTqcjrizWFYwiAy56Lu7/7EE4u4HvI2fdsN548eKFEGlerxej0UjEXwTj2ddwxgrvezQalWg+OqsZsQNASGsSfvw6rIn5Ob/sSMP/L9df1h7IGo6xPVxjFAjyjGCvRseFwWAQ8Qe/Dkl3Pj/2DiQRuN/S3UxA3ePxoNVqSWQfAeSdnR3MzMzIuUZHtMFgQCAQkJkdhUIBmUwGNptN9m2KVPi56e4FIHF6/PNmsxnLy8uydwFANBpFrVaD3W7HZDLB/fv3RUS0uLiIbDaLXq+HhYUFmW9hsVhEoMF+hGc+9yfWxF6vF7Ozs8jn8wKWn56eiquWc+kODw/FtV+pVGAwGDA7OyvnSqPRkJlWoVAIvV5PCEb2mRsbGyiVSsjn81hcXMTZ2Rmy2SwikYjcO4qJ5ubm8OMf/xjvvfce0uk0XC4XCoUCjo+PEQwGoVKpEA6HpUdKpVLS59HF+OMf/1icxyTaGOE8NzcnghG+l5zrd35+jmKxiGKxKNhCLpfDnTt3sLOzA7/fD4vFgnQ6DQASKc4eI5fL4Wtf+xrm5uZQq9VQLBZF4KdWq5FIJOD1ehGNRkVESiHhxsYG9vf3oVarhQSiuI/CUr1eL8Rcr9dDKpVCu91GKBSC3++XyEyuYyZl8Jygo4h1Jd8tpoxwvqtGczFjL5FIIBAIwOPxSJywSqUSEdajR49kvxyNRtjd3cVXv/pVLCws4Pr167IOms0mnj9/Lv0C6xPOGWTfwb2Aez9FB/8niOSr6+q6uq6u/9evL51Eef/99/H9738f8XgcR0dH+Kf/9J/iO9/5Dj777DMZSkcVp/wQ/2No7f+PvT8JjjRP7/vwbyYSSyL3fcG+VRVq6a7urt40w9lnSIkUtdCh4MmOUNg3nnxwhB2+KHzwTQddxJMUUsiiw+EI06REambIJqeHnK7u6qquFVUo7JmJ3FdkYk0sPsCfp170SHLw/28uU8Ib0dEz1Sgg8b6/9/d7nu/2lMvl/+j3/F//1/9V/+Sf/JOf+3PAQGcWJc0hSmqaUY/HYxZmlDUAGYCMgMxOBShkAkq8crms+fl5BQIBbW1taWpqSpK0vLxsQ2VRQpH7/vnnn5saVZLGx8cVDAbV6/U0Pj5uqi6UuCcnJ0qlUjbgrt1uKxgMmkWYwlaSNfkUGhQ9KPWGhoYs05QiG3KDhl2S/YxKpaJ2u20xFCjKer2ekVZOwJuC+OzsTLVazQpBsr2Z90Jsgd/vt5gIikpABwAK6Twu65vf/KaOj4/NVkszDkAJiEqRtLGxYQVZKpWygr9SqcjtdiscDuvRo0f2rKenpxWNRg3olM4blVwuZ8NYKboHBwcVCAQUCASUyWQUDodNnbqzs2MF88HBgTkxIBoASQEbnfE/AI1er1fvvPOOlpeXVa1WDShEPURDCKFC0++07aZSKbMfo3pl0KBTvYrSHJLOqZoF4EOV64zLYshiMpm0vFgACp/PZ7MsXK5XQ3Vxv3S7XfudsR0D+KFGYx1RfDPHB7fK+vq6CoWCSqWS2amdeeD8XQpKSX/lxeNfxv4n/af3QO6VJItpgBxxgigAqawdngv3ChCSZ4ByTZIBLUTa8f5CpABs8O6xbiORiDmhiNQ6OjrS+vq6YrGYNUEMcMYt4fF4FAqFdHR0pFqtZq4oIvt2dnaUSqUUjUaNnHUqrSAPvvOd7+jrX/+6xUv1+33lcjm9ePFCJycnGhsbMyAKZRqq4tXVVUUiESNygsGgxsbGNDs7q3feeceAQ5fLpUqlonw+b+8ZKjWeCS4EzgNi/l68eGFqN0gFwPREImFgUi6XU6lUUjQaNYUjMYqhUEg3b95ULBYz59fIyIjK5bLOzs6UTqeNEADIqFQqymazOjk50bvvvqtnz57p5cuXisVi1jQiOICcJVrny85I9vf19XXNzMyYEhByB0UcewE/nxlZ8XhcbrfbIn/W19e1t7dnKsVOp6NoNGpnWqvVUjAYVCqV0tDQkJ4/f27gjvTKWfVl5Sh56fPz8/qv/qv/ysAsSdrc3NSf//mfa2dnR4VCwRxMS0tLqlarisVimp2d1cHBgRFRkixyYm5uzrLCW62Wnjx5YkAjc4EkaW5uzuYA8T7x7jodc26324bPHh8f2z0HyGDvdLrGqFc4n4kxQQn7V3n9VdaAzOogPx7yyO/32+yacDiseDyuFy9e6PDwUJ999pmePHlikXDXrl1TLBazOoRoj+XlZSNGyUUHsAMAA/iVzp8hooijoyObg4LwAyKF9YrzhLqUPdpJXkvn66HZbJrwgveOtY3yFVKRPYU9j9x7HBmxWEzRaNRio6hNiJGjnmYvY73v7+8rnU6bUIS9c3Bw0EirWCxmsUr8NxyngUBAOzs7FsHU7/cNJF9aWroQh4JAZG9vTz6fT9vb22o2m3r33XdNOT42NmbRap1Ox6JkiSf1+XzmVgsEAhb7RUQRw4dDoZDu3Lmjb33rW0bA7+/v65/+039qA+2pPwcHB83ZEQwGFQqFzA0EecXw6cPDQzUaDS0sLFh0LfMijo+P9f3vf9/2DZwym5ubVnMS9wfJg1sNdyXnVSQSMUICByr1I2QKUT7tdlsej8cGK0PgOQlxp3jG6bgiHpRoOYhl/g413Onpqang2X96vZ6mp6cVDoe1vr6uSqWiubk5XblyRdvb28rlcup2uxa7c3x8rGKxqJ/+9Kf2TAYGBpRMJi3mFgCd94r9gFoXJwWE3l8lkfJXuQfiFub3cwoDAVVRzdM/OO8FXwcBjADO+f3otxAnEOc7OzurSqVi8b2Tk5NGtrI+JdnPxiGHa4O5ouyPkCMI9+hRIIzz+bzVih6Px/aScrlsNWg4HLbILkhX9juECxAj3B96MwRukEQ4r0OhkDnSBgcHzTUNuez1ek0Qkc1mjWBlXXa7XYtGZF6H3++Xz+e7EJ/cbrcVCARM7Eeqwvb2trLZrLLZrIaGhvT48WO7r9J5lCt7xIMHD8whGYlEtLS0ZDUXsWyI0UiewFXCmZZMJlUoFCwJoNlsWs1I3/r8+XNz7ExNTSmXy+kP//AP1el0dHp6ahFtpFZ0Oh0VCgW9+eabJhBaXl428oL4N8h8SFd6wEwmYy70k5MTTU5OWh8D0cG8GWLYEJjijkToSYRiJBK5IDxgf2ZGKNG3p6enSiaT1j87BXyQLeyHuDOl8wjyVCqlZDKp1dVVlctl3bx5U61Wy+Yr8jsPDg5qa2tLz549s96INd7pdPTRRx9pbm7OiHuwrLGxMRMMUlNSJ+AQ/OsgkS+vy+vyurxe9+srJ1F+8zd/0/73rVu3bNDYn/7pn+q73/3u/0/f83/8H/9H/ff//X9v/39nZ8eUCAAzODI42CBCANxp6sg3BWSFdAF4QBWKUjAUCpmKYWRkRI1GwxpphiY3Gg2Nj4+rXq/rzTffVL1e1yeffKLbt2+boo64JxrucrmsxcVFU7HRPKTTacuTzeVyNqybxhxrv9frvdAwUPjSqEoyez2kAf/dOWyNYpKLwjUYDCqZTGpwcNBiJ8ifRTEHYEVRTcFCVIOzuCefl+L44OBA9XrdiheAzP39fbXbbVUqFT179kxDQ0P60z/9U8ufBrxPJBL2udvttlqtljqdjm7evGmWYMDboaEhA32r1ar6/b7u3bunFy9e6OzsTIuLi/ra1752wQKLoiYUCllRD6lAY4+SisGD0ivnx+Hhoer1usbHx63QDQaD5mhBbc96Pjg40PLyslqtljXCWKhZ386MbVRHTmUsETGQbKh3aHT5+06lGpmxAJaAdChujo6OlE6njajA0gwxwr0aHx9XIpHQ1taWEomEXrx4oVgsZrFLALnORuLk5ES5XM4KUmZCUKg741kAsWiUaGoAm2gEv0wy/lVffxn7n/Sf3gMhDHhvWb9O9TmKZjKNATjIyuUeo4AlsoX/T8MM+cceiQKMmR5HR0e6efOmOeXeeust/f7v/76SyaTq9bpqtZp8Pp/a7bY9H4iZYDBoPxc1HPnDbrdbV69eVTKZ1MrKivb397W1tWXNjdfrtSgIGse///f/vr7zne8okUjYfRgZGdEXX3xhSuCXL1/q9PTU3FQrKys2i4KZTrOzs7p69arFdhHzQ0zZ3bt39emnnxqQA+DKHARUvtvb2+r1ejo6OrJ5LpAIgUBAT548sUjGZrOp6elp+x4AQcwWkmT3C/Ayl8upWq1qYWFBjx49siY/EAhYc8e93N3d1f3793Xt2jVTjXMvr1y5oj/5kz8xsGx3d9dyqu/evatQKGSAA8Ai58nk5KTOzs5sfg3xVKzJYrGoTz/9VN/5zndsODcxHs+fP9eTJ0/07NkzBQIB+2+4LZrNpoFmEOeo8er1ugGA0itlLhEbRDMAFhKNJkmrq6v67d/+bZXLZV25ckW5XE6rq6uSZDEPN2/eNDBCkgkIyIY/OjoyoJXGeHJy0oZgEz8SDAY1Pz+v+/fva3R01M5m7idNsSQbxuyMjJB04bMT2YYK3fnnAOO4Wf4qr7/KGpCILkkWt0l8EjXOy5cv5fP57HyE1JiamtLMzIw9Q5wI1WrVgJ+7d+9eAPSc7gLeGefg4t3dXb18+dKeDQpbziZqS+JzOOsBKZ01rTNyFiex8/ux9/Z6PUUiEeVyOQUCAYt8A0yHDA4EArYv4JAF6IT47ff7VuNxphKp5yROULjv7e2pWCwaOOUUKEFcer1eeb1eRSIRHR4eGpkACU78CPsmNVSj0bCBy8FgUB6PR+vr64rH4yoWixofHzcFPCp74r9isZi2t7d1cnKiYrGodrutg4MDmxHgJP3T6bSuX79uBJJ07gr+b//b/1b/7J/9M8v0h8xxu90WX+ZyucypwvcnJufo6OjCEPjp6WlTKweDQYupGRwctPhZzsnd3V2LRCLahxkUJycnajQaarfbCoVCVt+x11NL0eOwZ3a7XXMSsYfy+XCGAwpDdgEYSrpQJyCyocZk7QIq1ut1SbK1TY3ATBtmN0IY4yB0OltxUgGMAg7yWRcWFizijrUpyQQ/nMnOvfGv6vqr3ANxh3PvnGsAR47L5bKvoQ/gOUKgcJ+o9SVZPY1QhX2NiL/x8XGbD1Or1TQ/P29uyZOTE2WzWZsRBiFC5DGxhbhiifkj0hdX8eLioh4+fGj1KIIDyFTO43q9rlAoZLOO6CE+/vhjjY+PmxM+k8mY2/j4+FhLS0smgIlGo9bbjI2NaW9vT6urqxfcYF6vV91u12Z/uFwulcvlC4QD9TMCSXoZogar1aqRsJubm7Z3Q8Z6vV5tbW1dqO+Ojo5048YNm4fJvoJ4ZmZmRru7u1pbW1MikdDHH3+syclJLS8vKx6P6+///b+vx48fKx6Pq1AoWLx3JBJRoVAwbKPZbFovjFAOwSB7BP0u/XihUJDH49HGxob1vBAUkB2ZTEafffaZJiYm5PP51Gq1FAgENDIyYrNX6KuXlpZsjlahULCItJGREdVqNXm9XlsrrO9arWZnOIIJxAU8k2QyaX1oIpEwB9vW1pbNbiJhgghJ9in2Z2dMltONAnkZj8cNH2EO2+DgoAqFgmq1mp49e6ZWq2URc7wLJycnqtfr+tf/+l9rbGxMT548kSQj25glQ1wy+zh9mbOOhPzm8zlryMvr8rq8Lq/L66u5/lLivJzX7Oys4vG4VldX9d3vfteUbM7r+PhYzWbzP5kfC2j85YtGgcPCOWCQgocCHjU1RSSqQ5pUDh5APLJ8scGTUU7TgMoOG384HNbVq1c1NzenfD5vWceoBkZGRjQzM6NAIKBPPvnEGhyIH+KjxsbGtLS0pE6no+npacXjcZXLZa2vr1+IJeMzktlKg+pyuQzwQ8nqtDi3221rfmm2cRhI5/ZalLKAev1+X++9954++eQTU1dCKElSpVKR3+832y+xLig5AHSy2ayBj8QpAPKjHhwcHFQ8HlcwGFQmkzEXD7bnk5MT5fN5A/+I+To6OlIqlVKxWNTx8bG2t7dtyDHqYjJ2ITkePHigfr+vpaUlxWIxy+qnsfX7/VZQp1Ip3blzx9w0fr/flOR7e3saHx+3pg/nCUXi6OioKZtYZ71ezyzfu7u7KpVK1iRCsqAiBaAAOKnX66ZWCgQCCoVCpoKCQKBhpklB/RQOh+Xz+axQ5N9OBQ0WerfbbQowiD0IDb/fr0AgoLGxMXOuAKYsLS1pZmZGbrfbhiDS6ACSrK+v6+TkRLFYzICdTCajGzduWAYy95MGHeeEJN29e/cCuUTzyNc5I3D+Oq+vYv+T/tN7IE4blH5nZ2cXVMqQwdzHUChkcU+8+ygTUV0TeTgwcD5APhwOG1F1fHxswBVAH2ASgIiT2ONdOjg4UK1WUygU0tTUlOr1ukXJsY/iNoCYxM0BGE3MDgO/6/W6lpeXbZA475bL5dI3v/nNCw4zwJhms6lyuWxgKAAiyl8iTfb3903F/O1vf1tut9uAdqKBlpeX9cknn5iisVKp6N1337WomVAoZAQSRPzh4aHGxsb09OlTe3+Jd1hZWdHBwYFFbhFb4vf7tbCwYHNQvF6vcrmcRkdHLSqKc3BiYkLb29sGrEA2NhoNDQ4O6urVq3K73VpeXtbjx49t5gkgS7fb1erqqubn5xUMBq15z2azcrvdNgw4GAxqdHRUpVJJLtf5jJFf/dVftZlc7XZbW1tb+vGPf2x7GG61P/7jP1alUtF7771nUVh+v1/5fF6dTkflctkAOSehFw6HDXjkmRJ9uby8bGcc+w37Ad8DJ9OjR48Uj8e1sbGhf/tv/606nY7+1t/6W7Z3E6cUiURM/QlYl8lkFIlElMlkjBiGtI9Go7py5YqeP3+uZ8+eXVD0A0xeu3ZNuVxOtVpNLpfLmnjcYbgCnSQy4DluRPZq5zvP2S/JGmj2AGqNv67rL7MGBPjH8cV8OFTDLpdL2WzWSLbNzU3t7e3p7bfftroCYgP3KJn46XRay8vLyuVyF5Smi4uLF2aQMYetUCiYyAGHbywWM/Ka2tQZlQnhAJjtFGt8OZqR/Q+gDQKGteqM2MIlODo6qkgkokqlYkTK6emp1We8e07nNm7SL9e7zOBwulP5TNQOxL0inuHznp2dmaoa0czg4KCBQhA3RAhVq1X1ej1zoQaDQdsr2u225ufnrTaPRCLyeDyampqyM2B4eNiihpjj5ATZOReJs/mTP/kT/eAHP9D4+Ljd852dHatRIXqIpiXalvMQ8om9DpKMegexSavVUrPZvOD6I3IMhwv3gXhfFPGQyoglQqGQxWMhzqEfoY5kL+B3RYmPg5d+IRgMmoAJMQDCK/YPagXqK5z6kIw4P3BaAc4DNIfDYa2trRlpL8lI8E6nY+ILQFVJtufiVKDPg6wZGRlRKBRSq9Wy98fp7mTt/nVff5l7IH8GuCvJ3iN6Rch2gFZn5CjPC5GF9GpQPS4m3nvOJwhrSAdEBj/4wQ8uzAhinlMikdD6+romJiYsraBer9sMDq/Xq2KxaPvC4OD5fCXIFPbWvb09S3pwRrqhvKe+Y5Yl7yHz5jKZjDY3N5VOp41MpU578eKFJKlarapcLl+II26323b/qtWqRkZG7F3GNXx8fGz9HAA6EYrU2IODg+ZUo57DcY9z7fT0VB9++KHK5bLVWbgSisWiHjx4YPUqdTHPj6jdYDCozz//3PrT4eFh3b9/3wgonCLMUXVGrR0dHalcLsvv96vZbMrv92t6elqZTEbLy8smUMQhdHZ2pkwmY6kKz58/VywWU6FQMIKs2Wya2PKP//iPdf36dcNXyuWy0um0neX379/XzMyMxVjhMmW/5JwmKos+HYI7nU7bHBEG0JM6wuysa9euqdFoWMQrgrSBgQE1Gg1zAeIo/drXvqaDgwOLwiX6mmcLXoL7f3h4WIVCQZOTkzo6OtLKyorK5bL157h+IpGIwuHwBefY2dmZzQ9cW1uzno4a8vT01PrxQCBg8V64Xjkn2KNxU11el9fldXldXl/t9ZdOoqBwyGQykqQPP/xQ7XZb9+/f1zvvvCNJ+uijj3R6eqr333//L/S9me3A4QtZggoFRY1TWSPJlFdOBRVRMzQFFKQ0cRRs/X5fW1tbisfj2t7eNusoA8uTyaQ+/PBD1et1U3WRp33r1i0btobyYmdnR71eT3Nzc1b8JRIJvXz5Uul0WqFQyBRH5HSi1KMx83g8VrhygGOBd2aicx+cBIpzCDqN8pUrV9RqtZRKpexQf/z4sRKJhFliyUMFDEIxS7PEfY/FYha3QcwLJMHh4aGmpqa0ublpChgaojt37ujJkyfK5XIqFosGqMbjcc3Pz6vT6WhxcVF/+qd/ahZW4gQgvGjuyIxGReJ2vxrMTiPB75pMJvU//U//k/6v/+v/sqF2qBk3NjaUTCY1MzNjMzpQ3b148cLiU3BTxOPxC1Z5BiQze6ZWqxnoSLY1SlQaVYblMVCTAaAox1BXAXg7Faw4gfjfkGnMMwBYPD09H/K4vb1taqx8Pq+zszMjOCjOsbMzfJn7PTs7qzt37qjZbGpoaEjb29tKpVLy+Xy6e/eu9vb2NDU1JY/Ho7m5OXm9XpVKJaVSKe3t7WlyclILCwu6fv26KcpjsZhGRkbUbrctH5xGyhlTgCMCsIkGEuXbX+f1l7n/STJgFecRDQYXawtA4ezszBpKVO2sLZ/PZ3F6kpRKpZTL5SxOxqnIhiwZHx+3mLxoNCqPx6NSqWSgM8U7oM3W1pY13gzLBRgnjoQ1jPtOku7fv68nT55oeHhY3/zmN03p+S//5b/UT37yE01OTlreNHux8z50u139h//wH9Ttdm0vOjs709WrV42MCIfDpuwCONvc3NRHH32kDz/8UO+88476/b62t7f1ox/9SE+fPtXBwYGt4XfeeUd/+2//bW1ubuqLL75QLpczVSaOmJGREU1OTmpyclJ37961+w94EggE9PjxY7lcLlv/wWBQbrdb3//+9/Xpp59qYGBA8XjcABHio2jytre3tbm5qXA4bI4R3DpHR0fqdDo2PyASiajRaOjw8FDLy8t69OiRfD6fNjc3DdiFwD47O9PW1pbGx8ctWurNN9/U6emp/sE/+AeKRCJ2z30+n8bGxvTBBx/of/6f/2cVCgWlUills1n9wR/8gV68eKFkMqlYLKZSqaRqtWr7J43o6OioYrGYZbTzfGk4u92uKbNpZHHU4ShCvQqYd/v2bd29e1f37t2zaLfZ2VkdHx9rfX3d8t3JFge4dblcSiQSevjwoTwej+bn53V4eKjp6Wnt7+/bQO1sNqtIJKJHjx4ZWR4OhzU9PS2Px2MRYOVy2d5JAH7imrxe78+9j4DwXq/XwBz2fSdhAhjOnshZ8td5/WXugRBqOPK4L59++qnN0GFOBDGBd+7c0eTkpPL5vLa2tswdgUspEono1q1bmp6etqgo4o7C4bB+7dd+TQ8fPtSzZ89Mjerz+ex5QdpBkIbDYSONcZVQrxK16FS2si6IZCF+amBg4MJ8IWoYiCPeC0B46ljiRiGMIe9wqwAycQ8RfEDU4X4jOok9mll4rDvIC95RyEHANebYRSIRLS8va3Bw8ELM49DQkAlyiF+FFAfo5czi3adeAkiu1+tGnAAOQooS90Z90O127V1bW1vT/fv3lc/n5fV6dXR0pC+++MLmaBFzxNyver1uYC/najQatX2L2oNZYcVi0WriYDCoaDQqSXr58qWRChAggGL8rEajYfNcAIWp7ZiHtbOzo2azac+Mc5fPTEQdf8bz5Oxlz4Xkc64NJ+BO3cX+xH8DsAMo5nvz86hVd3Z2bK93RtlEo1FTjuPAQ9UP8Ds1NWUz+5irsLS0ZM5oZ99GlBN791/39Ze5BwL2OqO4IOKp2yVZ3wYZAynCzARnjCCOo4GBAQNlg8Ggiarc7vN5K0+fPlWr1bLew+fzaXV11fYMzp7JyUn98Ic/VDqd1sDAgKLRqN5++209fvxYV65cUaVSsd9jZ2dHIyMjKpVKRqjxO+zt7Vn/Qh/MnkB/AKCNuNHr9VqdcHBwoHg8rlarZeQtcVHRaFQ7OzsKBoOam5tTNBrVvXv3dHx8bDOMEMdw3xHP8Q5CDuLOdfbaQ0ND2tjY0MHBgcLhsCYmJswZyT6USCTkdrs1Pz+varWqzc1Nmx8IyXh0dKRQKKRwOGzEE8I+zqmVlRU7C3H4VKtVm5fS6/WUyWS0sbFhIqdut2uCzn6/b07ZdrutRCJhojbET6wf+tOjoyNNTk7qxo0bqlQqyuVy6vf7qlar8nq9KpfLGh0dVavV0oMHDxSJRLS4uGjzQsASWq2Wbt26pbGxMesX2AMODg7U6/VMYBiJRBQIBCy2bWpqSsvLy3K5zueOMOvTSXLgWi+XyzbLlOfw6NEj6zsymYxhFk5XJGc98WmQunyOs7Mzm+3ZbDbt2dPX4JCG2C6VSvJ6vQqHwxY9mk6njVCHBAuHw2q1Wtrb29P+/r6JWHEmOZNXID6pN/46ZoNeXpfX5XV5ve7XX5hE6fV6FnchSRsbG3r48KGi0aii0aj+yT/5J/qN3/gNpdNpra2t6X/4H/4Hzc/P65d/+ZclSYuLi/qVX/kV/Xf/3X+n3/7t31a/39dv/dZv6Td/8zeVzWb/Yh/+S1mPzux/gEEKa9RIKBJo9FBa0ag6yQUu5gBQkNLYjo+PK5vN6vDw0GJI7t27p9nZWX3/+9/X0tKSfvrTn6rRaMjlcunZs2eamprS6empCoWCVldXVSgUFIlENDc3p52dHeXzeRuiu7u7q/X1dRvUzmwRAGLAb4AW7gdNHIUnTQ3NkVOVBqhOtAzFBmAotv9+v69Wq2VFN8UUtn8GQzP8DzIH4J+f4VTGomgCnCVrORaL2bwBlCMUyzhOGo2G8vm8dnZ2LKJhcHBQ3W7XcrkhuKLRqM1SQLG0tbVl8wVCoZD29vYkyRSV77zzjjY3N1Wv1+0Zt9tt9ft9bW5u6v333zeQA+UhAwxRz0AGOGPYBgYGbHAqf9cZ48K/S6WSNdw0F0RG4AxwOq9QSjlnWtDIcr8plon5YVg835e4D9wBKJp6vZ7FGrVaLcvoJo7N7Xbriy++0OLioq5fv67x8XGtrq4a8UUzgYOmWq1e+J2y2ayuXLmisbExU+MxoBbV5JUrV+RyuWyIYrvdtiL+ywpIGnt+56/y+pu0/3EBgKAgdqr1ibPgvaN4Z09wu90GNjln1UCCEO2G8phmifcoHA6b6qnVaunx48c2zwHCi78bCAQseojGFzcMJLDTAch7xO/ijPpDzfuP//E/1tbWlrxer65fv26DcavVqimk2+22/uiP/kgbGxsWp5BKpQx0ArDENQahg3J6aWnJ9pidnR2bIXJ8fKy5uTllMhl9/etf15tvvim/36/r16/r29/+tn73d3/XnA38k06nNTw8rHw+b/cWMpxG//bt2zo8PDQwf39/X5VKRWNjY9rZ2bngLuNMInZya2tLZ2dnCofDcrlcWl1dtYaeAdXdblfZbNYieSBWhoeHLbqr0WhYTBDxRwwcRkEJcPkbv/Ebmp6evgBW8b/dbrf+8T/+x/oX/+JfaGhoSOFwWN/4xje0sbGhP/iDP9DIyIi2t7etCUTdjcrRma1PtAhzHIiBwdE2Ojpq4gVmnjhJMaLpnj9/rkQiYQOiJRmhjavKCfzt7e2ZmycSiWhhYcHOLgbenp2daX19Xdls1qJo3G63isXihQb3xYsXWl9ft4YelTgCkLOzM3t/2OMBoiDQ2feJZeHPWQvO/R+A96u8/ibtgdwf6h0nUHH//n0tLi5euJ+3bt3SzZs3tbS0pIcPH2pnZ8fmLNTrdYslvHXrlpLJpAlHtre3NTAwYK4WXGSJREKjo6OmiCUqzxnxRLQQIBc1KKA684MgVbxerwH3/X7f5kMNDAyYgMDj8dg7TjQX7w0EImc74hLWNhFavP+QRwDO7C8A4pAcEKfUV9RT1Bfdbld+v19TU1Pa3t42EC4cDltEIwQgQ6ODwaDNC2SmEPEogFJEkRBXVa1WTfHN+4KzB6FKt9s1FbLL5TJiKRwOW/Qh8wghInK5nJ49e2YRadQV7Eu886lUSmNjYyZg6Xa7CoVC5hojqoz/D9nJveZrWbPUU4Bj/DdAS3oTXN7E1LJeqLshkoeHh7W7u2trlPOW9cDXQKQ5eyHWAe42HELsL/x83EjcJ0gUBG1OVTWgImQdbi9JpvZ3ztI6OTlRu93W3t7ehTOw0+nYPEnmcu3s7BhIyfNhr6Um5PN8ldffpD2Q3xMAVZLC4bD97k5nGbGuThcbNaOkCxFgDMt2uoASiYQCgYCddYDokGG8Mx6Px5yqo6OjSqVScrvdqtVq8ng8VuPMzMwonU7L6/Wq/f/O4qS/5v0vFApG+jDHgh4YonZvb8/OevZXnPaQciQQ0NNCOrXbbUmydR6NRi0FgQHpvBO4DDmHy+Wy1cR+v19jY2Pq9/uKRqOqVCqKx+Oq1WpW31Hb1mo1pdNptdttvfnmm7p//77VTIFAQOFwWN/61reMEFhdXbWECfYQnHxEe7vd57M9qtWqUqmUWq2WOVW4lpaWbI7M1taWgsGgSqWS1ZUA+cfHx+p0Ojo6OjLSmDODOWPlctnmXR0fH8vn86ler6tUKkmSka68/61WS4lEwgSDOCeOj4/18uVLE1/u7Ozo3r17yufzJsobGRmx+psemHk7RAcSQTkzM6N8Pm8ODyJhu92uJicndXp6qufPn1ukGLGP9Ei46CDcpPO5eTiDmWeEy4fzGJKFGSmcdbFY7ELaA5gH96jVahmRB4nMOgmHwxobG7M6fGlpyeYIMhuUFAoIQ2fkIj/jb4Ib7/K6vC6vy+t1u/7CJMrnn3+ub3/72/b/yWj9b/6b/0b//J//cz1+/Fj/6l/9K7XbbWWzWf3gBz/Q//K//C8XbMj/2//2v+m3fuu39N3vfldut1u/8Ru/oX/2z/7ZX/jDO2NoJFnDBPjAfyOPGoABRQ6HC0W2c0AhoA1xBs64DVSDADoAko8fP5bf79f4+Li63a4qlYoBKBAbqVRKa2trZlVG2fDo0SONjo6q2+2qVCrZzBWUF0QVxGIxtVotA1FQA0qy/w3ITjMIeN7r9SwHlEKZAovfSdIFpa8kZTIZ5XI5a/ghpzwejzlZXC6XNbPtdlvhcNhieABZKXwgdAAPKFZQIMZiMS0tLVkxnUqlbE5Bo9GQ2+020JDCzefzWc5tMpm0e1mv1y0OgNg35q/Q/LtcLuXzec3NzVmxAdBSLpcNKCOTemhoSE+ePFE6ndbMzIw8Ho+ePHliBIEzp5WmwOkIIu6MAtftdmtsbEzlclndbtdcJpAtJycnNpiQLG0aUkgUQBPWPkU1DSaqchxMfJbT01MDRpxNCbEIFHzDw8N68uSJqYDIHo9EItb8LC0tqVQq6fbt23rw4IGi0ajeeecdhcNh/fCHP7TPuru7q3g8bqDv1NSUksmkfD6fKpWKtre3tba2ZsBTKpWy2JQvvvjCBsLyrrKWKFR5t7n3X+X1N2n/4+L35Z0EqHCCqZLsz5jFgwLWqXKmmWUN05jQtEqvSFkAS5fLpYWFBdVqNa2vrxs4gxoMYAQVI4Qqf1+SNUZE5PA9fD6fDWv2+/2qVCr6oz/6I52enhrgMDMzo9XVVbXbbZVKJa2tranb7erXf/3XNTAwoKWlJT179swiXmg2AY1SqZRFPwFqoQLm3RoYGLA5Vc+fPzfwKZvN6h/+w3+o+fn5C8/E6/Xq13/91/XgwQNtbm5qeHhYxWJRg4ODqtfrRiRCRBKN12g0LCJPOidgC4WCRkZGtLW1Zfb9k5MTI6WazaYNnzw5OZ9PxF59eHio7e1tnZ6eGhFD8/3222/r888/t72wVqtZ7B9DPPP5vJLJpEqlkqkqWW9jY2O2Zv5TTZrL5dLMzIx+8IMf6N69e0qlUqYU7/V6+r3f+z3b8+PxuJ1PNKmHh4eKRqMqlUr2dQBBEH5HR0fW3DOwtVarKRgMWh43IO7p6Xkudj6fNzU35xAqVFwnOG5qtZparZaBTQyx3dnZMQBmYWFBbrdbhUJBkmzdFwoFm2u1tLSkzc1NGwCKktE5y4NaBrAdAMdJkjgbft5/SG+nE1GSnQFf5fU3aQ88OzuzQcZfduK4XC6trKyYyjiZTFo86rNnz2w+GmcJQN3e3p4B20S27e7u6o033rBBygDZxAllMhnF43FTPW9tbZmrpFKpmNsFoJGaFJIQ5S+/B78TDj7eM5xaiCUgfYhD6fV6BqJA3I6Ojv7c2UgkK3UJ9wv1K4AszkPcNZzhnDPtdlvpdNpi/nAfAsBy5hBtyh5LJCTxqNxnn89n85twYLPvAKwTcQjBjuiI+y3J3JLs54D71WpVJycn5hhDqII4COCP9UCtjBs9nU7b0HhmA5yeng9Sv3XrlsXQSFKj0dDR0ZE9/+npaUWjUfV6PXO4SOd1eyqVUrlcNlcR9TNECoQZcW/MZCoUCnZ/IGqY2cfvAhgKCQOgyOzEWq0mSVZD4EaWZMA1ziKIYwhgegWniAUXgM/nsxlrAPeQ06wtalWXy6WJiQkFAgGVSiU1m00jJ9l7UfpHo1HbJ6mf+f+4bCRZ3Yr76qskUv4m7YHU7dwDaipIOkh3wFa+hjXN2sGV7pwzRc3HewIYPjQ0pMnJSe3t7enGjRtGerCmeZ88Ho89v4WFBds7V1ZWlMlkNDU1ZUKsSqVi6vq9vT01m03rTznXIDEAyCVZj7K3t2fnLr0RvT2RWERUud1uG54OESSdv4vr6+tqt9uq1+sKBoPmWmHmiZNcpUaen5+3uSu8Tzs7O9bfImbweDw26P7g4ECNRkOpVMr6aJ/Pp7m5OeVyOeuTcDBBxjBT9OjoSLOzszYPlH6Ti2fhJNiYncn9cRKavOfUx/wd6o5qtXqBVCeKi5oKNxHOzLGxMa2urtrP8vl8Fj9N7QshBEm1sLBgIigiM7/2ta+ZG3R7e9vOCPZhhAMHBweqVCrmvjg9PbXZJ+122+pc9kHpnIDhPeFzQkBCXrOn8e5AGFJ7UnN6PB4746hDMpmMOVpINiFmF2fR0NCQvF6v4T2IVyGw+dl+v1+3b9+2e/zkyRPt7OyYC2Z2dlaFQsGeCdiX8xlfXpfX5XV5XV5f3fUXJlG+9a1v/WeL0R/+8If/n98jGo3q3/7bf/sX/dE/dzkV5wCqFOmSDEwEUKbwcQLbkqzBxJ5OrBeqFucwPvJLy+WyIpGIhoeHLSaFGSL3799XqVQySzz23/n5eWsKia1CXdduty2iodVqWQNHpjENOGppABYaR8AACAqUgs7h3Az4I7KAZkaSAfVOIIeCy5nLSfFBQ0QxS2YuPwsgALUwTSeOD7/fbw06BXw6ndbq6qrdO1R9oVBI6XRa9Xrd1I0UsolEQrFYTFNTU9ra2tLo6KgmJycN/GUoHUPOaVglaWVlxVQ3uVxOGxsbF8BQ4hl4FqhQMpmMRed4vV7NzMwY0UKcA4pPJ9kD8AyRc3x8PhuGgXWooPb29kzJCegIaOf1ek3JxHoPhUIXopMAovn9AfEAZpwxIhSJKD4hJlEiUuRubGxoaGhIvV7PGnSad96/nZ0dffrpp7p7964V9W+88YbFKx0dHVlTQNyF1+tVMpk0Bw7AMGANaiGi3YhfoWkHjHQqYp334atWIP5N2v+4nI0djQ+AEIo73hneCxwgKFn539Ir4ARbOyAtxLL0KkYnEAgonU5rZWXFAEKASIA2LPULCwsGILIPEAvG74C6l9kf/B40AZFIRNVqVX/0R3+ker2uN954Q48fPzaiotFoqFqtqt1uq1AoaHBw0OYFEP/A2otEIhaZNTU1pcPDQ5tXcXp6qqGhIY2NjSkcDiudTuuzzz7Tv/t3/06FQkEDAwM2s2R2dvY/+lx8Pp8mJia0vLyser2u2dlZra+v6969ezo4OLB5TjRup6fnsz/m5+f14sULa6hqtZoGBgYsdoq5LR6PRxMTExoeHla1WpXb7bYYG/YFbP1vvfWWHj16pEgkYjFsrVbLIrS8Xq8ymYyi0ag5V/L5vLkKcdC1HUN8nz9/rrm5uf9Pt5fH41EkEtGzZ89MCZrL5fSNb3xDp6enevLkiZ4/f25KvZGREY2NjZlqlVgy9pBisahEIqFKpaLh4WGlUik7P9PptAGRqJeJdGL9E+/F/6YhPz4+NoBobm5OHo9H29vbJkRwNu6oL1F9F4tFU1wC9AwPD184t5wgBeQcwCRr88uxOgAY/CO9qlecMZoA1tQ4TnHJV00k/03aAwGoJBkxAXiAs7LRaMjn8xmgVy6Xtb29bfsOQg/O6N3dXW1vb6tYLKparapWq+mtt97SBx98YPsZauFwOKypqSkFAgFFIhH5/X4lEgkjOYhX4vs7wRjiZThnAX1xjRDHAnnA90b1yn7sdrutHuUc5SxkIDJ1L0IVomOYBVOpVC44sNhze72eDYcmGsoJbkpSPp83QgZnMjEwiJAAy6l5x8bGzNnG56Su4jzv9/uampoyVTUz9gAvAUn5rLgYe72ehoeHjRAFZET9ffXqVXU6HbX/3+HYqVTK6isA5JmZGVWrVXU6HYVCIRuozN9pt9uqVqtGuJ6enurly5eq1+u6du2aIpGIVldX5fP5dHh4aOBes9nU7Oys1WOcxTjX+B1wfaCIRoXudB4zWwGgHBUyDhFJJmbA7UbsDe8MYiPuH6pqgGn2/uPj4wvuJGLWEPnw9yFhEHDhYOC+4sphhhTu406no3Q6rU6nY3Xo4uKiEd3EK8bjcXPBINxiv2X9UtvSi/CZvsrrb9IeSM/mJFqdEUKcNU73BhFMCFwkXSCmnBHYxK3F43GNjo7q5cuXeuuttzQ3N6dOp6M333xTn376qc28ODo60tOnTxUOh80dyuyQWq2mcrlsJMrOzo62trbU7/c1MTGhUqlk5yJri/MMcpe+amxsTO12W/l83pxfrEXAaWri4eFh2ysCgYAkWcIB/Q9uLqK6ielCNOgULEq6ICChH1pfX7f9mDl0TkKTPsXtdiubzSoajcrv91u8ITjF8+fPrX9mHgkCPfpBRGbr6+vmiPD7/cpkMkZqDQ8PK5lMam9vT5VKRePj4yaWpL93YhTU7nxm4rAlmRMaIQvx25VKxbAWHOhjY2P63ve+p3A4rAcPHlzYPzjzqHMQPRJ9RX1GzbS3t6daraa5uTktLCzo5cuXFknMIHWEdZx/zWZTN27ckHQeA0jaBC6kYDCok5MTEzaBrZBsgROQGWeQ9M7emLMAIS4XezCpH+AwnPN+v1+Tk5MaHBzU2tqa1tfXTRg0MTFhtejIyIiJf6rVqqanp23WCk7rVCqlRCKhsbExDQ0NqVwumwgBsQ2O/Mvr8rq8Lq/L66u9/tJnovxlXv1+3wp1lAFOW7kkAxedMyG+3GxLujCQkMILYiIQCFghdXZ2ZvNM/H6/otGoAdsAxP/hP/wHc4+ghKAZabVaqtVqVnQUCgXt7+9bc0QsFNmnkqwwIXufRosBdoDjECFE3VC0UQBMTk6qWCxaA+wcwIt6kzgBcjhpfPr9vhUe0vk8GtwT5DcD4KBmRklOY86QOtQ5qHikV80coF0wGDTFcrVatXgrQACcC6iw/X6/KdmcA48TiYQpiKvVqm7evKmZmRk1m011Oh1ls1m9ePFCn3zyifb29jQ9PX3B1RGJRCwr9vT0VG+88YYNpccZFIlEtLa2ZhEUZMDyfaLRqEVQQDyg1iEjlsGgFO1khO/v72tkZMRUYolEwogM7uHQ0JBZh2k4sbETn0TzS5TdwcGBuZPS6bRcLpcNqKexcqq9APFwcrVaLQNq+v2+KWbIuwa0f/TokYGZsVhMsVhMKysrcrvdFuGwt7dnAADAAUDAwcGB5S1LMpITkIl31RmPAWDkVGS/rheKQp4NoCLrlT2Li6/h3UKF2+l0DIAADCHeqF6vW6SXdN4k1Ot1jYyMaGdnR5OTk/rwww8tWmhtbc3WOWpjl8tlgxRHR0cvkG8TExNG+h4fHxvBAjgVCARssGgymdT09LRyuZx++tOfWqY8Ksl8Pq9gMKizszPl83nFYjGbLVWv15XP5+29CAaDKhaLqtVq8nq92t7etkgtiNhAIKDDw0P9+Mc/ttlNyWRSV65c0fr6un7lV37lP9ugEEuGc/HFixem4js8PNT4+LjS6bSBgsPDw/rZz35m5BZRVXt7e5Yhj0MGRbET1II4KpfLpgaORCLa3NzU6empyuWyxSpwj2lmiT4kGjCZTMrj8WhjY0OHh4d68803lclkVCwWTcm+tbWl9fV1zc3N/SfvA3tpu93Ww4cPtbe3p9nZWW1ubmphYUGTk5N68eKFqQEHBwctZ314eFiZTMZIYYQJkUhEXq/XItcgXCORiIrFogHdxEcAKqCKhwRkuO/09LQk2TMvFouamJgwxTxnMaAsOfH8GaQK5EYgELBh3oODg4pGozbslugGQGeaXs4KhsvynrCP0RRLsj2PP+PdQ+zB53L+ndfxAiQFgGItM4sumUxqYOB8QO3z588lyeotQFcAewQre3t7evz4saanpzU3N6f79+/b0N9+v69CoSCfz2f1ZjQaVTqdVjgcVqPRuEC8OeetQETwfJj7REQSohEivdgPiC9ij5dkRIN0LkhBzQuxAChGVC0qaIQwED4vX740dzCiDr7W6/UqkUjYe7a2tqZUKmXRNJlMRrFYTNVq1T7z2dmZXr58aXWHM3YWwQ+57nt7e1bTAoTyfAB+pXNADDGLJIsXxeXBZ8Gh4YwizGQyOjs7nwO2v79vtQQRODhqOXPC4bD+0T/6R7px44YajYb+9//9f7efSzwsooRAIGAxVcyHq1ar6na7KhaLyufzpqBGKd/pdFQsFjUyMmI5+2NjY/L5fOYEDAaDFgdDlDCDqyWZeMrpDoX8A1wlpojINupqSIeRkRFVKhUjsiDCOVecMTX8XIa+U+8hxGB/4v7TS0AK8j0gOpxOVj43z/jo6EixWMz2/EKhYKrsZDJpz61Wq1l9CEFAveMU1zBj43XeA/ld3W637WEA9dTh1NtOwQrALaQZvQb3EOEbzxsRxcHBgf7O3/k7psCXZGtrc3PTzkBmWSK2i8ViSiQS2t7e1u7ursVdQWxDJCL0CAaDF+KqcY8xny8YDGpsbEx+v1/lclknJycWc0W9CtFJLxeNRtXpdFSv123eKAPanUPkT09PbW8iXgnAnr2JaFSihXHj7e7uKhgM6v3339fGxoYB4RAOExMTisViajabajQaevfdd+X3+5XNZuXxePT06VP7HSGPnj9/bqQ8z/To6EjRaNTmctDn8ftSd8zOzur58+dKJpMmduSdhHxzxvXyXEk+WF9flyR94xvf0LNnzy6cPdvb2xoZGbGISMQ+Xq9XT5480fvvv69wOKyf/exnarVaRsycnp5qYWFB1WpVzWZT29vb5lxZWFiwc8U5nP3ly5fmcER4xBwx4r7q9brN/KOX2djYMOfH0NCQrly5ouXlZYtdRFzgdME3Gg0Fg0EdHh6a6ArRDDFeu7u7JuxxRnRDXkky8rrf7ysQCFj0HYQcAgFJFus+NDRk3xsCmug54ruIYAsEAspmsxY7XCwWTbiBQMgZ7XV5XV6X1+V1eX111y/0zooCzak8hyRxFpCQBvwZgAVKJUBHCAQOQJpAQGts7pubmyoUCqZYfuutt3Tjxg3duHFDv/u7v6vNzU3Nzs7a4Ts4OKhf//Vf1+bmpv7Nv/k3RlAwaLRerxtgTuOI2o4Ch2YYgIvPQ6MDaOqcEwO5hGoR4BsHAqokQGuafYoSAHoK2263e0EdBJDU6XSs2KRYxeqKJXp0dFRer/eCEtjlOh+uPjR0Poj8+PhYqVTKlFJLS0tWSFMIUDCTv03he3Z2ZmDo2tqaWf4DgYCWl5ctLqzT6RjI+8u//MumPuz3+1pbW9P/8X/8H7p586YBqul0Wo8fPzYAuVAomG2XnPVSqaRkMmlKZZQszgF9TuUxDTLzBVDJUzzlcjklk0lJuhAnIZ0XrahH+Ryo91BR805MT0/bIEPmYBwcHFwgEwGqmZOCo8QZYwSAgfKIgpn4u6GhISsEWVvO9bu0tCS32y2fz6eZmRk9efJEc3NzCoVCyuVyWlhYsEYul8vp448/lnQOAHW73QsNDqCBE8CkKXS60pzEyut80QQT/cJ+xl5AEzA0NHRBTQ8oW6/XL+S1SzKQiAx/Io9oIohzSyQS9p5vb28bGXLr1i01m021Wi2LL+n1emo2m6aeRRnOUETnHACAmE6no2AwaCAgjjZ+P8BxMpY/+eQTAxCdczXy+byWlpYsdgWXQrPZtAGmxDC+9dZb2tnZ0Ztvvqlms6nPP/9chUJBwWBQyWRSfr9fV65cUSQSUalU+rkYry9fEIc0nTRTkMHOrG/ipkKhkCnYer2eEcoMFyWb/PT0VKurqxa/IMnmPQHAt1otHR4e2vcgWgNlNApJFJgAVkRcnZ6e6vbt27a3ou4/PDzU4uKiuWx4Vl8mLSEtfvSjH8nj8SibzVq0R7Va1SeffKJ0Oq1f+7Vf09bWlpaXl22PpNkGDCT+kLVNnJbX6zUBw9OnT+VyuczFVCwWDTxidsHp6fnAYmIQBgYG1Gg0VKlUlMlkNDo6agBxs9k0JwlnIhE1p6enBr4C4DWbTQ0PD9vZGI1GTfnv9/tVrVZtDUNWswYk2QwoRAU8H0kG9gA+8q5T90C8sUb4mtf5glSTXsW5AiKwRgDuud+cp4BNuHqJo+F9heBNp9N69OiRjo6O9P777+u73/2unjx5orW1Ne3u7uoHP/iBIpGIXrx4oY8++khffPGF5e8DHvO+I7iB8EBVn81mDfjmrAbkgmBFNOAkZVGJs5cCpgKax2IxGzqcz+eNZCbShoi8nZ0dbW9vSzoHK3GNEB26s7OjGzdu2LuTSCQM+MYZm0ql5HK5ND4+Lp/Pp/X1dXNAE/fSbrc1NjZmwCQXQCMEN78f8SfcT+4hRBjAITVKuVy2c6zZbNoeCjD27rvv2nu6uLhoEX65XE7Xrl3TP/yH/9DOolAopNu3byufz6vRaGh2dtbcgel0Wvl83s4/5/p6+vSpZmZmlM1mLaYrGo0qEomoXC6rXC5bzYkQaHBw0GYnUu+PjY0ZCeSsU3nvIfh3d3ctEo194+joyKIRIT/oGUZGRiwitdvtKp/P215B/Sa9ciZAQmYyGVtn1FtE3lFTMCcHcoRIHfZPvi/OO1zi1NPhcFgDAwOanJxUKpXSZ599ZsQfTq79/X2trKyYI4r65+TkxBzZTtHbfwmXc7aaM9aOmolzyvluOF0onEHUCqyh09PTCxGFx8fHmp+fN0fcO++8oz/6oz+ynmNtbe1CzXNycqJWq6XZ2Vm9//77mp+ftxkbzEBCJMfaxGHw3nvvaX5+Xs+ePbMUAWowzlEi8BYWFswNyuxQXBSRSMQEbY1GQ6FQyGpa9kmPx2O1RCQSsbXWarVM9T8xMaFyuWxiMyJJI5GIIpGIcrmc/H6/zYz65je/qWvXrqlUKunFixfK5/P62te+ZrFl3/jGN3Tv3j3lcjlFo1Ftb2/bjK5qtSqfz6ednR29fPlSnU5H09PTFnmYTCYVCoX0+PFj68UgxmZmZiy6jBmB77zzjh48eGDPGTcjRFCz2bQahvrL2UO73W59/vnnVivhXpuYmLCao1KpKBwOW3QtUYv5fN7eb7/fb0kcqVRK9XrdzuiDgwNls1kdHByYmGV7e1sfffSRvvGNb+j69etKJpO2ZojQmpiY0NjYmFqtlvr9vpHq5XJZq6urmpmZ0fz8vJ4/f66BgQG9fPnSyGBJmpycVCgU0tOnT63mOj4+1sbGhiYmJrS+vi6v12siUmK9mXtKsgNxvOAcktRqtWzm2v7+vhYWFnTt2jUTMQ4NDSmdThtRSU3P7C2EqLFYzFzmxLNSv6ysrGhnZ8eeCyJhiGVnSsPldXldXpfX5fXVXb/QJIoTHKSIxv4NEUKRKOmC+sYJCFLsAbBx6GDzpKnBjVEsFk0BksvlDID52te+pt3dXUUiEf3qr/6qfvrTnyoajVpDn8vltL6+bmA1AAnNMsoH8k4Zeiudg8aNRsN+L4gglP84H1BcoWQABA8EAgYeoFypVqtWfHE/uJxxZ1jnKbJQl6FQl2SHvSQb7Mn8FqIdUGXQQJ2enppjZmRkxIiaw8NDhcNhzc/Pq9FoaHJy0hTPi4uLcrvdpv5xkgkA+oBlbrfbYrEajYbZy3muW1tbZsdNpVL64osv9Lu/+7t6/PixxeXU63UlEgmbfTMzM6Pt7W0reFAyoU5BAVQqlQwYaTabBiYODAwok8mY6seZy99sNi/EU9A4MBgP5wkRPQDJEFHMjnDmpdO4Es/kcrmsueW5UQwCANIk+P1+izrhc6KiBbCi2ZBekXZDQ0MXIpHC4bApRbHZM2D6n//zf25DXpvNplZWVgwoRJnIu4tikpgoJ5nEmpVkJBEk6ut8UUg7SSXeVS6i+wBfcArRJAM2ODPhnZnFgErOXGViuIjAcrlcFoF0enpqVnYcKNPT01boj46OKpvN2gwTGihiqnAVkNtOHAckMqq5t956y6JoANRxBsbj8QsAPPn4DArlzDg8PNTCwoLefPNNuVwuA8qePXumYrGoYrFoBGcwGNTKyoqRc0T9oKD+j12np6dGwn/88ccaGhqyHObJyUlJ53E4fr9fxWLRYoKYtZFIJCxvH5VisVhUq9XS1atXTcnOO+AEr0ZHRzU+Pq5er2fNIS7DVCqlpaUlJZNJA44laXx83PZqSRcUrc+fP1c2m7Wzin17eXlZjUZDv/zLv6y5uTkjPQ8PD1UsFvXkyROVSiVNTEzogw8+sHlQoVBIzWbTonGGhoasyeYe9/t9bW5uKhaLmdCA+C5iyFAFEtvE82W/YY4C5wZK7Gg0autsf3/f7kW5XNbg4KA2NjZ09epVvf3221peXrY5NmSkszdLMtUfBCAZ8oDAfC1EL823c//iTAcUZt1DsrH/sfdyn1FAAoo5oyP5+6/rxd7V7XZNQIBoAUKPuoc/53wEcGStItSgLiGmkAHorVbLZo4QxZJOp9VsNm1W0tLSkprNpn0elKnM+KEGoBbFobC7u6vDw0P7/s5oVp/PJ6/Xq2KxaDGo1Irsi4ODg1anAJiiqo7FYqrVatrZ2bGaEKIFRywOBlxtHo9HoVDIRBcHBwfqdDpKpVJG1o+MjCiTyRg5gJOmVCopHo+bOzsQCKjZbGp/f19vv/22vF6vxYN2u13L/Oc5sr7Z16ghfT6ftre3bd+HdEin05qdndXOzo4plal7Q6GQgsGgRSJC4geDQVPEt1otZTIZ/fIv/7KBX9KruJ5KpWJRt51Ox+YkxeNxGyzP+ciwZD7L8vKyESzEBQ8PD9s8KQjtfr9voJkkiwHrdru6fv269vb2TGVMr0MPsre3ZzUvs1M6nY65iqg1iYsMBoNaXl7W5OSkgsGgufghaIh8xbUqScFg8IKIRZIRW7gXnLMNIIOdg+2dMwb4LDjnIJm5f/V63YBUQGI+SzQaVSAQ0NLSkrnXJVmtyP/HUfG6X+zxTjLJGePqjH5EMMN+xz5ARDR9piQT60ky0m1wcFCTk5MX5n1Qz/zZn/2ZvF6vSqWS/tE/+kf2vjADMhQKWfThv//3/97EMfV6Xdls1uJD+T263a7C4bDeeOMNPXnyRGdnZyoWi8pms/a50+m0otGolpaWLCqJM5fPz4w5al2cqK1WS+Fw2CK1EYfhTtvf31csFrO9dnNz096zdDqt9fX1CxGD1Jb0Nz/5yU/0K7/yKzb3aXx8XIODg8rn8xodHdXDhw91cnKiQqGgjY0N623cbrelXIyOjtocGfAFCPlKpaI7d+7os88+M1Hi5uamOZipJYeGhlQsFrW+vq733nvPYqj39/dNMMd8L2rDTqejRqNhM4Y4k0incArUer2e4vG4JicnzfHpcrmUyWRs/8Nd1Gg0zMVDbc3s1W63q3Q6baKm+fl5tdttbWxsyOv16vbt2/L5fJbqcOPGDZXLZSP15+fnlcvlLD7y8PBQk5OTisViyuVyRpZlMhnl83mrnSG1nL0wogUi0pxi3bOzM8VisQsR5qRKuFwuw5E4N+v1urrdrgKBgJE3rENSRPr9vt1z6VxEu7m5af0WiQ0QXOzRxC1Th+KMYW+mnvwvYR+8vC6vy+vy+qu+fqFJFJpkYj4gIwB9KCydBRRFAQegE9B3WuNpppxDvHFkSNJbb711YYji48eP9Wd/9mc6OzuziBIa6H6/r08++USffPKJqSOTyaRFAmDDpvAl4gkgBfUIn8GpxgcwdboVAJcpysLhsNmb/X6/kU24bxgkTUPtPJgBZ7CMcxhzuAPcZDIZU6A5D21srlicuf/j4+OKx+P65JNPzFLrjKEYGRnR5uam9vb2LDOXoZP83JmZGQMlKSyJJSKCwufzmfUb0A4FO+SQ1+vV9PS0jo+P9fTpUw0MDNjsGNRL3P+VlRVbb6h5IMQgzHhuAI3OIYvEjnQ6HfsMNCMul0vxeNwGDQOCnZ2d2XBUYq4A6SC0KPAGBgZMDRiJRC6AqgCONE1Yl53ZssS/sdac84SkV/MynO4tQA+cJ7gX+L0p5hioimOh1+up3W5re3tbi4uLGhsb02effWbKVggBmnkIIcDGLzf8fHaiRL7c9L+OF0U5a5ALEgkgliYa0ALgFpce2bm9Xs/+DBAP0AMyBQBXOh+eS1QNkSwnJyfmjBgYGND4+LgkmbqO4ZJEmEjnajBcJb1ez4ZfMrgZ8If/lslk5PP5LI6E9UZTwoWaEDIIIBs3CGrIpaUli8yr1+t6+vSp3G63DWJnFsfOzo7W19ctr/jhw4c2M+DL1+7urp4+fWo5xRDmzFVgCLmTxALEINLx5ORE29vbmp+ft9kXgJ+PHj2yfG9cEZw7qPTYyzKZjJ49e2brgYHtvP+SjAgmDozMaPa0bDZrzsZ+v6+nT59a/Nrp6al+7/d+T9/97nfVarUUDAZ1cHCgTz75xM4HQMSpqSmLUyDSqlarWXRkqVSyfQ1FLGsb8hwnFGcDey/Eys7Ojq0fJ3ju9/tNwd3v99Xtdm0eAnszZxDuLsgXvl84HL7gfm02mwY2s28jFkD12uv1DMjmewIuMhyU9co+TDwS+y9EEOAY76jz51LPSDKRwevsRsGF6AQNAXIh9ImwRGXPmqcWQ4gDKQGAPzQ0pEqlomq1akPjS6WS1RvpdNoGut+9e1cPHz60NeKMW4P8YzYQJAfxYxBzuDYgEgFCAJ+pjyCB+L19Pp/NVOp0Oj9XuwEMlUolA9twdRDnur+/bzMNnFGL0vkZMz8/r2KxaG4w1rgkq0uq1arGxsbMOSHJnC+IkagHjo+PFY/HFQqFtLW1pb29PY2NjRmACVFO/QHBCkhM/ZjL5VSv1w00xK0RDofl8/lsX1hbW5N0Dgbj+AYUHBoa0i/90i9ZxCFXv983J/XU1JTVKlNTUzZQnrqTf3MOEUszOztr0ZnsaZFI5ILLO51OX4i/nZqasrpwe3tba2tr6nQ6SiaTRrrh9mbNMNOOeBz2XKLAGo2G2u32BWe00/HMZ0GoA6nhFHnRA/AuUe8TgfflWC32LepV9lzqQ/Z/3LGc+cSY1Wo1I7kh2Ijv7ff7Vt+icOd9Y+06Y6uoI1/HCwKP35F3GxCYvpeajz939kDMyeDrqPGpJa5evaq1tTVNTk7q+9//vq5du2biia2tLRMWEG334MEDffDBBwqFQhY32Ov19OjRI3388cfK5XI6Pj7W7du3dfXqVRO8lEoljY6OmlOYeFKv16tGo2H7Ap+NM3x0dNRqA6KqEFUcHByYQ4moV9YGTib21L29PRNecA6zN1Mb09+Fw2GLSYOkZW0jHiJu9vr167p3756++OILwxC++OILxWIxDQwMKBwO2xw6n8+nDz74QI1GQ36/XxsbG6pUKsrn83K5XObkKZVKyufzSqfTdm94l5j7CalOLbm1tWV9n9fr1eDgoBHdlUrFCFB68k6nY4KXq1evqlqtWn0/NDRkrhnIZeZaUcdBUFO/QZCRugAOw7D1RqNh4q1qtap+v69EIqFqtWouj2w2az3AwsKC1tfXbWZPrVbTvXv3tLu7ayQ38V3gIRsbG4rFYjbLhZ6ZvYZoVu4feAJ9D+cnIgneF9YpX3d2dqZUKmU1MoR3vV5XKpUyN6pTOAvRAxGCAJX6k/MwEAhY7CIYi9N5wjtCz3d5XV6X1+V1eX311y80iQKghKIG0JDiHYU2RaYkA+qIBQEAlmRAFyAV35sCVTpX5zAgfnt7W8FgUNeuXTNFaKFQUDwe1/HxsTUpxWJR29vbpmY7Ozsz8A+1B/EpuBoYkEmjj1Uf8B4yBZUhBRzKSppdDlCKFKIEUCRTCAC+0GACSqD4R3lBYw05QEROJBKxGBlADO4XRTwFOipxFJ8oh7CRHx8fa3NzU81m80KWMipDCBQnEAyJwayaRqNhjcF7772nfD6vUChkzUG73TbFHqC+z+fTG2+8YQpmnjmEEyA9macQRc4YBZ4vA+KdTXYymTTlJfnD/D6AvxRxANk0hQAqKMMAGPl7gLAAsRARfFYaTAhCnp9TDe0k6AAfUa0B2EBe8Ln4ubxHALHEbFAcQioBNjabTf3Zn/2Z5Q4/efJEf/fv/l2lUiltbW3Z32ctOh0pzuKQhoh/cMPwezgdGa/zxbvA7+uM+8FtxfvkjJAC3IBMRFULGAmZ7CRZnHsiQxP9fr+2t7dN0cXPIGcYwIzGNBgMGiEKiI6C2PmZIVD4PJAwRN9AirI/EUsFSAThSvSNdP5OOQfUut1uA9mIoDk8PLQh5QyBR4HObI1wOKx8Pq/f+Z3f0W/+5m8a+M792tjYsGg6AIazszNNTk4aoYDKmsYo2JfQvwABAABJREFUGAyqXC5b3BYEZy6Xs1kCBwcHti/eunXrwrwomrdIJKJWq2WgHc+efZn9BMABR5vH4zHFezweVzqdNjVwPB7XxsaGzSMhsg01+sHBgf74j//Y5g6k02nLDL9x44YpIomEcDaf5D6jGiXyEjCZ4etEDVUqFRuiyxoBQCLiyBlRwftBrAJAdjQatXgw9mli07a2tswpCehHNAjqffYz3CfcT4Cpg4MDy/eu1+tGduBOYa90Eh78A6EIscOZhKiDdcZz5X1H2c3++TqTKDimIHoBsagHJV24J9wrJ3EJIQFYHA6HNT4+bgCP0yEnyc5MnB4PHjzQw4cPbd4S5zHPBDEBhD/7HM/S43k1FHx0dNTONX4/51wJyBniZ05PT811zGdkvQL8USfgznX+HpJsb4OwJkIU8YUTNKeeRG09OTl5QYiE+IEzYnh42M6Xw8NDU61DFgaDQXNPbGxsmKDI6RZCxUwE2P37903ZDmB8dnamqakp25cmJias3gJkYz1cv37dYlCmp6ctPtF5Aajm83lzyyHk4Iyt1+s6PT01JTvCIhT7EAO4J5PJpMLhsKn4cRsjIEokEtZ3uN1uJRIJnZ2dqVwuW8wVrmTWq9NhChHiBJiZycWsO+59IBAw9zH7GTUxoil6AadIBbKeNck6Yr2w3lm7u7u7CofDFr1GH8B6IhaJIfM4fBAtSLL1Q53Nfe31ehfmGznrUO4R4o/X+XK67nB/OwkTJ7DP1yO0Y/Yi38MZM8nfpafb2dnRzMyMJicnVSgU5PV6dffuXX366acG3DNj7O7du/L7/XrnnXfsZ1YqFf3hH/6hjo6O9Hf/7t/VvXv3lEwmNTExoS+++ELvvPOOfvrTn9reSZT16uqqOdFYz7VaTeFwWPv7+1pfX1ez2dTk5KQNGI9Go0YM4/wIhUKamZnRZ599pp2dHavv6LMRr7hcLosrdDqrmbsHoE1qBUT34eGhJiYmbL1ns1ltbW2Z0G5/f99qMVILiIMNh8MWiQohSZ1FwoDf71etVrPh8M4zggiseDxus9h6vZ5GR0dVLBbl8XgUi8Xs7KEvdQpOiWBjXhVCgr29PRP+OIe9u1wulUolq9mpz5gDtbOzY7Oh2A/Z6ySZOAciiVqG/o2eAKfj7/7u7+qNN97Q7OysCVrZD7kP169fV6lUUrPZVDgcNpHK2NiYpqamNDQ0pB/96Efq9/va29uzn030Ib+XJJuZEw6HLwh0IVVwMxG/yj68u7trvTZYB25ozmtIcNwkkoxEgRjkfiFSQvwGXkB9yTuB25xn5KwZEL1dXpfX5XV5XV5f3fULTaI4gVRAeJRuNDQczICsNK8AyM6im3+j1mXeBAUcgw0jkYhZ9rGWx+Nx+Xw+zc3N6dGjR/rX//pfGxmAgoVizNlAAMSPjo4aiYKqjiHyNFVut1vZbFa1Ws0AbogkmncGcQNOORtap3ofxQKRINK5IjoajapWq134O6h6KGwlGbAZiUQuREDMzMyo3W6bLZdnAFh6cHBgsV0oMojsevjwoeWNEsuDwp3r2rVrlsHPHBIUpzThzmGfkuz7NJtNzc7OamlpyQaEdrtdTU5O6osvvlAgENDCwoK2t7d1cnKit956Sw8fPrTmLBaLmQKGosUZj8M9pakLhUJaWVmxQpjBhi6XS8+ePVM4HFahUJDb7dbU1JTK5bIBI4BnrBuaWAa4U/wCfsdiMRUKBYtz8fv9KpVK5i4iKoSBuBTErG2AJY/HY+uQCBTekYODAwNZnJZpcumdKkBmXjCvhQbl+PhY5XJZe3t7mpqa0q/92q/p937v97SysqJqtar5+Xmtr6/be4vVGzCGhh/An89PVjefA0KV9fq6XqyNL+9v7G38g8JJeuVUg1zjz1Fdce/479jenQoninqv12tzJLDo40Jh/0HtDEAJSTk4OGh7LApTwDIcWTineKeOjo4Uj8dtv0TdHwgEbI+GpHaCAQwYZw0HAgE9evRIfr9fN27csAgRHICcJTTRqLRxOBwdHWlsbEydTscyu9944w3t7OwokUioUCjo008/1fDwsK3Lo6Mji6iAZEG5Xi6XDfSDTAX0Gh0d1YMHDxQOh9VsNhUMBm0PKpVKdt6x1omjgkjPZrNqNBqmtsfBBoDgHCIM8BkOh1UqlTQ2NmbD2on48/l8KhaLcrvdunXrlo6OjvTs2TNFIhHF43EVCgUjlJxOkpOTE5XLZRUKBWvqILxisZgODg7k8/mUyWSsOee9p9HkrEHF6Mxyn5mZkSRzD6IuhBBmBhmARDKZ1NDQkMV0cd4dHR0pEokokUjYGmJuGZET169f1+bmpu1/NPK8E5LMKbWxsWHfF6L66OjI1NOsM2fEFOcI7xxADwApoBgENUCGJDtrnYDY63oBJEGWIahA3QmhK8nEAIBzTsCEui8SiejatWu6ffu21tfXtbKyYjM9CoWCut2u7U1bW1va39/X/fv3tbu7a+IVCDH2ZepPSRY3x3Pz+/0m0mBIM0QP+zJCFkhFyGTU+cRc9Xo9I5hxIJM5z7pDMEMNSB3Me+V8n5y1FA6qL78nW1tbFt2VTCYtwvXk5ETdbleRSMREK7jjqGWpYwE4IXydYo1wOGz3RZI5CMmnr9frF5x3nG3E7fE9iY0heoZYQMgSp9gC4uJP/uRPdHJyopmZGZXLZW1ubpo6GMd4IBDQ6OiouRMjkYhisZiphxHSQOZDukjncyl2d3ctBguxEmdiv9+32QeAbdSFp6enF4Yj4z4GCGQ9Hxwc2OyQL9f9fA5JRhLxdU6gnTXD33M6kKgPWKuSTPgFQM/34Cxmv2NfokeAIMFRNDAwoLGxMTsrdnd3Va/XNTExoWg0anFKzsgq1iaqfPbP1/lykuXcB6dTiH8DqjqFhbz7kJbSq1mgvJszMzNaX19XNpvVxMSEdnZ29PDhQ12/fl29Xk8zMzOWMoCIo1ar6f/+v/9v5fN5fe9739PQ0JB+9rOf6dq1a/rmN7+pYDAoj8ejvb09TUxM6Hd+53c0NzenxcVF3b9/3wjBe/fuGdmdSqVsFl04HNbGxoZFcktSqVTSycmJCeioO6VX/ap0PvMJ4vj4+NiiZFOplGZnZ1Uul1UqlbSwsKCNjQ0DyQOBgHZ2dkych6iC+398fKxCoSCXy6Xvfve7FiHFGkTgMTo6aikF1Et37tzR8PCw/uAP/kCVSkXZbFZXr17VT3/6U3U6Hfl8PqXTadXrda2urtpzn5qa0ujoqLnv6/W6YrGYlpeXLQKVeZlTU1NG+PD32VsheyETqK2YYUqiAX3f8PCw5ubmLNIb4cvq6qrF6VLLOmdpEskXDocVjUZNVBMOh9Xr9SyhAwFMuVyWx+NRMpnU/fv3tby8rPfff18zMzNWzzabTT148EDXr1+3NU5vXywWdXx8rCtXrtiMVp4jopfT0/M5X84ED4RSnEelUsl6TubecN95V/r9vp3RxG4ODQ2Z05LPNTU1ZcQadWOhUFAqldLo6KjK5bJFaNOXO8lzMAL6q1KpZHskPSD7Luft61wDXl6X1+V1ef11Xb/QJAoHJsAyUQSACc4oC8AJrN3MegAcpDkg7sCZgem0/jtjqwCIAIXb7bbm5uYUj8f1B3/wB+ZwmJ+f18bGhilLOTiJQ6LApfGhGacJ5OuZP4DjBAAdAIVmwuPxGBlCfAnNt1PN4JyH4na7lUwmTbVAow3QTuwAqjbnsF5UQeRmT01NGXlEwY5a2OPxmFunXq9rb29Pc3NzNiyen4syKpfL2QyRW7duaWhoSNeuXTMV2vPnz5VKpWyQHW6dw8NDRSIRy8iNRCJKp9OWe0uM2szMjIHEPp/PFNI08jMzM+p2u9re3jaAl0K91+tZE1uv1819EovFLPoHlTVFJI2x1+tVrVbT0dGRvF6v8vn8hdk1FFwAMhRsTtANUA/XCcU8JAexScS1BYNBU7agRMIBBchAA+q0WUPsVSoVG8RMA0QjAogLyMfzY/4GlmlntitxEQCTBwcHpgKu1+sWcYHKx6kK4/fn5+MoQH3pdMu8zhf3B4UpDRvPCHs+hTWEmBMIY60DNvT758NbAftRozmHnOOk4mfncjmLJUKlxR7R6/WsAd7d3dX09LQODg7M8QDBQ8MACAg5xx4VCoUsjxkgnT0dYJpBn04lOAM2BwYGND8/r6OjI5vBUS6XLfKEvRd1OI1xKpXS8PCwNYMAqZA43W5XT5480bNnz7Szs6PT01O9/fbbWlhY0ObmpuUcZzIZ3b59W51OR8ViUfPz86rVaubuQa0OqE8m9+DgoKkLx8bGLA6QZ417CEAPwmZgYECbm5tqt9umjkZV+uLFC01MTNj7gvMQgpJInGazqWQyqXQ6rZ2dHW1tbenWrVvWFHq9Xs3OzhrY+fu///v2tdvb23K7zwdXr6+vKxgMamBgwBrlSqViZ4nLdT6LhAbXqdj0+XxGRgGAQ5S2Wi2bccC+wh6DMhPHFA0l+yTuTFT8NK3Dw8OW+47jiEgcQHCcj/V63cBSzmnEHUSWOB03OFcA+iFgnIpEYm8YFs3+iWuFZt0JhPN7cW7QYDvrodfxYn/gHZ6amlIqldLu7q42NzcNROH+c+Fu5b1wu93y+XyanZ1VOp1Wp9NRPp83FS9Dfkul0gVgg8gShhjz7CGxEcGgjGZPQ7kLyUJdSqQRf588dEgzlMKc8dRwuDBxs+DcAzgkQsoZ48X3Z90cHByoVqtdiAID9ILgdJLoktTpdCSdx2Sl02kNDw+r3W7bmcxZjIsKl67L5VKxWLTPuLe3p0AgoLm5OYVCIT148MCcZtVq1YA7n8+n999/32LWJicnzQVRLBbVbrcVDAZ1+/ZtNRoN7e3t2TBilN5ut9sy6nHRrKysSJLVZblcTpubm0ZI8myHh4fVarWUTqdN4MLfk17NImTGA+dHJBIxEE+Sve+cy9Fo1JTTuE6oCVOplM0CQCzCzBCieIi97fV6SiQSGh0dNSLky056Z8wqvc2XY7gQ6rCuGFDPRc2Hon5oaOgCeRsOh+1cZ09CUQ+ZyX5MD8b9YD2zjwH2O/9hgDX1Be+vU9FOjB3vwOt6UQfg7kJA4XSg8L5TF3GGOKNgufesDen8OUejUW1sbOi73/2u2u22zSVZXV1VqVRSOp3W7du3tby8bEr46elpm4Hx27/92/rggw/U7/d169Ytm/U5Pj6upaUlDQwMKJ1OK5/PW/Rov983wRcCjr29PRMw3L9/X7FYzJxtCA6oYRArMsNkcHBQKysrWl5etvgjBDWkPzALcnR01EQSHs/5DA1cW61WS/F4XJJsNsqLFy9MzEWfl8vl7N1iCLnX69X6+rqGhoa0uLio09NTvXjxQrFYTF6vVw8fPlQsFlMymbTaJ5PJGOFwcHCgUqmkZDJpAs5er2c9LcRov9838hHxGnUtwjPmfPG8BwcHLVEjlUpZ9CtullQqpc3NTUmyXrnT6ejdd99VoVCwWkc6PyvGx8eNgCCijHoWQR/ntlOsubu7q+985zuKRCJaWVnRG2+8YYJLariXL1/q2bNn+tGPfqQf/OAHNnur0WhoeXnZ9g7IqGq1qnK5rNnZWeVyOUnnwgRiWemxwYjYm3Gqu1wu3b59W4eHhyoUCrYnNptNqyGIQZdezWzCeQKxTd3Ifnt8fKzt7W0NDAxocXHRMCRnOoUzupV+hPfyyzGkCOacrkF6oC87LS+vy+vyurwur///r19oEkWSNVeo6zkwiGlwNqOSrFDnAnAEdKCwR5XA33PGyQA+p9NpZbNZ/fCHP9TY2JiBbWNjY7p69apFLgH40bw61XgAQDRfTicKtlBAGIaY07jRQACOQwAQdQNAAHBDAw1QSbQZzSF/5na7tbOzY4AlX9/r9exnHxwcmBLbqeZEYU3Tx4A41B64SPb3963ZRHWcSqWsyQUguHXrlgYGBmwgcDabtSiLZrOpW7du6fj42KJs6vW6pqenJelC5MvJyYk5YW7evKlnz55pfHzcikryU09OTpRKpZRIJORyudRsNrW+vm7DOwOBgLa2tqyIoaBE9U3DCcBIIYXyfmRkRNvb2/a7AFwA1DjBMJpDHCIoc0ZGRkxpSyPJPQNcRNFHlAfqVpwqrGmiw1AYodhGSUQTioqK9UFjJsnWDookZwQYAJYz7gFXS7vd1vr6ulKplGKxmKmzXS6XOQJ4/yTZ7+Zs/ih+AcggBSTZ17zOFyCQ0x3iBPFwlgBgSbrgzHOuV8AWcqKHhoa0vb0tv99vewAFu8/nM6Ct3+8rk8mYI4Sv73Q6Oj09NVAHRwh7nHQ+kBtXhd/vN7AGcgxihn0KsoV91ek04XPTpOC8AhRwuVz64osvDFQmrgzHE2vv2rVrFm8CCeX1enXt2jUVCgWz9qNgTKfT1jQvLi6qUCjoxYsXFlEC2To8PKwnT55oYGDA1IiAlDisnG4c9jUyuXlXne8v58bZ2ZntTag8eT71el3ValULCwumhj4+PjZCnMiBnZ0dZTIZm5sFAMDPGBgY0OzsrMURoL5DHffo0SMtLCzYfWNgNjE7PEdcP/Pz82o2m9rZ2VG/fz4ktlqtGpnKGoQ0o/GUZC431p8zk53Mf0AO1Jc4OwOBgCYnJzU+Pm6KdQDBg4MDG7w6NjZmhNm3v/1tffbZZwaWQHQBFjLHCoCSs573iz0Wcpm9kd8PEgb1LGQxNQziDhyoAKTOGC+n+prfCZDkdb04F71eryYmJjQ/P6/Z2Vn5fD5tbm7qhz/8ocWosW9Ry+EIQVSRzWZNJcow31gsZkKUnZ0dlctl2zdxllGTAVAisnG73XaOOiPrpPPardVqmaIVkQs1qPRKBMS5DkDpdB7xHhIDxb4nvSKYjo+PLfKVeEUEH61Wy0BszpJgMHjBNeVynQ9vZz/iHYSs3dvbM+cBsWHvvPOOuVhZm9vb2wbmHR8fK5lM2jkknbsh7t27Z3sl8Yb8DM4xyFkc6JlMxmphpzqcYezpdFpXr17V8PCwyuWyJNnviTiGODFIIYQmZ2dnevHiher1unw+nyKRiIGzp6enCoVCds4ByhFHKr2a28h5wfudy+Vsz8M1tLe3pxcvXiiRSCgSiahWq6nVaqnb7ermzZumzkfA0m63FYlEDDTGPUlUTL1evzAoudPp2PlJTUctQI0MOUPtwJoC2HMS2E6BgnPtAugj2nKeOU5xB45liCvuKeKrs7MzW5+hUEjJZFKZTEa9Xk+dTseIcCdJwn7Iz0Mw8jpfECKQAZwpTiU64hlJ9mdO15gzho3nytqt1WrKZrNKJBKq1Wo2i7JQKKjdbmtra8sITeKP3n77bQ0PD6tYLOrg4EBTU1M6OjpSoVAwEJ3a4unTp6rVaiaqALjGOdbv9y1GdWZmxmY0Qdi53W41Gg3VajXt7u4qlUpZjDC1A/0jbqd6vW4uina7rZs3bxoZzn1EKEHc08TEhD7//HMTFbHWgsGgxbIyrwiBJP1SrVbTnTt35PF47GwZGhqyeDHcsqFQSF/72tdUKBQsEcLj8Wh1dVX1et0cGn6/X5FIRI1Gw5IkeKcTiYQODw9Vq9U0OzsrSQbk83yTyaSdKXxu3Buzs7MXRDLO3hkcIRAIqFwu6+7du0bGSuc1dTQaVbVatdkvlUpFiUTCCGWe287OjiVE8HN/67d+y87IX/qlX9LZ2Zn+8A//UFtbW5qZmZHX69UXX3xhjp4f//jHRqDSG0OcI6qiv6ZXp8akfz44OLDEg6GhIdtjwuGw1WSDg+eD4MfHx3Vy8mreFGJA+mzElPRB9Xrd6jTqQI/HY3P4cGHH43EVi0W1Wi27v3x+RE70JJzV0isHLnsy/R7vhRMHu7wur8vr8rq8vtrrF55EQYlJgQ+4CyBIQwvw4AScKbQ5bCjK+XrANxriZrNpBxaK1WfPnllheXBwoHw+r0QioWg0qkKhYPZMDnHyRnE7OMkUQDGaJRpQVIKjo6MaHR21IXEcxgMD5xnzFMlOtSBNsFMVxmdHPQGBRL4wcQTOw9lpXUXBzkBPnDz87NHRUSumBwYGNDU1pV6vp9XVVRveLJ0X50RHpdNpU+7gUqFpnZ6eVq1WM/B+dnZWz5490/HxsSYnJ03NND8/b1ZgiuVgMKhqtWrRX6ikVldXdePGDT18+NAaDJpycu9xnGQyGblcLlM2OtXokqyhjUajtpYgRGKxmDW93W5XyWTSGhQcJCj0AFk8Ho818BAXNPo0wJIM1CYug2LPqUaBBOMZAVQ7vxfNAA0npBz3gDXIzBqAFKLU+LusO2dTxvekIOT+4sLx+/26efOmisWigbNer9eUnV+OjuCddqphAdwlmUWbdfq6qxAl/RyZBDjozOqFtOA5STJixDmXAacVhCp7A4oooutopqTzJr7dblvDcHx8rHA4rEqlolQqJY/nfKhxJpMxhdXIyIitXxwYwWDQ9tu9vT0DhSWZehlSBcLZ6cLDQYc1H6Jif3/fvg8ED3ul9IpUGh0d1eTkpI6OjixijMYbhbgzZz4Wi1msI3EKw8PDphTkfUE9TvRYNBpVIpGQ3+/X6uqqfR1EAY4zAHD2fsgNnhf7N+u9Xq8bWeH1elWv1y9E9PDesy+Pjo7q/v37F+IBy+XyhSg0AIByuax+v6/5+fkLzp9gMKjnz5+r0+nI7XZbrCNxh+Fw2Jp8ssQRFywvLyuZTJpDCeCU2DSXy6VoNKpgMGizatir+TciCshwSQYo0pzioIPIIzKMPOyzs/P5OcxTarVa2tjY0O7urrLZrMbGxhQOh60xv379upLJpN0rgA7eRf5hnUP0QH45z2nUhU7AD2Df+W471dn8HSfIzf92RqfxZ6+zI499T5KdLewhkGVEAjqJJ6K/cD+FQiED6p4+fWqzlYrF4gXCy+VyGfjGecVZyHNwuvpQ0JKjzj5E1AfEiMvlMvCE9xEnILUEtRNgWL/fV7FYNBED+zMEOu8xfxdQFCITFwi1wenpqSYmJsxJy7qFYIU0WVhYMABqeHhY6XTaZlwRlcOMOP477h5y7jmnfT6f6vW61RtE0TKHCiL85s2b5jb1eDwW3Yr4hejW9fV1HRwc6OXLl5qYmNDVq1c1ODhoYo3BwUFtbm7aGZlOp7W6uqrV1VUjSBiMjKqf2CvIpsPDQ01PTxvAxmBn9uhAIKDt7W0DRjkD6D/Yu9544w2Fw2Ftbm7anjAxMWH1PuIvBmyPjo4qmUyq0WiYQ5C1BEiZyWSUTqf18uVLmw8B6cd+gxgM0guyGhKQNUbEGIp1ehXqML4vxBDPje+ByxRAHIEbLpmjoyNTcw8MDBjZyL+5V6lUygY0Q6zV6/ULcaGA2vQhPEdqFAQkr+PldL0hJnQKZnjWTnKXM4TaX5I54ekJqc97vZ6uXr2q3d1dBYNBc69ls1nNzMxYbODAwIDeeustHR4eanx83FzKOH7j8bi5wk5OTnTt2jX1+339m3/zb1QqlWz/hIjr9XoqlUo2+6jf7+vly5fKZrM2MB7yiP6ZswDXLeIJ5znLmq3VakZKMI9oZ2dH0vm5EgqFFI/HVa1WL5Aw0WjUfi7RXQ8ePNDW1pbtYZubm5qYmNDY2JgqlYoWFxf1t//239bHH3+sjz76yEQ3EJxPnjzR/Py8xTCvra2Z8Id3Y3R01BxtOCN5V51COWowBAPswyQLHB8f26y3jY0N24/K5bLN3QQHwdnMu0TtRj8OPuCsFavVqhYXF42scu4LxP0yf4uafmJiQv/1f/1fX3CLSufv8fe+9z1Vq1W1Wi2b01Wr1fTee+/p6OhI+Xz+grP05OTEzgdqzqOjI21sbCibzWp/f9+IJvZm9lpit53CvKGhIbVaLTtDEZc5ncm1Ws0iLSHiwIxIw4CcDAaDts6Ib+TMzGQyhsHQy/NeULsgaMJ9RX3i7POceAFn3eV1eV1el9fl9dVev9AkCkUDwIEzQ5riGis5X09xKMkAa0kX4m2cimdnLMzu7q7y+bzGx8clnR/wT58+tcip6elpa1hpsNrttjkKAPycFmtJplIA+HbaNykonepVVGI0MRAvNDM0IG632+y4TiAAlYwTjOGQpsFFlUgcBao7ml2ndV+SqYc5/Dc3NxWNRjU0NGQKatSexGMNDQ0pmUxaRitxNcwwSSQSGhsb09jYmLa3ty1KCEeOE5SLx+Pyer2WGxsOh03dTtQXdvHDw0Nz0QBUdjod3b59W2tra5blipV9a2vLMlJTqZTcbrdKpZIkGalwdHRkf5ZOpy8MmPd6vSoUCur1ekqn0wbORiIRU0fzHAFQotGoFYwoSrFdYznn2eHWcMZ8kfPN2iXGB1DN6/VeiHSj2CIShHtAhAeg4JeV0JLsszjJDQpFwCUKQt5VSCLW2tDQkAEB5JzTpPD7AjjxDvC7UTgCzDjXtDOr+3W8WP9fjoXhYj05Ve3cp/39/Quxgc49iIbpywqmQCBga4d9TJLFY6HyRi3KoPR4PK5Wq2XZ091u1xS8TlUsza/L5bImi6gFBimimmM9JZNJA0+c+x97F++CE+AEcB4cPB9mLsnWGg0NxAhgfbPZNCKSuSL8HZ4B+fSzs7Nqt9sWgUBzzXDSRCJh+w8EAvEVfJ9qtWoxkkQ8opIE5MP9A0HQ7XYvzECAbGHuyuzsrObn5zUxMaFqtapqtWpxYwD04XBYjUbDZgc0Gg0dHZ3PouFsZN8Lh8MXmu/d3V2NjY3ZHJBsNmvA2MHBgTksIYQAA8nADwQC5rxhnwmFQtb0slaIEmQWAn9/eHjYHEUAgF92dkxPT8vv9+vw8NDIvEAgYPuyy+Wyez80NKT19XUdHR1pfn7ezrnR0VFtbW2ZCphnKZ2rz4PBoIkdJNn7xd4MqA85yTrj/1OL8FycLj9qFdalcz4aewDNNS7A1/WCKFhcXNTs7KxOTs7n7nCvWPu4UQA9eM+5h4lEQh6PR0+fPtXGxoZmZmbseaRSKSMkAS443xGSBINBIzn4Gs7ieDxu8SycSexznLuSjCCFdMTJFQ6HLwBi/DznWet0YnN2AmLiguJ/867wfu3s7BgQ7/F4VK/XTaFLrdlsNtVsNrWwsKBgMKi5uTmLyCJGBtIexyy1Yj6ftz0V0omaZHp6Wqenp3r58qX6/fPh6gBhKKaJXq1WqybOiUaj9tzC4bByuZw6nY6+9a1vWX2WyWSs3gWYbzabevLkibLZrImSrl+/rufPnxthw3Ok1mdei/Rq+C8D2Xu9niYmJpRIJBSLxdRoNIxkIEouk8nI6/VqY2NDsVhMY2NjWltbMxcMBH0kEjGyan193UC+QCBgRE4ul9Pp6almZ2cVCoU0NDSklZUVud1uE57s7e0pGo3q7bff1v7+vvL5vJHDxAkT2cnXU/cHAgETJEDk4TSMxWJW93Ge46YifpJ9iq87OTmxuFbeDQgX5l1xFuDk5l4z6DoajdrsiNXVVaVSKW1vbxsBg4COgfe805Cbr/sFeULfyB7gFAoiioD84sx0ijCox5mr6fF4NDU1ZY7bWq2mq1evmkBlbGxM5XJZ09PT6vf7WlhYkMvl0ieffGJ9BudtJBKxmWko9U9OTlStVnX16lUtLy9b/8m8xE6nY0A1deXjx491dHSk2dlZnZ6eWhwz889SqZS9n9J5L1YsFi/ENTEbjfNxcHBQq6urNkgdwuDOnTu6deuW7t69q1AopGq1ams8FArJ7/drdnZWExMTevjwodUnAwMDKpfLdj+JS2agOeKgo6MjffHFF9YjjoyMKJ/P6+OPP9bc3JyRXyQqQKDgKoMMgJTy+/3q9/sWY4Uo5vj4WBMTE2q1WrYfUmcmEglJstkkJDpQb+fzedt/Jicnzc3m8XhMSIJggJ6LPY0oNOrZjY0N7e/vq9lsKpVKqVqtmhv7rbfesjl6X74GBwf19/7e39NHH32khw8fanp6WoVCwfYlehiSMhDE+nw+hcNhE7rgbI/H4xobG1OpVLIeBRISYcLJyYlhCnt7e2o2m3ZWZ7NZw14ODw+N0HW7z1MjnAQNQgDWliS7X6ypvb09raysaHZ21kgUhBI+n8/qRee7DWbAnsp9ciYxOJ1n/yWICS+vy+vyurz+qq9faITRqUYHdAAsA0igqOFwRbGCQvTLCk8AIpQIThLD7Xbr6dOnlhcPUOh2n88Ticfj1iCgUG40GopGo1booYYJh8M/pwSiwOGw5iAFtKQYAxjBuUETQeGKcpl7hJPk4ODAGu5ms6lEImE5o7hTULxA+ADQYGfl89D8AEZhuSe2AbAoEAhY7ABZ+vl83pSD8/Pz+uyzz5RIJDQ8PKyJiQmtrq4qFovpnXfeUblcls/nUzwet9iGFy9eaGhoSB9++KGKxaI1Ul988YWmp6eVyWTk8/lUqVS0trZ2IRqNgYQMVicXHzUqhcnJyYkSiYQpdSQpGAxqfn5e1WrVngWEjs/nU7PZlM/n09WrV7Wzs2OD9EZGRnTnzh09ffpU0jlZdO3aNYsTOjk5US6X08nJ+dyRwcFBU31RINKQQGgRQRKNRpXL5ew5oMYHFMTBAVHljC+hiTg+PrZGioYLcJi1hyuGtcAsA0kXGmcuQAsKS6dam7+7s7Oj5eVlHR0dKZvNWqO/v79vzhoAJgBQZ1MI4A+gDqhPlqwzouB1vSDAJF0AIHinT05OjBhm78C95IwcoenmguzCPcfXEz8CQUvGeSgU0uLiou7evatms6lMJqOJiQmbUcSsGyewAXl8enqqubk5Uw7GYjFbP3NzczZ/iKgClI98H/afgYEBU/CFw2FrNgBVmK0Becj7sre3ZzFZzWbTgB6UySiDz87OTP1L1EIgEDCAgKGjXq9Xm5ubBtKSXd9qtYwQyOfz6na7FkvAc+F9jUQiNpxYehXVwL4AyQOhwjscCAQ0MjJiAD7vws2bN/X48WM1Gg09fPhQmUzGQIvx8XED2CBpUI5DvqK8ZI/wer3a2tqyAZYo5snBjkajpkZ3ug9xc3I+oHKksfd6vZqamlKr1bL5AagQnYo6ZkwQIwTg5vF4DFBrNptaXl42Jx9zHUZHRy2CbXt728BIn89n66TRaJhLEncRZ7tTue8k/xAeQIw7xRAQzgcHB0byoAqXZOQJ+xzrmneS/ZUGmXcbEofvz585XYSv84Wgg98TQNaZ5V6pVAxgwf0GEYoimLkVW1tb8ng8mpmZUTab1U9+8hNVKhUDj4jjQKgDCOl89oODg+aqY00zn61SqUh6NUwbQgVwxOfzmcuPdX10dD53jz14dHTUYuQgCxHJ4NxyOlY6nY7i8bjN9SFiJp1O2/5MvRcOh82FMjU1pXw+b3sO3zuXy9m+tbCwoGKxqKdPnxqJWqvVTHDj8XiUzWYVDoe1trZmgg/W+PPnzy3S5PT0VLu7u1bnAVRB6p+dnZkQZXJyUoODg2o0GuY07vV6WllZUSwW0/b2tqnZXa7zKMRMJqPx8XF9+umnkqQ33njDACxILQQcKPiJuOKM2NvbUyKRUDabtbrr5OREpVJJjUbDnje1UTQataghyHribdiPrl69qnq9bsIQXIyshc3NTW1ubiqVSl2IVCUep9PpqF6vKxKJ2JqiduVrETmwFxPVCKEPEMhnIO4HIpAz/+DgwPobJ/nM2UAfwbvgdIoMDg5anYr7CjEN65C9lDM4HA5rf39fT58+1cnJiSYmJjQ+Pq5KpWJ7dr/fVywWsz2B2CNA89edSEFU5Ixj5TlKMjGA01nGewW56vzv9AXO/QcAnjit09NT5XI5RaNRnZ6eKhKJaGpqymKrfD6fer2eiSJ4H6gduADsb9++re3tbXOEoexnDTFj7/j4PK6Q9IGrV6+qVqup0WjYPBFEcfRf4XDYeu9ms6lYLKZQKGSJENI5sF2tVu1reWeePn1qvyP1HD3N4uKiUqmU/H6/otGoCc58Pp/FSyE+3Nra0vr6upE5REVSv0WjUYuj6vV6JqIjQot3FPKeKFUiSSORiDmzEbwh0AFcRwDFe4wDhM86NDSk6elplUolE8CdnJyYMGZzc9Oiq4LBoDqdjoH21C7ZbFaSDBu5c+eOpHPMYHp6Wvl8/oKQdXR0VLFYTNls9j8bOeX3+y0KmIjMer1usc+Ik2q1mtXk/X7f6mD2d2pGzkTiu4gOdLvdVnvn83nDYSCVU6mU3V+EGqFQyPYjZvRVKhUVi0UjyDi3A4GAfV/nPCdwm1arZU5v3l16dkRt/7H4QggaZ02CoIF3/PK6vC6vy+vy+mqvX2gShYx1wENnzAdKKGyP2FJpViFIaHQhXlAwc2CNjIwYAE0R9uLFCwNaKCJevnypRCJhZABqbKd6HhAYFeHJycmFIfKA0zTEKB6d5Es8Hr8ArmBD5XehuZJ0QQmLqpEM55GREct/BrQ/OTnPiyd2iYKcQ9rj8ZjyudPpXHCEcM8KhYK8Xq/F5gwMnA83rlQqpvwFfOz1eioWi/r617+ucDisn/3sZ5YT3ev1TK3+f/6f/6cNQR4cHFSpVFIwGDRXyPb2tlqtlhKJhLa2tiwnnCJ8enraGlsiJcbHx9VsNk0pBGBIvAIEx+joqG7cuGHzXJrNpqanp7W5uanDw0Pdvn3bYnRYZ61WS1evXlWv19PDhw8VDAYVj8eVSCS0v7+v73znO9aUAz5MTEwoGo2aco+GiGfAupBkGdioDIk+gkzz+/1W8NPUOsF2CnnWYLVaVSKRMAAXGzl5wDRp1WpV0WjU8mNZg6wzmhzWLQ0KkXM0tI1Gw0CPu3fv6urVq0aifPbZZxaFIb0CWxgQTbF+cnJi0R+AuKh8nREpROi8zpdz/gEqX0BanjMKbEgMJxHF/2fNMcvBObDw7Ox8wHYoFLLMffbXyclJhUIhFYvFC84NiD+aSlwCNBvHx6/mchQKBcXjcXsfaZggJpxEL3sdn8nZyDlBY9x/7Puo0trttqmZ2dvJw6aBovFiSCdxUV6vV7lczqJ3ms2mDUEHvPL5fHrw4IHm5+c1Njam5eVlPX36VPF4XLFYzJwYNGyFQsGchKhrV1dXjYChAeI8gvA5Ojoyhx/7D8Oxv/jiC8t0Pjw81Oeff67h4WHLvP/93/992xcGB8+H/na7XbXbbXOpoEqHeHCSddVqVdevX7czELXb4uKiisWinYW1Wk1//ud/biAs5EI2m7X8ZxSVEMpk4rvdbo2Njdmf8Yz4b5yzgUBAAwMDpkbFjbi7u6sXL15Y7NDZ2ZkmJiY0MzOjXC5nIA/xhEdHRxc+x8bGhinOAQFwUbbbbXU6HfV6PWuonaQdeylgEu8KCmAIYsAqyBEU+06HIc8VABUnCoQ/F84C9kNqoS9HZLxOFy4tt9tts3v6/b6q1eqFLH2AWeoo3CLMZPL7/ZbX/+6772poaMiU+o8ePTL1NAIL9kdALWbrUDM4axwAEmckWLvdNrATchiilnObcx/lLypp3rlQKGTEIm6NbrdrjhNcSRDerL9QKGRqV/Z2wBqAR5wYqHgBsUZHR1WpVKxOwEFHTRsOhzU2NnZhjhK/+9zcnMW58E4MDg6qWq3aPBPnIHtEGADyDIgGyCMSBVU2Z5nf71c8Hlc+n7ezDMV2s9nU/Py8JOnu3bv6/ve/r0ajYfeUd+29995Tq9XSysqKgaQAftTLPDdI8OPjY7VaLa2trRnAH4vF7LkSDYRQBidmMpm0uo3nQMxZIBDQ7OysxRllMhkFg0E9e/bMImJ5zvQSDLSnXh4fH1c0GjVSmufhdDAhSOt2u+aExsGKkMwZ6dZoNOT3+00pDZnOOe2cxQbo7CSJ+d6SbK0yE8LZvwwNDWlqasrAXKKCa7WaEe68/7gPcEjW63UTgfFOvY4Xa5y9gH2Levjs7MyekZNgZ29BKEPNTn9ANCjiiFarpcePH1uPu7KyYuTB/v6+fvrTnyqVSmlubs6GoGcyGXW7XYvfgvSXzmt7fibzF/lZzpkR1B+8f0tLS5qbmzPCZ25uzkBphHJXrlzRxsaG9dTOuFXU+5z5xDPz+Xifa7Wa/WzcutTZiLXa7baePHlicaOS7GupdXD1f+9739OjR49Ur9d18+ZNe0/W19f15ptv6qOPPtLw8LAymYzi8bjNvuTdGR0d1fLysuLxuLmunj59esEJwT7EnLxQKKRIJGI9/+TkpAlEhoeH9fLlS924cUM3b95Us9m0Gtfr9do+3+/3VS6X5ff7VavVdHZ2pnQ6rW63q4WFBeVyOSUSCXNVQNLhqBsZGdGLFy80Pj5uMWAIGYj9Yw9H/Om8zs7OlM/n9fLlS5XLZXm9XhPjOMn1K1eu2O9arVZtThokLgKIeDyuly9famtrS7/yK79yIT7r+PhYuVzOCA3i1SAO+/2+4vG4uXuYuUJtQCx3sVjU6empGo2G2u22CXcRJRJLzO8xNzdnezjRhJOTk0Ya8i7TRw8ODmpvb896NNYeewDYEnUxONDldXldXpfX5fXVXb/QJAogLUAfF42hM/+UwhBwjDxoLLco92g8UAjS+DoPq3a7fWHgMXEGxCWVSiW1Wi1tb28bcI5FHtVkr9ezggO1OMUZPxdAhkKSQ5PDlMaKzwF4QtPpLBhxEVAkoZZF+YKT5Pj4WKVSydRl3CsiJbhHo6OjmpiYsDgWCginKozPicIzFAqZ0g5QdWpqSkNDQ6bE83g8KhaLNhBvZGTEiv3Nzc0L9/vJkyeWW+0cII/qDeKn0Wjo7OzMonjINJXOc/qJSmCeQr/ftwYzl8upWq1qfHxcwWDQ8qEnJyctrmZiYkIvX77UnTt3rJivVCqqVCqKRCIaHR29kE8ejUa1srJi92ZmZkarq6saHBzU/Py8crmcWc5pKLHZSzJlNWAka9bv96vdbqtWq11wYAHkUGRj+8YREgqFNDo6agP4pHOrMT8DpW04HJZ0cU6Jx+Ox6BqAeT43IB6NAO8hsT2seY/Ho3Q6rZ2dHdXrdVPV8PwWFxc1Pz+vSqVin2NjY0P37t27EM/EfXDa6l/XxpkLkIL7LcnuH3sX+yFgDoAyf4/vAaALeE8DDiAejUYVi8VUqVRswPrh4aFyuZy923t7e8pmsxeivmiaadKYn8LgUPbWwcFBGyQKYVcul20/DgQCGh4etsGcKL75vXCVsWaJXkGh1+/3dfXqVYt7IPed/REwMpFImMIZ8AlF5PHxsbnrCoWC7eeAfgCYOGaKxaIB4yio2Y9wsBweHtqQV0ieeDxuMXkQ1U5SCWB8cXHRvp6ml73NGcV4cnJiBHiv1zMnDHMXIMRxu2SzWVUqFRtST654Op1WKBSypmxwcNAcHC6XS0+ePFGv17Noht3dXb3xxhtyuVwWM+OMFgE43d7eNuCLvYQzcG5uzhStNJhO4UOv11O1WjW1IQp8SRYNBxDdbDa1tbVlTkTyryGG+UzMOjg9PVW9Xlej0VA6ndbZ2ZmtW8DZdrtt5zT7m1NJeHZ2ZnFHNLXOGQSsIWfkHoAwQJYkUwNzzrN38jNRI0uyz8B+/Lpe1HBEvEGWIAQhThXQm7UHiTI7O6upqSl7BpOTk3r//feVz+dtGPvIyIgajYa5qpzxUIhMAPERPTC41u12G/jMO4tym7/H11CXSa9iGMmq5/NRx52cnNhwbdY38Tx8TTgcNvd1o9GwWhFlKg4+IuI8Ho8B48wL4FwYGBiw+SuDg4Pa2NhQIpFQKpXS2NiYCoWCtra2dHh4qMnJSfuMkkyhDRDIuuWdPj09VSwWs1hUhr9TC0JI+P1+xWIx5fN5m1vHuzo8PKxUKmUiDQgdyF1m1s3MzOjs7EzNZlPr6+v6yU9+YveNvazb7Wptbc0GvENq7O3tqdPpKJ1OG5lJtBXvIzULxF21Wr1wNiNUGhgYULVaNeK61+upUqkYqcGMMMQrqMQZ9Ox2n+f949LGkdJut3VwcGAuYsQTXq/XHJ61Ws3ICJ69M+6OmE9JVjczwwCgmahVakn6Cchbanmeu9OhwtdxXrLvUavwmXn3uO+VSkXlclnpdNqiXyORiM0b4rMHAgF1u13lcjmtra299jWgMzGBmotzw+n05Gxzimec5wY9HAI0nPCQtzdu3NDm5qYCgYC9W7Ozs8rn8/rRj36kw8NDvf3225qdnTUnFRHFh4eH9u4hsgBsX1hY0PLysp48eWKz75y1arlcNjAcQgzHbLPZtKHnpVLJSCGv16tsNmuOEmIF+T3d7vNIYUkmKIxEIibQgQQnAop/fD6f3n77bdVqNZVKJa2vr2tlZUWHh4cXIrOIubtx44a5HHDdXbt2TalUSo8ePdLVq1c1OTmpXq+nSCRiaxjHoMvlUjab1fDwsB4+fGjgOSkIzC2amJiwuMLx8XFVq1UTbOLAPD09nyWyt7dnc0f9fr+51ZhH12w2LYaVe46gZmRkRCcnJ2q329rd3dX169d1enoqr9dr9SXOvlgspv39fUUiEavVotGouZVzuZwRHBANzmQOrkajod/5nd+xhBDqe/pXZvew7zPPZWBgQIVCwdYfzxqxw+7urs0swQ358uVLOzudpB971+joqMWQ7e3tGUmLkIY9n/O82+1qbm7O3iOSP/jv7K8ej8f6K0Sd/CP9fGQfLnInxkMtSzQcbs3V1VVLEbm8Lq/L6/K6vL666xeaRKFJc4IIzjgs55/xtYCukA6olKVXyh2+n/RKEYdil+/jbJpQP1K0VioVcyU41dDYMonHQRmB8o+fDYGDisblctlgWv77l4cLo1x1zoI5OzuzzHhJZu+kiQmHw/YzKEprtdrPzVHh90Xp5Yw16ff7pt7e3983xSYK3EajoatXrxpAxv2gCKLoACyjeHEO+EPxgxpkeHhYjUZDgUBAyWTSVDcM+pWkVCql3d1de0bYuPf39zU9Pa2lpSVT6rhcLo2NjWlpaUmSjBhgLgMFIc3K+vq6qaBR9YTDYQOnyY6ORCLa3t42VQuD6CuViqLRqBXoNL6SrBkMBoMG/NDQ4uzBNeSMW2NdUowBWPO8nHMCADGIYqLoB9gjrxdwmxgIlIxfJu4A053gH0MfaagBGAEOAUsp+CBCua+s7TfeeENvvvmmVldXVSqVlEqlND8/rytXrqjZbCqXyxl5c3R0ZGA3a/d1VmFLukB8SLpwv51qdMA6yAKnWt7593iGkFBer1dvvPGGgfGo3lhn2NcZ0sy+BUCysbGht99+2yIcXC6Xnj9/LrfbbTn0kBOo+tvttjWe+/v7CofDFzKhAaVYexCXxIsASsXjcSNpALZozF0ul4GExN8BZOMMY9g4P7/T6RhYhFvs8PBQjUbDImuw6KfTabVaLcv0npmZUbfbVbFYNMeWJAM0iVBA5c7zkmQzQkZHR20WiyRrskulkp1d1WpVc3NzpgCnuY3FYgbO0bRlMhkD9QEbiZ3EgUnWOeBiuVxWKpXSwcGB1tfXNT4+rvfee0+rq6sW8wOBxVwUnEXEYnQ6HRs0fHZ2ZuStM0rQeb8LhYLF3kDgcRYyDBSS4vj4WKurq0Y+EYFEBjtELbMZ+D0BIF0ul2ZnZzUzM6N8Pq9yuax+v2/xgh6PR+122wBXCDFUf6hjeTedDi/uL7FFzggwyD6nywoQA5BSktUgkMUQndxLagWi+1Alvq4XtRkXSk3OAQA5Z63IOYeLa2JiwuYtfPe739XBwYFWVla0v79vghFnpjrflyHwToAYEAqBDKAf7zn7rvRqdh/PDsU0BCJ/l7MbcJN4UsBR55rhnJVkilVqUSI7AfTZRwG6pPN611mHOmfHHR0dqdPp2LtHHQjxUavVdOvWLc3OzmpjY8MIWQA8aipcXBCIuKvZswcGBqyWC4fDSqVSBr5yv27dumVOXpwOo6Oj2tjYsPuM64Y6ivoBIgZBDu5V/h7vTqPRsPvH+zo0NGT7KJn5RMHioA2Hw/L7/RccjAB5OLRdLpfS6bS54NjTqdUlWdza8vKy8vm8RaDu7e0ZQUasYS6Xs0hGfgbuDmpt6tlQKGTRs5DCkUjEQFLeE9ab9EqBDznM/YJMRCjkdMXy3Hn/qFmpSZx/RlIAZDzOKSJBefdKpZK5c4gvK5fLqlarcrvdCoVCFrV8eHioQqFgBPnrejn3dyeRTh9Mj8l7IsmICPYayGFnFG4oFLKopEwmYy4rapnFxUUTmrVaLRUKBXk8Hv3mb/6mzaXyer3WG5XLZQ0MDOjBgwfmqszn8zo4ODCXQTabVSQSUa/XMxcosb/8fi6XS9vb2/Z7Ezu1v79v65EZcADTONPZCzhDIYionyFH0+m0FhcXbaYdtcn+/r42Nzfl8XhMrBKLxUyQEw6HdevWLQPx5+fntbGxoRs3bqhQKOjhw4daX1+39IJCoaC5uTlzO+AQaTQacrlcajQaCgaD6na75hKkhkMggQiQ9IBqtWr7LpFWAwMDmp6eNpIsGo2aiJGIrbGxMYsfi8fjRuRUKhWVSiU7T0i/4B4fHx+b04UoNMSZODneffddud1uw0uIiO12u2o0GpYU8fWvf/1Cz1YsFvXHf/zH5nxLp9MWDT09PW1k0OnpqREcTmGqM9qcvZC4Suk8TpI5qbu7uyoWi2q327YfM4+G3hSBBmkKnP1E4TrfQbCFaDRqvWm329Xw8LDV8czZIzkAgdLo6KglYnCuU9c5z316FpxWiCKuXbumubk567nBNi6vy+vyurwur6/u+oUmUQARpFczUTgwndFFNJY0s/wZ9kkUyzTYkANO1QOFvFPhztePjY1ZnEG73dbq6qoGBgYUDAYNaKOoAsCjyaBZBVRnbsn+/r4Ve0Q5cIDSIDkzUFHPcJjyD78bBy6APM04LgPUICgZAMCHhoZMyQg4CoAAGM/3I4++3+/rypUrKhQK2t/f18rKiqRXJBXNEapoZyY+YK6z6RsYGDAQsNfrKZPJaHt721RG5HMT78OgaZQm4+PjBiTv7u4qkUio1+tZvilDSsmrB3g8Pj7W1NSUnj9/biof7gf3HHBXkhXSAFwoFlmLDLsvlUo6ODgwpXMul7OfF41GNTY2pomJCVOgrq6umnIvk8moUCgY6QJYjgug3W5b84L74PT01AAbQGeATmzOTqUa74rzefOMnMOqAdtZJ05gRXql6qaopIgdGBi44I5B7RQOh+3rhoaG9NZbb+n999/X8vKyPv30U8ViMbXbbT1+/Fj/4B/8A33ve9/Tj3/8Y2t0IClxIwBevs4XoATPj70NsIn/BnDm3DNpSJ1KWWckgN/vVyqVUjqd1oMHD6whwLnkjD4k4gtXEQ4o3g/IMpqXZ8+eGakK2ev8DLyLsVjMml8iIXAqeDweiwmMRqMGuh8fH1veNLNNIC6cDj3+DCBLerVmaXaIciC3mn2WwZ2AcPxeKHwB6/f39zU/P28gEfvW0dGRMpmMSqWSRdMR64U7iGeEAo6Gmd8L0BD1olMxiard4zkfDuskjyB6stmsnTG4ySDZUEm73W61Wi2LpiEuptvtGrCYy+UsFgPHCnNhbt26ZQ14v983woIzp9Pp2F4GcQ6RRcMOEMA+ClHjdIoCDuPaBHTj/jWbTXm9XqVSKUkydXcqldLJyYnF6HS7Xd27d89iwYLBoFqtlmVwJ5NJhcNhy8lG8QvgDVANweME8F2uVzOaOD9Qfx4cHNiZytp27qN8b/Y4LuoBSebIgCwH9Hid50IBmPC+9Ho9A9G4v5xl7DXS+Xs6NTVlcTOFQkGpVMpApY2NDWWzWUWjUbXbbTv3WCs8P0lWg3G2QgYjDnDWZrhEnOIcgGfea0Q3RIWxB0G0sOdyrkMWUk+xjtrt9oW5ZYDUnAEnJydGiOA4K5VK9v4RFxYKhWxNQ+jwDkJcVqtVU+wSpeeci0YkifSqTmImVCqVMvER95SYRn6uy+VSvV63GEDqa4/HY/Ov9vf3tbW1pZOTE3344Yf2Off29syxgfvC7/dbxG02m5Xf71cul5N0Tj7hdNjZ2VEmk9H09LRFvZZKJfX7fSUSCduDmF0Vi8WUSqWsrmJ2FTGNkDrOGop7zP3g/IGkcLvdlt+/u7trMV/hcNhijorFoiqVihErRIOxLwKgc+4BMErn+wY1cLlcNhIJItdJhCD2ohaktqP2Z82yllnzuPcQ31CbOetTBA3cUxTjiBb43Dhwms2myuWyucUjkYiuXr1qpA5k1uu8/0mvHKe8X9xP3nGnOJDzFHEUYhfeM+ajUK9Vq1W9++67isVi+slPfmIRTcRO0QMmk0mtra2p3+9ra2tLrVZL+XzeEhkA3gcHB+08RSzHzyJak+jKaDRqnyEcDpv7LhqNam9vz0BpYvUQEBD1hrthYmLCasyhoSFz2brdbpVKJasZqfcmJycViURs7RLdyB7x/PlzO8vdbrcmJibs/HnnnXf07W9/284dSRofH1c+n9f6+rra7bY5WnGF9Pt9pVIppVIpHR4eamlpyWa5UK/EYjF7vhCZzn6N+DMwCElWN+LmokYHNwCAB7SfnZ1VLBaz2NWdnR3dvXtXpVLJHMT0lKwrYniJYzs4OFAymTT3NaK/7e1tE+JMTEzoxo0b+uijjyymsVAoqFgsXogDLJfL2tra0sOHD61+RuDJvaVOgqCnH6avITaVcxMns3PmKOQ8RMrOzo7tgcyNpbbs9XomlpJkTm56LsRgCCojkYgJr4iQi0QiSqVStqapLZ0zWSXZ9+D3oq6m1iAajH6BvT2VSmlxcVGjo6MmHsV1dXldXpfX5XV5fXXXLzSJAnjhVDcBwjsPI2dWuNNRwgEG4SDp51R6FBuoUCnInQMLo9Go4vG4fD6fXr58abZSAA8Uqk4wms9ABAXNFPEQAJmoIGmqBgYGTKEHKIhKAeUX98KpCj49Pc8ehQig4KE4QemKPZ97yaBngEsa7tnZWY2OjiqXyymdTqvRaJhykSgchrsx3H1nZ0fpdFrRaFTXr19XuVw2dwyDooeHhzU7O2tDSEdHR+Xz+Ux5BDhQqVRsAKnX69XKyopFiaHmoIDB3bC6uqrZ2VkVi0X5/X69+eab2tzctPvHz49GoyoUCiqVStbI12o1UzzncjkbXN/tdhUIBHTlyhV5vV6tra2p2+3q7OxMhUJBGxsbisViisViKhaLunHjhj755BP1ej212+0LWcB8Ha4gt9utGzduqN/vq1gsqtvtGuhKrNjp6anNZgiHwwoGgzagnWaXZplmCsCB5pdGCkCEzHHWHoQMn0mS5cF/2cHAOnTG0tA0S7qwrmjIi8WilpaWlEwmDeykIT44ONDq6qoajYYVic1mU4VCQd///ve1ubmp7e1taxqdTi9nBNrrejmj1QBaAU1oMGh6ePZ8Df/m+bEOaKogdp3xRn6/X4FA4ML+53K5tLGxYXE37Dk0E4FAQJlMRpFIRM+fPzfQg72u1+uZPZ7ZRG632waoVyqVC0QB0XXkMxPTw3tDs7GxsaG5uTm9+eabCoVC2tjY0PPnz0097QQg+d4DA+czXnC0kSVOw0+jD6B1dnam6elpIx6k8/cM0AzFH0PYAc6YrUKcQKfTMWCKaAdJFiHoBJmc86s4MxiADgBHdAtgOhFbAwMDBpjR8EFqzs/Pa3193Uh7IsWc6v5er2fKZkkWlQHxPTU1pU6no2KxqP39fZtJRSwP67BSqVhcIOQOUWWAcQMDA7Z/M9w7Ho+b0hFQht+BCEQcAgDdvBsQ0ZxVbrdbm5ub5jZcWFjQ6empnj17pkqlIr/fb/MQms2mSqWSYrGYER8oX4eGhn4ujhMyhPfE6VQlbpB4B4B/p5iAWU5OoFN6pbql5nEC9bzvqGypA15nIpkzmzOt2+3a/LFms2nrn3sGaRCNRpVOp+XxePT8+XMdHh5qbGxM6+vrevz4scLhsG7evKl6va6HDx8a6Mv6dQpveK4QaTxrSQYGs9dS56EEd64Fr9drMZusbWLCqGcRSBBHg2PNCabw99lPcZ3xGQBPiUeh5oUAlM7XG2Q4sWbUFszeQzGNEtbpfBgfH1ehUDBnXTQatbidubk5myFD7YkCfX193e4RzzWbzV4gkPb29sxJ4qw3gsGgrl69qmfPntk+gAONuqLZbOr09FSJRMIcL4hFYrGYhoaGLHoV0t7r9ermzZuanp5Wp9PR1taWPXuEVdx3SO7T01OLEMMtAhkhyebmzc7Oamlp6QJQV6/XLdIWEDKVSlnEqsfjUSwWs9lUTmcStU84HDZCBECZPoaZTu1226Ik3W63gaeIWJyOdkgX3jcisyAxncQJxBl7InU8ez17I3sXXyfJ3lHOF9b6ycmJiaEePnxosTunp6dqtVrm4pyenrZ9tVarWeTP67wHBoNBO+dQraOK53k43cXEPOLEcrqR2YcgPhFFMER8enpae3t7Bs63Wi0lk0m1Wi1ls1mVy2X9q3/1r4xc2draUq1WkyRbBwh1hoaG9PWvf91qh263q0wmY2sHZx4iFiLAms2mzbWjNuOdwxHFsHWi6agzvV6vOa4ODw8VDoeNsJVk7/Pm5qbq9foFAQPDy4lOhQzN5XLa39/X7OysPvzwQyOuuWKxmHw+n9rttnK5nNbX1+X1etXr9TQ2NmbClEQioWQyqadPn2ppaUl37txROp1WPp/XixcvDNQnfhDBH4PNqXE8Ho+lHiAcxcWNOIkIy62tLblcLn3ta1/TBx98YOtGkur1uoaHh5VMJjU7O6ujoyPdv39f4+Pjtvex93ImECuI4w1Cp1AoKJ1Om+twaWlJpVLJhIbsI7//+79vhCkEK7UgzwsXM47RSCRi/TX7Nn0rhEMkEjHhD84o6ZXzj5739PTUZnlRF0MQI1AhMrvfP5/fCtnFc6F3QQhUr9dVrVZt7hUCokQiYcIH6gv6cMRAkGScMSQ+UAPj8OfrJyYmNDU1pTfeeEOPHj1SLpez+vzyurwur8vr8vpqr19oEgXQlgOIfzsPGme8ASQAoLpTFUWji7USkoNmbmpqSpFIRCsrK2o0Gta8AvTQEHAg0lzSWAMo04Q6Y8WcVsxWq2XWdCzWOBRQQaL2ounle9DEUkRjY6dBIVoG8LDT6ahQKJjC2uM5H+qMSm98fNwav8XFRRsaj804mUxqYmJCyWTSQKx8Pq+zszMbrjc8PGyAQCKRUDwe19jYmBWhAJ7cy8nJSfs+DBjkXieTSdXrdWUyGR0eHqpcLmtyclKSrOGLx+MqFotqNBo2UBN1ZCAQUDQaVbFYVDKZVKlU0u7ursUm1Go1xWIxm1dycnJiAFun07GILApYXCyTk5Pa2tpSJpMxxXq329XR0ZFu3bplhWksFtPW1pblnlJw7ezsaHZ29gIhxv3hcw8ODiqbzVrTiT0elX06nTaiS5ISiYTK5bJCoZCpT1Gv83N4N5jzgJKGhp/1A+DqBJKYu0EjxboA3AVogoABNKIhlmRrC9VaJpOxmAaAr83NTXW7XY2Pj9vAwMnJSX388ce6c+eOrl27psePH6tcLl9wmjmjcF7nC1BFujhgnpgZCFNJ9ny4J19uumkSJBnwS87uG2+8oWw2a440CEVAZGz5AO0o1gB9cV3cv39fjx8/NjASMIW1kE6njcAmkgdwC2cFKu75+XmLskKpjJqr2+3qzp07ikajun37tt588009efJEGxsbBhC1Wi1T8W9vb2t/f1+dTscaFsBLQD0U1IB+V65c0dOnT/XixQt7x8nNdrroUF3WajVlMhkDJQEKULajoOUMSqVSCgQCNuT96OjIwDaa8J2dHYVCIfV6PY2Pj1s2M/NOKpWK0um0lpaWNDw8bFFUgUDABrqzp7lcLnU6HQWDQZVKJYVCIc3OzmpyclLPnz83ULFYLBo5l8/nlUqltLOzo36/b3szzfrOzo6dY8xlODg4sKYSgg+VfCaTsZkSqNJRNTrXSjgcNtXl7u6udnd3bR8DTOQ5jo6O2j2GhJZkezTkM/f8zTffVL1e18rKijwejwEI+XxeMzMz9kyIQdrb2zMCrt1uG5lBLcIViURsWK5zmD2OKGoSZx43xJrP5zMHz5frCKfDz6kW5X1/nRto9i9UyQMDA5qamtL8/Lx+/OMfq1Qq2UyefD6viYkJXblyxWo0SNXvfOc7ikQiun//vkqlkm7duqXDw0M9e/bMIr2IUoKccsaXUFfizpDO1xexJuxRnM84oDmDqeMABSE4JVkUIX+PvRm3HyppnIO9Xk+dTsdENGdn5zNAqIOCwaCBOSj9qUcAUgFRIcVRS6M05mwmVhW1a6/X0+effy6/33/BMRIIBJRKpUx9Tb3tdChAQkxMTNhAe2YvEDk1ODhoOf9E4uBOuHLlivL5vNXRzBbIZDKSZDOvwuGwpqendXBwYMPdycUnWhCxDHE6EDJf//rXlc/n7bN6PB4DeQFax8bGtLq6ahGH77///s+R2pL0s5/97EKEG6IaoikHBwctUglyo1qtmtCAuVOrq6sW2egkmWOxmM34Q/yAQ4U1eeXKlQvuK1w7u7u7FlMGScHZi0OHdQExRA1BfQmo64y8k2R9Cq53wEp+NvOEEEPx3yqViv39ubk5i25stVr2jp6ens+QKZVKRhY5HWiv6+X1es3ByJlDvCDuHtT19BAAzE4RGeTr6OioEomEuQhcLpfGx8ctKYH5HUT5dbtdRaNR1Wo1PX36VJJsDQJgHx4eKpvNqtvtKplMmiK/VqvZGV8oFAzkJtr12rVrRsAND58PtPf5fEqlUiaAbDabJsRhplM8HtfCwoI2NjZsL6PfY99gnsjz5881Pz+vYrGo3d1d3b59W7lczgaEu1wu1Wo1I3PYj+mV6CETicR/9PmMjIzozTff1I9//GOlUimb73jnzh09fvxYk5OTunfvnm7evKmJiQllMhkTIjFMHbERkYoIQah9dnZ2FI1GJZ2LfyBzAOxfvnypt956S7u7u9ra2tLk5KR2d3e1sLCgv/W3/pbtS9L5udrpdLS9va2xsTElk0n9+Z//uTKZjPWnEP44N6jFELvk83lbm5DxuGZSqZSdTbiBwQNwXhKjy1nJ7DsIVknWL9RqNc3Nzenu3btG2rfbbfn9fnN6846Ew2ETGeJsaTQaGhsbs/oNxzv9AeSj2+229YsIh/k7TvGEz+fT4uKi9Qzb29vmfKSvz+Vymp6eVrlc1tTUlNV9/zFHC+8nGJbf77f97uzsTFNTUxofH1cikVAmkzEytNFo2HzGy+vyurwur8vrq71+oUmUer1uOZ4UkJALEBco5yEtiCficHUqEQB/UP25XOf56Ldv3zZlcDab1SeffKIXL17o7Ox8YOz4+Liy2azq9bo1SU4lLEAIf86hyGeheJBkkRAoFABCscSjYsBt4/F4FIlEVK1WLQsZsgXFGmpXilB+JsAVikcaN0kXCKH9/X29fPnSFBqJREI+n0+FQkGzs7Py+/0WxQRQViqVLEdeOi82r1+/fiHDPB6P2zDLxcVFPX36VLu7u2o0GjZIcH5+Xo1GwyLSBgcHlc/nrQgfGDgfGMjzAqyg2Ot0Otrd3TW1jnROZoTDYX3++edWhAeDQX3zm9/UixcvlEgkjNz4+OOPLUoBZ00kErHIjFAopFqtpps3b+qzzz4zQikej1t0Q7PZtEF2xAzl83kNDQ2p0WhocnJSa2tr8vv9GhkZMQAzlUrp6dOn1lTSAPG9UPFQxNK8oj70+XwXAERUmaybo6MjU1Oh1kI9A5iA6j2ZTFpTTHNG04x7iWcNyIeKxqkiBSSWpOnpacViMYsQqdVqmpmZ0ZUrV1SpVFQsFlUul7W4uGjxSJ1OxwAcCu7x8XFzJaDK/HLMy+t6OVXIKEgBTYnyAWB1zhIh3oGoQsA7CBXWLoDcBx98YMOQh4eHNTMzo4cPHyqdTpszKp1OX4jj6Ha7SqfT9vc2NjZ07949239mZmbs+RAbJb2KROl2u+YUhHAEkE+lUtYUVatVa8ampqbkdp/PW9nd3dW3vvUtxWIx/cmf/Iny+bwCgYDq9bqBWqjPPB6PFhYWjFAuFos6PDy0WU8DAwMX5k9VKhXVajW1222lUikjYSTZ2sehQCwfGdJO1SjvI89xd3dX8/PzphInHhHAP5FImLME0B91HYM6Dw4OrMk+ODhQuVy2uC7yuwGpaBwBlFGGO+P1dnZ2jDAg359zgdklgKWAmMPDwwa0AMJBAAFSoh53KvQBC3GMHhwc2LlHY+9yudRqtcwRxZkVDAYvCAwge1Hzo8hjrs7AwKuh4dVq1YD2sbExI80GBwfVbrcNnEMBC2gAYMX3RZCBQALiGAcljTBrV5IR2U7yiPoBwod9lpgPaovh4WF7HtxH9mH+/HUGEJ0RUZBWznkbvEdvvfWWZmdnNTExofn5ea2ururu3btqtVr61V/9Vb311lsG8BOb6fGcD9OlXsMpBdEF0U/tSVwdf857BuBGFBbnNPUg64P3jue8v79vClneDafrGgUwZC3vBOt7b29PqVTK4p4gQABa9/b21Gg0LjgqIBNx2gEm4RDz+XwXiGKnaCkYDCocDtvsvGQyaXGKDJ7/8MMPtbCwoKdPnyqXyxlJw6wtr9ert956SxsbG3r06JGJdEql0gXHMVE01GNEJVarVU1NTenGjRsql8t69OiRKZsjkYhqtZrNUTs7OzOguN/vm4MNwcnJyYni8bii0ajVldQ2qMupp3GRcUZNT0+r1WrZQOl+v2/CJEAt6jdIds5u3Dput1ufffaZ1Tn7+/vKZrPWcxwcHJjSOJVKaWZmRiMjI/Y7ArICuh0cHGhra0vNZtOIB5/Ppzt37pjqe3Nz0xyCDEhOJpPmZnEqtnE/Eq/E96P/4qxEkITjgGhi9jh6HlTVCHGcxCV1ByAmDkjWLnG44+Pj2tvbUy6XU6VSMSfG63xxr7mP7CuQVBBazhhXp5CQc4gzFnKWqOeJiQlLEdjZ2dHExIQGBga0tbWlfD6vn/70p2q32woEAkaQDg8PK5VKKRqNKpFIaH19XfF4XMlk0t691dVVrays2J6HmODk5ETFYtHqFZxcvGsDA+czS7rdrpG/9Be4LQYHB20eDgQnbn2c6/RJzWbTarPR0VHNzMxobW1NLpdLMzMzqtfrWl9f18jIiCKRiMrlsglE2CsRjDkxhS9f4XBYd+7c0f37960/z+Vy5ipj7mSj0VAsFlO/39ejR4+sf5JkxDJCSJfLZfsjRC81ydDQkEXdFotFSeeYCZ93c3PTnD3NZtNmDEGqf/755+bgu3nz5oU5bPSizv0fsSQuXXqDer1ujqVQKKRgMGhOobGxMe3s7KjZbOrtt99WqVQyoRbvO2vvvffe09OnT9XpdJRMJu0sTiQSJjCiVpyfn9f29rYGBga0sbFhewrOtQ8++EBLS0vWF+NcHxoaMucVtaMzCotZr/w9J84DacE5Rr8NaV8sFuXz+XTt2jVtb2+rUCjYM4/FYpqdnbUegLlhvK+819zrQCBg9ThiVgSfOKmoWUgbuLwur8vr8rq8vtrrF5pEkXQBMHFGJ9CYOq3ikCw0sDRKNGQUHyiyQ6GQZmZmdPPmTVPmjY2NqVwuq16vW5QTAAYFDoefJCvgaSIgaQC7+G8ej8eyMyVZUcjvAwDjBMBxFVBg7u7uGnA9Ojpq80Zw1lBAYAHG+i+9avDPzs5UrVYtLoo4K7/fbxZhsjjj8bjl2xKHAHCQyWRMtcYchYGBASMwUC5TJB0dHSmdTpvKhkJ+fX1dMzMzmp6e1vPnz01tjDL56OhIlUrFgIparWZkz+npqZEZ1WpVMzMz2t/ft2gubL4AZAAINKwohlOplFqtlkqlkqampuTz+bS+vm6q69PTUz158kTT09M6PT01O3MwGFStVjMb++7urvb29rS2tqbBwUFNTk6q0WiY0o5mVZLFSuzv79tgaVxCJycnmpqasmF7rD0KLRpx1KHRaFS5XM5yt1Ev8U40m00rjMlUdzpOUAJBCELU8W7xb94/GnJIL0hJGjTUumNjY3r//ff1k5/8RGtra9rc3NT8/LwWFhaUy+X09OlTAySePHlizzMajWpo6HyIuBO8h3SE4OEzvs4X4K0ke38ppNkTnRGGAKy4QADxcadAgtBct9ttU8IRb0dO8PDwsGKxmHZ3dy33GWUvBDYW9UKhoEePHpnzgtg6oh6ckYOA58w0YI/1er2mBszlcrb/QfyFw2FlMhmLV2CP/fjjj/Xpp59qf3/fYigACJ37CaQT2cwoHFEKE7fDe0bmMfOVXC6Xtra2zAVBJAFRBEQyOiNKaHohgH0+34VYhFqtZvt2NBo1khSFMkMriT0bGxszQg1gkwbWGZ2Ce5LIhvn5eXvOKysrymQylt0tnSv+mNmSSCTM0YKjh4HQBwcHisViRrYAqKJ85szEDeN0/gCUSa9iNYaHhw205QzjXGNPgZCCMIbwcsa2oTyt1+sGALBvsvYZ1lwsFu08RbVIFAiKSZ4D5DPvIMp+yCPIIYB4HD84GXZ3d+2M5V4DFAESAs46I0H5nXEOOL+O9fZfQowD5w/nCnPPPB6PstmsPB6PvvjiC1Nu1ut1PXnyRNVqVUdHR/qlX/ol3bx502JfmFkCMRKPx5XL5SxChGgRakeEKDx36VVkJcPceecCgYDF+eGeAASB4MaRnE6nDZBeX183VwsDh4lyIbKGaNZ4PG7vGnGwxJOenZ3Z/BDWWyQS0bVr10z0AiCN88kZGcs6j8ViqlarqtVqGh0d1cTEhNxut16+fKmbN28amMPg5Xg8rrm5OUnng3rHx8fta+r1uhKJhJHmkvTnf/7nGh4e1q1bt+z32NnZMYdwJBIxlfLx8bERXcR9Xrt27UJ01/LysjwejwlLFhcX7XyJRCJ274aGhjQ+Pq6VlRVtbW0pmUxaZAsz9yDUqT07nY65QHD+fPzxxyaQGh0dld/vN1HC/v6+7t+/byKAgYEBjY+P23paW1v7f9h7rxhZ0/S+719Vnaor51ydT598JuxyNlgUrbA0JMGwSd8YkCUDvhKWBiwbhmHDMBwAE9aNryTBF4ZoX8iyBZCWKVEEaYpcrnZ2ds7OzDlnTuicqivnruru6uyL9u85Xw9JwysP7d1xf8BgZs7prvCF932ef3r05s0bVSoV3blzR/fu3bN+otFomLimWq0acDk2dj0XBuIfMoN1gei2ZrNpzp9wOKxIJKJut2uko9frNQfRaDTS0tKS7t+/r9PTU4sopm5EeIPQwklUAOA7o3Wc5DgH4CMCHN4nFAoZYUcfMzs7q8nJSe3t7SmRSGhmZka7u7s3COl4PG7RbDxrzqHhX9WDGo9ekbVEehtXRPQSP0vcK2Qzbrgv9s4kKUxOTtrsT0D5w8NDPX/+3Ihnn8+nZDJpfUIul9O9e/e0srJi9QRRvBB13EPdbtdeU5KB4ZC4RLVCFl1cXJjAhfhkYoLZ+8/Pr2ehsXfiaKP+wr2Ioysajarb7Wp7e1vdbtfWdOrjqakpBYNB7e/vm8iMOXHUc043yB93lMtlxWIxu16IKj799FNdXl6aWBMCkT0HInFubk6lUulGMgPxg+AgiHjAGnA0plIpi6Ilkor+cGVlxaLQBoOBCdhisZiy2aw6nY65TIiqcooxqY3cbrcSiYSRV7FYTN1u10SqU1NT5pYGawiHwxbZSDR6p9OxOLVYLKbZ2VkTEJyenlofwPNOIojP51M0GrU9lVliTlFoLBZTJpPRysqK/uyf/bNyu93a2toygR8YCf0C9Rj4EPUG+ygEOJGCksz1CdbCHnF8fGz9P3GSV1dX9rsIXxKJhLrd7h8hR3nG6eVSqZSJY/1+v3q9nlwul0X8ud1utVqtP4VV5/a4PW6P2+P2+JkmUZyF4J+UR31xcWEFvbM4BDQGiHESKvxdNBq1oXGA2F6vV0tLS6rX69rd3dXY2JhFJu3s7KhSqdjGS2NPYUPj5cwrl2SfHYAakITID5SDfAfANkAVQDgimPgOqI0oXrCJErfF3+MGwVKNcgFyJBgMWtOUz+dt0/d4PFpeXtbz58+Vz+etcE2lUmapzufz8vv9SqfTmpmZ0crKisXZMAwQhffR0ZEpzScmJrS1tWVKOJooiuR+v69MJqNGo2EFCcUyjT/D3Z3RUgCSKImcrhMiYprNppE+NHioligADw8PDaAgl7pQKOjZs2c6PDxUPB7X7u6uDeRDyYmqc2FhQV6vV0+ePDGljNfrNTUnMxKYh4CdG+CU2RDcU8xHOD8/NzAYUsgZ0cFsGtxH3GccFxcXBgxCyGHb5rWcDi+AFZo1FKzcCyiTKGRpOHB93b17V81mU2tra5Z7jXuIBrjRaBhZ1Wq1bPAkkRKAuTzrTvUjw6q/qofzPEtvB81LMucdak/nGsOaCLjLzzDYE+WiM06D6BpJps4nUon4Lcjio6Mje84ajYbOzs60vr5u9wbuEkBxZnC4XC6Fw2GdnJyo2+0qGAzq4uJCe3t7BlofHx+bygo18cXFde59uVy2Rpl5B69fv7YoMEkGDgK8h0IhIx6IJ3CStNxPkuw+hrD2er3a2tpSLpezOB7WjeFwaEQn5JVTrTg2NqZEIqFKpWLnnjUMQIs4Fn7P+d8Ac6yjzmgpmk3iENjrUF1fXV0ZueJ0cdVqNQM12Wc6nY7S6bRWV1fV6XRMqQfpyvnh/Vi7pqamtL+/f4OUDoVCSiaTFjfmdrttsCckIHtxJBKR2+021wxrN+6cLyqZaX5ZO2houed5Xvj+PA8oZxFYOEkNBlFPT0+bsn4wGJh6F2EDaztELsPtqQGcjTBqT8C+Xq9n9QHngNdjz4ZU4bnm2YMA4s+coD3P6lc50hAAh32a2XTs/8vLy4rH49ra2tLW1paOjo5UKBT0/vvv6969e7Z2AJgsLS0pFAopHA7bTKh+v28qW0BG6iHnOUeMQL2AaIb9uNfr3RDJeDwemwHAHk3MVigUMkIZ0AjSl5gc9lVJJmCpVquKRCKWv16tVm0NAUTkHstkMjYjhnsEsQfAPa4C6qGDgwMD3RGKcJ4XFhYsWmpxcVHLy8vq9Xr2TEBiAHoCGEqyDP1ut2u1KHMWSqWSzs7O9M4775jivVarmfsDIhqCaXV11Z61VCqlVqul5eVlJRIJ/e7v/q56vZ6Rx0Q+8n6QB81mU9ls1iJb+K6o8Pf39+3/5+bmTPBzeXmpmZkZlctlExsR95XJZDQ1NWV7AfsdSmy32635+Xndv3/f5voQKYg4gYHaV1dXN2b27e7uGshNPcDzj0CI8039BVD77NkzAymJU2TwdrPZVDAY1AcffCCXy6XXr1/rxz/+sTnbATGpwyCYWc9Q0KP8595jv2OmlVPoASnEzMNqtaonT55YrU7ML1FdklQsFrW0tGQueK7lV11E4zycJL2zPicdAWGCsy+lX3bOfUAMcXx8rFAopFevXimVStmaMRwOVS6Xtbm5qU6no+XlZSNwO52OVldX9ejRI4ugJlppY2ND5+fnRrwhXEHYQL+Bk4E1C9JPejsjbHNz054D+j/qUEgh7jfuVdZu7gkiWHH2slbhBqHfREjHuaW2RCRDX4no5U8iUWq1muLxuAn9iKGinoLESCaTRjjS13S7XcViMdv3+/2+udCI/cPhTA0aj8ctApD9odFoGJkwNTVlpNenn35qLjzc/ggKRqORdnZ2tLOzo3g8rsvLS4VCIZstymdg/hapCC6XS51O50a6BXU6hDWu2na7bbViu922ehJyend312IVT05OTDhJHU+vu7S0ZHNUOQ/UY7ikzs7O9OGHH8rj8eju3bs6ODhQqVTSzMyMOdrATej5IaroB6g7+e6sRYhc1tfXTVhKvYjDEewEERPRZtVq1cROCOB4PumVqDtwOJOKQVQYvTCCC+amfdXdeLfH7XF73B7/Xxw/8yQKGwygFxsGja2zqECBSswP6jLifyg+nU0OimlUZPv7+0qlUgqHw6pWq7aBEytCFinZpViNnc0GG78T8KaolWQACAouABd+ns/JMHgUB2ziKCCJELi6urJhwwCYxEDxuSnaKLJTqZQV3ygjx8fHrTmnEOb/sWMzzJRCkqzQiYkJffjhh2ZBHR8fV71et/Po8XiUy+VUKBS0s7OjRqOhaDQql8tlgwB9Pp9KpZKy2azW1tb0ta99zZTh9Xpd7XZbjx49MgDF7XZrdnZWP/7xjy03PhQK2cwNgDCcMPv7+6aoarfblqsdj8cNHAY0dEYgYb3G7cE57nQ6pkrmPJKFSz4+7hOaZGYFTExMmPKSeScQRERwnZycaGZmxlTuuD4A3ur1ukajkQ2gQ9UHMD0+Pq5arWZEJM8FCiZU4cQsSTIwlmxZCLqxsTF7hpyRQDRqEDzS2wGTAH+cy5mZGf3SL/2SLi4uLE+Xho/7BWu/x+OxqDFnjM75+bmRcpBpX/WDdQ3gBEBaugYZWUf4GZoK1kfIBVShgLVEFRSLRVO+ExFFdEwoFFK1WtWbN29uuO0gVFC2cT1wF7jdbpsNlEwmbbZRuVy2OKrT01Pt7u4a6AzhB1gD6Fyv1+X1eq3ZymazWl5e1sbGhra3tw0wi8ViarfbBm4RicBMIvKnacwLhYKpFVEL05BKMpcK6jrUcDRxNNgA8pw7CBQGr/t8vhszD46Pj1Wr1WzdgOxBfS3J5r/gKpFkgC9Z8jgNcXMQo0XuM2Swx+NRpVKx+C72GABPFNAowlGFQhATH8Lzx77MbK96vW7XM5PJ2Pmr1+s3oolYK4i6RG05MzOjs7MzlUqlGyAckQs0++RNQ4QAmCAqkN6SHoA1fF9nk0qjynB39mN+jngJJ1DHdQZo4X7nPRE88HPOqEEGKUNQA2Y46xvWa54xnk/ASBS8TucJ6kkAta/iAaBBRE0ymbR5FmdnZ7pz547Gx8eVz+e1urpqz0c4HL7hYuLaTE9Pa3Z2Vl6vVzs7O+p0OkqlUjo7O1O32zWQTpKphCXd2AdRJbOvIUhwxrShDGdtJBKWOpH9EpcEzjQcWAgh8vm8zRtgr0RBjQsMAU46nZYkW99OTk4sZg/CFEcfwCJ/BoEdjUYVDofVaDQst/7q6noGTy6XUyQS0erqqkUhxuNxIyhXV1dVrVY1Pj5u6xnrBiT32NiYKpWKPc+np6dKpVLmmGFOAXMNer2e6vW6SqWSOp2OYrGYlpeXTYCxsLBgc1ACgYDu3r1rBCvrFUBtv9+3IcHpdFrNZlPlctnAMGqyfr9ve0yn0zEAFNByb2/P5tUtLy/L5XJZpCKiBJ/PZ9cFxbR0rYZn2PTq6qq5ggAXh8OhNjY2ND09bfOfgsGg2u221e7s88wF7HQ6NjtscnJS+XxerVZLp6fXg8JZC7m3/X6/zbmgVj87O1M0GrVYmq2tLesP+H3WNPon57qDoI29RdIN0RruzVAoZKS/U3xEPA4AK30aQoKlpSXF43GLZiRWGML9q3yw/jlTGZyJDBAPXCvqZYgt/o3wgphlkhU+++wzzc/PKxwOa2ZmRvV6Xd///vd1enqqbDarUCikQqFgzs75+Xnr3brdrnq9nra2tuz+YK/Cad/r9RSLxSwmCRexdL2HHR8fq9Vq2Xp6fn5uxBuCR+czjVgEJzP7rSTr+XEX09NdXV3ZzEtJRqDwuri2nLP5IGOc/eLv/d7vye/3K5fL2fUhgeD58+daX1/XwsKCRqORyuWyOamoQxlUDqlLlCs92vr6uoksLi8vlc1mDWyHAJ+cnDTHX61WM+Eh5x3hACKn7e1tm7d2dnZmKRSSTAz02Wef2blGdMN9h6hnamrKhAKkBjA7BfGI08WdSCQ0HA7NDTQajczxhpsIAoO5LkSY4vSu1+vq9XoqFosWD+y8TtVq1Wo07r/j42NLXPj888/Vbre1urpqxAS9tpP05f+j0aglQnDe2cfBA7in6AXo58/Pz+3nxsfHNTMzYzgK90I6nb4xMB68SNINRzOYlVNM6/yds7MzbW1tyev1KhqN2nyc2+P2uD1uj9vjyzt+pkkUgDWnG8MJsmBlhXSgYXPaaGl4AV8p8GOxmN5//30lEglzlkxPT5tdEuWJM4Pd47nOygYcpMGB4GGTAyQCdAHYRPEH0UMuLY0J7gkKXwY7O3N/r66urKkDDIUEomGkQAIYcsY50UihMIzH4xYlAUFAUxyJRNTpdBQKhUxRQUHM4D8G2JM3y/sUCgXLoQ+Hwzo6OlKr1TKVCucmEAioWCyq0+nozp07BlwRhXV8fGwgH4Ovs9msHjx4oLW1Nb169cqAJcAshrOmUinNzs5qe3vb7peTkxMrzo6Pj5VKpUxJD1FULpcVDodVKpU0NTVlAwlRiKDwfPTokXZ3dzUxMWEZv+RJA7Bi9+V3e72eyuWyJiYm9O6776rdbpujANCVYYh7e3tmlUfZ0u12DfDgz5ygdDgc1v7+vjmBiIODYKGxwMpP8YniyBkHAIAFGAnoB1jO80gcmBPgi0Qiurq6MqBleXnZwNDj42O9fPlSExMTCgaD5tBpNBpaWlpSLpfTs2fPDABDtSbJyBvUkDwDX9WDBphCGwAOMAVgmqGiNNlk90uyvwMwIXIGFdPMzIxFrRQKBdXrdWUyGZvF1Gw2jXy4vLwe+k1DxwD2p0+f2nPbbDY1MTGh+fl5ud1uA582NzfNPdRutw0YYp6IJANVWMMA8Iho4Hslk0m9evVKo9HIlNmxWEwLCwtaW1uzBigSiSgajVrWMQQizyLrHMQlQBROAQBInjtAC6fTa2pqSuFwWLVaTWdnZzeGBS8uLhpx+fnnn9uaHAwGjTxE6TYcDu38oFyv1WoKhULWzAFMALDRpAWDQc3MzFj8BQA74oDp6Wm53W6LOSSW4fDwUBsbGzaXCRCGZ5poStR7DLeHmIYYkK7XX8jiTqdjay2RWVwrGnnmJKXTaXvGE4mEWq2WNeScHwAYQGveDzAawoFoTLfbbTNIAB2dQoKJiQlzgHY6HeVyOZ2cnGhlZUXz8/MWX8a5l9668nDvoNR2zkXjuWTmGeAX+zfPJw09swYgzZ3RNFxDp/PESdjxel9lEoW9hvuAfazb7SqRSFiky+7urtbX141w3NjYUDweN+EGawRr5/HxscrlsilynSpkXJ38LLUkzjTIfcA8aiZIVOe9y+fn93FDUWt5PB7t7OxYNBdrOp8JEhbBDvWd3++3obaSbEA7a1I0GrX/R8jAOhSPx+X1eu1ckb9OvTYajWxtvLy81OPHj42cnZqaMsKH9Y66lzoPUmY4HNqQ+unpaQWDQW1vb+vg4MAiY4hXBHBiDkmlUjFAbnp6WsVi0cQ8DKVnDUFNvLa2pqurK3t2x8fHrXaEZIGUJ8bm8vLSFO5XV1fK5/OSZGDwaDQyJy/D6RGuUP84o7SYKcJn2tvbM1GJ3++3+TFcVwBv1i5cyi6Xy0BK3EsokImrZQ4WNST1uHPYN2QOboBUKqXLy0sjqQaDgRFCxPLOzc3ZcGqna4/7lX6GcwaJSE0GyAi47YyeCgaDisfjts9eXV0pFovp8ePH5j6h7otEIorFYqpUKtb3sHby/k5Xxlf1cCYVQERKsr4QgkR6G8UsvY1/5VzRByOQ6fV6ymazikQi5gbrdDo6Ojqy2UszMzPmtD06OrI5lcxZo16hl71//75yuZw+/fRTq1UmJyfNnSZd72v0zDhKIOn4f/Y8xCKQZayLkqwu4FxQm+FwgPj2eDwWhQQhEI/HbQA68d3BYND6aABznm/SHZg19fDhQ73//vs6OzvTb/zGbxixXSgUbH9y1mgQ16PRSM+ePZMkq/d8Pp+tDQg8IB69Xq8+/fRT63XADagfSZEgscEpHPX5fHr9+rURlAg8Wq2WIpHIjevHXgc55RTn8N6cW+q9arVq8a3MTYpEIpqentbKyoqq1arVM87XpS4jhhvidnd319wrOKLpUTY3NxUKhSwZAtcN9zzkRb/fVzqdVjqd1s7Ojj755BPDc4gylGSzb6LRqDnlJZk7ijqSXhMciVqNPZzniuvN2nhxcR3lm06nbX2u1WqqVqu2dnMPI0qklub5HQ6H5moKhUJG+lDrgtuEw2GLYr89bo/b4/a4Pb6842eaREHRJ+mGwvmLkV1E2nyRSGHzo2Aj+3J8fFyzs7M284MCBMCfORo0dLzW5OSkNQDY/ylMnSoCSAI+N8UNcWSAU/wZsTbOuSIUkYBxqK5QfJBbfXV1ZQUszd3h4eENgBtbLy4Sik2Px6NyuWxFOYUgxTrzPQDnj4+PNTs7a8UdgKd0TXgx5LXT6Wh2dtbspxTysVhMW1tbNwAEv99vjdqLFy/MSfLZZ59Z/v/Y2JjNU6lWqzZ00+fzaWdnxxQ5/Fmn0zHCrNPpKJlMWtbt3Nyctra2dPfuXVUqFSUSCfv8BwcHCgQCeu+99/T5559rYWFBPp9PvV7PSKv5+XmLH2L+C0P9ut2uxsbGNDs7q4mJCWUyGV1dXWlzc1PxeFylUknHx8d2fSHJcGCgUj86OjKlIMWeUzmD2weXzOzs7I2hzj6fT5VKxQBzAFGasdPTUytOUf44HVwU+6hhsLcDjkqyaABIOWI3AON5Zp49e6bhcGi56js7O3r+/LncbrcePXpkDdT5+fXQ0HQ6LY/HY0r/g4ODG7EmWJshnpyg41fxgJz9YjSX9Naph8KMtYjfQ53nHHSOe41c4fX1dXODeb1e7e3t2e8DIpXLZXMoMA8jEAjowYMHmp2dNacDSsKjoyN9/etfN1LVmY/tdrtVrVZNBckaTdOHYhBQkuvMvBFiBo6OjrS8vKxkMqmJiQmLz/vwww+t8UskEqbawvXQbDYNeDk9vZ7/AtmHsszlcll0TCgUUr1eNxU6ykfWY0kW2UIcRiwWU6fT0dzc3A1HDhE+AOcnJyemyAuHw6YknJ2dtfkoMzMz1swzADYUCimTyajdbqvZbOr4+FjBYFBv3ryxfQuAjmgtAMlyuaxEIqG9vT2l02l7vpn1wr0GCAeAGAgE9Pr1a1NSQrow+woVfqVS0ePHj209IJ7h4uLixlDryclJA2qITGs2m0Y8Q4IBeLN38m9ilbjHeV2IFtwoX4zZhARhfSNyhHkx2WxWkuzcTU5OGqELSExMJHPWUMg6wR9ibiBenO4bQASeWScIj/rTqfyG2OZg3QP4/yqvgdQmCBPYpzudjvL5vM7OztRuty3KC0C6VqupXq/r/PzcCBQAZ+l6fSuXyyZGgGiDuEJFT046954zTofrCrjlVIETzeT3+zUzM2PgNVGV1HShUEiBQMBIA3736up6vgmijEgkYns3DgH2b0B7alRIXp4RiBc+ryQjMw8ODkyF7YxqnJqasj0ikUiYm4oB9ghxwuGwksmktra2DHwql8sqFApG0nI9nABtIpGwqB+IzGKxaKTJ0dGRtra2bqx/nEPiamZnZ+0ZvLy8NEdKo9GwQfWSlMvldHp6PY8jk8moUqmoXq/b9YSk4Ho3m01br+k7cMbhGOGZBODn3NGT8PdcS2qpVqulaDSqSCRiZHqtVjMxGPUT6zCgMWsPpFGn07E5h1zfyclJJRIJI3739/dNAENM4uzsrNLptEXlILhgODTDtePxuLa3t3V0dGSiAu5v6a07XnobgekkmJxRw4Cw1J8IMeiZqClarZYRlNTJrM/O+CrqGNZLap6v6jE1NWX1E/sE19vpUHbOXoPQ4r7iGgGOS9fA9vr6uglitra21O/3lc/ndffuXV1cXOjJkydGXrRaLW1vbysYDOrZs2cmIONzPXjwQIFAQKVSSRsbG9b3OeORcOQyB4T1CKEB9yQiL0SGfDeeR2oDXjcajSoajRpJABGOkIM6BZcYZPP+/r7NvHPW1hDRuEIgJHGoVKtV/fZv/7YWFxfNbcM5JpaZuhdy3hn1KL0lZSVpYWHBiDKcli7X9Qy+cDhsMYfT09NGhiBuQthHTB99P9jDaDSy8/748WP983/+z42khbRyu93Wx4XDYYtq5dxCYhHhxkwQ+vher6elpSVtbW3dqHE6nY6+/e1vm7OSmDZisyuVitWZyWRS9XrdkitevXpl8VcHBwc6Pj7W7u6uKpWKVldXbT6r01nDHtdsNm1vCAQCisVi5oDZ3t621I12u20Yi6QbDlEiqVnP6DvBSJxxrTiYIRwRGuXzeeXzeVWrVTUaDRMx4jrHIcSfIxa7urqySLN8Pn/jPRFdTU5OmvMJEuj2uD1uj9vj9vjyjp9pEoXmBFUfNmAAQQooGl3pbZyHE2BwNsATExPK5XKKx+MGbBwdHZmyRrrOb87lcqakcFpy5+fndXBwoGq1asUsxbxzqDyFPcpT1CXT09NWxKIwzOfzKhaL1lgC0jkbBHKqadbZ5Cn0nCocmmdAAZp3GkYaxYmJCYuaoeBDHU3TeH5+bs3M6empNVo0vxAADEpFCTIcDhWLxW7MU+Az9ft95XI5I14kGSF1cHCgXq+nZDKpSqVi4OVgMFC1WlUqlbLi+vDw0OyszFLY39838LPdbptDJhKJ2BBmPgsxMq1Wy5Sn/ONU9VO4cA2ZRwIYzIyUbDZrA5kbjYYNhcciDQhaq9Xkcrm0srJiwDff8b333tPW1pbK5fINdavb7bbsYUCOdrttg1NR4lBcoXzC4QHgy4GzBGKR581JVOKeIVKIexOrOb9LgQnYMTY2plQqZaB1tVrVz/3cz8nj8eg3f/M35fF4dO/ePSMrIUmIlGO4qCQ1m00b/AxQwXPNOvBVPgDruF6QCijqOQBcnfcwAK30FmRGnZfNZk3JRV47qjJmWKCWQgGK8t4JPP8r/8q/ona7bUo+COLj42Otr6/b7BNmEvHM0vg71aoQLk4FJfcG8XMTExOKRCLKZrMqFovmKPH7/SoWi6pWq9ra2tLp6amtV4BvgFFzc3O2XgPIuFwui2mIxWLa2dmxuBPAf9R2NPHO6+ByuUzFTFY/SrtGo6HLy0tziBwcHCgej9+Iyel2uxofH5ff79e9e/eMwAI8ZZ0oFot69OiRXR9AMK7z+Pi47t27Z+6uTqdjThMGtTqjB5vNprkJIVRREyeTSft5yH9mEwAYxONxu4+4h1ZXVy3aiz2Jcwxohhih3W6r3+/bfuKMxmTdYR10Npj8++Tk5I/MFKOxZ+3k75yNJs8Hr8VrcD/W63UVi0UbRrq2tqaJiQkjkJw57M7X4Rl0Ep0ARLwPaxYxLIgjnKA86knWOekt0MQaC0DL339VD9w2nFvOJXnz7J3EEZ2enurzzz/X4eGhuSyk61hP5/0A4O2MyKHeQ9nMfQLQ4fF4jKwD0OPvAoGAZcZTd3m9XhNj7O/vWxQJEVAM7eY1IP0Q5vAeRE4BHAKWQTqyF1MX4z6TZGArBDDkSzQavQFwUmtnMhm1Wi0jeq6uruMGFxcX1Ww2NRwOLUIEMcZgMLC4LQDc6elpm6HQarV09+5di5pBoBMIBPTw4UMNh0Pt7u6qWCzausmaQz3L/AJmmiAIYm1AXe0cSuwUfhDz4nK51Ov1DJiGbJdkIODU1JTu3r2r/f19vXr1StFo1IRDY2Njevz4sS4vL/XmzRu75sFg0CLbIPtxP1KzEL/LfCcEMRcXFzbgHlC60WiYsIeIRGZVOcE9nNeSbG3+IkjHHB5IEP6OOUPn5+fa3t5WJpPR5OSkZmdn1Ww2zY3CGkPth9ufZ4PIL54XwG/EEoDK0ttZl/V6Xd1uV/fv39fm5qbF8haLRRNxMGMQIhTC/vT01NbPr7oTRZJ9d2faAPGPCAS436mXANGlt7009w49EDFVkmyoPKRBLpczUrLT6Wg4HOrly5caGxtTs9k0db9z0PnHH39sA7MzmYzN4KC2OT4+vrEG8xkhH1jTAMYRlng8HqtL6FFZn/h+OJZxCCAmdLrVIJMR2iSTSetBqEedZFUsFrNnB9Kn1Wqp2Wxqbm5OOzs7di4hLubm5swNzffkPibKiTp8YmLC1oJSqaSTkxPduXNH09PTGgwGN4baO3EORI44UdiXcBwT/0yaBAkN3W7Xal721F6vZ6QkUbXtdluj0chmqtDPh0IhvX79Wm632+pPrh37XiQSsVqPFAued55b/p7rRB+NSwiiHDJ1cnJSL1++tLg/9iXWU9Zs0hqonRAXEFEMcc3zQyQu54P+neeBvZJnh9kr4XDYkh2c8XTgKKenp1pdXdXy8rL+0l/6S5qcnNTf+lt/S1tbWxabOTs7q2fPnt1wOiPIoBaVZO4jXGDcg8FgUBsbG0ZK3R63x+1xe9weX+7xM02iSLJmkgaaTUaSkRE0t84mm+xQBuhNTExYkTEzMyPpOp//4cOHqtfrevPmjUW2ZLNZZTIZG3ZO0zw5OanFxUXt7u4aqeJUm6EscZI8/JtsS0AiCJ2FhQWLa2J+AJErjUZD9+7dM2D5/PzcZgigsHHatFFGABbSuABWeTweAzo7nY4pscfGxiwmi6LO7b4easZcDBqaUChkanOcB91u1zKw+TuaVz4TCsyrqyuzOeOMoXlE6Vcul21ofK1Wk9/v1/T0tKnE3W63arWaTk5OrLgdDofa39+X3++32C8aPMBjgL9oNGrzEmj2AEbPzs706tUrU94Rf4ECfHt72+49vgfRBZLMtUGWszOGjqaBGINSqaRkMmmEENbuVCplahxICiIhsCyfnJxYdATupdFopFqtpkAgcIPowKXFYGuATZprwBPiZWggAC9QVaJIowkAGJXeRs9Ib9WCJycnKpfL9j3W19fVarU0NzeniYkJbW5uajQaWTNHxu3U1JTee+89DQYDy9FFZUyxCLn1VT9oMFlLWE8AzQFrWXdopp1OFAB/1E6dTsfINgaMX15eqtlsqtPpWIOcz+fV6/XU7XYVj8cNHOK+Y6bE2tqaFfoLCws232hzc9MIDhqa/f19ew4hFpxxY6zlPBNfJH9onk5OTrS5ualyuWxuB5SGzozosbExRSIRy9fP5XKanZ3Vq1ev7HwBLMzMzGhhYUGdTkej0UipVMqcYTQwzWZTZ2dnFmkIIHB2dqZer2fP+/z8vEXtOSNNJiYmFAgEtL29rbt371psAODX48ePbVglr08UDpEUh4eHunv3rkXOoOCdnp7We++9p3/9X//XlUqldHFxYUTtixcvFI/HzWXGnkHjRiwGr5NKpRQMBrWzs2NORkA99gzAWoB/lNOo+weDgTV4qEJZZ8rlsiKRiFKplA0cZW1Cic664XSS+Hw+a3q5P9j7nLncNPfSW8IY9yUEWyAQMFGCx+MxoJR7LRgM2rDok5MTlUolc/p5PB51Oh27r1G2OhW1vD/EO8A6QCZkiDMqg2eDZ5/X4Rnl9QHTIWm+yodTOIKjLBqNmvsUAoz6kAiXaDSqR48eaWFhQc1m09xQuJ6Ib+I+lnRDcco9zj4IUAKIy7we9iHW5fPz6zk2hUJBFxcX2trasvuaKETpej5GqVSy9e/g4MDWCtYdBt6z5nEfAFA7nTbMKeH5ADSKxWJyuVxWe6LSjcfjikajtjYxBJgoxkajYS7eFy9eaDAYGKBNPcvw42QyqUKhYMC6y+XS/v6+zRVknVheXtbHH3+sfr9vym6Io1evXpmzmEH0ECXFYtGcMwx4jsfjmpubUyAQsKHHTtCW84WYBccbtZlTpIUru1wu2xyC7e1te85wNrpc13FgkDTU9Pfv37fIWWamXF5eKpFIKBaLqVQqGYBYKBTU6XS0t7en3d1ddTodZTIZq91DoZDVzolEwlwnuVxOBwcHajabpsCmDmdwNk7sWCymZDJpwibERfw3A4svL6/n9FUqFbXbbaVSKU1OTqrT6RhJA/DMesOadXFxYYSg043vJFNwprPPsJeFQiFzBbzzzjva3t62/gJ198nJiV6/fq16vS6Px6O5uTmFw2Gb7cVnwnH0VT2YbUkfTI3E8y/J6mj2QGpxakbOl3NPdTpWcA3Q50oyIQlRp0dHR2q321ZvAdZPTEwoGo3q8PBQzWZTBwcHmp6eNpIbVyo1KSI43JhEWVOnOp16TmceIjbEHnwvnBm42jlnfA+cDOz59DwXFxf2GanhiJDjM0EKJBIJ7ezsmAgP4qnX6ykUCtl7FotF259xuEnX4DrD4XHGQIa73W5tbGzYuULYCHHl9/tvDFmnB8Nh3Ov1NDc3p36/b3MMNzY2bBYMe9XZ2dmNCEvWaWIdmWFCokMgELC9hPPv8/lMjMhrMm+qXC4rn8/b80iPjft3YmJC2WxWGxsbtu5yniGEcJwcHR0pFosZ7oC7hjlazC71+XwmAmA/p0bC/YfIAnKHPh/HMnVXOBy2e8VZq3IP4upx9iP07fQpfC9ITOfsHiIuiSJdWlrS+vq6iRWd6yvxnhcXF6pWqyoWizdqQD4P+z415e1xe9wet8ft8eUdP/MkCoAaRTsKQZRjWCcp5p1KKJR8kkwpdv/+fSNOUOeixHXaVOfm5rS8vGxgMz/farXU7/d1cHBgBRwKF0gbGlFAEDZcIkoo2ubn5zU/P69ms2mfw+v1mhKEJv3i4sIUajT0AEI02BQ4KLkZNEyuLYAcw+JRJqJsglgg2iaXy8nn85myhjkbx8fH2t7eVjqdtpgtPjtW/X6/bzmwNH77+/vK5XLyer1qNpsWKQQR1e12tbOzo4cPH+r+/fv69NNPFQqFDGjP5XLW/Esyddzp6amazaZevHhhjozLy0stLy9bkcZAQQYyn5+fGzD66NEj9ft9U9VcXFyo0WgoHA5re3tb2WxWR0dHWltbUywWs+HVh4eHljtO0UP2//7+vhYWFqz44t4CuPH5fKrVajZ03u/3m6qOYv/Bgwdqt9vy+/3miMINQjMF+ADoxn1HoSXJwJurqyuLtYhEIpbVjdLdCUpSOEP28d9OpS7v5YyRA6ikuaE4xmEyGAy0sLBgZBiE2sXFhcUyjY+P67333tO7775rKi+UWpL+CFHzVQcQuZbO2AbWOIpu/hzAx/l3kmwNwlmC/X58fFzJZFLT09PmlhgbG7OB4ajH/H6/qbW5byVpeXlZzWZTa2trpnALBALKZDI6OzuzeR6RSETNZlOrq6v2eXFwkNnOMwkwArn5RVcYYH+j0bD1GCeH2+3WmzdvdHZ2ZoQ2wFez2VQwGNT8/LwR1jSyNE+cq+3tbQMjUeD5/X7t7++bejiXy8nj8ZiyDCfW+Pj1wHocGQCqo9FI0WhUT548MefFwcGB7ty5Y1n+fr/f3Iicl2KxqJcvX6pQKMjn86larerk5EQbGxvmqnS73frkk0/0Z/7Mn9G/+W/+m9bUezwe3b9/X/1+Xy9evNDl5aWKxaJ2dnaswWZmEY0yAA1Z+Sg2yQ8/OzszEhc3D+sQJO3R0ZFFZTrBmqOjI3P38P7pdNqeab/fb0Sdz+dTt9u1NRTQhPuBOkCSrfPsZc75THwvmmWabX6HjHNcfK1Wy8DkRqOhb3/72zbf6eLiwnLReQa4hwBAWA85AHNZPyGjucbSW0cK+wj/zXdzEqeokL8oLvmqHk6SyO12W/xUNptVp9NRqVSyzPBSqaRwOGxRnhMTEwbA+nw+vfvuu+r1etre3tbx8bE5IYmZglx0On5QsV5dXRlISY0HmYaQAUAnkUgok8kYWZdOp2+AyZeXl9rY2DA1KdfcOWeDfPW9vT1dXFzo/v37CgaDpk4mZka63hMbjYYNeUdwcXJyPVie+7tWqxk4JsnWpbGxMQP2iQqJx+PmwCNatN1uG6HKnDlIzeXlZaXTaX3/+9+3iBxA++npaT1+/FjlclkLCwt69OiRXrx4oU6no0KhYCph6uKnT5+a45jnHqEKxE4+n9fm5qba7bbi8biBbDs7O6pWq5qcnDQVdiaTMfX6kydPTETA/fTixQtJMociYivqyYODA5VKJXN9Q4adn5/ryZMnqtfrdo4/+eQTA1gBUAFnA4GAZmdnbag8BBi10mg0Ur/fN2c3tc/l5fVcnlKpZPFo3AfMiRkOhyYsarVatr7i/BsbG9Pu7q7i8bi5Wkqlktxu9w3H8d7entWurFNOURh1N2sVtR49CmQdezqvA2E8NTVlsUTcd5eXl9rd3TXwnXsyk8lYLBuZ/87ZRdQRX/UDAhm3Ac8/aQVOEos+mGvE/sOeARnD/1NrnZ2dWT8IGQIRyrWUZEQgyQTs99yjCK2In8MlxSyrSCRy47loNpv2uZ2RtSQ2IKBg3WQ/l2QzRJ2xd9TJCM5wqjpBbvoh5p8Shw3hmMlkjPDBdYDbd3z8emA4jgcGhZ+fX8+aKRaLkmSEaKfTsT3LWdOyNiMulKRUKqXt7W3t7e2ZaPLk5ESZTMYI5XA4rL29PY2PjyubzdrQdtwSk5OTNquE9Am+M+4O7gn2QD7v4uKixsbGrH+n33bOEmM2YiwWM6LY5XKZaDOTyWhtbc0SEsA0qOOY49FoNMxlCMntdl9Hr0NiVCoV+7yDwcDmSk1MTNigelwdzDP1+/3KZDKWHIHLPhQKaTAY6MGDB3K73apUKpYmArnLweciwtg5kJ51DDIFYShCCmY28vedTkcfffSRrZODwUDhcFjValXBYFBPnjxRt9tVvV63PUmS3Ss4igaDgcV4Iracmpqy9R9R3e1xe9wet8ft8eUdP9MkChsW6gGn8pLoF+KHUF1TjPHzWFRpYBYXF2/kWq+trZl6jcZrf3/fGp/Dw0N1Oh31+32tra2pXq8rl8uZ4g4Vh1PRIclUk7g/nA261+tVOp02KzFW58vLS4u+4fNMTU0ZScTMEb4vDfj5+bkymYwNEUUBgwuDmDGyO1HhEUGBqwKga2xsTJ999pn+wl/4C+r3+9ra2lIqldL09LQ+++wzU+ocHBwonU4rm83q8PDQXATJZFKbm5uW6Y3Vtt/v68GDBzo6OlK9Xr8Rg0bjSIxELpczsM/n82l1dVX9fl+S9ObNG2vWDg8PFQwGLQLs+PjYSJqZmRkjcGgWz8+vZ29AVjCwlWGezWbTLL+Li4vyeDz66KOPrBGlkSQzHEUdIB7nFjs2zfFwOFQ6ndbv/d7vKZPJWOGJGsvr9erg4EALCwu6uLgwBf/h4aEePnxozioAo0qlYvFgvV5PtVpNxWJRHo/HCjnIKZpcsnrT6bTm5uZULpcVi8VULBYNXHrx4oWRNU5gkoZZkgH5NDgo+p0DLlGSP3r0yJoz7tfDw0MjVphvw71UKBSUTCYto7tarRpQe3R0dEOl/f8HJ8oXQUSaSZoXSTeizWiMUdejMuT3AdhwZmBL39ra0sXFhUX10fweHh4qFovZDA6e5+XlZY2Pj2ttbc0cBzSwFxcXqlQq5iaRpEwmox//+McKhUIGNne7XZsP5FRaAhRwMPODCJJGo2Fkqcvl0sbGhkXhsbYzLyibzarf71tDR/MIoI7TKxQKaX9/35SORA2GQiElk0kbhOlyuRSLxdRsNi07mecDYOf09NRcdjjELi4u9Ff/6l/Vz/3cz9ln/OyzzyxiZn5+Xj6fT5FIxAa1Qri/9957N4jRmZkZVatVayoXFha0vr6ub33rW0agcLhcLvl8PnOPADDu7+9bFBjkP832xcWF+v2+RWNks1mbQ8Pgd9YVn89n91owGDQ1KGAf5AXRkW739fwb/t7lclncIOAgUUMcANqAjMQd0FACgDvdLEQgEdPAv3m9y8tLG6hK3AbuPvbKnZ0dvf/++3K73ZqdnVUkEtHTp0+1vb1t9zdE+u7urgEFfC/qFtZLrgd/jwiAe5/vyc9CLvE9qYUQOzhJ1K/qQX3H9arVagoGg5qZmVGj0TBVNRGiCCBQgDYaDVPoLi4uqtVqqVqt6s6dO0okEvrBD36gfr9vpCvPC1Ed/DfiBFTZRM6gjAW0w+2FYIJY0bGx6yHArI/McymVSkqn0zo9PVWr1ZIkA5i9Xq85ypxqbme8SyQSUavVsjUqkUiYMIMoVYiQyclJi9g7PDzU8fGxKVwLhYJCoZDW1ta0vLysVqtlAoput6vDw0NzIbrdbj1+/Nhq1dFopB/+8Id65513lEqlLPLL5bqOVV1YWLD6YGdnx9wG7BmA/dSmhUJBLtf1nK79/X1J0uLiormEarWa3G63+v2+fUdqO2YfEIUYCATMNfbq1Ss9efLEZp3gVp6YmNCPf/xjra6uKplM6vz83FyPExMTmp2dVa/X02g00tLSkqrVqg4PD81dwh67v79vgp/BYGAZ+NxfPO+4IxHJFAoFZbNZbW5uajgcKp/Py+fzKZ1Oq9FoqFwu2/6FICgQCKjRaOj4+PjGUOHJyUkTw1xdXZn6GtDz5ORE1WpV6XTaSK5Wq2WOAtTe/X5flUrFgGano4EYIu4hotsgTAAmicrBtSTJ3r/ZbNq5ePbsmTY3NxUMBhWLxXRxcWHCBF6DSDpqB2cfBEnwVT3YM7gvJycnjTxgL+Nc4DbjgHSnH3Wq/iG3qNtDoZCmpqa0sbFhzgHmQlxeXhox4IyGQ6zHfsZ+PxqNdOfOHUtD4HdxYjlFO8yrgHDFKVGr1ew1iYVC8NHpdDQ2NqaZmRmVy2VdXV0pHo9bRJ3f71etVjMxZTgclnQ9rLvVatk6CoExPT2tfD5vYD01hN/v1+bmpmZmZjQzM6OnT5+qXC5LktUEp6enKpfLFlHK88p+MTExoVgsZjGIw+FQ09PT1vu63ddRzfv7+8pkMlpaWrI6m/lfkBHM2ohGozaLkz0QNxp7DJHYl5eXarfbRizk83mb68Q6n0qldHh4qLm5OR0dHdmczXK5rKOjI2WzWaudC4WCOWSGw6GJkCByXS6XSqWSLi8v9fjxY4vtm5iYsB7U6SgqlUrW34HbXFxcqFAoyO/3GxGCoBEy3e12a25uzqIZqcdjsZhFluNAyWazWltbUzKZ1NLSkv7pP/2n1kexhnOtqKlwetA3ca9TJ9Bj84w6yTHqWWaBQfSzljabTZsvFI/HrWZ2uVxGQLEfQoBxr4xGI4svpg+nF7w9bo/b4/a4Pb6842eaRGGDQwGPEofiDnDY7XbbxgxwQ4GIWi+fz+vb3/62jo+Ptbm5qcnJSa2trVl8ES6R3d1dU0Vj6SRmqF6vG9DkdLqgGsUp4syfdebYUhC63W4tLi6q3W4bUAZww/cpFAqqVCqmOqKhQAHJd0MhmclkrPhFNYF6laYYm64zXgpyoVwuy+fzKRaLmUMD1cTZ2Zm2trZsaGU0GlUikdBgMDB1TKVSUTKZNHANJeaPf/xjRSIRLS8vq1QqqVqtmqKRxhKFysTEhBqNhubn5+X3+9Vut624IRLj4cOH+vTTT+08MZwVFSOxZEdHR3r27NmNIX5er1eVSsUGVzPAeWdnx/Js8/m8hsOhDg4OLLphYWFBfr9fP/rRj/Tw4UMVCgVFIhEr8MgP3tvbUzwe1+vXr3V5ealCoaD19XX5fD5NTk5qd3fXbOs4eJxEE9E2NJLEo2UyGe3u7lrhSZwJxMbx8bFmZmYUi8U0NTWler2u8fHr2TMUpMSl0XD3ej3du3dPiUTC1D2Qdm/evLH7HwcUQDz56xAnAMI8PwDTFP+/+Iu/qFarpR/+8Ify+Xzy+/32O0RJkbk8OTmpfD6vTqej3d1dvXr1yqKiiAgClCSW4KtePDojrCTdKMSdJDPAK/cx5CzPF2slMR+cv6mpKcs9n5iY0N7enpEnAG7JZNIaE9am+fl5/eAHP9D+/r65L6Tr+4MZNolEQt1uVycnJ9rZ2dHl5aW51pxNOi4MVF2oqLnH+K4Mb+d+JIqHYZS///u/b0RjLBbTzMyMpqentbGxYeAfJAwzoVCHoezudDryeDwqFArWwEAs4WBh1hBDWS8uLmweAkQKJGS9XtfExITu37+vpaUli+d58uSJXr58ac/Y+++/L0m2b4RCIcViMc3NzWk4HGpnZ8diZGKxmDlCHj9+rO9///sajUZ68uTJH3sPEanl9Xo1Ozurcrls86DYK5mdJF2vDajtINz4PpC+ADIA3Nx3g8FAiUTCyNSpqSltbW3Z/AWnug7VtCSLZyDrG6cLkRI4TJxRB7yeM7YSkBvXJKAP6xJNMWuKJItf5DlptVpGYNfrdYvQGRsb09zcnO7cuaNms6kf/vCHtgbxuXn2ULvyHLJ3A2ryrKIgdDrJqBeI+QJAdGZkf1GB/FU9nEDecDhUp9NRpVLR4uKicrmc+v2+3n33Xblc1zOCVlZW7P46ODhQt9tVOBxWp9NRp9Ox6FDWO+pKIkFZc1hjua/Ye/m7w8NDdbtdm/mAE/jevXsKhULa2toyZSmAGdGme3t7N+a5dbtdWzsQA1GDulzXs5YAvFwul7mUWTPD4bDK5bKRemdn10PFJycnjYzk80EszszMKB6P38jph/ABtCPaBsBqampKuVxOnU5HW1tbJhRBrUwED+eL56RWq+n4+NjIbM7x5eWlXr16ZS5gQHxIERzFvAZ1SqFQsOHA1LE4vYir5bOsrKyY6wNyZ2lpSScnJ7Z3IQLa29vT8fGxHj16ZMBfOBw2cng0GqlarRpBfn5+buBjNpvV/Py8nj59qna7beeefzsjbD/77DOVy2Xdv3/f5teFQiH7b+o3XFLZbNaciZDGCF0QN3GOEWRNTExodXVVl5eXun//voGJvV5PnU7H1MwQ06yJDLBG2OOMq8QBiFOAZ4QeDQKF2RXUCwDKfr9f8XhciUTChE3sG7gYIOH5c0i12dlZcwuylkImsw98lYkUSXZPO50ZkOuQvOxF7HcIayRZLc/vcb7YQyD7EPcBlF9dXdksHgB7CLzx8XHNzc0plUrZmkWc6nA4NBdFvV63Z2h7e1sLCwt2vwwGA4uLRYwQDAZVKBS0v79vdSOiHPpWajXOx3A4tNrQmRSB4JJYKdZhiASElrgbEVRQo7rdbq2vrxu5GI/HLV7U7/fr008/tX744cOH+vzzz+3zRSIRS7Gg9uE5pobiey8vL9sspPHxccMS6AEguiDdSVAIBAJyuVzmUCF+zPmdAeARoELq49JAaPD06VN5PB597WtfM5IaQSlxYAgH2TP9fr+JJHd2dux5n52dtfr/nXfe0dHRkX1GXC2IA0KhkNbX103oBKZTr9d1cnKiRCKhdrtt9TbrJYJX6mFiuahFmZeK62RjY0Pf/OY3b5Dh3CN8B2oCBEKdTkeBQMDEsOyFbrfbXIdHR0c3XEU8J9RozD5zud7O48IZGolEbkRk4nJ//vy5kV98Fuk6ou/g4EDZbFZ+v1+vXr2y2bK3x+1xe9wet8eXd/xMkygUhM4Cncgl1EmouwAzKK45IBEePHhgmfaoFA8ODjQYDMzKi4IRwAS1f7FYVDKZtCG4ANkAyrwWkVE0EQCAbH4Uh++8847FP5FpTPPgtGOTb+xyuUz1QWPPQGXiACjYGEjs9XqVzWZ1//59A+QpOiORiNLptCkmdnd3zX7K6xcKBa2uriqXy6lYLKrT6Zh6KRgMqt1uq16v2/BiBlnyHsR9ATKMj4+r2+1qZmbGIpzGx8dN0cvcAkmq1WrWNBEpwdC97e1tA+RqtZpOT09Vq9U0NTVlKiVAEWKFGMK6tbVlThvOM5EIqKuTyaTS6bQp7xiQDmGwsLBgsx7C4bAVwqenpxb3NTMzo3a7bUUfTV42m1U0GrVojF6vZ1EfWMop4GZnZ20g4tXVlcXH4OgAUIlGowb8tVotU5Xx7Dhnt3ANiCgiW5Z7AlLw6OhIGxsbOjk5MbKSOSk4ozgf3N8AfETOAHjNzc3Zc4Mi6/79+4pEIvrss89M8Q94SNP06tUrbWxsqNPpWCPIYEpAdYjCr/LhXO84D05AFRJ1amrKFPmS7B6HgIF0ffDggbnxPv/8c6VSKe3t7Zk9nCY0FotZtNrDhw/l8XhUq9VUKBS0sLCgV69eqVKpaGJiQul02tTK5XLZstVRrpVKJXvemStA/jn59bimAKHJOndmY7M+kQePG4SIOgCbbDZr0X2dTseeobOzM1WrVVNFk99ODACgJY4X6RrcZn0EiHQOYafx4XdRj6HqZD4DxKgzZgrlHCBeKBRSIpEwFTtkcKVSsSx41Kgo14glYIgz58F5EJ8CMApoW6/XJckiFiESODKZjIrFot1H09PTplqmyUe1h0sP8QJNKDEKDLInWss5p4fGnnlaOOAAPAaDge0NrFfsuzwbOH6IVkDQQHQNimYiTTi4D3hOBoOBYrGY3Yfb29umKvf5fDYsdzgc3gB/0+m0Adl8BhwoqMgBwBBdOMlN5/PNc0/z7Iz0g2QD9HT+zlfxgNjgWTk4OFC73ba16KOPPjKlKffVysqK4vG4IpGIyuWyCW8AuwAGR6ORwuGwAcscgIqsS7ibAUHYi3jmR6ORAoGAkR3r6+vm2pqYmNDu7q6tK6iq2fNPTk7sfqNWIL7HKWKh9j08PDS3CaDi6empvv71r9tsJRSzzF9h33S5XCoUCgoEApbfTw1QKpU0HA7tM3L/NRoNUxc/evTISJBsNqvj42Ol02kj3XF28PnHx8ctjrDdbhtRSu3LfBaiyI6OjpTP540UkmQxpM+fP1er1VIoFLJak3hKIvWoUZzRutVqVefn55qZmVEmkzH3eSQSsZlfELnLy8smMqGmgqRirt9gMNDm5qYRe+yruLDPzs4MTIOkR0mNE5zveHp6anPfGo2GuWogrufm5lSr1XR0dKRer2egqN/vVyQSsfhL3C6sIc5ZEnwu4mN4Rrg+1JOj0ciurfTW/cd3oDZ1RnhBehDnyDoGSczaBFnMPlIqldRoNJTP53V6eqpgMKhwOGx9AO4sSAAiNHFQcc5Yo51u3a/iQWwWRAk9MQd7giQ7ZxC9Pp/Prpckc1dJMmKYiCXIeqc4jL0LAUkulzMgm/p/cnLSUiGY00ONQM8ESRsMBlWr1VSr1XT//n25XC4T9VQqFUtEwLUCyYyzHYI2kUjYHB/nHs49K8kEhcSRER9N/ex0teMEpF6ByH38+LEJ4eLxuIHa/X7fkhBIBEilUvre976nnZ0dE2ik02lJ1/GzzG65vLxUPB43whKiAjebJCNPcMmOjY3dWB8QAlB/IraIx+NGkhCXByHRbrcVDofN6UMPwXl68+aNFhcXFY1G9Qd/8Afq9XpaXFy0OYk4QPf29jQcDpXL5cxx0el0bH1izhZChs3NTXNKsofRx2UyGXm9XlWrVcNUSJMA45Gu13gEMtTeToEJ5AZ9Aff84eGhDg4ObI7PycmJtra29K1vfUuXl5f66KOPTERJ3UoqCOeH2hky7uzszOYd4hKWZOSP8zo7rwVYDbUrPRfvUSwW5XK5dO/ePSWTSd2/f19ra2s2S2xqasoEFJlMRhcX1/PWEJfdHrfH7XF73B5f7vEzTaJQMDmz0J1gLWAbxSWAhNPdUSwW9cEHH2hsbEwrKyvWyK2trdkwX0nmEnGCcUdHR/J6vVpaWrIBkhQLqKdQyAPwocSjyASw47vE43EjT4iCoWlqNBpWlNKIMrgsGo0qHA7bUEk2e8B+mlcKyvn5eWvOo9GoKf1Rxy0sLGhnZ0eSrBADfDo+Plar1bLhzJAS2KlRKvIZR6ORZThTTE9OTloxSqwV1lsUj5LMZs31I3qtVCoZaLm9vW3FPXZw1Ee4ULxerw3jm52dteHYFxcXSiQSSqVS+uyzz8zq7nK59OzZM1MkJxIJa1QpoGgePB6PGo2GRQccHh4qEAioWq0qHo9bo4JKCECZYpJ4JKeqiGtOLv7Z2ZlarZa99/j4uFqtlhXZxBmhbL9796663a4V1nxWhtMyIJlG2xkJBfgMSEeUFjNryO9dWVmxRtU5YBTQiOcRdSLPKM0UEUDcezy76XTalLqAKXfu3NHU1JSazab29va0v79vn5PmiWtOA+R0aHxVDwp0ANmLiwsr9gEPaLK5Hvwd8YJEKc3Pz2tubk6PHz+2GJH19XXl83mLYQiHw5qbm1Mmk1Emk9Hdu3cVDof17NkzW8fW19ctQoboAxocinsIAxSpNKwMS2bd4nlgveU7AV4yjBFQfWxszEDAk5MTi4XDfSfJSLx2u61QKKS5uTm7l1BDn52dKZFISJJ9vvPzc/V6PVNvE/nH+s4BoAsgCnHMNYJcQSHMUPY//MM/1F/6S39JR0dH2t3dldfr1dTUlJEjoVDIwP87d+6Ye6fb7apWq2lmZkbFYlHValXZbNYy/2k+f+u3fksffPCB7ty5I0k2S4CYsnQ6bWo9FIvOwfQ42fr9vqampmyQL+sdwAjAGjEZkA+4Pnq9niTZteM8ASjiDCGex+/3q9vt2rUBIGXf4bqwv0NCnJ2d2X7OZ+LaAIKzfnE+AHHZe531BE4Vzg33NQN3ib/x+/2anZ29MWj37OxMxWLRnFUoZgGvEHc4nXu4T74Y0cezyLPvjOfD3QJ5AxD2VT0AkJzu2unpae3v7+vu3btaWFgwp4HLdT1LJJvNqlQqmSK73+/r0aNH8ng8Gg6HNl/ICewzi4fX4TxDfgBMEhvCGowamWx5HL/Hx8fqdrs31rp4PG7PM04GiBREJ6i+IXipv8rlskXy8YyQ404dQM3CoHrnvEDWSaJkyXwH1CkWi9rc3LS6j+8MCM4+i6oZoJT3RKjRaDSsbmG+B7EyzCdhEC61MWQ5Q5mJz52cnLS1iLWSmpToPRS+rBFTU1MKhUL2Z6enp+r1eubKZWB9p9OxqEZJFqUCwOf3+w10ld7OFQuHw5qfnzenHKr0ra0ti+MifnFzc9NmJBDhw75IDwDpwvwpAFKXy6X19fUbzqQvRgIzdL7RaNyId4KgJwaG+VmHh4cmGGOAM7GH3O+ouiXZPe8Us7E2SW8jVfkZ+g/c41+MIXVGcgWDQSN5iAfm/FDDHB8fa3p6Wul02p5jIotQXv//ZS6K03UsvR0Y7ySt2Bf5eUk34iJx1XGwrtIjuN1uRSIRpVIplctlG5xNLRaJRLS4uGh1GcA2jo14PG4OFfrhVqtlAodgMKiJiQl9/vnncrlcmp2dlcfj0e7uru3v1LE4V5xumrOzMyOv6SMhkyFaEJGdnl4PkQf0pk/rdrtaXFxUvV5XKBRSs9m0vj+RSNi6DEHw5s0bc1Z861vfUrlcVqvVstp6Z2dHgUDAXG7Uf5DezWZT2Wz2xoyNq6sri+NyPpfUUNJbsos1kjkvENas2+fn54rH47bep1IpmxUD+UkfmEqlrA979OiRORZxfSGcqtfrqlQq1m8g2nFGqHa7XYVCIbvm1Ccul8uEim/evLG66s2bN/YzRN9eXV1pZ2dHPp9PR0dHajabto8eHx+b8JMB8ZC11I7Uk9SFxKdBFtNrkFiB6GV9fV0PHz7Uv/Fv/Bu6uLiwaDmc+zw33EtO0QqiC6fwBcKGf1M/UP9xDe/evWuRj4VCQW/evLF7NRKJmGPL5/NpYWFB8/PzunPnjjY3N20uH2KIy8tLra6uam1tzerp2+P2uD1uj9vjyz1+pkkU1OlskGxGzmxhNi3UemyYsPyFQkGJRELPnz830LtSqRjILsmGk6P+TSaTCofDVmBMTk6q2+1aJjXgCcUN0U8oHwBx+OyAj5JsCBx2Whp9CiNyjPl+KD3YOGOxmLrdrjUcY2Njpox2gj+AXeFwWH6/3zZnAGjs/0dHR9aY4Tq4vLy0oosIGQCG9fV1pVIpHRwcyO/3W2HKkDXpuiEFxGR4q3OgPfmnDERDVeZ2u5VIJHR6eqr9/X3Lo+UzZjIZlctlNRoNi+VAGX7nzh0bMkdWOUTN9PS0DTkk5xZy6vXr18pkMgoGg4pEIgqHw0YWYd8eGxtTrVazCC2n0ka6BgsZcIorhnvU7/fbPSa9dRak02mVSiVz1hBfRoQEs0Ccza2T1KGRbrfbdr/RCDG/BTID+zGvJ8mAa9SUxP0sLCyYBRsVPjm7EH+QcQwgpJh0FqD8XLPZ1Pr6ugEE+XxezWZTb968USaTMUXR1dWVVldXtb+/bxZuvg/NgiRrsgDgnYq8r+LB9UKNzr8hZbmO/L8TaHWCFzS19+/fVy6XM7dGs9lUIBAwoD8ej+v+/fs6PDxULpdTs9nUxx9/rN/4jd+4ATpBZOCkc8ZyFYtFnZ+fa29vz8AVGnEcC4DeNDtERvFc8V2Im2HdAhRjfXSuTf1+3yLjiBWEpIvFYtaEOc8VJA/nC0CBWJyrq6sbSl0iXCB8uUbkekMct9ttHR4eWkM5NjamH/3oR+p0OopGo3r+/LkRrzyjzqYQAJUGHgCE84xTsdfr6fDwUMvLy/r444/l8VxHKQLs/+Ef/qFF4nU6HW1vbyuZTNpwaRxdDFRPJpN6/fq1BoOBKaghQsixJ+oFwIsZJwgKAAWIdCQWK5/PmyIRUJJrDTiKiIHvdnFxYfskbk8nWYtLgT11fHzc3FgAL7gOYrGYjo6ObgDiEHOoVQF3ibVE3f/w4UNNTU1Z/no+nzc3p6QbKkrcj05wfmtry/bfLxIoThLFKRRhrwBc58+kt1n3POtf1QMQgnUEoOTw8FC9Xk+pVErHx8d68eKFkSgIFJhvhohjeXnZSH2ivg4PDw04hkwFTMG15KzlnEPd+Vx+v99mEbFHslaxBvGc9Pt9UzMDJLEeMtD48vLS7itndJvH47Hcf+pdomnGxq4H9OIA5HkmBhEwmqx17v9QKGTrKWAa6zX14fn5uREczMhwusEBUPmsxDER7cPPTE9P21qNexsBzHA4VL/f19LSkinQR6ORRU9RH4+NjZmbnNobgPHi4kLtdlt37txRIBBQpVKx9QRxTKVSMbKz3W6bq9m550A4M89rf3/f3Ey9Xs/cOoeHh9rY2JDHcx2/yM+TWc91XlxcNKL5/PxcCwsLmpyc1LNnzzQcDlWtVk0IEw6HTbTD9WHfBHAljrJQKNyIVmQPZD9DEd3pdGx/Yj9iTUQxPTU1pVgsZnUx33EwGMjlup7fx/qLwprXQFzkdKxQnxIF5vf7dXJyok6no/n5eRNCIYxifhj7GrF1gUBAuVzOHFN8RwQXzliqr+pBzyi9JbbYeyFNefacTl56S9Tx9FoXF9fxvhBuzLc8ODhQo9GwuTzFYlF7e3v2Z8lkUvl83oiTVCqly8tLvXjxQpKs/yQarNvtKh6Pq9VqWX85Nzdna8XFxYUlACC2456ktnUKBOh3EO5Q+9PrBgIBu3+JBeT7sTa4XC5VKhVb97mPIF1xwkajUR0eHurly5fyeDxaWloydz1RsC6Xy2LImKVEfU7dAYmF+IcaYDAYKJ/P3yAgcJNDUiUSCeuleUaZ3wERwe8QgYtgcG9vT4VCQZubm0ZmLS8vWwQmv5dIJCyZAFGkx+PRzMyMzRYlcYE9yUnIEIHr7MXYM5jZRY1JD0e/B17QaDRuxPpJMlc85w3iHPcNPw/BD0nNWuB0p4CZUCtIUrPZ1OzsrN555x1Vq1Vz1zC/h3VVktXd1AUTExMmcqF+cwp4z87ObH/kz3K5nGZnZy0yN5FI6PPPP5ff77dae3p6Wo1GQ7/+67+uWq2mWCxmM1u73a6y2aztS81mU69evTKBHA6m2+P2uD1uj9vjyzt+orDsX/3VX9XXv/51A9X+tX/tX9Pq6uqNnxmNRvrud7+rWCwmv9+vX/7lX7ZYEI69vT395b/8lzU9Pa1kMqn/8D/8D/+FmXLiS1BQAKCgDqBokd6qNwB1w+GwcrmcuQEA7tnEAfQAHlE9SDJHyJs3b/RP/sk/0ccffyyv16uvf/3rZrP3eDwWp0TjgMrK6/UaMEgBiXKLQpA4Aj4Lat/Xr1+r1Wrp+PhYsVjMrNQul+vGIF/s8XxfGpZAIGAF1snJibrdrjV0qVTKFM8oM/f39025FA6HlU6nrWBBHQGIeHV1pVKpZMpbvmMmkzEnCw0QzV2hUDCwD6UlgzoBssiCBliEMAJk93g89h2Ih+L637lzRx6Px7J5yfAOh8NaXFxUMpk0oJPonouLC21vb98ggJLJpKnJiRbiOnK/r62t2aDrYDBowwKdhT12c8DaaDRq6rnj42OL+sF5hKLL7/crn89bI4wSrFKpWIPBd0aJSqPrJB0AAMnLzWazmpmZMdt8KBQyMIn7isYHcHp2dlaPHz+26BHeW5I184CV3Bfch1if4/G4dnZ2dHBwIK/Xa6D+6uqqASooSSuVip49e6b19XUdHx9bk+UECWkUne6ML/v4aVsDaZqdjjP+m4YDMI/mmabSSUBxXxNhiLI1nU4beRgKhSxWj3lG/91/99/pf/vf/jeLcKOhBxyampqy+z8ajRpoieIa0JjPgzKM74LqF5AIVwnKS9ZF1gFnowX5R9Y0cWWFQkHRaFTxeFzRaFShUEjvvPOOZdOHw2FToqNuBcSjsQaAnZ2dNccWsRWosIfDocrl8o2MY7775OSkKQd5zXa7rU8++UQffvihxVNkMhnNzMzI7/db5AMELPd7MBi0gaI0ecSm0cRlMhlNTEzohz/8oX77t39b/9P/9D/p137t1/TJJ59oZWVFzWbTAFAU3kQBoSQn0mJsbMzAS8BmZiVUq1U7B2dnZwawELFAtBKkLU0nZAwAGOca1yMNPS4B3IySDGQm6x9wELIFdafb7ba11efzGWjhJFxQlvNM4dIDNER92Gq1FAwGDVxCDQlwKl2r8vP5vPL5vMbGrueqMBNgaWlJX/va13Tnzh2bVwVQi0KRZxLwBWCL6+4EzCDmneQov8fe/VU+nGvewcGB9vf3babc7Oys3n//fZvBBMiFO5XzRr0CsY8AwFnzcV9IsmsBkAXwBuDFGoVjTZKRJ1yXk5MTRaNRcy5RS0F+A5Lj8iK2D5Ayk8loenraYlpQSRMTw73Bnkt8aj6fN4LC4/GYS+Pi4kIrKyuq1WqSZM/Up59+qsPDQwPMqMEgcSFpIGOpOZrNpqrVqra3t+37BINBI5mII0QcRGY+9R9ENsAVIChgIdG4nBP2DXqAubk5zc3N3XCsd7tdbWxsaHd3V9VqVdI1yTk3N6disWhEp8/n0/n5uX2+dDptMXCApKjeIQlGo5Hq9brFxx4dHalcLhu5DtjKbEUIcEBA5ghA/uDEDgQC8vv9ti7jrh8Oh+ZcBuiFdGYmIYIB5u1JMnEVBBlzRIbDodW8gNQAfQC1gJE8b6xFgJWo0ok0o3/x+Xx2jRBLIWyj/gsGg0qlUorH41paWtKdO3fk8/kUDAaVSCQsNvH8/Fz1el3hcFjFYlHxeNzuVT4z4CUOly/r+GmrAb/xjW+YM5PvSR/s/H8cG6xPrEE8w4gQIRecdT2CkJ2dHW1vb2tjY8OcycViUQ8ePND8/Lz1HDMzM4pGo/Y8drtdey6d5OJoNDKnXLfbValUMgfD69evVa1W1Ww2rS5gTeB74DyAnKMmwFlydnZmaxuxUgghiJfieyLIoOfkvoJkaTabJh6Lx+NGZNBjfe9739Pq6qoR3v1+3+pAv99vrlycENTdfJ6zszPVajVzH4A7EGEGeUwdRdwfrkZqLJywiGGoO37+539el5fXUcgej8d+B1KGwe4ej0d7e3sWsYwY4Wtf+5rC4bCJRqemptTtdrW/v694PK7FxUV7viF4qtWqiURzuZyJPojyJV2g1+vdiGPGxXhxcWH7bDQa1cTEhNrt9o0o6UgkYmtnMBg0py89Ig4nBEZEDtJ7DAYDI/Sla0zpk08+MQcKay/zaYj55N7jeTk+PjaxjdfrtVkwrPG8J+ICft/r9apYLCoQCNi1xqGI+Ahnfb/f19ramv7pP/2n+s3f/E199NFHWl9f1+rqqq6urlQoFGzG1eXlpWZmZmzvvz1uj9vj9rg9vtzjJ1pZv/e97+m73/2uvv71r+v8/Fz/yX/yn+g73/mOXr9+bbFDf/Nv/k39k3/yT/QP/+E/VCgU0q/8yq/ol37pl/SDH/xA0nVT95f/8l9WOp3Whx9+qGq1qr/21/6axsfH9V//1//1T/bhx94OKaRhZVOjwJJkjYMk20Ap3mlyO52ORQV0u11TSVEEUuxUq1WVSiU9evTIhuVh1UU5l0wmraDncwEoU+QBTKNCIUM0Ho8b4MZm63a7LQKhUChYwVitVvX69WvLB8bCiuJZkoEzTus8hT3AfSaTMSAah4DP51OpVDL1+KNHj/TRRx9pMBjoyZMn5q7Z29vTvXv3TInHALzT01NVKhWdnp5aRAP5y8xVuLq6UrlctvxPiIc3b94oFAqZk+XVq1dmf+V3UKiHQiFVq1XLnMUqjTqSHFtUbfPz8zYcG9vv9PS0wuGwPvvsM4sDYDgzxSLXgGHSd+/e1fb2ttnWu92uFVooRkKhkFwul54+faq5uTkrtJLJpEWQ1et1xeNxzczMmDtmbGxMe3t7evz4sRF37XbbBoh6vV61Wi1r6l0ul0U80BCj3pqcnFQqlbJ4Cqzl2INpFgA+xsbGrLEAKFxaWrL3oNkGNPnggw/k9Xq1sbFh5+zg4MBixCAicWW5XC6LA+N9p6enDdQ6PT3VwcGBuW22t7f13nvv6eXLlzds0gCNX3ReEPGG++zLVmH/tK2BABI0zKwrAIOomZ0gHo0Ev+/MiD45OdEPf/hDlUoluVwum8HBuvH69Wv91m/9ljVYyWTSSIN79+5JkkUwXF1dmVvt4uJCkUjEQDXWYAaSHhwc2Iwjho6i0sNlwndE/QrQBNHmBAloWAATnQC+y+XSgwcPDMwk1nAwGNiaiAKQdR81XyKRuBFX4HK5VC6X5fFcz7NCQQ4ATqxMPp9XqVSy9RllIsDjYDAwdTuOG4BworpqtZrq9bo9oxsbGwZmQkoVi0VrOEejkUqlkmZnZ60ZbTab+oM/+ANzTeRyOWtYASM5b+vr67Yf3L9/32KrBoOBDS8lvrLb7doz5wRJ2ft6vZ5yuZzdL5BhxHSkUikjVCD8cfWxDhGfJd2cc0BDSoPK3oK4wBnJNRwObS92uVzWXOPQ5P4BtOU1aZSJ4Tg9PdXOzs4NAYDzParVqjmzIKbPzs60sLBgwgdmUrx580ZnZ2cWb/b8+XNTlwJOUutA1jgJa0n22VhvpbcRf19lEoU1j4Prv7W1ZeAQwO+7776rQqGgtbU1m6kBoLi6uqpvfOMbymazFjPCc8i6hAgFhSzuJq49rwchyLVh1sb5+bndV6wp3H+Xl5c3Il8QAvh8Pj148EB7e3u6uroywJ46AEXwycmJFhYWLKIEIMzr9SqVSpkQhXOEcIOZMMFgULu7u4rFYuYkDgQCRmwTjZdMJo3sZFZFo9HQ2tqazQHCFZdMJq2WGY1Gmp+fN3X2wcGBRqORDbPm3gXYBGDFfeF0Q09NTZlrhhhAQFLm8BUKBXt+EomEQqGQ1tbW5HK51Ol0dHZ2plQqZXXgwcGBcrmc5ufnDeBl1gkkAvUJ0bVEmFJH4iLCkc53xElDHNjBwYEikYg5l1E/IxI4ODiwaLexsTFzh0AG83NXV1eq1WoaHx/X9va2Ea3UQnt7e5a1z5Bs4nhzudwNotXp4PjiXBVJ1mchPsIRh2gFYRZrqHMNx5XJ56f34nsjXDg5OdH8/LwymYwODg5M0ITLaHp6WoPBwNbjQCBgswHpb5gBxnmiFvgyj5+2GpCZQOxVzpkm9AQIC5zRXtQnTkcGeyK1EeJElP3cM7jBFxcXlc/nLXLJOaQ7GAyqXq9bb4rQixg2QGn2R557ZjrhemONYA2ApOT5k2R1riRLWqDWdcZa40TGyYobf35+3uqdqakpDQYDI64nJydVr9fl9/tNAEldAunkjJtlVgg1Sa/XUzablSRzVfPefr9fmUzGkh+Y/ZPNZrWysiKfz6dms3lDOON0l7NPMBuUvScQCOju3bvy+Xz65JNPFIvF9OzZM6XTaRMWBQIBffDBB1pbW9PJyYmKxaJFgofDYZVKJU1MTCiXy2lsbEyff/65JS8g5uN+w/GwsbEhv99vUWTO808PMBgMlEgkVC6Xb9SSCwsLRhAz9w7xF/UO6/LMzIz29/dNHEhv7XTnErmFAJKaEWEX8WiQZsQXsm79L//L/2KzwCAb+VzO3oQ+lH0MURjPEGskPQw/w3MxGo20vb2thYUFcwwReYcgDaEVxEyj0dDOzo5SqZQ5n0ngIMoXQr5Wq6lSqfw/WfJuj9vj9rg9bo8/5viJSJTf/u3fvvH/v/Zrv6ZkMqlPPvlEP//zP69+v6///r//7/X3//7f15/7c39OkvT3/t7f07179/TRRx/pG9/4hn7nd35Hr1+/1v/+v//vSqVSeuedd/Rf/Vf/lf6j/+g/0n/+n//nN7Ll/+8ckCUAhhQaf1xsDRs56gBAHgDeUCikbrdrr8Hvo/DALgs4lUgkdPfuXbVaLW1sbKjf72t3d9dUfpeXlzZwnmbk6urKmmeU0rw2GzRNCFEQtVrNhpM7Gx8UEdFo1Ia203iNRiPLxKdZxRWTSqWsqen3+9ra2lK5XFY2m7XiJhKJaHZ2Vp1Ox6J5AMNqtZrlckciEVM/NptNJRIJDQYDi2wBMF9dXbXzSnY0iuZWq6Xz83PLOMXCCogBUREOh21ODQUj56vdbhuQiUU8k8mYSoWiAhfHwsKCarWaqcyz2awphnDiEAsyMTGhvb09HR0dKZfLGSgdjUbNJrywsKCNjQ1rKPkMRNAwnBCLMUQIMQ8MvPN4PKaKOTg4sOKO4fUQNcfHxwa0ES3U7XatkQDE4Z9kMmnKSQDjs7PrgXSoX7BYt9ttJZNJ+wzHx8emfAI4Pjg4MIKGa39xcWFK71qtZoAw1nUKSuzw8/PzRjwSs0LzjRqXxpl4PUhFXo97BOUdhTvg2pcNIP60rYEQC05lOgeAL+fBCbDy8zTTp6enKpfLevPmjer1umq1mt577z1dXV1pb29P1WpVZ2dn1lihHGu1WqpWq0bakcFO0+oEfrLZrIE93Ic0LayBTrCaz+90KtFoO1VoPKdjY2M2pBbSgIYYlSvrQK/XUyaTsVx5wBruWwCBYDBoJB8gP88491o0GrWmVLpulPf3921oOQPHnzx5ojdv3tg1omHH9YMy3O12G/DZaDQsgkeSzWrBmTYxMWE5/pA/ZCijPj46OrK1hAZ0ZWVFmUzGZn+gnAdYcUYTQXCiZIekRFnLvADnOoGiESAfQOzk5ESNRkPZbNbWE4BAlIlOohQnSDwetzWG8wAIAUnMnAtiFAE+ATPYKyAUaapxYAHOAcqx1hDxJck+m3Ot9Hq9tl+l02l1Oh3t7Owon89bdFE+n1e9Xrd7qt1ua39/34QP+XzelJ2bm5vmouB+RiXO+URpD0jG4STfpLek6Zd5/Oqv/qp+/dd/XSsrK/J6vfrWt76l/+a/+W+0vLxsPzMajfQf/Af/gf7BP/gHOjk50S/+4i/q7/ydv6NUKmU/s7e3p7/xN/6Gfv/3f19+v19//a//df3qr/7qT6SapI6CgHRGoW1ublpkKUDD+Pi4lpeXlc1m9YMf/EDNZlN+v1+rq6v63ve+p7/yV/6KuV6Ze0F0HoQCzwzAZPj/HAJOLco6TNzS3NyciRIAegC9cPmheoW8CYVC5vjAlcnsNJxvDKbP5XJaXV3VixcvTJjAeoRIhHoPxyBg2mg0UrlcVjgc1uPHj031C7hTrVYtUoeZSM6oXMBDxCfn5+dGehIBOj8/r+3tbT19+tTO/eXlpRFD4+PjevLkibn2uEcCgYCmpqaUTCZVr9fVbDZthgLq/cFgoOnpaRUKBVWrVas3vF6vCUy4Dk7AdjgcKpVKWU3b6/XMXTg1NWV1bavVMhCQSN+xsTG1Wi298847SqVS2t7eNhd5pVLR2NiY7t+/b3Vno9Gw55Vrh2hrcnJSrVbL1iycnB6PR/fu3dP29rbVeqyx1WrVCNh6vW7nAoU2Dh1m3gAalstl2+tQeTtJINbtSCRiPwNISua+Exik9kLpzPpO9A2AIbG8OPjcbrcRiTwzzCdD4Y2IrdFo6Pnz5+aeBXg/Pj7WO++8o/v376vVapmjfnV11dZy3Dr/oikHf9Lx01YDsg9zXVjz6YHZ83BjnZ2dmWuJ/f309NQAW64p15/rxe+xFkLSQQridD88PNTm5qb1pcQN5XI5BQIBi/+kp4QIPTo6ksvl0uvXr43g5HMBqENgT09PW29G34iggj7CeY8jUvF6vXK5XDbfEmfB3t6eRVA7HTqcM4SO/X7f+jdm0i0sLJgYBLIIwpvPdHFxYbFRtVpN3W5Xk5OTmpubs5pXuia4cSxL1/U980Sd0XQInoh4hDgiHnVyclKZTEbFYlHz8/M2D5B5lbgbK5WKEc/VatUcDI1Gw8R4YBSpVMrONwQ6mAO9IoIg6Xq2Jf0GEYT0fzibiIk8Pj7Wy5cvjSBCsNTpdBQMBm3/Y2YZ54r7izWP+4PvSZ9IdCVEF1HeuOfoafmcRMS2Wi1JsteiNub1ubb0Uaw1vKbTCcZ9i5uJmh43Ky5U9q179+5pZWXFcJJYLGbRnOxNw+HQRF2ffvqpDg4O9PDhQ3Mp4XgkZvn2uD1uj9vj9vjyjv9HeTf9fl+SbNDuJ598orOzM/2Fv/AX7Gfu3r2rYrGoH/7wh5KkH/7wh+bi4PjFX/xFHRwc6NWrV3/s+5CP7PxH0o2MTth+Yl/YYJ2Ka2ekkDNLfHJyUul0WhcXF/adKKS+GAlG0Vmv1/Xy5Utrwu/fv69isWgxLBA0zOWg6eR9+WwAevw54BVgPw4XgEYUDwwdpygcjUbWfNFoAPpBZjBIEtuoJJsP4AQwE4mEEomE4vG4JFnGP4V1r9ez4gSlHs3LwcGBCoWCDe2bnJxUqVTSwcGBxW8BHJHjSWYswz1x83AufD6f2fWnpqYUDAaVyWQsEgwbN2AJNuXt7W0lEgkrMiEcKJQB8ra3t02leHl5aREHiURC0WjUHDSoUdvttjXcRHlBhEAATE9Pa2dnx4Cv4XCoer1us0KcKvfT01Pt7u7afQNo5xxICzAAodVqtUwJjnWZQYoU/yhls9msqRP5N6QjStqxsTHFYjHNzc1Z/BIZ59vb21asASijXkUZxHBIr9drBSvKcZ5NwD4Urnw/gGnUjqj+ITzX1tYMCEeJxXPOM40Knudbeksw/Gke/1+vgU4nDt/bqdzi/oKk5XCuaTSorVZLP/rRj/T555/b/JOXL1/q+9//vr7//e/rzZs31jTs7OyoVCppY2NDpVJJH3zwgTmsyC9fXV21aCrWQKL9AE9QsDkjGrDFsxZAsDiBcH6H6DFeG6DJadVnn0AdTCTBYDAwQKtcLmtjY0MHBwc2PBRXwRfdFaztAAbBYNCexYuLC9XrdYu/Qk0GGAfoS9MeCASMbIhGowaMkukPaEvcBPnRvV7PCBGuIXM9UAhCMkjXTR2qdJ4lmj7mRMXjcaXTaQPyUPG53W6VSiXbk6S3s1Kmp6fNlcgzyJ4FgEU05fHxsRHFzhgO3uPq6srWNX6GuTooAjkvfr//BskxNTVl4gD2bZpe9i7mQ/h8Plt7AbzZP/m8gEw8S9QTfr/fvutoNFKtVrux97jdbs3MzKjX62liYsLAD0mm/H/9+rWOj49Vq9W0tbVl8TnxeFyBQEB37tyx5xViGCBL0o113CkoALDg/ahz+P8v60CJ/dFHH+l3f/d3dXZ2pu985zs3HBl/82/+Tf3mb/6m/uE//If63ve+p0qlol/6pV+yv0eJfXp6qg8//FD/w//wP+jXfu3X9J/9Z//ZT/RZAItRebLXAMzu7+9bjMtnn32mnZ0dnZyc6MmTJ/rzf/7P2/4zOTmpDz/8UD/60Y8UDAYVi8UUCoW0vLxsg7YRAwCAsLayH35RZQqAj6uu3+8bicbMHMBNhpRzrROJhDKZjOr1up4/fy63220xqqyhXq9XjUZDtVpNc3Nz5jhLp9PKZDLKZDIqFAra2dnRj370IwOO2u22VldXbXZBNptVKpVSr9cz4gbQBcU5bpjf+73fMzVyMplUKpVSt9tVoVDQv/qv/qsWncWat7+/r83NTQUCARNN4Gr1er3KZDKSrgm14+NjG8SeTqdVKBSUy+VshkyxWNQ3vvEN3b1719are/fuGVGBA8flcimZTFpszu7urg2iRmF+fv52ziCCI0CxmZkZAyB5rn0+nwqFgqampqzex4XOPjQ2NqZ3331XPp9P29vbqtfrOjs7MwcUqvLLy0vNzs5ajIt0vTYkk0lNT0+bGxcw9PDw0PbVUCikJ0+eKJPJWF2/sbGh9fV1i8tyigFmZmY0GAxUKpUs4rVQKNjsina7LZ/PZ7GduNgPDw+NKG42m9rd3TXnN7FDg8HA6vjLy+s5Pc6YXpzOV1dXN5wHzlhO5yyIqakptdttra+va3p6WvPz8yZMi8fjto/E43HduXNHDx8+NJEHkU/UOlxXnIdfNpHsPP6/rgE3NzdNYETsE8IBagYEEZJsXaI2xr1PfQi5h5ofxxE9JcKYq6srbW9v69WrV/r0008NxHW5XGo0GiqVSgbCc30REDrnsbDejUYji6Bj1gr7P+p8eiNEOM5IQZxY9HfOOWbsgxcX17NPnM5snLROogQyYjAYGFjdbDbNrcx62m63VS6X7fWotzY2NkyM4Xa7rb4EyGcmC+409i3I1VqtZoIY+kV6dsjlUChkccuIKIkqdYpAienCWZ5IJDQ+Pm7fE/J0bGxMjUbDXB38w7O3sLBg7jz6VOdM00ajYa7g8fFxlctlux+IFOM+w73OWoAIUJK9JmQUxAyE+3A4tPsAUSu1MlFoXPerqysje7iOEHNcm4mJCXsNMJJut2vxYKwz1HmIbqlP6W3BeBCyOp81SHLqZxyDzrlF9DwQX48fP5bb7TYRZq1Ws17dKUqSrmP2PvvsM/3O7/yO/sf/8X/U06dPde/ePRWLRT18+FDf/va3f+J17fa4PW6P2+P2+L8+/oWDEi8vL/Xv/Xv/nr797W/r4cOHkqRarWZKBeeRSqUsY7lWq90oHPl7/u6PO371V39V/8V/8V/8sX/nVK3SYLKRASoANOD0wJY5HA41GAyUTCa1uLio//V//V9tU2MjppCkyKE4ITv75ORE9+7dUygUUiwW08nJiQF3e3t7puCCOAA8QpHIZkuBQZGJwppoBOy7fFfiEthInTM1KHDZ6JlLMjs7K7fbrWazaUoQCBnIEcBwHBTYdmmYyP/O5/MKBoMGOErS8vKyDdodGxuziBaimbDv+3w+LS4uand31yzMgLPYYycmJkylDZni8VzPmKGhOz8/Vz6ft6FpzAjhn6urK3366ac31NEAYeSFMotgb29PlUrlxjBzlB+dTkeJRMI+FwQKRTbRVYCrZJeixIdsIYIHhxAgZb1ev6HKJzarWq0aQIh66+rqSmtra9bgJhIJy9SFnJCu1eFkclPY4mQC1KYZ4vpBYpyfX88Z8nq9lnk7NzdnVmwaX0i3YDCohYUFdTodSddD8UqlkrlJnIo41LCAodFoVG/evLFnAmU5zomjoyMbtudshJ3PA4QA9m0KWiex8Kdx/DSsgaxR3H80HdwrrDlO9w7XGzCQqC5y1F2u69lK6+vrevr0qaanpw2Q83q9WllZueHeyOfzunv3rk5OTlQqlcx5UK/X5fV6lc1mNTs7ayTj8vKyms2mrT00oKi+INV45gHGaewhMgB6uPdRH0oyMMXpPGi327q4uJ51hII5mUyq2+3aP5KMuAFocCrXstmsgQ1Ez+Bio+l0xlJB6qKmlqROp2NNq8/ns+com80a+Mtrof7r9XqmeodIZ+gn651zBg4Otm63q3Q6berlWCxmAycvLi4Uj8ctpojh0hAWiUTCZiOhjp+YmDA1sdMV6fP5FAqF1Gw2JcnuJ5fLpWAwaI3w5OSk5ZIDoHo8HlOxArIBhOO0qFarNr8hFApZJBfxM5FIRPPz82q1WqaQRbSACpx7id9lj+TzO+M7ARd4hvhdACb2Eqd6dWxsTO12W+FwWMPhUJVKxSIOR6ORzcGqVqs3ZiiwT6OcTqfTN+YXONWVrG8QOcTqQDCjQgYg4/t/mcdPkxIbwgIiA6ID9XC73dbm5qa8Xq/6/b4ajYYODw+VSCSUzWY1Pz+vZrN5Q/Tx8OFD5fN5lctlu9eJteEaANQSXwk4xDoMcIirFqeX855mntjW1pY5C6hNmakB+UjMEzN7uIcHg4FmZ2eNaEDBTXQibieELZ999pnFm/BMN5tNxWIxhcNhra+vKxKJmBsjHo9ra2tL09PTevDggd68eaNWq6X33ntPbrdbu7u7mpmZ0cXFhUqlkjqdjsbGxvTgwQNNTEwYmAow9+DBAzuv0WjUyILl5WWrrbe3t82dwdw/xCjHx8e2l2xsbJg7AcD03Xff1dbWlu0t7CFHR0eam5uzOpnnHEc0cVTNZtMcgqiUWQsgJbrdriqVilKplAl7hsOhdnZ25Ha7jUDP5/N2jSHYqdlxRW1ubtrcrXA4bPP5Op2OcrmcPB6P1aGIpqrVqkXfUls63VK4J1mvY7HYjagvHFCQeBBPAIrD4VBXV1c2g4r+gj0JQRF7nc/nMyIFpbcz+olrFw6HbQ4jQ+gR/QwGA4s5CgQCevDggRKJhH7/93/feieuKy75yclJra6uqt/vKxKJWIqAJAPpneKdP43jp6EGZO6YM/JUuhljzV4IqO4kEXB88HtOByh9M/21y+Wy2isSiajVatnaenFxPTfk0aNH9uycnZ0pmUza+7G29fv9G7FbOL/S6bQmJydVq9VsZhy1AfUf5CfOGNZHpzgSAQ69FDWdM/LbuWecnZ3ZnotIa3Jy0uIXJVmtzL7Pe+GkhURHqLi0tKROp2OiPNZA3Be4bumDWq2WrYEIRSQZWcE5Jqrw7OxMmUzGiA9qreFwaLNG2LecjiAICFwXCHnOz881NzennZ0deTweI2PGxsaMeMZt7vP5LOGAa0SMIZHk1CikZUDw46DLZrM6PDxUq9Wye2F8/Hou6/7+vsWOET0OUUJvwOfgPmV2CHU1pBIpDLi1id2i1+Ye8nq9FrcmydZP+mXW9NevXxsB5KzhIGVwmiLmYm3lfV0u1w3H4MnJicrlsu7evatIJKJMJqN33nnH1kkEDbzP0dGRYrGY5ufntb+/b/cnpBjPzl/8i3/R5rzS29wet8ftcXvcHl/e8S/sRPnud7+rly9f6h/8g3/wZX6eP/b4j//j/1j9ft/+KZVKkt6SIxAcKHpRCVJcUSyhTqFwarfbGgwGKpfLisViZo1NpVJW1KG+B6xF4Qyo1+129fnnn2tvb0+SrGmgcXGCuE6gnc8FwEzzxXdgGCgbMsMRyX515tBD0iQSCUmyTONWq6VWq2WFb7PZVDab1fHxsTkRIHkAkSYnJxWNRq2AwtJbKBQMdBsMBmb/pXjHXo01FeDGmQ/bbrdtYOjHH39sSqmzszNTUPd6PUnXA+xDoZB6vZ68Xq/a7bYajYYNSybWCqsq5IETNK1UKhbXdffuXSPEDg4OlEgktLa2pu3tbWtwcV5QrE1OTlrMCgNP6/W6nc9Hjx4pnU5rbW3NGvrFxUUj2+LxuDXwfKZoNGqDohOJhMLhsEajkUXrSNcqJhoChl/TQOPWKRQKNgSRuDgIDv6OKKOVlRVzutAA85pEJfn9fiMlMpmMqVFjsZjcbrc6nY45WwBXeAYYcBuJRFSv13V1dT0Lg3NIA8dziG2f+DxcKOS3Ek8WCAQsVonrQ5HqJASctn1JRsgRV/Cndfy0rIE4mJwRZjxXEMkAIM41EwU2RAeZvAzBbDQaevLkid555x29++67isfjFu1Fk7i0tKTHjx+r1WqZ86parerp06emJiPrHEcIzTUqKzKWndE8KP0lWfPJZwdkoonGrQHQJb112jjziLHASzKF7erqqra2tlSpVOw+QjU2NjZmbjzUkBDKuDcgZ5lNgpKbprHb7aper2tjY8PUwc51FnU68Q9Od9DBwYGpEbe2tgxMICPf7XZblAmE9uXlpeLxuMXPsAYA/hOFQ4Y5xCN7R7/fVzQatbi9RCJhM6OIgEA5StRRKpWyIbvERgJI9Ho9c0xwLwAE93o9i4k7Pz+3YaiDwUCdTsfIC6/XawNDT09PVa/X7VyPRiP5/X4jfImWAdDg2nPtGFLP9QQUZw92xppwvxFjBpkLMQwY7iTuxsfH1Wg05HK5tLKyoh/84Af65//8n+vjjz9WLBbT3bt3DaBgrhf3YrvdtujI8P85wBulLb/D+znnDfA8S7K9B5Ur0Xd/msf/G0rsP0mF7QS4JRn5zz4HuN/tdg1wef36tb7//e/r9PRU9+7ds71wbGzMwD0IEMA0HC+sUc7zj0OYeBri1hiijnKa/HtEPuPj44rFYpqYmND6+rpFhrKm4f6sVCpqtVomyCgWi+YYcLlc2tnZMUFHqVSy+D5nDN/h4aHFOUEwX15eqt1u21wyZpIQVTI+Pm51T6PRUKfT0czMjILBoA4PD1UoFIyMyWazKpfL6nQ6Oj8/19bWloFHoVBIv/ALv6B4PG6kO3UiBCYkgc/nUz6fVyKRUDqd1tXVlc2hu3fvnmKxmIlo9vf31e12dXZ2plwup8PDQ/2zf/bP5Ha7tbm5qZ2dHa2vr9v529nZMTeGJFuTyJU/PDy0KFXIgnw+r1gspmQyaW7A9957z/YzSJRer6d0Oq2pqSnNzMzoL/7Fv2hg5+7uruX3X15ez6766KOPTCADabqzs6PV1VUFAgE9fvxYg8FA+/v7tm42Gg37vAxtzmazKhaLKhaLFleZzWbV6/VMyQ8p1e127R49Pz83txXuFwBH6jmeCVTvzHHxeDy2jgKQAxZDxLA2s5ZSdzMTA+KKfs0ZFyTJ+iHEPufn59rb21O9XjfnfqvVUqPRsPsTl48kA9H5LH9ax09DDUgkldOJTH9H3+t0oLOv0aMBVjtjYVl72IMRQPHagNAIDvnZRqOher1u0X+kMXCfMYsRshsHQqVSUTAY1IMHDxSPxw3QJj4UAoQeGJIB4QUOguFweOOek2S9CGRCMBi013bWmJLMDQj4DQlA3QauABkJUZNIJGweJs/I3bt37ZxBNkrXxBVCklardeO6QRjg2sH9cHFxYdHUx8fHFt3KLE7WTvpG7vmdnR0jOO/du2frPAQ60dOQRbiyv/a1r1mPx1w55tIhqMxkMjfqco/Ho3g8rkgkYsJMotoajYbC4bA5LO/fv6+ZmRmrK6nTWK/cbrc5hhF1STIyJ5FImHPQGZkFnoE4c3x8XCsrK+YeofZkViE4B4QdYgccLxcXFxYxCamdyWQMc+CZIVUE96BTwMP3m5ycvCG0iEaj5nRk3ZqamlIgEFAwGLQ4UoRW3Pe9Xk9HR0dKp9PK5/MKh8N27XF3zs7O6uzszO6Tzz///E9xZbo9bo/b4/b4/+fxL+RE+ZVf+RX943/8j/WHf/iHyufz9ucom4ga4ajX6zbgN51O6+OPP77xeih0+ZkvHkRAffGgWWUTI9rKCSKi8pRkDZsk+3sy/ovFov7Mn/kzpvi/d++eWWXZ5CgUeE/eh+gOop/C4bC+/vWv6+XLl6ayoDh1DpEEEEYJ4XK5LBqKjFWfz2cbNAUcTgkKJQCj0WhkagQiKVAPEdFC/IgkcyVQ9NFoP3jwwNwWlUrFFLSAOQzR7PV6mpmZMUUS7g3AfiKfNjc3TYHCbJh8Pi+/36+1tTWNRiNtbGzo8vJS8/PzBmChpEH9MTc3p2w2q08//VTb29uamZkxgINsXgoqVJDvvfee8vm8er2e6vW6zQrAycKQTDK/UQEdHBxof39fuVxOiUTCzmWj0TC3xO7urg4PD61BJIs8lUqZmu/q6soa8Z2dHRvwTtF2fHysubk5xWIxy9xeWlqy++XVq1f2XDDf5vz8XMFg0BSnoVBIu7u7RhaRSUv8wmg0srkNNBYAoRSvzllAsVjMcliZxUM8D88HdvSLiwvl83lTEqI4TyaTN0Bnp+pwOBzq0aNHGh8ft2aCAnQ0Gml2dlaxWMzURgy9RF0MOYqrCxUYzyWkAqTQn8bx07IG8j0l3QBPaXZxqrCGfdFlAUiIsh5XQKlU0sOHDzU9Pa39/X3t7u7K7XZrfX1dpVJJd+/etSa40+kYGI4ryzlDiiHAvV5PnU5H7XZbk5OTRgRzvpyOAdRyzrg2iDi+Gw2mc1g4ayqNB+pB1szd3V0tLS3Z94SIZUA6xObOzo7FYkHQQEA7s7/T6bQ5EolN4jxeXV1ZU9ftdm2+Bd/d5XJpd3fXYrZwIUrXTd7R0ZG2t7eVyWR0584dc7sQleMkECCXiSMrFos2n6hcLts6ALCB0pvPRuRKuVy2+MZ2u61CoaBoNKpSqaRkMqmXL18awU1DJ8nWO5St3W7XGsn9/X0lEgn5fD4bkAm4IL3dC3nWGTSMgnlhYUGnp6c2EwUAZ3x83FyGqP4ODg4sChFVIsIFVIOAA7VazZSHPDcox9lHcAbQDE9OTpoQAOKWmMovxjg5HTsvXrzQ48eP9XM/93N69eqVrY/NZlOnp6cGyvK9AbYBelF5OuMi+DvAMGoA1kruwZ90ztxPcvy/pcT+k1TYOHlxETnrNNYPxCDM3arValpZWVE+n9f8/LySyaRqtZrOzs60vb2tr33ta8rlclpfX1ej0TAgGdLNGRfCeiTJ3tfpYOM6cE/xWj6fT+Pj45ZDL10PB04mk+Y0IxaJ2gCHGfGuKFLHxsYsrorBx+fn18Ofyax/+PChcrmcxb5Ib91io9FIL1++VDweVzwe19TUlJG11EhjY2O2zl1eXqpWq92oN58/f26fFZdFtVq1Gp06qFKpaHt72xTqkITEqtZqNeVyOXOTFgoFc9vVajUjgZzRhyjDAcQ6nY4JSRA+TU5OmgsJsoF4HMRQW1tbOjk50ezsrPx+v3Z3d9Xv9y2HHkGJ2309s6pararT6SibzVosYTweV7VaValUMmIGJX+lUjEHHucEoQPzd3AS9Xo928chBCWp2+2q3+8biEfcWqFQMLCSGtTpRmOPYd3qdDp2PolgZX4J+fuozp1rMuA2hDP7LkIGyDGiXZ3RiNT+gPq4HNjjEQJBtrEeU+MgPMvlcpqentbGxoba7bbNGUCEgBOG90EU8WUfPy01IHsTcVtOYR5iC0Qp7Bs4Qqi7ICjYW53kCWQ+s4T6/b49a9yjkA6IDSCwj4+PFQgEVCwWzb1eqVSM9IHQhBhvNpvmfGWvI+2AfYzvhIsUdb5zdh0pALwGZDuzd7gvpWtgHjcps0OIOuRcsDdPT0+rUqmYmxG3o8dzPdeMRIGDgwM9ffpUBwcHNjw9m80a0QeJiPueCD2ee2IfDw4ONBwObZ7M1NSUrd+QQojjWE8QVeJkqVQqevLkifVjmUxG29vb5tDY2dmx95qfn1c2m7VZhxDMl5eX+vTTT5VMJrW8vKz9/X3V63WFw+EbTuizszMT82SzWcViMRUKBYsOZN4o8zzBaJaXl80902q17O9wu3M/J5NJwyq4F6iDEPlwDo6OjqweaLfb9t+RSEQ+n0/tdtvcwpAUe3t78nq9Vjs7XfXcN0RvvnnzRh6Px2YUIg7knuK5wg1JUoYzhhWCiOcBl9br16/14YcfWuwa90kgEFCr1dLq6qri8bgSiYTu3LmjcrmslZUVdbtdDQYDVatVm4cyHA5N4HJ73B63x+1xe3x5x0+EMF5dXelXfuVX9Bu/8Rv6Z//sn2lubu7G37///vsaHx/X7/3e79mfra6uam9vT9/85jclSd/85jctc5/jd3/3dxUMBnX//v2f7MP/n8WhJMtVp3CmSKSwxCrK7wE8rqysmJIqFovp537u5wxsuXPnjgE8NMNEgmGNRfGOYpZZDvfv39eTJ09MFQlpQ6wRiiwafRongGGacBqcQCBgxQrf4fz83DbNq6sra7Q4JxACFMMTExMKBAIGSE5NTVkuPwAgBECn0zELPmD6+++/r3A4bEPZc7mcDcNFlQZZgWqFuS7kRjOngBkhxGe5XC4tLCzo+PhYpVJJjUbDGnacL+VyWXt7e0bmULiNj49bpnM6nTaHDQ0fMxQ4N16v15Th5XLZYn0Y0nx5eal8Pm+g3OTkpOr1ukVwzMzM2CySubk5pdNpLSwsmKqeODcaDZR7kBl+v9/IkIuLCw2HQ21sbJgNeXp6+kZjThE2MTFhAwkBXlqt1o14IcBwAFwszsQ08Hni8bh8Pp8pYff29rSxsWHPDs0arqhOp6Nms2lKLwbXn52daWNjQ0dHR8pkMpqenjalKOAjQAH3td/v18OHDy2WASDE4/EYEXZ2dqbXr1+bM4ioM4BgSRah4my4eK4hP79sJ8pP2xrIswxBwlpFA/3FcwA5x88R3eeMVzg5OdGPf/xjPXv2TE+fPjUyjvWHRmZ8fFztdltbW1sql8va3d2VdN3U40RAYdputw0Uj0aj5orAFYeqkddlvUV55/xuTrcBJDHAGKQCoI7z3pBksygkmfOkUCjI7/fr+PjYsvIB+gEFUeyh7mSYO/cqP89cEQb0sr4B5tNYTUxM2HwWnBg0rijtaLxYB6Vr5T1rBKBSKBSyppl4v5WVFV1dXdnAXWImSqXSDYUuQCdqvLm5OVMfolbEMSZJc3NzBjhwfiDVif3hvgQMQNnNfRiPxzU5OWlkGvsTynqGbqOOJlIHoADyv9lsmtoOVySuHBwJOPhYW1Ht0jTzLLDO4noj3oR7kTXIGR0VCAQsy71YLBrYe3p6qsePH+vP/bk/pw8++EDvv/++QqGQDg4OLNJuf3/fXgOnCPcAID21gsv1dhAuzzN/7gTMUCICLLEWfhWU2H+SCtsZTehc81lTuHYAaU7AqV6v27MBQLmzs6P9/X0jpogAxCVMncRzjAMQQJG/d7vdRnriNiL2BKeVc4AwACDRTbVazXL5yWa/uLgw8QpRma1W68aAZdTKp6enplAFkIJ4BNihzgsGgwoEAkYwTkxMqFKpGBg3MTGhWq0mj8ejmZkZcw1WKhUNBoMbSnTnPL/Ly0tz0Ozs7Ojzzz9XvV639ZxIHNauq6srhUIhW48hwMPhsNLptCl3WTupP3BoXF5e2gw5Z31IfUmUD05xanDml+C4ANQEGIYAYHZNu922qErmosTjcasJi8WiVldX9fr1a1unjo6OVCwWjSzHCQohzbwQZqxwvVnLWBMB9QAhA4GA7UPsN/1+/8Y9zCw9SeYuZm3EFYCzxOPxmBKaa4C7kXWfutXpbGBuFzFw7PFOkRv35cTEhIlwTk5O5PP5rM84OTlRKBSy3gYynvqPe5J5Uji+IGP4bBA09GX0RF/G8dNWAx4cHNyIc+S6cH6pvzknTuKD+wsAnPrfWbtTF7VaLSNVuP6Q2JDJrKXBYFAzMzNKp9Pm5KL3hLjBrcAePhwOtb+/b64m+krWFmfMlsvlsmgmCGV6ZwBp9gb6bvp/9k7qLupOp1MekQ19OcQ3c/SIJXbusbFYzNxprAGIz3DNQDBA/Jyenmp/f9/EafRbkiyBIpVKqd/vm6iQ2gRXLqRlNpuVx3Md/4djIhqN6s6dO+bO414oFAomBMLZRRoEdXMikVC327V4wtFoZPPbIJUQH0Fi4UQpFouKxWJqNBoql8va3t5WMBg0IRVxcKlUSj6fT3fu3FE8Hr8hmGMdZq4O6wff1+PxWFIFLsBsNntjlh8uN+o/BsYTj+t0BJPacXl5HUsIWQjhPhqNVC6XTbzAPkjPwgwo7jFqAdw4zkg73KxOURB/12g09Pz5c1UqFZuJhfvE5bqeXdlsNrW1taXNzU271gsLCzfIc+6zXC73R9ao2+P2uD1uj9vj//nxEzlRvvvd7+rv//2/r3/0j/6RNXqSbKB1KBTSv/Pv/Dv69//9f9/iTv7df/ff1Te/+U194xvfkCR95zvf0f379/Vv/Vv/lv7W3/pbqtVq+k//0/9U3/3ud/9Ylc3/1eEED1A7Of+MIo9CH8KDTFiKPqIHaCCWlpZMTYmNXHrbqDtnPQBUUnzk83k1Gg01Gg1TyU9PT9sAXmdDQDFKQ4WSi41ZkgEqFLgUnoCPjUbDADCKaJfLZTEuHo9HqVRKxWJRtVpNsVjM3CdY+s/Pz5XJZEytQ6YpBTUAUDwet7geVNBEd42Pj1sMCc0TMV9XV1fa2NhQOp3WxMT1oGWysynYYrGYKS0onMks3dnZsevGdWawtNvtvpH1TKQAw0+j0agRaouLi+r1eopGozcUmYByvC9Oi7m5OQPgYrGYgWpE3jDwGOsxqj3mLXCOKQKJzIH0wPpbKBT0/PlzU8SgqstkMgYMEWlAo0+BBUhJ/AEqVpw8gICA5ePj45ZNTTEOWUNTQcPLLAwG2e/v7ysSiWh6elrtdtuKa5RiKLlQUUMcEvvlVETm83klk0lVq1V79gDqIZXq9bpdD8gvQHOeZwhSilDns85/f5nHT+sayHfnwNIPyAeYwbmRZO9FxAhq2IuL6+Gba2tryufzmpubs/VkNBrp7t27mp6e1ubmpur1uoHczvWW5xNXC/EshUJBT58+NWcHCjFnDBHr2enpqbmbiH6heXS73abEg2hABQjB7JyvgbsMMJzseWYH0eQyh4fB5dx/DKBGHQup3Wq1rPEDxOScAtKzJvP+NNU07ETCcE2IFWDN39vbUz6fv6GKBAST3oICNGuZTMaawMvLS8vPh2hAtc3nyufz5pIsFApGoqbTactbx63Ed8XF0+v15PP5lEgktLGxYQAYJAZEtHNtZZYAazcNLddckq1TEB7cx849g8hN9hqnSwjghH0XIAbFLe/De5JRzlrKPsX9BBAoycDMdDptkSC4WiHIC4WCRYZCdODEcc6+iMVi5vRKp9Pa399Xo9GwGDQIJqfDDKUt9Y4TGHPGsrAOONeFL/P4f1OJ/SepsJ1Z/twHKK4B+CBQmMPAuiDJzhWKetxqT548MXAbkM4J1BIPwtrrzD5naDpCG+f8CieoTO3kXL86nY6518jCd97jAKZcc/7B5QYYiagmlUopGo1qfHzcomMgDBG1UFMACjLfhvoRJw/1lyRzsKHYdQLW0WjUgDUALM4t54c5J4CvXHtiCZmBRA0zOTmpZrNpjjoIBn6GwcHHx8dG5PLs8t1dLpdyuZwBoYihnPUzLjpqRtTf1BeQ0qPRyAgdZsq4XC5VKhUtLy8rEonoD/7gD8wBxXWemppSrVazOobX5j5qNpuqVqu2J/Gd4vG4za85PT1VLBaTJO3v7yuVSpnLu9PpqF6v6+DgQPl8XrlcTv1+X+Fw2O4VSUZkpVIpeb1eI7BdLpfFquIskt7OB8AFhWiDfxO9E4lElEwmbS0dDAY3njueNwhIQO94PG6xtktLSxZPw3qOmIK1FrKbZ4VIYIh0p5DsyyaRf9pqQBw+0k2XhiTrCan7nPs3daEkq0s4qKnZM3GmsH/iMqGfdYLB1ByIO3ArO+ehUQsgQJmfn7dryvVkLee9idwaDoe2hvO9WNec6zP9IDOCDg8P5fV6Lb6Te5dn27nO8Z2pFaghqCWJNMRpg5sNRywiNhzQCB0R6fG9cdF5PB4VCgVz5CP4gCD3+/1WH7CPIMRjZiDRT8RXnZ+fq9/va3Z21ly8kFbMVvL7/UZIOZMiiDwjThkxDYKAq6src+7R+x4eHqpUKpmYE0KJvz86OtJwOLxRM0JKU68ivuIZhnQlfYDzD4HudJ05XYdOwrXVahm2AwmDGCkajRpWhPMFNx57BD02olBiQPkuCP/AB5zYDvemc69G0BQMBu3cjI+PG1Hz6tUrLSwsaG5uzpxMRJGBJ4ATVCoVbWxsKJVKKZvNKp1Oy+PxWISldO0SdJK1t8ftcXvcHrfHl3P8RNXl3/27f1f9fl+/8Au/oEwmY//8z//z/2w/89/+t/+t/spf+Sv65V/+Zf38z/+80um0fv3Xf93+3uPx6B//438sj8ejb37zm/qrf/Wv6q/9tb+m//K//C9/4g/Ppsl/s2EBJlCEQ0Lw305XyuTkpPb29mwoJoM679y5YwQIsz6ccTk0WRSh/X7f5k6g7AfEIYYBBSRNJ59VkjVgzWbTGg0iXyApUERQRAH2u91uyxtGOSdJkUhEhULB8mnn5+dN+dxut039j2rv6upKjUbDiuzd3V373BSIzpkkKJaZCYDK7vT0VOvr65ZXTSZtNBq9YTGnmCIaYDgcmrKRqAiy4VEznZ+fKxQK2bwRlI0TExOKRCKW+xoKhSwmCvAKIgjFjHPmBoWuJLMGp9NpLS0t2XA2yBZifijiRqOR0un0DYKH64nC3amELJfLOjk5UTwe18zMjJ2Per1ukQadTseuBerBfr9/41o4iQKKSu5zziEg3vT0tA1KRInjdPqQH0uxCgBBY8g9AjDb7Xa1t7dnCvHBYKD19XUjahiCyHvQNDG0j2aj3++rVqvZ4O5UKqVKpWKDBQERAWCcxSrNOE0d5MCfhgOF46dxDeQfJ2DqbHj5e8A3p1IRRR5RCpeX14Otw+Gw3eeZTEZnZ2fa29szpdzR0ZE2NzeNWKHJdTYJEAper9ci62ZmZlStVk2RTbwhRCqEH+AdZDcNL9eVddG5/jsjRTgfqBdR3RI355zxc3h4qEqlckNxnEgkFI/Hlc/nTY1G7nav17M4g4ODA/vezqHPwWBQiUTCwHNAIdxUPLd8bwgQgFgI6sPDQwPGnIQlcVj8DKQn8xCcCnyaUOJOWPN5FlOplGZnZw0UJmoCsL9cLlu0G+e01+vd2KsCgYDFtrEHoma8d++eFhYWlMvljJwgHiabzZqDjVktRLvwmsQ1EPECiUSzzLVnnwVQAcDg/gIAoImmQcc9yHri/Pzce18E55gNwT0EaQnJs7a2ptXVVZ2cnKharWppaUmZTEaVSsWeK9ZAwM9Op2NKXMABSQaKcX34fDznzrg7hCIokGngv8zjp0mJ7YwwgWwAzOOaQKKgDoWg6Ha75oCqVCoGGu7u7qrX61mdEY/HLY6GWgxHGs8ypA0iCogcj8ejfr+vdrtt0YoALNznODcg9IhkgrzhfallIBKazaZ8Pp8ymYxFoQGw4AiYnp5Wo9HQxsaGramQ3gBjqHzPz8+1tramlZUVI3ru37+vubk5q3M3NjbMvcu8JNboaDRqdRkiIyJxcBMvLi6aYIfvznns9/s2g44o2Fwup/Pzc+3s7GhlZUX7+/uq1Wrq9/vqdDo2j4dYwVAoZDUjjg6eG5/Pp9nZWS0uLmpzc1OvX7/WcDhUPB43RbQkBQIBq89RAvf7fYukgUCq1WqKx+N69OiRFhcXjSQhRi2bzdr+QL+B0CUUChnQitMHB+LCwoINuqcu7fV6Fi1GrBhAON8VN8jV1XXEIC4lhBHcd9zzENXcp879iOgjr9ermZkZeTwei9rBUed0Sc/MzOj+/fvK5/M208YpgHDu29wPTscIe9q7776rBw8eKJlM2vVgjWRPhSykzgAER5jgjElz1oVf1vHTVgPybDpTDVgHubbcI84+lnoEMp6fZ3Yk/Y3TXcdeMz09bfuTU/BHTcH7InLhfnW6xyEoJSmbzZpTBSeIM10CF50zEo4aEGKW/ZqeAYLh6urqhpCCZwGxH2s6zzt9OrgBNZPToeIke1hnIYr43IjZSAEYH7+eg4E4j/uzUCiYW2phYcEcvtSO1DX0f5OTk+ZGDgaDmpi4nsV5cnJic15PTk60t7endrutdrutk5MTq7MQ+0FCZrNZSdekx87OjnZ2dm6smRCjRELjXiZS8PLyUgsLCya4RGTndJl7PB6Vy2XVajVb+6hZotGorYMQXTz7Ho/HEia4XtxDPp9Ph4eH6na7KpfLtrZyn1KvkrbgvFcnJq4j3CGCcWhKMgGAy+VSvV5XtVq12VT0Q+vr64Y5zMzM2Dxdp3iFepy5sdJ1HUrMWiQSMTFjLBbTnTt37OeWl5f18OFDm92Tz+dt1hX9BnXNp59+qpcvX2pzc1OtVsuc2aVSSaVSSS9evNCLFy9+4nXl9rg9bo/b4/b4vz5+IifK/x1gcmpqSn/7b/9t/e2//bf/xJ+ZmZnRb/3Wb/0kb/3HHoBsgBhO5SHFEUMMAfecVkeA56urK1UqFaXTabOUxmIxra+v26BsNi42f8BEgB2KC9QOjUbDBvxiD6V4ZdOmCOX1cZU4Gy6UCiiyyGTHReL3+zUcDs05AsEBuBOJRGwmCOpYAHVUFigGKeparZYpeCWZQvHo6Mia3Vwup0qlosXFRQMgaARxGwDqV6tVG7KJGrXZbOr4+Fibm5sKBAJ65513LLqCQqtQKJhjJR6Pq91u3wBxeX2KkpcvX+qXfumXNBgMtLW1ZTMMJiYmtLOzY8pCCCiirigwXS6X5dRyrxeLRa2trenk5MTU5sxH8fl8ajQaisViqlarRsgEg0E1Gg2z1jK0zzlck0xWGmwAOKzFkjQ7O2sEQzabVSQS0cbGhnK5nCSZ2rVSqZjajkYCJ0C9XrfGFcDYqQ6leCcmDZA0nU6rUqlYbAZNOvMvJFnzSmQF4A3gJoUpDcnl5aWBpcx14P0kGfmEKhVQ2ZlvTYOD2sdJpnzRhUKj82UeP21rIK47lMko6WkKnYSyE2xlLXQqFLvdrg4PD20u0cbGhvr9vj766COVy2W1Wi3du3dP5+fnajQaBrRBKNIQACS7XK4bc4Ygo8/Pr2f6tNttU1ix/vAagG5cQ4gQ7kdJFkuDQ4mIKq4/BAquBwjE4+NjlctlA5vOzs6USCSMmAiHw8rlckboBYNBU9lWKhUbOu0cah2JREx5CMgPEYUiEneGJIXDYVM0h0Iha2R51lgLIpGIms2m9vf35fP5lE6ndXx8bA3txcWF6vW6BoOBDaWWpEwmY4OqJdkQZohSBkM7Iw8ikYgBwKlUysCG0WhkbhK+J1FF+XzeSGga+svLS4uecA62XlxcNHKYZ5w4CvYjlISTk5OKx+MWIcK5ubi4MMLEmUMNoQSR73SmsR45B7MjQCBSDYUh8UcQU4gWiByCzGaQLO5TiOpEIqHNzU2b25BKpWwY9L179/SP/tE/sn3s448/NuCh3W7r+fPn2tnZuaHUBfziu7DG4YQADIEgAAwFxJL0pYOIP01KbL6vU7UOMYx7kevEuWQvQYDCOhkKhQyYZZbIycmJPcuvX7+29YhoMJTMkFxOgpTvQW03NjamTCZjggnm/LTbbaVSKYXDYZvlc3Z2ZiAj6yzPNgAxym6ey3g8buA3ql0cd8zvYK0GKAXMI1qPeBMnMB8MBpVOpy1SlZoO16h0PV9la2vLagdU4dJbp2OlUrFn5ODgwNZQallEGC6Xy+YPeDweJZNJiy1NpVJ68+aNzs6uhxa73W575plxhIPI7/ebkCOVSpnwIxqN2meCMJ+fnzcSmPPBnIa7d+/q7OxMw+FQ3W5XLtd15CDq8qmpKQPMKpWKfWafz2dkMRGsPNuoj1utlobDobLZrIGtJycnevPmjSmJiWhkxlOhUNDV1ZW51ajhGo2GOTtx+QDgUe9B5CE4gFCp1+sWB3lxcXFjv8KhXC6XJelG/C9Dry8vL000sLS0pLOzM62vr9tQaqLAqA+chCIA4djYmO0nCJkg2Hge79y5o2g0qr29PXMU1Ot1cxpRB1KX/GkcP201IK5Xp9iEdcrpzuNzQWg4iXpqQmpt/p/XgMiitnTuw879xTn3DCe+3+9XOBy2eKter6dEIqFkMmn9Ujqd1ocffniDsOE+416mVgUk5zpANlAPOd1OrO3skRDRrVbLekFAfu5N+iPICGZgIE6g3naKtahPO53ODaEIa3s2m7U1vVgs/pEYVb/fb46MUCikTCZj8zMgNulX2fMQNyGYc5Jlp6enFg3KfFRmlrKOMF/D5/PZWsL7cf6YGci8ENYRnLy1Wk2RSMRmueXzeb1588buSYQNgUDA1kocw6RFMPtyf39fxWJR29vb6vV6NrsOgQv1rTOpA5EryQuQ5lwTj8dje2omk9HOzo4uL6/ntSB88vl8qtVq8nq9dq+Fw2EjiMGZJJmL++7du6pWq4pEIkokEiqVSsrn8za/xCnSdRLIxA5L19GK1ILLy8uam5vT06dPtbCwoGw2qx/96Efmaqa2hozj9bgX6vW6SqWSJXZcXFzYM089cnvcHrfH7XF7fLnHv9Bg+Z+WA+CZTQLnB//tzDsFTAdQprhEmVOr1bS5uWn22lwup2QyqWfPnt0AJChUACoAvZ3OBL/fr6OjI62trZnKn82Oz4KalIxTmmQy+1EdoOSZnp7WYDDQ/v6+Za/ynk7QwefzWbF1cXGhUChkwA/5rJw3GhwGrZGTDYh2enpqYBTgAyoQZmqsrq4aMDA+Pm7NF8qxzc1Ni9ECuEXRw3e+d++ems2m2aOJXADcrNVqBnh6vV41Gg0b4o7qKhgM6mtf+5r29vY0OzuraDSqRqOh8fFx7e/vq9/vG4k0MTGhH/7whzdAvaurKy0uLpqd2Ov1KplMWrzZ3t6eer2eHj16pB/84Aeam5uzKBcUKsPh0K69z+ezQa47Ozvq9XoaDoc3GlNnFAiNKGSE2+1WpVIxUBewdX5+3qzXFxcXptB5/fq1xYENh0MdHR2pUCgolUqZBXw0GtnsBuJEALEpmMkipsGYmJhQv983IBw3AgM/id4iqgjVF691enpqwPLV1XXO7dzcnObn543MohE7ODiw+5xnmGeb5xzVK8QjzZwz5gnw1hn18lU9nGCEpBuEEo0waj/IUNYyCDx+XpI1VXNzc5qcnFS5XNbTp08t+gPSrlQqmdJMks09IkYBBRZrY6PR0P7+vjmzaNac+duQf86Cn4aVNdftdlsMDgA035l15fj42BphnrfhcGhxNsTZEVnFcOaDgwObOVQoFIwEJ0bH6/Vqfn5enU7HlImA69PT02o2mwaEQqRzjgD9cMktLy9ra2tLrVbLIgW4TsQgBINBew7Yl66urtRut7W8vCyfz6fhcGjNuvTWgdTr9TQxcT2Et1Qq2RBzYhhR85Il3e12zenH9z05OdHOzo4ymYyk64a12+0qkUjYM93r9YykiEQilrPOPQBIAOCCQhQgBOCHhh7AU5KtH9Fo1M5/s9m08yTJIhkAkrnekEqAHpLs3gQM4V4DoI3FYhofH7d1hP0ZYIfaAXEBM6QKhYI+++wztdttczjislxbWzMhA3s24DmOiWg0qvX19RuzEqhRIEpwM/KscJ2oGdgznOA9a+6X3UD/3b/7dyVJv/ALv3Djz//e3/t7+rf/7X9b0rUS2+1265d/+Zd1cnKiX/zFX9Tf+Tt/x34WJfbf+Bt/Q9/85jfl8/n01//6X/+Jldis79R2zsg19izcEgAM1IisVwDSEM4nJydqNBoG/gFWMF+H9cbpKmMNDofDJjZx7kHULTj9APRQAweDQRO1UOewJkIWtFotiyEFWOJ99vf39eTJEy0uLlrsynA41O7u7g3CAiAyHo9bdAzraKfT0XA4tLWQ6KqlpSX5/X6r/XC+4GB89eqVJGlpacncWvv7+zo7ux4en0qlFIlE1Ov1tL6+rlarpZmZmRszDiTpgw8+0MuXL22Q8tXVlVZXVzU5Oal8Pm9zNCQZAUDECqSrk6B3ipSIDmo0GubWmJ+ft/o6nU7r008/NTf50dGRDTBvNBpqNps3CBPI0enpaSPEHj58aCQ53w2xSDgctnvh8ePH2traslgx1qmFhQXt7e1pMBhoaWlJBwcH2t3dNbHX8fGxzWXgmcddyaxEXALEjWWz2RsOy36/b/VVNps1lw3kGe4Sai3qRkQSzMOjLwA8np2dVSgU0tbWll68eGF7EPXsxMSEotGoEYCQgxC/Xq9XwWDQiMvhcGjuINY9an2ATemauEW8RV9CLUlvx1rwVT2c64/TvQ2YCxnpdJZQk9AHS7J9j7+ndx6NRiZyYI9xuk94b/7NPsZQcpIZXrx4oUajYUPZp6en7TlhZiTXGdevUxCA+FCSuT4gbZg3CVjPWke94ZxDifMGMJ8IQRxRzrrYee84zzMul3w+L7/fr1qtZk6I7e1tTU1NmdgNccrx8bG63a68Xq/F/x0fH6vVamlhYcHA/EAgoOFwaEPs/X6/CoWCAoGAdnd3TXwHqZvL5fTNb35Tz549Mwzk9PTUnD3RaFRLS0sajUba39+3+VtEEZ6dnalQKGh8fFyVSkXFYtHmX+IgoTbE4YrrLhAIGAnrcrmUTCY1GAwsRWFmZkaHh4cW1V0qlSzBgtqM2S0kLoyNjVm/7ZyHiBiKewwyaGlpSe1226IST09PbX8iehuClx7G4/HYz0qyNSYajRoxfXV1pU6no4uLCyMwpqamtLW1pUwmY+Q2eAFuKggMpzuVtfrBgwcW4RuJROx6LywsqFKpaG9vT++//77evHmjvb09cyI1Gg3t7u7a2n18fHwj0QTikmvkTBmR3kaI3x63x+1xe9weX97xM02icNDkomogexeFOwWVs6hC4eS0kx8cHJj6Axs8YDUNmVPhjsqLTYwc2F6vp0ajYQMhAeJQyLCxOd+b4nA4HKrRaNiQOGKbaKJQWLJRE1kCuMNnIo7q7OzMVLUM6YZIGBsbUygUUqvVMpfA+Pi4BoOBgVGxWEy1Ws2U2FiVz8+vBw2ijI5EItbU89k8Ho9lMgNwUED1ej0tLCyY8yWRSJijJZFI6OHDh6YEdLvdev78uakLUczt7u5ao4XCkEbM6/VqeXnZFHQMlKtWq5qZmbGh75lMxkiKx48f6+XLl+ZscZJhxFPt7u6awoZIDxQyTjX32NiYyuWyJiYmVK1Wbb4I8Tio5ij4E4mERYhsbGwYWFYoFMwaTcY8yiMiMTgHAOTxeNyK1H6/b02nx3M9iC8Sidj9CAHh8/ms8ON9AIS5n50Z1kSaECtCtIUkOxfkuRKzEIlEzFU0PT1tri3cB5ubm/YdeFYAtWhg+IwAiM6GiWaQwtX5Z1/VgwYDBSGDgKW3M1IgnTinrCEAiKwHEIEA8LFYzEB/Grbt7W1bTyCGeS3WYAiARqNhVnVimbgf9/b2LAJga2vLPjv3wuXlpYHVgDA4xFDRORsqgDinG4V7jKiAi4sLG0zNXA6aW75zr9fTO++8o2Qyqc3NTV1dXWl9fV2DwUAPHz60ob3hcFjBYNCcEsTZdLtdXV1dx71MTU2ZKnxmZsbu9UAgoHq9rlAopGKxaPMjyJJuNps2o4a1BYcRUVAQ7TTM0WjUYmQAWlGd4pZDLQ3pc3BwoFAoZBFXAC2pVEonJycWOzg/P39jb6nVapb9j0J6amrK3IL9ft+cRahMm82mBoOBDTkGICH7HzKUAc80um6322IgIZT5c0AUVOVut1vNZtP21KOjoxt7L9E/RD0ChADcESfhFEc4SWav16ter6fZ2VmNRiNtbm7q/v37Ojw8tHu1XC6r2+1qMBhYFNxoNNKbN2/M8XL//n29fPnSSK7PP//cHKjD4fCGGxUg0Cn6ACSTdMNtRi0C2cjPsQ58WcdPkxIbwJg1ghoDAox7AxENf9/r9cxNAdhLxBH3J8O1mSMEgIZriex9QJLRaGRrDpGrkMaSLNYPcEWSuRNQGzujRQDHq9WqstmsKbcLhYIJGyCKQqGQSqWS1UHUUffu3VOj0VC329XBwYEWFhZseHk4HDa32vHxsVKplFqtlr3GwsKCXC6XMpmMqtWqtre3lU6nzdHF/BHi3Kj9iG5cXV01p0yz2VQ0GtXdu3dVKpW0trZmWf65XE7b29tGhPr9fqVSKbndbu3s7JjIh3OSzWaVz+flcrksUpA6uNFoGKiFkKTf71v0DSQws2bOz8+1srKiw8NDZbNZfe1rX9Ph4aFev36t1dVVc0r4/X7L7GeocKfTsci+0WikXC5ndR8/z6D3ra0te08izb73ve+ZYKnf7+v58+cWz9ZsNnV+fj2rMBAImKDn7Ox6GDKuUaJ3k8mkisWiEW7MzDs7O7OoSmoDXp/1jf6CqNZ4PG7E+XA4tHsespnXZe8EbD84ONDe3p6q1eqNuQbMdCgWi6Yol2TOfURs4+PjVitD2NCXRCIRu2eJNHv27JmttQi5ut2uMpmMrq6ubKYPBOtXlUgBjHc6LyTZ/1NzOecZQUqwRyOwYh+hhoIEQZBIX02fwB6D+4EeYTgcWqzeixcv9Lu/+7tqNpsWffe9733P9qZ8Pm8gMEQHsUWhUMi+J4IGYu9Go5EByc446KmpqRuOFcgSj8djBHM4HDZyBZcUjiuccNJ1rUD8Nf1HLpez88c9WS6XrQ6CpICMIaWhUqlodnbWhEpLS0saDAb69NNPNTs7a2tWNBrVO++8o+3tbROx7ezs2FwisAev16s//+f/vGKxmAkrNzc3jVggceLk5ESrq6sqFosWCcjsLLfbrSdPnqjT6ajZbGpmZkahUEifffaZEomE1YIvX740LGNqasrq3mAwaH0AQkxqVDAW6ttMJqPZ2VmdnJxY/4DQoFarKZfLWQRhJBKxPpPIL8jd4+NjZTIZu9cQKZB4Ua/XrU9kTSEWDGcg9++bN280Pj6ueDyuRqOhQCBgrmveA3EfrvdwOKydnR09efLECBbIC6LDjo6O9J3vfEeHh4f6nd/5HXW7XeXzeU1OTqrRaJhYsNvtGsnzox/9SNFo9AZZgoORGsSJa+GyZD3GQep0y3Ifftk14O1xe9wet8ft8RPORPlpO1ASApw5G2fABjZ451AylDYAf8QE9Xo91Wo1K5oYGOcclAY4i/UZIsNJ3IyPj5tNc3Fx0eaEONX1ZNFi75feznhxvk+tVrPBvrFYTKlUysgVcppxFbB5AlzTsDBMnWzVyclJs/3TmKHQk95aUFGcZbNZU2CSxco53d7etngYCppOp6NoNGo50cQ78PkogomF2Nra0nA41NLSklnPu92uuVO63a7ZkGmqiAzzer1qtVoaHx83xwuF9vn5uXK5nBVEAPKonk5PT1UoFLSwsGCq80QiYYrT1dVVKxpRfKKC5p5DIQyoS/EeDodVLBaN1ENtTqGPypVoh93dXSt0KOrIK6eI4rpwv0ImuN1ueb3eG5nqKMRQgRJ55CQW+SyDwcByc1EYAWQyL6LT6VjeutNCTH48RSkF8t7ensXMAdTzzNAYud1uPXv2zJpqlO28B0Ag4DxKOZ59iEB+lkgVikaepa/yAUFCQ8rahzKdOCbUt0RdAChwfliLBoOBtre39fnnn5vraGxsTJ1OR71ezxRgNO28xsXFhV1HhsnyTH7wwQfWLLdaLVNFoxwlAorhsm632+Zn8CzTKDlV9twTo9HIyGZi6wANJiYmbC1BdQYgzzpfKpXU7/cNjBqNRqrVatrb29Pr169tfen1etrY2LDnyOO5nhOESpl7FTcXatixsTFzv2QyGXOC8SxyHdnP0un0DQAAZx9qSpfLpW63a5+9Vqup0Wjo6OhIjUZDlUrFFMbD4VDz8/PK5/O2RjijEYrFooGwKNEPDg7svLJnsA5B4qKg9/v9Nn+B74mKj0ge4g9ZJx48eKB4PG6xEYFAwMC0ubm5PzL7CnAGsQRzD5j1xd7Hnsi646wLJNmgbVx0X4wEqVQqNqfBGXfC3ka8xLvvvqtAIGCAKvc/8ZPcL6VSyQDgXq9ncRgAkGNjY9rd3TWCnnuKdY9GmD2Fv3MKN2jiAb+4r/h/5zP+VTwAY5wqWe5Z1LqHh4cKBAKamZkxoop1jfuV32Edu7i4sMgZCEfuK+fAZa6N9DZuDeBiMBjYvYSThWuEUAchBypqiAG+SzgcVigU0srKis39YAYdufG1Wk31el2VSkW9Xk9ut1vpdNrWpmQyqcXFRQOKpqamtLe3p+3tbZtbBLE9Nzenb33rW4pEIiqVSvrkk0/0gx/84AZQenh4qFqtZuvE1dWVXr9+be5gVMGhUMiEGrlczpTWxHgCCH7yySfa2toygiSdTtu8E5/PZyKN6elpFYtFHRwc6MWLF9rb29PExITy+bxdk3/pX/qXFI/HDXA9PT01gU8+n7fhzAwqPz091dzcnOLxuM0vKpfLOuI7e8EAAQAASURBVD8/V6FQUCKRsFit+fl5i1hDQcye1G63tbKyotnZWSPf7ty5Y/0J62CxWLTZLqlUykBOInxYg6enpy2OByEPKn7U1biliWUENMdxiSii0+lYbK/0NioJkqpUKlnUDy4k9jAAeuI1eV6Iw4XIGQwGWltbM6CPXgyi27mu4oYi3iYYDGp5eVnBYFArKysWKYnDB6J0OBza7MqlpSUFg0GL0WVuA65wejJJRqZ/VQ/qvePj4z9CmuN8pN+lnoJ4d5Iuztp6enra6isnKcMaB8ElvRUDQiw4ZyMNBgN9//vftzl73/zmN5XNZm32I/0csdm8dyQSsdlP3C+8N2SHk9SBhGEvdEZ+4QCG2OOeRJiDEwzXPKQMNSo19cXFhcUqUUshHCEKkpkXRHsxO4leMxKJmOgCwujb3/62xcoiXnTGofp8Pm1sbFjk3fn5uQKBgDkbTk9P9fTpUyP+3W63zftglhKuXumtCKJSqViEKQ5anCPOeoM62RkZhhCPOo1IPvYE6kH6MSIW6UsY2u50hrLHcq4nJiYMR3GmGbDehMNhzc3NaWZmRnfv3rX+H4HjF8Vd4DDEyRKbiXjWKbhBlMp38Hq9tt6yt6+srOj8/Fz5fP6Ge3R8fFzf+c539C//y/+yvv71r2t5edmuJfM+iRONRCJ67733tL6+ro8++si+M68nyXoeSGlc3WAliDToe5xxdk4x4u1xe9wet8ft8eUeP9NOFGcxzqYCUQHgAjAB6E/Bx2aMgpChdU4wDmafzQlixpkD6/wMFHg0WpFIRO+++65t2nw+Z3wOxZokU72iKKFYIlsd9ePR0ZHZ81HvUGSizCXaplqtGmBPkcrA0mg0almpnU7H8kS73a5l8Y9GI33wwQeWY+0EwLFfezweIzooMs7Pzy0aBwUbSmYsxl6v14Cm3d1dFYtFUy+Rb9pqtQzUQIkJ8E8xjqr78vJShUJBlUrFVJwoeFCro0JsNBoWs4D6JBaL2XwDimua/tPTUwNAGcQq6cZ1lGTzaOr1umKxmIbDoWKxmN0rgUDABvw1Gg3lcjkdHh7q7OxMrVZLs7OzBgBlMhlrjJwKMN6D80++r1NBDejKteI54N6k2PX5fFaUoZABGGRoNY2Oy3U9c6Ner2tmZkbn5+c3nC7StTLYmQvrbNxQaZHlW6vV9OMf/1hzc3MGajifJ4BCZ/SPM2KHotrpPHHG5vHdv8oH39epVic2hKaWn3OqtPlZgBfn2sa1ODg4uPHsQhLSpEJU0ljxZxTv0WjUmqWjoyPNzs5ajAjxTOl0WvV6Xdvb27q6urJh3ZAmkHlOJTnr72AwsO/GmucENiHGpetGH/JmNBrZsx+Px7W5uanp6WnVajUtLS3p9PRUP/7xjyXJonMePnyocrlsgD77RjqdvhFnBxmAS2piYsKieubm5uyzo1AvFAq2NgF8cf4g7yUZMUr8hHQ9RBpgAHcN62a/3zcXyNzcnJ4/f27uBYCsYrF4IwaFWEMIZq/Xa7E/fr/fGrizszPNzc0pkUjYHsTaifIctX3y/2DvT3ojzbL8TvhvZhyNNs9mNM6kj+HhGUNlKIeqykp1Zxe6gK4qCI1ead3aC/oM/RV6q1U1hFZD0EIqoRNVyoqsVGZGRMbg4RPnyeZ5JI2k0d4F9Tt+6dLmfZHdesOLDxCICHfShue599xzzn84qZRGo5EikYjFA+ZZ0ZDATmlubk7r6+um3pmdnbV5CPwO9gbMumi1WgachEKhW7ENuwhULvF43OY6YFlIXCWe0LRDSUfOQEOQZkKn01E8Htf9+/clyWaOsT55Vufn51peXtazZ8/sNWlk+/1+UzlS5LKfAUsAw10lJwUygAExjlg4mUzsu7/LzUPpZg7a06dPLW5xDhGnINVw7vh8NwOyJRm5IBAIaH193ZRjl5eXt4YE40OOEhigCssbci5eC6IGewjGrcsMJ3ahysTWlbPS7/cbY5bB7u1221RkgHuQYIidNKrG47EikYiOjo6MlUvzfHp6Wul02ppE7XbbZkBBrqEZBzmh2+0auJNIJMyyr91uazKZGHhAY6fZbJp3/PX1zSw8ch/uBfs2FouZDz0AIBa0+MfX63Xt7++brQu2aSjv5ubmdHBwoHA4rIcPH6pcLpsN7PT0tMrlsgG+pVJJ5XLZiDyAmMPh0Ox2arWa5ZSQeiRZHMrlcqZUB3yfTCYaDodKJBLa3t42OxtUgiiQyeWxWpqfn7dGbCKRULfbtdkJzAxMJBL2PFBr+P1+STc55/b2tjUrWY8omMkhXaWyC5KEw2FTZgKEATy7llDT09Nmy8bsh6urK1M50rCFQc1ZN5lMNBgM7LusrKwYqSoajarT6Wh6elobGxsql8tmhYs1mdsMrNVq+vbbb202itvA5uzBAYCZPe86iMJ34+yQZPeLc5R8kBoSAgwNY9fGi1lRrn1XOBy2OoUzifmELggDASyZTKrf76tSqejp06eSpEwmY3aoNMsBJIrFoqSbhjGzziBJAZYAevJdIZlIb2xtUXvSOL6+vra5HsSW6+try2s5+yFF8P/uzMX19XUdHByY3RRzolBwA9JCpIBoNBwOlclkLP4wS+173/uePJ6bGUb9fl9Pnz6V1+vV8fGxJGlpaUkHBweamppSLpez1766utLXX38tn8+nbDarJ0+eaHFx0Yho1DzD4VCFQsHmLqGeAKQGgKD/0Wq1TOF7dHSkVCple4oanjMJMp90M2cP+zQs+CALsJZ8Pp+dK/1+30CUXC5nvQnAqaWlJVWrVTsz5+bm7DucnJzcUlVgh3X//n29fv1aMzMzev/993V0dKRKpXKLSEnt6vV6bX4gvQTcFDh7Af+xEiN/D4VCBrYBION8cnR0pOFwqGAwqFqtJq/XqydPnuiv//qv9dvf/tZyQc4kPnsgEFAul9OjR4/0v//v/7s2NzcVi8Ws1nJnmgCAs79dWzlyeFehzd7FgvNdJtLcXXfX3XV3/be6vtMgivRmsDL/0Ayh4KApIslY2KgJlpeX1ev11Gw2Jb3xMaYpx7yL0WhkbAkYqhxq/CwHGkPDE4mEqQUeP36sYrFoUlWSXRI9gA0KDxqe2KLgh82wRS6/3292IVdXV8bCguU4MzOjR48e2SBgkqxwOGyKFY/HY/ZPWMjMzMxY4ba9va3Dw0NjnWGbQMM+HA7bgLR+v6/79++bCgFvafy0E4nErZkfFxcXlvT2ej2zDnv48KEODw+tCOM9ARy63a4ODw9tGDRJLyzpr7/+2pJzEm+aBnjW1ut1PXjwwLyDp6amrKD3er0GfLisEBozsVhMKysrNsg0Go2a0ofhgD6fT81mU4lEwpjMPGeYV9gkzczMWLJ8enpqSpBisXiL+e31enV0dGSschjwxWLRLHdYR4FAwLxT8bQGbEG9gFqmUqlYMSLJWDg0gv1+v2KxmIGNNMXZexRibmOP32XfkdyhjJmZmdHBwYGWl5eNaQ8ISSOcRFGSedOzb2DIvc2mcy283nUARZIVFux7Bi26ha0LKLsNCeIl/wZ8oTFLwe3GWJqGsP+wgqNRQ7I+Pz+vlZUVSTJGI+9NjMHr/vT01NY6llUAPBRRAKFY6bHOXJs35qDQlAkGgxazUA24jDNmU1Aco0QgZtDYxyaGwcmSzL5pfn7ehvE2Gg1rIvKZaa6i/Mrn88Ya5fO40v1MJmMAFw0sAHkaoDRGms2mNY4p+Hnm7I9Go6HNzU2dnp6ajQXfD0YfhfHU1JQNPeUcgq18fn6uXC5nDSrYzZAGrq+vbXB1Op22pj8Av9uUofnC4FnpTdObgc6wHZlbgk1Cq9VSq9XS+fm5jo+PjakqydYFbFQXyHVnWPD6vK9r2cn9dhsuxEDmRYxGIzWbTa2trWljY0PffPPNLbWUC4QVi0WzXfvd734nn8+n999/3/YWjczJZGJqT84zmkcuUAqYDNDC+uc9efY0qGhmvMsX+4X17wLv7r6YmroZXD0YDHRycqJMJqPxeKxWq6XV1VV1Oh1FIhFrWrikHJitzHIA6OUsQnE7MzOjarVqyiiGBhNnyUXdeSQME0a5BUjHZ2HmA+AOZ7Ubq9kvgJbFYlHhcNg83mlkQ7wAiKAhdnV1ZSoPLA+x+IENDRjMrD7sZfDPB/BAUYetVqVSsT3L3mdunCSzadnf37d5I+Vy2YAlrKAA3gF6T09PbRaCC/gCipPr5XI5U5TTkCsUCmZDi81Wo9Gw82F9fd1UcPPz8zaEPh6PG5gEuafZbOr8/FwbGxs2B4t5K9iEnZ2dmcVWsVhUJpNRIBAwkg9q5evra3377bdWR6BeYh4VCvmNjQ11u12dnJwYaMzZGovF5PP51Gg0zK4GgA8QD+sg4jH/kG+i3oLUwDwCzhsUWdgalkolU9cRb4hTqJPZl8xeJB8BGJqbm1MqlTLLR2YA/v3f/72t9bOzM5VKJYXDYYXDYa2trSmdTpsCE5Ady1HpxmLxXb4AQKgbXaIe5yNkAZ7bZDIx0IDfodFMTHNBeX4PZr573vB3kszSmOHtJycn+uEPf6gvvvhCkUhEr169sjymWq2aPaBbW/C6xEx35hvxkXMOZQZngDv4PRAI2DwjagpAItYkM0OxM0SFJcmA6gcPHhh47PF4lMvldHJyYuAjOQRqj3q9bjPRqFE4x6vVqsXdjY0Nqzv5LF6v15Te3G+/36+nT5/q888/tzjNDI7/4//4P1QoFJTL5UxBk06n7R5iF3t9fa1CoWCxd2pqSo8ePTK138uXL60+BlBZWVnRwcGBJJnqF6suzg1A5LOzM+XzeZshOz09bZZpCwsLlocDxnEOEAMh50FaIB/kmWBBdn5+rmAwaDHsl7/8pYbDoc1wXFlZUTab1WeffabxeKzV1VWrFTwej82+gUCD80EwGJT0Zsba8vKyAXl85na7bQAU+ZnX69Xp6ampTYvFon72s59pPB7r5z//ucrlsuWMEJy2tra0uLiow8NDIzqsra3pn/7Tf2qKzv39fTWbTVOfQ8yCDMnzJcdzSYWuk4kkqzfurrvr7rq77q7f7/WdBlE4RGAIcKgBbMDuhY3mDiacmprS0tKSrq+v1ev1THFAkbG6uqovv/xSkqzhcX19bWoKEkkSUBrW7mH38uVLffDBB3r8+LF2d3eNFeayuaWbRiiHPEU61hF468N+mZ6eVqfTse+KFyaMQNg4FOYAHAxoo9FNg4simwQTRm+hUDAAhtfE/glP0OnpaX3/+99Xo9HQzMyMlpaWbEgx3ysUCllSND8/r3w+r2+++Ubj8Vj5fF7ZbFYXFxfmW+rz+fTq1SuTss7Pz1txeXx8bP7LDGqlMZBKpfT69Wutr6/bMHUsn1BNSDLv/EwmI0nWmCBBpKEIg4UB6zDz2+22PB6P2eFINw2R169fKx6P23uSdAPcYQnCc4Fhz/pC8g07G/YfxSaSdBrM/EwkErEiOpFImF0SDTc8dcvlshXDAIkoa/hOrE2/369MJmNsNdcGisQeJpab7NM4chv4NN5paK+urlqR//z5c73//vsqFAqWZLsMJtY34AoJLpZGMIFd6xpsqYgD77qMGRsT7rXLUnctZ1x1D/uM34et5ILQPPvz83OFw2F79liNwEJlFg+/TyOY4uX4+NiaKc+fPze1Uy6X087OjlZXV/X06VO9ePHCYl8mkzHfaIDewWCgs7MzU3BQTNMwxooEMOXy8tJ8tfm89Xpdjx8/1uHhoVlJwIre3t7WxcWFKpWKAQj4q/v9fn311Vc2oBmmI1YrFNIoMQCkYMxh+UfxH4vF9OWXX1q8oEF1fX2tUqmki4sLi1PslXw+r9evX5stArECIPXy8tLUgKVSyRpep6enkmQsYPY7VhnNZtPuG4Oo3YYVrMGdnR2zRqARSyOD+w3QDbAGq/v58+f63ve+Z/FCkjVCiaNYKqFu6fV6dh7zvuFw2OaF0UR1C8ZarWZzvNrt9q3P2ev1bCg9ewNwl33Ac6fQdu0SAciXl5f14sULA84PDw/VarVuWeUAlkejUVPERCIRNZtNffLJJwqHw/rd736ncrlsRAvuC3Gb5hVAIc1OCnJ3n3O2sc9cK6N3nYHoNv649yiWaMRxTvMs7t+/r0AgYAoAmiivXr0yexHOGElmiwVjlkYwMRA1GOcRSkzYocRnrFABH2nAo9gKBAI2k2dmZkbdbteABNQSADEQMyCgkE9B9sByBDIPs0CIMd1u1/IT1hq++JPJRKlUys5YPqekW/kuDXvIRux3cleUKczIonEVCAR0cnKiy8tLbWxsGNhbKpVMCYzlaz6fV7/flySzLUwmk+p0Omb1AlEKoMhVSdO4RxEpSel02hr5/Bnxk+eIpet4PNb9+/fNIpF5MOSEsJm5h3jy00SdmprSV199ZbOi0um0xT3u3/X19S3V9OLioubn5+2zo5DhfqIGJ1cld2KthkIhUxIDVPM9sRiiachMg6urmxmHnOWzs7OmHqxUKvJ6vTZTplAomE0eM1cAn1kjNPVpcrNumUNG7oA13ezsrM1rAAiZmZkxqzVmXQBSHRwcKJ/PG4Gh2Wzq+vpauVxOV1dXZtn2rud/kgx8gMhCjs+9R5HiqpXZ25KMAED9SQylKU/uQjzjjIJM557BnJX9fl+dTkdffPGFVlZWVCwW1ev19PDhQx0cHNjPv//++zo4ODDQ5ezszEhzWIO1Wq1bRAeUZ+QcxHfOAmoQ6nMUiRAyAAIg1gBwUG8xJwXC42g00tLSkubn51UoFExRJt1Y156enppF89XV1S3VByA9M/SIT5VKRaPRSFtbW9rZ2bF7CMjLGUIcOj09NWB9cXFRo9FIr1690s7OjlKplKmSc7mcqtWqDg8PNTs7q0qlYrnwo0ePbuXDPOMXL15Ybnt1daUHDx7cIv6FQiGzoULVMTU1pSdPntj9Yu0Fg0FT+LEOUEx6vV67FwCh5+fnNnh+eXnZbCKz2awCgYDlw+S49Fai0aharZaB+IDVmUxG29vbkmQxejgcanl52ewumb03OztrtS45Jvnio0ePDNhdXV3V9fW1Op2OCoWCrTmUoZVKRdls1nomKysr+tf/+l9bXBwMBorH4+b88fHHH6vf7+vg4EDZbFavXr3SP/kn/0Sbm5sqFovKZrM6Pj42lSXPgThKLU58pW5z6272sTuX6u66u+6uu+vu+v1e32kQhSKShjJFpmtl8zazBqsN5p3A8nLtPmhePX/+XKlUyooFkgeKc0m31CS8vtfrNVuIQCCg+/fva2Njw2SmeIu6rFNJxvDgO8AUKhQKdtAHg0FLHjkcYc7A/KCAZZCw1+u170gxhf3D4uKisexgVDabTaXTaTus8Tmm0XNxcaFwOKzXr1/rvffeu2U/gkQXpuHh4aFyuZzJwElUstmsWTbA+qzValZIMZSdJoLP51MqlTKlBt+NZtfFxc1w9tPTUwObkNZ2u10b+kliNR6P9fr1az148MCAMYAIZMwMg6OQfvbsmZaXl+3+k6Bj54A6hM93eXmpeDxuyR7NB2wHYMT0ej1lMplbw/R6vZ4uLy91cnKi0Wike/fuqVKpKJlMmhQawIUE1rWGo5nNWgqFQmo0GlZkwRLt9XrGmIKx7fV61Ww2FQwG7TvSjGL/8D06nY4ldzSYaRrTXEV5ANDG2v3iiy+UTqfVbDat+eyqlFinHo/H5gy4SjNiAE0wmhHsU77/u3xxH2h88/1ddhJrjwKYZp/boHbjEfHSVeXxzF2VAywobNiur68tkYfBhdrK6/Vqe3tbU1NTVmTxz+rqqiKRiPb3923NocQDSGMdMiOEWM8/sOu4J3xXim2GmgMO0qCH2T03N6dkMmm2YhQvFICSbr0fQB9D3AeDgTXyYEJisYeFiiTzXz4/Pzfly9LSkiKRiPb29myvouTodrum9HnbqoL/piCWZP7XDP/Ecx8mOXZanF9HR0fmtU2Rzj1nqOj29rY1Qt0hrefn5zbglSZHKpUy5vxkMjE7CIo61ivnDyo0gFYsLjiv5ufnTTmCBVggEDClD+csa4+GAeccoDJnCT+LIoAzj4YlhT/nCj7lKIkuLi60vLysQCCgfD6vUCikTz/91FQ9zMGhWdPv9/Xll19qaWnJ7uHh4aFOT0+toQJYBaBJzOJ1JN0q8F1mIf/PPiX2uUqVd1mR5zYQXLWOGxe8Xq+BdJ1OR2tra3r48KEKhYLlKzTUISXkcjk773K5nNl7uTkHYCEWT8Ph0HIJbGggMUDyce1DXdtNnheNe5/PZ4zkQCCgcDis0WhkIAt2MLwP5zlkHGxKWq2WEomEWq2Wjo+P9cknn1gTCTCWPGBnZ+cWwEBjHOVZv9+3+wpo8t5776nX61mjHRUkyhAUGDRpPR6P9vb2DPgmrgEQDgYDSbJZd8RfcqOdnR1TpACOAFBsbW3ZPePZLS4u3tozDJ5HEctMKUhQ7tnhxjD3TCJ/oRmaSCS0ubkp6WbOALZjWARtbm7aGQQ4AWDi8/lszgj2U5yXNHqx+JqamjL7q7OzMwN9IBWk02n7zNFoVDs7O1bLoAx3lZTE7Ovra0WjUXW7XVOjJ5NJRSIRlctltdtt2w+Xl5cWH9krbsPVJa64+burCpRu5ssAbD958kSJRMKAo1arZes8nU7ryZMn+vf//t9bDD47OzP299zcnFl2xWIxLS4u6vj42Igg/xCING7uxUwPFBnUZa5aeGZmRnNzc/+FsoT7xDlC45vYSiOXHG8wGNhskKmpm1k6ELoA5Mg16/W6SqWSORj0ej1tbW1Zfnh6emp5HmcWAMJkMrE9QX3MTFGID5KMsT8ej03dwj5lvbrKA/KR5eVlnZ6empI/GAyq2WxaXUcdTDzK5/NaW1vTwcGBjo+PVavVjHAHaQhHg+FwqJWVFaXTadXrdXW7XQMETk9PzQUBZevl5aUNlKeO93q9arfbtn8g2aCGBrxot9tKp9PK5XL65ptvLO9i/tG3336rXC6nUCik6+trcxsAcCPHB/CCdIP1LWSR5eVl+f1+HR8fKxqNWlyZm5szYkksFtPl5aUSiYTG47FOTk4k3agOseH7+OOPrVaEMBAOhw1sYgYJPQFyJUmWw0K2mp2d1b//9/9euVzuVs1HzMfpYGZmxmyyUFlGIhFz8Zifn9ejR4+0ubmpXC5napG1tTV9++23BgDH43Fbp+SUsVhMf/zHf6xf//rXKhQKCgaDGo1GCoVCSqVSNqg+Fovp5OTEZoRFIhGtr6/bTF7yRlSSECnZr2/vechZ/OOqx1zw9O66u+6uu+vu+v1e32kQRXqT8LkovNuscZuDFNewPmD1M/SSQng8Hmt3d1eRSES1Ws1YhYAkrv0NF4kaM0Wur6+VTqeVTqe1sLCgzc1N/fKXv9Tl5eUttiH+mjSdOfwo4lxbFuwEaC7RKIdpFA6H1el01O12zfPUHXxPMgzLh8KVhBXmiiSzHIAFvrS0ZIqR6+trHR0dSZIVZTwDgIvZ2Vm1Wi17X1hzDD4dDocqlUpaXV3V1NSUSqWSHjx4YB7fU1NTKhQK+uijj3RxcaHj42MbxElDCdseLAeYXxAIBIzhnUql1G63Va1WJemW3y/MuUQioWKxqHg8buxdJMitVssaGFdXV6rVauZxTYKLEgobEKy9rq+v9bvf/c5mrJDYw7whAUokEsY4B6wAHOt0Otrc3DQWGI3ATqdjhQvsLJ4hcnUaISRR0WjUGu0wyFjTWH65TSns2HjGJI+8L/J1LNfYEyRygIvBYFAXFxdaWVnRvXv3THmDJB4WPI0R7MKkNyAKbDM+F2sOxjxgKkUkhc+7frmzTt62DqCYoJhGjeI2XIkfLsPQVUjRLOc13Ndzh37CVKRhT9Lf7/dVq9WsuUxMZNh9q9VSr9dTNps18Bm1BSwyPicNEQo27KGkN37cgD+wWcPhsNnM0AzDp7pQKBgIAkOP/YKvtbuOAeZQmLCvXLsMYjjFKcXVeDw2xVcymTRQhcKeOOwCVs1mU4uLi7cUYt1u11i2a2trxpbj3vh8Pms8As6Xy2VNT0/f2lPYDQaDQWNFSjKbF5j6KHMo0mk+cB7S+IvFYtYMJkbRsFldXbUiud1uazwe2/DoSCRi8ZQGJ7N0OL/6/b4ikYgCgYANeV5YWFA0GjV2osvIZ99zTnJmQ5ggZvFsWec0iCEq0KQDiHTnsayvryuZTJpCkQa7O9yXdYDVJc0f9gvnPOvWjZsuwxeyBJY4km5ZHlLEswZcMNTNhd7Fi/iDWleS7QfOCZ5Fo9Gw82hxcVH1el2FQkFbW1va39+35wUgSw6H5/2LFy/Mfo2GFs1ImvaQIFzW9mAwsHkXqIWZebKwsKBOp2P7GCuWwWBg1nbYnjLPDYDu/PxctVrN5hBwrgPOYcsCCeT169cql8vG4Oe9j46OFI1GzY4MAgdzjiqVinm4o+C7uLhQsVjUe++9Z2AmimDUe9vb2wqFQjbT5eXLl3r9+rXy+byazabK5bIpWln3zBgidyFmM9dia2tLR0dHZvPl8XisCUbjqVar2Xwn4gYWpeTUPCdsrCTZuYA6bnd31xQYrI3Z2Vljx3u9Xmv+0+iE/HR6eqp+v69qtarNzU0DQpi1gjrogw8+sLMDUkomk1EoFFK3271FGHAb1oVCwdYnRBbidKVS0TfffCOPx6NMJmNgTLPZNGuc8XhsdsG8D5ZpxWLR7HKwa4zFYpabc8a4al83t6AZz8/S5GWeIJ+TpubHH39sdRGWbM1mUy9evFA2m9Xm5qa8Xq/ZchGnIUR5PJ5bcwaPj48tNwBUfJcvACwAKhQG7vniKiXdmtElYHBeuGQczk3OQgAAzlaAfVQsAFfdblepVEoLCwsqlUqmDqhUKlpYWLDa4tmzZ9ZYJwaSvxPbiQXk+tRurDuUK3x21pxbE0NIgUSGLS2NbtRnnPEAKbFYzPZIqVSy3Obw8PCWDTiWsdxjbJWXlpYkSaVSyfLf4XAov9+vUChk5B5qcL6PS9Ycj8em+JuZmbFZlViFdzody18BnVDfkn/xnldXV9rd3ZXH47F6t9lsKpvNSpKpk4kNzAeBYHB1daVEIqFSqWT5W7vd1vHxsU5PTxWPx81ams/K/CRyM2rXwWCgo6Mji+OQDdzZhePx2GxxJZkFLoQZbLuJZ5FIxNTzzPnjDIRYivIb8IdzDdIXzzcajerw8FCdTkepVMqsp7/55hsjNjx8+NDqG0gy9XrdZuOcn59rbW3NzpZgMKhisWjkgWq1qnA4rJ///Oem6kN1n0wm7fmMRiOz4HXzw6urq1v9Hf4hnyT3pX6+u+6uu+vuurt+f9d3HkQh0ZPe2AfRICSJ54BxEXua4rDXsRXY2dnR7u6uSXqr1eotkAZ5M+/rsnZIIofDoUKhkPL5vPL5vDGqpqamzNaIQgDAAfYAzDISUxqkNMbc70ZjZXp62g5VmpOw90heBoOBotGo/H6/JZntdlv7+/vWWMDKgdeo1Wo2fBVmo8s2XF5eNuUFbEJUGhRv2FKRNJ2dnRk7pdfr6YsvvlA2m7XClGSce9lut3VwcGAMTvy1YY6PRiMtLi5aYxEp9+zsrLFLaa5QoPH8uAfT09NaWVmx152bm1OtVrMhrjD8SDpdGx+Sb+4bzB2st5CJYweytLRknuMUndgWIQ++vLxUpVIxtiAWICRMWCC4DR/WhAtkIElnfVJYYC8Gy5LCF8YPFmher1cvXryw5hON8XQ6fYsdNj8/b7YSgIGuYoShvh999JHZ2sBMwv+dQseV49MIZKgz1lXYFEhvCkhJpmzgdd71BqL0xv4HRRsJNk1AGjA0Od4GWQDOXLWRyzrkGfDnFGs8X9YarwsIQRGNWvD+/ftaWFiw4ew0U46Pj/Xee+9pY2PD9h7WU+57S7JmM00R3tedM0DDeWpqymYC5HI5BYNB7e/v6/Xr1wZmAk5cXFxYs5vfB7R2h6fCBAasZd251jcw02g4sS+9Xq8WFxftrCKWMIi3VCopGo1aDKMZIcnem2J5OBzq4uLC/PG9Xq9ZULl2GDxzQK3p6WlTFQLiw0B0rVzcQc3NZtPuH7EPEI7PTqOPwakMfMdixOPxaHV11WIQFkjEQM4kAGDmUTFY2m10wMyGFe33+81Tm7kHrGWadtw/znuXuECz6eLiwuI4ZzvANOxrim8aMIuLiyoUCrfUXK6VDWA2Zw0Nab6/a3XD7/A9IQHAXJV0y6fe3b9us4X/dlWI7zKYTM7k8/ks/2Afus2D8/Nzu/f9ft/ACRoT/A4N9KWlJU0mE9Xr9VvPnwGz5I3Sm1l7ALiuJRg2qqydyWSibrdreZLbJKI55vV61e/3TT1GI5GBtOxrwBVmqaDCAPxA7QKw8fjxY52fnxsYB4jx4MED7ezsWCOyUCgoHo+bdczFxYUxcD0ejymfLy8v9a/+1b/SwsKCHj58qHw+b/PVAB4XFxdtPT5+/Ng88z/44AOLLx7PzVy+hw8fajAYGHhIcxFQHzIP6mIIHTT6AWEBV9l/xGpUEzQ7l5aWjGTTbDaVz+ftu5JvPHnyxOzDvF6vgRPpdPqWlSizlpjDRx4zHo/1+eefKx6PK5lMWnxgGHur1VKn01GxWDR1WyKRUKPRULVaNYLX6empgRGSDDR0FcDcZzf+0BCkgUd8rlarphJcWVmxpja5/Xg8VrlctnXILJd2u61YLKZ2u61isWhrGOsnrOqoR1BuYQ3Gc3z16pXi8bju3btnoEwgEDAl1KtXr/Q3f/M3evr0qf7yL/9Sf/mXf6m/+qu/shiLxbB0Y1F2enpqpLdqtWr2NSgu3+WL540qjqHoXJwbzHUi36fmxJZLksVC/l7SrTyS82Q8Hluzm4HhWN3xmTibarWaEomE2RmGw2Grgz///HM7p933d3MzgBrOWHceBLkg+QCWgah9AR6xaIZwATCD4hWFhkvM4zNih02s9vv9t3Kv4+Njyx/Js1AhX1xc6OjoSIPBwBQN2FujlEFtmEgk9PLlS0my/LfX62l5ednODmaKMtvu4cOHOjs7s+Z/q9WyZ9Xtdo2kV6vVtLCwYKAH5w/30Ofzqd/vWz2cSqVsVh8ENdQo0o2NmUtgQ1GEUmYymWhhYUHFYtH6MNy3SqVibhOSjHzDs5ufnzfiY6vVMltU1jAqGvI6SKHMT3EBQwC/YDBoxIV4PK5AIKCFhQVVKhWLYcw6RVE8HA5tvs0vfvEL/eQnP9F4PNZ7771nsRPVJusIa7SpqZtZN8Fg0NTdAMcHBwdmR8ue+fTTTw2Ap9ZaWFgwdaBbp3HuUMsTb+nNoEJz3Vn+IcTBu+vuurvurv+3r+90h9FtPrgKDpdRQ3NBesNQhOUAC+D09FRffPGFvvzyS/MQnZmZUaFQsEY26L6kW+xjElEaGiRIbsOJ4jqbzRpbHiYFTSi8zmEEv80gAIQ4OTmxInpqakqBQMBYXjRhUExgGzU/P2/vPTc3d8sWjCKJ70RD0uPxmA8zSQnMRpQPFDGwaGAwu8l0KpUy6whef3Z2VvV63ZpUzWbTmkkk+sVi0RJomoskOyiDstmszU7BOiLynweQ41lKwwJms8ta2drassZkvV634clYb6AqqVQqpnAJBoM6OTnR2tqaJJnFC3ZVWAAdHR1ZgYKaBYCFfwD0aDSzbkulkilWaMowL4BEFy9f7gdAlQu49Xo9hUIhA6N4JjRiq9Wq+YlTmJ6dnVkiPRgMrGFEA4UmHoyi6+trJRIJS8ppcrPGYUc9fvxY77//vq6vr1WpVLS9vW1JLuvSLZ64L6xL9gXNagBJfpb95AJGgI7v8kXzz7VjcFUpkqyJyr6gwQAA8rZqxbVCc0EMScbshMXrKjUosGlSJhIJjUYjHR0dKZvN6tGjR2avUiqV1Ol01Gq1tLu7q/X1dcXjcbNKgg0NCAEoIb0By/G55jMQg6+urpROp822B7AzEAgol8tpd3fXmNMoPFC9cF7wnVxfYViKWERg24dndz6f1+LiohWXADnsRxpY+/v78nhu5ir1ej1JUrvdVrvd1pMnT8xLG7Xd4eGhTk5OrGnr2lUAYDCbBOAIX33OIZoaFIuRSMT2lauiOTs7U6FQUL1et72DamZubs5sfKrVqrG5eS2v12uAxtnZmbEbk8mkDZ/GVgQmOetoaWnJ5gO0220DZLEtxPoIlrZrfXR5eWmgHDGRZgbxkfgBoE4jFcUOv8c/AEXY2mBZR7OQ5iWgN/kBA8LZg+QkAC0ukAlY6SpIaAi4uQBqMNara1cBUOyyhmmoEh9cxey7dpH3sQbcZ3d2dmZNZ5SWNDeOjo5UrVYVi8XMbgNPfGa3xWIx9Xo97e3t2bBwiAkoWsk3YZ264CxnkcfjUTAYtD3CnqVhvbS0pLW1NVPcYjc7PT2teDyuXC6nxcVFA4Kq1arK5bIkmUrj+PjYAIy5uTmzAsGzHbUZsRTlBqD2ysqKxuObuSo/+9nPtLS0pGq1qlevXplPPV71WKYEg0F9+OGHWl9ft3tVLpdtnw4GA+3v7+vy8saSdnd310CQ3d1dy53q9bqurm5moExPT9vMlnK5bHvo4ODg1qDolZUVi+9TU1NGdoKN787D4F6urq7K4/EYsF4sFlUoFOTz+RSLxWxGHGBwNBrVN998o0ajoUwmo0QiodXVVfl8N3P7zs7OtLm5qYWFBUmys63f76vVahlTOxqNqlKpWBPv6upm1mEsFrMhyTSWAU6r1aqxySHNcGYC0I1GI1UqFc3MzCiZTKrdbluTEkJMrVa7ZW3Y7XYtn/X5fAbucI8Y3kwD2P19NzdgGDY5NXUNSgAICOQONITJPU5OTrS7u6tarabDw0NdXl5qa2tLsVhM3W7XBlrncjnNz8/rww8/VDKZNDs0j8ejnZ0dvXjxQkdHR6pUKjo4ODBgkXqI/PVdvtzch/93vzNNVXIB6mZyZAhSruUwz5Czxn2uDLuGoEeNEovFTHU7MzNjeeAvf/lLG3wOSYtznt8lhmNZyGsAxBBjyRfIT8l9IfhBACE2Awwzv8gFQLH0Jgc8Pz9XOp02UC+Xy5mdF+soHo+bWqNSqZgiByUZZD8a3ID15Dd7e3tWg1PjuzaS9Bs2NzdNOeH3+1UsFm0WUqvVUr1eV7PZ1OvXr7WxsWHOBdR2uVzu1nt4PB4VCgUjeE5NTZnKQpJZv/Z6PTUaDQNQjo+PDYwtFApmz1itVo1cOT09rWw2a8QDLM263a6azabOz88VCARUq9VMFUJus7y8rOnpaSObYuPlum6MRiOz/UbZQt7p893MynN/HzBBklljATw9fPhQn3zyibLZrNlQbm9va39/3+IzcXM0GimXy2llZcXW+5MnT/Szn/1M/8P/8D/I7/fr22+/tbPK4/HYXLXj42P5fD5ls1kD2Pks1PZnZ2daXl62WVnxeFwLCwumYnLnAJHX8EzpN2DF7YKMqGClNzXe3XV33V131931+7++09GVIskFSlB10DggwSTZA5jw+XyqVCrmqenz+axxt7y8rEajoVqtZocQhYTrOw0jlGIB2y0S0Wq1qi+//FK9Xk+rq6taW1tToVCwhBFFg8teJsklYZ2dnbVkxePxqN/va2pqSouLi8Zso4kIOwR2CYkjSSXNZ2TDsGwpmmKxmBKJhCXArpXS6empgTGoDhj6RoOTYb4+n88sXJg98OzZM4XDYXm9XpXLZWUyGbvvu7u7VqDREIrFYvY5aMANBgNjIFJsjkYjFYtFmx0AAy4cDiuZTFryGQ6HNTU1ZV6vjx49utWAwQIMRQT3gqSPhj7/7vf72tnZMVk0g2Bh1E1NTSmXy9nsFuTNPKuZmRkNh0NVKhXzmKaZOzMzo1arZcx4/t7jue2DDgsmkUjcaqDzzIPBoDVKJpOJWe6gPIINCWsSMIgioFQqWTMYtm8kEtHFxYUNg4cRSbOddUYhx3ycDz74QKurq+YZv7+/bxYdJIY8e5QnvBYNTNeGh0KHRj9sdj6/22h8ly8X0HWtK4gnb6t0XLUEv8/PcL8pTmE9oXQjLvF6rroFQAXWoqvE+PTTT/XixQtrJsIijEQiur6+1t7enjWdmFuCFQDNGeyb2ENYHyFfp/Dg79hzBwcH1tRMpVLa3Ny0n8dWAMUEa5jGNBYjHs/NMN94PG4qELynKeSwFwNoWVxc1OLiohKJhKn6Dg8PNR6PTcZfKpVMxcWa3d3dlSQDJF+8eKHj42P7LK5CC3B1NBrZsGkUGQxjZhBoNptVIpGw5jCAF+ckxR0xl4ZmJpNRMBjU69evdXh4aCy76+trraysmCUF8Xtvb88swNjHblwdDAYKBoM2j4t4Ui6Xbf/SROn1enr9+vUtKwfOMOYIwMbmXEdlyjOcTCaKx+MGUvOMsJ2jITMajW5Zx52dnen+/ft69OiRNRFYLzSRDw4O9Pz5c7vXsF/ZU/w3e89VY9L0Yq/wefkO0hs7PdYkID5rlj3vxgLpNnNYktkVvYsXcQClDzEQVQb7FYIC+5MGH/ZFzOSamprS8vKyKShQXdy7d0+rq6umhqOJ4QLIPEOAZBjh5CjlctlikSSz1ILMgEUIOSCxhT36thrT6/UqGo2arRjxudlsqlqt2tD6R48eyeu9mUn129/+Vr/61a9Uq9Uk3ZBcQqGQEomEHjx4YA0kGu4o12jMY+m3uLiocrlsbOLZ2Vnl83lTxrCnKpWKvv32W1vH5BQABai0yb3Pzs5ULpdvAb2rq6sKhUI2N2FxcVGxWMx+D0AnHo9bvAEMq9frOjk5MVVRJBIxq5rV1VU9ffpUm5ub6nQ6+uqrr3R2dmazUqambuZ3DQYDPXv2TH/7t3+rZ8+eaXNzU3/xF3+hdDqte/fu6b333jM/e3LpP//zP9fW1pa2t7dNkQww3el0dHp6qkqlouFwaPdsbm5OjUbD5jPQsG00Gsrlcnr48KHm5+dtHUciEa2urioajVrcur6+trligNY0Yvn7qakphUIh+257e3va3d21gfPMagkEAmZP2el0VK/XTTUDYx/yDq/t5snEeqyOAJiTyaQRewDpIES5Ckm+P4O7c7ncLatL5gfA2qaWQc0JweZdvyDjAbJjfeXm09QxnBE0Zl0gnzoHSyjWFDk1+Rs2yTzX2dlZJRIJdTodhUIhs7WTZCAElk4oO7xerwGybv7uDoUnh0ARw3lJDcx3Ju6TV7puBZAliC3D4VDBYFCJRMLODIiG1EYAEbgmALpMT9/M1NrY2FA2m7V6NhQKWY2F3SJqFsBbFITZbFaj0chiESTAarWqSqViOZ7P51MymVQsFjOgo1AoKJFI6NGjR1pbWzPwdmpqSru7u0Yei8fjNvtvenpa0WhUDx8+tPVC/cesK3IVfg4gZWZmRltbW4rH4xqPb6zImK8UCoVsLzOTiueWTqftHHMtzrDYCgaDNgcR9QW5K8o8VOnRaNRya87BaDSqXC5n+c/5+bnq9boRGVi/lUrF6sNMJmOK6ng8rlqtps8//1yHh4caDoeKx+N69eqVPv30U+3u7urZs2f2jDjfm82m1UeVSkWHh4fa3d21tVKv13V0dGTfEVU1A+VxtpiamlKj0dCDBw+UTqc1PT1tCjpyPfpJ1P7sYcBB6gGIPXx36Y0FNgou9vrddXfdXXfX3fX7vb7Tdl6uHQ3/uD75ACBvs6xhvIzHN7NPNjc3rUnW6XRMRgr7hOaKpFsNSDdhRUnR7XbN979YLOp3v/ud7t+/r+XlZT1+/FjxeNyYETTeKYyRHFOAwiggqYNZ2+v1lEqlDBzhohCjacDAxV6vp6mpKbMagCF9fX1tc0vi8bjy+bwlm4eHhyqVSqrVapqZmVG1WlWv1zN2RCwWs8QQ1oTP51O1WtVoNFK5XDZmy2AwUCqVMoAD0CEQCOj169d69OiRLi4uzMcadhAe19hYNJtNa4K0222dnJxofX1d6XRap6en8vv9ajab5j2ObVUqldLl5aUajYaWl5fl8dwMNb9//75CoZD9U6vVzDoMgKdYLOrFixdaWlqyAayhUEgXFxdaXFw0xQVWBnjeRv7zUE6sJ1KplAaDgXq9niXRKysrmp+fVygUMrbngwcPjFWVTCZtLk2pVNJoNLLnhL91KpVSvV63Z8GahAXLOsdTFxZSJpOxtUXxdH5+bkXv4eGhjo+Pb6kXPB6Peb4yPBrwjsTfVSTgyz4/P6+tra1bbOxKpWLNIGYKkIgzl4EGPdZjSPaHw6G9Dvsa5hENT1hs73ry6BbG3C/2mWu1RYOQ+CHJCjjuEWwm1gMsNjcWwZJ27z/NYhr42Ephh/Lq1Ss9e/ZMjx49Uq/X0/379/X5558bWxjQZmtrS+VyWYFAwBpixKe5uTnb/8R94jjsVsDAqakp83kGjJubmzN/Z5rqV1dX5jfMvaBYy2azqtfr1ixlrVIEodpirwUCAbOFwYubQpW5LzQmiR+TycTmv2CLcXp6agxKVI3Y9RQKBUWjUftsKGJoNNTrdbMPaLfbBmKgMFldXVUul7Nm2OHhodLptKSbfVOpVOTxeGzQ/TfffGMWSYANnJ+TycTsgLgn+/v7Nj8qGo2a/ziAK7+byWSMjY1XN8PjQ6HQrYZPMpk0iwoanF6v19Qq2HMBBgPEuINEiYU8K+4r87neZsNOT98ME5ekRqMhSXb2Li8vm80SQDc2NDSciU/YAhEPATyISy54ScMKFYXLsnVVK65iBsYlzRLiubuXURm9yxfPUJLFfb43ai0IK36/30A0LsANmsepVMpmdaEYoWnNnibfJNdiDbokAOxdJNn70dDudDqWGzEoPJVKKZPJKB6PW5MEW05JRnRw566gYiX2MlsN2xWaSwCQ4XDY4jbs2K2tLXm9Xp2enurp06c2ry6bzVpzezgcqtFoKJ/Pm1I3m81qeXlZs7OzevHihdmNYk3a7XbN5qvT6ej4+FitVsvA7Gq1eqsB6vP5tLS0ZLMHUqmUgWGpVMpsctjT5AuudRCx87333jOVYK/XMwY6St/f/va3SiaTWl5eVigUMiCFvMQlDxCXsDCCBe7z+fT1118bq557yVmAjQuWiNz7QCCgBw8eaDwem62VpFvqSgamkzsPh0P1+337XKlUSqVSSbu7u5qenjZwBdIOSnPWEPEP9R9zDgCMIeiQa9EoBXBkrVNvEKOJwZJuxS8ARAAu7Lwg2CwuLtoMBBRUNMffJlL8/Oc/t4Y9jXxs9tz5UwCWkiw3/YcAorgqRGpczgi3HoRww7mAXR5EERd4d4Fhzt25uTlrEC8sLOjk5EQzMzM6PT21s61UKpkFILXB1dWVnZeTyUTZbFarq6s6OzuzfIdYhlWRJDuLsSwmL2XwuMfjuUVUCIVCOj4+liQjGDJjgxyxVCrp6OhIjx8/tjOBGof3yeVyGg6HqtVqKhaL8vl8Zgt2fn6uX/3qV5JugGPipCQDl87Pz81WDQuryWSiUCikhYUFU+D5fD47S4itKPguLi50cHBgaltASsiCqCWpmy8uLnT//n2zoapWq7p3756i0agB1blcTuvr6yqVSmq329rY2LD4FQqFdHJyYuqtSCRi9mCobcPhsA2dTyaTVmPgSnF5ealqtWoW4JDuJFmcQfUmyYgroVDIZuF873vfMxDs+vpa1WrVrGqxQpOkw8NDPXjwQD6fz8DUUChkOT3kJOmmzolGo1pfX9fFxYX+43/8j/riiy90eXmppaUl3b9/XycnJ/ryyy/V7XYth33+/Ll+9KMfWZ+hWq3q888/17/5N//GrA5RnzJDle8UCAQUiUS0vLxsFoes2VarpbW1Nf35n/+5/t2/+3eamprS8fGxAXMnJye2Hon5kmxNAVpjR44KlLPU3f+Ake+6Gu/uurvurrvrv8X1nQZRXAYwCTsNQZJEEikXwScpmUwmGg6H+vbbbxUOh5XJZEyC6vqPw7CgGcJwOcAPfH+x40CNcH5+roODA5XLZa2srOjBgwf68MMP9emnn9qBj8KEZiXNOjehdSXVMGdIqkKhkMmqKewpHq6vr62xtrS0pMFgYKAPFldYktBsIDmj6f/ixQvlcjkboktyRGKONYUrGY/FYiYPRg3B/QqHw9Z8hNlBEc0zarfbZn81GAy0urpq8loS7IWFBcViMUkyYIJBprCZFhYWlEwmzV97PB7r9PRU4XDYmqZ4uCIj9vl8xk6lMUejkaF6+/v7WlxctGeOLRxgE43X5eVl87h1gZHDw0MrVnmW2HUx0BD5sSSzg0O1hAoIGTRJFoAO1l00KllXFFGufQ0NR2Twfr/f2FyNRsM+G0XAaDQypiSvB/uSNce9QtHiPl+8y2lUAlriicxr0hRx1TusOVd1Q4JIs9xlpqOUeJcvlGjYmQHy0kDmudC0da0eXMsft3h2VWv8PDGFe8o8Jtf2y5WRSzdS+pWVFW1vb5v92vLysgaDgTY3N1Wv180qB9/khYUFpVIpA7S3t7etmYSnsAsGSzJVGgxxAJadnR09ffrUgEzOAYbJY5fiWlLA2qLwdP2dw+GwWS9ge4IyEe9pGn2j0cjs94jxzWbTmHuTycQag1gOwuBlf/CcfD6fsTtRRGLJQxGFDWMikbhl0UhDi2Yczd5Go2GAkWsh1e/3tbS0ZB7809PTOjo6slkjWLdgwUPsxV4hlUrpm2++sZjiWnIQd7BmcFnOkrSysqJisWgKk5mZGQOcYrGYzSIZjUZW3OORTdxiFgJKqMnkZu4TAA73WJKxWBnKzfpOJBKKRCLa3NzU2dmZGo2GZmdntbm5aWQHAG5UDFjXwZClkSrJlHOAuzxXGsc02jnTiVkANzQvaRrymi7A7Tb02bPkLP8QGoku2xJrOpqIPHfyPuJbIBCwRgQAyNXVlQGgzD2TbmJlMBhUPp83kg3NfBoaxEJeh2dFftZoNBQKhWzdYr3GOeeqw7CIqdVqOjs708LCguW4qImxDeSs5zkTy4gDfEf+3O/327o5ODjQzs6OEXyOjo4MLGC9XVxcKJ/PG8h0cXGheDyucDhsg4FpgrOWYXafnZ3p5cuXmp2d1fr6usbjsSl2+Z6SDLDGs54zHcCbfNDj8ej4+NiAZ8hF5DpLS0sGFhAbVlZWFAwG1Wq1zOLtxz/+sVqtlk5PTzUzM2PM5svLS0UiESUSCSNQEWMjkYj29/et0Ur+DeDAGZjNZlUsFlUsFu3cI4fDHg5QAdIDg+ZRcnBe1Ot1Y7xzthaLRVvLgM6chQApxOjBYGCkJYAZFHXEIZ4ZMWU8Hqter1sjrtlsGiCJ2o4GO69B/AHQJd/u9XpKp9NKJBJm9ZZMJvX48WNVq1W9fv3acgoaoJL0/vvvq9frqdlsqlgs6uDgQKlUyuzDUqmUyuWykaXcJiExEEuvdz3+QZ6R3nx3tw5kzxI7pDe1Anme9AZ46nQ61oClZkZFsLGxYcAE+RqWpQB4WHqhil9bW7s1n2E4HBqgyL7kjMQuk/ySM47P7yrPiXnsW8B0bAuZKcHagAQ2MzOjYrGoSCRisW5vb89qckmWL2CbSuwNh8Pa2dm5pXxrNBqmfmi32xqPx1YrAV51u10Fg0Hlcjnt7e1ZLD49PTWAqtFoKBaLqVqtmvMDRDiUYeytdrtts5e8Xq+BNwCiAPl+v1+7u7umSqT2nJ+fV61W0+zsrBYXF9VsNm0mKaAuZJBYLKbRaKTj42PVajWLF+TgEBwBufgs1IjRaNTUKvQcAIvK5bLldb1eT8fHx+r3+0ZmgBxIjONZEuMGg4EBrtiyUSMQvxOJhFKplCaTiXZ2dvTq1SuzFnTtsLLZrE5OTuT1es2SHIXHwcGBisWiPvjgA+3u7upf/It/oVevXukXv/iFdnZ2JMnmhTIL5R/9o3+kfr+ver1ucQjL3Z/+9KfqdDra39/XaDRSKpXSD37wA62vr+uLL74wgJB1C6GDOheyJCRJ1ETsaep2/tuty+6uu+vuurvurt/P9Z3PLkkeOSRIHiWZtBtJI8m2m1xSyFarVT1//txYUSSUsBopGtymBgUDTV9XkcCB3m639eLFC5XLZUWjUf3xH/+xNdDx6SYxdD+n2wzkz2naIdVnngUFXjQaNTUKh66kW/7Fo9HIWHOSrCAHJGk2m5qbm9P9+/dt/sezZ89sYCnsGoaLU2TSXOp0OtbAmp+fVzAY1P37943J6KoIKFYZgHdwcKBgMKj5+XnzhOc+IY+GxckgyVAoZA1B5jDQzECCfnJyYmAFhaTX671l49FqtSxhnZ2dVbfbtUKA5gBgGYWvx+Ox5i4DTLE0k2QM1mg0emuGBAwdGnrFYlGTycS8b/ks0WjUZsgA9Fxf31jG0fRjKCGMJhpHrA8aFoBKvV7PWD+sc4pkrB/6/b4VKPws0nh3yOJ/rWkEMxTAh7349ddf2+cDJPL5fGo0GtYgZl+67Hr2NK/vFowkk4B4LphD0v2ugyiuksP9rsSrt224uD8u4OEy2fl7ACmaWW6TBuWRqwSUZM+IPXtycmKN3WKxqOvra21ubpp1gN/vVzQatb3GZwqHw1pYWNDW1pb5zNMcR2HHHnTn4gDWMVid+IlKqd/v2wBfbHBcazyYXlhWBAIBsxWg2bC5ual4PG7vA0OWGMgMJ8B9ilKsaWCM00w8PT1VqVQy9jf7BlCTBgLgDGcFsWk0GpmlIuoPho8CQsOyHwwGev78uV68eGFADfc8Go0qFApJkiqVik5OTgzAAHwH3D8/P7fiG0Cq2+0qGo3aemKeCzZAWBkwB8tln3I1Gg21Wi3bv8QT185Nknlz85mnpqZMuQOoiGqAvQFYQSFOM8IFfilQA4GAtra2bDDqZDLRxsaG7t27Z0Ne4/G4Li4uDCB0Lexo6rpKOHIDLDpp7LF2ATx5tsRXGhM0N91mGX/Oe5GrSLJ1AoDwrl58T0n2bxplMNddYg0NOmxlIBy4YIhr64Lyrt1ua39/31RMNADfjoGSbs1vQkkJIYLzk5yONXlxcaF2u33LAowcjvOU/VCr1UwhRfzBQhRAhTNbugFxFhcXlcvljCjBmYm69quvvtL09LQBiIFA4FaMI5+DGANQQV4aCARsTgugOI3Efr9vgAA2YsSehYUFG3hOY5D4iSoaixcUwzxPGlOhUEjZbNZ88aenp212Cva0fKbRaGSWWZH/POgZ9Y8LpGPxyO81Gg35fD6tra1Zs3Q0Gunly5fGxI9EIjo9PdXOzo7NHJmbmzPLwr29PXU6HasruN+oBSCQEJui0ajZDqEoJ1cG2CfHBjS/vLxUr9ezfB1lEHngYDAwQA0rJs4qgC3yRtQeg8HA2OHMR3RVdNRCEAo4B2n8QsgqFApqt9tKJpP66U9/qh/84Adm6UjcYv2m02ltbGzoyZMn+rM/+zP94R/+odLptMV69jhACfGVvIT9SN7yrl/Uj1gbugq4t/Mj1jY2RMQ/nhc5I4CedENUYQ4RwEIkElE6ndbjx4/18OFDbW5u6v79++ZycHJyYvMeUJNiNbq6umoxKBgMGhEEYoOr9CMvBThFSU3uw+e+vr42kI98wLUFAwghh6W+5HNgp3VxcaFisXjL0hpAolKp3MoZaV4zE48Zn7wPqj3pzdpGoX9wcGBgJ/GOv6d2aTQaFv9xnmDPA5pAdgMclaSlpSUdHx9bPUtu22w2dXx8bO4UkOpQwXk8HlNVHB0dqVAo6He/+52p/gKBgJaXlw1EpnYjbw0EAorFYlaPn52dmSU5+Snn52AwUDKZtByMM5I4DelkYWHBYhmzvuLxuKanp5VOpy1PRQVPze7xeJRMJg1AKZfL+uqrrzSZTLS5uWngTavVMiIFdmzpdFqXl5c6Pj5WsVhUqVTS69ev7Rx88uSJnj59qmQyqUQiYWclipy5uTk7U5izyjP86U9/qlwup88++8zs3dPptIEuk8nEgCvXUcHtbbFGyPHdfULOy++8624Md9fddXfdXf+tru80iOImG+4BQsHpWmFQtLksPJdp7QIkNDBcD0oOLxomJK0UQzRIYA3Pzs7qwYMH1miBpfrBBx/o/v37xuZyWYgUJKhnYAfD0pd0y57j4uLC2Gtra2vWmIStRVLSarXU7/e1srJiEmoSL1jcDCxHyru+vm6KjaurK1UqFZVKJV1eXpoclwSbuRuFQkFLS0s2xN7r9Zr1AQAL9jkkb41Gw9ggDODEYzefz8vr9erLL7+0QW0UpOl02iyDaJr6fD5r0OMLzmuXy2WT2/LMSPZKpZIKhYI8nhvbLBqf4XBY1Wr1FqsRZhMJJAweGED37t2z18UD2+PxWGEBs7Pb7RprKRaLWWNFuvHHJbFnfZBcoRyZmZlROBxWp9MxufNwOFSz2TSA6+DgwFjvkozNiq0FwBKWMDRhUFThxer3+7W8vKxwOGzDCd0mHizeyWRi6wVQbTwea2dnR//qX/0razhRiAAQ4ufO+nYZkew59vPbHsmujQH3jNfBPuxdvrhf7DdJVjhSjLixkP9/m8FJDKIZy7wN7j2NGwotCkh3XgoA12AwsMYTiiSAt/n5eRviy+DOeDyuFy9eqNfr2XB3FGQMjaTYxAJxMpmYXQrx3o31gC4zMzNmO3V4eKi9vT0tLi6aZ3Q+nzfW9WQyMR9mLE0Ydp/P59Xr9bSwsGDDzWFmM3cBhiY2TicnJ6rX69YMXVhYsAGjNE0BKYbDoTqdzq05RDAuJVlMBKTnefZ6PfuHZgj7xm0GAjZ/8803KhQK6vf7NoMpEokon88bYOUC/JVKRQsLC/YMGGycSqWseUHxSuMXpU6r1bK5Nul02sBcr9ere/fuSZKB2DBeue8U5VdXV8pkMnZ+EOvc+AtjldiM9RfgnLsnsD0g7oTDYWvEowb0+/1aXV010N/r9erBgwe6f/++zs7OlM/n7ZlcX18rnU7bec7wU9Y6ZzrvARuYtUreIMkaL8Qszg7+zI1zLmmEv6OByc+83dx/Fy9iDvka/4+q1o1TEEhQ1GKvgYKM3z87O7NGNHGwXq+b1dPl5Zv5bzxX7jvxmOcDEEMTj1lNbnOTdQLbX9It5RJ73QU6ebaACpA8sNkkPqEEhVHs2mcSk8l9Of9p9gAo8P3IR1Hozs3NKRQKGTBALIvFYkqlUpYL8D3Oz89VKpUs7+Szk7MtLCyoXq8buQMlF3kIjdi5uTlrAA+Hw1v+8FhhQYRBHeLmxnNzc2q32zaoHWvYyWSiRCJhMwhhu9O4LRQK1iDDmuj8/FztdtsGwKOUQ5mIVQvEq/F4bAOTIQzA0ibGw4hH9Y61EEoQ6gOAC4Ax1heKHZQ+nPesy6mpm/mHuVzOgBpmLQ2HQ7VaLfl8N3MTstmsVlZWbjU7XUWz9AZIYc3Dks5kMvre975nM2awVZudnVWz2VSv1zNwnTOUmEr9s7CwoHv37ulHP/qRAWLurDeALtc+jLrQVeO9yxfPV3pjs0bMcxvz7sw4yAvkb+4MO0m3AAcaub1eT9Vq9ZbVLvkiVs+PHj2y/d9ut01RR1xlNtvCwoKx8iORiKlTsGt1iWbsNVf1zDnvnpmuqp+4Q9xy7WhpTi8sLFizfDK5mZlUr9clyerxZrNpM43If+/fv2+19KtXr4zkB2Gv1+upVquZ8p791u/3tbe3Z+c+eYvH41EqlVIsFrOGOYoaPgf/j2oWi1RUL8yqI85je4i1KnaU9XpdxWJRjUZDh4eHOjg40O7urvU6UNBxpnY6HQPJh8OhzThtNBr22tlsVqlUyoiP8XjcLMYAjlKplCKRiMWub775RpeXl0bM5PtBeMrn8zYDjPdAYZJIJMwWndm1KMQhOXBNTU2ZCu6rr75St9tVNptVIBBQPp835wvIhNzP1dVVm/3q2oJdXV3p3r17+pf/8l/qX//rf635+Xndu3fPLMAzmYwikYi5eLAG+Y7n5+daWlpStVq1/KNUKmlpaUnr6+tqtVrWd2EdU09zZlDDUT+7Ki/pDbHCdRN41y1d76676+66u/5bXN9pEAX2ESx/CjsSGprOJFB4+NIYIZkh2cF7mteFLeseQjQ8KJalN7ZiJHHtdtvYDh6PR+VyWa9fvzZlwg9/+MNb7IW3G5luQUITBXm8a83kAhWwbpLJpLLZrDKZjBX1/X7fvEWxWaCRR8OTxkCr1bplt4SNC81ADvCzszNrAubzeWNwLi0t2TB3rAPwZWW+CQkaA8UlGXNvbW3NEv16vW6ACcAI953vPBgMTJbcaDTUaDTMjo3vHIvFVC6XrSGJZPj6+lqJRMKSltFoZDM/GBQKUzwWi9m9m5+fN3sB5MZer/eWTRjJEWAD7M9arSafz6fNzU1LeilM+/2+jo+PNR6PjeXtNgVQkvR6PRv4TGF7eHioZrNpCXWn07lVCNHgQ22CbQXDiiVZgwKWVjKZNEaNz+dTpVIx6yFmuVC4S7IGzNTUlPmpezwek4Ajja5UKsYkZC+yB0i8pTd2Nu7sDIo8rNfcC6Ydn4Pn8K5fsLtYa27B6TLh2Xcw1PkZmiAu8x1bEH6fn6NZg9KBeEXznoI5HA5rOByqUCgY0xT1WyQSMWZhJpPR1taWFasAX3zOXC6neDxuNjh+v1/hcFjpdNoY2y5bG6B8YWHBCndYeez/er1uTVIY1bFYzIbfwo6E8cfMDppWfAZXfZJKpSTJ7gP/0CTPZDLa2NiwopkGm8tAh414fn5uajSKW0BfinLOHp6lC5a5ygbi/NHR0S22KfYb5+fnajabajQaqlarCoVCxiKXblj96XRa1WpVkpTL5Swe09CjQG+32zZok/hDkwS14/X1jcXk/v6+zXVBQTk1NWVWPuz1dDqt/f19VSoV1Wo1A63X19etOYKtEco8GkgAazROiWfY6tAsZL2jUnBndrGeUME8fvxY4XBYsVhMxWLRGkXYogEqQ6xAuTMajRSLxQzwA4x045rbAOR5sqbcPUZMA6gmHyDeS29UNZyv7/LlxjlY++wj7pXLbsUKjvXAOQSIWywWVSgUTMEB69Xj8dhAbkBi1iAAtvSmAck//X5fvV7PVMsAE9jgwcIGUKhWq+a3jt0M74GlC78PaIHSzM17Z2dnDTQaDofa2dkx0IZmEbnv0tKSKXJ5b6/3xgaRGRzRaNSaRBcXF2o0GmYDywwU1l2v1zMrW3dOTSwWM6ITeRZxCCu9RCJhpI2FhQWzVhyPb2aI8GwhlqDI6Ha72t7eNuUdcfr8/NwsQ8PhsClcyGkBo6enp7W2tmaWo8RR7Kemp6f16tUrO1+Pjo6sQYlKBuUJOTyzAAGK3BkHzMkCxJ6amlK1WrX5UOQ4rG/Y1cRTQDCY4zCSLy8vrSHLuUKuSeMaVSDEChd4JOa75zSKP+ItudnbBA1IDFNTU1pZWdHDhw8tL8/lcnr06JEmk4n+7b/9t/q//+//2whF2NpwPpTLZZt75ZKHeG7kHwCZrorWVev9QwCSOT/I/4iFrt0qZws1F6pe/kx6M7eCPeWCK9Vq1fIOLJz5BxDw4uJCu7u7pmZH5cLeZz8xY8nr9Zp6FNLB1dWVKTeYGeXx3NgZURcAXroNYmKsq4zi87tALfVRv99Xv99XuVxWOBzW48ePbc7o6emp1a4QZ6Q3trHBYFCLi4tm+SjJZvYxN6ZSqVg9Pjs7a7EWFS1/Rm3WbrdNdbK2tmbA+sLCghKJhKlbcH4YjW7mjj548MCUa1tbWwqFQpqdnTUrP8CcVCp1a8YU9TMqvnv37ml1dVXr6+uSbsBJ1DbEOYiIxWJR5+fnBpwAFMTjca2srOjo6MiUcJx/LlB/dXWlRqOhQqGg4+NjXV5e6ujoSLVazWpp5gdGIhGL3wA64XDY1guq5mAwaJ+Ps5Jz4vT0VNvb2zo6OtLq6qrZAkejUa2urioUChmBFJU15B0cRLLZrNXh/+v/+r/q8ePH2tjY0MbGhpLJpA2Qn5ubUzAYVDAY1P7+vq1hAHTy416vp8XFRf3whz9ULBbTo0ePzKab3LPX61nsI/ZSF3HOu4Qn/px/uOcuyHp33V131911d/3+ru88iOI2/ihkKXJgPdCQ4M9gxcH4nZqaMnCFJJFClWJG0i3lA+xrmBYkirzH9va25ubmbD7Izs6OMSA/+ugjmw0CO//tA5Bk0FWqULiQNGLvdX19rVKpdIuZ6Hq78vf7+/uanZ1VLpcz+b4LUJB8weR1rW0oePGCJ8m8vr6+VXgXCgUr6hk8yv2lMCchaLVaxlp+8uSJDVFnGOjc3JyBRiRkp6enur6+1ve+9z0tLy/r4uJCnU7H7G5evHih09NTS1RLpZKq1ap8Pp/29/d1dXWlR48eWcMd39ZsNqvBYGBJ8Gh0M/wdZQ3vwWBUBiNeXl4qEAgokUhoaWnJWJmpVMqaWD6fT0dHRzZEb2VlRe1224bkNZtNBYNBdToda0xgJTQYDNRqtZRMJjU9Pa1isWge0xQYsE5IlBqNhvx+vwEiNIxgd3U6HdVqNQNWAGNgXbrWZ1iiDQYDY1GRTNIs4hmR5CFrTiaTloBmMhn91V/9lUKhkJaXl62Jjf0O+5aiiDVMkk5xTpEM6OImiPw8e4XG17t8UYS5SgxXSYdKgOLF/XmYSm6BQwNakr2OC8gACrgFMM+HWEOD2Ov1mtUB/vMwrJhFsrGxoUQiYbGEYpPmTTabtWYnxQiAab1ev2XXAOuSdVUul3V0dKTT01ONRiNFIhFtbGzYOkHxIMlUFljb0VykUKEpWSgUbO/4/X7dv39fW1tbWl5eVjQa1fn5uZLJpAEyNLlZtzQguPecOcQSikRYhpFIxIo6Cj2fz2egEo07SWYzA/jPGkgmk9YwZF5IOBy27wF4y2BfWMg0ArlfsICxhLm+vjZww+fzWTMTViXDNbF2AECPRqM2z0q6aTpHo1EdHx/fal4Sk7C0ATBj3TOHYTAYyOfzKZPJmEqI3yVG0VB0lTpYYnDmTk1NWbNhf3/ffMSnp6ctNs/MzOjx48cWE6+vr41FC+jl2kJx1mFpgTUjz9/da+QUrpUXoAnqST6/y8SFBOE2xQA62RPv6sX+RA1Jg5zvzT32+/1GCAGo4Iw/ODgwNurMzIyRBbCyikajun//vh4/fqyFhQUDDTl3AEcAAjhHOXtogJNT0RwBoEXpx+uiGBkOh9ZwQdHCPsMii3hME39xcdHIFpydtVpNU1NTli9dXFyoXC7bvkX1cnh4qNevX8vv9+vDDz9UOp02AlAoFFIkEjH2skvmYaB9IBAwxQSfFdXFzMyM5SK1Wk1ffvml5bxYhNEYlWQqEoDKw8NDJZNJff/73zc7yaOjI5s5dXZ2plKppJOTE1v/29vb2tvbs7knKHn43IuLizbkutls6quvvtIvf/lLswPsdDo6OztTuVxWpVJRLBbTysqKqtWqAQQAFnjft1otzc/P2+yrRqOhSCRiIJVLVHL97cnFUJswy47nmkqlLMZwj7DSIW+ChR6NRo08xv11bbpoIF9fXxuLHJIO+wRgBus4mOUoXIhBrhUUuYVLspBkYGEul9ODBw80Go10eHiow8NDSdLa2poRnb744gtVKhVThNLgJ5YzXwaVCpY8nDHcS5eU8w+hgejWwpx9qDI4N8irOSe4sNlyLar4GVRO3W5XrVbLmswQE2u1mmq1ms3R2NnZUbFY1LNnz0xpBXmR9f/o0SOze4VoQe0ajUbl8dxYSjHvCMtWyAfYLbq1MhatEHuI08xegeAGEHl5ealut2vuCtVq1dQb8/PzWl5etnMcN4OTkxNzd6jVakYOREXl9/uNKIKDBPMwstmskTQgmaVSKfV6PZXLZctZUb2QN0kyEBS7rlwup2w2q6dPn9pejMViBqYwQyudTpv188uXL1Uul5XNZrW4uGgzbojPqC0BMWu1mtWXKysrFsPonWBzK72xqIRwUi6Xb7lg+P1+/eY3vzEg6/DwUD6fz1R/CwsLpnoEcI/FYqbCcy3nULFhr3pxcaFSqWTvE41GDWwJBoNKpVI6PT3V+fm5ERMhDk5PT+vg4EDz8/NaWVmxWT6cm1dXV2Z3ybkBsPOHf/iH+tM//VNzHmk2m4rH42q323YfwuGwpJv8FrUVdozhcFhra2taXl7WRx99JJ/PZ84R2NSRJ0CiJa65Tio4Rvj9/lvOIFiQUwu4+/3uurvurrvr7vr9XN95w1gSeNieroUPzF4SQhoVNBcoHl1rDA4l7B9cBQoyaRIXQA7UJBxysC8ajYay2aza7bYV5vjj53I5vXz50pg6NEP4HABBbpGFvJWCjSGWML+woSA5kW4a9LAcd3d3tbi4KEnG+KF4JQmJxWLqdrtKJpN2cLvNHAphpK58X7/ff8v/dXZ21mypUPtQnJGotNttJRIJFYvFWw3RZDJpP8NgPEAJv99vLA1k0ysrKzZn4eHDh2Z/NplMDLjCmgvQi2cKU3s4HGptbc1suWAZLS4u3vLKbTabevTokUajkbE0SSxZE8x3QZ1UrVbtmcC6QjlUqVQ0Ho+tOQubnmGFNASZ5zA9PW0sRGx6SJ5h3wPoMZCV5u7c3JwymYz5kvO72C5RFAWDwVtSZiwe3AYezUcSfLzdWYfX19fWhP6zP/szHR0d6d/9u3+nn/zkJ8bod+0fWOuuTJkmLokkxTnf0QU4XU9xSfaz73oBzZ7jfklv7DTcuEZDj3hJfHFZm9wv/p51xOvRsAG4ooAFwHAtJQB4+/2+Njc3tbe3p5cvX+qHP/yhFTKlUkm5XE4ffPCBIpGIPvvsM2tcnp+fG8CARQBNo6mpKZsVhOovEolYUwcbg8vLS2te07y8d++efvnLX9p3aLVa1syiMQpbD8DD672ZgYFt38zMzQBkVCyon7Ar4XwJh8Om+pBuGoMUapJsxhCqD5q+xFJX4RWNRk354tofTE9PG5ub16MYhQXOPm+328pkMmZJA4AOK5TGGfcWkgAFZTgc1tTUlBV6k8mNzzSxeTgcKpfLSZLFKYDPZrNpTeJ+v2/nRCKRMDseYgiANYOoa7Wa0um02u22QqGQsTFREqH2QP0xGAzU7XatQU0Djs8cjUaNtcq6Zs4XqjzmgV1fX9sMM5QINPGazabK5bLy+byGw6Gxe2nmufHH5/NZ/Ca3YP8AnMzMzNj+onnIeuIMlt4oVgFD2afuWe2yst/lGEg84F66ihTysEAgYPuY+Q+VSsWaYOQxnKEMc2cWEvEF2839/X1FIhG1Wq1b5xHPjVzAjY8u6IbKc35+XicnJ9bwYI1OT09rdXVVmUxGFxcXisVit6yQ4vG4rq6uzMqVfIHGDes8Ho/L4/HYbAKUHdVq1Zow3W5Xa2trisfj+vrrr615B5s4Eono7OxMh4eHWl9fN7AiGo1qMBhoY2NDgUBAX3/9tYE73AsUQYlEQp988okuLi5UqVQMsCJnOzo6UiQS0ebmpg4ODuT1epXL5eTz+YyUsrS0ZN99cXFRrVZLDx48UL/f18HBwa3m8fb2tjVkiTPHx8fKZDIGJFUqFY1GI/3ud7+TJHsmzOzCVpI82e/3mzVq5D8PmH/8+LHlhPl83qwW8/m88vm8+v2+jo6OzOoL+8BIJGJNSnIkSFAoSGiqTk9Pm1IvGAzq5cuX+t3vfqe1tTU9efJEyWTSwBHXFsvr9ZodGnEeRjgxEnDN6/UqFosZ+MUZfHR0ZKQe8l+3LqGRzfN2VVmoB2i8SzLSls/n0+7urhYWFm7Nsvnbv/1bffvtt/qTP/kTmydQr9etwY9ilNoC0JkzmXONJiSAy7sc/7ggHrhWVq4KXZLl7TwjzhpXvUMNTJ5IbjQYDIxFv7KyYrUMtm3E1evraxUKBXMV4KzD1uvs7EzJZNLOLsA9cjYsgFGW8lxR0lB7SzJVDWAH8RYiJLU/9TGEPd6r2+2q1+spmUxaboMalhptcXHRyCnUGFjK9vt9y32Hw6ECgYBarZapUKiDIGNAIGq1WkokEppMbmbkYf/EfcLyFrtVQHReD5JYLpez2vjs7MzUwlNTU6rVataE7/V6lj8Hg0GbTUJN2ev19OWXX2pvb+8WODWZTEx1C+GU+Dg/P29kR0Bwv99vKsqZmRnVajU9fvxYyWRS3W7XZpPGYjFbcxCsGo2G8vm8rSNi7XA4NGtygIj5+Xnt7e0plUqp2WzaXEWswQHlJpOJqZdR1nm9XnU6HT1+/NiUp+Vy2WZuQa5FDUjsJEb+5je/0f/0P/1PCofD+vTTT/XrX//6liU5vQeIQcwDDIVCqtVqt3K8RCKharVq1sKQpLrd7n9hmS3J9gt7l/6VCzq6lojkHRCv7q676+66u+6u3+/1nQZRXLm2mxByUMFcdj2q3eaf2zh0X5Okzh0ySVFMo4KEjoaGJGsC8T7b29vGom61WuY1Go/Hlc/nzToF9glFAO/HZ+dzwkJz5ZxnZ2fW9GIAcDKZND96monn5+fGikkkEiYB7Xa7t+5lJpOxphTfi8F/o9FIOzs7xlZHkUOjHksBGpEwqWFEkAhzH7FAgYEDE4hGPsUZ1lXc+6OjI0lvGFSACEtLS6ZAYSg2LB1UL6gkYJo2m01L/vERp6jt9XpaXV01656ZmRmNxzcDoSnOJVmzt9PpmFLIVYJQCGA9x3fGNgffX2y/8OvFH7jX66lYLEq6GRhIY5ZnBjAE64t7w9wDt2Hp8dzY2wSDQWtkHB4eqlar2UD6fr+vdDptAFGhUFCxWDRmklvU0PilgcXzzeVyGgwG+vDDD/X06VP9X//X/6VIJKK//uu/1ldffWUgEmvUZZXBcmWtu7Jk9rFbHPP+NNPYJxRR7/LV7XYt3qEGceOEG9/chirDbAEUaY5wDyUZaOw2e/l94igNYIp31hrPBCBuampKp6enOj09tSKz2+0qHA4rHA7r4cOH+uqrr1Qul7W6umqgLgAtqpRqtWqFscdzY22CPQT7jL2BjdPR0ZE19SnOWGMU61iyYFcnyZqSxKLxeKxqtWrMxrm5OWMUo95g5hSNzqmpKVOSoETARorZLrDQabCOx2NFo1FT3WHR0Gq1bKgrcwbC4bDt42azac8WUoH0xm4Smw6+G/Yx7ClAB5iZMOkkWWMRQB67j2AwaCpDmtKwktvttjWAk8mkhsOhndPcD7/fr0KhoGg0ag0K2NzMQCiXy3r48KGpBTnrYCheX9/MWGD984xh0LrgLCAHyhaALhoBb6sVzs/P9cMf/tAa8Zwr/MPZe3p6aucv9+DtAthVywIKA4LyPQCFaA4R4/kz9pUka1DRSGeP8p6uFdC7evl8Pmui0FRlH0mycwAloyRTlrEeyNtg8jebTcsVisWisfRdVUs8Hlen09Hp6ak9Zwgj7jmGLSDnFaAkoDexiDzG47mxPaxUKgboYVNCrKKpPD8/b5YzLiBD3jEYDEwNhuJWkuWdkC4KhYINEUYlhoLFtTGs1WrWbESNirptdXXVmjisW0na2NjQZDLRs2fPbN+6Som5uTkbWj4/P690Oq1Xr16ZEgFrnMPDQ2M8R6NRs4qkwYai1u/3q1gs3gIGmEHDZwMkGAwGFqdRqh0eHurevXuq1+umPGOOFY3MXq+ncDis/f19eTwePXr0yEgjvO6vfvUrm7WDHZskm/NQr9e1vb2tXC6n73//+3a/IRldX1+r0WioVCqZCnBmZkbLy8sGJJ+cnNxSpZHr891p3PE9WHtujGPmHdZPqAawTaTOIa8nTyNXcEF/lzgAwF4qlYyZDpmHeSjn5+fqdDoW39xzSpKtrevra33zzTc6Pj5WKBRSMBi0GE+znxqA1yHmQ3J4ly/OCjcfo74lNnEWUFsC5rNeIJxAFuTvIXBNJhMVi0VdXl4a8Y7zlhmMqNWOjo4UDoc1MzOjdrut9fV1U5SRA0C4qFarVvu0Wi1NT08bwMCcGywwJZmqCnCHtUj9gdKE7w7hhXzEBcbdc9YFNrrdrsrlsoG4qVRKiUTCSDDMrsvn80qn0zo8PDRiEO/p2nuPx2OVSiU1Gg1tbm7aXMloNGrkEPYYVok7OzumruHPie2AP6FQyHIcHBH4ntTQEKzcWhGlCopk8j5er16v3xoUXywWFY/HlU6nTXGzv79vigrOu1arZfGF2gKbs3A4bP+mliuVSvL5fLfm1DFnsF6vm+WgJHOJIKafnp4a+RG3EfIwBs5fXFyYQwa1IyBduVy22NlsNu0eEUchHdCb8Hg8ymQyKpVKevHiheLxuF6/fm1kx3Q6LUmmEsc2F/UNNdrm5qZ91/F4LL/fr1wup5WVFf31X/+1Go2GuZRQiwHMAKJgtewSZVxnAbcGZp2TE95dd9fddXfdXb+/6zsNorhsqLcZNTSLXUYodgEU0xR6JIM0+kk8YevxepPJxBp2HGQez81AW3eAI03f09NTKzr39/f1/Plztdttvf/++yYfJflttVqSZEkSTTLYjTQkYW8wUBImMU0bgCMGMsdiMQ0GA2MjYpcyPT1tXsQMmDw7OzMpPYk3dl58jqOjIw0GA0ueJNkwNJIObGEAskg0uO+BQEC7u7sGwJD0TSYTS5Lr9br9PAPgJJkcVpKBBEinKd6Q8pIwUpwBsAQCAQNw8K8PBoNWfON3znwWEnOaDuVyWblczgo0knYSZ9ijJEAMz2No/fr6unq9nj1vj8djcxpSqZQpPGKxmI6Pj41R+PDhQ2OP8r7j8diGOsLgmp2dVa/XU7fbVSKRsOYmtiPY+1QqFWNRMUSbYt/v9xtjkiaOW6ywNmFssldmZ2eVzWatKfqnf/qn8ng8+pM/+RP98Ic/1H/4D/9BOzs71iBxgRGAGSxweObu/gYkcMFQikb2L8nkP5SLpgP3gXsAAEWc4x6ydmDu03DgPlMIsv/cP+fv3D/n+b2takHJgeVSpVLRb37zG/3iF7/Q7OysFhcXLWYBWB4fH+vg4EDRaFSj0UipVEqBQMCsD/GwJh5idcL8IZrQfM9isWhe1uFwWKlUSo8fP9a3335rQDGzsAKBgAKBgPlTe71es9Fj/0ejUV1f39hYpVIpjcdjA1FpNkYiETsbYGtKNyB7s9m0IZ3ELwpfGhww23hOl5eXKpfL1jil0cXfx2IxVSoVe118pGn88j2wUHMHs8Omp+ij+YDiMBAI3PIj5x4TY1KplDqdjjHo1tfXNRgMbP4NTFOays1m04pcmtjn5+eq1Wpmt4AKgObNzMyMFf6ASlhP0BxlHdbrdWsMAWC7lhzEK85pBsUSc+/fv6/j42MbWL+6umqFdSqVMrIDjFHsGSuViuUXgGasQ+7b/Py8PQ8ANvITcofJZHLLc5517Nq10PAiXqI6c5ubbqPoXbbzur6+mS3B+qQRSOMBBjTNMRquMD/ZmzQUXZtWSba2aKR4PDfzjGjIueQdScaUlWRqPtYbwB6NfeZMuINgyYHcIb2o7Mhtksmk2YOxXyaTifL5vJEw0um0Wq2W2u22zs/PLSYMh0OlUin7vthslUolYwk3Gg27L6FQyIAH7iUgBo22QqFg7NeLiwu9fv1asVhM2WzW1LLkWcyb8Xg8mp+fVz6fVyQSUaVS0dHRkeXVkHuYo4c3PbNU3MZZr9dTOp02MDkejxuZys2da7WafvnLX8rv9yuTyWhvb89Agng8rj/5kz+xPIzZLDDLUUtvbm5qeXlZOzs7lqOx32juk1Ntb29b/o8FJUOyA4GAfeZSqWRqPZjF5HGZTMbiMEA6w5O73a6BbgDk2KoRRyKRiLa3t80GjsYwaxFrYBT50WhUtVpNxWLRmPac++SQxCDyCtYR8Q1iF/UG8xry+bxevnypw8NDy1VHo5HW1tYUCoXMopP5J7wfxC9AIZqzKK44QyTZ2cZn/IegRAEIcJ0MAIX5s7fPIhq7xDeXnCfJ9gWxhby72Wzqs88+M5s5VLLUr6urq6aqd88mSfZ+JycnRkLxer2mxl1ZWdHJyYmR3vx+v83K5PfJeQCmqbVdVwnIGKxR6kPqF0lmgUmdCGh7fHys0WhkuV65XJYkA16DwaAODw9NdQFwij0qtTfuBNINkE9M4cwn90JNTdyem5tTsVjUaDTSRx99ZHG23W7ro48+UqlUMgUG34X7BehRr9dNhTccDpXNZtVqtQwQZ/YdYBjnDDNiRqOR0un0Les2yEkuyABYDyhLDoxKjLWDGoO4yLnIcyLf8fv9piLm7Eomk0Z26Xa7ajabWlpa0ubmpoFK0WhUxWLR8lg3J+73+0agQoXMOiqXy6pWq0bWxEKcmAF4RJ4FkPPy5UuFQiGrsfP5vJ2RxG+IT9RYxWJR1WpVH330kTlskJeiBOWeAgaxD1nj7GX2qdfrNccM9+/ISVzyyLtMpLm77q676+76b3V9pyk6NMc5wGHPvM004ZBENULCCdPGZXjSqOX3eS2atm7iLskONxq/kizhhKE7Pz+vmZkZ/epXv9Lu7q6urq70wQcf6MMPP9TMzIzu3btnjQ4KAJqfsCg4NFEK8D1JgiksGLgJQ53GYSKRsKSV5HJhYUHNZtOaViRANMrcYhlgJJfL2fugojk5OTGVC2ASCRse2bwnIEA0GlWj0VCv11MwGNTm5qY1Pd3XosEJSykcDiuXy6nVaml5eVn5fF7n5+dqNBo6OTmxIcTtdltTUzfDLVOplFnmUNw+ePDAWG4kj8jVz8/PjVny6tUrlctlA6Emk4nW19e1sbFxi73i2knRwGEtAETR0Ds5OdHp6ak1LVymDM25s7MzHRwc6Msvv1S5XNbS0pIWFxeNec9aZw3CSmXdusNzI5HILcsgwJKjoyPt7e2ZxJ91PTMzY80bBnxKusVYc5ktLmsatk2lUtGPf/xjA5oSiYQNeaXQQKnkWrKQ7JHIkkC6dgXSG1sq9qpruwfbiKbBu3wRv3h2NO1d5r10W4HH/eIeUyRg3+eCj6xpl8kN25qihYKd58+zwdaGIrNer+vbb7/V3t6e6vW6rq6u1Gw2DURYX19XOp1WqVRSpVIxxvX09LQWFxeVTqet6ZfNZhWLxWyGBeAjNgowgCmcMpmM3nvvPWNQxmIxA0Xfblyzh5H1h8NhLS8vm4oNj25spwCJOAewM8B2j6JpNBoZYMD34165xR9M9F6vd0t5AAMcCxjYZzSYzs7ODPREJYlF13g8NlZ8JpOxvczZwv5LJBJKJpPGguf+wIAH+K/X62o2m/Z8AZppetC0gwlIkwVLofPz81tFNIoBGoeu8nBxcfFWU4dZENgzEjNhdMJmBGSLRqP2XSeTiRYXF83mjHvh9/uNUV6pVIzZ/vTpU3u23/ve95ROp1WpVFSpVLSzsyPpRqnJ+YqSiPOVC3a0CxzRZBiPx5bHuHYlb9uR0NynKYiCz1WPkRO4DMR3OQa6JBKs7liTAHfcT+4hwCS/z4WKrNvtqlKpWGMcJWi32zX7oWazaTNFXPUkClJXjQSg5uaMMEUBUXlmNJpcxRJggCQDK4nLFxcX1tSClUtDZ3V1VUtLS0b0YT1EIhGl02mLj8FgUPl83uLt4uKi1tfXtbW1ZY2xqakpUxEwTyMej9t+5rMFAgE9evRIgUDAgJG9vT2zVQHgWV9fVyqVMkUMar75+XkFg0EtLy9rYWHBvOtTqdQtyybXDoZ5WTwLGNicW5lMRisrK6acocEJWSmbzSocDtvcIwBgiBiDwcCsaVF4Q04C2KZZy7+ZLdLv93V6empKYpjHbvMVhQiN7FgsptXVVYtbAEYAe8y+wRoLUJt1BVCMCgSgfzgcmuKS85p1SY7Kswb0JY/ge87NzdnaY28B+KDEbLVaRopaWFjQ0tKSPvzwQ/3gBz/Q+++/r2w2a3EJux/W3dbWljKZjN2bSCRiA7vX1tZUKBSMxOU6BJC/kAsRF4n57/pFDHJzOkBfcgsICS4o7yriqIv5WQhxKNJZD71eT+12W8+fP7e5QVNTUyqVSgqFQvrBD36gYDBoJDxAPNYg1s1TU1NKJBJm0wYI6NbYxEFUvJAoWLuoAvl5yAWciZubm8rn8zaonT6AO8sH1R6zinAvuLy8NEtEzlr+TTxGIbi9va39/X1JMuCBuox8Cmtv9jQAB+BlOp22PbywsHArDvH/xK1Go2H50Xg8Vi6XMwAS0gs1rDvbBNvSVCql8/NzHR8fq1gsGrnOtaLc2trS48ePlcvl9OzZMy0sLNizoRZgNkq73b6lAGy321pbW9NoNNLLly91cHAgSRbvqf1Ymyhgms2m7t+/b3Z+o9FIsVjM8tT5+Xk1Gg0lEgmzEqPXQJ2ARffy8vKt+giwkNdAUQ55lDOSZ0N+yfzT169fm/K61WrZWYbq5erqSrFYzOYrnp6eqlQqmUsFwBd5XyQS0YMHD5TP562XxQB77OZcEhZ7QHoDpBC/UdOzn9383SUO31131911d91dv7/rOw2iYK/hsjk5UEisXfsNEmoAFEm3PII5ZP1+vzXYaapJsgKXJMVF+ofDoR1qsG84iBlOenBwoG63q7/7u79Tr9fTH//xHysSiWh9fd0SHL6D9AZQgUGIGuTy8lLFYtEaMbAsaLhdX1/bQU2T0+/3a2VlRYlEQuPx2CT1yWRSksxeZXFxURcXFyazx74AMIqiaGVlRTMzMyZXZbhuIBBQJpNRKpW61bjF6uTo6Mia4q5FAsoQEk/mncCKwWqHxkGz2dTh4aEGg4FmZma0uLio4XCoeDyuRqOhvb09872v1+s2vA95NwVguVy21wIsunfvnjU9y+Wyzs/PlcvlNDU1pXw+L+lmgCLMGKxs8L7mdynqK5WKqtWqDURNJBKKRCKKx+Pqdrva3t62hDAWi5mveblcNuaOx+NRtVpVoVDQ9fWN73C9XpckY64CCDUaDUnS5uamNXJhLjYaDXW7Xa2urmpra8uGM9OY9fluBjQzYJfBiwCOrlLEbX7y58lk0lg8H3zwga1HAMW3Cza8i2HTwCSm4QyLnQYZEnnXusC1T6GZJsmY9+/yxb18Gwjmnrl70GWs0xzh3zTjaNjxutxfnjn/Lb0BstjDPCNi0Wg0UqvV0snJibGoYQEHg0HzKqYBOBgM9IMf/MBYXAwwr9VqViB+/PHH1li5f/++8vm8gZM0Rmm4UxRht/Do0SM9evTIGkA0SM/OztRut439hcUBoC9WMrOzs0omk4pGo5JuBmqilAGY5LyBSd3pdHR1dWWqr1QqZYNwAdix1sNuBtCSOI11CSzcQCCgfD6ve/fumSWj21DFymVpackGmMKkx4+c789Qym63q3q9rsFgoFQqpbm5OZ2enmo8HiuTyRjYi+/2aDTSwcGBsaeDwaAVfpJsqGcoFNJoNFKhUJDf77eG6dHRkTVTKOyz2azZU9HYoOEmyYrKTqejRCKh4XCoSqVizWruH40FAC0UpIFAQPPz81bAMtB0bm5OGxsbZqNxdHSkWq2mjz/+2CwW79+/b9YbJycnOjw81IsXLzQ/P2/sdSwWaF5BbACsQ7kHgx61Kw1k1xbRVWW6OYWrTqIR6u5jlEaAzy6I8K5e3BdAXM5C6U2zgZkKPAvOK4BJzg0UmH/3d3+nvb09zc7OKp/PK5vNWpOCfY6SBYLE22Ayuah7JpGbAZSwRzi/3gbYaP4AjJMjjcdjUzkAmLqkGvInZkb1+311Oh1TNnBmu1ZOkUjE1g75mPSGtY23O5+p1+upUqmYzRbNRWY2xWIxs9iKxWKmgnABICzKYLWjiua84gyHYf3b3/5Wl5eXevDggSmFUdrWajWbhRGJREyZB6EEdjY5YT6f16NHj3R2dmbkI5q25+fnxghPJpN2HnQ6HZtlgnXlycmJXrx4oXa7bUpE9jfnXTQaVbVatRhbr9et7nBnLfDcYMdDzHLrEBqzqCZhjLPGYHGjtItGo7eUVuwDAD4AR4AS3g/LLZdl7ioXyBOItdw7wOCZmRndv39fP/jBD/TBBx/o8ePHunfvnjKZjMUzwLlGo6HhcKjNzU3du3fPFKzX19e31DzT09NmLcR+g1hE3OU+uaDBu3yR37vKYMA0Ltf2h5hEDcvagaRE05lzk7Xnqn1ctv4XX3yh6+trs3Pyer3a2tqyvDIajVoMIEcnt3/06JEpiSH1STdgI7FDejOrhVqffzObhL1Grc8MqU6no9evX6vdbptikTPRdXK4vLzU559/bn/n8XisLnJtM4n7WNehlJNksYY8gnMakBNyDjOdmH+1vLxsRLRwOGxD6F++fKnnz5/b7NNyuazJZKJKpaLl5WWdnJwY+OD3+63OXllZMeAcW8tisahQKGSAKuuGc4vvRJyuVquqVqsGGK+trVndHggEtLi4qGAwaA4O5LcA8/Pz86biJc4lEglT5J2fn1sciEajpmZJpVIqFAoGqkajUYtPXq/X5uQBnEDOmZ6eVrVate9BDQCwks1m7axjsHy1WrVa2XURQbmOGp7vCpjFd4HkgtIGR4v5+XkDr/ns0o2jBupGcm9sIXd2dlSv1+2es+ZdRR3rhVjMRQ1OD4r4x3+zBu6uu+vuurvurt/v9Z32vKEYpmjlv93mITZOkqzAdRnvFBoAIjQn3IaGa3dDkcl7kmTyWhxokqwI5NCLxWI6PDxUu91WPp/X6uqqNjY2NDs7q4cPH+o3v/mNFaOSjP1L0ijJ2G2VSsUagsPh0BghFOiRSET1et3+nEaR2xiXdIvVSKPUtTYLBoPq9/uWNE9NTWlpacmK9uFwaI3vcrlsElUOb4ACPicJht/vVzabVbfbNTax63u7tLSker1us2RgMcJGgSWOjy32RI1Gw5LCFy9eWJOkXq9bcjwcDm1NdDodYxLCMqcQx9IGP39Apm+//dYGo8OC6na71nRNpVLGkAE4GQ6HJqHudrt2X0mMSYApxGm40RCgUIaRxCyRhYUFUwYx46Xb7ZpdBEx4Ev1ms2mFciaTUTKZVLFYNPuhmZkZraysmPUFz47GCQ0rGjkuwEJDo9PpaHl5WZJM1XJ1daXDw0NjtDHonoSR12HtU1TAvMEH2WX1UtRzUfyRNPIZ3+XLZeC5gznftrXiGfI7bpyjoKYZAtDi2h7x3yiVpDe2ECjnYH5SxPBnxMDr62vlcjkbzAvY+vXXX2ttbU21Wk1LS0v60Y9+pL//+79XIBAwyT52chRb0puZLUdHRwqFQorH4wYy0hyam5tTrVZTqVTS7373Oy0sLFhzDYZer9e7ZdU1MzNjygIk/cViUY8fPzbwmn0HC577dHl5qSdPnqjT6VghxXeg4c15MD09bbYOWEFRKPGzDBuliCduXl5e2h7iOU9PTysWi2lxcdEAZIAkgBLsGk9PT7W2tmbsb6/XazNIXrx4oVwup+vrG1/+dDptlhjsUZhzPGcaa27Tl4axJLM+IBbR+KTxgkUF3wUWJsOtq9WqNX/xC280GmZ1A7gK6C/dxANmXmF3OJlM1Gq1lMvlDMCi+dJoNPTNN9+oXq/r4cOHCoVC2t3d1XvvvafHjx/bd8vn8/rss8/UaDS0sbFhn5lYRCOI/IN9RwOe3IG8g/XDemat0IQnhqFk4bVRg1Esu+xjwMx3/eKe0hCmYcF3p4ElyUAmGrI0k9z7zPDrnZ0dffPNN1pdXZXP51MqlbpllcFrh0IhA1VcYBowjXgCqYbPhV3g+vq6xS1XTQlYynPEvoY5QzTBaV5CPmEuAc0dYgRNfa/Xa80+msyo2GiqoSajSQSwS4wi50OhRdOSeTHEAxi6Jycn5tEfj8cVCoUMDG2326awpcHn9/tt/gpxi/jH/o5Go0qlUhqNRgZItNttm+OERQ45A2xvmm7Y2rp/76r7aDq71lU8R0BuQFPIL1dXV2ar46p+vF6vKaODwaCSyaSazaYpLNzv7jLeuZ80/5hhAvPbJUMAIpAzA9Bz1rsqcHK1SCRiIAbrEzBvNBpZ7sr3hswF2EhzmbPMHTKN4u+DDz7QD3/4QyM3sVZTqZTy+bzi8bhKpZIODg5s73FusTY5/xuNhhqNhg2XJ68h/kLGIo91Ael3+XLJM64amDyfOOTGRoAXSQbycv4AuPG73F83XyTXRBnRarWUSqW0v79voDTrA+UpYOFoNDLym9tsPzg4sNoHgDCdTsvj8ajdblvsdtUk5J8ukYv1Si4cjUaNcAYYjVIE0gGWUdQyzMdMJBJ6+fKlrSVUfK1WSx6Px/IYyBLcI8DXZrOpTqdjNTFzqrLZrCKRiA4ODm4pvIkJnU7HZsqw3xuNhr2f1+u1wfGRSER7e3tqt9sajUZaXl5WJpOxuEBtOBgMzKKvVqvZvJeDgwPVajXL7ZrNpvx+vw4ODuTz+bS6umpzSOhHBAIBhcNhA54BayeTmxmeqIe5b5w51MLxeNwsxjwej4LBoNbW1nRxcaFCoWBKYs5AFG+VSsXWEWS/fr9v9wkg6OzszKzJuPeoxre3t+XxePTw4UMjT7IH+N1+v29za87Pz7W3t2d9EOy5mG2TSCQsfqZSKQPb1tbWdHl5acDagwcPtLCwYOcGwAgxCwtDZsSw/4jfAGUQhqjF6U3Rl3IBUoCfOyDl7rq77q676/d/facpOm7jgAOFP3OlyTC0aFZTLI3HY2MguHYY/K6bXPK7rrUGje+3ARy3oYSigM+wv79vVjbn5+daXV1Vv9832xFJt74HjC13vovH4zHZPK9LcuOyMGDXuRZdqVRK8XhcqVTKBia3Wi3zL6bwgykxOztrntaXl5dqt9s6OztTMBhULpfTgwcP7HNXq1Vtb2/b7A+aDMhQYSqT2KRSKfOUdmedYBeDZQR2aMPhUL1e7xbjhc8CCEbDEgl1sVjUzs6O+v2+6vW6jo+PNRwOzZYC0CiZTFqSDvNjPB4rmUwaQIJfKqDL/Py8+v2+WaK1220rVPh5mmZYU5A4MmRRkuLxuCXf1WpV3W7XEsjFxUV5PB6dn5+bksNlhcIMoqFLcYLiCL9rVD0XFxc6PT01+TmJGyygzc1NXV9f68svvzR2EevY9SRmPVJUzc/PK5vNWrH+T/7JP1EymTRm7cXFhcrlslqtlhXu0hs2FCw4Eko3iaTZ49rTUACxb/m3CxbwZ+/yxXflvhN3uFyljiRLuGms0YSAgci+xQOaopJnz//ze+79pqHE+7JuUEfMzc1pb29PT58+1aNHj0zKvrm5aQ0aZhGlUimdnJxYQY2908XFhZLJpBU6xMhkMmmWdbFYzNbS1dWVWZUcHR3p+fPnxrw+Ozu7pfzD3oV1TWwql8uq1WoqFArGnEbZwDpE5QC4CeObgbsUMYPBwGwtZmZmDKT0+XxmC4b60FUcSDLPfWwCCoWCJBmrL5FIWDPp6upK7XZbpVJJp6enphipVCr2GQGaaO4CyDQaDbMqurq60tHRkYbDoTUgAO02Nzc1Ht/YmgHcYqeFFQjvQ+GPXdfc3Jw1OePxuDUbYDcGAgF5PB6z1mKYMjFpf3/fCADn5+c2hwUrJUAKGhcoZAB4mMkTj8c1PT2tTqejr7/+WtVqVffu3dPW1pZ2dna0sLCgf/yP/7HS6bR59qNwYd4DLEV3T7rPDXDlbTUYa5f9S9OBeO+yhIl77D9X9epaHHI+EA9cYPpdvdz4w3nkNlCJGzSlaWC4hBpIIt1u18gL33zzjeV7kmxuCerfdDptDRqX6IIHu9/vtxhIPsa/IYdUKhVTAbA+AGVcxTMNF5pLLmMaRSiz5GhM0VTiPqAYJMagDiVfogmIpz/EBmbiNZtNlctlFYtFNRoNUy8zD89tuNLQL5fL6vV6Oj4+1v7+vilYUC6j5MNmi7kXKL1g+bKfU6mU7T8Gps/Pz5sVUKVSMYUcTTBUj3Nzc9rc3JTP5zN70X6/bwQTnj33KZVKKRqNGss9EokY6QfyDJ+LfYZdkaRb+eFkMtHW1pa2trYkyQAhF6iaTG7m2iwtLVntglJ8OBwasMy5ATGI58VaDQaD8nq9dg9QdDCzBACC84bv3ev1tLOzY41K4gYgE/uFprGb43KGRCIRLS4u6uHDh/r444/1ySefaGNjQx6PRycnJ6pUKppMJrp//77+5//5f9ZHH32ky8tLlUols5pk/o4LtB0dHenTTz/V0dGRRqORTk5OjIADAxsyF7kO8fJdj39uDUhuRo6MisydTUb9C+hAbKAmJhYCyEuy/N+th4m1ACCsGyw8R6ORGo3GLSCOmi0UCuny8tJIZN/73vesUcx7DQYDzc7Oam1tzWIceR1nqkughLDBd6CuIdei4Ux+R90EAI8qIhKJqNPp2GvQsEZVS63oKgUAFqrVqikSqtWquRwUCgX7DICE2CyjkkH9VavVdO/ePSWTSYXDYZXLZdvDkDIASRuNhhYXF21Oajqdtr1M857ngssEs0fIj1utlgGQgPY/+tGPLLdqNpt2nkAu9Pl8WlpasjVIHD44OFC73Van0zFw5r333jMSDhaz5IWoOF37cNYb4K7P5zMw7fz83FTIkAmJE6jfsEhDHe/1epXNZiXd5N/kfCibyA1Qk5NPjMdjhUIhlUolO5e93psZYPv7+2q1WqY6JGentmdmDrUyjhrj8VhbW1sGNkGoXFhY0PT0tM3cpSYhvrpKMnJIchhiAOcIcZrXvLPyurvurrvr7vp/5vpOK1EkWcJI0k+iRLJCYuUeQCgt+DcHlGuz4bK2AUck3fKMpVCH9eL1es1zH3bk2dmZSqWSDUOG4UVyEovF5Pf7dXx8rKWlJfO37vV65vFLMottGAnA9va2nj59qkQiIUnmC+029zhkOcjn5uaUy+XUbDYtuaLJxX1Eboo9xPn5udktuBYJNOuZdSHJGoeFQsG+P0UmAA/gDAwUGIIkqNKNQoQGUr1eV6PR0MXFxa2Bbevr6+p0OopGo1bo4QWKbQyfM5VK2SC/4XCofD5vrKXxeKx0Oq1+v2/vDbiCXQsJFu9RLpet0GONwAR156MwE6TX66nT6djPwZB2LQ1gc87MzJjlAk1WEjVYzplMxoY0+/1+tVotNZtNW9MkbxS7nU5HXq9XkUjEnt/JyYkx1s/Pz6358+233+rg4MC+L2veBSbdpj0evqlUStVqVT/72c/0h3/4h7eAyXK5rN/+9rc2dJZZF/iou1Y0U1NTNqfHZb5jUeGCofxD89AFGtnX7/LlxjzX1ooC0mXXog7gcucr0MBjLfNn/Bx7kWbh26x6YoXL/GR/ET9yuZxev36tv/zLv9QPf/hDTU1NKZ1OG5O5Vqtpd3dXa2trunfvnsrlskqlkknkKZJWVlZ0dnZmM4AkqV6vW2x0i23YuycnJ5qZmVEsFtPe3p7dN0DRbrdrIOlgMLBG0dLSks1omUwm5icfCARsZhD3BnscWIPsEQCFxcVFmwETCoVslgD7lmYHMQBAmKGj7DN+js88MzNjg1inpqYM1KX5y94mDmDBuLe3J0n2+WlwMFsFpR2KnYWFBZ2enhrovbS0dIu17jaoK5WKrQGKdhewkmQALetncXHRhia7BS1N3729PWN6Q0xAuekCDcwXAUBzVWtXVzczobLZrM0A8Pv9ev36tYbDoRYXF/Xee++ZYuVP//RPFY/HzULT6/Vqf39fu7u78ng8ZrVG45SGimuZAhhF/kHsgnXvEjBYk3xm1imvR5HMz/L/0pv5Hu4+59x4ly+3GYhFFLFMerPOiJOwrCUZWA8wyBk7mUxULpd1eHhoTNzx+GYmBmoG8iz2B8+S/AR7JBqZLhMcG76joyNrghF7WMvNZtMUCcRcmn7sTyxDsADz+XxqNBq31JquwrjdbqtarSqZTNr5iBUpw3uPj48t3oZCIcViMSN3zM7OKpfL6fLy0qxLIZBcX1/r5ORES0tLikQi9h0lmU0MjW6+B3aN8/Pz2t/fV7/f18rKinK5nCnoiEtYqzHQvdvt6vT0VK1WS8lkUuvr62a3Aouc50EzHkVaNpu1PQ5Yxf4n5wMwu76+tpmAq6urZiUjSc+fP7fBzt1u1+InyqBYLGYkmdFopL29PQOcU6mUgWQ0xoLBoM1bAZggd6dx6Cpyz8/PjZSFxdVkMvkvbJAAP8gHaHIDOpAHk6cOBoNba5HYirqFeA5g0263rcns9XqVz+f1B3/wB7p3755mZ2dVKpX0i1/8Qt1u99ZMHOqqubk5m+HDfWi1WiqVShoMBjo8PNSvf/1ru7/VatWUUeQeKFBdNQX5+bt8uXmYa+nF5RKMXDsvF2jhz1As8Jw5a2jG8txZL9JN7KQuAQhFdUaNQl0C4PL+++/rpz/9qZ4/f66zszNFo1E9fPhQf/d3f2d5BLXwe++9p9PTU8t1AHDG47GRgVgvKB1c5j5KPteu1rXiZm/yvVDTXV5e2rBx18VAklKplKanp03ZS1wDhOV+MrtjPB6rXq+bssrj8ahWq1le12w2zbqKuRqtVssA0nK5bHkI612SEomEut2uMpmMqXbb7bbN0SQWzM3N2RB1SXY+YRMOOO/xeCxPnZ2dNZX2vXv3VKvVdHZ2ZnVvrVYzVRmxCSU4tQC1eTAYNKstyB/EKAgHBwcHZpd+dnZmM1oA0MbjsarVqhYXF+08hlBAjEfFDKGRGAvgBYGSdULdCFF0NBrdUj1NT0+rWCxafowiE3tcwCNinyRz4MBVAmAxmUyq1Wrp8ePHevHihY6Pj9VsNvXkyRMjrVLvk7/wGVl79AvoO/FvXDqI6cQDSbdmtN5dd9fddXfdXb+/6zsNopDkUQi4iaTb+HObrq6E+W3JPs0KSWbp5BbiMJApfFw2NnMsKDje9m8djUZaW1vT7OysCoWCPv/8c/33//1/r2QyqYcPH1ry8eDBA/361782hiOJHckPSfDMzIyq1apqtZoBBHyfwWCgaDRqhR92DZeXl5ZE4k9PY5xitdlsmmUUBRzDd0mkXbUNqgi+IwX9eHwz2Btwy+fz2XyAdDptChh3Ng0Ff61WM7VNrVbTw4cPrWhNpVKmDKFYpSmJjLhSqRgAQuNhPL7xUUVui0y3UqkoGAyaxBh21MrKihW/i4uLZpPmNif4nth3ATB0u11r4sK8gRXEGiLpcy1n8GuXZMmg9Eap0m63jb0D63tmZkaNRkMHBweanZ1VIpEwlhG/z3oNBoPG+ISFSpEMm7TZbOrrr782ti1rn0YoDSDuOwzA5eVlpVIpffzxx/rzP/9zs7mjOb6/v28FUzgcVjqd1vHxsVmFuBZNNJJJClnXbtMQgAcGv8uYw2oNMOVdvlzGICoJvjOJOLYKFLE8N+Iee5C5RVw0FWlOkqi74Czv7T4jCsirqyubPYEaq1qt6rPPPtN/99/9dwaiXl1dKRwO6969e3r27JmSyaSy2ayePn2qnZ0djUYjY9pRVAUCARWLRY3HY21ubqpYLJr9CFY5FG/z8/MGZF9dXalUKllhE4/HDTwBmGHtoyBB6XJwcGDv/dFHH9n+BfTo9XoWq2FRYkUxMzNj85NoSmCn8Pr1ayv0UTWcnZ0pFotZQ425JolEwhpnc3Nzxjo/Pj62Ig4/fZrJo9FIT548MbXJs2fPTLWHsgfLNYpb7Gfq9brtQXdOFExnSdZ8DQQCppC5vLw0izTAUMC9yWRi946zE19891whdpdKJWMf7u/vm+ViNBq12RGAFZwpNLVponFuMzwexjYEBqwbP/74Y01PT+vzzz/X+vq6Hjx4YA0lBmF/9dVXOj4+NkscVAOorlj7rk2Ua13oNvaYoSPJiAzsPRr+5DAugOleLmucnIEmwLveQIRc4loN0Whjn9HUIXZJshhGgwbbS4/HY1Ytl5eXOjk5sfwJQDQUCtkspmazqXq9bvkgBAOXDS/J9hBrk7gMwIpFV6lUMkAHxRS2hqxxF1yjcU/coVnu8/nMulB6oya4urqymHF9fTMEHUtUl3wEuHhxcaFqtWqKZnzqub+SjJzBnBDUjtisLC8vG2h8eXlpqhByI0B21F6A1IBMkUjE8o6DgwNtbGxoeXlZp6enBngDkieTSeVyOXU6HfssDHHf3t62gcIrKys6ODjQ2dmZefOj9K3X69re3lYymVQ8HjcQut/v28yT58+fy+v1mtIF9TTAQzKZNFLDcDi0HOz8/NwGaUMwQO0N4YrzJx6PmyUNNpb9ft+al8Scy8tLHR8f6+rqSslkUlNTUyoWi2a7hqUYzTXAB3JRScaiRp1C45F16oI9PAsUxBARaObDxI9EIhoMBnr16pWePXum8Xishw8f6o/+6I8UCoVUrVb1+eefKx6P67333rM1TI6Hiqbf7+vk5ETNZlMfffTRLSBTktVG5H1vKwRc4P5dvPh+rgUXf+4CYK4q2VUQcx66BADpzZxMakSeO+o6l0zIz6B4TyQSVjdh04nioFqtajQa6Xvf+55ev35tjevHjx/r888/VzKZNODl+PhYKysrRrQjp4lEIopGoyqXyxbHpqamlMlkjCgCOAFxgTlw5HuApwBF7rwpVMWHh4cGkjD3rNfr6cGDB+r3+zo4OFA+n7cz182FqZ+Y79JqtcwFYjgc6vDw0O41ym/p5qzY39+3GmpqakqJREIHBwdGAAHwAmDhrKAmBqjhPADA8fv9CofD5ghwdXWlVCple7dYLGplZUVHR0eW11UqFS0uLtpnQ7WCWwLrpFqtWqzD5SGZTJoaEeCYeIZFLzGJsxBVd7vd1r1798zKD2cJYh1OC9INUJBIJIzYwwzFdrutTz75RJKMhHRxcTNvhvOac2l3d1f37983UiG5mbvWy+Wy3auNjQ0D/Pr9vjKZjNXJ7DnU0xAUUQJigQfoSK7LZ3Ttc9ljfAaUd+QzHs8bi3NJdp5Sp1PD3F131911d91dv9/rOw+iSG/YhDTaQeql256Skm4BACR/HHgc5hSjJKUUwDB5kVdSSMD+JXHh4OLA7vV6KpVKymQyVpQ9e/ZMm5ubisfjWllZ0fe//3398pe/VDqd1uLiok5OTv4L1imFsKuWKZfLSqVSt9hFfA8O5unpaRtSTuMA25VYLGasCpo7ML3wPZZkrF33PS4vL83rGIsGngf3ggP88vLSLB9cpjSgDowa7AWi0agNMy4Wi5qfn7dEwev1KpPJaDAY6ODgwBoMDI9m+C/JJ0zKdDqtubk5Yw8BMgwGA/V6Pa2srOj169fG/oG1vrCwYA3cbrerWq1mjQev16taraapqSmtra2pUChoMBgoEonYc4OlKclAg1KppPPzc/MId4sV2N3X19daWVkxJQdFMSAIHtSubQwWOZeXl6rX6woEAmb9RvMRljhyX4b4TU1N6auvvlK9XlcsFrMGus/nM/9dVC80QCaTiRKJhHK5nLxer/7RP/pH5kvu9Xq1sLCgr776Sv/hP/wHnZycKJPJaDgcqlQqGZv8beUDCjKKdhJmigx3//MzNIVo9LtMnH8I19u2XZIM+HAVTzRFaMTRROF+uQm7y6gnPtA4oVDg3vN3vD+FOexA9u1kMtE333yjRCKhDz74wJj309PT2tzc1BdffKGXL1/qk08+0b1799Tv97W7u2us3pOTE7VaLS0tLZmV1OHhocV4mswU8jSEAN0AaCnomdGBDR7sa5iPiUTC7oPLzETBRbEHSEwTMhaL3ZqP8LYaqNvt2kyn6elpuz9vg1iTyc1cKhcspEmC6g+mIc+BwhvQFmY4QFsqlbLzrVarWRMY73CAUe5PoVCw9cIQ5vPzc0UiEcXjcXvWFN6oVWZnZy0WRKNRK8ixFPzwww8lvbHYqlar1vgmltHwOzk50enpqYHvkoy1x/1wm8zEWdh/kgxsB5Dp9Xo6OzvTycmJ+v2+7t27p3A4rIODA3300Uf6wQ9+YIUolg6NRkOffvqpSqWSIpGI/H6/Dg8PNT8/b1aTnJOsMdiSrsKVM5wmq6s4lXQrdr3dDGONuao7ngHf07VneZev6+tri0WcD7CYXTtXGtbsMWaSAXYCmDIsPJPJqFQq6eXLl3rvvfeUSqWsMRsKhbS0tGTECuyoiKGojgALYQ1LbxqcPEP2mRsjaUSlUimlUiklEgmzryM3IdazvgFQYTITcyBNsDYlGdBQr9fVbDa1v7+vi4sLU26wZs7OzuT3+5XL5VSpVFSr1Yzt785QkWS2Uu1229QWi4uLWltbkyRTOACebGxsWK5Dvkwujf0spBZAmlAopOnpab1+/VorKytmDRYMBi23BFiBANXv9xUOh00pOxgMVCwW1el0bB6Ty1L+8ssvlU6ntba2ZvuHWXjn5+cGcm1ubloezeuRh2Mv2O12TZlcrVbNpgoySqvVsjkgrM1SqaR6va7FxUVjsvMsXNU7DTPO3FgsZmA09pMQiUKhkP05+RRg+WAwuDUDAIUR8RdrM3JM13+fdTscDrW6umpWQolEQtFoVCcnJ/rss8/08uVLPXr0SH/6p3+qSCSiWCxmwDYWQahLaVQTz0KhkL788kv9/d//vRGXUAKxH1EAsNapzciViYfv6kXuR57iKlNcRZ5rOcnvSG+sgNwchUbt5eWl1XWA0y4xyXVkQD1BDf39739fi4uLGo/HqlQqBo4Oh0M9evRIzWZTa2tr6vV62tvb08OHD/XP//k/17/9t/9Wfr9fS0tLuri40NHRke7fv28zI1HCMpB8NBrZHChJVgv6fD5TrKF+QP0JeMsa93g8RlAhLjEPC3IfNa4LzPn9fm1ubmp/f1/lctmAzo2NDR0fH5viajKZKJ1Oq16v69WrV5qZmbG5IBcXFzYTEBLhwsKChsOharWayuWyMpmMPv744/9CWe7m8MFg0PLhR48e2d4djUZaX1/XycmJEf7IQYPBoNLptLkSuCQrzoPhcKjXr19bXjkajZTL5TQajVQsFo2A5IJrPL9UKmW1O30An+9mjiE2jN1u1+x4f/WrX5kS2QWMqY2JW+SuOH9EIhGtra1pbW1Nv/jFL3R5eWlzYOnd4CgxGAz06NEjVSoVdbtdU8GgeEadk8/nLbZ+/fXXymQyZh3+5MkTU7D3ej0jLqEcYe4q5zTPYW1tzVRPy8vLlgd4vV4Fg0EjokJiQAUJsYK8grqdvU2N486owtbXrcvurrvr7rq77q7f3/WdBlHcpgNFI01DGoIcwBR7WCNJb1jvDF7HYx3lwmAwMAY0ieJ4PLZCgiaJJJMEw2x0i2MaP91uVwsLC8rn89rd3dWnn36qZrOpf/yP/7EePXqkZ8+eqdVq6cGDB2bPhGUJjGeXLYSdyKtXr/To0SM7sElOSLRc/2zXAkeSHd6od0ajkarVqjU2O52OWQlks1mbO1Cv1zU7O2ve1BRmJKcM/Ly8vPHhf/z4sTWvYJjlcjn7fDQg8/m8BoOBMeqGw6E1+2HfXV9fm5Ikl8vZsFWP58Z3eX5+3ljI+GbDIKHxAXMHr2usE2hMTCYTU5RIskYLiSgsaJoXk8lElUrFEtFqtWrJI807GDxHR0eq1WrGoE4kEorH4/Y8aYzR6GHtMU+g0+mYfQyMHxJF5uRgR0EyBdOHxgcF6vn5ubLZrJLJpJ4/f24MS5issPvd/QJrajweKxaLaWtrS9VqVfl8Xvl83hrZ/X5fr1+/1q9+9Svt7e2ZDUcgELAGJkmfWwDzuV12r9vgd5lxgHous8619nvXgRRAW7e5yn3huRGXaCZShPFzLqOJe8zvEcN4HtiquM1AGsU0gty/ozkGC5CBoQcHB1Zgoa7K5/N6/PixvvrqK/3N3/yNNjc39d5776lYLOrzzz/XBx98oHw+r0ajIUm3mvRTU1PqdDpWrOHzDhOP73R+fm7Ks+vra7P1o2FGMxPVBZZZzPzJZrNmM8LeZAgpwIrHc+MfjSohEonYPqJAI94wDJQ1DJPZ6/VaLOCMQl12fX2t1dVVY4TTSL2+vlY4HDaLKRqgNB5o2gYCAVUqFWPS8wxRtdGIgRnM3oIVjAd1LpdTOBw2kGA4HCqdTiscDisYDNqMJOIIz6BWqymZTJoNR7lctgLWZXLifz8ajazJRyMGywVYl3h5s+aur6+twcLsCtY/thmDwUC1Ws1A4adPnxqz/cc//rHW19d1eHhogNHZ2ZkODg5sVsb8/LyOjo40PT1tw63JScg3YLq6YC97isYX+47vI932ege84/5B3uC/WS/EA7dwpqH/rl7sNSxAyNWwmwEwds8R4h330G1I0QiiiXt8fGw2cD7fzTBbj8djzeLr62tVKhU781yf8qurKwNlUbuQm7oqSubFoaZxmeAQJaLRqD13V3kIEcUlXkDAefDggZaXl60xD2BMboWtFjkls4cGg4EKhYKpF7xer9bW1tTv9xWJRCTJ5rxg4wSR6OrqyiyzsMLBQmx1ddVmzNH0rtVqikajqlQqCoVCymazKpfL2tjY0PT0tO1PBiH7fDde/MVi0c4NVLsQisLhsMXxfr9vwMrDhw/1/vvvKxgMGpDm8/mUzWZVqVSsqQ8b2p3fhuUQbO1oNGr5LooRcsy5uTlFo1FVq1Wdnp5qc3PTSCmQllAVMjeC5iTvD3MbgJC8HVsizlzpzYB7SZYLkKu76mnWLLNdsJlrNpsGKNEMBYAAfACMII8MhUJmHcRzWF5etrkmKysrOj091cuXLyW9AQ0lWVyPRqNaXV21fIKYzDmFcqdQKJhiElsk4mGv17tFHsHqifXpqmbf1YszwgWWOFs4U9z6mPMCcImzyQVQIYsQP2nick+JqcQOGro8x0ajoV//+tdaXV21906n0za77PPPP9dPf/rTWw4Nr1+/ViqVknRDEHn48KGOj491enqq4XCoXC6nRCKhvb09U/tS7wJqY40K4DMajQxgJc9i7gTfIxQKqdVqWXxDeerGx3K5rEQiYaQY4gBWhqlUSo1GQ2dnZ2ZZB8mRRng6nbZ6kdrWJWhmMhnV63XLx7Ckoj7++OOP9Zvf/Mbu8+Xlpc0HhLB0cXGhUqlk9XahUFA6nTYFDjU3QIfP51Oz2dTR0ZGkNzWez+fTycmJgV7xeNyUiijmvF6vgcMMQ7+4uNAnn3yifr9vM+5YW91u174PdtuAAdhkTU9PK5/Pm7Uif855hFsGZ3Q+n9fCwoK8Xq+BYJAjV1dX5ff7VSgUtLa2ZiBTuVw2UhBq6YODAyUSCfvMkrS2tma5M+v6/v37ev78uQHQzKRxrb3JA4jfELRQ9IxGNzMi2WfE7nA4bHN4IHmy73hdVD9cPBPAJOIsfQHid7vd/n84Ct1dd9fddXf9w7u+0yAKDDbmPsDAoQFBkoRU+W3rGQpffp7GO0U1Cal7ONG0cdUugCocctIbb3RJVpC8evVKT58+Nbbjzs6OJOlHP/qRMpmMPvzwQ/3N3/yNRqORzUdBAQBgQxJDEkuz7eDgQMvLy1pYWDCgByAAlmU0GjUggsKFJgTqkXA4bCoAWF78PM05GLlzc3NaWFhQJBIxtiXJTKFQMA/q2dlZ1et1Y+Fx4JMo0BiDwbuysmI+yhRUPCdsbWCU01yTbvxhS6WSer2e4vG4DfdD2socGhJpr9dr1liASNFo1JgkzFIpFoum/MAGxmV+uAkTbMl2u21ybtiyAE4k23igplIphUKhWx7+2CMgwyfpzGazGo1GOj4+Nsal3+9XKBSydUzihBKKJqQ7l4AGUzwet8YGNl58l8lkYhJ3Cq/x+Man3OPxaGNjQ/l8Xn6/X51ORz/5yU9MmcO8iJcvX+rXv/61er2e7t27Z9Zku7u7NoSRz8t+Yo2xl2mEu0Uha5e951qp0JAGIHiXLxrcxDPiD7HN/bf77BlkTFyEsUiRx2ujRqIQBpTid/l5CrP/2jNEdg9z//T0VJVKRaVSSaFQSCsrKyZp//73v69yuaz/+B//o46OjvSzn/1MT548Ub/fV6FQ0Obmpmq1ms018nq9Oj4+1uzsrKrVqmKxmH0mCgya2qwnwDuv12te1DRJaWL6fD4Vi0UlEgklk0nbj1hPYM/k9XoVDofNb5qiiMYuBRLvjUx/amrKmJUUtMRaYkCtVjPbvmKxKOnNbCvmEeCl/DbgDPOTtdDv9xWNRiXJmIgMjJfeKDZ9Pt8tBQggMOeba9cIA7Hdblsjgffx+XwGuKIkhJBwfX2tZDKpWq12yx6S4g+1InNuANgvLi4MhGXAu2sfJN2oCgEMWeMfffSRpqam1Gg0FI1GFY1GDUA5OTmR1+vVvXv3DAyhmTs9PW2KoouLCyM+0IxhbWMR9LbiFdYoBAtyFGy6UInSeHdzCNYRe5e9CaACQ98Fl/lv1yrK6/VavvEuXtyXqakpO8dhzrNGOSekN8x9/pzzhzPFnWexvLysg4MDHR8fa2try85o7il5JTZ97rPlNQB1XQUvOSkWnawLlLKsN9RkhULBmpnEXXKDTqcjv99vDTH+u9vtam9vz1QRHo9HS0tL6nQ6Oj09VTQaNftA5n7AwmXtYwmFCisejxtDdm5uzvLBi4sLa0xdX1+bug7AdXl5WdFo1Ia/Y2UyPz+vQCBgMfni4kK5XM7ADXLdWCx2C4x8W8m3sLCgRCKh7e1tO6tQ84zHY62trRmJqVwuG0EKZnq1WtV4PDbSzNLSkjKZjJGhALguLi60srJiM/pmZmYMjEchwoyQUqlkf4aaENUgvvzD4dDUMVzD4VCZTEYLCwtqt9umOsGuLJfLSZIN5+asYr4AFmrcb36WGgJAnsYsjXEaujwHF3jEZpbXCIVCikajZim8vLysjY0Nm284NzenXq+n/f19FYtFra6uKpPJ6OrqSvv7+5b7h8Nha3hzkecPh0MdHx/r5z//uT777DOlUillMhmVy+Vb+x8yFMAm+9ytlf4hEGmkN/maSxy5urq6RXqRdAtk4Yz6r6k5XbCZe0teAwGNPJzXg6Do8XhMabW2tiafz2d7djwe6z/9p/+kTz75RLFYTL/73e/k9Xr1/Plz/cVf/IXy+byazaa2trY0Ho9VKBR0enqqVCplds2QHv1+v+LxuCli4/G4isWixVX3vKQOh4CBOpF6H8Aaa0LiOKAv+Uw6nTZQczKZ6Pj42GIj645ZftgS+v1+U6IA8LB2scL68MMPra6mJo7H4+p0OorFYtre3rZzf319Xefn5zo9PTXCG7XvwsKCXrx4oXw+b2ffzs7OLVtrbAXr9br29vbsvELBS47jumlQD5LXuyp2ajhA+Hq9boPiAZc54wDYyVFwmOD9seOmZq/VareAAY/HY3U9JCWUoqenp7ZuOUfD4bDdd74HtTyf0Y1H8XhciUTCVFizs7NKpVJaXV3VgwcPtLe3J7/fb3NlE4mEnVco5VCyTE9PG9GGPJrPRH7C+UGNgVsJymxqB3IG8kHX8YMc2o0DKF4kqVQq/b8TjO6uu+vuurv+AV3faY0fdgU0ykhgJFnRyUVzw7X+gd2PhRXNCA47GkgUxhTe7usCCEiyRiVJKe9JQdJqtXR0dCSPx6Pl5WXNzs7q9PRUnU5H4XBYKysrxpTLZrN69OiRNfspNubn5624phl6eXlpAzaxsXBVEpJM1dBut42FQ7LMwYyFVSKRsCScw3o0GqlSqahQKJhFRa/XM6YI7GzYlNLNMNFMJqNEIqF+v6/j42NVKhVr0MFcodiRZDYRpVLJijbAn0QiYY0MhpG7wwTb7bbZ9/j9fiuwYYFns1nzv4Zl1ev1zI7MnVHC3IF6va7xeGyM7VAopJmZGWPDYWsFKOH6/xcKBfNvrdfrarVaKpfLZp9Gkw7mJMBNJBKx9ctajEQimpmZMXCq2WxaIggrD/k395/XIClHvo6/NU3TUCik4+Nju5f8Hd7pJHsUTdPT04pGo3r//fe1ubmpVqulhw8f6kc/+pE1Wer1uorFop49e2ZsU9Q4/X5frVbrllrMZY+5VgM0FrkX0hu2IY1/t7FPEe42/N/li/vjAqeSbN283Zx1ARHuF0UwAAjsTZj7FC4UfKw3FyShWOV58P402WCM0jQuFAoajUamnOLvk8mktra2TFX22WefaW5uTv/j//g/2hwh1HAAIyitsHxBKRUIBAwUpUjhM6G8uLp6M6Q5EAgYqw3GW71eV61WU7Va1dXVlQGqsMtcj2niosfjsWITST7xGiYeLPPJZKJAIGCKGprvsPQkWZPr/PzcBq/jtQw4wBB6YiDPtdlsajAYmF1KpVJRuVy2Zgl2gCgw3AYtZ0m/3zdQhNjB5zo6OrKG5MLCgur1ulkcMEsBsAfmHqAV98G1LWBmA8xzLDRoYl5cXJg9F7FXkjV1pDfAotfr1ZMnT/STn/xE+XzeGsedTkeNRsOA/Y2NDf34xz+2eU1bW1sWM5kTsL+/r7/7u7/TV199Zd7WAF7YLJB70Fh1lSnca3c/ugU0wAn/hjhAI5McAiYsYDn7jJj9tppCemN3+q5enBnSm7kyV1dXpj7q9/uWp7l5D8/IbT4QMzn3i8WivvjiC11eXhp4wDnPjA7yC/JC1h/qXPIct9kOC5x/s86JzeS2nU7HzstOp2OscUmWt8G+TiaTur6+sXJF+VAoFKyhgn2odKMG435NT09b3ITwQSMIW9JSqaRGo6Fut6t6vW7NdnLOQCCg2dlZszQh/qVSKQPPsX+hcc/rdTodBQIBU67RyKOZ1+/3FQwGtbCwYKpAgNparXZLhcOQdVf9BTBLTgeQwTlBzKQxOJlMtLu7q2fPnlm85/zz+XwKh8M2I4Z97/f7lclkrNHIOoABjq3qcDhUOBy2Z8e6ZM+SvxL/Aa6ZIxeNRo3Ahe0WRJmZmRkFAgEjlUGcAbRgkHuz2TQ1c6vVsvXL93MtOolJrip4YWHB7HT9fr8ePHhgaqRIJKKpqSltb2/rq6++ks/n09bWlhYXF5XNZk0FyLwZmOrUKtgYffnll/rrv/5rO/9RSdJQRVlAvsd6g1AgyfLKd/1ywXXil1t7vq14JN65ZxM5JDUlMYa6mJhK7OPcwfEAcHdhYcGau1hg7e3taTgcWtyAiIHCIRgMqlAoKBwO6+c//7l+/OMf2xwU5nhgNTc9Pa3l5WVj/wMAM3MHUkkqlbJ4jUIXiyjAEYhp7EXuWTabtXyK+ERcHg6HFhvn5uaUzWZ1dXVlTWqskd8mh6EQ5rwhTkJUJLflnrr5YyqVMvUwuRpD6SUpnU5bzgaR5vLyUt9++61arZbV3MfHx9re3tbXX3+tV69e6fT0VMVi0c4AYixq5LOzM3OcIAaS2w0GA1PwkvdTw/X7fVsH9C+2trbsOXIukC9DgEBJc3Z2pqOjI5XLZZs7QzwC9HLPbcBhlEHksOfn5+r1ehbTyVH5f8gll5eXymazRsIIBAIGHLqfmd8NBoM6OTmx9Vgul03Jx1lNTYRikfWFXRv103A41BdffKGjoyPFYjGbTYvCkf6US85x97UkU9yz56jl3Lqa3PTuurvurrvr7vr9Xd/5DJMkkEQPRQTsEgpnLB5cBg5JpZukcfDQeKPo5nVcX9i3bUQo3GjmwJqjEOn1ejo9PTUvedg6z5490/vvv694PK6PP/5Y/X5fr169UjabveVZjZSeQsFt2oRCITWbTcXjcWNpYC3Az9GcplAj+Z1MJqZqAKChIG61WlYo9no9K7goXPx+vyVOHo/HGpIUm7lczuzBGEKHRRhNOxKaarWqRCJhXqKxWMxsdkjkGEo3Pz9vcz5oitCUyOVyGo/Hlmh2Oh1FIhGl02lLhtzGKgAMawTmD0w72CPcy8FgYD7bAA0kaePxzZwGmoQUDSS+sLi83puhpK7UfDQaaXl5WZLMgg2fXNYWTC6aj6zNer1uTT0SbddaJJfL2YBamjnRaFSLi4t6/fq1fv3rX9v6d5nW7C8YSeyDlZUVu3fX19f6oz/6IysEJpOJisWivv76a+3u7loRcXl5qfn5eRs0GQgEbjFrSDJhILkFHmAbn5HmAkkj65i9zxp815UoLguRe8Uzl94oRmAIkoRjWeXGR/YhoBXPH/WDa9vgPgPWCu/nWhZQjGMBgtKj2+1aQ53nzP7NZDJaXl5Wr9fTy5cvlc1m9Sd/8if6wz/8Q/393/+92cKxTxOJhDWzh8OhIpGINejZCyg+kNET04irwWDQCh0KPxpigCk0Ebxerw3OhdlH3KjX68b4hhFPsYRX9/z8vJ0T7FEa7tfX11b4SbK4wL2E8d7tdiW9GUzOWYQ/M6AQM7x4ZsSmer2uTz75RK9fv7bn4SpsaGah3JtMbuY7wFikQYKtFYB0rVazdRUIBG4xWWFiz8zMGIOy0Wio3W6rWCzK6/UaqIZ1F4o/YkS1WrW1/bbi1AUFiY//y//yvxjzPBwOy+/36+uvvzZQS5K2trasYZFIJHTv3j0rPFEj/Kf/9J/0zTff2OeKRqPKZDK2Pt7eE9g30ehhDxK/XKIFoD4NLjeWuXkF35l9zDnM+UcjQ9Itu0M3HryLlwvesoffBnY5J1zF0NtxknOEpgxn1LNnz/STn/xEuVzulic5sx8AHzhveB2IEag3+Ty872QyMVDaVdC4YAb5Jw0emuWTycTWIr9LcwiCAgoFhrpfXFzcsodC1eWSarANvL6+ViAQUCgUMotSV1lbr9cNvAC0ZY2jqsO7njyRZnkwGLzVmHeV5GdnZ4pEItZIzGazNrCYfJ7fw0YGEBdSEkqMcDhssZfPAzDaaDRuNVG5X+wXFO7ELGIIsZozBiWcJJvDcnh4aAAN8ZSGIsBDJBLRZDKxYfWsS0B5YjXKXf7cBQmx+GVdDYdDA8NRH9CslWSsZfYKDWFyVFe56jb+8OnnjHbzsHQ6rXw+bzEIVWapVFI4HNZ7772nP/iDP9Da2ppZgKHi4X2kG1CPuYNff/21fv7zn+vbb7/V3NycqViKxaLNdSFWEic5L3mO1GjUfO/y5YIi5HfEMdfqx7V25vfcOtcFUlwigptLucA9NtOcY+xj6k1UXDy7aDRq85Umk4m+/fZbm6VzdXWlP/qjP1KtVjPQbGFhQblczqw0WYvJZFL7+/sKBoPW1C8UCpqbm7O5Un/wB3+gTCajly9famdnR6lUShcXF4rH4zbjDVCT/BZr0p2dHV1eXmp5eVlnZ2eKx+OWx4zHY7MmnJ2d1cLCgl69emXxi8/wtn0yhL94PG62jqxLVGWoVzgfsMiamZkxtQOx2p1RSQxNJBJG8ENRc3BwYOTL4XCoV69emVMCMQySHvGMs4teAXP/mGeEGgxAodlsGggD8LS0tKR+v69yuWz2zeSv7XbbHAwAq9yZTZCE6vW6stmsIpGIarWagRYALxAPGC7/5MkTHR8fazgc2pw6ZtNINyqZvb09U+ABKofDYZtxR41dq9W0tLSk3/72twoEAuZSAlny1atXWlxcNGtg5vsAWgBicx4vLS1pfn7eyAvY/47HY/2f/+f/KZ/PZ6AJwAnnA/vZJeW4yuvr62vrObH32If8HHHh7rq77q676+76/V3/X8HT/9v/9r/pD/7gDxQMBpVKpfQXf/EXev369a2f+clPfnIr0Hs8Hv2zf/bPbv3M8fGx/uzP/sxYFv/iX/yL/5/ZkpeXl8aY4h83SaTp5TYXaLbQpKHp5/4crBPXc9xVBpAo0WAn8ZRkiYnL8IHtx6FKoTc1NaV/82/+jf7qr/5Kx8fHunfvnn7yk59oaWnJBqBtbm4acOKywUhKYA2Xy2XV63UNBgOVSiVjarmeybCMYEdOT08rmUzK7/fb8F6SgPPzcy0tLSkej1vxKsnAFApX1C0w6Wgq8vkospk9g4819gokIdgGUMxPJhP7TrwOjTCSc5dRvbi4qHA4bE09fKopsre3t63BQCEOew2fVqTOMNElqVgsGuOSWSCwVficSHEZKAfjqd1ua3t7W8Vi0Ya7wlDJZDLmUcvQ1YWFBVWrVR0fH2tnZ0cnJyfWxEV9wmwdV55MQh+PxxWJRMxijTVIoU5zcWVlxeYl/O3f/q0ajYapuri3sKlcBlAgENDm5qatz1qtpn/6T/+p1tbWdHl5M5w6kUhoPB6r3W6rVCqZVDqVSpmND6w07jWFLwwjd6/BzHW9m0kO3T3vWsq5tji/z+v/H2Pg22odt4nC/YIdOx6PrVlHg16S/T3Jtgv+cgEMugU2z81lQfLePEviJfZNFLT8HU0yWLO5XM6k+t1uV4eHh2q1Wnry5Inu3btnKgXXkg/AslQqmXqgVqupWCxaMUMxSbPs/PzcwFCk+wAULsjU7/ftNYklqFEoNGmQs+YBEovFos0kYK/Cvs1kMpqfnzcgh6bP/Py8+v3+LQs7GoA00lDxTE1Nmd1Ep9NRu922GOM2z3Z2dm4NuUbJMplMFI/HtbGxYc8Ulj0gEbZtKB3cRi+AKMxo1CiFQsFUKd9++63K5bIODg7U7/f18uVLjUYjnZyc6Pnz53r27JlevXpl8fH09NTWH2cqZw/NIZjPNCiJIwA8KOwAzOPxuP4/7L15jOTped/3rerqs7rrPrr6PmZ6pufc2ZNL7vK0xYiR7AQ5nDixGSFxAkEKkAgBDAVKEDtIhCRIoCAIIsCIbdiWIiGGJcqUSa5I7y653OVyucfc09P3VV13VVdVn9VVlT8an2featGy5ezKy2X/gMXO9HRXV/1+7/u8z/N8j6e/v1/Ly8tmM9JsNvXiiy9qZmZGvb292tzc1MjIiIHtjcbpDKy3335bd+7cMaVlT0+PKSxhR3MOcyaQD2APxR6jOcQ+oxnJmkT5xb+59lDsRbcJ794XYiIsdjcefFIv8hQaqi6ADkPTbeDzHz8DiCXJvtbV1WXKWBQE+Xxey8vLunfvnu0jmliDg4MddnXcb3I2YiE2eC5Yw3tmwLfP55Pf77cYAZt2b2/PGkuNxulwe6w4UeeWy2UjoLiWcBBYwuGwqtWqSqWSWURh2UUjhsYrLO69vT1bh3wG7itniMuC5RzgMx8fHyufz5udKQoQ6UkuigIYBu3w8LDZhWE709fXp2QyaXEWax7i9c7Ojnp7e20YMvuBmIZyjMYV+RBnJWtJksXNYDBoeTVgLj8zOjpqsZdmab1eV3d3t6ampkwBDYDHuQGZxFX/QExCsUfu6VoI0ZBGAR2LxezsID7kcjml02l5PB4NDw8b8AaQRkwjl0aZzswXmraQB1CFE/8BDiUZ4YlGJLVUqVRSqVSyGRAvvviipqamFI1GbaA3cZm8m/t9eHio+/fv6+tf/7o++OADIz4dHh4qm82qVCqZ4s5V/ENUcGs3aoiP4vq45YDEeOI/eRl7mdqE2tEFOcjZ+DuxzwX9ycOJXbgyADJKshqYmpMzltkgxFZq2KOjI7333nuSTpvfyWTSLLhcF4L+/n7LeVgHa2trGhwc1MWLFzU3N2ezNiSZyhWbpbGxMX3mM5/R1atXNTExYSAENS7rELU09oWSbMYbRJFarWYEH+ZVlMtlq418Pp8ikUiHKpr5pMzB4HWIz6hcms2mzUaCuIjKOJ1Omx336OioqZHb7bYCgYC5D/T39+vq1asaGBhQJpNRMBg0Bdru7q7C4bARE8mXUWy4pCGADNexoF6vW2+hv79fgUDA7hkWkjx3LNMAq/f29vT48WOtrKxY3Mvn86aE2dnZ0fr6uiqVimq1mlnm0kvo6+uztYmyGrVGKpXSzMyMksmkcrmcKTf9fn8HWbLROJ3NurW1ZTk47/fg4EBzc3P2rIl9xWLRzic372WNMUeHcwygn7lpoVDI1IrYHdbrdU1MTFg89PlOZ4ltbm7q7t27Bg7jCsF+ptfCWcbZJsmU0exvANGfBhLh+XV+nV/n17/K609VXb/++uv6pV/6JT333HM6OTnRf/1f/9f6mZ/5GT148MBYapL01/7aX9Pf/Jt/0/4OSi6dNvH+9X/9X9fw8LDefPNN7ezs6K/+1b+q7u5u/Y//4//4p/4AbqPVZWmeVZxQ1Llgi/TEC15SR0FN8UXD8OzXaZ67TR68rpHWkiyS4PH9m5ub6uo6HZDZaDS0s7OjV199Ve122wZjfuYzn9EHH3ygTCajK1euKBqNamFhwYpumisUizDltra2NDc3Z4VhvV635M2186LgL5fLHYw5Ejrec7VaNWUCA+hhRlI48T4ATkqlkg355PWwcgL8oRhlqGV/f78leLArsFDI5/Py+/0aHx83RrTX6zWrCekJAz4cDhsbGgbh48ePLQHy+/3GBqQB02w2FQqFtLa2ZlJb15KBRB71EAAJhRzNXBqNMKZyuZzZFJFonwWTYOOwbtfW1uye0CR1G6Iw5SkwXL9jVzEFk5HGg3RaFNRqNd26dUvT09Oq1Wr69re/bX7brmUDyiMsmyhqRkZG9OlPf1qS9N5776m/v1/z8/MKhULGbDs8PNTOzo5WVlaMydlut605DROReECjh31LwkgD0mVlkxxS4LEfXRUZSTOA2Id5fRxjoKuE4/PTlHcbroBVNGWYH8GakWTNQbfY5s+wdImFLmuRew4wK8mKMdZlNpu1wrWvr888hQcGBpRKpYzBH4/H9aUvfUl37tzR0NCQlpaW9PWvf12f+cxnNDk5qc3NTWWzWTUaDY2NjdkMn2g0ak2mer2uyclJPX782NYUBYpbcFQqFUUiEYsx3AfUVyg+JFl8r9Vq1mTd3d3V8PCw6vW62UEBGsNaxg6LZj82OC4znYYjMQKGuiRT+hFniPkwl2mwY304NDRkr889KRaL1ryq1+uKx+Pa3d1VtVpVq9XSzMyM/H6/tra2Ot47TQaPx6NgMGhKuO7ubvsztoKsHz4nawDGJ/uz1Wopk8mYVzi2NplMRo1Gw+ZP0RB1mzwUrTQVieP8HIzk3t5ezc7O2nsMhUJaXFxUNptVNBrV8vKy5ubmdO3aNfPT/vznP2/Nxna7bWdlJpMxUAh2fiAQMFtF4j3rA5DLtYni65zVgNuSDPBlP3HuubZ6fEYIEOw7imn2H+ub1wEE+6Rf5AuuIsiNW4C/nFH8m6swpSFOw9FVWqyuruqDDz5QqVTSyy+/bKzrixcv6uTkRGtra6YocudxuDOFOKfJfVw2PWd8uVw2Kxqa86VSSR6PxxRsuVxO7XbbZjVtb29bE42GCp+R/1wAx+fzme0N+SkgjiSzE6WhGggE5PF4tLGxYQoP1j0xCVUd+5IZdzS8AGN8Pp8NW+ZzY0eDPRXxhLzh6OjIwE0a9JIMDMvn88pms5qYmDCSjavoA0RCvYgdaTabtZkrKFNoopVKJfsMrpoJS7J4PG7K256eHsuNIfpwBmKBCvscsLlarSoYDBrYAWkFpTLxt1AodNQY/B6UJwcHB/a1arVqahC+n2ZcJBKxOFMqlZTP541MwfuTnoDU7swgYjBnI6r1g4MDxeNxY5+3Wi198MEH2tzcVLPZ1M2bN3XhwgUj1MTjcTvbmCVIjdVqnVoy/cEf/IHu3btngAuNTu4DwAh5iMvmRyng1i+85w/z+rjlgCcnJ5bjA5S5tQ25u/QklyMO8DXeE7ZVnBtuPuJaKRHneH7k49x3Zh2xl10yCoD24eGh7t69q/HxcVN3ZTIZa7YTmyENbm9vKx6PK5fLmd21x+PR9va21YnMrjg4OND29rYSiYSRRVzbV4/HY2AwQCOKOYDVvb09Uy7zPorFouVBtVpNExMTHXNZsZ6mRkX1d3x8rPv375uKIhAIqFAoaGxsTPF4XJVKRclk0gDpQqGg6elpq8u2t7fVaDQ0Pj5udrYej0ePHz/W+Pi4kRBbrZYCgYCy2aw8Ho8pJVEIMjwdK1ruM2Cqx+PR0NCQYrGYlpaWLOdgvxND6BUQs8ilj4+PlUwmjWhJjsqZQA1A7Odso6cBsRLrSdYbzgrEY84GYnkkEtG9e/dUKpW0s7OjgYEB5fN5O2NZcwDXzO8jJq2vr+vk5ET1et1IWdvb2+rp6TEbWqwgI5GIWcqOjo522FViI0p/hF7D+Pi4neHBYNDIAaFQSPPz82q323r06JHNjE0kEopGoxav2Yvcb/IaSRZHIYJSs5MPu/XdR339n//n/6n/5X/5X5TJZHTz5k39H//H/6Hnn3/+n/tzv/M7v6N//9//9/UX/+Jf1O///u9/9G/0/Dq/zq/z60O4/lQgyje/+c2Ov//dv/t3lUgk9O677+qzn/2sfR1/4B93vfLKK3rw4IG+/e1vK5lM6qmnntJ//9//9/rrf/2v67/77/67jiGD/6IXiR6NVElWeJAQ0vwHcHH/zsFMM0RSxzBzt+ClEHTtN2gWkhjwOq4MnuSVxgfS3mg0qlKppEqlojt37uiFF17Q5cuXjVHyjW98QwcHB0okEurv79cHH3xghalrA0HRls1m1dPTo5s3b9r7YHAazD1YSiQlHNJI//G0pgFQLBY7mH80arg/+N3DmKCRjqy40WhodHTULHUo2ACcGKyJekaSqRdgecCKQzZNw2F6etosqra3txWJRKxpQgNqfHxcPp/PmFNYU8Cy2traMtYMvxsW1+joqH12n89nzCGK83b71GJmaGjI5gBUq1V7zvh/U1xgy8DwTZQlNG+q1ap5uuKFjdyeBB3gBvALRjLWEjAgWdv8fo/Ho5GREcXjcZ2cnOjhw4fK5XJ/TOXEHnEZfu12W7Ozs7p8+bK6urq0urqqvr4+vfTSS2YhRjKeTqf1wx/+UBsbGwb2YIHELAwalQAANF9dFYkLUtL8d/cZiaVbOLs2Ofzsh3l93GIg94F9R3xyQRDiDkk3z9e1BKTR6gJWZy/X9ot7zPNyLQD4XcQD7FRocFNIU5QAfB4fH+vatWu2t/HY7u3t1dLSkvb29jQ7O6v5+fkO5RvMf9cDH3Ud9oDE6729PYvHwWDQfJfx6abwpGkAgxIGHaAIDTR+H/932cFY7xAHYBJzjuRyuQ4WmRuz3DXMGbS/v9/R/Gy321pfX++w7MCCEdCiWq2qt7fXBt+jVKHoApCt1+uKxWLmK41a0FU6EGvwSWfv5nI5G/7s7tdqtaqVlRUDELxerwGjzHcgNkECcM9qmO+u3UhXV5fdY+6vpA4GIXEzGAxqc3NT0WhU77zzjt577z2bpXXx4kVdv37dgBqUcq5C9b333tPDhw919+5ddXd3m50FKoDFxUWLxTwf4pFLwnCVsa4SlpzDtZdyQWHAE3cNuPuS/eXa2rj5j7v/P6kX6i232UeDtr+/384G1g/5C2dNs9k0CzmUVsw76u/vt/Pk/v37qtVqNndifn7eFHUej8fYwpFIRJVKRdIT1V8wGLS9wbOCve+C2MQb9naj0TCrwsPDQ2M0Hx4eant7W4eHh5qenjYLmGKx2KEoAQClWc/8EEAG7A+xasFWB+938jfyDIg4NPpo1rh2dpJMMZNMJo18Asv76OjIAApiBioPWMb7+/sGYADG4pN/9+5d9ff3m83X4eGhNQpHR0d1fHystbU1A1pjsZiOj4+1s7NjjUIGETP7r6+vT9ls1p4b95D95SqQmQNIQ849H/b395VOp+3z0TSvVCo6OTnpsAdrtVpmYcUQaxfsR/VLTOPP2McSjyHRMLtheHhYw8PDpvSrVCry+/0qlUo6OTmd3ZBOp23GHe9bemIdCBsda9WTkxNFIhFTB/X09BiZYWdnR+Pj42a1RR1w9epVA1DYW4DCkGlCoZD29/e1srKiH/3oR3rttdcMXJqdnZUkbW9vW15O05vGIM1/12bHzV9/WnJA9/wgR3BJXq3WE6stYs9ZQgn/ESvdvEVSR9x0bfVcq03OHJ65S2qkGX5ycmKWVr29vbp//74ikYhGR0e1s7OjcDhszWKfz6fbt2+rv79fIyMjBshMTk5qYGBA1WpVx8fHCgQCymQyHfUr1k1er1eJREKSzNoqlUqpWCxa45sYTp2CssXv9xs4yzmQz+dNxYFC7uLFi8rn84pEIpbrQNYjv+G9Hx0daW5uzhS04XBYxWJR29vbmpqaUi6Xs1iLKg0wtVKpmFqRsyyRSHTk9sxd4fkB0MbjcbPS6+vrM8CaZ8zrEvsgEBAf/X6/1tbWOp6P1+s1dTYkOhwQyPc5G71er9l6AcIWCgWzgXX3bLVatdldWFZiTcvvHBsb6zj3m82mzfvjzBweHlY4HNby8rIBP8FgUOl02kAUQE+sDVutlgGykG2Yo7qysqL333/fnCCGhoaM7MT5ioKTc7VWqykej2tyclKRSMRIEai0UMAPDAwomUxqaWnJ+kvkDICdLnHGVWRSd0Cec1WYLmD1UV+/+7u/q1/5lV/Rb/7mb+qFF17Qb/zGb+jLX/6yFhYWbA/+uGttbU3/1X/1X+nll1/+yN/j+XV+nV/n14d5/f+qrnd3dyXJ2Bpcv/Vbv6VYLKZr167pV3/1Vy1Jl6S33nrL5LtcX/7yl1WtVnX//v0f+3uOjo5UrVY7/uMi6aNp5x4WLjPfZSi6Db6zTG2ScJcFKskaY67032X40HCGcQxLAsYwDTJ+rlqtKpvNqru72zzYM5mM3nrrLUsm5+fnde3aNVM+BAIBzc3NGfiA/RWHJs2mTCajnZ0da07DfqaQIwnj4IVhAhO7WCxaMx7GYb1eN8aNez/cwZUu8ygcDttzI0lj6BoS4UqlYnJfLAYAOQqFgjY2NrSzs6NMJmM2AQx9r9fr8nq9WllZsdfmNUgGsa5hKKfrw+za2mAZhPdtJBLR0NCQksmk3WPYqiTaSMsrlYq2traM5by1tWUWZT09PWaJQ3MNlgtD4IvFor0H5MAoPubm5gygwKIsGo3awEXYRDTdSIybzdPhkKFQyKxdYL0wxP7evXt65513rPHMumSPuPfJ4/EokUjo+vXrZt9Wr9d148YN/czP/IyxiJiJ8Oabb+qdd94xpmIwGLQGNCAK+81lb7OvSCxdgIQGvfRE4eA2nAEH3Sbin4WU+V91DKRwpZCQZGub4tVVlNCcpzkOW97r9XY0aQHrUPtwv1kngGwuo56Cyx1k6Cr/GJRMw6NUKimdTpv6iiJ9Y2ND3/zmN62BRwwtFos234gmPYBho9HQ4OCgksmk4vG4xsfHbZ+EQiHzhAZ4Ia7zGYjf7Dcsb2BnYsFE09NVN+ZyuY7ZSc3m6bBnAGEacYDd/G5Ycdx/LABg2fHMGKRMwQTjGPAYxilMOgrBk5MTra+vGysR5nKz2bT9RQFYLpc75nVxfyXZ6zebp7ZieDejTsSmkj3qNvWZ0cJgbBQogUDA7jWDaiXZmQTgwudA5UehyFrh9SksUdvgpY61x927d61h6/F4NDk5qbGxMXs+ExMT6u/vt5kQDx8+1De+8Q1985vfVLvd1tTUlDHOE4mEfU5mxrhnC++fM5l9RdxzAUieMXuYNc+zYV/S8OTeukAMz95VJLp72M2XPmkX99jN37hn5EnSk3MF+ymY7txX5lREIhFjc6fTaSOinJyc6OLFi/riF7+o2dlZVSoVNZtNzc7O6l/71/41Xbx4UZKMPe8yfVEmkCcx+4OYhZLg4ODALDIzmYw16mdnZy2fkmT7HHuqdrutYDBoJAIXqDs5OVEul9PS0pK6uro0OztrShLXy54Yyv+DwaB6e3tNVVatVhUOh212HTOfGo2GotGoRkdHdfXqVVv/8XjcLKeq1aoePXqkfD4vj8ejUqlks5CIvXt7e0qlUnrqqac0ODiohYUF5XI5FQoFA577+/sVj8clnTbXt7e3tbu7q/39fWM1c19QkK2vr+v4+FjxeNxm/gEcu2z7aDRqZJv9/f0OG0qUG4AJqPjIXYvFojY2NgywQK3GfIJcLmd7mxl4bi4JQMOzw64S4OzixYuamJhQb2+vyuWyNjc3VavVjNyDlSNgGc+LnD8QCKjVapldL81Dd627ClU3JyOmQ8zo7+/Xs88+q8nJSQNnXn/9dd29e1fLy8vK5/OamprSrVu3NDw8bCz8VCplVo0QhmiIvvrqq/qt3/otDQ4O6lOf+pQuX76svb09ra+va3l52WwhWftY1klP5jySI3AfOY/cs+ijuv5V54A0qzkXXFcG1hR1Fc/VzS/4Pz/D9wGUunM/qS1QIbjnD417Nw6jyiMmYWsaCATM1prz+M6dOxY3AShRWEA4rFQqlje0220j+83MzCgcDlvjemdnx9bj6uqqAb3BYFBTU1OKxWIaHBxUu31qC8W/AXSibstmswYKRKNRU8mPj4+b+o4ZnK6Km8/M/ff7/QqFQrp586ZisZg5POzs7GhpackAXCzEvV6vWaXG43H77KVSyZTbODu44Hmj0VChUNDx8bE2NzcttxoeHjaHB84zcnrAUs5QVCe8D1Q6kgwMGRoakiQDDSBvoQgiRwOUOjo6Mgu0SCSibDZrlm+QOFlb1C28h0KhYOpJ5q709/crkUgoEAioWq3qu9/9rtbW1nR0dKSxsTHrUwDY7u3tGQhDrVkul83etVKpWCz1+Xy6deuWbt26Zb9rampKQ0NDeuedd5TJZDQ9PW3PxZ1lgvIQFSoWbO32qYW33+83FQv3YnBwUI8ePVI6nTZr43K5bMp09iS5DnUuJA1JNkcFkoVLxnFVsB/l9b/9b/+b/tpf+2v6hV/4BV25ckW/+Zu/qYGBAf3tv/23/5k/02w29R/8B/+B/sbf+BuamZn5yN/j+XV+nV/n14d5/UubZbdaLf0X/8V/oc985jO6du2aff0v/+W/bPMW7ty5o7/+1/+6FhYW9I/+0T+SJGUymY7EUZL9nYFlZ69f//Vf19/4G3/jx/4bhwoDK7E8cBt+JDY0DEkYSQxcBryrUCFJcyXtLmMeRgbqCBIREndsm2jeUNTTAALouHDhgg2Gf/vtt3XhwgVduXJFh4eHmp+fVzqd1sOHD43VFwqFjMXtMlZpurTbba2urpqHMbJrt9kkySy2aCrCXqYQdgEol+FE85tDm8bE4OCgATEnJyfGxHPVMjQyAb5cSbAkKxwp5imYaFokk0llMhlLYN1ZJMfHxzbYvN1+Mth4bGxMa2trxt6Dhdlqtex1W62WDVsdHh62InRlZUUnJye6cOGCNSjL5bJJplHtwJbh2VJw7u7udthCuIUHQ6br9bo1hkmGent7jcGJNQ8NMdaaywilsYLUvqurS6FQyBpwrtS+Uqno9u3bymazGhwcNCWM+94oxrxeryYnJ3Xjxg1T+SwvLysej+sLX/iC4vG47SVYhW+++aaOjo6UTCbtcyHdL5fL9tqop1w7sx8314QE8PDwsMMPlj0IMHqWjUgC+lFdH4cY6IIeFG+sIYo44pckY7u6tjYAvsRJwBiKK56DG2dYj6iYiI0U6cRgN/ZSSFDQUlihokokEqpWq3r48KFqtZpZZBFfpqenDQBIpVIGED9+/Njm/IRCIa2vr1sTbXBwUGNjY9ZsZ9goM0dQwhEX8YimMQ5QBwiCMoaYgeUE6gzuKU1bAANY5gMDA2YVAZuS5wKrjYZ7MBi0JiYsSN4XoI67TwD5d3d3jT1NzEWB4SqD2u1TyyIaBex7BolyXsDO53cCYqIsooiOxWLK5XIGXkgyliINJABSmJxYkfCaXK66LhKJGOiDnRqsTmzXJBmAwnyKdrttahGGiYbDYUnS8PCwgsGgzSXjvNrb29P29rbeeustszlMJpPW/KNBnk6ntb29bbkCqhhX9UDzkc/DPnTvK8+QeE5M43e55BB3ffF9xAB+nvhIfKJJ+km+XNala4nGGnLVczwDzktmDaE+gQSDZUqtVpPf79fBwYGuXLmiW7duWTwgBxkYGNDNmze1trZmCjfm+rAfyYn4fnJCnpv0JJa7Q7yJE8PDw8ac7u3ttRkRWMMAyLKuAGZg729tbRkxJ5FIKJfLWS5Lk4/PfHBwYM3v/v5+yyOwhkJVIj2Z8yPJCBODg4Oq1+tKp9OKRqP2+qzH8fFxFYtFlUolVatVDQ8PmxKlWCxqbW3NbFVGRkZsIDvEI84d4gakHPZIKBTqmO1CPB8YGDBmOeQXVBWsA3J2n89n6mQIKQBGk5OT2traUq1Ws8+POiIej+vo6Ei1Wk0zMzMdjPlqtWoWK+RlsMwBmAA2UOUBxPDznB8AEDQfOfNdtQkWg/V6XcVi0Z45zW5sFl31KjkZ38MaBSC6du2ann/+eYvVAPvFYlHN5qlt7/j4uIaGhsz+DVse9md39+kcxgcPHuiVV17Rm2++qUQiodHRUdVqNe3u7mp9fb1Dlc3PAUKyBtz80LV4Zb+78fCjuD4OOSC1lFu7uoRBzhNqLUmW77k/yznhnlmsLxRRnDXumcTvcO8zNYgki62ck4Ca0hMyXqvVsmY5dqk3b97Uo0eP9NRTT1l92dXVpXQ6rZs3b6pQKMjj8RiJY3R0VNlsVktLS5ZPlctlzc3NmfUr5LbBwUFtbGwY8U56Mp+MM5r6U5IRHgF4sL9utVoGAOPaQO4TCoW0tbWl3t5eG5De399vAPnw8LBWV1cNFMGJIRKJ2GyQYDCodvvUUhorLmrMw8NDTU5O2kD2RuN0jh12YKh7If7U63XVajV5vV4DVlEEUTcBRrNfybNQXUsyZQ3EvlAoZPeQ+LK7u2uzRKgrK5VKB+DvOkYw+8QFdSKRiIE+xE2UktVqVVevXlUul9Pi4qLS6bQCgYCuX79ucfH4+FixWMwIfE8//bQk2dzES5cuqVqtmnV2PB5Xo9FQKpXqIPYRB2OxmFkVjo+Pq9lsdsxUBMAbHBw0hQ2OI2tra9rZ2VE8HldXV5eSyaStgWAwqHw+b+fY4OCgJJkyxlXUsZcl2fkBYOXOWAOAcRXRH+V1fHysd999V7/6q79qX/N6vfpzf+7P6a233vpn/tzf/Jt/U4lEQv/xf/wf63vf+94/9/e4czwlfaIJQufX+XV+ffyvf2kQ5Zd+6Zd07949vfHGGx1f/0//0//U/nz9+nWlUil96Utf0vLyskm0/7TXr/7qr+pXfuVX7O/ValXj4+P2d5joJEEkhy4rRpI1Wl3WDE0oGhscOG7DkMa0y5anEclhBbODRhxFEOwUrJaQCuMFD+MKZkU+n9fv/u7vmvwzHA7r5Zdf1sWLF3Xv3j0dHBwoHA5bQ99lYXKAdnV12WDl8fFxK6RpuJMY0ZRGHUFjgWQRYMLn82lkZMQYG4FAQI1Gw6S5NAvwiSeRk2TFPF7VGxsbxtZk2J1r9YCNzOjoqKk6SCQZ+kfDLxAImOct7yUYDCqbzcrn82lubs7mJ8DexrqmXC5rZGTEQBqae2NjYyoUCva8UIrwjGE9wqrhubM+KOBpWjKgmsHG2B1Eo1FLJmG7sGZplPj9fh0fH5t/N8+WJiINjfHxcfn9fkvCKWiw+RgYGLDPFIlEdP/+fW1vb1uBTbFOMe0qU7AuQfGysbGhTCaj/+Q/+U80Pz/f0TRmr2xubmp0dNRYkcjI3TVKwe+CHjQz3f1Msce/uYWeCxq6nrF/Vuybj0MMJDkmZp0FVFmbAAIuU5kZRhTJsHRJ0t3ZTqwLl9HoPnOepyQrzlxfe0nWEGFmB+uUeRgXLlywNdpoNLSxsWEx9/Of/7wmJia0urpqlgEUvOVyWR988IHC4bC6u7s1Njamu3fvKhaLmQqr3W7rypUrOjo60szMjGq1mhXtkqxxRYFMM9ZVjrmKOxcYduMw95jGhCSzIcSSgudEc81lz9PYpFmGDRjfi7UPM6QAJXk+rtWkJGOD8rwCgYBqtZpCoZAk2bPv7e1VsVi02MO5CLg9NDRk4AzWZTxHGIS8X0AjbCiJa+xtQCTuKWeJpI7fx9+xEOJeSrIzGVtKSTavYXx8XL29vXrvvffMHmN8fFyRSER7e3v6C3/hL3RYGNIgxK7x9ddf13e+8x1TxSSTSd29e9fuIZaFvH/2hKs8dUEhcgWUhi57msYiDU/Y8fw798xlAqMQ4B64jQpJpjgFiPmwr1//9V/XP/pH/0iPHj1Sf3+/Pv3pT+t/+p/+J126dMm+5/Of/7xef/31jp/7z/6z/0y/+Zu/aX/f2NjQL/7iL+rVV1/V4OCgvvrVr+rXf/3XbU/+aS4skmgwcS7zXKUnLHZUmdxrr/fJfDWY0Vh3MVut3T6dLzQ8PKyDgwP19/drcnJSxWJR2WxWY2NjCgQCZm1Xr9c7lKGokVyVII1vrOnIT2gWcybSWAkGg6bKkE7JB+73sz5oJGPrhJ0hAGhvb6+mp6e1vb1tA8UrlYr6+voUj8cNGAgGgwaorq2tKRaLdQzV5fdlMhml02nLQwYHBw3oAZQl7qMG8Xg8NgR4dXXVmoxYFfLcXJA5k8kYwAwBhUYW9xZLVBji7XbbwIJwOKwLFy4Y+EtsIOYy84EGrGvzAyGHIc6QikKhkN1fmlg0LLHrIu/m3KI51t3dbQpJrH+w+IlGo0qn0x0NN2InakLAYWZhEZ8YGs97B9AiB4YwRb0kye4f8cbn85lq+fj4WOPj47p06ZLm5+eVSqXU3d2tz33uc3rvvfds5mA8Htfly5c1PT2tVCqlQCBgMRWLnGQyqb29Pd27d09/9Ed/pK997WsaHR3V5OSknQObm5uWL/K52T8uQIziwgWeOWtpDNPI/6iuj0MOKHXasbpkhLPghlsfuHkCZxHgoxtDWRvca9YIdTTANGcfuSjPAqUbDXCfz2fktVKppPX1dbMTXFhY0KVLl+x3YrHJucvctvv371vNHAwGrX7F+gvl3O7urvr6+sw22+PxKJVKaXh4WGtra5YbAZy6qqZGo6HDw0M9evRI09PT2tvb087OjpLJpNlr89khI7rx+uTkRIlEwmrIYDBojgHMHclkMvL7/Zqbm9PS0pLNESGP8vl8Wl9f18WLF3Xjxg195zvf0dbWlqn/Hj16ZLH08PBQQ0NDSqVSqtfrtn94XxsbG3YmEWPL5bKmpqbU29urUqmk4+NjmxtH7Q4BhZwOu7SJiQmzn6LWxY6PeOiSe8hviavhcLjjvbTbbRWLRYvPrCHyI+61z3c6N/Htt9/W/v6+WTnOzc0pl8vp0qVL2traksdzanOYy+U0MzOjGzdu2Dzat956y+bQFAoFpVIpBYNBjYyMqK+vT2+99ZaBwfF43PonQ0ND2tra0tTUlCmZG42GnUesMe4FpEvUnYVCQRcuXDA1CrbDnBEQBQKBgFKplFmDkydAWADMbLVaRvJwFaj85zqgfJQXoN2PA4YfPXr0Y3/mjTfe0P/9f//f+uCDD/6Ff8+fRKg+v86v8+v8+rO+/qVAlF/+5V/W17/+dX33u9+1g+Sfdb3wwguSpKWlJc3Ozmp4eFg//OEPO74nm81K0j/TP5bmzJ900URwmVbSE7kyjUASyHa73SE/JlEDaKH54DaJ3QalJEvs+X4X+aehBajjMk3dZkmlUpHX67VkkYL193//9xUOh/Xv/rv/riYnJw0Q2N3d1fz8vLq6urS0tGRNJxorFJGt1qlH9vr6ukZHR20GB9LvQCBgrCCssVwbjN7eXtVqNWv2Y53CPZaeJOg0vfFlZrgxtgIw8nh/ksxbnsYSLCEGPYdCIW1ubqrVatlMF5q4+IaT6JLU7e/vq1gsKplMqtVqKZ1Od4BUJPOwHhcWFpTJZHRwcGCMDhJeGgEkTqwf6cnwbQAfEhl8Z7EnY85DX1+fAoGAhoeHTe3DOgJ04x4y7JmmA4x21p4ka3STROFL6/Gc2pTAaCfxajabxoK8f/++lpeXjc1BI85VYrGfenp69Mwzz2hkZEQ+36k/+erqqp555hk9/fTTHWolj8ejzc1Nfe9739PBwYE1okmOl5aWbJ+z/tljfG+r1TJWP81/SVbQ0WgiqWRfs2ddJuJHDaB8XGKgy7p0m/kua8wFOCTZv7lxiTjo2qTxM7w+v9/1seffpSegC8CrawUBc9hVwvA7YV0D0NLYOjo60ujoqKLRqL7yla8oGAwqHo9bwxpgz+/3a3V1VY8fP1YikVCj0dDly5dNzdLd3W3DRtvttmKxmJaXlzUwMKDt7W1rfktSqVSy34FSg/vgWscBCBF/ADzZR7CvAfXYx9wPno0L3NM4de0WOGPa7bb50u/t7dk8A2Kwq0Ty+/3q6+sz9iCxY2hoyOIPBbd0CqRQvPNsYL3T/GKdAIqijvH7/arVamo2Ty0YUZ25Q+e7uroMvGEQcjAYtGYPTUDUOrCN+/r6lE6nJcnmPPCeOMdonmFhkEwmLS7fv39ffX19isViNh/hhRdesMYlCsitrS319fXpn/7Tf6o7d+7o0aNH2tjY0NNPP61ms6nV1dUOJVazeTpHgxjsDjsm3rJGWcfkCZI6GoIUvjRwXNahm1vwZ5iZgKA8d1eRdhaY+bAL6I/TYGXOOO4fQDAKYs5Z4hmNL9ib3C+XjUwDDwAfBu/GxoYuXrxouQGvm81mNTw8rKeeekp/+Id/qFarZQ0z1IDsb0kdz5KzDgAWFYjX6zUFFqx1YuPh4aFisZipxQB+2u1Taxp864vFojUIZ2Zm7JxENQVowWdAdcFex96G83l/f99spVBbuLaArHk+i5tft9ttFQoFI7qw/0KhkMrlsnp7ezU0NGRMboY/12o1pdNpy2mIOTQusZkdGBjQ7u6uYrGY5Q0oeoeGhnR0dDoQfmJiQoeHh6ac29vbM0CfpiHnG6Ax9whFC/kiqhPWDipF8jM+q9/vt7/DuJ6ZmbGcBoZ/KBQySzKsYsjH/X6/qbQBlzi/yTEBvQH8UEKjmjkbRziL2TvEJ5cwRG599epVPfXUU2ZTBmmot7dXY2NjunTpkp555hlNTU0ZIIZyfXV1VbVaTbdu3VK73da7776rV199VQ8fPrTXY92Ts8OeZ12xJmnMAiKRP7PHziovIAR8FNfHJQckV3cBJ84F19YQsJ98j7yLXJvzy2Wu832SLN/j3rq1LDGM/JwabWhoyGYEQSAg12g0ToeOP3z4UF/+8pf19NNPa29vTysrK7p8+bIqlYrGxsasfqHhj0U0FooofJvNpiYnJ+Xz+QzYHB4eVq1WM0UbwGRfX59GRkaMuOeqkYn/nN0LCwuKRCIaGBjQ7OysAQ2tVkvxeNx+FlVgvV7Xzs6ORkZGbD9yxkBYoU58+umnVSgU9ODBA8uTIfQQc6RTddLJyYkmJyeVTqeVz+cVjUatll9dXbW9GolEDPweGBjQwcGBdnZ2tL29bTkGuSZkP3JTnonHc2otC4iN/RoxHlUvQAV5Cs8eF4xyuWxD4lFnMA9reXnZwBRmipKbcQ719fVpamrKACZIMru7uyoUCjo8PFQqldKFCxdsTsrm5qbl2QBD7XZb77//vra2tpTNZu2+kvP29PTo6tWrSiQSeu2119TX16f19XXNzc3pK1/5iu7cuaOHDx+qp6dHsVhMfX19ZgEGmMtcExSuy8vLSqVSBj77/X69//771h9y8wyUhZAFeU9uzeES4gCVAF5cNRh9BcAq9vzH6arVavorf+Wv6G/9rb+lWCz2L/xz/zxC9fl1fp1f59ef5fWnAlHa7bb+8//8P9fv/d7v6bXXXtP09PQ/92dAmVOplCTpxRdf1P/wP/wPyuVyNmzqj/7ojxQIBHTlypU/5dt/0kR0/ec5TGA+UMi5DGGSbhqEbpOag8c9lGhUkNjQQKEIQYYqPUkyOfTOKkVoqvE7K5WK1tfXbRDa7u6uXn31Vfn9fl24cEFf/vKX1d/fr8997nP69re/rZ2dHcViMR0eHmpnZ6dDFcFh7vGcWmD96Ec/0t7enq5evWoqCIo8mEXIavnsFFskSUNDQzaU053BwecbGhqyBimfm/kpFLjd3d0dzGSsD5Dh4jlLoYidA0kdNl00xFZXV+17aZrxu2CzVKtV1et1TU5OGlg1MDBgQ5az2aw1WaPRqAYHB83j1GWi0hjb29uz4e74qVNsU/RhZ5HP562ZkkqllEqlrMHk8Xis8HYZUG4zhaSWRltPT4/K5bIVy6wfXk96YocFgAULEBZZLpfT+++/bwUwDCISLlhmsBVfeukljY2N2fvb2dmR3+/Xz/7sz5otjnTKDl9bW9M777yjO3fuGJMIS6+VlRXz7T3rm+xK6N2vu4xDtynJ90hPBqGylvm/21j+sK+PWwx0Y5drywELHVBXejJ0mgY8hRQsRvee0cAnDtKgYY3y/S4IwPugeSXJmu1uvGRP01TjmW5ubtrA2RdffNFmczz//PO6ceOGJBlrd3Nz09h6tVpNiURCpVJJ29vbZmvgfm6Kn42NDQ0NDenSpUva3t62oY71et0scbCfIO4AbnJPKMA4LyiUDw8PLZZhf4VigBkwxHe3OQRLvFQqWbOQ9QzDjfkIAJSSOrzKYXkyiJNnxCwVCj6KeIpfF4whljOcFDYvjOdAIGAFfqt1an9IHKGpNTo6akxMwBVUh5y/1WpV8Xi8A8hwlXCt1qk9ILaKrDNXEeo2JgOBgOLxuFKplKamprS5uanV1VUD6m/cuGFqymg0qkKhIEmmUIrH4/rmN7+pV155xQAZFIuVSkXLy8vGyqdZ4wK15Bk0NCXZOndtGGD5ErfOkhBcANP9N36Pa8/ixn9XcUIewr3+KK6P22BlwF8aeG6D+KxiR5LlhNKTmVDcUxoQAA6okZhhVq/XFQ6HFYlEbG1GIhElEgndvHlT3//+93V8fGxqOkCSH2ejIz0ZCk0MBLRESYDKhIY58QVbGnc+EPsTkG13d1cDAwM2ZBclL7+z2WwqHA6rp6dHGxsbSqfTNiuG3Iq5RFNTU9rb29PW1pb8fr99Dw1a1lq9Xrc/07DH9srr9Wpvb8+Y0T6fT8PDw3Z/uQ/YiHGfmW1AjCC+MCAZoJbYWSwWzZ8eez5X0dJsNpXL5TqAY2JmvV7XycmJqVuwSsMOjL0KaQi/f5QrnF8oQLhXGxsb9vOQVur1ugHdWKYBJJMnEeOIAzTYOI9hPZdKJXm9p3MUUBShfEcR4JJkpNNzkXjm1irEGchY3FfOqna7rcePH+vtt9/WwMCAvvrVryoSidjsH0BMGNoTExMqFotKp9NaXFzU1772NW1vb2t8fFypVEq1Wk3r6+tms4OSjljJPnb3Ou/XBZDJ/84qconBH9b1ccsBAUPcs9gFOSR12D26hDnujQuusEdcBbOrrKQ+wCbJBf8h1/DcWHvkQJxP7PXd3V2trKwoEAjo537u5/T+++/rBz/4gfb3982CFfeBcDhs5IlUKqW+vj6Fw2Gtra0ZQY+B32NjY6Yao0Hf09Nj69DrPbUpBsBkr2C15wJR0inTHqVlpVKxWgxlRzAY1MTEhM0zkmQzPyKRiPUoAGxQ4lJHkYexd9x5HzTqIQucnJzOuZqenjZF4fDwsNbX1y1+BoNBs8J155MAIHk8Hk1NTanRaGh7e9tU16xvHBRwqgA0TiaTNr+TnwsEAvY9tVpNtVpNfX19pt5jFgj2qb29vR0zjtjffr9flUpFR0dHCofDarfbBhbhmoCCGOCb8435VCjZNzY2TAkpSQsLC0Y2kKRYLGY5Eoqg7u5uDQ8PG0B39+5d7e/v6+mnn1Ymk9Ebb7yhUCikeDxus7foZ7CHqCe6urosT56dndXly5e1s7OjsbExy+djsZgB8hAoUO+jRIeMBkBJ7GNfs09d9wjmyri9nQ87Bp69IC8ABHNBMDl7LS8va21tTT//8z9vX3PJyQsLCz9WsfcvQqg+v86v8+v8+rO6/lQgyi/90i/pt3/7t/W1r31NQ0ND5t1Kg2F5eVm//du/ra985SuKRqO6c+eO/sv/8r/UZz/7WWuC/czP/IyuXLmiv/JX/or+5//5f1Ymk9Gv/dqv6Zd+6Zf+pYIjhQUHDCw5kjRJ1nhxmxruz7kKEtcuiISdgpqDiYSeZNRVKUhPElJXicLvdQsCkk+YwTTLx8fHlU6ntbW1pT/4gz/Q2NiYbt68qQsXLqi3t1evvPKKdnZ21NfXJ7/fr/v373c0XzhQKWI3NjaMxUEh5ff7rVgnKXbVAeFw2Owt9vf3zYua30kzE8Y1jUbUEMiJsS+AzUgyx2BhWMmoYSKRiBV3g4OD9l4PDw/t77CtYbzA7KF4gl3uKl8kGXsI6y8sNWKxmFlwTU5OWqLr9XrNr5pGKSxsZL8kg7A/kT1LUjQa1fT0tK1rWDd4mVNUs5ZIApPJpJrNZocdCGvv6OhIpVJJQ0NDllAdHh4aSNTX12fWJvhL83uq1apisZglbSRfri0IBcRTTz2l6enpjkHgFBKXLl2yAtXr9SqTyei9997TO++8o3K5bEMXAazwh+d9wQxyFRS8FokURR/7FwDFZV6TvFJc8HoACR9FE/HjFgNJlIlBNGPdeMZ9dAtmijEa6qwxV+3z41QO/LzbDOY+E0fdWOKC2nyvy9iDLXvv3j2zzZqfn9cLL7ygz372syoUCrZmotGoFQisY4q3/v5+vfDCCzYs8tGjR6Z+g1VLszMWi1mBTQOM4oNGOVZVo6OjBsKUSiUDP1FGYHHgqn/29vaMeUmMhAl/1kqSWQEoDABIWL/c22azaQ0J4ij7kr3L9xN/YEET4wFlJdmsBtdGEKsjv9+vvb09i880INhfMBIhJrD/jo+PbX4TMYbYzhqggARgAUQ5ODjQ4eGhWXM0GqcDlvnsxDkUGLCXY7GYpqenNTExYTOZ7t69q+HhYc3Pz1tzdmJiQhMTE2aV4M74AqCGnV8sFu15AfTE43FFIhEdHx9rdXXVzlHXPtBlGLrkDD6D2wh1gWMX/KQxeBYUdhuK2A7xvfwHk5WfOava+6iuP2mw8j/4B/9Aw8PD+vmf/3n9N//Nf2NqlH/WYOVf/MVf1P3793Xr1q2O1/qTvLDdppxLUqGJ4TZUuSfcT+lJLggLmTOIdRoOh9VoNGzQL69H/kHzqVwumzKB+XWoOyQZAAAD2AV3eMYAL+SZwWDQ7Ex3dnYUiUSsqUSzcnd3V6VSyYhBxHeIIliWovDDEo9cDvIHX+ezEBOJ6+xXGmHEFpqCbtMRIAfSDlZNgEEDAwMKBoMWu+v1unK5nDX5UBigfqZRzNBj9m+1WrUB1NhPkTttb2/bHCfqgkKhoGKxqEwmY3ExlUoZeA7phOHwqF14T6wpiDbcc5qvzA/gd0I88HpPBzKTw6KgkWR2uyiJyG2IrwAZABsDAwMKh8PKZDI2gLhWq1ku3Wq1jLkPmcetgVCB8jtdRT0xmlxgYmJC8/PzFpc5J5j/8+KLL+rTn/60JGl7e9vONGKUJGt+/+N//I/1ta99TXt7e4rH4wY8MZerUql0NOOJpZI6gDkXWJae5DVunPR4PBYzPuz493HMAXmmrBvX7vIsSckFcMnzXFDfzSmJd+6Zxe9C2SJ1zt/iTOX98Gde37V1ZVj6ysqKrl69akqC0dFRU/cCECYSCR0cHGh0dNQspprNpgFuqPYgkxFr8vm8bt++rampKfv3np4ejY2Nqbe31xronBmuuonXLxQKlje48TQQCBhYy2dEBYPtNnU2ZJRwOGwxjHXOfWEex97entLptBKJhL0PAHAUgPl8XrOzs7p3755u3LhhSmOUxORalUpFBwcHikQipkBGJQuBkLOK+4jNGWdMJpPR7OysAccA6KlUymq9RqNh6g3sosmpIQWyVhqNhilpyFkBfCC39Pf3KxAIqFgsamhoyJ4rZMSbN2+a+qa7u1uZTMasFwFgOF8hRpycnGh6etpIUqFQyNSAbg4ejUbNLhe1cq1Ws1wQW3aIR66VoM/nUzabNUeNkZERqyfm5+dNTR4MBpXJZJTL5ezMByQCgHfBY3JElzhMvONzuv0t8hN6Bx/lhWvFd77zHf0b/8a/Yc/5O9/5jn75l3/5j33/5cuXdffu3Y6v/dqv/ZpqtZr+9//9fz9Xl5xf59f59RNx/alAlP/r//q/JJ36XbvX3/k7f0f/0X/0H6mnp0ff/va39Ru/8Rva29vT+Pi4/q1/69/Sr/3ar9n3dnV16etf/7p+8Rd/US+++KL8fr+++tWvdtg+/Gkukj+XdU4T46w6hIRQUocE/GwxTfJPw8JtIpKoU3jwHmgeul+joUtBAZuHZjuAAodhf3+/UqmU4vG4sTlWVlb0//6//6/6+vo0Pz+v0dFRPffcc3r33XfNy3p0dFQrKysm88R2gMLz8PBQS0tLVowj94W1CLsZ5kmlUuko+BkeCbO03T61smLI+9jYmDVYXcY6FmJ4rMZiMQ0ODmpnZ8cGpvp8PmukkHTh/00xiloEBk2lUjEpNveV1wsEAvJ4Tq0oSIiPj481MTGhhYUFAyWCwaA9p0ajoUQioatXr1pS4vV6bXhrsViUx+PR7OyszVyBiQJTnGbL0dGRMpmMfD6fMRKR/lJEM9Dd7/crn8/bWnL92d1mA4ynYDDY0RBHVt5ut81+h/shydib0qn/PM0Wl50GA4li8/DwUJ/97Gc1PT1tvt7Xrl1Tb2+vRkZG9Bf/4l80wIfmxx/+4R/q9ddf1/b2tkKhkMLhsDWjMpmMsTVd73L2GGoekkRATNcywAVb+Ow0Gc+y6dxmAd//YV4fxxgoPWkuEAdJtLk/FCB8r/RkYCLPym0uunGO5rUbQ1GZ8Xkoql22q1tYw25zbXSIVzs7O7p//76BKtFoVD/zMz9jnv4M8ebz9PX1aXp6Wg8ePFB3d7eeffZZbW5uyufz6bnnnlMgENDdu3c75iTNzMxod3dXw8PDunTpknp7e/Xo0SObDUJDDXuqk5MTUy3AoPN4PNrY2LD7QkMYdjIFD7OPaPyzHmm+Usy1Wi2zralUKrZvibnEJuJVuVw2Cxq+F4YmgBAMcoqnSqXS0SSDzY6qjz1C4Y+6hNeATUizC5YdBRpNOcAt7L5oRjJDgsYuwEqxWOwARikgiXuwDSniWS/Skzkp4+PjCgQCpiJ89OiRDTiOx+NqtVoKh8MKhUK6ePGijo+PDQhmsK10yqJ77rnnlEql9P777yudTuv69etmM4RtQjAY1MLCgtLp9B8jaLgzelxVq/SkWcXn4xlT9HJW8xou8O/GMua/0Mwm3+B+nQVHP2rwRPqzG6z8J3lhnwXj+dzYgbh7U3pieca9o+EN4xM1AHEqFAqpu7tb29vb2tjYUCKRkN/vtyHgWKNiBVooFDQ4OKhEImGgFnuThjhNF9jTxByacLD4+d1YNklPACTIEbCGiRl89nq9btZ3WMl0dXUZCQb1VKvVsuYdzRkUFCiAOQdYX+xXmvaogMkrK5WKASxYqbZaLQMk2CMAwsTqRCJhwCfNJI/n1LKG2DQ4ONgxH4XnRi5LvDo8PFQymTRyycHBgTKZjA2kBjRjkDL3jFkq5HTMEnFnETJ3xFUh8qwl2RnhNq7Zp/F4XJVKxUAjCCaQmfjcWN+g7KbBzWcGyGeeFGsA+55yuax6vW7vp6vr1IrMtaeEBOWSHjjLJycn9cwzz+jmzZsaHR3V2tqaVlZWbI3Ozs4aO5/zAUAfcJ787f3339e3v/1t1et1Xbp0yWycstmskSdYV9w33iPrhJyGe0Sewmcif+FM4b8POw5+3HJAV8GJes4Fe11AhZqP5jX5IqCJSwrgwgLUJQhA6uCZkMtJslharVY7znhUsMSbSCRiQ9a/9rWvyefz6dKlS4rFYnrw4IGee+45DQ8P64033tD09LRisZgWFxd16dIlFQoFRSIRffDBB5qdnVW5XLbYQ807Ojpq+xNrZUCV/f19RaNRqw85d93ZJeRE3I+dnR2z4IvH4xoaGtLg4KCGh4e1tbWlXC4nr/fUZnB4ePiPKfZQJ7pnC7Fnenpai4uLFt+wnGIYeyAQUKlU0uzsrEqlkg4PD7W/v687d+5IksWSvb09y/mw+UL1QN6EZSr2WZDbiBUosXd2djqUlICc2LNFo9E/Zu03MjJis5VYV1j1EWPpJ6RSKRUKBe3s7HScyZFIxGxfUZXg2NBut029R1yPRqOqVCqWh2K9yZ7w+XympISseXR0ZL2FwcFBjY2N6fbt25qbmzM1YTKZVLlc1quvvqo33nhDXq9XwWBQc3NzWllZMeWI1+u1ngkky+3tbQWDQU1OTlpPIplMqru7W+l02upt6nsU0FKnDSXrp9FoGIGLGInlHL0k6i23N8V5/WeRC/7Kr/yKvvrVr+rZZ5/V888/b/HvF37hFyRJf/Wv/lWNjo7q13/919XX19eRL0qyWuzs18+v8+v8Or8+rtef2s7rT7rGx8f/2DDRH3dNTk7qn/yTf/Kn+dV/4nuiIUEBTTJOIunK0F2lBskgbB1JBnTwM7wuBxXNCxcgoQkCe4OkgoMNtjcJP0kmP49NQbFYVDQald/vN9msJL399tsaHh42NiwWSz/4wQ9sDsfx8bHy+bwx7rBU4vMgX93Y2LDPgeKiWq1a0U7yxYENeDI7O2ssjVarZV7Zw8PDOj4+tuHpHo9H29vbpmCQZIxe7Llgb8DoASSBQeI2S5nNAjPFbXjg/w07JpfLqaenR4FAwFg4FAzMW+B5kTDT2MKmjMHK+LySeIdCIUUiEWPq5/N5RSKRDruco6MjlcvljnvIc2CNMVSQYptnjzTdbZAi5z45OekYyBoKhcwKgnVcLBYVCoXMgogmjXTadEyn02YzQmNEkj1zAIkXXnhBX/rSl7S6uqqtrS319vZa8pdIJDQ2NmYF/sDAgLa2trS8vKxKpWLDRIPBoEKhkCXIDGCuVCrWuKDAJbGWngBa2Je4zXgKGfaRy7J2C0DXjuCjAFE+bjGQe0AhTYPebd4AXLF+UGnhP+wyvF0FHffwrHoIgJj7Tszl/UjqSOSJwcwbQRXl8/mssQXr2u/36+LFizYU3uc7tfl78OCBEomELl68aCwvVHbEuFAopEuXLmlubk5TU1O6f/++crmc9vb29KMf/UjXrl3TxYsXdfXqVQ0MDGh1dVU/+MEPtL6+bmDS4OCgNfgjkYipFfg8ExMTxkqjmJNkMd61eMTqgqaG9ESJSFOUM4JnNzQ0pGw2awodj+fULsjn8xnjjVjZaDRsQCsNFK/Xq3g8bvMQ9vf37bl6vV5T3eXzeQUCAW1ublpRBnCBrRkF58DAgHnq06DHmoKvu2sL2wSKVJr7bqOHWQju7Akag6wLGqwUs5y9h4eHunz5si5cuGBn5De/+U1Vq1UNDQ1pZmZG+Xxe29vbmp+f19TUlDVjotGoMQO5fzBDaWJwX/L5vE5OTpRKpWww7fr6egfb2WXYuqCkaz344xr87BWeC2vHbWYCptD4Ajjmd7kDw3kP2KkACn4UTUT3+rMarPzP8sIm9rhqE2Kgm/PRYHWb2dxH7hOKAPIDngkkAL/fb4ApP1+pVMz3H4UCQEokEtH8/LzS6bStdX7Obb5D0nFJAjTaWq2W5Wk0MzlPGeBLThAIBFQoFEwZRPxBgYE1FWvCzUG6u7tt9huxGdAOti/kFvY1jchIJKJ79+4ZwBAIBEy9w2vBVk6n0/Z3cl4a8K43PEQbGsCw84l15M0+n88+L7kVoBMNy66uLmM14x9fr9ft+z0ejyk5aCzTeCK35CzDCoh5WzTuXBWvdJrzhsNhY5+j0JBOyS35fN5sDZlzws+NjY2p0WhoaWnJGn8jIyMGGhSLRZVKJQN2XRUhTU7Y59wv8lw3brHW3bll7J+pqSndvHlTzz33nC5cuKC+vj7dvXtXb731liYnJ3X16lVdunRJIyMjFmvJo2n8cl5Uq1V9/etf18LCgq5fv66BgQFtbGxobW2tQy3isqmJjS6p7SzQznpwyTSsCZcc8mFfH7cckM9KDuF+bpT6kgwAkJ5Y4bo1LiAoSgN3noybi7OfiEeAF7yP/f19e/aDg4M6ODiwPEl6YnvEUHDW6OPHj22uzv379/Xuu+/qc5/7nOLxuP7X//V/ldfr1SuvvKKenh5961vf0vT0tO7cuaNarabx8XH19/crk8mY0oX3nUql1N3drc3NTbPLAsy+dOmSstmsstms2St5PB6bo0S+09/fb7kRF2stk8lYDNjf39fc3JxqtZpKpZLtS0lGTgEA7u/vN9CFeFypVLSzs2MkiEqlomq1qpGREUmnMa5cLsvv9+vOnTvq6upSMplUrVbT1NSUzZDa29vTyMiIOUZguc1zI4/AQpY6VDqdC8i8GVQtly5d0uXLl7W/v693331XwWDQ1pXX67U6OJPJaGdnx2p6akVyE1wtyBMHBgY6Zp6yLlwrXN57IBCw2ZrMlEKNSD6cTqet/pRk58Ty8rJGR0dVq9VULBaVSqU0Pj6uSqVi+wQgrlQq6c033zRC4f3795XNZjUxMWHKT3KMo6MjbW9vK5vNKpVKqdVqmdX4/Py8xW3qAtQ+4+Pj9v4537E9x2Kx0WhYTsL5wP+px9iT5N7tdtvuH/HSVYh+lNdf+kt/Sfl8Xv/tf/vfKpPJ6KmnntI3v/lNI8dAQDu/zq/z6/z6pFz/UoPlP04XSTdNCwpVksSz1jZuQ5EmoztMjwTdbda6LCg3gYZhys+icoEVR1FBoQ/44DZMaK7BFlxdXbWGNd7Pu7u7ev311xWJRDQ3N6ebN29qbm5OGxsbun//vkZHR3X16lX98Ic/NJa/y/oIBAJqtVrml7+2tqZQKCS/32+zKrCXALhwE1KsErjwv6zVaorH4wYM0dSZnZ3V48ePjY0N63FtbU3xeNxAEJob6XTaGBczMzPa3Nw0ayu8r4+Pj81ve3BwUIVCQclk0oAdkrXt7W1NT0+rUCiYFQRSWQoKlDgnJyeq1+vmG82zcJUmXq/XhsLD5mTAMywSGmFra2uqVCqamJiwBJm1FQ6HTcWyv7+vUChkTHQK3q6uLkvSaaTAzBkaGjJZtSSNjY0pGo3a+nWH0JFMYZeB/Bu/cz6Huye6uroUCoU0OzurfD6vdDqtkZERfepTn1KzeTqwcXJy0hJHbLo++OADLS4uam9vT1NTUwqFQiZTXlxcNDYsgCa/l3vmFttnm4fsTz4T75VhiS6Tm6Kb5slPW7Lmqke4r5I6CmUAY9dbmcIb4NKNmbwu/+ceUzzRcILNTLzkd7m2G6hUXLAWoBPmW6vV0uTkpK5fv27qLgrisbEx7e/vq1wu6/Lly1bw7e7uanFx0Vh9zCBiWOGFCxd09+5dZbNZLS0t6amnnlI6nVYqldLnPvc5PXr0SPfu3VMikbCmaE9PjzKZjA3WnJiYsBgJyEJz0gUbOIcofBhKDMMM9uHe3p41fFj7FE8A8bwmTZF8Pm+qt729PSv6Off8fr8BxgD+NChoUvT399vgy2Qyac+AQc+5XE6BQMBUKJKMCY4SjsYJcR3QlgY/LDrICgxnxdqGBubQ0JA9cywYAApcSwPWUrvdNguYVCqlo6MjZbNZLS4uWhNxeHhYExMTkqSdnR1Fo1FdvnxZsVhMCwsLqtVqmp2dtWYpM2G6u7uVSqU0Pz+ver2u5eVlm3M1ODhojRdeg33igiPsM+65u3fYF/yZfeo2912GtavAc++rC5iw/t1mI3HVHWT/URbQf5aDlf95Xthu/ibJ9g0KH9YVz5s1ReyTZHkGf8auCiUYDdtyuaxsNqvj42PlcjmzoRkeHtbNmzfl8/m0vr5uLOkrV65oaWnJ2NlYqhAbyIXYA8TVo6MjbW5uGpCKko/9wf+lJ3Zn2AMCaMCoPjg4MCUbIAbxbG9vz/Yow+br9bqy2ayBwJypLmAvyfz3o9Go7t69q3q9bozknp4epdNpY5uT80DyQLXMXmi1WlpbW1O73TZgU1KHV3yz2TTCDqAVVjDsH7fpTjz1+/2mmmNfAe6Sq+/u7po6WJKRZorFoikF+/v7Lb5Fo1F5vV4Vi0VVq1Xz/Ueh6yqBmSeA6mJvb0/Dw8NKJBL2Psl5w+Fwx/xBFDhY+LC/USZJsrjNzIdqtdox44t4TdwAmHVjK2BSMBjUiy++qGeffVZTU1NG7gFgDoVCGhsbUyKRMHBuYmJC5XK5A1gMBoN6+PCh/uE//If67ne/q8nJSbMZw6Kpq+vUqpUa4qz1HjGS2sq1BCLXcesuai03nv5ZNBD/VV7kEQCOACrkBtwPV2kCWcu1c5Vk+8gFWVzFKfHFdV1AbQApsN1+MlOD3AYbJvYj1sLYnbJmJycnNTs7q8XFRYXDYRUKBSPsSdLP/dzP6dGjR/J6vQb0vf3229rd3dWtW7dMCTA1NSWv16uHDx8aWEDtMjY2ZvlhLpeTz3c6L43Pyn6k7vB6T22dyVfJYba3tzUzM2NnPk1r9nw0GjUCyM7Ojkqlkqk3IIphsQWY7BLjUPKcnJzYv6+vr5tyEfIizfZ8Pm91Y6VSUVdXl8rlsiYmJjoAVZfM2W63LdcNBoMG6o6Ojmp7e1uBQECXLl0ywHhhYUG9vb2amprS0dGRtra27PkNDQ1JOiU4AADxeaiPXQthSUY0bDQaCgaDHWuCGJDNZg2U7+rq0sjIiCno6GnQU1lbWzP18cHBgc38qtVqWl1dNdeNRqNhSr16va75+Xnlcjmrzfv7+zU5Oan9/X0tLCwoEAhoenpaXq9X9+7ds1oTu3Lit8fjsZlc8/Pz1is5PDzU8vKyMpmMPv3pTxtBIJVKKZFIKBKJKJfLye/32wwuznC3N8DZhl06uaKr7qf/xL5zXVo+6uuXf/mXf6x9lyS99tprf+LP/t2/+3c//Dd0fp1f59f59RFenwgQ5cclyjQ5aFZxIU2FhUVS4cpJAVhI0t2izE3Sz7LgXdapx+Mxr1aKNN6jy/x1CwUUG5ubm5akwipeXV3V3/7bf1s/+7M/q/HxcY2NjWl2dlZvv/22NSZnZ2eVyWSUTqct4aAYZyA6n3NnZ8eKSz4fCQ4NVhhGvb29CgaD5unvDph2G4I0t3t6eix5wa4KX1mKTNe2CabJwcGBarWaqTloxI2OjqpYLFrxS7MdgAs5MmwSgA3+jWcwODhorCQK4nfeeUf5fN6ULY3G6XBgEsB2u61kMqlEImF2Ee1224a3I7WFHcrvxk+b4YGDg4NWJMZiMQPRXK/hSCSik5MT8/5mHg2Fu3QqeSVxhL1TLpc7LF3a7XZHo3x7e9uYZi6oRfLv8Xg0Pj6umzdvKh6P2xyKz372s3rmmWd0cHBgbMmFhQUDTlZXV807fWRkpKMhe/fuXRUKBbvXbjOf4gsAyP03mjQkg1h7uPsQ9ufh4WEHU5V/pzny03C5THa3MXSW8U6hzdex63PZ2i5oTIwC/OJ+8sz4u2td5DL0iTV8jaY8ahSerwuO4d9O4s/e6u3t1czMjBqN0yGYtVpNvb29evrpp/Xmm2/qzp07GhkZ0fb2tll0xeNxfeYzn9HS0pIVOcViUSsrK0okErp165ZmZ2fNYhCrlmazaVaBxDeYfKlUyvYzcZDCCbCUz8z/KbwlmYKEmMucKEALv9+vra0tW9+AHD6fT2NjYxazOStQuCSTSVOeMLuFmQOFQqEDDIaxx+BOhqnW63VTORYKBQPfPR6PMdtcBR+McUkWf2nY8KwBxgGsaUrwNc5EPj8DSDlDUM95vV4NDQ2ZzSXgGiqc/f19mxk2Ojqq5eVltVotjY+P64UXXlCz2dTDhw8Vi8UMyE4kEjbUtdlsamVlRfl8XuVy2djqzMPBthJ1h6tyYA274C3nPLHYVeK46hTOQPYxxT3nLPfUbV6zz1hf7DW+xrnJuvsoGojt9sdnsDJnnQuauI1Bl43pqrW4T66qjrOXOAjALMkstrq7Tz3kt7a2jBCB6nZoaEjz8/OKRqN6/PixXnnlFRUKBY2PjysUCpn1JucauRZkHEmWW5JPoWQAGN7Y2FCpVDJg040l7KuRkRHt7u6qUCioXC5bDoSNSCQSMVUJ799VewCEttttU4ABJroEmJOTE62urqpSqejw8NCG3rPOe3p6FIlELDeikQdwPj4+Lr/fb3GNBlmpVDKLKZTSNJj8fr8uXLigSCSilZUVY7v39vZaHoZCxrWsYV4N1k+ABqg53BklR0dH1sBynxexyufzmTJoYmLCBqqHQqEO9j6zAAGrDg8Plc/nbc4NMRYLwmazqUwmY8oi4i0EgcPDw461Rm5FIw/mO0A3FjsAN+SIKDXYE8QWzmmsd6empkzxub29rb29Pd24cUPXr1+X1+vVxsaG2VGiiH/48KHW19f1wgvr2P6iAAEAAElEQVQvKJPJ6Hd/93f1jW98Qy+88IJ6enr06NEj5XK5DqILe9Tr9Rrxh/1BfkxeID0ZbA573q2r3FqLvftJv9iLXORzAOrNZtPmfHCRL3KvziobUdC7Z52rWIbg4CqfeQ7kiwDYP87eDQIFe5Cc4vj4WBcuXND8/Lx2d3fNtmphYUEXLlwwkkNXV5cePnyop556SoVCQZVKRZubmwbe9PX1aXFxUbVaTYlEQslk0qymsDP1eE7tWVHGejwem3lEfQkIzXsHsPX7/ert7VWxWNTY2JhZZWEjvb29bZZM5HjUcul02kBg1C3MagGkAWQmDqXTaUkyxSG2iCi5j4+PtbOzYyQ0GvzkTsyxo7Y+ODjQ3t6eotGo9QmYGYq7w/Hxsblc7O7u2qy4Uqmku3fv2mcGdGL+CfHeVerhKCHJnvPAwIARWfr6+jQ+Pq5Wq2X3FQDY6/UaiaKvr08XL160OA6JZ3l52exfr169akpGfh99DGp06cksKtwTwuGw8vm8/vyf//M2AP63f/u37XMDPm5ubppys6enR6lUSl6vV9Vq1eZ/Dg0Nqa+vT5OTkx2k00QioYGBAT1+/NiUiVhhUm9BiKT2IOdn5go5pFv3UTO75GHqO1fNd36dX+fX+XV+fXjXT3ynkeLTLQikzrkoriSZZq0kKxxpKAKKUCTyfRSFHEQ0Dl1mKEmZy36kicIARQoCCngaTjThOKgBHmBk4h1aqVT0yiuv6KmnntLY2JhGRkb0pS99Se+8845arZbm5+fN6onk2VXluKwgEq/p6Wlrxvf19RmbBMCDe3M2+XTZ7WdVPHxmr9drXqzd3d1mgYDlBSxHkq9Wq6VsNqu9vT1dvnzZPMZpipB4Nxqns0IYEI0Pf1dXlx48eKCdnR1rkLVapx78zJgh6QWkwA7G4zn1vGXw6u7uriXL7vvDsgwgCEUEBRwJUHd3t8nDSWRgYI6MjCiXy6nVahk7e2hoyAbJ8zvK5bIpL2i40CzDCkiSWXdFIhHt7e0Z0LO7u6t8Pq9cLvfHWHoUNQxHvHXrlnp6erS9va14PK6f+7mf0+zsbIf3bLPZ1Pr6ur72ta9peXnZZs3Mzc1ZQb+7u6v79++rVCpZQ8q1aGDPnN0LFLx8P+vI3cMUNzwvvk5jhr3pJpif9IvP7n5eFyyhYHETb+kJa5P97P6dxq/UOZPBVbfQUJRkgAiAnKtkcdVCXu+pDcrw8LAN4wRowDe6p6fHGlTs0Xa7bU2ovr4+7ezsyO/369q1azo6OtLi4qK2t7fVbDZ1+/ZtRaNRjY+Pq6enRyMjIzasEjXBN77xDTUaDbMjoTmfy+VM6QBDmJke7XbbhtI3Gg1jzVMgAza594B9yzqHQT00NKR8Pm9zVmigBQIBxWIxNZtNjY6O2oBjzgfuazAYtDhDgQhrGzYoSg6KWGbN0CTz+/1Kp9OKx+MWk46OjnThwgVTaYTDYTvfYMLTiGN/wgjk/KIhSVznGTJDB8CVvQyLDo9x1gKAPp/fnRmAReDR0ZHGx8cViUR048YNfeELXzDf7mQyqU996lPq6enR+vq6rly5YrMriD0UmouLi7p7967ee+89bWxsSJIB36gFaGK6DSM+A8+YfeAWrXwvAJObK7j/7u5Dd6+xhzm3XcDZbVxBJjmbh7jf82FdH6fByjRYzirm+L87B4pnzvnsxkXpCYABi9uNT3w/w3vL5bKxr7E07erqMsvV/v5+bWxs6O7duyoWi7pw4YJ8Pp8++OCDjr1DXHLVRC5hoK+vT7u7u8pkMgoGgxofH1exWDS2bqVS6VAJ8tlo6kuy+Ds8PGz5XCaTsdzDVVcBWkiymSzNZtNAiXw+b3kM+7PZbKpQKKjRaGh6etosUZhHhQIBcgYqk1KpZAoY7jPxCouuZvN0Zht50MzMjJrNUxvHXC5nQDtWh+S4gJt+v99iAucYLGTUvYAQ7j5E9YfiiNyzVCpZDD45OdHOzo6GhoaUTCY1PDysnZ0dbW1tGaOb90LsajabWl1dtUabSxZhvcGIJg8iByW/hMXM/ZFOSRGbm5u2pl1rNuyLyKGJuQDrKBQZWn/lyhXNzs6aMmp5eVlf+9rXFA6H9fnPf16RSETZbNasHGH1s782NjYUj8eVz+f1+uuvm3L85OTE1oBrvYoC0W3iSzKC1tlYx36WOmsz9hA5oJtDfpIv4oX7f/aCq6ZwyTKusofmLecH98v9v6sMIseB7Q9Ig7JZUoeFGAoWVCooAXlvoVBIjUZDt27d0sTEhKanp7W/v6/f+73fU6NxOmz9N37jN/Tyyy+r1WrpnXfe0dNPP23uBKFQSO+9957GxsYsB8nn8xa3yN1QaJAPDA8P6+HDh6YYC4fD6u/vNzVAq9UyK0dIH7VaTV1dXWZZ6vOdWjszLJw4gmKZ2XBjY2NGEiJWQejc3d010Mrr9RoYjH01uZ8L8rogFc11zidmE1F33717155bOBw260S3sX50dGS/h/jY09OjcrlsdrvMujw5OVGpVLIZMOxBr9drOROvKT0hDxHfiIOo0Xw+n9lE8ixYc5D9qL9HRkZsBg33/eDgQFtbWzZrK5PJqFgsGrnHvdfMhWX9Sk9qRpSCL730kvr6+nT79m0jSgaDQTsXAe2x8waUZu4ZKryuri7LI+knXLlyxfJZbN6i0ajm5+fV29urdDpte4Ln4RJ2uC+clTxX7jl73lXwkVOcX+fX+XV+nV8f7vUTD6K4jRiXLS09Sf5+HEP07MHkAiuwm1x/ew5+CnSSSldK6bKrSOph08HI4T26jUsSC5KhYDCoSqVihRIzUhqNhhVpMP9efPFF9fb26lvf+pb8fr/i8bhmZma0tLRkRfrBwYFWV1cNLOGebG9vy+fz6datW2o0Gh1D0ev1usmOk8mk3bOTkxObvQLLDZZJf3+/Nf8BXPx+v/k3o1SBje2CJCSrDG6VZFYLzebpoGAUFxRrtVpNlUrFGIAwU9zB9tw/bK2QdMfjcWt60LwDLGCgHlJkmruNRkO1Wk3JZNIYORR3fr/frCWOj49VKpVsMBzFIZYg2WzWihaaKPv7+8awpjhxvdslmYIEdiKsJRJXEnnUJ+vr6yZPrtVqyufz1mTB6qyvr09XrlzR2NiYHj16pKGhIX3hC1/Q5cuXrfHU09OjarWq27dv680337T5K9FoVBcvXjS1VLFY1PLysvL5vD0nEjrXy9pVRJ0FI2n8sfbPgi8UiTQUAXdIGvmd7OVP+uU2YYljJNbSk+HuZwEOkmsX8CCu8XdioSsRd32caVjAzqeodJsd7nui2IDRz9dZt7Crt7a2FIlENDEx0WEf0dPTo8nJSRu62dfXp8uXL2tmZsb8oWEphsNhXbx40RhxPp/PbPHW1tb0yiuv6MGDB3r48KFqtZrNQEIRNzAwoKOjI7NEWVtbMxYvszm4L/yf9YaSARai6x3Nz/F7KJSJBTQ7hoeHrYEIE5BhpbzuwcGBsdz4Mwy4lZUV7e7umhUaMRn7B9imPFfYoN3d3WZjQxwKBAK23/g87XbblC3EWiwHGOQdjUZ1cHDQYb8AyIBKDfbn1NSUNVUKhYI1QPDvbjab2t3dVa1W08HBgQ3C/nN/7s9pZGTEhnx7vV5jV8KsnJubs9kBzJIiZhweHurx48d6/PixFhYWrLmKrVEkEtGjR49sWCvvn7WNYoqGhLsPiVfsPZp8NBzcv7ugi2sJRnHOvWJ/Ah7wHliH5Cycm2cBmQ/j+jgNVkbBIz2xV3WVwvzH+uXec//cc4NnwH2FZEPDGRvL3t5e7ezsKBaLKRKJqNU6teLq6uoyRVNvb6+eeuopFYtFffDBBzo8PNT09LR6eno6rMCw+uN3E1/whGcuUqlUMjsuzkeAHX7++PjYmnE07ln3WEXRAHNVxjCH+cxYSfX19VnTPpfLWUMUliznB+qXvb09U9v29fWpUqmoWCwqFotpfHxcwWBQOzs7xv51STXEWxpHnCGos4+Ojjqaj1iUkv9wHyDcwHJGZSid5v3ValU9PT2Wqx4dHVk8RPmDvWSpVDJGdiKRMItJ7j15azAYtBohGo2qUCjo4ODA1Ms0RlGeYM+FosVde9j8wNrmwoJ1YGDAni+xhfkLNFQ5Q4gBrHVqD4CqgYEBhUIhm+XX1dWlixcvam5uTslkUoVCQYuLi/qDP/gDbW5u6t/5d/4dU85sbm4qHo9rdnbWcgRmTBQKBb366qv64Q9/qO7ubk1PTyuTyVjTlWfhqkUA0lCmkkezV1FlunuVZy7JgEhULa69zSedTMN6lNTRMHXndbpKFb7mxke3PmbeAkom/g4gSO0C+EVez1nmAjHEE54FzX1iCUQT1P7EvYsXL+rWrVt69dVX9elPf1pvv/22vv3tb1vz+ZlnntHu7q7Ns6POokk+MDBgyg4UXlhS02jPZrNWi6L0wD0C9USr1erIj8j1yCFQj/b09BiBhBre6/UaiEJu7RI3ISYWCgWLf9RnJycnVq+yrwFBUefzd16H2EmNj9oEsPTo6MjUh9Fo1JQ+1GOoq/f39zuUly4wR17YbrcNXHCJjfx+Zqn29fVpZGTE6gX2d29vrz3rSCSi0dFR65OMj4+bamZ3d1cXL160PBCLN+7p4uKiKpWKuSCUSiWzDWu1WrYuyFsBuNy1D0DT09OjwcFBRSIRHR8fa2VlRUtLS5ZTe71es/JGkdnf32/Kaf49mUyaapN4XavVTJEIgEMuPj09rcuXL9vZc5YgSK3D+4fUxX7FKtcl0VFHkxeegyjn1/l1fp1fH/71Ew+ikACQ2Lksd5pTFNYkJy4gAqrvAiRuUUMzg4OJQp2GJP/mgiqNxpPh2LDfYO5xuLnJ0snJiSX7DASr1WrmWzs1NaWpqSlj7/3Tf/pPdePGDd28eVM9PT26efOmtre3zQ/01q1bOjo60uPHj61QHxwctMGa4XDYEqharaatrS1rxDNckGSHIeg0XRnQSQEL+yIcDpulCckxM1a4/zSxXAYJTMh2u21JAo0uGnUwmCV1FP4knXx9cHBQyWRS6XTa1gPJRbPZNLbo2tqayuWyLly40MEqpHnlNr8oPAFUADCYBxCJRDqaxzBUYdJjlUORGw6HLTHn9RhYC5Po4ODACsSRkRE1m02zswCUk54MKnRn59BcSKfTxg4lcaMIAHBJpVKamZnR5OSkecVev35dly5d6mhM7ezs6O2339Y//sf/WPl8XtFoVMPDw2Zjsbe3Z7Mp8OV1Z7S4zSnAOrd4k56AjoCXrnLCLRDZUxQj7EUa+S6Q+klnIJ69+OzcW/5OQk7jhqKCwtZl1wN00KAjRvIsKaaIX24TmULDbSi7DFHe1+bmZkcxBiO3VCppa2tLDx8+tFlIqLIoJCiQGVY6NTWln/3Zn9Xo6Kj+6I/+SMvLy/L5fLpy5YpZR9FMKJVKFjN/+MMf6v79+6YY4ayA8QsQwzprNptaWloyVrA7iBhveJpk2NVgAzY5Oan19XUrDD0ej3K5nFkMYq0FsEkRyn1BnTExMaGBgQEFAgGz0Ekmk9ra2lJ/f7/NYsLXn9g8Pj6uer1uQPTu7q7NaCqVShYTULQkEgmbCQVYXy6XVavVrBi9fv262Q2687Bg96HSi0ajNmfGtUQAUKbhms/nlUqlNDw8rN3dXQOaiQXE+5mZGXm9Xl29etXmNEUiETuXsSADXA0Gg0okEqYawJ6mr69PuVxOP/jBD3T37l19//vft0YtQKHHc+pvvb29bQ0F1jRxi70gPRnw6yqE2Auc89iwnW0CuoAme8xl/54FTSim+TeATemJOsodPvphXv+81/yzHKzs3g8XQHZVPcQt7pVri+beY2ImMVA6jZ3YafX09Ojx48cGVkYiEY2MjNjZDdgCUeT555/X/v6+vvOd72h5eVl+v18TExPq7e21/Uk8kE4tw7D2IEcEAMKuxj3fyC1p4EHCoLFHY8llDxM/eZ8oIBKJRIeFKAADOSIxSTqdiXeWeU4Dqre31/z4h4eHlc1mzQ6Uhhp5LfuE5wMxJ5vNWqON3LharapSqdj3YO1CfCC/w2oRmzIafe794uwh12Q9swZoimGNQ3ORGOaeeZyLAPFTU1O6cuWKzTOgeQjzGjCP5wJ4QTypVqvW8OZMYqYNeZWkjoYrahyf73RmidfrtdhNo1WS3Sfiw8TEhLq6urS1tWXqb2Lq4eGhHjx4oPv37yuXyykYDGpubk7lclmLi4uKxWIaHR21NQrrHLDDVYiz58inXRUC6weQkiHUbj3l7m/+TD7hKo/JBXnOnN2fdBBFegKesA4k2f7kLMIyy80P3TzQzcf5dzdvc+siSaYWgxwhPTkDpScAN+8Hwh0/z3nWarW0vLysp59+2nK1np4ePf/883rjjTfU09OjCxcuaHt7Wzs7OwqFQioWiwYErK6uqt1ua3V1VRcvXlR/f78GBga0vr5uxBFslicnJ219ffDBBxaX0um0AoGAwuGwzYcLh8Md8aTZbGpubk537twxO716va5Go6FYLKZsNtsBnFy7ds3WM6QRaltyEmwGh4eHtbm5qWazaXE4m80a4AmA6irvIDW1Wi0lEgllMhk741zgh7Xg8XiMOAkY7OZlkCKJLcQNegGcVeQ78XhcPt/pfBsIhpA/sY0lD4HAR28llUrZvQZQwpI2Fotpc3NT1WrVZsiQlxaLRXuG7777rrq6unThwgXt7u7q8ePHVut2dXXZuiwWi2addXh4qN7eXrMVlU4thru6umzOi8dzOtfp7bffNstGzsD+/n4Drrq6TueWQFRl3Q0NDSmRSFguvLq6as/YJQdks1mzpB0fH9fCwoIODg7Mchh7Ya/Xa8A++4xzj7oOIhU5p0sudgGX8+v8Or/Or/Prw7t+4kEUkjoODLcRK6mjMOb7XEYniTzJHH7/bnHGz5FUkpzSbCS55Pe5zUZ+joJQkllBkbC47B0AF5gL+MLPzc0Ze2NlZUW/8Ru/oX/v3/v39OUvf1l9fX16+umndXBwYAPopqenVSwWbWYFjBaaL9w7hrGPjIwoGo2a3QMN8kqlokajYfJmwBKPx2PgE56hDDdOJBI6Pj4dOEryQ/Pu4OBA6XRaExMTluDDrtnf3ze2EM2pSqWiRCKhVuvUUqarq0vb29tm30WSCkuGBnEymVQgEDB7FrdAgF2F1cHAwIBJaPFiBQTy+XyqVCqKx+MGnLjFB2ASyTqghsuUhDV+eHhoQ+y93if+zzAZXVAE+TvMaNYVNkh8Jlhl+XzeGjMHBwfa2NgwsASWEfYM0ukg0rm5OV25ckW5XM5Y61euXDGWZqNxOjDw9ddf1x/+4R9qeXlZIyMjNrsgGo2a3HtnZ8eaFhT/0hOQ88c1FikIXGsGr9drKiiUKq7NgFsos5dJLNm3rnXBJ/1i//B5uV/SEwDYtXqgyKYwAlymgUuso6iiOcVrsr8AWdz4yHsA6GKfkNTzeru7u8b09/l8HeBePp/X8vKyWVZRVAEa4LHvquDi8bieffZZbW9vK5PJqNk89XAfGxvTzMyMWTswfLNer2t/f98aVu32qcUU8Yq5ScxFwtIGi5pYLGYKF0nKZDIG+uzv7+vixYs2KJXYwpwCPke73dbo6KgkGWDMvh4aGlKpVDImJFYrly9fNrDY6/Wa5SJNSQCc7e1tVavVjjMRpUgoFLI92263rciF6ZfNZg208Xg8SqfT6urqsthXrVatoOzq6lKhUFAqlTIFRTqdVqvVMos0BjLncjkbwsrzw2KROEjMq9VqKhaLSiQS6uvrUywWUygUsoZGIBDQ9evXbVYXrzUwMKClpSVbW5ubm5qbm7OzikIyGo2a4undd9/V48ePjeXIXuGcKRQKpmQC+KY5xzlInkAzAsCF81/SHytiOUd4DWIX/9E4YT/zWjRF3dhPg7inp8csf2Dg0uT9pF40cGGG0pDhnHAJIO5ZwT1xwXu+j3sHsYUZQx6PR3fv3rV5dPF43H4/+2hwcFBjY2MqFovq6+vTjRs3lMvlzHLQ6z31qJ+enjaWLMo1coCz88B4/sViUeFwWLFYzNSuAGnDw8Pq6ekxUIDmmCQDoFnD7mclFvp8PttfADP1et1AAIge+/v72t7eNus2CDcnJycGTPC5UDEXi0V7RgCoKJQBa5kfgDIXKyc3hkrqUKTxXmloYVuIepHPitqkp6fH7G5g/Eqys4xnQD6PBSMALa9HDoN6hTPv5ORElUpFfr/fmOXlctlUbNwnV0nM2UcMgZ3NewyHw0Y4Yj0zj4F9j0KbuoO17yqt2BfSaf0RiUQUCoWs4dvV1aVIJKLp6WmNjIzozp07+va3v205OTN9UHFj98X6og6r1+t6//339fDhQ8uH9/b2VKlUJD1p5gJESTJyGfHVBdbI28lJ3HzQBVfOqv7Y4z8NRBoXmHIJJuTQLiDPWSOpA9hifaOS5VlIT8BF8nf2C7UwuQGNW+pF8kGcDaiDiEMDAwMWZ6rVqjKZjG7evKlKpaJYLKaZmRkDQGq1mr7whS/YDNBqtWo116NHj0w1l8/njel//fp1bW9vGxAKyaVarWp7e9vsrk5OTmxGGoBto9HQ7u6u5YVra2vm5MC9hSjC3t7Z2bG409XVpXv37mlgYMDsCxkgHwgEtLm5aTaQkOZcQtrKyoqRjGi000dAfTY+Pi5JNu8PILq7u1vb29umSgSoIC8AeCTvZ58Ri7BfhZBCjU39yNpAheH3+y1nTCaTNtNqcHBQmUxG1WpV5XLZZoO5YCiuCAsLCzZvkPx1enra1mIgELB7n8/ntbKyIo/HoxdffFHvv/++zUIFWMdykPwH4J3cbn9/3yzeent7FYvFtLu7q4GBAe3s7Oi9995TNps1BeXh4aGGh4c7YhH/sc5R46CK9nhOLcLX19c1PDxs+Z7X69XW1pZeeeUVHR4e6qWXXtLR0ZGRJACiea+oiQDyXYKvS1rj7GKvsvewsD2/zq/z6/w6vz7c6yceRGGWx9lDgsTg7N/d5JtCcm9v7481eV2VCdfJyYklI3yfi/KfZV7TIHEbKe77IOmlgUKzm0IUhuPOzo4GBgb01FNPaX5+3gZ7/+AHP9Azzzyj4eFhpVIpXb16Va+//rpZYs3NzZnc1VVPkDxR7JIIuJ+fZJsCHrAB4IHEvbe3V9Fo1BJ1Ei+Sy0AgYE1BivrNzU0r2nh+h4eH5iFNY4FmLQkwrBoYNiQMSIdhgGINBhuwr6/PLDcGBgZsGF2hUFA8Hpd0apcAQIFFBCxAn89nzCPYm25jgwSPpMbr9VpxjQ0DnwWptCQDobAvoCjl/vf19RnoQsJJ00SSgUwkqiTL6+vrNvCuXC53DOju7u5WIpHQ7Oysbty4YRLqvb09pVIpY8/QpLl9+7a++c1vqlqtam5uziwqBgYGrOG9vr5uEn1JVrC7NkbummA/kBCy9igkuIcku3xe176EopnX5j+3kf/TUEBTJEuyRqvLlGcfu3HMVZNQ2FKAAarAAOX7iF2A027DAmsoCgm3kUPhTpOJZw3ISPHV09OjaDSqXC6ndDptVnjI54kDFPoM16Sg7O/v18/93M9pc3NTCwsL2t3dteJtd3fX9uHi4qJZYz377LMaHh7WD3/4Q2s4VatV7e3tmc1Cu93uAE9gNPLe0um0NQ0YOO33+/X888/rzp07FjPPAnqXL1/W7OysKpWKVldXtbm5aQ0yAA2GbsIIR7Wyu7trjXafz2e2W+Vy2VQTkmy+yu7urs0ZoIGSz+c1MjKi1dVV20sUzKg5d3Z2zAKCxipqIOIWnvowCSUZK4+Cl4HT2WzW3jP70x3kytBWSQbgfvGLX1QikdDExIQx/ny+0zkUrIlMJiOv12vFdCwWk9/v16c+9SmL78RmznkaD9vb21paWrKmsAvKpNNpO5doNro2dK6KC5AKZiqxB4WOayvjxieXNUyxz1nKe2Yfu8xDnhc5Bk1m3pP7mp/ki/jD5ySOuWcD98o9N6UnKha3EeYysWnyokBi1sfa2pouXLigQCCgZvN0Hgg2INjDcDY3Gg1rvhweHiqbzapUKml6elpzc3M6OjrSgwcPbIAse5F8kAY4ComNjQ0DPLq6TucD0cwBVPN4PB2KBIZAo+rjvD/7Wev1uuVznLV8D//OeoUsAUA5NDQkn89n81K8Xq95yLMv8ONHtYeqjlzU4/FYbsnvcNVoNG3r9XpHzs6+xuqQfDEajdrnZAAyQDPNS4ASzhYAAVfVg+KQc4y8hdjFa5HHSjISD2Qp9jIAHyrFYDBoTUmAFYgBzF2QZCQD1nJ/f7/ZpdXrdYuFh4eHFiPIp3jmkkxtCUmA2Tg+n0+ZTEYPHz5UNBrVW2+9peXlZY2Ojmp2dtYaiT6fT6OjowYqcs6Tiz98+FBvv/22Dg8PdfHiRXV1denu3btmo+buO9aW25hlD5/dr66t1Nm9wf7kcn/upyEHBJTjXDlr1eWCcxBniDVunczz+HEqbnIC/sw5A3BNk98F+928HhU6e5w8ore31/ZmqVTS+vq65Xis1b29PSNN/Jv/5r+p1157TXfu3FE0GtXs7KympqYMCNze3jal2djYmNXrkHpYw7Ozs5YrdXWd2vCNjo6qXq8rlUpZfVgsFk1hd3h4qO3tbUky1bDX67U5YG7tASnNjVlYn6LAOT4+VqFQ0O7urlksnpycWp1KMku7crlsZxOWzuw5FF/Udru7u7YfsO0iNhMXUBqibmD9YC3LYHk+H2uLuZ3YQ5Gb4mBRr9d17do1raysmBKOeUujo6MG/rpznSBiYUUJGBQIBOT3++1nDg4OLM5hj/mpT31KtVpN5XJZ09PTZpMJkRDCFTZagMbMZwHASyQSajROZ0qFw2F961vf0vvvv2/9DOIl6p7BwUGzwARYgjw0MTFhuV4oFNLq6qrNBeMsYxZMPp/X+vq67VnIXgBQgCq4QlAXDA0N2fnr9pxc8q+rzvtpqYXPr/Pr/Dq//qyvn3gQhSKKg8i93APGVYi4HrIUQTA8SRhcNpP0xMOX38nlMrf5+tlG5tmh14ABJDUAEjRpSFZhu0mnktP3339f09PTxqS9ffu2vv3tb+tzn/ucxsbGrCi/f/++stmsUqmUqtWqMaYZNOz6ecLqpyDkM8K6o7iDBUJT1W0yuKobEkfYR5KUSCS0tbVljYh6va7l5WXzrsc3mgTQZc95vaeWBzQXsUIg+aVAbjQaZnkFSxrAgKYexSRMaaTNrnSd5x+JROTz+czqoFgsqr+/3z4X7DmSHBI8j8djbG5YOTTi9vb2tLOzo76+PvOiPjg4MOZ0X1+fWaJVq1WTIuOvms/nOxrR2AaVy2Xz4+U58iwAL2gEdHV1aXZ21gZuLyws6MqVK7pw4YIajYZ9/Uc/+pEeP36sO3fuaGdnR6OjoxocHLRhrCsrK8pkMmb/4Tbz3SLMbZi6djUuA85t1MOeoWEAK9dlLkkySTX/xtdZP9ynn4aLpoEbq1iLNNT5Gveei58h9gAG0sjjvrKf+HnX5orvdYt4YoIrK6dQ83g8VqQmk0lFIhH7HkDKfD6vra0tJRIJY8ISK3iNSqWiXC6nWq2msbEx3bx504bivvvuu/J6vdrc3LQhmXy+ZDKpcDis5557TtevX9f+/r4ePHigaDQq6RTkBXDFmoR9KZ2useHhYRsyvbu7q09/+tMaHR3Va6+9po2NDc3OzurTn/60xV+ssABcOW9oygNE4OvNgNJoNGpFH5/XfZb1et2YyvjOw0LHprBcLqvVOh2KjHVis9k0+weAGBqKvb29Zi3gNlMjkYgSiYQePnxofw+Hw6ZCo4m8tramWq2mVCqlfD5vzOdcLqfNzU3Nz8+r2TydebKysmJ2FK1WyywBaUqjBOzt7dXw8LAxINfW1kwJkMlkjME5OjqqYDBofv+wTV0wb2dnRxsbG9ra2jKlDQ1XQLuNjQ1rtrI2AaJbrZYBj7wm57ebh7g5RbP5xDaOQt9lCtL85L2iVnJzA/Yg+53GkEvcIB9y85VPehwkzwJ8Ij9x7wcNO+kJ0MSzcskrxEFUfZxd1WrVrDXX1tYMIHBZyN3d3aamoGGM1Ut/f79WV1dNKQcrdmhoSJcvX1Y6nbbcgFgpPWlYsrZ2d3e1sbGhVCplZA8+K3Zg5GyhUEihUMhAAWaXcO7TzOR+5HI5hUIhm5chyRQbNJJoZrns2P39fU1OTkqSsV5Z+649Wblctj0DQILShdxQUoeFDrk0KjXAcO4Ne5Rh0MPDw6pUKmZTyPBzfmcymTSFDfUBRCJySnJEmN8wg/f29myoM+xySXZfiBWAAslk0s4RzgD2OWcozGwadOTnqJM5E1xSF7EMBr8LYhCrzs4CgbCVSCTk8/lUKpWUzWbl9/stxzo+Ptabb76pxcVFLS0tWV4+MTGhCxcumOKJAdM07ACdc7mcbt++rWq1qkuXLlmOjSoS0Io944LK5Bo0VckHiZ/EWZe0xv6TZMx6Xovc56chD2TtcFa4tS7PlT3J2UTe5ubn1AdcrioT0MUFQFzFFnuJ12bv0tjFfo+9QsOftdBut7W0tKSbN28ql8tZ8x93BJf499nPflYLCwuq1Wq6fv26/tJf+kv6rd/6LXk8HgMAsMJiD+fzeVOVQVRIJBKqVCqWm42Njcnv92tjY0P379/X4eGhSqWSMpmM1VEAINSYqMn4vdhvoVLxeDyWA6JKQXGSSqWMDMj3AJzwulJnPwGSC7P9KpWKzYSq1WqmEo5Go1bDR6NReya89/39fbMOB3CW1EHOOVtTEYe9Xm9HDcvnwuYxFAppZ2dHx8fHisVilo8B3gMsc1Y3m00lEgmVSiWbVYoKhxqXdUUsSaVSqtVqunv3rjwej83bwuqMXAnlHPsA0hWAFPGhp6dHu7u7evjwoQqFgjKZjK1B7kG9Xjf77qOjI4XDYQ0MDGhjY0PValUXL17U2NiYSqWSotGo1a9YzDWbTe3s7FguQU/j9u3bNlOtt7dXiUSiY86X9MTakdyEPU6NRX7KvnWBVOqx8+v8Or/Or/Prw71+4kEUCkiKDJJqDn4Oa7fBR3JAgc3ruMWMa5Hjyk/x2IUdSBJwlgWEHQSXK2OHHXMWbCEh7erqsgQM9gpzNRimjBfsN77xDXV3d+sv/+W/rP7+ft28eVO3bt0yj9dLly5ZM1GSva77nmHGIX+lSBsdHTWwAPk9TSSsK2DouAc1xW6r1VJvb695y1Ks1+t1lctlPXz4UCMjI5actdttKzQp7khw+/v7rSGAxLWnp0fJZFJ7e3taW1sztuPIyIixuEdHR7W9va3u7m5rJjKkjUKz3W5rbGyso+AHhAgGgyqXy7p7967m5uY0MjJi7GrXQgt1EuqVaDSqcDis9fV1ZTIZJZNJZbNZbW1tWXEAaFCv1w1kOTsDptVqaWdnxxoSkjQ4OKhyuWxFe3d3tw1KrNVqGh0dNSswBsryvK5fv66pqSn5fKdDTZ966im98MILunz5svnzvv/++/on/+Sf6MGDB2YLRlFfr9eVzWb16NEja6SQrJKMsr4AJ4+Pj62B6BbCNCykJ9ZTLnPYbUjSUGTtud/vWkq5KoizoOon/XIZnMSrs4xsACaKUu4bxS7glRsbpSfDSF3Q2GVOu8U53+vaK7qsRWJrvV5XIBBQMpk0j+Z4PK5isWis2tXVVfNFZh1LsgLFjcPE9suXL6tQKJjfP8NGe3p6zBLQbTzduHFDCwsL6u/vN5bZ48ePdevWLbOG6enp0crKSofNIKq2RqNhzPJ3333XBp5+9atf1bvvvqv79+/bwFEK8Vqtpg8++MCUK8wrgZEejUZVKpWsyGZoM2xuPhv7i/0HSHN0dKRCoWAWM65ib3BwULFYTLdv31YymbTGAkW827hlvzF3hN+F3RZNwUQioStXriibzVr88Xg8NmOEBnQmkzElEIPs8ZLO5XLWkEgmk7p27ZqOjo60tbWlBw8eaGhoyJrHeIufnJxodXVVw8PDCoVCisfjptoZGBj4Y003SXrvvfe0ubmppaUlm3fBuU7DvFAodJzXnIsQMGjuEc9cBiC/k8YwAJwLJNNwcokL/Lv0pNF/Vn3i2n+d/b3uvqeh+klXokDm4ByC+XuW3MJ57rKvXXWYSwLhGZD7sO4577LZrB4+fKibN2+qv7/f8gmv12v5Ayz8iYkJ7e/v69133zVLw1arZUCxz3c6pwem/VklE0packXUHs1m0/Kz4+PjPzZ81s2lAB0An2HQQqpx9/qFCxc0MDCgTCYjSWZThrJsZ2fHSBMuAOL3+xUKheysx/aPvAilMHGY/AViBI07bJ/IdwATaVrWajWbyeeqKYl/gMGAMK4CA9CGNQMBBhIMsZkmIU3SRqNhgBRgNsqZk5MTs3fkOQDK1Go1Y8XPzs7arCeXNALYTW61vb1tDG3WNIAtORVqZu4htQRKGMAKQENXhSedNt0rlYpCoZAuXryovr4+bW1tWY7KjInJyUklk0nLiycmJlSpVLS3t2cz+FzwfWVlRW+//ba9362tLS0uLppym30GQIeq2q2jyBeazaY9A9f2lf0jydYse8MFHomNPw0sbFe16IJJnB0AVmfPAjc3dJnrvB5EJ9edgTrQzbncfJ083X0tCB9YWlF79PT0KB6P2xyJ7e1trays6OWXX7b4lUwmtbu7a/kk1orDw8OW4926dUvHx8f6W3/rb9lnW19fVzab1dNPP90xLwolXE9Pj0ZGRjQwMKDFxUVrvDcaDS0uLqpQKCgcDhtRCOCHeCvJiEM0/amfia+FQsGABpcwRn1cLBbNApnYgo1hd3e3WRlyP10rLlQgqBS4AoGAnQXYCqKgZDYdqrKpqSlls1lFIhEjkZBjcK92d3eNmBiLxTrUf4DL1O9YgXk8HgNsyHc4e7k329vbNhAe94pCoaBYLGZrFleJZDKpXC6nYrFoNmbZbFbValV9fX12lgHKEVeIgShQuLe4TkBigLRSLpc7yBCxWMxyimAwaH2fdDqt/f19m4fWbp/aAV+6dMly2WvXrimdTltNIT2poQKBgCKRiJ5//nk9ePBA+Xze1OLsQ5Q61FnETeIotRlnGJZrrGGAQoDw8+v8Or/Or/Prw79+4kEUGoNcJHouG8e9zjI2Qe9p/rqJJokjMluYju5r04ykScjvcOXoFDCuIoaLIoHineKJ5BPGHq+TzWY1NTWlsbExnZyc6N69e/r93/993bp1ywaCf+ELX9Dv/M7vqF6v66WXXrLkBlYbnx8FA6w6rL+SyaQxFLFGgSEDs4ZGKKwb7HMYutpoNIy9t7S0pFar1WHZVa/X9fjxY7OIgNUBI4Q5JEh8SSqGhobMHgwmN/cH5ggJM8W8y8Zn/grsd6/XazY9uVzOEmWaI4ODg1pZWdHS0pIxpo6Pj7W5uWlWCrBfUI0wW2B9fd3Y383m6UwFSdZ4iMfjajabqlQqZm3W09NjDBVmo8Aoorm6t7dnLCsYygsLCx0sI4oWF+AYGRnRrVu3jFGYSqVsQCgFayaT0RtvvKEHDx4ok8koGAxqbGzMnun6+roeP35sthcwvSmgSK5JmF0P9rNNK7cJQnMStg2NH/Yh+40Gmfu73AaN9IR5/dOQPLoqHe4R8cONZxTLxDC3eSHJihyeF8+MZ0Th6MZAGr0AJwyA5Pu4eC2XvUrDB9WBCyiiMrl3754ODw916dIlm5MyPDxs8RIWNuunWCxa4fOpT31KuVxOjx8/ltfrtVlRqVRK0WjUlBupVErXr1/Xa6+9pkwmo7m5OZPwr6+vm0psdHTUCktUD+l0WleuXDFblHA4rP7+fsViMeVyOa2vr2tpaUl3797tsCA5PDw01RzFE7Guu7vbCtLbt28rn8+rVCopFAppampKg4ODWlhYsBj83HPPGTMcxV8mk9HJyUnHAPetrS1NTU0pmUzq+PhYW1tbVuDTFMVSoK+vT6VSSclk0hqXAFY0NACa3MZnKpXS0tKSzUMZGBgw6wj2NTY0MIZrtZpmZ2cVi8W0tram69ev6/Lly2YPuL6+rq6uLsXjcY2PjysajapQKGhtbU0bGxsWq/lszOxCMUd89Hg8yuVy2tjY0PLyslZXV7W2tmaNRknmi764uGjDpWkicx67e8lt0NFocpVeWGfwZ+zK3EY9zRW+5qoqaELRzOeeEG9pNkrqAAf4P+zET3oTkecrqeOZ0OQChGAPkrOdZVMDorTbbWv8ug1C2LuFQkEPHz5UNpu1mTs0MSQZ2QYlFk2TYDCoixcv2nvc3NxUIpHQzMyMJiYm5PF4zNqL5gfN/VAoZEACgGij0TBVMspV5qeRi0QiEUlP7Gckmb0OuRBKCc5yFATEU9Yx99AdCE1z5/DwUJVKxewNafxMT09bTkYOynva3983qz8UH6jt2u22gQGobAKBgLHqUesCQtBUBLgg5rhKBtQbKBQ4D3t6ekz9gnKItUHTEzWvz+dTKpVSIBCw2Sw03Q4PDw184pyA4Q3QwT6NRqP2zKg9iI9YXDabTbNSrNVqOjg4MGCd+wdz3F3fEJJ4bnzP8fGxstmsGo2GWe+89NJLGhgY0He+8x0NDg5qY2NDOzs7unbtmmZmZjQ7O6tnnnnGmo/unuCzVatVvf322/rWt76lTCaj0dFRtdtt5fN5a9zyHjjfeKYusQ1CFusHVRO5BWCmS3IityfWo15hH7qq20/qxbOWZKCaSyDi7OE+sx9cAF5SB+kP8OAsQclVGfM73brWrY1Zjy64z3tgjhs2ciMjI9rb29Pdu3f1la98xQCAF198Ua+99ppGRkaUTqe1uLiov/AX/oKKxaKmp6e1t7en0dFRvfzyy8rlcvp7f+/vaWBgQMlk0qxdqUMmJia0u7tr1tAHBwcaGRnR7OysPB6P3nvvPdvDHo9HTz31lFlhA8QQUwYHB+3fUCdyz6ljo9GovN5ThwVyO2xB9/b2tLq6avuyUqmYulGSuQ9QbwKmug4GgN/hcNhAw0Qi0aESZD4XgAVz9dLptGKxmNlZxWIxLS0tKRaLKRqNGvHw8PDQ5hNCCkmlUpZTHx0daXd31xr/9ARcRRzEG3oI2Pb6/X4bEv/gwQMlEgkD43muXq9XH3zwgd0XrK8hMXGOb29vW+4zMzNjinZyWVdpKqkjP+7v77e5nqyVixcv2owUXkd6Yj0YCATU29urlZUV7e3t6datW0omkwauMO9mYmLClITUFLFYTD09PfriF7+orq4u/d7v/Z5WV1eNrOWSboiF7C3qeemJRT0xkFyS72GvnSWMnF/n1/l1fp1fH871Ew+ikMTwZxc44QDikIEJ8OPUI7BFSC7dgwsWFIAByTtJOoUtAAiNfVflwkFGkk+ySSJKA5Jii9dwLXWSyaQKhYLef/99Xbt2TePj4+bd/q1vfcuKu/n5eX3pS1+Sx+PRzMyMXnvtNYVCIT3zzDN69dVXrXiBqbu3t2eN+1wuZ8wGVDmtVkvr6+uWFMIm8ng8HUUPoEahUFCpVDIGxsjIiLGPhoaGzK4AOxW8VoeGhpRIJCwZzeVyxgKmqK5UKuajDdDj8/kUDAZtjsHQ0JAVzzTJPB6PgRaPHz82n2qeGxZn4+Pj9twymYwxtw8ODnT79m3t7e1peHjYGCskj8wjwBoGRn1fX581SCKRiHZ2duy5wsJsNpvK5XIKBoNmY8NzR7oNqwQW0tTUlBqNhrLZrNbW1jpkyQAzJLHd3d26ePGi5ubmdHJyouvXr+vatWsKBoO29hnIuLq6qtdee80axBMTExoaGtLx8bEWFhb08OFDK9Qp7tlHLtuQgovEm2YVe4l9SeLrNg/ZVzDoYGGxlwBpaG7yGmebkD8NBTTNobNNRNfy6SxD3VWjnAVbJFmB7IKUFHu8Xn9/f4c6CsauC057PKcWCO4cJrcpvLu7K+k0TgPkUki2Wi2Vy2Wzn0LpEYvFJMksBPA8DgaD2tjYkNfrNTBjbGzM1CyFQkGFQkETExMG1mBb9fjxYz1+/FjXrl1Ts9nU1NSUIpGI3nzzTaXTaV27dk2pVMpYe729vSoWi9bM2tvb09e//vUOVlk4HNbv/u7vGgDh8Xj03HPP2TDlXC4nr9ersbExW6cUqPV6XaOjo8pms6Ykq1arun//vp1BrVbLFCY3b940q71XX31V7777roaGhnR0dKQLFy5Y829kZEQjIyNaXFxUs9lUMpk00LpUKikYDGp0dFQHBwfGNp6YmNDDhw+tgK9Wq/L7/cpmszb3CVD71VdfVSAQ0Pb2ts1uAZgF6GLvMrfr8uXLarfbBshMTk5qYmLCzrOjoyMlEgk9/fTTdp+Wl5dVLpd1cHCgyclJzc/Pa3R0VIFAwBiDxAGaDz6fTzs7O3r33Xf13e9+1xq18XjcmhDd3d3a3NzU+vq6Wq2WzV0g5rjkC8BCV3nK3qKYxWqIfcieYD+6wIxLSKCpRcOSZpQbE3m/2P+47HZiKL8XduIn8fJ6vWaz6QLzbs7lKuNc0MtlXfP9MKRRiwCu8PMoRSuVigqFgilO3Hlt7rwIzsTh4WGtr6+b5zu2c++9954ymYyuXLmi+fl59ff360c/+lHHuYhihCY/TVEsCGk80YBhuD05rdd7al1CLHLVam6+6dr/Mdh2c3PTgGHuGcofcotEIqH9/X0VCgWbpQYJpdk8tTAERHH98AEGAH+6urpULpc7rIcA6l0QCDY8BCeXdMTz7u3tVaFQMGATOxnOMsBRfg/3yiV78Lp+v199fX0qFAqq1+tKJpP2rLu6urS5uWkNT4ARnpc7L4C4AFEAUg1zCVArAtKy/93c5+DgwJqW7vrgnrj5wP7+vprNpi5fvqyBgQGbF+HxeHTlyhV9/vOf1+TkpIHGr732mnw+nyYmJvTMM8/o+vXrBlKRA3O/XYvMcrms5eVlLS4uKhgMqru729Y6agaXbEGu4NpAoSbi/ZGvAL5LT3JDl43d3d1tuQX3kjzEVfN9ki/qIGyPiH+QZdzzBkUlIO1ZpbdLwqJJ674mz82972dzSWIpMUx6Au5AcuA883hOrZhisZip21ZXVw3EGR0d1VNPPaWTkxPNz8/r+9//viqVilk6Q+yIRqO6cuWKXnzxRd29e1exWEwej0fFYlErKysKBoM2187r9Rqxha8xtycajerq1as2L457B+nn6OhIfr/f1GM7OzsaHx83EITPFI1GtbOzI6/31HqKmg+Ch8/nU7FY1KVLl9Tb22uAzNHRkSktUqmUDg8PVavVOmybII65sz8AhiuViilbJGl1ddVy5Gg0qsnJSQ0NDVkOjNNFJpMx9Q8gCQpBBsIvLCxYY546lvMOK8aNjQ1NTk5qdHRUxWLRaoSNjQ1JsthAXACMSSQSFs+xpVxeXlar1VKxWDTgtdVqGfGImJ3P5w206e/vV61WkyQj3DBfBSVLPB5XJBIx4pXX6zWbMEkaHx83267t7e0OJ4zx8XGz+6L3cuvWLfX39+vx48eKxWJ69tlnDYgKBAJGgiLfD4fDRiT78pe/rGq1qr/39/6ereNIJKKFhQU7m9iD5KQuCEpcdYk1AMpuH+z8Or/Or/Pr/Prwr594EIVmn9uQ5aLhQLJOk4HE0i2uXZYpxTYJo2uNQ1JP890FYtzGsfSkoUlDw234uqxACi6KWRggvHeS2f39fR0eHlpyFggEbLDvm2++qWeeeUbPPPOM+vv7de3aNdVqNQ0ODurixYvKZDKKx+N6+umn9ejRIzUaDRs6TvFCo2tra8uSznK5bF73sAxpGsViMX3qU58yAIgDPBAIWENCkiUtMFGYORCLxexzIkPOZDLGAMbbdWdnxxJnvFir1aqCwaAl04ODg8bkoMFKQRsKhZROp21A3cnJ6UB4bH74b2xszApsrLrwZk0mk5bkb25udthTkSTymS5cuKBgMKjd3V27J/39/dZoyefzWltbUygUsiSW5g8zFmAglstlhcNhSyLdoYAk0TR+SHxJtAD8RkZGND4+rqGhIc3Nzen55583SwVJNiz7/v37+sY3vqFyuaxkMmkFcT6f1+Liora2tmzvYMUjPVH40PCD8cO/0wzge90GJ4U134PKgHvrsofYb7yOq/hy2W/sm0968czlxhwaDJI6imYXxHXvDeATDSW+7hbibtPKbey44Jmr6nPjnjt/gOfuqgUPDw9tL7OHsVWBpXjnzh1rZlFETk9P68KFCwqHw9YgGB8ft8Ka9TgzM2PWeY8ePdL9+/cNTBwaGtLi4qJWVlY0NjYmr9er1dVVmxuQTCbtfDk8PLRh0n19fdrZ2dHJyYkuXryoarVqSry9vT3zx/f5fDbTRZKxCInz4XDY2NnMLMjn8xoaGlI2m7V5J61WS6lUSrlczs4K7kOxWNTLL79sr0szwuv1Wrxz90o8Hrd5MVeuXLHCe3R01Gx2ent7NTQ0ZPZr7XbbGOmJRELpdFrJZNLA5NHRUeVyOW1vb2t4eNg88cPhsJaWliyuMc8Ghl8wGNT4+LgWFhbMD7tSqRig0mw2NTk5qcuXL2tsbEzpdFpvvfWWPvjgA4VCIf35P//n9dJLLykajVocdmMSMWFgYEBLS0v65je/qXfffbdjLkU8HtfQ0JAODg60vb1tc2IgErA/WAfEIPcsl2RxihwAoJK8wLUtdPcZjEH2nPRkGD371Y1vxD9AaHIDimq36cXrf9LBZJcUQ47HHuOeuQx29zqbv7nsae4rDSdJps7NZDL64IMPrIGSSqUM0HKbGd3d3QqHwxofH1cqldLbb79tzaHJyUkVi0VtbW0Z8BAKhTQ9Pa3Hjx+bxWFPT4+q1arFbfIc107GnV+0s7OjkZERG6xL09IFAev1ujKZjA14J384Pj62OIbVHrE0m812NF7deF0oFHRwcGBgrnQ6g29xcVHZbNZeX5IBkH6/3xQlxWLR/q3dbpvFCwASZwl7h5lHDPZ18wiUyOyRg4MDswFDIYmt4+7urj2voaEha0gHg0Gbj0COTCzt7u5WsVhUNpu1vJz5TQBTxA/3/OTzYFcJuIBFGPkibOuhoaGOWYBuU41cyyUwRSIRHR0dmdqmr6/P4jrrWpKB1dFoVPl8Xvfv31c+n9fExIQuXryo7u5um0N28eJFU/kMDAyY5Qy1QF9fn7773e/qu9/9rprNphGVAEo4i6h/yE3dvUYMI1cgj2AvEUdRLrjAsmvbTJ4jPVFHnN3vn9SLZ8u5A5mKfQGgSW7G2nOBD56X9ERJzPODzMY+JmfkewEg+RmXXMh+lWTPSTqd85lKpYzw0Wq1VK1Wtb29rcHBQX36059WrVYzCzfmw5VKJd26dUsLCwu6ffu2vcdWq2UWVcwn2d/fN4A2k8lobGxMe3t7Gh8fNyKYCxJfvnxZs7OzHaBwX1+fVldXDTB2VTkej8fiD7G4Xq9rY2NDXV1deuGFF7S3t2exdmtryxwSvF6vdnZ2TIHVarUUCoXMlYHeBO4GlUqlg4DWbDYVDodVKpXsOVLfAlY9ePBAoVBIIyMj6u3ttVhDjAHUxQqyr69PKysrlpsDkLTbbbNIJWf3+/3a3t5WKpWyevXSpUs6PDxUJBJRrVZTOBxWo9HQxsaGESsjkYg997MEr1gsps3NTQOPsMJ+6aWX9P/8P/+PxaxWq6XBwUFTWKGsTCaTRiRhlmogELBZWpzz9DcAkPL5vFk5QkZFQYNKDuvCYrGozc1Nm7cSj8dtdg5zXlHwQCKAWDE5OdkBhknS7u6uqZU441AdAzqTk56cnBihzQXa3ZzDjXvUXj8ttfD5dX6dX+fXn+X1Ew+inJycWPOC5M4FR0gc3SYEyaILrnD4uMkfjDDpyZB6kn1Xuiw9sfNwmyQuq81lrLrvncOUBIzE96wferP5xA6q3T6Vyt+5c0eJREKJRELvvfee/v7f//vK5/P6zGc+Y8lYs9nUiy++aCqCVCpltivcNxJBfEgZqNfT06OhoSHt7u4qHo9bwx+Gscfj0dramsn6KeIBUgAxeP2DgwP5/X4NDw/r6OjIGN1dXV32ftPptAqFgkmnYaLkcjljsFMQ8z009FFv0Gzg/yR+JJhdXV022I97dHJyYsP4aKTBhJak0dHRjmd2cnJijZV6va5YLGbAA8obZODSKXMeG5tWq6XHjx9re3tb4+PjZn8jqYPNX6lUrJnp8/ks8fb7/apWq0qn08rn8wa0NBoNFYtFY3H19fVpenpaU1NTmpyc1LVr1/Tiiy8ag5zmYLPZ1N27d/WHf/iH+t73vqeBgQFdvnzZmrmPHj2yRkhvb68V7+665s8kd6x1WIXuPuPrrGX2i7vn3IaPu/f4OXePuV+Dychr/7RdLkDMPTubYNOIkzqtifh3nhOJOI1evte1iiCm8rzc2OgW6zQYXWYt+3t9fV3tdlsTExNmqwewSoGxs7Njsvvh4WHNzMzI4/HI7/dLkgEn7vvb3NzU2NiYYrGYbt26pUwmo9u3b1tMTSQSKpfLqlQqCofD1igCIJ+ZmVF3d7e2trbU09Oj8fFxa0him9Pf369nn33W5hHRAMQqcWxszFh6a2tr1vRiwDHPAVZztVq1/YznMw0yVDD7+/taX1/XycmJdnZ2zB+f/dfd3W3xN51Oq91uW1x4/PixEomEent7zSoQZdng4KAx8/b29qyoQ81HE+Pg4EDJZFJDQ0Mql8uKx+MKBAKmApqenlY0GlUoFOq4v6VSSaVSSc1m0wAvGgCsS5SEt27dMgC7q+vUrnBpaUn7+/uampqyOU6o9GgUcRF/vN5TO42trS0tLCyYWtAdqor/+M7OjsUPrCmIdzQUKHxdZYMb32gmsf9YLxTOxD831hGnXCWFa8lArkJ843e5IAqNLv7NZS/+tFzke8Shs+o7YqBLMHBVK66SR3piw0rDcH9/3xRs+/v7+tGPfqSnnnpKzzzzTIeiCAs5GtGSrOkzNjYmj8ejxcVFFYtFjY+Pa21tTe+995729vZMBTc2NqZcLqdyudxxXvI7iHN40APSAAYyxJ21xqBa7PtQqgI+QoSBbczvIaYUCgWLXS5ZAVsq15JKOj2LsaVCdQe5Znd31xqGvB8sT1E38N69Xq81WbHOwvaUAeecK4AdJyensxPcxjrgAsSqXC7Xka8PDg4qFArZYHrAF7eJybool8s2KJ59yWuQS8I6p0HJHATA5OPjY4VCITUaDRvijgXt4OCgxWBmX1WrVVWrVbNcA7R1wVzACtY14B1sbcCY4eFhdXd369GjR3bfn3vuOc3OzlpzFutMLHNYO4BZ/f392tnZ0e7uru7fv2/qy2azaQpKfo4cgZ/lmbjvmWfB82T9uQC2a8Pm1m6STBUFmMie+2kAUYh77jkBOY/P74Jw1LicSZLs54gXLhmHuOgSZsgxzyokzgLVPK92u21zKNgfrdbpvMdkMmlM/cPDQ73xxhs6OTnRlStX1Gq1lEwmjVxFQ7zZbNoMJvYYioPJyUmVy2UjndTrdWuOb2xs2N6mMT0wMKBUKqWBgQGNjY3p9u3bFksSiYQuXLigP/qjP1I4HDZ3BSxdaZCjhMMSDZutsbExuxes/+PjYyMAYjfNPJL+/n7V63UNDw9rcXFRPp/PchRmMQHm+nw+BQIBA2zYl9TlWIiRb+ZyOQNrAc5xCXBJcZAfS6WSRkdHValUrM4mL4XsGQqFTJ1JrsKZgY0ja290dNRyoq6uro65JolEQj09PQbObm5uyuM5nS02Pz9v5x9EUmaNVCoViwHM32OdEq+8Xq/NEQ2Hwx2KX1QoqEUgcFLvDA4O6uTkdCbK0dGR7ty5Y/bkQ0NDGhkZ0fHxsal4VldXNT4+rv7+fk1MTHS4jkiyv5OXATA1Gg3rgXA+ME+Pz3BWrcgZQ+xz50W6/STW3vl1fp1f59f59eFeP/EgiptQ83cut5EC00Z60ljggOEQpgnvFtEkjK66BLkzdhmuZN1tQnL4YcXE7+WQd5lBgDMcgG7yy/fBiIDJt7a2JkkaGxvTxMSE7t27p9XVVS0uLuoXfuEXFI/H1dV1Otx0ZmZGf/AHf6BLly4pFArpwoULevjwoSUAvDeSwGazad6qNPRJplFVUDgjv8VPG0YdDbhQKKT19XUbuIlahHtFUnN8fGwMSuyxqtWqUqmUGo2GMYpcAKxUKqmrq0uxWMwaCjwX3h8DXJklgkoG+woSkYGBAWtahMNhhcNhFYtFHRwcKB6PW/LPUFNUQd3d3bpy5YqCwaC9R1h0bkHiFh/tdtsUH1zMioGJUiwWNTAwYGATCVi1WlWlUtHm5qaxjmiwUbTA1Lx165ZisZhefvllYxXmcjm98847Ghwc1PPPP69sNqvXX39db7zxhkm+x8bGlMlktLS01OFRThEMGOkWTCSurF+eL0129qoLJLrMN/YMawRvWHf987tpfriFInv5p0mJcjbucQ/5z23Ysva4KKq5hy6QQgOE/Xk2Fp5ttLmMRndo79mGsZvU+3w+G6KbyWTU19en2dnZDoYeCoxSqSSPx2MDxGHR8RqsB+JXqVTSwsKChoeHTXHw/PPP6/Hjx8pkMsbwCgQCBo7kcjmlUiljGvv9fsViMTUaDVUqFRWLRSuUKXLS6bSBrxTkABGTk5OamppSoVCwwhJWMo09n89nDQTiVl9fn4EeXV1dZr8Dm+3o6EjT09N69913Va1W9eDBA/NibjabGhkZsTMC+4JW69QGIZPJWFHK8yeOjY+Pa2BgQFtbW2b9MzU1JUnGgCsWi0qlUqbIZDB9q9VSOBzWzMyMCoWCAbn5fN5mYUUiEdXrdfn9fs3MzOjevXtmV0ZcpvE8MTFh4EmtVlOpVNLQ0JAmJyd1/fp1jY2NKRAI2JpnUDL7gPO40WhobW1Nd+7cMctC4jRN2Xq9rq2tLWsOwArljGI/0MBk/brgo8vcdRVariLGbUq7pAp3H7bbbWN7uxZ47lkJg9hVmPH9buP8LOD5SbyazaYKhYKpIlxAygWTiQucDwBdnCkuaQWQlWfCfC5mSTAIeWNjQ//wH/5DtdttXblyxea3YWEYDoclPfEuByAbGhrS6OiolpaWTIXCbJONjQ1dunRJ4+Pjevz4sd5//31riPL+mHlBQx5VHcxXCCUo+lyAG2ssYlJfX592d3c1ODho7GsAAZrZR0dHppQJBAJ2vgMssBb5ncQr1wKL2Mj+KhaLHXkC8W1wcLDjfcEaRiHDv3EmnQWY6vW6NVbZ/41Gw8B2FGior4eGhhSNRjU8PNxhD4ulGUxsagf+DLjD6w0ODprVlTvHBnsa7AeJmZJUKBSsWSupI/8HBGSmHipuN+9xyV7EceJQKpXS6Oiose3JI1krBwcHunfvnsbGxvTcc8/p4sWLGhgY0N27dzU8PGx2c9KTHIMckPX0+PFjvfbaa8pms4rFYgoEAsrlcpZnu4Q2AB8U5uTQxFGagpyDPNOzRDhX9eASQVC/cP+4T1iafdIvYtlZ4gx/Zo9yppwlGLk5HfuSvSmpwxGh1WpZbOC5uQpwYh11D4QAznfXaoj9QyNYktLptD744AN94Qtf0Pz8vEqlkpEabty4oWq1qpWVFY2OjmpiYkKVSkXd3d3mAkBduLGxYVbNbg6KHSMxhPiDymVjY0Ojo6NKpVIKhUJWL/v9fpsZ6vWe2lCNjo6qt7dXvb29KpVKZg06PT2tbDar5eVlUyrMzc2ZQqO7u1uFQkHDw8OWC7KPAa1xYjg8PNTu7q56enqUSqUsN8Mqi/kcxKGuri4VCgW1222b7wRp8ODgQIlEwix2IRSyH7HV5X7X63XLH8kvIOqwl4+Ojkz5w6ya3d1dA679fr/l5rlczmZ49fb2KhKJmP12T0+PHj58qP39fZvnxbm+srJiQA7nBISew8NDDQ4OKplMGtGUf6tUKkYggPyE5SRzxphTg60c6m9qSHKuUqmk7e1t+f1+ff7zn7ezYGpqymZiEZNZ01JnT4rzl9xgc3NTq6urkk4tP/v7+5XNZu1zQcxhjbj5Hmcvf6a+4mwmlrq9p/Pr/Dq/zq/z68O7fuJBFOnJIeXOKaGYcJmebsORYtqVgpOku01IlxFHIoG0mYMWBgDf4wIgLkOVxhb2SSSzNCAldYA4rj2O13tqCeUmWycnp4N3fT6fLly4oPn5eW1ubupb3/qWAoGA/sP/8D+0Yvjf/rf/bf3oRz9SPp9Xo9HQzMyMfD6f3n//fRvSRtLDYLdms2mFK8V5Mpk0+6hUKqWuri6zYjg8PNTm5qYxQhj4SZEeCoVs2CR2LqgwgsGg9vf3zdO+v79ffr9fKysrajQampyctAQ8HA53SP2xwfH7/UqlUsa8hpkMi869b1j8lMtlraysaHZ21gatF4tFa5z09vbagDsS1b29PW1tbZlf6tTUlC5fvmyJD1JsJM4w5ACRKCwpNo+OjhSLxdTV1aVEIqF8Pq/j42NdunTJrMxYA8FgUI8fP9Z7771nnxF1DiqmgYEBDQwM6OWXX9bc3Jxu3LihS5cudYA3v/M7v2NN0zfffFNvvfWWFSEej8eGxGazWQPaAAvZR9wTCl2awy446aoaYLy6dniAm+wH10KPn3Ob/BTH7Bl377BfKeY+6Q1ELpfp5N4DSRZjXFY238f9c+0QiH+SOprAZ2XhFMLsMTx5XUYtMZY4dvbZuSx9STYfKRwOKxAImK1RLBZTqVRSpVLR8PCw/H6/yuWyCoWCAYgw8BjwTIM9k8loampKXq9Xc3Nzeumll/TOO++YjcnY2Jji8bh6ek6HLJdKJfX29qpcLks6BagvXLigt956S+vr69YcRdmWTCaNWZ1IJNRun1r/Mdsll8uZh7TP5zMFhCRr1mJr4Pf7O5rCWDC0Wi0rnF1W4ODgoOLxuPL5vGq1mtlPfeYzn9Hv//7vKxwOG0ADOy6fz0t6wjaEGch7SKVSNgsKL+7e3l577kdHRwqFQh2fA5Y+wzyLxaJ9P7F+d3dXh4eH6u3t1cjIiGq1mrq6ugwY2t7eNoAD8D+bzapcLpsl0UsvvaRr166pXC5rdXXV2Nbu83Yvr9erbDare/fu6Uc/+pFZOnLWDw4Oam9vr2M2A2uSn4dpCyOUGOUCjjSYmA/msnJRQdJQ5HXZL/xOzib+7w5xJkdhLbAP3f0JMOMyQfmeTzIbm/1CU4im3tmYRpPOVX5J6mhEuCQX7js2TDTIaTCNjY0pGo1qZWVFv/mbv6kbN27oxo0bGhoaUiwWs2flNgvb7bYSiYQikYg1nI+Pj+X3+43csrCwoPv37yuVSimRSOj555/X7du3rcFM/sBzZw1ks1lrbLngEe+D38NebTQaxkKuVqvWyHfVFIDgrGviAEQVLGZgUXN2o9zAVgvLMNYoe4LGJcN3iaH5fN6awqj7/H6/qRFo4LqqRs488nNyEp/PZ8ODYUXDah8cHFRPT49CoZBZpACAYUmGigR7rXg8rmq1qv39ffX29qq/v98apwBufC6AK0gF5MvMYerp6dHW1pbFAvdzSOoAX/i8NDHJK8ln6/W6vUY4HFYsFrOYnslkjADg9Z4q85jLcO3aNV25csVmDHCmYAMmyQBz8odisaiNjQ3duXNHq6ur8vv98vl8yuVyyufz1oB1gXpAIUgWrk8/OQI5n7u+AFTcfUpN5eaQbtMT4Nnr9apQKHziQZRsNtsxWw1FA4x29/zm/rpx8WyO5zZtUWugfJRk9SxEG/YZTV7eA88UALPVatncEGa4EF+wXUomk9ra2jKQotlsWszFunloaEh7e3taXFw0QKDRaCgSidheX15e1o0bN/TDH/5QsVhM4XBYGxsb6u/v16VLl+xsJn8tFouanJxUoVCQJAMWDg4OlE6nzcqLmUQo/Zm/x76CjCed7ptXX33VYmpPT4+Gh4ctZwFQiEQi9h69Xq/N8mAGEc9gZmZG/f39SiaTRnLEggtVCnmNz+czpUy1WlW9Xtfly5eVz+ftGQD4AnYNDg5azG80GioUCraOeF1yVnLt/f19U4cwjzUQCBgB5vj42FwMGG4P+AyBCgtrZqOi0Nzc3NTCwoIpaqgf6VWwviFZYrUJuZCz9/DwUIlEwuYYxmIx1et1s8Ymvs7OzppiBcWpO8Onp6dHzz33nCYnJ/XMM8+oVCqp3W7r0qVLGhgY0MHBgSmA2EvkIJyNkKKk07z5+9//vtLptK0X7ofX6zX1NmAK+9bNO/k7tT92e67dp3umnF/n1/l1fp1fH971Ew+icEC5bE+pEzDhz27x6RYg0pMil8Yvib0LprgWGiSdsNzwwHcbhjAcXRb42YYGhQpJqwvk0ER2iwg+B3/3+/168OCBWb4ApPze7/2eDg4O9PM///NKpVJKp9Mql8tqNBrWrGS4+L1796y51mq1lE6nje0hyRr0JHkUZzTturq61N/fr729PZM3M8MkGAwqm81ac9+Vnh4cHGh4eNjsUiiM8GfFFodh8gAYAA/JZFLpdFqtVkujo6Pa2trSlStXzNObJJLZA7D3RkdHTT4MO7lWq9msFpc9z3BZnglgD4DS1taWsWV4vvl83pJRv99viSprjfvgsk14TReAQJ3E2jo4ONDW1pZu376t7e1taxxh8wVzOhaLaX5+XleuXNGnPvUpjYyMdKy7np4e3bx5U9VqVf/gH/wDfe9739PU1JTm5uZsZg0+sS67kcLWZZnBMGImDveARof0hE3oAoVu088tjoeGhkztw9pyB4TSJKERz3/sIZJHdz7AJ/lyP/uPA4z5HhJu7rvLfJeeKIL4Pjf+UYTznFDsSbLmLs09SfbseQY0iWH8SU9AF34fc0Q2NjbUbretENvd3bXff3R0pMXFRZXLZV2+fNmY0YDS/G5+38zMjHK5nNkyRCIRffGLX1Q2m7UB4svLy5qamtKNGzc0Pj5uBe7c3Jzu3bunUqlkvwN/bgqsYDBosS8QCCiTyUiSEomECoWCfD6ffW8gEFA0GjXWpHtesIdPTk6UzWYNjBkYGFAsFtP+/n4Hm7fVaqlUKtnzuXPnjvb3921QPKBsLBYzRRqgD7/P6/Vqe3tbPp9Po6Oj2t3dtaHJzCpBCUZDkwZmLpczgDgWi1nxDfhar9e1urpq6j/2K6AtlhITExOmrJyfn9fDhw+1tramZ599VuVyWcVi0WzCvvjFL2pubk7d3d1Kp9OmIASYcQtF1ilKugcPHmhpacnYysfHxwoEAsZQpPHnAtywmV0iBM06V13CnnItFChqiZc0PFnD3E9AZ/YtYAhNXrdhzj5ylaKAo+w7FwDl+mmIgWfZmZw3blxwiTDSH1cs01Tk384CyTzPw8NDVSoVJRIJjYyM6OjoSPl8Xt/4xjf0gx/8QFeuXNELL7xgc5VonvN68XjciBmBQECRSESPHj3StWvXlEwmNTIyotdee03lclmpVMoaV4uLi2ZzSOMYQgIKmdXVVYXDYUWjUYXDYVNUAGyTvwwMDFguxGsB9GFlAtu42Wwa+xcrGZQNNH1o1GAzwx5xZ1t4PB4DI2jCsk9ge/N7+ExDQ0PWnKKJx5wY4pH7uRqNhllesWf53eQ/fX19ZlWIpSL5Nd8PkQcwBxsi1CYuWAkQQ0N4aGhIXq/X5vbR5KzVakomkwoEAjZzJZ1Oq6enR6Ojo/J4PDZnC3s0LMAg5DAngKYqeTD3EoDm4sWLNitmc3NTKysrRhwCPLpy5YpZFXEWe71eTU1N2drhnkEIIHff29vT97//fd25c0fhcFhDQ0M218G1PQO0rNfr9swBuFCJEzdd4MTdy27T331N1hyNehTgqAjdn/2kX27Mc+1UiVnkLNQQqGZdpbCb059Vsrgsdn4X95ezEFDCJRG4dTSKOQA35ukA+JCXokjb2dnRgwcPND09rWazaTnGwMCAXnvtNR0eHmp/f1/PPvusSqWSNeG7uroUjUb16NEjffGLX7RGfSgU0snJieVlkjpAChQfrD/2NMqDiYkJFQoFI69QA2Np6qoPUODu7OwoHA7r5OREg4ODWl5e1urqqnp7exWLxZRIJAxM7e/vN4JJIBDQ3bt31d/fr0KhoFarpUgkYgQe4vPh4aHm5uZUqVRMeUI/olarmRrk+PhY6+vrFps2NjYsr8dqlppreXnZiD9DQ0NmLxuJRCzmZDIZ1ev1DsJeX1+fRkZGzI3izp07NpuJmpl8ktyXGU6hUMj27sjIiCksXQUhxE3U2YeHh4rH45JkFuQoJgFp3F4NPQhJmpiYMHXT3bt3tb+/3xGXW62Wzcrq6elRrVazz/KVr3xFTz/9tAYGBmxoPWvzxo0byufz9ixdYhs5mjvvdG1tTe+8845arZaeeeYZA76wNOvv7zfXDzdvcQm9bs0F4cOtkyX92L7T+XV+nV/n1/n1///6iQdRXAYNLAkKKBe1d+XfrpWG9MQvFhYTrwv7wWUwuo0al51Foe0CHPg3u/6ysOfc9+C+Z7cRTTFCQusWoDRMaNKtra2p1WopGAwqGo0qnU7r9ddf1+joqCYnJ/W9731P29vb6u3tVTKZ1DvvvKOnn35aN2/e7Bjqx+dzm/f4ga6urprlVrt9OrA9Go12zEGBkevz+VSpVFQul+0+oLCAeUjh3mg0DHwpl8s2gE46HQCKRUQ4HLaizAXCULowiK5cLquvr898ZGkUZjIZk0hj3QD4wzwRkmk3QSSpJmEB6OE9w1bkPdG0Jrmr1Wr2+2gWhEIhW3ewC5vNpil4av8fe28aG2l2nQc/VSwuxdqLtZGs4s5mN9nbTM8+mlW2ZEsRBNuynRiJhCBAACHOD9s/DAOBkQVeECMw8sfynyB2gsgCNLIlRbKksUajWbune7p7uqe7uS9F1r7vC1nL94N4Dk+VxvlgR3LkGV6g0d1kLe9733vPPec5z3lOuSxVQARGi8Ui1tbWhL04MDAgcmYE2CiVMz8/j8XFRZhMx41W3W63rD0mu9555x3s7e1hYWEBc3NzkqTZ3d0VJ5bgkw6wCJKTeakTflzjIyMjAtrqfcO1xkCLYIQOaBhMcW8RCCRrjd+jqyn4bLi3uB8/CkMznvuBVc2u1pINOlGonxuHLksn+MvXU1KFFXjAib3QwBuTYkyWaJCXCRYdYHS7XRQKBenXQemYcrmMQCCAoaEhRKNRxONxWCwWZLNZ7O3tSUDK6+D6Yv8BMmP5+2eeeUbkCLmfWq0WHjx4gLm5OVy4cAEf+9jHRKPZYDDA6XQimUwKwMPEIcEJnSAul8vweDwoFotwu92YmprC7u4uEokEvF6vAP/sFUAWHYNwghOHh4diP5k8NplMEhCaTCYcHBxIJQz3Fiva3G63SDJwL9AmEdgioKWTYD6fr+fnbOBM7WpKWlCWgVIzBDtZJUT2udfrFVCUCdHh4WFpFj8xMQGn0ylVQO12W4LwmZkZXLp0CdPT09LIlIDp2NhYT78Sriuy9yiHdPPmTUn2EayZnp6GyWTCgwcPpNEzg1Pab02UIKNfVzBw7erEN9BbDcZnQvCZSRCuI/onBJu0L6GZ2cAJoP9B/oje71zr+nUf9sH75rlBMF/Pk/YTCTjRXvAZ8lzVbE9doUTCw/r6upA7ZmZmkE6nUalUpOJpeXkZy8vLsFgsYovIGCaI6HK58Pzzz+PMmTPiQ7hcLjzyyCO4efMmdnd3MTc3J8mUmzdvIpFIiP3or0jqdrvS8Jfa8ARXaZv174vFIgDIawFIFV69XpfG5rTBZFzTDrEvHav/rFar9LACIJWKlPCiH6grf5rNJuLxuDwPsqYPDw9FipGSTKw6ZjKbdthoNArIxopf9l9hzyX6LASVWXFB8onX60W9XpfqNFZX22w2sZmcZ/p9lDdl1ZfBYJAG8/zOSqUi1eBMYrBfjdVqFflC3lcikUCr1RL/mL4h+wtyXXJd026R3OTxeOD1eqVCiGc07WO7fdz8/ezZs5iZmUG9Xsdrr72GoaEhfOxjHxM5zVKpJJJk9MWPjo4QDodx7do1/PCHP0StVkMwGITFYkGxWBSglNdHP05X6mkyDXBit7heaDsZQ2lGOdcpv0eTaHTlg04AfFSSyCQzcc65X7hPCLICkH3I6nDtE3LQv2A/Dp5PmuhlNBp/pG8DbaSOgarVak+8BkAkClnxEAwGsb+/j8HBQTgcDhQKBanCZy+SgYEBkTJ95513xCafO3cOe3t7sFqt0pR9bGwMly5dgsfjwYMHD3D9+nVZ2wcHB7I+y+UypqampDdLs9lEIBDAxMSEVMSQvEcAnOc6k4/pdBpGoxGBQACdznGfl3w+j1Ao1NOLanNzU5K+5XIZly5dwpNPPil28sGDBxgfH++pHKR/6ff7USgUpGqWMtlHR0fY2NiQZ01bTRuaTqclsUP7QulXXaXAqgo2RK/VapicnEQul0OlUkEqlRJJayasJiYm5PqIBbA6WFfD8nNnZmbQarXg8XiQyWTwK7/yK7Imk8kkNjY2cHBwAODYLgQCAQAQKbLh4WHpHZrJZLC5uYmhoaEeAk+320UymcTc3BwqlQqq1SoqlQoajQZGRkakYp29ABnLsPqZdpNJRvq39OVHR0dht9uRTqcFSzAajVK1TXlYrTLCuQDQQ0x99dVXsb6+LutodHRU3kv5MNo/+uescuEe4l7TBB+9n+kDfVT8wNNxOk7H6fiHHB+KJAorRPrZ1xpY1L/rP1R0YKgZ9pohz0BFMxb5XrLQeC107Bm46moZfn5/GSaZOxpUAU4kcBiIUApBXzeBwlgshna7jfn5eczOzuLo6Ajf+ta3sLKygnw+j4cffhhjY2N49tln8eqrryISiaBWqyEQCKBer2N7e1sCQ4I/ZIKwQiCbzUrZv81m6wm0CbCybFf3tGCJKe+TGtxk37FMt1gsSvKDGqUs9yVLsNM5lmRYX18XoICl31tbW+IAUXuUDUBzuZyUU5vNZgEoPR4P6vU6HA6HMNfp/BLI5T3S+aKTu7CwAIfDIc0LuUZqtZpI3uh7dzgc4nR3uyd9Udxut9wnE2MMYgqFApLJJNbX15HJZCSpQTCFjlqn05FmoMFgUBhKTz31FAwGg4DOm5ub2NjYEIYR2YixWAz7+/vCliczk8Ae2WOaqUogCkDPumSQxH1GsEFXQNDJ4++5H/Te4Os5j3qfaVBeA58MDD4KLETgROdf2ytd4cO1pu0KgJ5klJZM03OqpdY479wH3O+6jByAgIQ6Scyf8xly9DNOGaTFYjHMzs5KE1wmE7vdLlKpFGKxGG7duiUJXK/XK9fJRPPh4SHGxsaEeU2pFp/Ph0cffVSk/3Z2dpDNZuUcabfbePrpp/H888/j1Vdfxc7ODoaHhzE7O4tKpYJEIiEBNZs90q5Vq1WRCvR6vWi320ilUpIoZpNknWSlvaV+tGZmch8xARuJRIRpbbVaEYlEYLFYBCQxGo0Ih8OYm5sDcLwnY7EYgsFgDzt7cHAQZrNZpLuGhoaQy+WwsbEhtsPhcMDn88mz0ZUflENotVqIRCKSZOt2jxtHBwIBGAzHkhXsN8DeMh6PRyTBmJQAIPrme3t7aDQaCAQCOHfuHILBoJw/gUBA7CPXhT7bq9Uq1tbWkM1mEY/Hsb6+jmKxKPNqMBw34TYajUilUkgmkzK/BHX03uAa1ZUiXNsElDQQqO0kk8m6Mo4Bs2ZkU+pBg4jcbxroANDj5/Dn/Xub+4u+xUchgObzInjRXymnfRqeFTrhpIFY2jzgBHDkZ5M0wKqKsbExeeYEjJPJpOj6P/TQQ/B6vdIol1JfIyMjAhJNTU1JdRxJGcPDw9jf34fNZsPi4iJarRbm5uZgt9txcHAg1Wm8LoPhpP/D0NAQpqampEmx3+9HPp+XymFWc3BdkBA0NDQEn88nyUpWBw4PDwuLmYlEJgRp93jWs+pOV58y+UBJHk3C4HMg05cSNbohrwbWCVQxuc/eVKzMc7vdGB4eRiQSkeui9r7BYBApGwCSIObzZbJsZGREKnL8fn9PspR2k/uSgCeTFKwgabVa8Pl8GBwcFFvgdDpFnqhQKMBoPG52bTabMTQ0hImJCRQKBQHo6GvyvKWPzDXOni6cj4WFBSwtLQnBYHNzU6SzeB6dOXMGc3Nz6Ha72N/fRz6fh8PhwKVLlzA7Oyv7iBXZnC8SmLa2tvDtb38b+Xwe8/PzGB4eFg1/xkb0y7iHCERrO6gTgEywEJjmHPbHQ9xj/CztO2gCB7+frPUP+9BEPp0g1kQ9+uncP7r6hMliXVXCwT0BnPQI1ect9z2rA7QfqiuG+CwZq2pCQzabhdfrlX1I0h4JcWxI3mw2pdp+cXERW1tbcj9s+v3YY49JJUKn05FERqVSQbPZxNTUFG7duoVms4nJyUnUajWk02mRkiJYzoQMk4lerxfJZFKkpehHARBCysLCAorFotgxVt1Qaq+/GiAej4t9JsmOUlSpVEriP+5xyosdHh5KAva1116DyWQSog2T4CTlLCwswGazwe124+7du9Kbzm63Y3Z2Fl6vV3rC2e126WeaTCZlv83MzMh+ZPXc8vKy+MOsxCHZiBWN7CcYDAYxPj6OUCiEwcHjZvSxWEx6n25tbWFrawuxWEwSRqFQSBLH5XJZqripKsGqNZ5txWJRqgwBSMULzyuqfDAh3el0hJjEahLON2W+2BdLVzuWSiVEIhHs7++j1WohGo1Ks3d+F6s2DQYDMpmMkJm4BjqdDra3t3H16lXUajVMTU2JT8vr1r4obRj7xuhKy/69yv3br/7wUUgmn47TcTpOxz/0+EefRKGzpMu8gRNgkZrJHNrJ1CxoHSzzMxhsEfQlkAdAQCPNZGR5NAApnSaQor+bTimBR/5fB/YsRdUs+37GKwEB4NhpoEbp+Pi4NE3f3d1FOp3GxMQEzp49i0uXLuHy5csYHx/H1772NUQiEYyMjEiz02g0Kg6TZnYxQGX1Sy6Xg8VikV4gtVoNACQIz+fzAmbSkWQgRt3ZRqPxIw3kbDYbRkZGEIvFUK1WMTk5iYWFBeRyOXEuyADn/1nyyjL1RCIhzjuDLg42kWMpMCtq2LOFjgsbFVssFilF1+z5TqcDv98vgRudW4fDIUmgcrkMu90uDUrJ2OazPzo6kmbPTMTo4IcN+7a2thAOh5HJZCQQ5fpmxc3g4CDGx8dx6dIlAEA6nYbVasWFCxfgcDiQy+WwurqKa9eu4ebNm8KUGh8fB3Dcj2Jra0tY2QzM+pnOeo8QfNHSNFyT7DGgAwfN3tbMYM4FnVcG0nR8uQ8o/UPgvD9Jwn3LvfNRGXTQOf/6+Wn7AZzYDJ146Wd0asawlnkgKKsrSCjVRBvI58Tnp1mJGrwiE5JryGQyoVQqScIjFovB4XBIE3Tak0AgIJIC7733HgBIc3ir1SrzQDtht9vhcDhE55jf6/V64XA4UK/XEQ6HZa1Fo1FUq1W43W7MzMzgueeew+uvv4579+7h/PnzACC2xmg0Ih6Pw+12w+12y748PDyUJMTw8DAODg6E8UZGXL1eF2Cf+6DZbAqzjaAdk9o8W6jrXKlUpPlpu33cTD6ZTEpT8k6ng1QqJUABNf3Z3JifWa/XJYAnQGc0GgWQpZQZGY6c26GhISQSCSSTSUmeUpOa/Z3IoA+FQtje3pa15fP5RKqR52k6nUa73RYJGpvNhk984hOYnJyU9cjG7ybTcR8ZfX5zH5TLZdy6dUua1rOBKOUpySQslUoIh8NyRnNe9LlHgE73MOP88JzWRAl9LvfLnbB3FF/P/Um2Jr+X/oSWDNI+gb5fvo9nCq9NV8d8FBLJnAddwct5JjObFU5sjM3qIp4VZHv2gw2UiuOz0P7j0dER0um0MINJ8piensbQ0BB2d3fxrW99C4lEAsvLy1hZWcHY2FhP4oZSHRMTE6KNTx+pWCwiHA5L9S+b0TabzR4bRCkX+juFQgHXr1/H4uIi3G43IpEIUqmUJHEtFouAgxaLRdjVJLWMj4/jzJkzSKfTkqyhZBPlpjKZDGw2G3w+nyRHSWLw+Xwol8uIRqNCOHK73VLZR1BQVwBxPulLsKqFPiRB11QqBafTKc2OaX/MZrOA/g6HQxIJAAR47XQ60ouPfg+rf3UvJNpTJqR0Re3IyAg8Ho/IBJVKJdhsNvj9/h6mN3vDjI2NCWhdrVYlGUJ7xms6OjpCPp+XipejoyPxoXQvGp4Hw8PDUjluNB73UbBarWi1Wtjc3MTa2poQdLi2AoEAZmZmMD8/Lwmeer2Og4MDSbDxbGe1Ms+dfD6Pzc1NvPLKK0in05ibm8PU1BSOjo6wt7eHWCwme0gnvTTxjP6ZtmUE8TWxhj4h4xD6nLqqmdXLwEn1GG0dfQ36Jh/2oQlJ2lfjMBgMcrbrBBwrSfqZ7XwmmvRHUFbHt7ragM+cz/KDKl3o8/PzuO5p7xwOhxDz2HskHA7D5XKh3W5jfHxc/Mq5uTk4nU4kEglYrVbMzMxgd3cXsVhMkiasfh0ZGcEzzzyD1157DaFQCNlsFvfu3UMikZD5MJlMUmVL4h1jN9rAwcFBqWyjmgF9ylgs1hNTMv7MZDJy3rDalsnCSqWCe/fuods97qNHwo/D4cD+/j6sVit2dnYkSUmp1Ha7jXg8LnLZDz30kBDzxsfHpY+cx+PB5OQkjo6Oe4qyhwxJjGwyv7KyIq+LRqM4f/48kskk/vIv/xKFQqGnKodVPqFQCKFQCPF4HIFAQPpsBQIBISGVy2VJnJMAxHM6l8vhjTfewOHhIba3t0U+rNlsSsxNmUMqYpAcabfbpUo7mUyiVqshk8lgZGREEhLEI3jWkfxydHQEn8+HYrGIZDIpz512mlgBFSTYc4e/L5VK2Nvbg9/vR61Ww/379+H3+3H27FkhGvC1AKRKk3JywLF/uL+/j2g0Kr0YXS4XKpWKxCJ6/3E/afumiW7ASZ89nVDlfutPtpyO03E6Tsfp+PGMf/RJFOCk8bpmOBFQ0GCqBmR5mPO1mt3E92hARVeX8LMAiINEpqxma2sgk4MHJL9bl1+zkTLvgY4vg01WvVCjmaATAzY6rTdv3pSS5AsXLiCXy+H+/fs4OjrCz/3cz8FsNmNmZgbPPPMMvvnNb8o98JBnFQYBHerYp9NpeDweYSp2Oh2k02lMTU3JnB0eHiKXywGAlO1S/5RBKQHS+fl5cTIZLBKsI+iRyWQwNzeHdDotFR6UiAiHwxIQ0CFnqXa73Ybb7UYwGMTm5ib29vZQLpdRKBTkc1jSTEeda4hSEARZc7mcrBPKcJB1xDlixQZBADaNpSM0OHjcQ4UAKwPMRqMhbHB+HoOFnZ0dRKNRSaCQjTc8PCxBEJ//9PQ0XnjhBUxMTGBvbw9utxuPPPIInE4notEovvGNb2BtbQ07Ozuo1WoIhULCcH3w4AHW19elYocgnGaSEUxkAAycMGD5b12xxbnUFREMzgAI2Kf3nwb/tSwEcOI40jnVQKaWCPggaYIP++Ac6GQKf/ZB7Hagt/dJf8DN/+tnx/dpJjcdd12lQjCKa4W2Rcs+EAAhMGa1WiUhyO+v1+tYX1+HxWJBKBQStjL3bT6fx/7+vgAHTqcT58+fFxCKyVlWwjBJYzAYpLpscHAQTz75JKLRKN566y2pGMnlcnjzzText7eH5557Dg6HQwCwbrcLl8uFWq2GarUq9kQnCFqtFnZ2drC0tCRBEkEyACIrwbVNO8AgjMxFstwJ/NIGsAqDetp2ux3BYFD2kK5Q7Ha7Apwy6dxqteBwOABA+iq128e68gQw+T20edTPPjg4gN1uF7CWAWk8Hke73Ybf70epVBJG5ujoqNg3Sj44nc6eyjSz2Yy3334bY2NjAtx9/OMfx8LCAoBjqQfKIDSbTbl2rn3gOOl9dHSE3d1dxONxpFIpkRaizngwGEQgEBCbqpsx68CTVX60UYODg7KuCcjqxNEH9fwhsKsTIbSpBFEJEvJ7tRSVDoj1WmGi84NYw7Sv/cDlh52FqJMa3Bt8nmyMS99MgxE8kwha01b2J3z7JWLpOzJRQ1nLTqcja99qtUpz7mvXrmFrawvRaBRG43HfCfpwBMgJVBsMBkxPT6Ner2NjYwO7u7vi8/j9flgsFrTbbQHNstmsvJ97lr7Y9vY2crmcNAofGRmR5KjRaITb7RbdewDiA+dyOblnJkZZEcs55D0z+TwwcNw7hAlvnSw0GAxynUz+sLG5JkMQLGK1G9cv++FxHfP50Bdn5Ybf7xdQ1uFwoNs9kTLsdrswm80imRYKhVAoFEQ+y2KxyJoB0FONQnuVz+fRarXEP+UzZOIfgFSVdLtdScwyOcTvPzw8RLlcFtYyJWooU6XBNkokcq2w5wWrQ2iv2QNlbW0NGxsbKJfLcDqdeOSRR7C0tAS32y2VlxaLBV6vF6lUClNTU5idnRXWt+7ZxPluNpvY2dnBG2+8gdXVVSwsLODs2bMolUpSAaSTkFwH2i7qRKf2L7k3eX8agNa2jn6dtmXcj6wg669E7n/9h3VosoueP+2/aUIGAHk22r+mDWEsyPNPz2G325XEGvcn55pkKCZQdHWzJiCwYs/lckmik6SXQCAgydORkRH89V//NbrdLkKhkEjljY+PC/FtcHAQDx48wNTUlNwHz8BCoSDEPzY9B4BHHnkErVYL6+vrqFQqGBsbEx9ldnYWOzs7MBgMmJqawsLCAg4PD5FIJODxeLCzsyMkG9rHyclJHBwcIBaLSbUrQXP6GLS9XKuM18PhsCRURkdHJQnwyCOPSKP4V155ReJknme5XA61Wg1LS0u4cOECYrEYAoGAJLWz2azEbKxcHB8fFxUG9nthfD42NoatrS0cHBzgM5/5DNxuN3w+n9gr+iR2u11ky46OjqS3V6PRwP3792U+L1++jHQ6LXs/mUzi3r17qNVqSCQScLlcQmKx2+2Ynp6GwWDA3t4ecrmcVBem02ksLS2Jf7m9vY1WqyUVL5S8plRspVIRH5d9bbSsHeNdEgjoGw8OHsvwsudZqVSCz+fDU089hR/84Aeo1Wp47rnncObMGZhMJgSDQezu7sr693g86Ha7mJubE3Jst9sV/1gnQph4ZsLIarVibm4Om5ubMBqNUjGmE5L6PGy1WtKfRhMHeXYx/u6vkj4dp+N0nI7T8eMd/+iTKP1JCw6CP3wNHR7NitGALwEyHjz8TFaRcFAegjIdwIkkDcFLoFfflz/jIU9JJP6cTF+tIdrP0GIVDANCgoNkNpONRcmJra0tVCoVLC8vIxgMotlsYm9vD//jf/wPfPazn8XS0hLOnj2LwcFBJBIJ7O/vS7JEsxlqtZokRWq1Gmq1GqanpyXBcfv2bbTbbczNzaFcLmN7exsul0s07Mm+ZtNQNs8j8BYIBGA2m1EoFKRPgdF4rBc9Pj6Ovb097O3toVKpoF6vy3eXSiXR0WUflbGxMbjdbhQKBbnefD6PYDCIu3fvIpVKCbC1s7Mjkjyc20wmIzJaIyMjyOfzwnohiEi5jXq9DqPRKCxFu92Oer2OarWKRqOBdDotEkNGo1GCdFZ6UG+2Wq0ilUqJ3MPg4CBSqRRKpRJSqRQ2NjbkuxiEAJCkESVFlpeXsbS0hG63i6effhorKytS3vz666/j61//ukjrBINBnDlzBmazGaurq3j77bclYNIJPwY81PTV0mzcQwSvNJDM92hGIte/lllhsoTVWNwPvAYCVnwdf87v4LxwD+ogkoHch30cHh6iUqlIYoBOuGatazulK/Z01QbtFX/GgJo65HwWfLb9DCc+JwbmlHYAIMxWLfPF7yPop/sYEfAslUq4ffs2ut2usOqYSACOpZv29vYkCUe2osvl6kngkak9NjYmTGD2HZqcnMTnP/95jIyMIBKJ4M6dO6jVagiHwyiVSgLqT0xMIBwOw+l0ymdR+iWfz0uwtrW1hbGxMZH1ouQXAdTR0VE0m00BNJhk4V5j0pagbK1WQ6FQgMViQTKZlPtkQ1Ay8sj4Y0PMRqOB6enpnobpDM6sVisymQxCoRACgYAwq3lNrVZLtLmLxaIAXrlcDtFoVIJHfgftJOeWMmWNRgPZbBaHh4e4cuUKZmZmpFqI0hnd7rGsDPtcXblyBY8//jgWFhZgNBpx7949YaiS1acBNYKVkUgEOzs72Nvbw8HBgTS2n5iYEGkJSvPE43EcHBz0sGoZ7HPN8Hu0BB33BW0bB9mCOmmp1zFtpg5qSSig3dKJFh0E64SYTpTqz9F7mftP38uHffQnRwgYalCWEmsEh2n3tH3TwK0e2j4CJ8l6+mzs9cBkDnu6HR4eYnx8HDMzMzCbzbhx4wYKhQKefvppzMzMwO12w+/3o9PpSNUCZWDa7TY+9rGPYWxsTLToDw4O4HQ6sbi4KOBMNBpFKpUSiS6epwRfotEoms2mkF+4L2dmZuS1THgTYLXZbHLm877ZIDmbzQpQzmprEk5od+jz8vu4dikNxUQAwSHuKw22Eshlsp9rmkzkgYHjfgaU4dHVwEajUUBaXqfdbpd9fnR0hJ2dHQwODopfRhIPiUwEaLvdrsgW0tYQtOO5Qz+r0+lIxQ6rs0mwof/UaDTg8/mExU3SUDqdRjabFXvLykBd/aSJLWw67PV6pRnz2toaisUijEYjHn74YSwsLODKlSvweDwwmUzwer0iMUv5pXQ6LaBotVqV9aelsPb29vD9738fq6urchYyqb+7u9uTwNBEDT10xam2lQCk2oF2T0vZcP/RPmsfkQk6zgsldjlHfN+HffAeSYbg3OgkiD5TmLzTyRb9Wu5NzikAIarxM3R8yioVJvmYENEVfprAyEQD+yyxsuLMmTOyTigLuLW1hQcPHkiFXrvdhsPhkD0yPj6OZDKJ9957D36/X2RN5+fnEQ6HpXLMYrFgaWkJq6urODo6gsfjgcvlQjKZxP7+PsrlMkKhkDQFTyQS8Pl8ePLJJ9HpdHDjxg0EAgF87nOfw7Vr15DJZITgMzExgdu3b4vtIUYQiUQklqTNKJfLskbpHyUSCSwtLQkRk3JZh4eHmJ+fF7uTz+ext7cniZtUKoW5uTlJHp85c0Ya3QeDQayvr8NgMIjkFZ9Nu31c0Vyv16Xikf1GuBZoB9iL0GQyIRAIIBKJYHx8XKRq4/E4ZmdnUS6XsbCwgFqtJlLfRqMR6XQa9+7dw4MHD/DgwQM5YyiXxpieyWImdmnfWe1Bgh8r9KrVas9cM+mdyWREUYKS3mfPnpVk0vnz51EsFqWKnYnlSqUixIShoSGphPZ4PGg2m7h8+bKcx9vb29jc3EStVsPs7CxGR0el8gforf7lOuY+AIBXX30V169fh8PhEHtar9dFSptnBuNm7jMAkuyu1+tyZjIO07axP0b/KNjB03E6Tsfp+Ice/+iTKMBJkkQnRQi60rlnIK2z9TyEeMAwaODfuoSZAYB29Blg6moVndChZAqB5nq9Ls4pX8v36/vgZxB4pPPI4JOMSwJvDOIZbDEwrlQq2NrawsLCgugXv/vuu6hWq3j++efx/PPP4+LFi1haWsLe3h6Gh4dx7do1XL9+HTdv3hSHHIA4UrVaDclkUr4jnU5Lw3kGRhaLRQJa4Jidp3uKsH8ImUVkarCqw+l0SkDJYNXhcOD+/fsin1GpVOB0OiWIYqNUq9UqwFm1WsXq6ipyuRxyuZzoVjPAorQXwc14PI6JiQlp9Er2Opvt6T4F7XZbyo4ZmBCIXFtbkwaFTHaUSiWUSiW5T7J/CoWCVBSRpZlOp5FMJoVlo6tgeP1cK2SNMxm1sLAAt9uNkZERJJNJvP3223j77bcxMjKCYDCImZkZ6Suzu7srUkPcI7rqgAkPrntqyjPRxHVJIIXJRzLvtZwKAyleP/cUGfIabCSopfukcN/yWvuBTH4/HUZdWfVhHwaDoUebmjYKOGHY64QSg23gRK+c60knsDj3/D/BXu5TApUEQZik4feRpUxbp2U5dEk6r402W0uAZbNZ7O7uSmAzOTkpgBSTqJFIBO+99x7MZjPOnTuHyclJWK1W+Hw+YSDzGgjsEfgzmUzweDx4+OGHMT8/D4PBgGvXrmFgYACVSgV37tzBzMwMJicn8d5778HhcEhw2G4fN+nVGv/d7nFPkNHRUezt7fWA461WCzabDXfv3hWGNW0Kq3OYFBsaGsLGxoY8HyYudGUItfcpcUMmZDabhd1ul/4jBoMBsVgMMzMzGBkZkcbPtVoN3W4X8XgcwLGdttvtyOVyGBkZEcmH999/X/YzmexsmL25uSnVRFarFYVCQSpn9vf3MTw8jM9+9rPw+XzSFNvtdmN9fV00sFnRAgAzMzMIBoOSbKEd6HaPK2q43jX7eGtrC++99x4ymQxWV1dRq9WECcrqmFAohJGREdy9exf3798XxrW2Nwx0aTfoH+iKEQb7XL+ajKGTwppAoZMaBDL6AT7tq3AtDQwM9LyONlITMGhXdQJUJym1LfgwDz3HZDrrJBLnnP/mnOnqYfo73I88b2kHdSJLM0bJpOc6pf+YSCSk4sDtdmNychKxWAwvvfQSLl26hIceegh2u138GJIMaDsXFxfx0EMPwWQy4c6dO3j99dcRjUYRDAbhdDoFPCP7Vtt8EoaazaZUhhiNRiGsRCIROJ1OqajgfiBD2ul0CtuVoBjXYzqd7jlr2cOFMi28f1bW1Go1DA4OYmJiArlcTvw17RtQVpAJWD3fRqNRwCPukUajgXw+LzaRSWdKXY2Ojoquv8Vi6bH7uq/I6OioVE4QTAMga4gEIvZVYQUiP4NSr4VCQYg2POeYcGHColqt9pAWAEgDbV6rBr/5LFnZycofzoHVaoXf70erdazNzzNxamoKjz32mFTIjIyMwOVySWUm53Zubk7OdFYhms1m8X3r9Tqy2SzeeustfPOb34TX64Xf75eeZalUSiqMtC3luaRjL+5PXfXKvcJr6j/7+YwI5rMCgvuP64HvZ+KQn60Tnx/mwflnbMHkJ+dOkwT0GaWJM1qCi+/jGaNl2XTcTN+E56wGbvlePheC5/y8bvdY3o4VaQMDx71RHA4HxsbGeiR5M5kMIpEIXC6XSEKnUilMT08jkUhIJcfi4qL4L0dHR1KxHA6HRTI6m83i8uXLyGazWFxcxIMHDzA8PIz3338fOzs7qNfrIkFaKBSwuroKp9OJS5cuIRqNYnx8HP/0n/5TfO1rX0M8Hke320Uul8P09DTS6bRU0djtdkSjUZHoAo6lrlOpFIDjfc+E89DQEO7evSuValRrWFxcxNDQEB5//HFpEm82m1EqlRAKhUQCLJPJwO/3o16vi+Sq0+mUBDN9M1bJpVIpzM/Pi9+eyWRweHiICxcuIJFIoFqt4sGDB6KwYTQasbi4iMXFRUmwlkolvPXWWzg8PMTjjz+O+/fvY3d3F8899xwsFgs2Nzdx8+ZNtFot3Lt3D9FoVPoRGgwGkVlzOp0iqVoqlXDmzBmsrq5KrxbaZ+0bm0wmzM3NIRKJyDVS7YE9pmhH2I+PZw6Th2azGU6nE8FgEJlMBvF4XBLvTHqYTCa88cYbkow2GAzY3t7G0dGRSPiytyt9i357wyQ8CbCxWAw3btxAIpEQac+hoSGsrq5Kc3ruHT4fStIPDAwIiUrvSe5tnhl672qf4HScjtNxOk7Hj3f8o0+i6CQIcCLjw0BESwgx4NJAnwYo6FSaTKYeJj2TJJrBqD+X79GOn2ZkEXRkkMCgQDuaDEIY4PNzeDASyOE1aIBAM131NTWbTWHZfOYzn4HT6USxWMTq6iqKxSI8Hg+Wl5fR6XRw8eJFGI3HmqqPP/44/viP/xh7e3uo1WrCUCF4x94Vo6OjyOfz2NnZAQCReSGLkQGtZuwdHh7C5XLJHOuAi3POHi3UQh0aGkI2m4XZbEa5XJZAl1qq1KLlZ7NChPI8rGxhcmdkZESSI2yqTGZRKpWSzyQwYDQaJXFE+RwGKk6nUxzcwcFB7OzsoNFoYGpqqkd6io5OrVaDzWaD2WxGKpUSFijnmQkiOth0rLkW+iWTpqamZL6mp6cRDAYF4H777bfxta99DcViUQAXMj+3trbw/vvvo1Qq9ThaBKGYtGOVCUui+wNkSnto6Q4tf9Jf+cB9qFm/ek9pMJCScnofaFZOf/UZgzkNcH5UhgZSdZKWbGvuLTrptDUMPmjjtLxQ/+cRmKQDT5tHMJF7na/T60ozvHVAz2ui3eDQ1UTJZBKjo6PCtCOgz+qbvb09hMNhActGRkYEDCQYZjQaBZxjRRzHwMAAzp49i+3tbTzzzDNwOp3Y2dlBOBxGMpkUxrLRaEQul0MoFBIWHUFSk8kkiVBKJhDUo2Yzgx8yZslEJhDByhT2hDo8PJSKtWw2i7GxMeltAEBsFhORh4eH8jtKOhgMBmFbJxIJYUPyOTJQbbVawhQne5u9r2hHrVarJJxZ3eLxeGA2mzE5OYnl5WWkUim8+uqrIpGzuLgoBARWYiYSCdy6dQvtdhvBYBDBYFA09kOhUA8gNzMzI4ALv5fP7ujoCJlMBuvr69je3kY4HMb29jYASM8Eo9EoEmu3bt0SWUuuVdomgs4a0NN9NfS5rokSmj2v1xP3mZaW4l7jeicblUxVTczQ+5PAaf9+6t/72iegXdXVYh/WwWel75VrhUmObrfbIx2kyQkagKDPyLXa7/dxLeg1qtcI5592LZvNit9jNBoxOzuLbDaLa9euYXt7G+l0Gs8++yzsdrvIRwGQihOCPvS1rl69irW1NUxOTuL8+fO4dOkShoaGEI/HBQDjGuP9snfEwcGBVHJQ9gyA2AP6FFw37DvU6XSk+bLX60W1WkUmk0Gn05FG7jxzA4EAms2mJDXY/4S+FnudENzlmrZarbIHSZ5gcl9LfY6OjkoFbz6fFzIRK+4o80K7xwQPpSDJVidBR5Ng+Czr9br0K2k0GhgcHBTZPu5Ffh8TcVxjrEwm4FupVMR2AZDriMVi4s/xs3Qyl1Xm/bJoXHvsD0BSU71eRygUwpUrVzA1NSXJ/kajAY/HA5/P15Ns0sk+ficrJJnQW19fx/e//33cuHEDc3NzmJiYgMlkkrNRS67q6i2dVKbvyrPjg6petf/Hv3VVMf0VPldtc7nfec38DD6bjwJ4yDXBc6ufcKSrvLScF3AC1HKeWeHEKlEt60afnJ/LM0zbQz4X/o7PhNfJSk6S8Oiz87OLxaJUqDGpl81mZc8yYcD9wQTy2bNnxafhfuFrqtWqVOVynYRCIRweHkpP0M997nO4e/cuMplMTw+M9fV1zM3NiUrDd77zHfzar/0aLly4gO985zsized0OkXJgNUHBwcHaDabyGQyGBgYQDAYlN4ktH3j4+OYnJzE7du3YTAYsLW1Jb7TwMAAXC6XJAm8Xi8effRRqSwsFAp49913kclkpMn77du3MT09jUcffRSlUknsEAF4Vgm5XC5JTN67dw/1eh3Ly8vw+Xy4desWyuUyvF4vAoEA4vE4rly5Iske+vz5fB5erxdXr17FW2+9hWq1iqWlJRSLRXz3u9/F2tqaxMsulwuBQEB8d/qarIomCWx2dlaq+sbGxmCz2fDYY4/hpZdekrP0woULkrjw+/0YGRmB2+0WzMHr9aJWq0m/n/HxcYTDYbRaLdy9exfAMVmHGEMmk0EqlZK5brfbsj7Y15A9dOx2O6ampjA1NSU+e71eRzqd/pF9ybOLZ2KpVML3vvc9XLt2TSq72NQ+lUr12Lf+ajJNytG2Uffk5Z7kZ2gS3IfdBzwdp+N0nI7/F+MffRJFg3M8NDSbsD+xoJ1unUjRhww/jyAwme/6AGMwoFlRHAQEydxl0MBrYjDOw1EDlwwqGZgwaONhqYMEAuL8fh6YZF3yM3K5HDY3N6XRaCaTwfvvv49XXnkFsVgMbrcbL774ovQRcDgc+OxnP4u/+Iu/AAApXSWozUCMThBlvPx+PzwejwTu2oFmYzc+HzILGTgzaE+n0xKQ12o10SslOElJMTY1rVarwjweHx+X5sPFYlEkdiYmJiQZoRlujUYDpVIJXq9XAFKW/WazWTidTrhcLgwPD6NarYoTSkYjr29kZASZTEYYU06nExMTE8IK4zzU63XYbLYeFpbdbkcikZBeMgRimCzh3GkAjXM6MHDcvPncuXP42Mc+hsnJSVQqFUSjUezt7eHrX/86MpkMpqenYbfbUSwWkc1mkU6nkU6nUa1WBRTULEEG2Kw84d6iLAUACZR0ApFAB/dAv7QA9xvXMIFFfq7ey1xnml3Ida33m2bOcXC/fZQcR22L+G/+4Txoljr/D5yAkBpM1Emu/jWiGY46scvkKgNEnUjTSTGj0SgJUu4LfqcOzMmObrfbiEajsFgsmJ6eFnCSWvIzMzNIJpNYX1+XAI2VCEwQ6aQMcAJ0l8tlYeqyAmJubg77+/u4e/cu3nnnHcRiMXk/+0L5fD4sLi6KDBWr2lhV12g0YLFYpJ/B6OgoMpmMaDFbrVbkcjk4HA5JoBJkZ3N5zj33ECv4TCYTrFYr3G43ZmZm4HK5UCqVcP/+fZRKJczNzSEWi6FUKqFWq2F4eBjBYLAHWM3n8xgcHBTQYmxsTAJsAgH5fF76SlEuoVarwW63Y2VlBbu7u2g2m7Db7RgaGhL7nM/nJbFis9lEXpGyXe12GxcvXsTExARsNhsCgQDm5ubEDhM8NJmOG8jTPlqtVlmflKTY2dnB1atXsb6+jlqtJr1lBgYGBAwZGBjA2toabt++Lclv2iLKItDe8ef8Q9k09jfQ/gPZ+BrwZfJEJzN4tjOBRjCL5x/9CZ2I0baYyXxt+zTT+oOAQs381rbxwzgIENFWsBcPbRJ/z3OUSTDgRIpNg/oE+vjMNPmFf7g+CPoDkGfb7Z40zqYP1+0ey9axd0epVJJqrL29Pbzwwgt4/PHH5Z4sFov4DblcDj6fDy+88AICgQBu3ryJ/f19bG5uYmVlRQBEAta0d5TU4TWyQoxMYJ20Hh4ehs1mE5kUnhskUjBhYbFYJIFMoGpkZESYtkwKW61WIc+QpFIoFISBzLOfCUT6t81mE263uwcAos3j/w8PD8UfI+BaqVQkecNrYvKGdpXXAhwnoPkzSqGRcMDKIC1NxmoaSgr6fD5JoDP5TR/86OgIhUKhx49iVTl7oMTjcQESKWukJUu57rgGy+WynMGtVkuqWpjMOn/+PC5evAiPx4ORkRE4HA5MTU3JnOVyuZ7qAZ7b/E4C0PSLNzc38Rd/8Re4f/8+3G43ZmdnRbasXC6j2WzKHmEiSZ/f2o/g8+X66I+HNBlG205dwaz9G+5bvd91vKcrWT4qQ1eJ6AQ/nzOTw5pkpOdTzzH9MS2RyOeszxT+jt9NH0kP+lwkvvVXxeh4vVarIZVKydnNPd7pHFfNGwwGkU2mf8EqPyaBwuGwyNQ99thjIj9Iu8S9MT09jVu3bqFUKons1+LiIr773e9KzxOqOSQSCYyPj2NiYgIPHjzAnTt3JMHAvVOr1TA5OSmJaJvNJpVrPIvYJ472rVgsSjU+q7zW19clZiyVSkgmkygWixgbG5MKZ9rpzc1NXL9+HT6fD++//z6sVqv4rdvb21haWsLCwgImJyexu7uLubk5bGxsiKLEysoKkskkAMj1TU9PY2dnR6rsfD4fCoUCZmZmEI1GcXBwgMHBQfF/2+02bt++jYODA4yNjSESiSAQCODGjRuitrC4uCi9V4rFoiQX7Ha7kIWYZAIgpCwmn374wx+iUChgfHwcPp8PVqsVGxsbklxyuVxSEehwOBAKhbC5uSn+Fm0mJcP9fj+mp6eRy+UQi8VQLBalV5bX65XzYnR0FA8//LAk0xiPcD/wLCFpq1wuC4mJc9psNiXZffPmTfzN3/wNOp2OSNsODw9LDyvGRoyjdL/bo6Mj8V1p+4CTamkdnxEfYGL+oyJtfTpOx+k4Hf/Q4x99EoUAgg6M6ZxpZqIOhMl2ouOnWdMM5Jjo0CwazZpiVYLWx9Ya6HwvNVAZUNJ55EHI5AwZgAwCCCwT1NGgOj9HBys6cGCAws/pdDq4e/cuWq0W5ufnMTk5iU6ng2vXrmF9fR1nz57F7OysNN4zGo24cuUKbt++jXA43FOyze+rVCo4PDxEIBCA1WpFpVKRygo2gaOMAZnZnJtWqyWOgpY+IAuKjCE68QS6yO6emJgQDe6trS0JVIFjCYnd3V0MDw8jFAohlUpJNZFOWqRSqR72bq1Wg8/nw8DAAA4ODpBKpUR+wmw290j/MMDm2mB/hHv37qFcLmN5eVmAAibgyCYlSyYSiUiQSJCCgAUDCzpBDBAJgtABDQQC+PjHP47nnnsOHo8H9XodDx48wJtvvolr164hm81iYWEBs7OzODw8RDwex9bWlsiEAeipROAe6AeVCHCQgcQ9xjVhs9l6ABoGyXTearUagGN2MNcw9xKdQA1YMTmoqx/65QI0+1oDisBJZdZHgYUInDyLgYEBqbbS88VELtAbxDLABtBjGwkQ8nnSrhDYZgNiDfIAkKQhr4W2lEkU/ozBPtccGXHatuq1Rjb23t4epqenpU/A3t4eDAaDaGQnk0msra2h1WphdnYWdrsd4+PjAE7sox46ic2KBQL5MzMzmJiYQKfTwSuvvCKVcrx/JnCCwSAmJyelHwkb0LPKrlAoYGBgALdv38bY2Bimp6clkeDxeEQmsFwuw2g0CqBG216pVFAqleBwOESD+9y5c6LlTECv2WziypUruHfvHgyG4x4GbLa+s7Mjnzc5OSms9nq9joWFBbGtABAIBBAOh2VPuVwuTExM4OzZs9IQmoxkh8OBaDSKO3fuYGtrC7du3RK5CSaPmPC32WyIx+Mwm8146qmn8Pzzz4t2NdnhTGqQQchzj59JYkK328Xu7i4ikQgKhQI2NjZwcHAAt9uNQCAAp9MpvauoTb69vd0je0mbSpvLBJMmTtDu8D0E6wi8c3/QlmqZHiYHNYmDEkCauU3Qhf/WLES9r7Wd5Gt5Pfw59y33pE56fpgH71/7XiRtcN/zPNIEhH5yDP0VgsL9iXr9HazY0ucoz6J+FikrGGq1Gu7cuSOSoYFAAKurq3jrrbfElk1NTcFoNEq1iNFolLXMpODY2BjefPNNkZ+ZnZ0VGc+7d+9ib2+vx3+lneW6zefzaDQa8Hq9cLvdYodY8ctEKhOVTDCwX4fNZsPY2JgkEbhXaCO53x0Oh9g6l8uFVCqFdDottkyvTya9Y7EYpqamMDo6KgBbpVIRv4CJTSYiDQaDgK30ufSz4x6hbJq2vUywtdttkZRhRRBt+MjIiNglJjRpd9j/hHK1xWJRztp2+6TpMZnglDltNpvCUOeZwjXVX42mG9632204nU54PB6USiXxk5955hk8+uijmJiYAHBcWUSCE89OgqLsJ8fPpz/A5NPQ0BDef/99fO1rX8P6+jqmp6dF3pY2l31XaBMtFos0vNbJYAJ4uucjq7Y04YZ7Vsdw3KMk8nAP8n06ZgMg1Ve01R8lAo1OqpPpz5/reFCT7JhgBE5slz5fCfz3Pw/tR2kiH9exTlLTByIJEID0C6Lfp5nzAKTilrJMsVgMHo8H6+vrcDgcWFhYQDQaRSgUwr1792CxWOD3+4U8sbGxgVgsJtfhdDqRSCTw4MEDuFwuLCwsYHR0FHNzc9ja2pLzuFAoYHJyEi+88AK2t7eRSCRw+fJlkdYKBAJYWVnB1tYWfvjDH8Ln8yGfzwMAPB4PGo0GJicnhZTH/laMu202mxBWaENrtRqKxSJ2dnZkLs1ms1R/ZDIZBINBdLtdlEolmQ8mXdhfs1gsIpfLYWpqCn6/H1tbW9jY2EAmk8GdO3eQSCTQbDZx/vx5OQ9oK5vNJlKpFIaGhhAOhzE5OYlz587hpZdeQiqVknvx+XzY2dmRnq6BQADlchnBYFCq0gqFAubn5/Gtb31LkuPsgZpKpaTibnx8XOaUSRfgeA9PTk7i7NmziEQiEnNTytZut2NmZgY3btyAw+HAuXPnJNZnJQjPLYvF0oOHUJbRarViamoKzWYTkUhE8JEzZ87gzJkzYp/m5uawtLSE4eFh7O/vS9UQzwPuL+4DysDpUa/XkUgkMDs7i+3tbfzgBz+Q84/X0mq1sL293YOHaHn3RqMhlddajYT7mIl/Dh0TEysgjnQ6TsfpOB2n48c7PhRJlA9ywPuTJ/y/Boo1AMIAmQGQ7l2iGXEM4hho86Ame0Z/Lnug9DuymrWmwWTN2tbsITa7owwCAcajoyNhd+sAXl87AGEcX79+HZlMBk899ZRoxN+5cwe3b9/G5OQkCoUCLly4AKvVirGxMTzzzDM4PDwUtgYDQQLvnc6xzAOlbkqlEnZ3d4Wpxoao7XYb09PT0igOgGjzM6grFAooFouiM0rt7Ha7DbvdDq/XK41Ey+Uyjo6OhL3NKpnt7W0BBN1ut4CadrsdlUpFGECsMimVSgCOZcjo5FELnIF1vV6XZtJk8DWbTQE6KYOTy+VQKpXg8/ngdrvhdDqF4dhoNHB0dCROIdkiZDVmMhmRG0smkz2gJp/h0NCQNI92u92w2+148cUX8cILL8DhcCCTyeCtt97Ct771LRwcHMBiseChhx6SsmvqoBMIIXDIig/NbKGjzWSdZtUyccjkDwN9rdmt+wAR0GN1lu6HocFJDXKREclgW18X17hOsvDf/azrjwr7xmg0yprVtkpX1GkgVQMYwI/KEfK1BKs08KuBDCYfmPzizxkw0waNjo4KEKbXMxnaGkwjY5UAD/c2mdVvvvmmVDEwGCG4lM/nkclkYDab8f7778PlconclQ7UNbuSzDEy1ghAsL8K2ddXr15FtVqVRCtZ58PDw5KsGBkZwdzcHAD07IV2u42pqSl0u12kUimsrq4im81iampKtKsPDw+FAUhbwCApEAhgYGAATzzxBBwOBxYXF+FwOATwpDwY54+J5mw2K4lfsp5pi9hzIRgMCvNvZGREmnwODw/D5/NJVYfBYMC5c+dETtFkMiEajeK1115DpVLBlStXsL6+jmKxiPHxcVQqFanyIQh78eJFnDt3DpcvX8b09LQA1/qs5rnGxAJwLG1ERj6f8507d7C2toaNjQ3s7+/LmUWmvNfrRTqdFqmGQqEgCTCuYyZ0GXjqyk5tO7i2Ke+g9xGBT50g1FJe/LlOdPAaAPQAUjrw1XaMyUgyFbmWNXubdlEDXf2VaB/mQRvF80MnlfQc8CwDIM+HcngkAhAooS3tJ63oKj3d50nbUZ3I53dzP8diMbTbbSwtLWFxcRGJRAJ37tzBK6+8gieffBI2mw3BYFBkSgnOmM1mmEwm+P1+vPjii/D7/bhx44b0WhsZGUEoFBIJPsqpUsN+cHAQDocDjUYD9XodsVhMPr9YLMJisUgDdtpxp9MpsjRk/DKxUyqVMDQ0JFJc7JHHnky0SfR7g8GgSGWxAkOzvjOZjABHo6OjUvnB6jdepyZIMQHNa/Z4PNLjhXYtn8/LNdPv8fl8yGQyACBVj5QQog4/k8FerxdWq1XsCRsQu1wuSf6zqvLo6AgHBwciK2MymYQgYzabhUBDeUcthcbr1hJjnU4HIyMj8nufzycJC4PBgIsXL+LZZ59FKBSSRPDKygocDgf29vakOpwJQsoHchwcHMBqtcLpdGJgYEBA4q2tLVy8eFEShUdHR9jb28P29nZPlYnur6arU8mkJtmCMQ5/T7+P8RB9FF0RQ3/BbDaLvebr6d8wyc5Ks34CzUfB9gG9fUE5L4xZeN4D6Pm9BlhHR0cl5qAvxqSbxWKR84mJEib7dPKK16ErNimfzOcDQHwiXdnHuJb+Aqu/KDttNBpx+/ZtdDrHMk/nz59HKpVCMBgUOzI6OoqVlRU0Gg28++67uH//vvT1KZfL+NjHPoZsNitSzQsLC/B6vfB4PJidncXi4iKWlpawubmJ//W//hfu3buHSqWCwcFBqa6lnWJ1Lat37Xa7JFXr9To2Nzeljx8lFu12O8xmM3Z2dmSvshcnbUMgEMBTTz2FV155BZubm8jn83juuecwNzeHw8NDrK2tIZfLIZ/PI5lMii0guYgKB8Cxb7G/v49UKoXh4WH8wi/8gswT8YShoSEkEgmZ7ytXrmB5eVnuq9Pp4Ny5czAajVK9TD+KSf2JiQlcuXIF3/jGNzA8PIxEIiFYyOHhIXZ3dxGPx+W6WLmxvb0tve90LGgyHfc8MRqN4p+Ojo7i3r17KBaLggNoLIUVgR6PR+LufD4vfiP9WRISIpGIqGUYDAY8/PDDgutcuXIFc3Nz8rupqSmxMfRFS6WSnBHxeFzwH53QYII5kUjgf//v/42bN2/K2qb0OTEd2njuMcrnsgKauBNjYpKT+ok12g+k3da+5Ok4HafjdJyOH9/4UCRRNIMZ6C0vpsPOA0WDdpo1D5w0vNOAB38GnATdBE144A0ODgqLVYO/PBwJRFar1Z6ySw120HkgE4EBga5yYTCi75HsP0ob6BJpAv1scNntHktKGAwGXLhwAaOjo3jmmWdQLpfxrW99Cw8ePMC//tf/GufPn8fIyAgefvhhAe3X1tZwcHAg0jZk65VKJVgsFng8HtFUTiQScp+FQkGY4tTEZmKBTUgjkQiy2SyCwWBPIopsJTJuyuUydnZ2JPCm7j/lEiYnJ4XJzKCB8mTAsaRBs9mE1WrF5OQk3n33XQnkGLAPDAwIc45rgzJfdCxZnssmotlsFpubmwAAm80mzCZ+tt1ul8QSK2cI+KbTaQFy2YhVs4spI6Gb2T3zzDMIBAJ49tln4XQ68dprr2F7exuvv/46tre3pbno0NAQyuUyUqkUEomEOJUEkgh2cw0CJ4kH6gkzyUUnV1dycR2SEamrT/h+JgZ1clCzBflZdP7IwtEyK8BJIkAnA/g7Op9aGkKzvT/sg/YPgMxff+UJ54L2TNs9VtNpqTvgRIqIQQpwovXPOednEfjtBzB0Qo7MQz5X3TOIYBQDe/YGYpKP15DNZhEOh+FwOKSSgexLi8WCcrmMaDSK1dVVYXu3Wi0B+nS5O6+xv+qJAKrJZMLs7Cw+8YlPoNvtIplMYmlpCel0GgcHBzCZTMhkMhgaGkKxWBQZGC3NRzY2wfFutyuyWKlUCjMzMyKt12g0cOnSJSwsLGBra0uAS7/fj+XlZak+oT2jBAwrC5kEWV9fF6kxJpG5JzKZDJLJpEiXDQ8Pw+FwSCWbwWDA/Pw8Wq1WT3Npnm9kkcbjcYTDYezv7+PChQtwOBxYXl5Go9HA1tYWVlZWEAgEsLi4CIPhWD7owoUL0g9LV1/Q1heLRWHE9ycIut2uPNdsNov33nsPb731FkqlEmw2GyYnJ+HxeDA0NITx8XEMDAygUCggmUxKcqZWq8naJHNWJ9S45pnca7Va0nRazzfBQq47g8Eg86L3jdaT11IpGkhkDwVNpOBncM9qcJHnqsFgEICM/++3ef0Ekg/7oB+lezwRgCAgzd+xga/ZbJZEJMFcVqOwglifKbrqiHIslMric9W+KM9EbaNbrRYSiYQkUlZWVjA8PIw33ngDOzs7uHLlioBVlKrJZDIIBAJS9To1NYUzZ84glUrh3r17uHTpkvQwodwqgXradjZl5tlfLpcFqJuYmIDFYumpjGMlA6UDHQ5HT2Nzt9uNfD4vYJHH48HCwoI0h7fZbHK+1+t15PN5kR5k5R1wXNXs9XolOd3pdJBMJsWH4vrn76rVqiSIDAaD2NdWq4VkMinJJ/prusKm2Wwil8shEAjA4XDIXqWv6na7JeljMpmQTCYxNDSEyclJaVo9OTkpPajoAwcCAfFZeBYeHh5KJUg8Hhcbl81mZa/yLOR61Ht6fHwcBoNBqh6dTieGh4eRzWYxODiIS5cu4fz585idne2RNnO73RgaGkIgEJAqEzaLpz1is2P2nEqn03j11Vfx9a9/HZFIBKFQSCrDNzc3sbGxIf4zAXhdQUMmNdeWJktoe6UrYHQ1Ks9hfp4ma9DucX3Qr+Q8cc/yuoCTpOpHwQek30xbTyJFf2Ui54bPhq/nnuKzY18grh0+a+4xyuJRjYBEP213eUayuokJNcY0BIUZJzAJMzBw3CNof38fS0tLGBwchM1mk3gxEomg3W7j2rVrmJ+fRyKRkOqDarUq9+d0OgEA4+PjSCQSKJVKKBQK8Hg8eO2117CysoKJiQmsrKygWq3iwoULCAaDODo6wqVLl9DtdvGlL31J/J9sNisVs3a7Xar5dLVtPB6Hz+dDOp1GPB6Hw+GA3+9HJBKB0WiUXpc+n09822azCafTiWQyiVarhStXrqBcLiOdTiOXy4nUlNfrxdDQEA4ODpDL5cS+eDwe2VcAxEZ6PB643W54vV6sr68jkUhIhSMA8W3oc2UyGSQSCbz55ps4d+4cRkdHJf6mzQEAl8slidX9/X0AECWKs2fPYmdnR862UCgEANjb28PIyAhyuRwsFgtisRhcLpdIgJVKJTnX4vE4AEhcQSnLdruN8fFxmEwmzMzMyP4PhUJSreb3+3v6/jHeGBwcRLVahcvlgsPhQDgc7pEbn52dhdvtRiwWw9mzZ3HmzJmeGGFoaEhkYenvEdOghBcT8DqpYbPZ8ODBA9y7dw/vvPOOnJnsE9NoNKTqe3R0VPq8MN5mYobPS+9f2nKeodrecS/xXOM+Ox2n43ScjtPx4x3/6C0rQW2CMgQngBMmtAZiCLZqliIZYZpNTaddA4V05hmQM6lB4FKDHHw/P48/0yAMP19raWspJLJjgRNJHg02MznEewAgQB0AAXoITvI129vbElSfP38ewWAQ+Xwem5ubeOWVV+DxeDA+Pg6n04mVlRUYDAY88sgjePDgAb797W8jGo32aHRStoTJISaOqOHPeSUoB0D0psnAbrVa0rSUzjtZ0Cw7T6VSoofN8uFOpyPN4Z1OpwCa2kliLxLNJhoYGMCFCxewvr6Ora0tdDodeL1eaVZIdiqfS7VaRaFQEF1oMlPq9TpWV1eRSCTgcDgwODiISCQi/VLoBLXbbWQyGQHoCoUC1tbWkEwm4XQ6Rc9fV4QwscZmsA6HA+fPn8c/+2f/DIeHh5iYmMDe3h7+4i/+QpJJZ86cEYebzWZZiQJAWLYauOP65NrTSQ6+ngEUWWcMisky14xK3RSS7DJ+HxM3Wq8VgFS4MHGjr4PrRzd/5uAcaUCTQaNOuHyYB+eIf2vglvOlbVE/0Eob2Z/coF3TFSQ6kcWAgUAZr4G/Y8JEry/aBwbt/D5+DhPIRqNRGKf6urrdLmKxGJxOJ6anp+FwOKSKzOv1wmw2I5PJYH9/H9evXxdt/IsXL8Ln831gdRKBBw69D4eGhjA/P4/nn38e29vbGBkZgdPpRCgUkibBg4OD8Hq9PT2bWFGRy+Vk3+TzeWE80xbabDbMzMwI2OZyuZDP59HtdlGpVBAIBDAxMSFBHHtOtdttFItFOftoqwBgfn5ebFa328XExISAE7VaDYVCQeY3l8vB7XbLfjl//jxqtZqAZZTTsVqtsFqt0neKidlgMCj7jwzzQCCAmZkZXLhwARcvXhTWnQaZ++efAeYHDbJJd3d38f7776NQKCAcDiOTycDtdmNsbAxWqxUulwtutxsWiwVra2uIRqMCrOheTvpsB9Cz3nm+MijVjXR5FmlWtd5nTCBrhi4Z6uw1weCXYKG2c9xDuhKP/kW/P8L38R74WRy6cu/DPggq0D/i35q5TpCX54t+Pe1bfzJfS6LxPCaRhvPNpBufNW0JbTFfR3CSz/bo6AjpdBr1eh3T09PweDzCBn7rrbfQaDTw2GOP4aGHHoLZbIbf7xcZJZ/Ph3g8jsHBQdH9LxQKAlAeHR1Jbw8AQjIBIOA1GbmVSgXxeByFQgFerxcTExOwWq2SGOQfs9mMSqWCZDIpUn52u13AUSakTCaTkEWGh4eloTD7B7AiTCfeWcnLvUMWcalUEgkvyqocHh5ibGxMQF4+I0rh+P1+HB0dIZPJiGQhK4NZZdJoNFAul8VPYZKf50uxWJSq4pmZGQAQP2pgYAAOhwPj4+NoNBqIxWKo1+soFApwOp2ydvQaKBQKiEaj0keGe7ndPmmyravWyM7O5XLCwvZ4PLBarSgUChgaGsITTzyBxx57TOQnSf7hGiPrn4ly2i+uP1YJAUA6ncaf/dmf4f79+6jVagKiplIpFItF+aP7MxoMhh8BzAH02DW+lvuAr2GVJm0xQXSSHBj/8PO4l7WN1JU62q7SPus5/SgM2q1ut9vDateSPv3SPlyjOiGlkxz0yenjAxA7ZzabYTQaJclCv4qxNf0HHVPz2ZHUQL+Oa4i+HvtDmEzHPTWAYwLD6OgowuEwBgcHMT09jenpabHJ9Xpd5KIymQxCoZDs4Yceeqind+Y777yDcDiMf/kv/yXm5uawtraG+/fvIxAIIJFIYHBwEEtLS/jVX/1V3L9/Hz/84Q9xdHSEsbExIat4PB6pigsGg3C73UilUshms9jf35ezwOl0SvVCNBoVaWv6x0ajES+++CJee+01JJNJxONx7O3tSXLDYDAgGo1ie3tb/CjOJf3NyclJtFotpFKpnviVfgP9CyYo8vk8bDabyCtfuXIF9+/fRy6XQzKZFMnJ/f19xGIxXL16FU6nExcvXsTq6ipMJhPW1tZw/fp1Sa4fHBzA7/cL4abb7aJcLksCiBUiqVQKJpNJegmy0pxVR8vLyzg6OkIikRBMgNJn7DsyPz+PWq3WkzQj9gIAyWRSer2wYpBVM61WC5FIRKqjjo6O4PP5JJblud9PtOKe4jWToMqKST4r+hI8x2KxGG7evAkAUu23srKCgYEBrK6uCoZByXTuu/6YieucsRv3EtcCcBKv6X1I/0THzKfjdJyO03E6fjzjH30SBTgBYTS4p9nQBH51gK2rNgD8yCHD4JlDgxEEKzTriQcfAyN+vk7i6JJoDaTw9f0saQbeuiSTzq6+lg9ifwMnrBRKKWkZiq2tLXFUg8EgZmZmMDQ0hFu3bqHZbOLhhx/G9PQ0lpaWcP78ebTbbZw5cwZ2ux3f+MY3RJKChzXvQZefamc5HA6jUqmIA8lgNJvNCshQrVYRjUZhtVolIEwmkyKLUygUUCgU0Gg0kEwmxSmig9FqtZBOp4XBYTAYBOyknBb7uAQCARwdHfciofNZKBRQKpXQaDSEMcJnTLmuSCSCoaEhad6cyWSwtrYmz4jzm8/nYbfb0e124fP55GdMLCWTSWH3dDodKRunI0cn2Ol0Smmxz+fDiy++iFAohJ2dHdy7dw/f/OY3sbq6ilAohDNnzgj4GolEehjuDLC4DjR4xL1Bx19XKTBYZoCqk4MMnDQ4z2qqUqkkDiH3EYMGOtkM4BhY9V8P54ZBAEFd7kdd2qxZh/r9H4WhHWu9Dg0GgyQ6tc2gY67Z0rrCjs+S9qi/Uon2Re91DQjzWfB3fGZ81gTbeJ1MkNGO8jr4ubSf/L5ms4lwOCw9T2hDDQaDBDX7+/t49913EY/HRaKQLML/v1Gv1yUo4rwyWCTAdXR0JFrU7XYbDocDDodD2M4AZC+328cyWpQvNJlMIssyODjYwxje3NzEN7/5Tezu7sLv90vjdVapsZqC7GR+drlcRiAQkOfOPwQfOp2OsOf0mqGUYL1eRygUwsTEhDRDJUjY6RxrRrMCkNKKVqsVkUgE4XAYnU5HpMk+9alPCfjh8/kESNOgNNfdBzHk+Hsyt99//33s7Oxgf38f6+vrSKVSaLfbcmaNjY2JVGKn08G9e/ewuroqco26ioCAkSZaNJtNWCwW+b+2S5rJr89u/ptrlb2IOHTVFdcw/6aN1eeWrmylz6D3KUFBDRxrm0mbrisedGL0wzx4lhHAJqiumZv8w8QYgVratX7Aj+ce2f20Yf3ghV4PvAbaW7KstX/HZ8HXlMtlbGxsoN1ui/58JpPBa6+9hnK5DLfbDb/fD6fTKX3ggOPEyM7ODkwmE55++mlsb29jb28PQ0NDYjdI5tBECU0YItjvdDqlgpiVxZOTk3C5XGi1WiKJyPvJ5/PSsJlSNvrMMBgMsFqtUi1oNBqlKqZSqUi1hN57FotFfBWSdIATKT1W4u7u7oo8Vjqdlv00NjaGkZERuFwuqfrl3mOSiTaKbN+JiQk5H7UcYqvVgt1ul4pj3i9lYfx+P7LZLBwOB4LBYE9VCp8vpWQpA8bqbABStaYJU/RjSHiiD7i0tIRW67iRfD6fx8zMjOj3a0nZQqEAq9WKQCAg7HhWn2gJH01IIRD57rvv4o033kClUsHKygrsdjvS6TRisRji8bhcL+2nTvTyftnHStt37aNpAL3f36Q95vOiXdVysPQNNPmN302/st/OfVSkbLR947mi5xs48Q0ByPrQZDueh/RZOMeaJMP3ARCpL/YO0pV+/YQsbRN1rMrP4bpikpv3Eg6HEQqFcHh4KISsQqGAWCyGyclJZLNZVKtV6YPGGHJgYAA+n0/8AvYrcTgcQlCp1+soFouYmJhAq3Xcl2J/f1/iu4mJCTz++OOYmJjA2toa9vf3RQlAV92k02nk83k5V0qlkviHtD28z06nI9KErH48OjqS/h8k/3H+l5aWEI/H4fV6EY/HcXh4iIWFBUkgBwIB7O/vw+VySf8oJi46nY5UjplMJoyOjuLP/uzPxM92OByYmZkRny4QCEhl5SuvvAKXyyVx597eHp544gmEQiFcvnwZ3//+97G3tycJYsbhPI802ZT21GKxSIxL1Qcd15HksLGxISQAJm4NBoMQFylFSbIkzzPGnKVSCel0WvZAt9vtkUOvVqtif9xuNw4PD2G1WuH3+zEyMiKEIg7G7QCkkod4BCXatN1jReHQ0BCuXr2Kt956C+vr67BarZJsGR4eRjQaRTQalbMDOMGYeBZwMGHM/dmPTWmFFY0X6QTlRykePh2n43Scjn+o8aFIouggFsCPOGo6wOOhrhMvBMt0ZQqdTILC+oDToCQDI82Q18xVDTazKoJOo040EEyi08pARzP4eV06cNfgKHDSVJtMQl4zAXpKVDAwYSPS5eVlzM/PIxwO4xvf+AZefvllPPvss/jMZz4Dv9+P8fFxBAIBPPnkkyiVSojFYnjvvfeQz+dRrVbl88h2AiDOVadzLP+Vy+VkPlkSThCMLCIG92R5FItFrK+vS9kvA2idvCHbhdI6NpsN4+PjsFqtaLfbknjx+XyoVqvSXHR0dBQul0ucx0ajIeyW/f190TjV1UAE49isj/NKx5nN6gwGA3Z2dmC32xGNRsUZ49rIZrOyXtiMmmvGYDhpeMsmzhcuXMAzzzwDv9+P69ev4/bt27hx4waSySTOnj0rvRi2t7dFeoEMGgajvEbqhRNs0lJ0uvqFgUC73e5hIZLVxj1DgI9BAQFA7cgC6AmWGWAzaKYsE+9fJyAZbHON8dnTaWRwxp8RHNLMnA/z6LcFGjDUyeP+pASHBo7JPtQJ6f6KOv1zfp8GFmlHj46OGwwfHR1JtRqDGc3W5zNjAKa/QzMfG42G2JNCoYD79+/DZDru+TE/P49UKiVA1/j4OIrFIjY2NmCxWMTmLC4uijbz3zbIxKbET7fbhd/v79mfrFxj4MR1yoCoXC6jXC5jenpamrTqxpCU/srlctJwPJVK4Y033kA8HsfR0RHm5+exvLyM6elpkY0ZGBiQSpBAIAC32y2BG0cikYDf7xcWuc/nE+CAiXmd+GKzUGqPs8cVJQbY84j2hFrkly5dwsHBgSRRXC6X9HKgNjbPIQIPDPSZTOf60UMnoeLxON577z1sbGwIY54sQva8IRBcKpWwsbGBZDIp0hkE3rjmac90AlZXc2iQkYE5A3GuCQ30EfjRQS9BDF1pSrun9yuBBq5pri9eowYZeO3cx6wo0Mkhvbf7K1Q/zEMTVbiW9Fz0J4D12cP39yf3gBNJNX3ucN5pA7gG+tcYfRteC8/3foICz77d3V2pUqBM1o0bN2AwGPDJT34Sly5dEplRMmHPnDkjVcSs8trY2MDOzo5Ugu3v7yOZTMo5r8k8et3zOihTQ/Yrk8kESynPc3h4iL29PZFkdTgcUpXH5C19CJJHTCaT9Hfh52vJEvq5BIzGxsZgMpkEGKQfQwk/MnibzaYAbuFwWCSz9Jmnk2eUjmQloa5OLBQKIvl6eHiIZDKJRCKBYrEIg8EgiROTyYRwOCx9ZKrVKjKZjFwnkxeZTEZALIJhPIt4JtDPok81OHjcYNlkMiGRSKDRaMBqteLy5ct46qmnpJKRNnVw8Lh5O8+Zw8NDjIyMCOmASXT+m/f55ptv4t1338Xq6iqGh4cxOTkJm82GZDKJra2tHoku7h8dW2niGPcU9wX3jybw0I9jIhtAj93kv/l6xgKalMWqB70vuZ406UHHgx/2oe0P40TOL58LzwPtKwPoYbfTxgG9z5rVrtq/rlQq4lcyYcOekYzJmMTj+uC+5vlOQgzJVgMDA9KXqlarYWdnB2NjYwiFQojH4z1N6W/fvo2VlRWEQiGRuSsUCnLWBgIBqW7rdI7lykKhEN577z0Eg0Hpgzk5OSlN4pvNpiS12Q+EUqGpVAr1el38tbGxMdjtdkxPT2Nvbw+xWEwqLuhrxWIxqQRi5QXjL1aQVCoVXLt2TWLVdDqNyclJeY6Ui1paWpLY1GazIR6Po1KpiAyjzWbD4OAgZmdn8c4770gigrE/AGxtbSGVSonc4tLSEs6cOYMHDx6g0WiIn1csFgW3ePbZZ3H16lXp17S2tiYJYbvdLsnZsbExZLNZSW5YrVYhS5FwxP/TFpDceHh4CJ/PJ1VExAjGxsbQbrfFzo6MjIikWiQSEcIUiZi5XE7sKRMWlAau1WoiP2exWOD1ejE/P4/9/X2MjY3h7NmzUq3N+ep2uz2JmlqtJrLA9A263a7Y1IGBAZEHffDgAb72ta/h6tWrcDgcUvlz5swZ7O7uCvGSZwJjcG0j6Z9yr9In5L5qNBoyV1TrYOymfUraiNNxOk7H6TgdP97xd0qifOlLX8KXvvQl7O3tAQBWVlbwu7/7u/j5n/95AMfgwW/91m/hK1/5CprNJj75yU/iT/7kT+D3++Uz9vf38cUvfhGvvvoqrFYrvvCFL+AP/uAP/q80G+nMaSYcDzkyp3T1hwYQtWPJwxPoTUZwaFYOAwYGgpohyush4ELngY3cdCBP5kCtVhOgCjg+kAnSa1YR36O/Wx+cdH4J7OhEEIMOnexhGS1w3GB9bGwMDz30EDY3N3Hjxg3k83k8/fTTeOaZZ6TB+1NPPQUAuHDhAq5du4a7d+8ilUoBOJFlovY0A0Or1Qqv14tmsynOrpanIOhdKpWEcRQOhyXwTSQSwsKenp5GNpuVYJGgGgBxKOv1ujBFotEoRkdHpSEdg2NWmwwMDEgj+ImJCXS7XQmIyUS0Wq09862dUzJaGKgzSCBTHTgBZAhgavBuYGBAgFsm1RqNBh555BE89thj2NnZwRNPPIGzZ8/ir//6r/HSSy+JfAQZicBxAmV3d1fml0GKTkBoUE4zxSgJxH1EtlN/yTCZkmThUjqCQZvRaJRkEQM0Mnc4P7pkGThh0vA1HFzvnCO917g39f4FINVQWq7nxzl+Wm0g50mvKTro/YAC95pmDnKNaNaSTtzSsac91Ux+srJ0fwfgJClNW6ftF/tv8Du1faZUBKWUtPTc0NCQVGklk0msrq6KPbLb7chmsyJ7ZbfbEY/H8eDBA5FvYTWJTtQAvUGGliYBIE2ZCaTz3jgnOoHBigYGcLrRpE4o8HsJTiSTSXz5y1/GwcEB3G435ufn8eKLL+LSpUuSkGCDeaPxWN6GATufMdd8uVyGx+NBpVKBz+cTmxUOh4V96HA45PVra2swm83yMw1E9yeJyXYmcDk5OYm5uTkUi0X4/f6eNUx5h2KxKJWBBGTL5bIk9LkGOSe0z6VSCTs7O3j99dexu7srwfr4+LjYG+pR7+zsYG9vTwJ8zosOJvuTgDpxQVkJApKsbuJz4zmkk4q6aoR7Qa9Pnk88m2nf9JrTFVt6L+vX0afhPuT64RzQjnMu6eN80Gd/WAfthbZNPMt4TvH8o93TpBpdRQKc2AU+O/pi/P3IyIg06qZUKpMROsFCO6HlRggsamkwJgwHBgYwMzODYDCIwcFB3LhxA8ViUWRACJ5Ql35gYED6cQQCAbhcLrz55pvY29vDzMwMpqamYLVaEQ6HUSgUBODjWaq13HlfBoMBxWJRqnZZQcLKByZYXS6XgIL8PCYmLBaLSCvq/lBMrLRaLZRKJUns8rutViuMRqNIHfKc4rzqOWaiitfU6XRQLBaRz+fFz9AkAvqIAESPnnuU/li3eyx1xUQSE6qsSqEPQ5lSm80m95nJZFCr1QBAAFDKDet1wfhBV6DpyimbzSZ+KsGxlZUVfPrTn4bL5RLJIQ2ecb4p0UY5XAA951C73UYikcDLL7+M73znOzg6OhLwt91uI5fLIRwOCwkHOJHz1Gce57Q/Aa39MU2C0KCjTk4yqUXgn+/T5xy/g5U09AXo0+jzioNz85NIpPy0+YCcb22nSDDifFEuCDjpi6eTXZw7XWmiq/pqtZrYLe4J4MRHqNfraDQaUunb/5xpqzSRpL/SiJJ8tKW1Wg27u7twOBywWCwoFosYHh7GxMQEwuEw3njjDXzqU59CrVZDNpvF+Pi4VBHHYjGR+BwbG0MqlcJ3vvMdtFot2Gw2LC4uyh6t1WpwOByIx+NwOp3SH2NnZwcTExMwGo2YnZ2VPbe6uirxCnvJlUolRKNRuN1u2Gw28Uu4riuVCmw2G4xGI2q1Gnw+nxDfYrGYVM0ODAwglUpJQkGf45OTkyLrRf/C7XbLs6Vsld1uh9PplMQFZcjox1FCcmtrC4eHh8hkMjAYDFhYWIDX60U6nZbEBvfc1NQU/vzP/xxvv/22yK4uLi4ik8lIpebKygoKhQJ8Ph9GRkbg8/mQSCRgt9tRq9WkisfpdMrr8vm8yFUzOc61XCgURNqNyWFWDxLXYNKt2+3C5XKJn8Zr4t7IZrPiCz366KO4dOmSyK+xF6vJZBL/nfvKbrcjkUjAarXC4/FI3MuhiWRMit+9exf37t3D7u4uPB4Pzp49K3vx8PAQW1tbkoTU/lm5XBYfg7EP75vfSbvIhDh9B+5f+ps8FwAIxnE6TsfpOB2n48c7/k4eWzAYxB/+4R9icXER3W4Xf/7nf47Pfvazwgr5jd/4DXz729/GV7/6VTgcDvz6r/86fvEXfxFvvfUWgGOH69Of/jQCgQDefvttxONxfP7zn8fg4CB+//d//+99E3TyyVRhgKXLysmyYaDU76xqUEKz2DXgwcOun+VpNBoFONcOvU6StFotOBwOSXBoximDRh308ft4yGowiK+hg6adaA0YMbAkcEUnmOxcHs7tdhuRSATXrl3Dww8/jAsXLsBkMiGbzeLWrVtIpVIoFAp44okncObMGczPz8NkOm7wRkbOa6+9hng83gNGkKXNwR4hZFgQnMzn8zKHWiKI4FY6nRYnhOzoqakpke4ig5Ml3aOjozg6OkK5XJbAbGhoCFNTUyiVShgZGcHe3h6SySRmZmYkKUAZi0qlgrGxMdGCrlQqwvhuNptwu93weDzy7OlEDw4OCmOn3W6LTA6fWb1el+tngoPgMQMQsp4vXbqERx55BGfPnoXX68Xg4CC++tWv4hvf+AbK5TJGR0exvLwsDfvu3buH9fV1cSoJhvL7AUgwr3/G9d7P/ONaYjNlrjc6m2RwsrcNAUvuDzrfGvTgXuLz1brJ2qGkbj0dRg1o6YBeJw51pQSDtUql8ve2KX/b+Gm0gTohp5Nj/SwkLZugwUIyoAiIAb2N6XVyTbO4Od+0b9z3XA+8Jp3cZdBMEJMAimZ4U6O+2WxKUAWcBPta4zcSieCtt97C5cuXMTc3J6xgNqZnD6XNzU3YbDYsLCxI3wza8f4Ag/OlwWqCYXrfcK77WV78ORlq/Fmn08H9+/eRTCZhtVqFndZut/H1r38d+XwebrcbxWIRzz33HILBoOwR4DgRrefg6OioJ5BioiiVSuHMmTOwWCwClBD0IkvQaDRKc9NCoYB4PC6NXPncaW/Z9FMnJtnXZnBwUEC//sHgjrYSOAbCRkdH5fW8HybLstksYrEYwuEwIpEIbt++jZ2dHXkNz1Sj0YiJiQlUq1Wsra1hb29PWK1M2mpJIA0s6cGfcz0xsaN7mPBvgsM6qURghTaXQBbPL36nBut5TWQOc2/RpvHfOkmsE03aV+knVOgKI/75SSSTf5oG50P7Y/0kGp5NBP0AyPPiGqQd4tzT9nHfc9/pPcK10P+d3LNcq1rSjtes9zafUS6X6+njYbVasbW1hZdeegnVahVPPvmkACUaWPH7/TAaj+VGzGYz7t69i0gkIj2DmFSkXCnnQsuJ6Gpo7iNWUpBlq9fUwMAAXC4XAEhCg2xp2t1u97jqjn3r3G43stms9I3i2mZlMv1l+qbsdcB9Rh+alcsWi0XASpKVYrGY+IBazpK+NqW+NMGAZCXK/LAaT9t3fU6USiVUKhU0m000m03pO0cgjNfC99CuUF6NTO1yuSznpdPpFJtdr9eRTCYxOzuLK1eu4PLly1hcXBQ7D0AqXeiL099uNpuIRqPiH2qp3VKphK9//ev47ne/C6PRiMXFRfh8PqRSKcRiMWloTeIVq9npw5GUQ3+QZ7tOEumhAXqSW5gc0VUu/ZI2fFbcYwSSGfv0qwlo+8k//SS4H9f4afMB9f0CkIQ9/09fgTGUJhnqvcxnw7Oef7TvQz9RkwkODw8lrqNcMXtf8lwCTohkBPJpk0jyYCUbv3dkZATJZBKbm5uYnJxEu33cXLzb7UrDdvbxSCaT8l3j4+PI5XI9RJFHH30UJtNxL4+trS2Mjo6iXq9jZWUFnc5xI/ZLly6JNOrBwQFarRb29/dRKpVE/oqxIpuq37p1C9PT0yKxzJicoD6ltkKhEILBIFZXVxEIBODxeFCtVmGz2XDhwgXp32YymZBOp6UfaDAYlAqfSCSCUqmE0dFRqW4YHh6WOLdcLousVyqVEr8DOG4Iz7iPFboOhwORSATPP/88bty4gY2NDbEJ7777Li5cuIDt7W05q37wgx9gbGxMCDflclkIhgMDA4hGo2i3j2Up2XeEPfwY68bjcaRSKYyPj4tkF3Dcp4WJMs6Z3W6Hx+ORRMvQ0BAymYzYVsqcUVKLZ6LL5UIymUS7fSz5GggEUCqVsLy8DI/HI9Jk3/nOd2AymURy8oP8+FarJRUv/b4j9zJtU6VSwZ07d/Bnf/Zn2NnZQb1exyOPPIJms4lKpQKv14tr166JBDDtvpbj0slo7j3aQe5h4gW6mlaTO/tjeN7L6Tgdp+N0nI4f7/g7JVE+85nP9Pz/937v9/ClL30J165dQzAYxH/7b/8NX/7yl/Hiiy8CAP77f//vOHfuHK5du4YnnngCL7/8Mh48eIDvf//78Pv9uHz5Mv7Tf/pP+O3f/m38+3//73sYvX+XoYFYBrP9CRMN7tPZ5s91goWHDoFZ/hs4YTpphiHf38/A0sC0dlapjcrr1eAzA3neD4MWzSSlVBEPVgb9BE4Y3JjNZgnweDDT0dXBsg42YrEYjEYjCoUChoeHhaGxv7+P7373u0gmk/j4xz8Oj8eDsbExOJ1OnD17Fna7HeVyGS+//DLq9TqsVqswJjl/9XodkUgEBoNBQDw67fl8Xkpa6QQwmGRSgUxmBtxkLnk8HoTDYQnK/H4/0uk0AEjlis1mw/nz5yUgCwQC0piVCRjd7FJXslDDlIxzNlSlowJAGt3bbDaUSiUBDygjpB0xzgcDd64n3o/P58Pi4iI+9alPIZlMSh+Ft956C6+88gqq1SrOnz8vTQFTqRQODg6QTCZRLpcl+CV7mmuMoDRZZHQQuZ44VwQfgBNZBN47Jbe0g8dglokxnUAZGhoSJ5DrmUG9DnwZjHENa7aPDor1HuP9cR0TsOB6/r+p6vg/jZ9GG8jAUzNHNYhLcFAnufg6PhfgpLqCc81nq+dSO/n8jn62FH/H9cXP5jPWiV/t3BNsJBBN6Tjaacqs9F/P/v6+vN7tdktT3FwuJ0mYRCKB/f19rK2todPpYHx8HJOTk8Lo/j8NDajp8bcx/PU5QRvcbDZx7do1fOUrX0E0GhXmMIP5Vuu4iWYymcQnPvEJPP744wLYUy7x6OhIEkT8N5NR7XZbWHU2m00AO0qqaWCX+zqXy2FiYgJut1vACCah+YzL5TImJydl7rkHgZOGm3zm+tlzndHW60HglWAKE93JZBLf+c53kEqlRJd/b28PIyMjApZS1s1sNqNQKODg4AD7+/s9gDnXBxPV3A+0T/V6XcAQAGKjNWjHdc6f6T2lGdAaJOxPymmQsf+s5Wfo6lXaRJ2o5GfrYJhJTV0NyGfavza1XM6HdeizAUDPc+sn0OjqKvpN2hcxmUwihcSzkP4ccGIjadccDoeA3kyU8Fp4XTyPmazWz1Uns2lz6UPUajUEg0EsLCzg4OAAf/Inf4KhoSGpSNHVnLwOm80Gk8mEqakp/NVf/RW2t7cFkGSlAn0uVlOMjIygVCpJ8pF+KvdCLBbD4OBgjxRXLpeT3nVkb9dqNZRKJan0KxQKAph7PB45pzgfwWBQ/MJcLgez2Qyv1yu9BShZo6t2Op2OVBuz6gOAgFicU8rj8DlR657SqfQ5mGxtNpuSmKHuPn1SfjZBYlaT53I5dDodqUDh8+U6MxiOG0vzudIvoswifSFeH5nOrMZ+5JFHcPHiRZw/fx6zs7Mwm83IZrOw2+1SbbK4uCjnA/00+uOaMFEsFvHaa6/h2rVrePDgAYLBoMjbrq2tSW+Hcrnc0z+RfhV7ZOl70xX5mrzF15M4pMlsOmnFuInEDf4MOOnTRl9BA/8ApCqKtlITPXgtPykG9k+bD8hzRs+prgjWFXg6Ca99RJ5xJB9qUJd+GhMsmghAW8i4mutQPwtWl+hKJJ6/mojC//evD8ZqTOQwbiuVSrh69Sqi0SgefvhhtNttkWoiMN7tdiVhy/6eL730El5++WWJ7dh3qtPpwG63w263w+/3Y3p6Gl/96ldRLpeRSCQQjUbxz//5PxcZU/Z9ZNVWMBhEt9tFtVpFqVSC1+uVeJfSq53OcV8mVtvWajXpmxUKhdBoNOByuTA0NIR4PC44xejoKCKRiMgp0qfXSZJKpYJqtSq4wcjIiPh95XJZ/CjGeTs7OwgEAvD7/fB6vQiHw3jw4AECgQCA4/g5HA4jk8ngvffeg8vlkvNxYmKiR9qM30e7Q1yCeEA+n5e+VUzy+nw+qfygr+rxeGA2myWxS5WJqakpIR/abDapIGISj5Us7JfKdVqr1VAul7G8vIyPf/zjCIVCcDgciEaj2Nrags1mg8vl6vFRtT/BZ0uftX8MDAyIfOTrr78uPVAsFgv8fj8CgYAQQaPRKJLJpPSoAk565TAm1xLUxE+0/6BjEF2VR3+DyaT+WO90nI7TcTpOx49//L2Rxna7ja9+9avCjrt58yaOjo7wMz/zM/Kas2fPYmpqClevXsUTTzyBq1ev4sKFCz1lzZ/85CfxxS9+Effv38dDDz3097oWOvwMjIAT0IHXSlCi0zmRLuqvNuFr+Xpd0aFfp6tNtONJUFxrv2pGOIMQOq/8LgI/+pAkQKK1LvmafrkRJlUopUVmOHDSn4WSYTabTX5HzX829RwZGUE6nUYmk8HU1BQmJiakRDiVSuG1117D6uoqzp49ixdffBGPP/44AoEALBYLnnzySSQSCbz99tsYHh4WZ4n3qNlSDIzpkPFvo9EIl8slbOrDw0N4vV6ZC4KBDITL5TJarZYwpRl80zGh5A+Bwhs3bmByclLuvVKpCCOKAXo8HkcoFBKnHYA0DnS73bBarSiVSshms/D7/fI5BBg0cExJCH6frgxh4MdETTAYhN/vx8MPP4yVlRWsrKzgL//yL7G6uorBwUHcunULVqsVy8vLMj+5XK6neTzXKdmzrMzSLGwdpHJ9UDKDz4DrUYNFZIlyDevnqcFwDRgShOB+JGhFB5XPVQP5OoHzQUlLvU/1nqfjzgTNT4KB2D9+Wmwg557PhmwlPod+O6dlgPj8Poj9zgAaOAF7dcJFl7JrHWF+Pz+He4vBPocGO/kMmagjwAVA7KCW89BJHgaJ7777Lh577DGR0qLt5Gfl83n89V//NW7fvo1z587hYx/7GObn53tkXvqHwWDokeT62+af9gwAkskkjEajNIpPJBIoFAq4evWqsKQJDtCu+Hw+HB4e4syZM/jsZz+LQCAg4JzBYJDELu/J6/Wi0Wj0sIYLhYLIJ/BcIXORGtNMdna7XWSzWYRCIYRCIQE++XxoEyjPwcQ6AQwyA/UgE46Bsa7coaQFGelk421tbYl2eKvVwptvvol8Pg+PxyPBK8HhQCCA0dFRpNNpkWJgkDs0NNRzrhD4JqtdB5P9pAO9btl4VFdOcQ/oKgXaPIJ8mvjA+yWIx7NbA+i0r9wH/fZKJ3E6nc6PVAvo15GBy0oHLbfCBN1HYfC5a7CWc84zUEsWapvGs0rLX1LSSpNxmLggG1SDH1wXfCZce/xuoDcJrcFOkgK4VoxGo8hNXbhwASsrK3j33Xfx3//7f8dnP/tZPPvss7K/eC+jo6NwOp2w2+2YmJhANBpFs9kUVnW3e9xMlw2LM5mM9EMiCYVrifZgeHgYuVxOKnK5loaHh+H1euFwONBqtTA7Oys2jGQNs9kMm82GdDqNSCQCv98ve9RgMAi4qRM7qVRKKiqMRqOcVfpcD4VCIvNCyVWShJhYpp3kHiLRhY3t+fN8Pt9TRcfnwP16eHgo8qh8bq+//jra7bbMB6+Va87pdMJms0kyhuAze1ppIgq1/pkwZ3Ppixcv4tFHH4XX6xXffXR0VCTZgsGgnGtWq1WAQ93Imdcbi8Xw8ssv45VXXkGhUMDi4iLm5uZQKBQQiUQQiUQkEcPr0mueBCPgpK8Q/82EEiuQuM51ApHrU8dkOgFCG8fvZ0xAn5n2kn6B/n7t3zCRrm33T3r8NPiA/X6bThjz7OpPdNFf66/wYUJEk5r0GcTXa+Y/AEk28lzr/x6gt+qZtlrL6HW7Xel50263hURDu+hyuUTKMJfLoVAoYGNjA+12G7Ozs5iYmOghetRqNSGPDQ0Nye+eeuopbGxsoNvtIpVKweFwSGJBk9vGx8cxMzODo6Mj3L59G+FwGG+//TZyuRycTqesefZ7stvtGBgYkIRCoVBAtVoVEl65XJYKEkqTNRoNFAoFjI+PS9KBvUxGR0fFdtCfcLvdkhhhZQf9H/b01BLX9Hu4v2nn+blutxtHR0dwOp3Y3d1FpVJBLBaTJEkul0O1WsWXv/xlOJ1ONJtNsUOUadTJcrvdLn5nqVSSeJ7y3rRNnG9WMdGPK5fLPf12LBaLVJdUKhVRhahUKigUCigWi/D5fEin03JeU3a8Xq/j0qVL0vfm7NmzaDab+OEPf4hMJoPl5WVcvnwZgUDgA21Ft9uFw+H4kZ+TQFmr1ZBIJPDgwQO8+uqr2NzclMSax+OB2+2WHqy5XE767nB9EWfi+qQvyniXe4JnH/eMJn1ovErH4roqlvdyOk7H6Tgdp+PHO/7OSZT3338fTz75pDQ7/Ku/+issLy/jvffekwavevj9fiQSCQAnDW/7f8/f/W2DwS0H9UM5NNNds0Y184WHD9AL6AK9DYw1457BLJ0yBgEaZNGALb+LhyAHGWKUqqLDqoN+JkgIXmnQh2WcdJZ1AoXBBZMWvM92+0QqRzc5ZRUHkz90dOmE1+t1AcNyuRxmZmZw9uxZCdii0SiuX78uuquhUAhmsxk/+7M/i6GhIWERz8zMIJlMYn9/X9htLPutVqtyj2SX0DEYHh6G1WoVR4oVNWRCMmCixA7vh8FaMpmE1+uVBnrNZhNOpxPpdBrtdhsHBwcoFoviPLIBIh1KAOL4UK6B4Fo+n0culxMAZX9/X4DFdvu4gT2vT7MgCagCkHXG4OPixYt49tlnpUn1o48+ivHxccRiMVy/fl10l10uF6ampjA0NIS1tTVsbm5KYKqroTR7TzOwuSa5bnjdwEklg9FolOSR7m+hAygGaPwdgx6uc64dPiM6gXT86fBxnTNYo9RAf2JSM+EYSPDeGKRzXgmK8Z5/UuOnzQb2s9x1IpnM3/5ElA5wNfCsBz9TM550LwE+Px1o9ydOaJO5BjTIqB1+gpisCtNBPpmLTCSw6SeBcgbw0WgU29vbWF5exujoqLCaqUfd7XYRDodxcHCAWCyGbreLQqEggRQHE6u6BwpwEjz1J/O4LgEgm82KzWM/JcpuTU5OSiKDwSjlBFwuF3w+Hz7+8Y9LU3gAkuDWoAD38cHBAYaHh+H3+3sqTxwOB0qlEg4Pj5toxmIxmM1meDyensQwewGQ+UhW8sWLFyUBQICT0hgMnHm26PXEM4zPjeeoxWJBPp9HMpmUvjXsX7K3t4dSqSRgJPXA0+m0ABNOpxOTk5PSa4QBORvX8xnQBnKt08bopAntDXCSkCCLnOtfJwF5Nml/gUkKgnxc/7RrfEa0w1wnnBftk+iKVY4PqhTTPo5OcnIf6T3L58Ck5Yc9gKYtY0Kdc8Q1yH/T3uhqTLPZLMkO/p72hclJAPJMaf/oazHJyWfAM6vRaMie0D0fNONarzHtWx4eHsr3FQoFvPfee3j66afx9NNP491338XXv/51DA0NIRQKYXJyElartadReavVgt1uxy/8wi9gYGAAb731FrLZrDSNZ68A2nFWVBBgI9GD/+9nyTIJzIoZVgmurKyI/BYrYrj+2Zh9YGAApVIJ7XZbGLm0+ZSl4Vzoc9/lcomM1dbWlvRUYg+CTCYjTYD53AlmtdttlEolAVLp8zkcDtRqNQFD6Q8SuKVkCv0NMp9JlDk6Ou4RNTExgXa7jXw+L2uRICElIckO15Vy7JHIa6T82rlz53DhwgVkMhkkEgk88sgj8Pl8aDabcDgcMJlMImu2vr6OQqEAu90uvVyGhoYEGHznnXdw8+ZNfO9734PRaMSVK1fk++LxOKLRKGq1mkht8XoPDw/Fv+b98/wGeklq3F8azNMEMU3ooi3lZ+j1Tx9ZJzO5rykfqwkZXF/6M/pt6U/K9v00+YBMZvF86PeJuY+03QF65XF1Ipf7vdvt9kiCAie+Jves9jWHh4fl9ZqYxXXR/4w0uYefw6p5+j+8B57t7M/C5GOlUkE4HMY777yDbreLmZkZSexyTrXNB46TI08//TSuXr2KbDaL+fl5RCIRbGxsYGlpCX6/X/bw008/DY/HA6/Xi+9+97u4ffs2KpWKxKqsBovH46jX63L/TqdT9gB9N510YUP4dDqNcDgsiV+DwSBN6CkxCBz3y+h2u6hUKrInmFwtFotYWlqSvkqBQAD5fF7ON55Tg4ODqFQqQkyZm5uT3iFcB+wd2u0e9wVlVdnBwQE6nQ5cLpd8DnBM5qlWqzIffF4TExMYGBjA3t6ekCOBY1+r2WzC7/fj4OAAdrsd29vbqNVq0jfFaDRKAimRSMBmsyESiUi/rXw+j1arJQRCnsFerxc+nw+zs7Pwer3IZrN4/PHHsbi4KKSIe/fuYXV1FQsLCzh79ixCodCPkIHo0x0dHYl/QD/KYDiusKxUKrBYLHj11VfxxhtvIBaLSWW7wWDAxMQE/H4/isUidnZ2kEwmJY52Op1iFzW5ht9L+8bnz+/VPqiWyaMN0H4lK9O4Nz/sPuDpOB2n43T8vxh/5yTK0tIS3nvvPRSLRbz00kv4whe+gNdee+0ncW0y/uAP/gD/4T/8h7/193Tq6NhxaHa1Zldp6RkNUGiWkwZ6NdNes7E1mPFByZYPCjoInOiSeH4HAzOz2YxqtSqHO7+bgQOZfrzGdrvd04CRDgDvnaCkZvYxucDAVPeT4WHMCox6vQ6/34/z589jbm4O6+vrePnll7GxsYGLFy9iYWEBzz77LF544QUcHR1hb28P09PTqNVqeO2117C3t4dyuSylvoeHhzCbzfK8WM5Mhy8ajcp9kqlC/dWpqSmMjo4im82Ks0VwMZlMYmpqSuaaFSLDw8OIRCLodo8lbEqlEsbGxmC1WgUsZJB8dHQkTejImgQg18j/01HnXGtAjWAJnX6CsgSlA4EAhoaGMD09jRdeeAFPPfWUPCuLxYK9vT185StfwTvvvAOXy4VQKCSl0rVaDRsbGz39PghCE9DQkhLAicNFgIZrXLPOGDwR9NSgCcEkyl2QuU9pHJPJJOAEv5dJGp3U04Ev1zrnn/uTIJVO2HBP6YolAhwE3nWDWe6Jn9T4abOBnHMGXnzGOvHBPaGdbF1JQjtB0Jjzzf8TOOoHgWkLCY4wGObz1telGdz8bILR/DwGktoWMknMAI2JY8244lra3d2FyWTC4uLijwBpXDcMat944w1sbW0JABgMBnF0dIQf/vCHmJyc/FsZodrOVioVYd8lEglsbW2hUChI34/Z2VkJCBcXF6WMP51Oy75lE852u425uTkBlNgcuNM51uxOpVKIx+MYHR2Fz+cTZia1omnXut2uaFJTZsdgOG4WTXZft9tFKBTCwMAAbDabJMBnZ2dljtjwk+cnWdJut1tsG8Fksq7HxsZQKBRgs9mQSCSQSqVgMBhQKpWwvr4uclzs4TQwMCBNq4eGhmA2mzE5OSlMTEpHMHBPJBK4d+9ez30QcOF5yjOXa0InIFjVApxUdxI8oo3WrGuuQ55btEs6WcsEIG0491p/XxZeB20xr5HMeCbFuW94T/3Bs2b66vvV+7GfKfxhH9rWEHDT4J8mN+gkvJ5vrnMNSFgsFulj0e12xS+jz8nzjWtKV6Ly/QTQeR4CJzabzH6yjZmoBU4kEA8ODnD16lWsrKxgfHwcq6ur+C//5b9gYWEBv/zLv4ynnnpK/EiCVMViETabDefOncO9e/ekf9DOzg6i0ajs7U6nI5KCXIuU9NIkCK43+kyFQkHATKPxWNJmY2NDmjIbjUZcvnxZktjsVZXNZjE2NiZa93t7ezK/unKDlSy099VqFQ6HA8ViUV6vGcEksLhcLtjtdtTrdZHostvtGBsbQzabFd/CbDaL1BQZ0PS/mJjnmdNsNoXcU61WpXcBqzRoi1gpzeo9Pg/dcJ6MbZ4JIyMjGBwchMVigdVqhd/vx8zMjKwV+kdM7E1MTEjSY3h4GBsbG4jFYjhz5gzGx8flWoeGhnDz5k380R/9EbLZLFwuF+bm5kTmLB6PY319XaR0ufb5Xfxu3gfXOdcqE7Q8izUJivaNSet+UoUmF3GP0n/T65/X0L8udZWETgTQLuu9pG3Aj3P8NPmABGd5/mgpJ86d9pfo9zFRpVURdGUl55P+Gs9BnjusQuL7jUZjT59Hns20TbQj9PkYD/D849nF13E9Uf5pYOC476XT6UQmk4Hdbpd1884772Brawu/9mu/JnJeulJjbGxM5uvw8BDj4+O4cOEC1tbW8MYbbyCXy+G5555DuVwWIN9oNMLv98Nut2NxcRF2ux0vvfSSVDkzKbu2toZAIIBIJILh4WGUSiU8/vjjKJVKKBaL0iuJlXdM6LJycGtrS+bOYrEgl8theHgY2WwWQ0NDsNlsGB8fl4QH+292u8eVhVSQyOVysNvt0m8JOPYfstksRkdH4fF4UC6XYTabUavVUKlU4PF4JEFpMpnEbkYiEenXUalUMD09DYfDIfKOAwMD8Hq94oO128fSfZw/Pj/6lp1OR86kWCyGTqeDXC6Hg4ODHgIn7bDVapWzLJ/Pw2QyYXZ2FhaLBWtra5KwGRkZwdzcHGZmZjAxMYGJiQmpAqlUKggGg6jValhfX0e73cb09DSsVitCoZCcHcQedMUocGyfmIxyuVxC9jEYDHjjjTewubmJGzduoFAo4Ny5c2i1WggGg2LPc7kc9vf3RW6WFYdMOpGMwZhJJ4mBE5lZJlnoY9Lf0wQZncxkNaJOypyO03E6Tsfp+PGPv3OEPTQ0hIWFBQDAlStXcOPGDfzX//pf8au/+qtS+q5ZOMlkUli+gUAA169f7/m8ZDIpv/vbxu/8zu/gN3/zN+X/pVIJoVBI/s/ASDPYeDADkAQDgQgN9ukEjHYieaBppimHZt9qIE8fwJpdSCeRBz9wAnzr5A6BFoLWvBbNsuQ9aXatZkTy/3w/D2I6sQTl+B4GSrqSgY4uG0uyuVwwGITBcKz9WqlUhNXh8Xhw9+5dfOpTn8InP/lJbG9vS8lvNptFt3ssXaNLihlg6sQDWUYMqFutlrAW2bODLBBKk7F5NFmMlJ6o1Wowm82iQUpmXbvdhsPhQDabFXYU9fUJkuhEAJ+lZmuREURGeLvdFv30/qQbP4fO5NDQEGZnZ+FyuXDx4kU89dRTsFqtyGazKJfLuHnzJt544w3cvXsXbrcb58+fh81mk6qeZDKJQqHQA0DrqimuaeCkMoTrnWuQzFH9Oj6HdrstUhkMYLhvyIzhffLzyODUwBATNnT8uL5YSaKZwBrg5DXxnvpZ4VpuhQ4lf0bGm96HP4nx02YD+9cr56WfmanXR7fbleo1Btsa6NC2qB+45fxyrvUz1zZW/62TMizjB06qlQAI+ANA5Ls0iFYqlWSdM1DQ/XW4VtlE3m63S0NIVpVR2qrRaGBra0ukoxKJBBwOByYmJnD16lU89thjP5JE0XaAc857YU8ip9MJn88Ht9stCQiyroeHh0VOkJJYZC8ygGy320ilUtIMlkFePp9HOBxGOp3G2NgYXC6XVIVQI5pyFTabTRIB3GOBQEDs1vDwMGKxmCSSmRDx+/1IJpM4d+5cD6uV30/bzWaiABCPx6WZMqUgotEo7HY7Dg8Psba2JrKLOzs7AhxQ+oAggMvlgtPpRL1ex8TEhFw3AZtwOIxwOCzVgARfGCyyYlEzXAkYaVuhQSD2m2Gyg3IeBHdoPzVYrpMtPGd18pZDEy36mfzcC5p9qPuHAZDzm6/vT1jy/7wPficBSF2R8VEY2s5p+6SZnEy68xlzbwKQZ8+zkucK5VUoYcOzTwPEPNuAE2ICX6+TyroChqAKfR8tM0Y/TLOz0+k0dnZ24PV6MT4+jkwmgzt37uDo6Ag+n08aLnO/Dg4Oolwuw+fz4eLFi8jn83jmmWdwcHCAO3fuIBaL4eDgAADg8XgwNDSEg4MD8VFYkcxzgtfPRCL3FueSPgOb6DYaDdy/fx9erxfRaBSHh8e96LSPx+/i+2u1GqxWq4BjBAK5ptPptOxjytJSIoVJ2IGBAWSzWXkuuhqCfW74bwLN9GN0kt1gMAgAzGc5OjoKl8slCRFKnjHhbDQaUSqV5DkQLOO98LVch+zfYLPZRAptZGQENpsNU1NTUmU0OzsLo9GIVCol9j0ajcLr9SKfz+O1116D2+3G7OysJMvff/99fPvb30aj0ZD+DpS0jEajUmnN2MZisYhErp5fAuhc77r6EIAkkXUFv648AE6k2PistY/GRDdBaZIm+L5CoSDzC0CepY5XdJJcy9cwDvxJjJ8mH5DPkH4196SeZ+3HcY5oi7SvxXXMZ8b9o/1J3XeH38U4QCepaVt5vjLmJelAv5ZrTFercC1yL7LPSKdzIlNqtVoRj8fhdDoRi8WQy+UE+A+FQpiYmJCkDGOl0dFRzM/PIxgM4tKlS3jzzTd7qhTOnj2LpaUljI+PAzg+RxwOB86dO4df+ZVfQTKZxN27d7GzsyPJ3YODAxiNRmQyGRiNRsRiMZTLZfj9fontTCYTisViT3+qQCCAYDAoCVv2j9K9koDjCiVWE7MCDgB8Ph92d3cRj8dlvpkoYTKZDegzmQzcbjdKpRLK5TLm5ubk2TDO4n5k1Qx9ZSZuaPOIK5RKJWkQ32w2ce7cOWQyGTnPpqamsLOzI7aWiYlUKiWVSyQdnT9/XhLdRqMRZrNZ7KnH45EYEzhWZpienkY4HManPvUpPPTQQ0JcAk6SCZFIRPrqTU5Owu/3i+xYPp/H22+/jXQ6jV/5lV+Rim6uOVbQ1Ot17O3t4ejoCKurq9jd3cXrr7+OSCQCk8mE8fFxlMtlLC4uSiKm0WhgdXUVa2trck20V4xtddxGf4O+iu77Sj+CPiGJcdq34DnFdUO/tJ9oczpOx+k4Hafjxzf+r2mKBK+uXLmCwcFBvPLKK/ilX/olAMD6+jr29/fx5JNPAgCefPJJ/N7v/R5SqRR8Ph8A4G/+5m9gt9uxvLz8t34Hy1T/tsHAVzMveQjSIdMHFw9iDWTQkdCJCB0MazYW/yZwqMEZOp0M4Hh46UbJLFkm65VgDa+ZzgKdDh0Y0CnWcke8D76OIADnQjflZJBPB5r3rsEigtUahIrH47hx4wYsFgtCoRBmZ2dFI7Ver+MHP/gBwuEwPvOZzwgLaHp6GgaDAR6PB7u7u/B4PJLQiMfj4rTTYdfl3bxugomUcWF1CueMz49gfDKZlGddLpeFOTgyMtKjk02nnWxKsu84P1peigACr62/wogOkH5GZBmy5wCrTwYGBvDII4/I/dXrdayvr2N1dRXr6+vIZrOoVCqYmprC+Pg4TCYT0um0NP/kvWuQQH8nB5MnfKa6yoqOmWY3a+CdgLpm5TJRodc+S5NzuZw4b5o9yH3DvdZoNMRJZ8UJr0EHvf17V9safibXpZYQoi3Q++QfYvy/toF6vWpwgnOvk69cC9w/uhKOz0JXqJClxvfrNaD/zb2inxuvS0sO8X3cf7Rf/D2r5gg6cb/pShpeM99LqQICBNVqFXfv3sXy8jIWFhaEUZhMJjE6OirVIFarFYeHh3j33Xdx//59DAwM4OLFiygWiwCO5VZ0tYg+W5iwZUBTLpelbwefgdYDZ8Nlshh135B0Oo3NzU15fb1eRzabRTqdFj3l8fFxpNNpAcWY9PV6vcjlcsIApGwigcRutyvyO0wgE1DhHqRNJsCo2W1sOEwQsdlsYn19XQDhg4MDkUKsVCoi2zU8PAyXy4Xr169L7wBWrBGcczqdGBsb66mkDIVCcLvdMq/1eh37+/vY2dlBPB6H0WiUJtE6Ocg1pyufWM2jz3H+TZ11Db7r9U07xobhBGrZc0HbVV11xb2i/QdNtNDAPvcjWeb9611/Dv/o6+v3R/jMtG/yURi091zPnG/aBH2ucd1wHXA+WYmpX8/kAQEuAn7cO3xOZrNZZCwJKHPu9TPg+3mt/C6e0wS0mKzRz7dYLGJ/fx+1Wg3j4+OYn59HoVDA7u4uvvzlL+PKlSu4ePEiJicnpdcb2c7PPvssNjY24PF4BOz0er24efOm9COamJjA+Pi4EF10FbQGbzRgzf0MHEugslq4UCgI4YIVvPV6HfF4XBrRs8cKKyo4rwQAQ6GQaOUTWHO5XGi1jpu7k7Hc6XQk2cFnQv18nnMkR2l/mz4lbTv9duCkgoikG9oJ2iz66EwEsUqPsoBMCnBd8XyiJCLXBEHG5557Dt1uFzdv3oTVapWeKv1riAz5ZrPZU6HIBMfg4CD29/dx69YtvP7666jX63jooYdknkqlEqLRKMLhsFSds5pAkxLoX9K+cQ3q6ji9VzTrWQPj9N2ZINGvByA+Jv06bVO5P7RvwN43ulpWE4D4nPRn/0P5gf+vfUCduOAa03v3g/rJcX50UoUJi/7zhfErnyH3EV/H5Kq2G7RtJMRZLBbZewTVWenFJBnXA9/Lvc0+kAMDA9Jjpt0+7ks0OTkp1729vY25uTn4/X5ZazwXGD+NjY3BbrfDbDZLVYvBYMDS0hJWV1dRrVaxt7eHbDYrlbdTU1Mwm8147LHH0O128dhjj+GNN97A/fv3EY1G0W63Zd82m03s7u5KhQOrD2gfGo0GwuEw7Ha7kAIpp5fL5aT6hPE1fR7eD31R2lvGXoeHh8hkMmIbBgYGpOKN+zkej8PhcMDpdIqNpuoCyS5HR0fSV3BwcBBTU1PiEzPmYxVOKpUCAJjNZlljlFpst9tSmQ2cVIHS/+Hne71eDA8Po1KpwO/3I51OY39/H3a7XeLqZDKJwcFBTE5OYmVlBQCwvLwsVTper1fWI/3nRqOBTqeD6elpjI2NwWKxiF+ay+Vw+/ZtfPe730Wn08Hly5el/xTPEeBYzSISieD1119HJpPB6uoqdnZ20G634fP5hKhFwlShUEA+n0e5XMb+/n6PCgDjBOI1XOO0vZqAxvNW+3r0SbSPwP3OJBjjKhIgaRtOx+k4HafjdPz4x98pifI7v/M7+Pmf/3lMTU2hXC7jy1/+Mn74wx/ie9/7HhwOB/7Vv/pX+M3f/E1h4f7bf/tv8eSTT+KJJ54AAHziE5/A8vIy/sW/+Bf4z//5PyORSODf/bt/h3/zb/7N/zFJ8v83NEOTBxYBYM1a0hUjugS5H2xkgqEfhNDOJ0ETfjcdPwbIOrjgIKiiS685yE7j9fBQ5PfpRIoG0T+oFJ+HKO9XBy1MTJAFyGCTn6dL8fn5dJo3NzdFQmZ4eFiY22RK7O7u4k//9E+lAfpTTz0Fv9+PRx55BGfOnMHKyooEyjdu3EAsFpOyYjrUDLpYyq3ZuCwZBiBJFepOM+nD+2TQzOZu9XpdKm+KxaLIbOiqFzo3dPDZlF0Dtvq5MzhnAEBGn81mg8ViwdjYGJ544glcvHhRWIMDAwPw+XwoFApYW1vDN7/5TUSjUXQ6x+XOg4ODWF5eFuAmGo1if38f2WxWeiPwu7nGeF26uslsNqNcLvdIIGiAXa9vsr51EkkHZHw9AxVdraQBbCYCdcKpP8HDoFw7l3wtHf/+vcNr4drX+56OuLYBfFY/ifHTaAO1XdOsaL1OGERpYEK/T7Nk+9+vkyY6QdIPHAPoWYu0PRrcZkJTMyT57AlE8hlbrVapzuD6YRBKMJrMS14v19fh4aFIe1E3n8AiA0e3241CoYB0Og0AsNvtuHHjBgBgb28P77zzjuwpl8slCTur1QqTySRgIYECsiHZ7JI2JplM4tatW3jkkUeQTCZxcHCAmZkZYd2urq7i+9//PsbHx6UpfalUkuCelR5kcLvdbmxvb2N4eFiaRBuNRjidTpjNZsRiMWHQM5DM5XLSjJ5sZw2qACdSUdFoVGQnCoUCtra2JHDPZrNYX1+XOSd4ysRsLpcT8IzzRIkZygcRfHQ6nSIn0el0EAwGMTY2JonjdDqNRCKBnZ0dOXP0mtcMaTKW9dlNe8Fzj2tOs/X4TLkOmXxkXwoNKPIs0uxZggG6IS73Ge2rlrQBejXgmczs32N8D9e9Bid5DcBJ0pHrnntS77Ef9/jSl76EL33pS9Kva2VlBb/7u7+Ln//5n5dr+q3f+i185StfQbPZxCc/+Un8yZ/8SU8fgP39fXzxi1/Eq6++CqvVii984Qv4gz/4g7+X3dZnh7Zz/cl0nZAH0PNd+sxhMlOzsUmk0ImzD0p46eeqgUt+H58LnxW/g4AXq6O0lCbvpV6vI5lMotFoYHl5GcFgEA6HA5FIBPfu3cPHPvYx/PIv/7KwtZlcnZiYkB5w+/v7qNfrIq0SDAbl3tmfTgOwBNZpN3XiRyev9NlAsJS+nZ433gP9XTYCNhgM0vOOn6XBVE1MofQYfVgmROin6sbxmpRhNpvRbrdFzoZyYdVqVXxdTazSzHkmvTXDX/syJpNJmsPrxOrAwLG818jIiPjbTIIsLS3hySefxGOPPYZKpSKVNmQuU25Xk1wIcFO28cqVKzg8PITH45EG8pubm2i328LOTqVSiEQiyOfzIgOrbSUTWABE1oYyMyQs6Pnk+taVPprQw/3U7Xalp4qOv4De3lBc59ovpS+pZaMYJ/QniGmvdQKl3xf6cY6fRh+Qg88JOEm+cf3z2Wn7o0FcAOL/kSjC56fXIG0Rz3buf1axaMIA7QCvRxN9tG3k67kW2T+TBAOeadVqFel0GjabDTabTfwbrqVMJoP5+XkMDw+jWCzi6Oi4afrw8LBUgvSvCYfDgSeffBITExMYGRnB+++/j0QigU6ng2w2i2w2i1gshqOjI/lsv9+PX/zFX8TP/dzP4dq1a1hbWxMQfX9/X8gym5ubcDqdkiyamZlBJpMRaetKpSJ2gf5xu91GMBgUmwJAqtQymYzcx9HRESKRiPRHajQaGB0dlWomxmYkCjabTbjd7h4SHYmJtMnEJ0qlksSOtIlMApF8lEgk5Dxj8t1gMCCVSiEQCCCVSqFWqyEajWJqagr5fF4kZbnmHA4HvF4vMpkM4vG4+I/0e4FjW+JyuTA5OYlz585hbm4O5XIZLpcLY2Nj8Pl8Yo/S6TQODg7QbrexvLwsJE9NHrJYLCiVSlhbW8PAwIBU3XENdzodpFIpxGIxIY9ev34d9XpdqoV8Ph88Ho/42EzohcNhSapx/xHv4b7k2UI8iNgF7R1w4jPSD9V9W7Tvyz2ribjcD1qJ5CdhB0/H6Tgdp+OjPv5OEWsqlcLnP/95YTNcvHgR3/ve9/CzP/uzAIA//uM/htFoxC/90i/1BM8cAwMD+Na3voUvfvGLePLJJ2GxWPCFL3wB//E//sf/q5vgwcbARjvn2unWYAjZKToJAfQ69/rQ0+wezaDSjrpmk/J9BNr5c/7RCRgNNvO7CY7o76VkgQbTmXxgwMegh8Ekk0LaqeUc8PsJGvDQZ2CqWUfNZlOY1Ds7OwKIpdNpWK1WaegWDocRiUTECXn88cdx6dIlzM/PS3+AdruNS5cuiabw+vo6EokEjo6O4Pf7kc/nkc/npRcKgVM67wwAdVN3zhcZwwSiGBwS1NDBO58R750saTojuhqHryHLtNlsYmxsTFidgUBAehW43W4Eg0FMTk4KS4alz2Qp3bt3D6+//jrW19fh8/kwPz+PQCAgCZlSqYTd3V1sb2//iJwSmaJkrDAhodnNrLph9Qd/T0eRASvXBsFrAgtc32Rp6iQN2V10ADk/fA/3ngaxuJ+4Z3gveq9ogFAHeTo4BnoTJRoE1uy6nxSA+NNoA7W90vOpwWSuEV1loueOQTbtjbZtdOS5hmgzmTyl889nyOdL5iJtsgaxuY5og3ktXFdGo1GYcZw3AlZaw1kDqK1WS5KBjUZDALyFhQUEAgFYLBaR3WNzRzKYaS+r1SqazSbeeecdrK2tSRBpsVhgMplkr2swkQArdamj0SjGxsZgs9ngcDiwu7uL3d1dBINB3L17FwcHB9jZ2ZF9t7W1hdu3b/ckPMliZEK3VCrJsyuXy7h9+zYODw9x//59AQkmJycxOzsLq9WKdDqNxx9/XCp1tD1nQ/tMJiO9BOr1OvL5PDKZjABt2WwWALCzsyNnRq1WQyQSgdls7gGCi8UinE6nfDaTr5QbGRoa6pFu8Pv9sFgsIjvBqj0G0+FwGMlkUq6H5waDRc0c1zac64jJeK5bVl0R+ATQs6Z5Nujglp+tQWD+zXOH80oGN+0PbbMefA8/h/PHdaglHghccS61be2v5uoPkHlm92t8/7hGMBjEH/7hH2JxcRHdbhd//ud/js9+9rO4ffs2VlZW8Bu/8Rv49re/ja9+9atwOBz49V//dfziL/4i3nrrLXlOn/70pxEIBPD2228jHo/j85//PAYHB/H7v//7f69rot3hsyUrWq8XAv6aGarnVZ8b9Cl5ThIcp62hXaBOPW2XBpO5hvTZy3XB56oBd57V2lcFIJVQBBiz2Sw2NjYwNzcn+u87Ozt4++23YTAYcPnyZSwvL/ecqQSKLBYLnE4nVldX0Wg0cPHiRUxNTaFSqeC9995DJBKB0WhEMBjE0NAQ4vG4AI9ck7w+o9Eo8jSs/OI105bRljDZyHvQiYpsNit2n4lXSvRwvqjVT7vD++Fz5LPhNRgMx02SmXDX5KRWqwWbzSaMXv0MbDab3BvXD/caK9voVxsMx9JZpVJJbFyr1RK28dDQEHw+HxwOBxqNhvi0Z86cweXLl3HmzBkEg0G5J4/HIwnxsbExIfwwwUTbVq/XpTeP2+3G888/j3fffRff/va3sb6+LlUv2WxW+mhFIhEAJ4lDJv/1eu0nB2lbQxtEe6XjCNotXVXVX+mg/VP9f9pX+gR8VvzDvUnb3/9deu/S/+F1/6Ts30+jDwicyFZr0JYxC9c450zPH2NanmWMIbkWDAaDxNfASZUzqyL4M/psOnGmq5R0RTLPPD7T/lhCE/14vfV6XaQCvV4vVlZWYLVaMTIygkQigVarhUwmI+veYrEgm83KnnY6neJTOBwOmTf6d2azWXpH2Ww2bGxswOl0Sk9Pq9UqUqaTk5MIhUJYWFiA3W7H5cuXpWfbO++8g9XVVeRyOQAnleKsWHS73SiXy2IP6b85HA6pVtjc3MTCwgJyuZzsi2azif39fQQCARwdHYndYc/SfD4vz5DSeIyfGfcxQUsyXDqdRq1Wk2o/ndigFDZ9ZqPRKA3SAYivx3uk7BeJf4z5Z2Zm0Gg0kEql0Ol0RKZrYmJC7F4ul5O+moztRkZG4PV6MT09jfPnz2N+fh5er1cqEpvNJoLBIPL5PHZ3dzE4OIhYLIZutyvViEwEVioVScLZ7XZ4PB55PYmP3W4XW1tb8uyuX78uldiHh4dSqeJyudDtduF0OjEwMIBUKiWxRjwe71Fl0GQK7gVW+eg+pExY8zlzT+lECP1SbV81nqUJbLo65ScVC5+O03E6TsdHfRi6/whT1KVSqccJcrlcPQxUBsu62oSOJZ1sBrlaFov/1iXsWnpDO+oEMLTMAQcPTw3YaAY9HQ4eiq1WSxIUQG/QTWYEv1uzfHjdDIi0o3p0dCQltgyAWCoMnLCCgBP2OO+LgSUBPILtRuNxU0yy4xhkWiwWTExMwOfziTNH9o7JZMLy8jImJyfx2GOP4fHHH5c5pM7qnTt3cPXqVcTjcXi9XnS7XWQyGZFFoDNKJl2j0RCHs1QqCYOSDB1qzhJ8JMBltVplngqFgjTFo5M7MjKCQqHQA2IRnGTzYzqBZIFmMhlMT0/j4sWL0vwyFArJ9cViMTgcDhQKBfzgBz/AxsYG1tbWpL+DzWaTZnd8tvv7+1LS/EE9K+gwEeBhgM91ph0yBkL9a4WBMoNWzehnwKUdZKPRKOxNXQlAUETvJd2wkuvxgwB7vpfXwD3G7yYwwvcSGNMsUN6TrngYGBgQhjxHsViUhq8fhqFtoNVqFZBFA8rAj2qD04bw2dJWAZA9z7WkQUGdxOPncb71a3UyRDeD5/OiPWEzY115xGCf9o3gXD6fl9/xff0Mfa5FJgJZ9cVmv7Ozs1haWpJ17/P50Gw2JVFARiMrUygD2Ol0pLKM1+P3++XnvAfu/YODA2QyGUmoOp1OrK2twWKx4Pz587h16xYqlQqcTmeP1EupVAJwrInOBpaUhyCj2+l0SpBM2QD2EaEtJjh4eHiIZ599Fg6HA8PDw5iZmUEul8PIyAguXLggjaDT6bQkTm/duoWBgQG5foIJ29vb0gOKgB9lKkqlEux2u3z24uKiNB5ttVoio0YQodVqCfhuMpl6+gxUq1Xcvn0bqVRKNLbZo4DXo4kDPOO598mi1OtSrykmzGjfuJ7r9bpU6ZhMJgEoKUXEgJRBLVnlPPuBk4oSnhEamNTJQSadaMf7wUvuUfosOgDWICbXvAbCNOgFHJ/ruVxO9M1/kjbQ7Xbjj/7oj/C5z30OXq8XX/7yl/G5z30OALC2toZz587h6tWreOKJJ/Cd73wH/+Sf/BPEYjGpTvnTP/1T/PZv/zbS6XQP6/JvG9r+mc1mjI+Pw2AwSBJVA3ysdCJZhMktgnQauOF80n9i5atOsPCZUV6H36eTivwsrk0NplC+hpVouuk8z04tt8qzvh/4dDgccLlcmJmZwdjYGGKxGDKZDEZGRvDpT38aDz30EEwmEyYmJjA0NCQSf0dHR3jvvfewt7eH5eVl0XRfX1/H3bt3kUqlJNm0tbWFw8ND0YYvFos9xCEyvAmsau17Jhfp67KShMlqfV5oVq0+y7xer5BPWKlCu6CTUWQJa3IF9zoJN5QjZE85Pjf6VQaDQZIzGnAmoMdkDmME7kf6wg6HQ/rUtVot8YcpC9hut7G0tISnnnoKoVBIfH5W5b3//vvY2dnB9PQ0lpaWMDIygt3dXZGJrFaryOfzMucm03E/v9u3b+N//s//KfJQjUYD8Xgc2WxWbJ+umiG7n3NM0Jvnvn4meg1rsgMAsVG0vYxn2u1jiUjGSKwkIXDI6+CcsxcAm97TJ+Q+03aSfqq2jbwe+gBMrvE8ZiIP+HD5gbSBBP+1L8W517Ep/XBWddAWMa7T/jj9Ph1D6OQL1wYTAwSOecYCJ4oAjUZD5Fn1dXBfjI6Ois/OtdLpHPfMZNUEr482YGxsDFNTU+LflEolqcwwmUx4/PHH8XM/93PI5XLw+/2YnZ1FIpFAJpMRCa/5+XmpjGMPiomJCUQiEVitVuljw94WDx48AADMz8/jiSeekAbqpVIJRqNRwPFCoYBIJIJXX30Vu7u7PZUDbJhOG9JuH8sULi4uyhl2eHiIe/fuIZvNig+4tLSEcrmMtbU1iUE7nQ7m5+dx584dqT50uVzwer0wm82Ix+NCvKQPzriXsePdu3cRCASQy+VE9qparcLj8eDmzZuScMrlcj39oNrttpxf7OfEGNHtdiOZTMLv9+PixYvodrs4ODhANptFsVhEq9VCsViEy+WC2+3G5OQkdnZ2xOdvt9sIhUI4e/YsDAYDHn74YQQCAfEXOdjfb3t7GybTceP5brcrvagYJ7jdbjljNW7zxhtv4NVXXwUA/Nqv/Rqq1Sq+/vWvY2NjA7lcTmzJ6OgoPB4PLBYLisUiFhYWYDabhSB1/fp18cu5XkulkthVxsz0ZXWyiGcM/QtWbnGP0PZy37JPGPcpzyFNqKFPyz0DHFfW8/z+sNg/4MQGftju63ScjtPx4x0/KVvxk9G8+X8wCKAw+OQBRCBcyzIRECEwy8GDiWAwA61+8FA35dYMcM305udq5o0GIsmS0telkz78OYMSBv4MWPgeBi9kK/L6DYbjEttGowGXyyXBGu9xcHBQtKpHR0fFieT9aiCDAGmtVpNDm46CxWJBp9MRDdlqtYpQKASPxwOfz4dMJoNbt27h6tWruHr1Kh566CFcunQJZ86cwfDwMILBIM6cOQPgmOHFZtfJZBLj4+PCqmY5ciqVgsFggN/vRy6XQ6lUkpJoOkd6jpPJJLLZrMjnsDEy5W54z61WC1NTU0in08KMi8fjCAQCOHv2LJrNpjTqW1hYwOLiIrLZLA4ODrCwsICJiQkAkEaDBoMB29vbIlsWiUSwtbWFTCYj2qxzc3OwWq2imbuxsYFMJoNGoyEgA4MGLfvBJALXJNezDoYYPPcDPwMDJ7IhBCG4PjUgDfRKNhCM1+/hvuOaJKNGg+UMgDWw1F+Fxe8B0FN5wCQi9xtZv/1M3f6kp66G+SiM/vvVyV5tv+ik62fJ19IWAL19fej46yogfjafLa9Bfx+DYD5vnasne0onb7Q9I8uMAFh/1ZlOHOp75zUwqOV3dbtdRKNRDAwMYG5uTtYIQTVW0x0eHsLn88HlcqFYLEqATXmqYrGIRqOBZDIp9gY4YfdaLBaUy2UBgpkQLZVKKJVKSCaTKBQKAgyOjIzAarViaGhIGgx3Oh2pttNr2WazSf8Bk8kEn8+HnZ0dzMzMIBqNitxJJpNBs9mE0+nE1atX0e0eSxru7e3JvK+urgqgGg6HYbVaUSgUUK1W5ZlT+jASicDv90tDUzL2hoeHYbPZpAcLkxyUvul0OsLw43lDu+d2u3t6jdy7dw87OzsoFovI5XI9a0UDtHy+ugpJA87aDnHNMqnbX2HH9c3AneuRiRQmUDSjmT0marWaNNLW1SsEJ/RZrxnYtI8ahKRd1sA+70X/m/et54bv4z7U88Oh//2TGO12G1/96ldRrVbx5JNP4ubNmzg6OsLP/MzPyGuoYc8kytWrV3HhwoUeea9PfvKT+OIXv4j79+/joYce+pHvYTUsB5OOQG//OwL2ei54VmhmvbZbBAjpP1FSR/t5OhFN34k+pJZe1VW9BCu1T8K9w+SLPstox3SCWp+VvDcSWkgUSKfTAuxQ4uZv/uZv8P777+PKlSsi8cLkhNlsxvnz5+FyuRAKheDz+ZDP52G32xEIBLC7u4uNjQ0Bp5j01lXCbCpNmT8mnHn91OLnunY4HEJ24ZyZzeaeZEatVpMEBBv/5vN5sUU2m01kb+hTMKnS7XbF7vCz+DPa2U6nIwAbzzEm0bRP3ul0UKlUemwZz0b9PJrNplQjjY6Ois1hRTMZ0wAwNTWFxcVFTE9PY25uDpVKRfoz0H9hTyv2l2JFCpN5qVQKR0dH8l2vv/46dnZ2cO/ePeTzeSwuLmJ0dBThcBjFYlEkDmnDOGf6POa61IldLeNGX5M2Tftn3D/ASezE+ePfTHQzcaPtEcHd/j2nqxe0veP3cOiKGG0D6Cdo2/thHpw/PhtNUmJSBTghywEnVZskugAnEkJcj7pyH4DsESYNacOq1arEVrRRjENoA3kW06/RgDjtKBM7fJ78PckmjNc+SI6K18RkwdbWFra2tjA2NiZ9g9iTyOFwCFYAHCfhk8kkisUiisWi+BDNZhOBQACVSgUbGxuw2WzY3NxEtVoVm/jCCy9IkiGRSGBg4FiueXp6Gt1uF3NzcwiHwyiXyyLVSjCc+2p0dBQ7OztSLcFYjpUiiUQCDodDYksAQmQEIISf0dFRjIyMIBqNSrxMm1YsFuF2u6XnZq1WQ6PRgNVqxfnz53Hnzh0sLS2JP9ZoNODz+VAul+HxeLC0tIRwOAyn04l2+1g2i9KCPMe9Xi8MBoP0ISyXy7h//75UPDPOBYBz587Jemw2m/jMZz6DWq2GUqmEpaUl+P1+mM1mmM1mSSDv7u4KicrhcKDbPZY1ZDWSTtpyvWqiHeeC6+vChQswm824f/8+Xn75Zdy/fx+bm5vi042NjcFgOK5gomwZiVPhcFiwBMZOJG0wcULMRUtaMsHMwcQTsRkmEXVymklE2uj/r717j5KzqvP9/6m+VXdXV/W9q7uT7qRzJyYEDBBaRx2HSESHA+qsg+iSHHT0qMBRo78RHCBezgBeZg6eAeXouGTOOoMwuAadAcTBAFE0cglECLlAQpLupNP37ur7/fn9kfXd2VU8QAKd7iS8X2u5JNV12fXU8+xn7+93X6xfZP+268LqQruO7To/0W1AAHirOi2SKH4Swr9J2ogca5j5yxBYI90akH6DO3PEgnXGM2eESEfXkLXGqZ9IkY5uzJk5ot5elzkSzw9aW8LGHxGe2SCYnJx0I3ls2RZbG9VvhFrn3e90ZHZq7PMzG+DWkLbvZbMZrLMlHen8DA4Oqq+vT/39/W5PgHnz5qmsrEwdHR3q6urS5s2btWPHDtXW1qqiokIf+MAHNDQ0pPb2du3fv1/FxcVasmSJqqqqtGTJEhUVFWn//v0qLS3V+Pi4ent7VVtbq8LCQnV1dSkWi7nGq03zttFBRUVF6uzs1MGDB/X2t7/drekaiUS0Y8cOtzleJBLRSy+9pBUrVrgRPoODg3r++edVWlqqBQsWaGhoSPX19err61MymXSjkePxuBKJhDo7O9Xd3a2mpibXuPn973+vffv2ufOwtLRUJSUlbjqwLdfz/PPPa3h4WN3d3W4za2tITUxMuMaqlc32avGXA7FNoTNHofkjoa0haOsZ2/rX1sG189Wfzm/ngh9wtyCjXRfW6PSnElsD384ha2DaeWSv8Wd62Wf7jUX7fD9Z6ScC/GvXOmj+ufpW4CfAMuseP/gnHV2a0ILF/swPP6FmSQA/aCMdtDr5qAAAaJBJREFUTW7ZqHwpfZ14O+/8+tWf+WKvsWScX69akN8PcNm5Y/WkjZy0cvrr39u5b9/LOu5jY2NuE05L/C5cuNCNoqyoqFAymXRL1ySTSVVXV2toaEhFRUVqbW115bE1/AsLC13QdmhoSIWFhYrH4y4waHsijY6OuqRJLBZzy+/09PS4JSRsM2ULUFi9IB3Zp8WC9Xl5eert7VU0GlUsFnPBOutUlZeXu2BDJBJxMw9teYU5c+ZoampKL7/8strb27VgwQI3etP2jbHRvnbfs2SPdWjtGrekli3RmJ2drf7+fhUWFmr+/PluxkZ5ebna2trcRs2WtNq/f7/Gx8fdcgk2At8fTWwBMQvyWd1j57idLzYLrqCgQL29vWnBPBu9avcqqxv8+ionJ8eNZPfrMxspbsfX6j8bgevf9+19rcNrAzj8GVOZ7Qgrg91L/TaEXUf+dWWPSUcDZZkzXuwxC+afqCDi888/r8bGRheIue+++7R8+XJt27bNjaz3JZNJtba2SpJaW1vTEij2d/tbmJtvvlnf+MY3XrU8dnz8YK6NmjV+nWO/vd1r/Mf9Udd2LdhvOjw87AJwFoyzZK5/37MRo5Je0X6z+5w/2ttP+tg5aEFL/55sCQP/PmkBscLCQiUSCa1YsUJBcGSU8b59+3To0CG95z3vUV1dnatDbSmUqqoqtyyUrdlv7Zra2lo3M6+lpUXt7e0qKChwmxwPDw+nzV6w9oX9/gUFBeru7nb3Ggvil5eXq7a2Vq2tra6dZsfQT1b4M9Gs3DaK3H4za+sMDQ25WZSWwPXvNc3NzW70me3lZoke+zybZWfXsC1XY/ez/Px8lZWVue9hwdRIJKJYLKbS0lKXOLLy19fXa+XKlVq8eLFLkqRSKbW1tWliYkI1NTVuNH1paanGxsbcnjIWmPaXi+vv79d//ud/qrOzU/fee6+i0agaGhrU0NCgVCqlffv26eDBg+rq6kobZCLJBcztd+rr63vF4Br/vm/1pc0u8AeL2f3Y9pex/5bS2w92f7JZ3/Z72jHy+yJ2HvltGD9g7ve77Jq3JJYl4Oy6kY7UyVZfns7s+1r7xx+0ZHWMn1jJvO/Y8fWTUVa/2G9lv4PVc/6SYX4yzE+cZv6WllyxWRh2z/dnXvoj6u1z/PJbn8DaQclkUmVlZZKkw4cPu0E3ra2t+tOf/uRm3Vp/0erJ/v5+9ff3q7KyUjk5OW75PGsz2r5LXV1d6uvrU3l5uXp6evT2t7/dBbvb29u1efNmxWIxnX/++ero6FA0GnWzjG1g3cTEhNvLpKioyG3SbkmKwcFBdXd3u+W47LvacZ+cnNSf/vQnjY2NuVkRRUVFrj+4atUqN3O3ublZU1NTbtBLX1+fm81s36utrc1d8ytWrFBlZaWysrLU3NysnTt3uv+2Dd/teNuAjfz8fFVVVbn6v7e31yWjCwoK1NXV5eoF29vFEk21tbWqrq7WGWec4ZIN0pElQgcHB3XgwAEXb7A+5wsvvOD+PTQ0pNraWkUiETcYRzqyf5SdN1anx2KxtPPGzueBgQHt3btXzc3N2rFjh5577jm3XK7N+rP63086jo6OuoFU/h6lNvjL+hqSXB/bX3rWXyXC7xPZdWn9Fn9lEbs+rD62v/l9IJt1YoMZrO1uK0bYLEgAwPQ6LZIo/uh2v+PgLznkBySko6Ps/SCjH8yz/xk/aeKPnLeOhZ+88RuS9jzrZFrD0Z/RYYFNa5j6I7/scbvR+iMq7bvZ66Sj+5v4I179pXLsudbgtQ1x7XOtM2mjj/wEjzVqJLmRLta48BufL774og4ePOg2LrWlC2pqaiQdGUW6fft2jY6O6sUXX3RB+a6uLmVnZ+vMM890jdL+/n41Nze7zxgaGnKdp+LiYsXjcRfEs98nEom4zfUmJydVX1+vkpIStwRELBZTLBZTW1uba8T19PQoEolozpw5GhkZUU1NjRuhlJubq8HBQdfYKi8v19jYmGuwVlZWaseOHTp06JALCtq5UVhYqPr6ehd0C4JAiURCu3btct+lpaVFkcjRzfksSSDJJVCsk2sNcDsPrENije+w2VP2fH9miQVorJNrQduxsbG0zVmtwyAdHQlr57Yf7PMTanbu+UuE2TUqHR0hZJ1i/zn+Oq7+teUHHyWlBcr94JWNxHkr8es041+3ft3lL5/mnx92Tdk56geS/I6In9iywI7xgxzWabA6zE+u2Of5wWMLCPqjyKyes4SdBbktkG71u9Vv/owav4NidfPY2JiamppcMMqSmnV1dSooKHAd6oqKCklySRa7/m1EcGFhoSu3JXhisZjKyspcEK+0tNQt8WXBMFsWxvZgsYCcBXttZHdtbW1aUDU/P18lJSVu6SwLECaTSdeBtVkSeXl5mjt3rgs0+omf8fFxt2RGeXm5+vv73UbuyWRSXV1dikajbsbLwMCAS/rYSM6RkRElk0nl5OS4pcjsfmHLJdooxLGxMXV3d2v//v3KyspST0+PC6x1dna6Zczs/uafD4ODg2l7xPj3Q+t8W0Db6j5L0tj5YYHx/Px89ff3u9fbTAK/nvRnDfhBa/+/7bqyEbh2L7eAh1+P2bVgnWs7d/12gv0+NljCHzVs/IBXNBp1n2mf5Qd5rXx2Hfizpabb0qVL3Z5mP//5z7V+/Xpt3rz5hHyWdGQz5w0bNrh/9/X1qa6uzv07c9kZm3Vh909/1o9ft/htQD+R68+QsHuzn/SfnJx0swWsXrXzyz7LD17HYrG0esyfieePIrXAvdXDNtvInm/tQT9Y5F8zExMTOnTokBYvXqx3vvOd2rZtm372s5/pueee04c+9CE3QjoWiymZTLr7vQWQYrGYJiYm1N7ertWrVys/P18HDhzQb3/7Wz355JMqLi52y4+2tbWpu7vbzRyx5PzU1JT6+vpcQMeW8LK63dpO/p5XttSTP+rXP5ezsrJ04MABd03bbD0LSuXn56u7u9st4VJRUeFGLdt9yq/DJicnXYI4Eom4+tlG9tqxsWt5YGDAjVDPzs7W/PnzJckF9lpaWjQ8PKzFixdr1apV7r55xhlnuHrezs1IJKLy8nL3m1kAcGJiwiVmCgoK3OjyaDSqpqYm/e53v9O2bdv07LPPKhI5Mir67W9/u/Ly8tTc3Kympib19vZqdHTU7QcjHZ3ZZP+2usm+W35+vluSyeob26/BzkObnW+v8eu4zJkP9pl27dhAHX+Z0Mxkpl0H/qAaO6/9YL99hrVlrR72+1n+pvRvhVHY/qADP8nkD4TyB89Zm83a8v79xK5RqwdtlosNrrDPsHooM9lrx9v2DvL7ujaIz9rqtrKBDQizcmTeI202mb+U1MTEhJvZYQl7Sz5GIkcGim3ZskWxWMytDGAzPfLy8jRnzhxX/xYWFrr+me1BlEgk3HGLx+NauHChVqxYoampKTdbtrm5We3t7Tp06JAaGhqUSCRcm6awsFBBcGRvjuXLl2vfvn2aP3++pqaO7IFiS9Raf9s+a2hoyLVh7D6USCQ0Ojqq4uLitESRzXweGxtTXV2d4vG4mpubNWfOHEUiRwYG2ooKlqyprq5WWVmZJiYm1NXVpUOHDrlAvy2XXVRUpOHhYZWWlmrevHmqr69XS0uL+36xWEy5ubmurp43b55aW1vdvWPXrl1KJBLuvWzZLknq7e3V1NSRGdpZWVlavHixBgcH3V5cPT09mpyc1Nlnn+3ez5br7OvrU01NjUpKStx5YwOJrH732zv+TPeDBw+qp6dH7e3tbmm2pqYml8wrLCzUnDlz3HG1eImVyWag26xy+72svvJjQlYGPyFvs1Ls+rHf3u9f22utjekvkTcxMeHiHNZWtPuWvc6us0jk6NKMNrjJ3gsAMH1OiySKdHTEpT9bxP7fbiB2U7Obq416sZuaNdLshugnOPxZJH5yxTrA/nRlv5HvB3/9UbB+0MNuenaD9af62neyDrw9Zu/lLxfhj6TxO032Ofb9rRFtwR/rzFhjwNYltYayJVT8m7QfrPRHa1pD0N5v165dbm3XvLw8VVdXa86cOW6Ety2b4wfA/vSnP7mkhq27b2u7FhYWuunKtumcJahisZgmJyfV2dmpiooK5eTkqLW1VZHIkVGEAwMD2rdvn5YvX67h4WHt3LlTBQUFbmSgLY1x6NAhJZNJjYyMaNu2bcrNzdXAwIB27typoaEhJRIJl5Cyc8QCKqWlpW4DP9t4zhqdIyMjOnjwoJ555hm31JqktP16rCNpgRZL8oyOjqq/v98lLPxZBv7oJf+csU6kJTWss+WPuLUOTF5entuE0EYV+TOXjJ9E8TvCFnz0RzZao9bOl8zz2c79sKVs/I61Pc8fje5ff37n2r/+30r8+s5f1iEzIWzH1U8W2+N+IMQP+oyNjblgk6RXnA/2ej+o4s9GsddYvWh1oL233/HJ/Fz7vf3zwDrCdo6PjIykLdFoCcCwDpUtKdPU1KSWlhaVlJRocHBQvb29GhoaciMS7bPKysrSOsS23J4FA6qrq9XQ0OA6zjZL0NaLtlG8NiulrKwsbaaDzVCx12VnZ7sOqF2f/n3DNv20AKUlMPykqD86zUZGVlZWqr293dVHNjrRliywmWmJRMIlMGwZnJqaGtcZtFGbNktneHhYe/fudaM8bTaLBRpGR0fdEmN2j7Lf2A/y+cEPf+kD4yc7rIPpB4Ci0agLmFpS2EYp2nnq3zvtXLPzbGLi6P4tfkDd2ghS+ohu22/JP+f9e6y/rr9/DvqBLXvMT7L4bQg/YSzJBYgtcCwpLYFtx9GvO09UPZiXl6dFixZJklavXq2nnnpK3//+93XZZZdpbGxMvb29abNRbH156ci+P08++WTa+7W1tbm/hbFzOYz9jnaN2zHy227+cfcftxHWVtdY8MTubRZMzgzuWdAiM4jsD1Twfxt/kI8lt6xusHujtb9sRKnfVvUTjTbD2E8G2gjV7OxsHThwQGNjY1q8eLGWLl2qnJwc7dmzR//v//0//dmf/ZmWLl2qM844w+1NMjIy4tos2dnZqqio0MKFC5Wdna1kMqmSkhIlEglVVlZq69atam9vV2lpqQoLC91eTeXl5W5zZ/t+ts+RXZv+coF2/O06tr0d+vv705LgNkvMlkAZGRlxG87bEqtWL2RnZ7sAm7VhLVhlgSqrX3JzcxWPx1VeXu4CtPb9re1TVlamyclJN7svHo+7EexWP9vSkZWVlaqqqtKqVat09tlnq6KiQvn5+UomkxoYGNCOHTs0OjqqiooKNwM6OzvbzcSx45VKpdxxn5yc1Msvv6xI5Mho7P/4j/9QS0uL6urqVFhY6AKTO3fu1MGDB90ShP4gGUluBpPVB1ZP2f3K/x3sPPfvK9bm85N6do+1JTutH2LL0djvYckWG8XuzyK0QRklJSWvuN/7s0/8mVp2n7Dv4S/vldlusXvN6c4fAS8dXd7Wvy78ATZ2T8us86yey7yX+H0N+w2svvGT//69yU/uWznsPmdtCeub27lhg0P8QTV2/vgz+Ow1eXl5SqVS6urqcvuJWEI1KytLO3bs0AsvvKDi4mJNTk4qmUwqFoupublZWVlZqq+vd8fEymmDyfxjFo/HFY/HlZubq6GhIc2fP9+1kSoqKnTo0CG9+OKLmj9/vuLxuLvuI5GIS0xYssQ2NLf6LT8/X6WlpW7WX15enrq7u92MDqu3bF8vG4QzZ84cVVRUuGVau7q6VFRUpDPOOENLlixxS6A99dRTbs+3t73tbcrJydGBAwfU3t6usbExxeNxN8jRZsqUlZVpfHxciUTCJVH27Nmj0tJSxWIx1dTUuA3v6+vr3SAcm4m9evVqt9zm+Pi4Xn75ZeXm5rq6enx8XFu3blVxcbGblbpo0SK3dHZ3d7cWL17s+uzWvrP98+ycsN/JbytlCoJALS0t+t3vfqd9+/Zp165dblnEgoICFRUVKZFIqLy83CV7rY8wOjqqQ4cOSTpyr7UBA3bftn63396S5AZL+O1Bf4CF9Qv8/pY9z+pfS1Da7EprF1jd5r/OvqffhrRjlnntAwCmz2mRRLE1z/3pkNLRAKvdRPxAoSUkbLS9jV71A5BSerDRRmn5SQg/2eEHfuymnhnIs/fzlx6wka12Q7aRP/Z6u+Ha6Dv7XL9Db+9vnQY/QG4dH+uQ+MFuG2lt/2+jN/1grD9LxoKH9pzM9/MDB7Ycg23KLsmNlKmsrFR1dbVrVPT397tlHWxPFFv6wBrr4+PjKi0t1R/+8Ae3jMHb3vY2zZkzR9XV1a4R1NHRoblz57qgZ1dXl+LxuDo7O/XUU09p79692rVrl7Zu3ary8nK3lFY8Hpd0ZJRrRUWF26zQziNrdHV0dCg7O1tlZWVumYI5c+a40cLWGLVNBpuampSTk+OW/LJRwn4A2DoI1qGdmJhQXV2d2+TVRnLZeWJLctjx8zddtWvBOpg2osdGw0hK+17S0Ua6dWwyA9zWqLOAjS0rYlPw/dkOfqfJzkc7763T5gf3/Yagnc/+8mHS0SXk/OvYrmW/s2bv8VbjB+kyExhSet3kP2bniY0Ytk60BZ/8Brgdb+tIW6PdT3L5wV1r+PvB7syAon/eWN1i15o/stI6DPYcC25a0MXOZzvnrQ6yzrZNzbeErSVhOjo6lEql3DIGVVVVetvb3qaqqirXibHzzvb+sDrKggHxeFzFxcVpI0JtM0m711hiPBI5Mhra7lP+9WEJlf7+frfclQWzDh486NaBtuVyKisr3XrLk5OT6u3tVW9vr7q7u10yxkZxBsGR9aOrqqrSRr/Z8bP9Smy0YV5entvQ2QYX9PT0qLOzU4cOHVJXV5eysrLcMhRWP/iBe/8+a8vn+AlX+/3s3mCjofPy8tLWavfPQ7tPWR1hy0v4SWkLBlri2hLcmZ1PP5g+OTnpAph2zvmzAu1asnPID2Bb0NU/n+36seOQGcyz51rA2I6TH/j0R3bbv/02jM3GsedZea2D7yfVTzQL1K5evVq5ubnatGmTPvKRj0iSdu/eraamJjU2NkqSGhsb9Xd/93duI2xJevjhh5VIJLR8+fI39Pl2H7HR63atWVDMXxZKOpqwt/rGAiN+Ys3uZZnngf3PBt74j9vvY0F8W17Vr7/8mSf+SO+xsTH19PSkBZptJLbVA/a7WlDJzm9/ZrN0ZCPZVCqlOXPmaO7cuSouLlZTU5P+/d//3S1bahsQW1kHBgbc8oFz587VxMSEW3/+7LPPdvVfZ2en+3y71myfOX/pJz+ZbYNDbMagH2i3dpDN3LNAq3R0fxU7x4eHh9Xb2+vqXqtjbKag1TH+tVhYWOjaR7Yxe25urgvk2mwP6Wji0ZaHsvacdOQeZbMWBwYG9NJLL6mnp8cFIpcsWeL2hqqtrVUymXTv39DQ4GYxWhvZRur7ezPY5vS9vb164YUXtHnzZnV0dLhynX322e5cOXTokFsKyAbAWBDNryet7H7ge3Jy0u3r5I9q9vs0dh7abEa7dvxrxe5t9ltY29UC85ZI94OIfn/B72f4yUC7F/gzq62e8fs/ftvRH5jjX+tvBX4y108c+/dbP8Bq14h//P0BWbYEtb3GT2bZ8Y/H4+58svPL3zPFb5tnfqY/yMtYHWmzsWwEv53P/jlgiTtbzcBmzFo5KyoqVFFRoZ07d2piYkLLly/XWWed5fpHyWQybQ9RW3LQ2kr9/f3u+1m5bbZdUVGRGyT30ksv6dChQ2pubtbIyIgqKiq0atUqvfTSS2pvb1d1dbXGx8d11llnKRqNqrKyUkNDQ+ru7nb1aUlJiX75y1+qvr5e8XhcOTk5bpZff3+/C94fPHhQS5cuVSKRcDM4BgcHlUqlNDAw4Ab77N271y3BW1hYqNraWrc3zNatWzU1NaXFixdr7ty5WrhwoWpqatTS0qJFixa5mSOjo6MaGBjQyMiIFi5cqKVLl7rfIx6Pq6qqys2alI7cX22JWdt/ypYJq6+vd4ns/v5+dXZ2us+bP3++Vq1a5ZLKtbW1aXt92Awh++2t/jB+P8eP9disvu3bt+tPf/qTtmzZ4pattZk9iURCpaWlrj9QVFSkPXv2qLu7W6WlpZLk+hr+IC67f9l3t3POzhVjz7dYifWx7Tqyus3qLUu+2H3LYkR+v85PGts1ZzEbSW6wqT/DDwBwYpwWSRR/FG/YaHu7wfkjdKzzZzddvxMhyd3I/U6z/c8agf4SDvYe/mf6ARsLgNiN15/q7gdG7N9jY2NuSQpJrgNqnQcLFtgN1jo5thGmlcUar5OTk6qoqHAjHO09/BEVNpLNGhbWWPATO9ZI8Mtt+7bYDd46cNYAiUSOzLQZHh52G+yVlZWprKzMrbFtGxVaB8AesxGIAwMDLiDY0dGhkZERPf3009qzZ4+bsh2LxdTR0aHx8XHV1ta6hkskElFra6sL5j3++ONuJOKhQ4fcKHsbBRmPx92044KCAtXW1iqVSrnRKosWLXIBz+zsbNcxHhoaUk9Pj1KplJsunZeXp87OzrQlOSzg7I+mt3PTfldbJiIIArcEjz/K0EaS229gyRgbpWpBXgva+KOw/U6MH7y2chg/0GnnkzUYrbPrJ+esMWjnvwVDLFAiHV16wM5BSxD6CR0/gWmsoeuPUrfPtUCAXStvpc6zzx8x6I9yslFV9rvYsbPja7+7Py3eglz+rBB/GQj7jSx54SdY/PrJTw7aOWeP2+9kHWLrMOTk5Li6wJZsshkI2dlH92ey888+20bpSUeCYUVFRW4ZHr8usnrerhnpyDIDQXBkOYfBwUElk0mVlpa651tSZHz8yL5Mdq329va6TYgt+WBJAfsuvb29bhZIXl6eS4rYSG0b/TY1NeX2S7H6x37X3NxctyyF7ck0f/58Fxy0keFWH5SUlLiO6dDQkOrq6lxdavWajZS0/Vjsd7LRxbYh6O7du5WXl6fh4WE3q8TqEFsKwZY+s+vc7q/WkfSTe/7IcH+wgN0P7Zzzl7QoKipygUJLBlviwu7nNtrTEk3WJrCyWBDAzhm7X1nQz58Z448KtPPUr9P8QRh2TP0l5PwR0X4w3g/wWd3r31Ptv/0Rjn5CwOpJf4Sw3TsyRyv6AarpdN111+miiy5SfX29+vv7ddddd+mxxx7Tr3/9axUXF+tTn/qUNmzY4AIW11xzjRobG3X++edLki688EItX75cn/jEJ/Sd73xHra2tuv7663XVVVe96myT12N1lKS0e4M/CtQP4vmBdrsH+QENO5b+/dBPvlmbyx/t7rfV7DeyPWP8Nqe9v9WBlsjx62VLOlgQxtZ3t8+1QLN9N/+6scCmBeIWLVqk2tpanXHGGerp6dG+ffv04IMPuhknQRC4IJydf5bQsFlFyWRSc+bM0bnnnuvaJUNDQ3rxxRe1fft2tba2upnQ/swof6keSxzYNWnX6cTEhKuLE4mE27TebxvY8bc2sSVPrc1cUVHhkt42w86W87I28NTUlKqrq129YiPLbVkvG0hQUVGh8vJySUf26LElYN/2trdp8eLFKi8v1549e9wIc9sPy9ohvb29ro1rgV5rL9tsFJt1MzAw4NqQVp898sgjOnjwoJ577jl3z66trXUJxmeffVaHDx92CTo7dlZn2PlhM00GBgYkHR217dcZ/jlt7VK/LrPryc5v//y3meMWAMwcxGLXhl0PNjvTX47O+g9+fWlltef6/SR7P2tH2qbldv1IR5cKfSsNpvGDuNbusP6T3Wfs2Fqw1k+U+Ml//3hakNafRWT3WpuF5e/T5C+DaY/FYrG0fc+sb2htytzcI8urWiLD6t6ioiK3343VrRYstgSyXcsHDhzQvHnz3LEYGRlRaWmpioqKdODAAbfnxfDwsGpra/Vf/+t/TWvHdnV1uWvfllf2Z7ONj49r586damtr05/92Z+ps7PTLZO0bNkyN+PP6pDBwUHXZl28eLGbPWx7ldi+JpYsLCwsVHFxsVauXOn2fXr++ef1wgsvaP78+aqtrdXLL7+skpISt2xhS0uLOjo60vZrs6T60NCQm9kSiRyZyXb++eerpqZGsVjMJVBsRsuaNWvS9vGypW9tBYkgCNzsZEkqLi52eypZ4sT2zLKZdHYv9+/piURCvb29buZjd3e3Gxwk6RUxEenoADH7rVKplBKJxCvqKauDWlpa9Pvf/1579+7Vtm3bXP1UWVmpsrIyl/S32eFdXV3av3+/O7dtcJW/31M8Hnd1qw1a8PvCdv9MpVIuoSzJLcPlD3Lw60irG+0YWdvS6lI/LmDtDTtnbI9Ca89aDMKuQ+vz+G0YAMD0OS2SKNYJs45AZhbebkp2I7NRzH4j20aeWfDFOqcWBLEOrjX2/VEJfkDR71BbZ8VGm/kBcz8o6QeV/Cn1/qitsKSONWytQ5150/XX2rfn2E3abuh+kMe+t43A84PiNmpoaGjIjeCzstsxt86zP9LQnuc3DsbGxtTW1qbOzk4VFBQoFou5Y29LZVVUVKiystKthWp7DARBoMrKSuXm5qqpqUltbW1urVNr5MdiMT3//POS5AJnJSUlGh8f19y5c92yOjaS19b2r6qqciOabf3c0tJS17i0xuTg4KAL7FpnwkZud3V1uenmfgPKzkc/OWbHzh+hYh2gSCSiVCqVFljxR975nR8/IG3H2l9WwX57fyaUf95mjsw2fqDRPxf95d3s3zai1tY2tyBRVlaWCwDZ+W3nvt9Rs3PIRtVkBlcjkYgLBtj1Zdenf+zseLyV1oD1R2LZv/0Rmv7oKP9395NkFsyy39Rfg99+Ezs3LJDrz0yy69tPVEtKSzbba62TZOe/ld3qVJvpZI9bcscfZe/XLRZot0SbGRgYcO/pd9Dt9Tbq0BKB9lmdnZ1ujWcbaVtWVqaqqiplZWWlbZbsz/6z87G8vFxBEKinp0dZWVnq6+tTe3u7CyjYDD1/RoZfF/gzaKzutVHhtpHn1NSRDeKrqqpUUVHh9neyJbmmpqZcAMWWuLF6oaioSBUVFW7flMHBQbW0tLhE1MDAgAYGBlwn2TZmtfumBVYswWTnhS074I8O9I+NHXf77SzwZ7+93b/8+6odY7vG/aCzjba0JLPdW/ykuL9flpXZEj42MMA+x1+mxu7DmWtW++x97Tv493f/fPYD+P6MBjs2mXWdfcfMQKZdRxa4tPPH3t++g12DfpJnOrW3t+uKK67Q4cOHVVxcrDPPPFO//vWv9b73vU+S9L/+1/9SVlaWPvKRj2h0dFTr1q3TD37wg7Tjdv/99+tzn/ucGhsbFYvFtH79en3zm998Q+WxayhzkEvm6GcpfY8Zq6csQOHXUz6/veXLHFBi9zN/cI4/w8F+T3/GlQWJ/QSbfaaktCRDZnLIXmsbott3tXLYDI/9+/e74L1tCtza2qoHHnhA73vf+7Ro0SK3TKnNMrD7gr23zQ6za8dGGC9evFhz5szR008/7Qa6DA8P6+DBg0qlUmmJpaKiIpeYsbrIApSRSMQNSrFjZteK7UciyW3u7s+c9WfqjoyMuHuT1bF2DdsSO6Ojo6qurnb1hw0eslHbsVhM9fX1bqk3G5hSV1eXthxjb2+v6urqFASBli1bpoaGBo2Njam/v98tXWPtRdtLz87F0dFR9fT0qKysTLm5udq/f7+2b9+uZ555Rlu3bnXHPJlMuvtwb2+vWltbdejQIQ0MDLh2lp3LNmDIjp+dk/6gE3vc79f4s9/8ARjS0XafP0DNEj52LP26zm/H+TNh/D6M/bb+Z1k9b9eHP1vLXm/Xml3ffoLNH5Bhn/1WSqT4x8favv4sRX8WiZ0vfp/Wfhe/P2f1kh1jq2/s97G6wM4j+7u1W2KxmLq7u13/1r9P+f2QaDSatvyl31eyc8n2CJLkkqd237Z9OCcmJlReXq5kMumWabL75Pj4uJ5++ml1dXXpkksucXt82PKjNuhEOtJ/tBUEDh8+rLq6OrdUaElJiVpaWiQd3Qzd+klVVVVuAFBRUZGGhobc3h/Z2dkuMWsD+CYnJ/XSSy+po6PDLVFbXFyswsJCzZ07Vy+88ILrK1ufMysrS4lEQhUVFW7woF83DgwMuJUJ6urq1NnZqcLCQi1btkxnnnmmm+lYVVWl+fPna2JiQsXFxWl1w9jYmNuQ3o6f1YH+9dTX16e5c+dKOpLUWrBggSRpcHDQHUs7x/r6+tyyapWVlW6/Lat7LKlt7Ryrw8bGjuyfFY/HlUwmJckNSvBnvff09OjRRx9VZ2en2/PEjonV+1bv2myisbExdXV1uTaBlduWBbfz0/rw1iex1SesHWxtLktgWBvU2mf+smR+XMmfvWznv7WP/UFo9pvYvd36uH58x+6fme1Cv+0DAJhep0USxRpX08EaQX6j3G+0ZwYl/I6vH6z0O/M2Isc6VJkBFftv6Wgg1IJbfkfDfx+TOY00cxSjP1XeRvjZZ9mN3B+pYDdzW6PWgmR287alEKyjnbmuvQXLbGktG1VkI80tKO8vweM3MFKplIaGhtTR0eGmPFunwKaqZmdnq6amRosWLVIymVR3d7cbcW6dfT/ZlZOT40YAWcPeNo+zBsbAwIAOHz6cNkV3YmJC3d3dGh0dVXd3txtl1N/f70YvWsDfAs0WhLNOhT+rwg8S+h1YC8jaFGr7Hex38zuDfufHOjR+sM5G5/sB48zzI/N8tr/b6+1z7Zz2A37+uegncqxDkxm4s/L4M00yE5h+ACgrK8vtN4BjYwFfKT3pJB091naO+PtB+HWc/7tKesVIbBvNZZsE+zNV7Lz2lzm0z7Pn2bnh7+/hB5MtAC/JzWjwkwiS3HKGlgj3R1xZcH9qakrxeNzVs9apt/rIymp1lXQ0seNfU1NTU+rv73fHoKury62lbcfUHwHsd3AsKOAnouy4d3V1uXJbh8u+ox8w8usPCzhZfeoHUvfv3++uFwtU2n5OktxI3ZycHMXjcTfD8MCBA3r55Zc1MTGhw4cPK5VKuaCrHZPMRIcdC/8+aB22zOvZgqRWH/gzHv3z1U8CWz1iQQl/tqjdI/3Eq38u+wFtq8P8YKx9N79cFhj3lw60ILjVh36C1w+mZ47u8wOI9h7W0bb/9hOY/uszZ2dZWfzjPDIy4jrpfqDLjrdfn/vtCTtG0+knP/nJa/49Pz9ft99+u26//fZXfc68efP04IMPTluZ/HaSP8DDb+/454kfHLbr1o6r1U/+XiX2fD/JYeey3fuk9BnM9hpJade31WtWPvuNrT7w76VWHquz/OvD6gNr7wRB4JISklxyIZVKaWRkRF1dXSovL9eSJUuUl5enP/7xj2ppadG73vUutxRORUVFWj1o6+bbzLWSkhL3vkVFRSooKNDKlStdu6esrEwvv/yypqam3MwW++62NKDNSrDvY/cTfylHmzlpA1ls8IW/AbyN9LY2Xmlpqbq7u9Pam+Xl5a4eSyaTqqqqcnvzWVDU6sDc3CNr/FsQMpFIqKSkxJVHOtLX6O/vV0tLi5LJpM4880wNDw+75WM7OjpcIKu7uztt+bKsrCwXXOzr61N3d7e6urrU0dGhJ598Urt379bAwIDi8bgSiYTy8/OVk5Ojvr4+t7ytLQVk9Yqdi/7MXlsSzWYiWBvRzn8/WeLPUvDrOD+p7c+el47uK2P1qgXr7X5v5fKvG79t4f+3Pd8fKGT8pLnVnX4ywA+iZrY/LTHzVmDL1NnxmZycVDweTxtM489E9kfEWz0kHR2YZH+3x/z7n99f8PsBfgDY+kE2Y9X2T8sc9GVBaCuXtSH9vqu/yoHVe34/1G939fb2uuUIbdaE9SFtz83CwkI1NzfrhRde0IIFC1xyzxI1tu9kaWmpS4gWFBSourrarSpQXl6uzs5Od+yj0ajmz5+f1qZOJpMqKyvTjh071N/f7/YhWbRokZup0tvbq+bmZg0MDKi8vFzd3d363e9+p6VLl7plvKyO6O/v18KFC9XZ2al3v/vdevvb3y7pyLV/+PBhdz3YXnmRSEQHDhzQ2WefrXnz5ikWi2n+/PluuVY/sWUmJye1Y8cONztkwYIF7jzp6OhQdXW162NL0pw5c9Jea6wvbjOj7fU2My6ZTOod73iHDh48qGQyqYmJCZdQ9s9RU1JSkjabxa7rkZER7dixQz09PXr22Wf15JNPqr+/3yXNS0tLFY/HVVNTo8HBQbfvqS39aMltv56xgUKWWJPk7h/+4LHs7Gw38MLvz1h70V8a0eIG/hLAVl9Z7Mpmf9tvav2hnp4e9xv47Qm7bvx2hs0Msza5XbuWbAEATK+3RivzONgo0re6SOTIyH+/U2WPS0eXXLIGm99gtw6MBQT8kU/+zd1/P//9rVO0e/futOCFddokuaWrrBFs72GNDeu4W8Pcb4D4y2BYmazxZMkHP5jmdz79oEtmp8/+7icR/O9lHY7e3t60IJh938nJyRMS9MLpzQLOM8GSF5kJ5cxAun99+x2AzBGmPj/xk5kcltJHc9t/+x1z+2+bDWbl8uuf7Owj62VbQsc6PX5nxOoCm91gnUKb7eh/L9t/xIJAlgS0/QKs02SdNEvo+KPF/RmCNlPFD0pYwsVG6Vkyw97n8OHDisfjGh0dVUdHh4aHh9XV1aVYLOZGpyUSCfX09LjRyu3t7W5T466uLtepzMrKcolhC8JZQNWWivRnRfjB68xgniSXQLIAjx1TO2ZW51qQR5I7XvY/fwaGdVAtgGL7Tdh7WqLe7g3SkQ5qZ2dn2iwYP2ls107mgAi7n9l54d9f7Nzyz//M5/nndNg5bu/t/9s/t/z39me5Ip3fhrB6yOoQf9lTv10gHU2y2PMt8Gz3eP8c92eh2DluAyDs/LHAjwWLLMlq17oNarDrwO71/jKFmTMGrC3qzxr2Z9DZa+xzbMCCtX1sRqp0JOjU3d2t5uZmVVdXuzX9e3p63FIny5Yt07x58zR37lzF4/G0JfrsWNjeSjZjNxqNuvX8E4mEW+u/t7fX1SmS3NJZTU1N7nU2Yt2SHhYw6+npkXQkgFZTU6PR0VH19fW5JIGN3C4tLVUikXAbvx88eNAt52rXd1VVlYIg0K5du5Sfn6/GxkbF43H19fW5WYY28jw/P98FXe03m5w8sn+IJYBs5p5t1mztSQtWNTQ0qKurSy0tLSotLXXv0dXVpVQqpb6+Pv3pT3/S7t27NTg4qJ6eHrW1tam8vFxz585VZWWlIpGIXn75ZTU3N6cNyrGZQn4y1wZH2BKHdi7aPdBPLBg7flYnZo689gc8+DNI/EStLalm9y9/5LMNXrBZcdLR5LrNsvHb2fYd7TPsHucHDe2ctufYYzbIwB+Y4b/f6W5y8sh+Xj4bcCKl149+sj/zcXuuHxTOTB77iTA/Oe0/zx/kVVFR4eo6O1/sPu23uawNYIkw+00tYesPdLFBekEQuKVUrRytra3KyjqyPOyCBQvcXkv2WHd3t0tYrl27VmvXrtXBgweVl5en8vJyNwjHEjc288pWI7D9NGKxmHs8JydHzc3Naf1R2yvPkrKW+PT3zOzt7XWbwScSCW3btk1tbW2qq6tTKpVSR0eHBgYG1NraqpGREZ177rlqb293A2WsfsvJydHevXvV19ennTt3KicnR3/xF3+hlpYWNTY2asGCBW7ZV5tRYnsqzZ8/X1lZWWpra9Ozzz6r3/72t+rq6tKiRYt06aWXqr6+XllZR1Yy2LFjh5LJpJsRYnVeLBZLO39sqTHbQ9SWgvRnRMTjcS1YsMDtK5adna3BwcG0WTHSkXtj2BKfvb29euSRR3TXXXdpaGhIqVRK8Xhcc+fOdYNNbH+p7u5uDQwMqL+/X11dXRoeHlZPT0/aAB2rU3fv3u366TbA1O9bZA5ssHPeH/ziXxtWB/nt+bCYiH/N+O2Y6RwgDACYXqdkEoVgwokXBAEjGE4QG+2NmXO61Rmz9X1mO8nsL9P2agnH16u37O+ZiR/zagHwMJm/Q2bSyH/s1d7T/5vfifLf039u5mdkfp512DJnsElHg/Vhsxj8AFRmuf1yvFoC7LXKHPZ45vcJe6/M4xb2ev91fnLC/z6ZM0jfik63OjCTH3S1pKOUfq5bcM4GePiBRUvKWsBakgv0W7Ivc3aLzZQdGRlxyRMLvlnQzL/f+0FCW85qZGQkbV8BK4P/PhY8l44GLe21/t4/klyA0ZYptcSLBfIHBwfV0dGhiooKF9Q7cOCAtm3bpqeeeko1NTVavHixVq5cqYaGBjcid2Jiwi0Xk0wm3XI48XjcrZUfjUZVVlam1atXa2xszK2Tn5+fr8LCQsViMT355JN65JFHNDg4qFgspsrKSuXk5GjhwoUqLS1VV1eXent7FY1G3UhqC1C+/PLL6uvr07Jly1RbW6tIJOJGMw8PD6u+vl59fX1aunSpqqqqXOIlLy9Pzc3NamtrU0VFRVoCwr5TX1+fhoeHVVdXp0gkooMHD0o6Up/a/gc5OTmqqqrSsmXLVFhY6JZtaW9vd4mhkpISZWdnq7Oz082AbG1t1djYmHbv3q0dO3bowIEDmpiYUCKRUHFxsebNm+eSRTt27HAjzHt6elyAb2hoyI0C9wPNlrCwc8aWnR0YGHDLsVnyvaCgIC1pYTMTrV71ZwBawNsC6v6MD7teLBniJ2+sjeAn9Ox68QcPZWVluWXq/EFGlrSzOtuShv717b+vJVz8AKclbE7nev+16vOTpY9hgzCk9EEKYW2vzID0q/EHMvgzD/22jl0Tmck5f3my3/zmN27Wlg3O8N/H3t/e0//8zOfZe/jfw3+NPzvR2MwGfylSf6asvyx0EARuj6R/+Zd/cfWtvbcNsrCEbmFhoVs22a6nzOPqzzKzAXz+YMLvfe97aUv9+SscZP5mPv+682dpvhq/vesfn9cyNTWl4eFhDQ4OprV7M2fo+clVq8PsM+05fjn8vs3puCLC6d4GBICZdEomUU7HmxuAE6e/v1/FxcWzXYxp09XVNdtFOGXNxAjVmQjeZM7SMcyknJnjf6o53epAnz+C2gJnFgCypKJdF/5yNBbY8pcK8mcp2essEG2fY8FgW+bKRiTb3no5OTkqLCxMm4lhAa5I5Mh+PZkzqfyZun4gzoLRFhCzmV05OTlKJpPuOf6+ZxMTEyotLdXw8LBbPsY+a3Jy0u2tFI/HFYvF3GyN/v5+vfDCC3r22We1ZcsWXXDBBfrzP/9z1dbWamBgQHl5eW5/JBspbsF1m8FgSRvbU8qWkBkeHtacOXP0wQ9+UNFoVAcOHFBxcbHmzp3rZlFEo1G1tbVp1apVys3NVV1dnRKJhEt8Z2dn69ChQyouLtaSJUvU39+vSCSi0tJS1dfX64wzztBTTz3llnDNy8tTKpVSWVmZ3vve96qnp8fNeskM2FVUVLhEhL3WgpVBEKi4uFgjIyPKy8vTkiVL3JI8bW1tGh4eVmFhoaqrq11gf3x8XH/84x914MABHThwwG32bAHX+vp6VVRUaGJiQr29vdqxY4fbT0aSW3bGX17JX7bQX0ffEmg2+0M6sna/JBcotkSTnQM2w9GSEf4yMHYe+deLHQtbZskSUPacSCTi3sOfWWDlttmdNtvRZktYIj/z9/A3mLZy+Ut/2Xvb9WCJEyujvzzt6ehU6AfP5n349QbTWOL0VGHX+LHMTpiO7+XvQXkq8PctQbjTuQ0IADPtlEyi1NbWaseOHVq+fLmam5uVSCRmu0intL6+PtXV1XEspwnHc/q82WNpgaHa2toTULrZU1ZWJklqamqiUTwNuGanD8dyelEHvjZbekg6ukecPzvLAs/+hsa2jJ4Fey0oayM1bXSwv0yRvySYJSIsuZGbm+sC2BZMTqVSaUuI+bPF7HE/seIvgWrltdfapusjIyMuyG1Jn76+PpcwsmX4bJbA6OioUqlU2mwU+zxbo31wcFBLly51y68MDAyoo6NDzc3N+sUvfqGuri4tXLjQLX1VUFCgiYkJtba2uuVXIpGI4vG4C2xbwK+6ulpZWVnatWuX9u7dq/nz52vJkiVauHChamtrVVJSoqmpKffZthl9YWGhm6kzODio7u5uRaNR1dTUqKGhQYcPH1ZTU5NisZiysrLU09Oj/v5+zZs3T6WlpRodHVVnZ6eGh4fd/jHxeFzFxcXq6+tzy4UFQaCqqiq3d4olzTKXLcrOzlZlZaUGBgbU2dnplgiyZb8seZabm6vDhw/rD3/4g1588UUdOHBATU1NysvLc0uVNTQ0uNke3d3damtrc3vvWaLOltKyMtgxthkiBQUF6urqcvu32JI0Q0ND7r+lo/vi2J4U/rIylpyz/WzsHPUTimNjY26W1OTkpPtd7Lqw89XfO8quM0uC+M/zZ47YdZiXl/eKzeT9GWI2e8A/Dv5ykNLRUfX2mf5+Hacr+sHTi3bL9OJ4Th/agABw8jklkyhZWVluU7NEIsENeppwLKcXx3P6vJljeTomGSzQVlxczDk2jbhmpw/HcnpRB4azoKutme8vX2JJDX8ku5/I8JeY8ZfAs9knNuLfgsP+7JZoNOqCw/6eNfZ+trmsjdi3RIsFw+09/P2W7LU2E8A21bZlcawcFuAeGBjQxMSEW37MZidY4NpmitheIpa0iUajGhoacss32X4hQRAoHo+rrKzMrZ//29/+Vtu3b1dBQYHmzZvn1p5PJpMuAWKzSPxgfmlpqUpKSlyyyvZQGRsbU0lJiQoLC913tNkkk5OT6ujocN/ffrOioiKVl5drbGzMJQ1sFoolcIaHh9Xf36+pqSk3u6a/v98teVZUVKRYLOZ+i0Qi4fa7soSSLZ9mszfsNy0qKnK/V3d3t1KplFumrLe3Vy+++KJSqZRLLu3fv98lnc466yy330Jzc7MOHz7s9rNJpVIuyWNL5di5Z9/f35PEzjNLOFhCwfbm8ffmCoLAJQht6SxLUvibc/sztyyJYnv6ZM7estlI/r5cdlwskelvAp6dne32krHz3o6zLV1nf7PEjf3b/599H1uqzr6DP8PFlhCz5FNnZ+dJs6zViUA/+MTgWE4vjuf0oQ0IACePUzKJAgAAgLc2SyaUlZW5QK2N9JeO7o/iJyksWGx/t9Hw/j46/oh4SWlrwtva9X7SxZ7rbx5rZbHEhq19b59ryQwrg82EsGWMbDaGjca3/S4soTM8PJy2Qa793V8eKT8/3wXk/b0pbBaOLStm+4fYmvi210l2drZSqZTbGN2OS21trc4++2zV19e7IHp+fr7bF8QSRpFIRNXV1W55p+HhYUWjUSUSCbfcWCwWS1vOLCsryyVn/GXNenp6FI1GXULIAkqWeGhvb9fIyIhqamrSvuPY2JibQWNLcllyyjY0jsfjLsnU29ur3NxclZaWanBw0C2XNjg46DaG379/f9psHptB0t3drYqKCi1atMgtkxYEgdrb29XS0qKBgQGXnLEN4f3ZUnae+eeOn1Txl+OyxIPNWvJnX9l55e9PYOdFWVmZiouL1dPTo+Hh4bTExfj4uJvRYr+hnduWoLTZJpFIxC3L5c8UsXNUOpJM9JfUs2vBv77se9gMJn+ZPUuS+HsdSHLf0xIpktyycP6MLgAAAGA6kUQBAADAKcmCqP5Idksu2Mh6f3mfzKWSMvdc8IPHFqweHR1N26zeZljYhsCS3Mbf9nxJboS/nySxPSj8zbotKWKBckvIWGC5qKhIU1NTGhoachsA+zMTpKOza+y/s7KyNDQ05JZRspkJto+EJXEsaWHPaW9v1+DgoNs4vqSkRBMTE6qpqVEQBNq3b5927dql/fv3q6amRoWFhUomk1q8eLEWLFigRCKhWCzm9nEpLi5WfX29hoeHJcklNezzRkdHXUKopKTEzcCw362goMDNjMjKylIikVBhYaErV0dHh9sTpqCgwG2gbr/9wMCAS7jY/jBTU1M6cOCAcnJyNH/+fMViMXV2dmp0dFQHDhyQJC1fvlxjY2Pau3evCgsL1d/fr6eeekovvfSSBgYGVFhYqMrKStXU1LiAfywWUxAE6uvrc8m7np4etba2qr+/3836sPNpZGTEld3OF1sey5b4ys/PV35+vvvd/b1CLClkM24kud/ZEhaWuLJzpa+vTwMDA+55/ubOVgb/evE377aZU7aRs32ev1yXndeWJLFz2K4n+w5+UsUSSP5MKn9/L7sWLBlpiU7/WjX+dQAAAABMp1M2iRKNRrVx40ZFo9HZLsopj2M5vTie04djGY7jMr04ntOHYzm9OJ6vb3h4WB0dHS64arNSJLlAtgVtbSkiC1pLR/e+sBH2FhC2v/lB5swN4P1ArwW37X38RIskF9S3JY2ysrLcTBFLetgG3n7gWVLajIXMoLf9zcpqs2OsLDZ7wQLjhYWFGh8fd0sy2XJctsyUJSyGh4fV1dWlkpISt4RUPB5XRUWF4vG4+vv71dnZqYmJCe3du1fPPfecSkpKlEgk1NDQoIaGBpWWlkpS2gyEoqIit/ySnwyy8tgyakNDQ+472N+ysrI0OjqqeDyu7OxsN5vE9uwYGRlRZ2enIpGIWzJscHBQExMT6urq0q5du9TZ2anOzk61tLQoOztb1dXVGh4eViqV0sjIiLq7u5WTk6PnnntOkUhEBw8edMfeNoevra1VQ0ODK78lq0pKSnT48GE1Nze7c2h4eFh9fX0ukWEzl/zEnb+Zu79fjp1Ldqz8pJm9v81esiRDXl6emz1jCTw79vYb2+sSiUTaMcrLy1NBQYFLatm54ycqrNxWZkuMjIyMuISczfTxl+nyl/DyZ3lZUsbK7u+JYst22XU2NTXllqnzrwNLvHV0dLj3PN1xb5g+HMvpxfGcPhxLADj5RAK/JwYAAACcpPr6+l5zjW8/2OAv/+MHZ8NGqvtLF2W+zl8iy2aLSEqbFeDvaSLJJR4yX+tveO0nc/z3yFyCzDaZtwC6Pd/+Nm/ePDczwN7f33PFln2yQLXNgIjFYi7Ibks72YbjVmYL0tvG4vF43G12n5eXp9LSUo2NjamlpcXNvJiYmFBVVZUqKioUi8VUUFCgRCKhZDKpBQsWaGpqSr29vW7De0tESHKbzlsgX5JaW1uVm5ur+fPnq6OjQ6WlpcrLy1NfX5973sDAgJtdEolEVFZW5mbOzJ8/X83NzXr88cfdZvQ2Q8MSTjZbJRKJqKKiQpLU0dGhvLw8zZkzxwX1p6amNDw8rKKiIrW3t7sEiR3flpYWjYyMKBqNuqW3LClin2VLyNksjqysLJdss5k39t9jY2MuQWL/tuXdLBlle5X4M4xefPFFSUdnkti5YeeZv+yWJSksmWGJDpthE3YdZSZY/CX0/L2FMjeuz1wqz94/87rzP89/vv0Omdeu7RX0alKpFPszAMBpwNqB1OsAXsuJqitO2ZkoAAAAgM9G2r+V7N69+xWJobClmixQnZlUktID1/7j/n4U/qwZ+7cleGz2jO1VYcup2XNtto8le2zZJ/tMPwhvMyfsb5Z8sFkI9p4WoLf3szJIRxNU4+PjbnbL8PBwWmDfT4D5e8bY51siwJZq8z/L/t/fD0TSK2ZaZM7ikJSWTDD23/7zM59n//Zl/l72+tm6Dt6K1x8AAADeGkiiAAAA4JTABOpXeq0R+HjzBgcHZ7sIeJOoNwAAAPBmZb3+UwAAAIDZ19/fP9tFAHCKod4AAADAm8VMFAAAAJwSamtrtWPHDi1fvlzNzc2nxHrYfX19qqurO2XKK1HmmXCqlVc69cocBIH6+/tVW1s720UBAADAqS44Bd12223BvHnzgmg0Gpx33nnBE088MdtFOuls3rw5+Mu//MugpqYmkBTcd999aX+fmpoKbrjhhqC6ujrIz88PLrjgguDFF19Me05XV1fwsY99LIjH40FxcXHwyU9+Mujv75/Bb3FyuOmmm4JzzjknKCoqCiorK4NLLrkk2LVrV9pzhoeHg89//vNBWVlZEIvFgg9/+MNBa2tr2nMOHDgQfOADHwgKCgqCysrK4Ctf+UowPj4+k1/lpPCDH/wgWLlyZRCPx4N4PB6cf/75wYMPPuj+zrF8fdSBr486cPpQB04v6sA3L5VKBZKCVCo120U5JqdaeYOAMs+EU628QXBqlvl0Qxvw9dEGnD60AacXbcA3j/sQgGNxouqKU245r3vuuUcbNmzQxo0b9cwzz2jVqlVat26d2tvbZ7toJ5XBwUGtWrVKt99+e+jfv/Od7+h//+//rTvuuENPPPGEYrGY1q1bp5GREfecj3/843rhhRf08MMP6/7779dvf/tbfeYzn5mpr3DS2Lx5s6666ir98Y9/1MMPP6zx8XFdeOGFaWtkf+lLX9J//Md/6N5779XmzZvV0tKiD3/4w+7vk5OT+uAHP6ixsTH94Q9/0D//8z/rzjvv1I033jgbX2lWzZ07V7fccou2bt2qp59+Wn/xF3+hSy65RC+88IIkjuXroQ48NtSB04c6cHpRBwIA3gjagMeGNuD0oQ04vWgDAsApblpTMjPgvPPOC6666ir378nJyaC2tja4+eabZ7FUJzdljMCZmpoKqqurg+9+97vusd7e3iAajQY/+9nPgiAIgh07dgSSgqeeeso951e/+lUQiUSCQ4cOzVjZT0bt7e2BpGDz5s1BEBw5drm5ucG9997rnrNz585AUrBly5YgCILgwQcfDLKystJGkvzwhz8MEolEMDo6OrNf4CRUWloa/NM//RPH8hhQBx4/6sDpRR04/agDj8+pNgrxVCtvEFDmmXCqlTcITs0yn05oAx4/2oDTizbg9KMNeHy4DwE4FsxEkTQ2NqatW7dq7dq17rGsrCytXbtWW7ZsmcWSnVr27dun1tbWtONYXFysNWvWuOO4ZcsWlZSU6JxzznHPWbt2rbKysvTEE0/MeJlPJqlUSpJUVlYmSdq6davGx8fTjueyZctUX1+fdjxXrlypZDLpnrNu3Tr19fW5kSdvRZOTk7r77rs1ODioxsZGjuXroA6cHtSBbw514PShDnxjotGoNm7cqGg0OttFOSanWnklyjwTTrXySqdmmU8XtAGnB23AN4c24PShDQgAp55TamP5zs5OTU5Opt00JCmZTGrXrl2zVKpTT2trqySFHkf7W2trq6qqqtL+npOTo7KyMvect6KpqSl98Ytf1Dvf+U6tWLFC0pFjlZeXp5KSkrTnZh7PsONtf3uref7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+      "text/plain": [
+       "<Figure size 2000x1000 with 5 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "show_matching_images(6, \"BodyPartExamined\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "d960f142",
+   "metadata": {},
+   "source": [
+    "In this example a series tagged as \"Spine\" contains an image of the head and is adequately matched with \"Head\" and \"Brain\" as closest 5 matches."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "50c95a7d",
+   "metadata": {
+    "scrolled": false
+   },
+   "outputs": [],
+   "source": [
+    "show_matching_images(10, \"BodyPartExamined\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "7bfc89ff",
+   "metadata": {},
+   "source": [
+    "Here the image does not contain a value in its \"BodyPartExamined\" DICOM tag, but clearly contains an image of patient abdomen. It is correctly matched with abdominal scans."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "d01d0e0e",
+   "metadata": {},
+   "source": [
+    "## Protocol Name\n",
+    "\n",
+    "Now let's try to predict images using protocol name. These ones are a bit more difficult, but the spot check shows decent capabilities of our system in predicting protocol name."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "02289077",
+   "metadata": {
+    "scrolled": false
+   },
+   "outputs": [],
+   "source": [
+    "show_matching_images(1, \"ProtocolName\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "9c7054ec",
+   "metadata": {
+    "scrolled": false
+   },
+   "outputs": [],
+   "source": [
+    "show_matching_images(6, \"ProtocolName\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "b6369b56",
+   "metadata": {},
+   "source": [
+    "## Matching to GPT-derived clusters\n",
+    "\n",
+    "Now let's see how similarity shows up if we use GPT-derived labels\n",
+    "\n",
+    "### Body part examined"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "16632486",
+   "metadata": {
+    "scrolled": false
+   },
+   "outputs": [],
+   "source": [
+    "parameter = \"BodyPartExamined_gpt\"\n",
+    "id_to_test = 1\n",
+    "\n",
+    "test_series = df_mri[\n",
+    "    df_mri[\"SeriesInstanceUID\"]\n",
+    "    == holdout_set[\"BodyPartExamined\"].iloc[id_to_test][\"SeriesInstanceUID\"]\n",
+    "].iloc[0]\n",
+    "print(test_series.to_string())\n",
+    "\n",
+    "helpers.display_closest_images(\n",
+    "    df_mri,\n",
+    "    parameter,\n",
+    "    test_series,\n",
+    "    images_path=images_path,\n",
+    "    features_path=feature_vectors_path,\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "e507eceb",
+   "metadata": {
+    "scrolled": false
+   },
+   "outputs": [],
+   "source": [
+    "parameter = \"BodyPartExamined_gpt\"\n",
+    "id_to_test = 5\n",
+    "\n",
+    "test_series = df_mri[\n",
+    "    df_mri[\"SeriesInstanceUID\"]\n",
+    "    == holdout_set[\"BodyPartExamined\"].iloc[id_to_test][\"SeriesInstanceUID\"]\n",
+    "].iloc[0]\n",
+    "print(test_series.to_string())\n",
+    "\n",
+    "helpers.display_closest_images(\n",
+    "    df_mri,\n",
+    "    parameter,\n",
+    "    test_series,\n",
+    "    images_path=images_path,\n",
+    "    features_path=feature_vectors_path,\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "b146b260",
+   "metadata": {},
+   "source": [
+    "### Imaging Plane"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "87ac6e49",
+   "metadata": {
+    "scrolled": false
+   },
+   "outputs": [],
+   "source": [
+    "parameter = \"ImagingPlane_gpt\"\n",
+    "id_to_test = 1\n",
+    "\n",
+    "test_series = df_mri[\n",
+    "    df_mri[\"SeriesInstanceUID\"]\n",
+    "    == holdout_set[\"SeriesDescription\"].iloc[id_to_test][\"SeriesInstanceUID\"]\n",
+    "].iloc[0]\n",
+    "print(test_series.to_string())\n",
+    "\n",
+    "helpers.display_closest_images(\n",
+    "    df_mri,\n",
+    "    parameter,\n",
+    "    test_series,\n",
+    "    images_path=images_path,\n",
+    "    features_path=feature_vectors_path,\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "42d991ed",
+   "metadata": {
+    "scrolled": false
+   },
+   "outputs": [],
+   "source": [
+    "parameter = \"ImagingPlane_gpt\"\n",
+    "id_to_test = 1\n",
+    "\n",
+    "test_series = df_mri[\n",
+    "    df_mri[\"SeriesInstanceUID\"]\n",
+    "    == holdout_set[\"BodyPartExamined\"].iloc[id_to_test][\"SeriesInstanceUID\"]\n",
+    "].iloc[0]\n",
+    "print(test_series.to_string())\n",
+    "\n",
+    "helpers.display_closest_images(\n",
+    "    df_mri,\n",
+    "    parameter,\n",
+    "    test_series,\n",
+    "    images_path=images_path,\n",
+    "    features_path=feature_vectors_path,\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "3bc083ec",
+   "metadata": {
+    "scrolled": false
+   },
+   "outputs": [],
+   "source": [
+    "parameter = \"ProtocolUsed_gpt\"\n",
+    "id_to_test = 1\n",
+    "\n",
+    "test_series = df_mri[\n",
+    "    df_mri[\"SeriesInstanceUID\"]\n",
+    "    == holdout_set[\"ProtocolName\"].iloc[id_to_test][\"SeriesInstanceUID\"]\n",
+    "].iloc[0]\n",
+    "print(test_series.to_string())\n",
+    "\n",
+    "helpers.display_closest_images(\n",
+    "    df_mri,\n",
+    "    parameter,\n",
+    "    test_series,\n",
+    "    images_path=images_path,\n",
+    "    features_path=feature_vectors_path,\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "dd3b4310",
+   "metadata": {
+    "scrolled": false
+   },
+   "outputs": [],
+   "source": [
+    "protocol = \"3D TOF\"\n",
+    "\n",
+    "test_series = df_mri[df_mri[\"ProtocolUsed_gpt\"] == protocol].iloc[0]\n",
+    "print(test_series.to_string())\n",
+    "\n",
+    "helpers.display_closest_images(\n",
+    "    df_mri,\n",
+    "    \"SeriesDescription\",\n",
+    "    test_series,\n",
+    "    images_path=images_path,\n",
+    "    features_path=feature_vectors_path,\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "ebf1ac40",
+   "metadata": {},
+   "source": [
+    "# 6. Final Remarks"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "abf8d067",
+   "metadata": {},
+   "source": [
+    "Throughout this notebook we have seen how a dataset of MRI series presents a challenge when we are trying to automate identification of certain parameters of imaging series such as body part, protocol or plane of imaging. We have then seen how embeddings obtained by the 2D MedImageInsight model can be used to create low-dimensional representations of entire imaging series, and how these representations can be organized into clusters. We have discussed how our exam parameter detection system would require ground truth labels to understand what are the exam parameters of the clustered images and looked at the example of how GPT4 can be used to provide a good approximation of such labels without any manual effort. We have then inspected these clusters with respect to various parameters of interest and have seen that the model is able to separate the parameters of interest well. We have visualized several images to get a better understanding of model performance and then used our clusters to infer exam parameters of images not used for cluster creation. \n",
+    "\n",
+    "From this place, in order to build a robust exam parameter inference system we would need to look at the following:\n",
+    "- Evaluate the baseline performance of the presented system as a multi-class and multi-label classifier\n",
+    "- Understand the performance requirements for operating such a system in your environment and see if the performance needs to be improved\n",
+    "- If the performance needs to be improved, consider some of the following ideas:\n",
+    "    - creating clusters in a space with more dimensions (keeping in mind that each jump in dimension might require quite a bit more data)\n",
+    "    - using hierarchical clustering techniques to incorporate knowledge about labels and their intrinsic relationship. You might have noticed that in this examples the labels were not used when we created our clusters and clusters were derived solely based on the MedImageInsight representations\n",
+    "    - training a small classifier network on top of derived embeddings to achieve a better classification performance (see our MedImageInsight adapter training notebook)\n",
+    "    - fine-tuning the MedImageInsight model to perform better on your specific imaging set\n",
+    "\n",
+    "The ideas presented here can be used to further develop a system that will be able to infer a lot about an imaging study from pixel data only. With MedImageInsight Foundational model such system would not require expensive training, labeling of large datasets, or expensive computational resources to operate. \n"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernel_info": {
+   "name": "python310-sdkv2"
+  },
+  "kernelspec": {
+   "display_name": "examparamdetection",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.8.19"
+  },
+  "microsoft": {
+   "ms_spell_check": {
+    "ms_spell_check_language": "en"
+   }
+  },
+  "nteract": {
+   "version": "nteract-front-end@1.0.0"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam_parameter_helpers.py b/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam_parameter_helpers.py
new file mode 100644
index 00000000000..13cb1b17cec
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam_parameter_helpers.py
@@ -0,0 +1,372 @@
+# Exam Parameter Detection notebook helper functions
+import matplotlib.pyplot as plt
+import matplotlib.image as mpimg
+import numpy, pandas as pd
+import os
+import pickle
+import json
+from openai import AzureOpenAI
+from umap import UMAP
+import plotly.graph_objs as go
+from scipy.spatial import distance
+from azureml.core import Workspace
+from azureml.core.keyvault import Keyvault
+
+
+def plot_parameter_distribution_categorical(df, parameter_name, plot_title, height=5):
+    """Use matplotlib to plot parameter distribution"""
+    df[parameter_name].value_counts(dropna=False).plot(
+        kind="barh", figsize=(8, height), color="#86bf91", zorder=2, width=0.9
+    )
+    plt.title(plot_title)
+
+    # Create labels for the plot and include NaN values
+    labels = df[parameter_name].value_counts(dropna=False)
+    for i, v in enumerate(labels):
+        clr = "black"
+        if pd.isnull(labels.index[i]):
+            clr = "red"
+
+        plt.text(v + 1, i, str(v), color=clr, va="center")
+
+
+def plot_parameter_distribution_histogram(
+    df, parameter_name, plot_title, bin_count, logscale=False
+):
+    """Use matplotlib to plot a histogram of data"""
+    # Plot the histogram directly using pandas
+    df[parameter_name].hist(bins=bin_count, edgecolor="black", log=logscale)
+
+    # Customize the plot
+    plt.title(plot_title)
+    plt.xlabel(parameter_name)
+    plt.ylabel("Frequency")
+    plt.grid(False)
+
+    # Show the plot
+    plt.show()
+
+
+def sample_holdout_set(df, param_name, param_values, n_sample=5):
+    """Samples a subset from the dataframe based on the parameter values provided"""
+    out_pd = pd.DataFrame()
+    for v in param_values:
+        sampled = df[
+            df[param_name].isnull() if v == None else df[param_name] == v
+        ].sample(n_sample, random_state=42)
+        out_pd = pd.concat([out_pd, sampled])
+
+    return out_pd
+
+
+def create_exam_param_struct_from_dicom_tags(df_item):
+    """Pack DICOM fields into a JSON object that can be sent to GPT"""
+    exam_params = {}
+    exam_params["Body Part Examined"] = df_item["BodyPartExamined"]
+    exam_params["Protocol Name"] = df_item["ProtocolName"]
+    exam_params["Series Description"] = df_item["SeriesDescription"]
+    exam_params["Image Type"] = df_item["ImageType"]
+    exam_params["Sequence Variant"] = df_item["SequenceVariant"]
+
+    return json.dumps(exam_params)
+
+
+def load_environment_variables(json_file_path):
+    with open(json_file_path, "r") as file:
+        env_vars = json.load(file)
+        for key, value in env_vars.items():
+            os.environ[key] = value
+
+
+def create_openai_client():
+    """Plumbing to create the OpenAI client"""
+
+    # Try to load endpoint URL and API key from the JSON file
+    # (and load as environment variables)
+    load_environment_variables("environment.json")
+
+    # Try to get the key from environment
+    endpoint = os.environ.get("AZURE_OPENAI_ENDPOINT", "")
+    api_key = os.environ.get("AZURE_OPENAI_API_KEY", "")
+
+    if api_key == "":
+        # Try to get the key from AML workspace
+
+        # Load the workspace
+        ws = Workspace.from_config()
+
+        # Access the linked key vault
+        keyvault = ws.get_default_keyvault()
+
+        # Get the secret
+        api_key = keyvault.get_secret("azure-openai-api-key-westus")
+
+    client = AzureOpenAI(
+        azure_endpoint=endpoint,
+        api_key=api_key,
+        api_version="2024-02-01",
+    )
+    return client
+
+
+def create_oai_assistant(client):
+    """Creates assistant to keep track of prior responses"""
+    # Assistant API example: https://github.com/openai/openai-python/blob/main/examples/assistant.py
+    # Available in limited regions
+    deployment = "gpt-4o"
+    assistant = client.beta.assistants.create(
+        name="Math Tutor",
+        instructions="You are a categorizer. For each question answered, extract entities related to people's names and "
+        " jobs and categorize them. You always return result in JSON. You reuse categories from past responses when possible",
+        model=deployment,
+        tools=[{"type": "code_interpreter"}],
+    )
+    return assistant.id
+
+
+def plot_clusters(df, column):
+    # Create a list of unique values for the column
+    colors = [
+        "red",
+        "blue",
+        "green",
+        "orange",
+        "purple",
+        "brown",
+        "pink",
+        "gray",
+        "olive",
+        "cyan",
+        "magenta",
+        "yellow",
+        "black",
+        "darkred",
+        "darkblue",
+        "darkgreen",
+    ]
+    traces = []
+    for protocol, color in zip(df[column].unique(), colors):
+        trace = go.Scatter(
+            x=df[df[column] == protocol]["embedding_p1"],
+            y=df[df[column] == protocol]["embedding_p2"],
+            mode="markers",
+            marker=dict(color=color),
+            name=protocol,
+            text=df[df[column] == protocol][column].values,
+        )
+        traces.append(trace)
+
+    # Create a layout for the plot
+    layout = go.Layout(
+        title="MedImageInsight dimensionality reduction vs " + column + " (MRI).",
+        xaxis=dict(title="Projection 1"),
+        yaxis=dict(title="Projection 2"),
+    )
+    # Create a figure with the traces and layout
+    fig = go.Figure(data=traces, layout=layout)
+    # Show the figure
+    fig.show()
+
+
+def prepare_feature_maps(df, dataset_root=""):
+    """Sets up feature maps for series based on MedImageInsight's individual image embeddings"""
+    feat_mean_matrix = []
+    feat_std_matrix = []
+
+    for index, row in df.iterrows():
+        feat_path = row["features"]
+        feat_file = os.path.join(dataset_root, feat_path)
+        feat_dict = pd.read_pickle(feat_file)
+
+        # Sort features by slice number
+        feat_dict = dict(sorted(feat_dict.items()))
+
+        # creat list of dict items values
+        feat_list = list(feat_dict.values())
+
+        # Select the center slice + 10 slices before and after
+        center_slice = int(len(feat_dict) / 2)
+        slice_range = list(range(center_slice - 10, center_slice + 10))
+
+        # print("number of slices: ", len(feat_dict))
+        # Extract features for the selected slices and create a 2D matrix
+        feat_subject_matrix = []
+
+        # Check if slice_range is within the number of slices
+        slice_range = [x for x in slice_range if x < len(feat_list)]
+
+        for slice_num in slice_range:
+            feat_subject_matrix.append(feat_list[slice_num])
+        feat_subject_matrix = numpy.array(feat_subject_matrix)
+
+        # Calculate the mean and standard deviation of each feature
+        feat_mean = numpy.mean(feat_subject_matrix, axis=0)
+        feat_std = numpy.std(feat_subject_matrix, axis=0)
+
+        feat_center_slice = feat_list[center_slice]
+
+        # save feat_mean as pickle file
+        feat_mean_path = feat_file.replace(".pkl", ".mean.pkl")
+        with open(feat_mean_path, "wb") as handle:
+            pickle.dump(feat_mean, handle)
+
+        # save feat_center_slice as pickle file
+        feat_center_slice_path = feat_file.replace(".pkl", ".center_slice.pkl")
+        with open(feat_center_slice_path, "wb") as handle:
+            pickle.dump(feat_center_slice, handle)
+
+        feat_mean_matrix.append(feat_mean)
+        feat_std_matrix.append(feat_std)
+
+    feat_mean_matrix = numpy.array(feat_mean_matrix)
+
+    # Not used yet
+    feat_std_matrix = numpy.array(feat_std_matrix)
+
+    return feat_mean_matrix
+
+
+def read_image(path):
+    """Reads an image from a file and returns it as a numpy array"""
+    return mpimg.imread(path)
+
+
+def plot_image(df, parameter, dataset_root=""):
+    # load the image and display it
+    para_vals = df[parameter].dropna().unique()
+    dict_para = {}
+
+    # subplot parameters (rows, columns)
+    (n_rows, n_cols) = (4, 5)
+
+    # Create a subplots of images for each value of the parameter
+    fig, axs = plt.subplots(n_rows, n_cols, figsize=(20, 10))
+    fig.suptitle("MRI images for each " + parameter)
+    for i, para in enumerate(para_vals):
+        # Select a row from the dataframe corresponding each value of of the given column
+        row = df[df[parameter] == para].iloc[0]
+        # Load the image
+
+        # list files in row['png_path'] and select the middle one
+        png_path = row["png_path"]
+        if dataset_root != "":
+            png_path = os.path.join(dataset_root, png_path)
+
+        files = os.listdir(png_path)
+        files.sort()
+        png_file = png_path + os.sep + files[len(files) // 2]
+
+        img = read_image(png_file)
+        # Display the image
+        axs[i // 5, i % 5].imshow(img, cmap="gray")
+        axs[i // 5, i % 5].set_title(para)
+        axs[i // 5, i % 5].axis("off")
+        dict_para[para] = img
+
+        if i == n_rows * n_cols - 1:
+            break
+
+    plt.show()
+
+
+def display_closest_images(
+    df, column, image_series, text_flag=False, images_path="", features_path=""
+):
+    """Display the top 5 closest images to a given image given a dataframe and a given column"""
+
+    # The following code randomly picks an image with a given value and uses it to find the closest images
+    # random_index = numpy.random.randint(0, len(df[df[column] == value]))
+
+    # print('Random index: ', random_index)
+
+    # # Select a row from the dataframe corresponding each value of of the given column
+    # row = df[df[column] == value].iloc[random_index]
+
+    # The following code uses supplied dataframe row to find closest images
+    row = image_series
+
+    pickle_path = row["features"].replace(".pkl", ".center_slice.pkl")
+    if features_path != "":
+        pickle_path = os.path.join(features_path, pickle_path)
+
+    image_feat_mean = pd.read_pickle(pickle_path)
+
+    # Compute text if text_flag is True
+
+    if text_flag:
+        # compare the image_feat_mean with the values of text_parameter_feat_dict
+        image_text_similarity_list = []
+        for key, value in text_parameter_feat_dict.items():
+            # Cross product between the image_feat_mean and the values of text_parameter_feat_dict
+            cross_product = numpy.dot(image_feat_mean, value)
+            image_text_similarity_list.append(cross_product)
+
+        # Create a dataframe with the similarity values
+        df_distances = pd.DataFrame(
+            {
+                "parameter": list(text_parameter_feat_dict.keys()),
+                "distance": image_text_similarity_list,
+            }
+        )
+
+        # Sort the dataframe by distance
+        df_distances.sort_values(by="distance", inplace=True)
+
+        # Print the top 5 df_distances values
+        print("Top 5 closest exam parameters based on text similarity:")
+        print(df_distances.head(5))
+
+    embedding_p1 = row["embedding_p1"]
+    embedding_p2 = row["embedding_p2"]
+
+    png_path = row["png_path"]
+    if images_path != "":
+        png_path = os.path.join(images_path, png_path)
+
+    files = os.listdir(png_path)
+    files.sort()
+    png_file = png_path + os.sep + files[len(files) // 2]
+    img = read_image(png_file)
+
+    # String containing the value of the parameter of interest or "Not present" if the value is not present
+    value_string = (
+        row[column] if isinstance(row[column], str) and row[column] else "Not present"
+    )
+    plt.imshow(img, cmap="gray")
+    plt.title(f"{column}: " + value_string)
+
+    # Deep copy the dataframe
+    df_copy = df.copy()
+
+    distances = []
+    for index, row in df.iterrows():
+        dist = distance.euclidean(
+            [embedding_p1, embedding_p2], [row["embedding_p1"], row["embedding_p2"]]
+        )
+        distances.append(dist)
+
+    df_copy["distance"] = distances
+    df_copy.sort_values(by="distance", inplace=True)
+
+    # Display the top 5 closest images but not the original image
+    fig, axs = plt.subplots(1, 5, figsize=(20, 10))
+
+    for i in range(5):
+        row = df_copy.iloc[i + 1]
+        png_path = row["png_path"]
+        if images_path != "":
+            png_path = os.path.join(images_path, png_path)
+        files = os.listdir(png_path)
+        files.sort()
+        png_file = png_path + os.sep + files[len(files) // 2]
+        img = read_image(png_file)
+        axs[i].imshow(img, cmap="gray")
+        value_string = (
+            row[column]
+            if isinstance(row[column], str) and row[column]
+            else "Not present"
+        )
+        axs[i].set_title(
+            f"{column}: " + value_string + "\n" + "Distance: " + str(row["distance"])
+        )
+    plt.show()
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/examparamdetection_conda_environment.yml b/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/examparamdetection_conda_environment.yml
new file mode 100644
index 00000000000..db9937176e2
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/examparamdetection_conda_environment.yml
@@ -0,0 +1,33 @@
+channels:
+- conda-forge
+dependencies:
+- python=3.8.19
+- pip<=24.2
+- pip:
+  - mlflow==2.14.3
+  - azure-ai-ml
+  - azure-identity
+  - timm
+  - transformers==4.16.2
+  - scikit-learn
+  - setuptools==59.8.0
+  - einops
+  - mup
+  - fvcore
+  - sentencepiece
+  - tenacity
+  - ftfy
+  - ipykernel
+  - pydicom
+  - pandas
+  - simpleitk
+  - jupyter
+  - pillow
+  - matplotlib
+  - numpy
+  - openai
+  - umap-learn
+  - plotly
+  - scipy
+  - azureml-core
+name: examparamdetection
\ No newline at end of file
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/mi2-deploy.ipynb b/sdk/python/foundation-models/healthcare-ai/medimageinsight/mi2-deploy.ipynb
new file mode 100644
index 00000000000..6384e46404a
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/mi2-deploy.ipynb
@@ -0,0 +1,361 @@
+{
+ "cells": [
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# MedImageInsight for Image and Text Embeddings Deployment and Inference using Online Endpoints\n",
+    "\n",
+    "This sample shows how to deploy MedImageInsight embedding type models to an online endpoint for image and text embeddings inference. For this notebook, we use Python 3.10 - SDK v2. \n",
+    "\n",
+    "### Task\n",
+    "MedImageInsight takes in images and/or text samples. For each image and text sample, feature embeddings are returned from the model.\n",
+    " \n",
+    "### Model\n",
+    "The models that can perform the `embeddings` task are tagged with `embeddings`. We will use the `MedImageInsight` model in this notebook. \n",
+    "\n",
+    "### Inference data\n",
+    "We will use a chest X-ray image and text as a sample input. \n",
+    "\n",
+    "### Outline\n",
+    "1. Setup pre-requisites\n",
+    "2. Pick a model to deploy\n",
+    "3. Deploy the model to an online endpoint\n",
+    "4. Test the endpoint\n",
+    "5. Clean up resources - delete the endpoint"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 1. Setup pre-requisites\n",
+    "* Install [Azure ML Client library for Python](https://learn.microsoft.com/en-us/python/api/overview/azure/ai-ml-readme?view=azure-python)\n",
+    "* Connect to AzureML Workspace and authenticate."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from azure.ai.ml import MLClient\n",
+    "from azure.identity import (\n",
+    "    DefaultAzureCredential,\n",
+    "    InteractiveBrowserCredential,\n",
+    "    ClientSecretCredential,\n",
+    ")\n",
+    "from azure.ai.ml.entities import (\n",
+    "    ManagedOnlineEndpoint,\n",
+    "    ManagedOnlineDeployment,\n",
+    ")\n",
+    "\n",
+    "try:\n",
+    "    credential = DefaultAzureCredential()\n",
+    "    credential.get_token(\"https://management.azure.com/.default\")\n",
+    "except Exception as ex:\n",
+    "    credential = InteractiveBrowserCredential()"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 2. Pick a model to deploy\n",
+    "\n",
+    "Browse models in the Model Catalog in the AzureML Studio, filtering by the `embeddings` task. In this example, we use the `MedImageInsight` model. If you have opened this notebook for a different model, replace the model name accordingly."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Found the config file in: /config.json\n"
+     ]
+    }
+   ],
+   "source": [
+    "# The models are available in the AzureML system registry, \"azureml\"\n",
+    "registry_ml_client = MLClient(\n",
+    "    credential,\n",
+    "    registry_name=\"azureml\",\n",
+    ")\n",
+    "model = registry_ml_client.models.get(name=\"MedImageInsight\", label=\"latest\")\n",
+    "ml_client = MLClient.from_config(credential)"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 3. Deploy the model to an online endpoint for real time inference\n",
+    "Online endpoints give a durable REST API that can be used to integrate with applications that need to use the model."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Endpoint name: medimageinsight-u2g5q\n"
+     ]
+    }
+   ],
+   "source": [
+    "import random\n",
+    "import string\n",
+    "\n",
+    "endpoint_name = \"medimageinsight\"\n",
+    "\n",
+    "# Creating a unique endpoint name by including a random suffix\n",
+    "allowed_chars = string.ascii_lowercase + string.digits\n",
+    "endpoint_suffix = \"\".join(random.choice(allowed_chars) for x in range(5))\n",
+    "endpoint_name = f\"{endpoint_name}-{endpoint_suffix}\"\n",
+    "\n",
+    "print(f\"Endpoint name: {endpoint_name}\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "endpoint = ManagedOnlineEndpoint(name=endpoint_name)\n",
+    "endpoint = ml_client.online_endpoints.begin_create_or_update(endpoint).result()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from azure.ai.ml.entities import OnlineRequestSettings\n",
+    "\n",
+    "deployment_name = \"medimageinsight-v1\"\n",
+    "deployment_package = ManagedOnlineDeployment(\n",
+    "    name=deployment_name,\n",
+    "    endpoint_name=endpoint_name,\n",
+    "    model=model,\n",
+    "    instance_type=\"Standard_NC6s_v3\",  # Use a GPU instance type like Standard_NC6s_v3 for fast inference\n",
+    "    instance_count=1,\n",
+    "    request_settings=OnlineRequestSettings(request_timeout_ms=90000),\n",
+    "    app_insights_enabled=True,\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Check: endpoint medimageinsight-u2g5q exists\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "........................................................................................................................."
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "ManagedOnlineDeployment({'private_network_connection': None, 'package_model': False, 'provisioning_state': 'Succeeded', 'endpoint_name': 'medimageinsight-u2g5q', 'type': 'Managed', 'name': 'medimageinsight-v1', 'description': None, 'tags': {}, 'properties': {'AzureAsyncOperationUri': 'https://management.azure.com/subscriptions/6c180dd2-1ec4-4fad-8ba8-1f2d8d67c129/providers/Microsoft.MachineLearningServices/locations/westus2/mfeOperationsStatus/odidp:681e8849-345b-4da8-b1b6-8697ba1ef038:d510a9dd-8938-4983-9e3d-e7abe2addacb?api-version=2023-04-01-preview'}, 'print_as_yaml': False, 'id': '/subscriptions/6c180dd2-1ec4-4fad-8ba8-1f2d8d67c129/resourceGroups/fmmg-mars-collab/providers/Microsoft.MachineLearningServices/workspaces/fmmg-mars-collab/onlineEndpoints/medimageinsight-u2g5q/deployments/medimageinsight-v1', 'Resource__source_path': '', 'base_path': '/mnt/batch/tasks/shared/LS_root/mounts/clusters/jmerkow-cpu4/code/Users/jmerkow/healthcareai-azureml-examples/sdk/python/foundation-models/healthcare-ai/medimageinsight', 'creation_context': <azure.ai.ml._restclient.v2023_04_01_preview.models._models_py3.SystemData object at 0x7f6b140a3550>, 'serialize': <msrest.serialization.Serializer object at 0x7f6b140a37c0>, 'model': 'azureml://registries/azureml-staging/models/MedImageInsight/versions/2', 'code_configuration': None, 'environment': '/subscriptions/6c180dd2-1ec4-4fad-8ba8-1f2d8d67c129/resourceGroups/fmmg-mars-collab/providers/Microsoft.MachineLearningServices/workspaces/fmmg-mars-collab/environments/DefaultNcdEnv-mlflow-ubuntu20-04-py38-cpu-inference/versions/20240805v1', 'environment_variables': {'MLFLOW_MODEL_FOLDER': 'mlflow_model_folder', 'AZUREML_EXTRA_CONDA_YAML_ABS_PATH': '/var/azureml-app/azureml-models/MedImageInsight/2/mlflow_model_folder/conda.yaml', 'AML_APP_INSIGHTS_KEY': 'befe0234-c1a1-46b0-920c-09d6464016f9', 'AML_APP_INSIGHTS_ENDPOINT': 'https://dc.services.visualstudio.com/v2/track', 'AML_APP_INSIGHTS_ENABLED': 'true', 'AZUREML_MODEL_DIR': '/var/azureml-app/azureml-models/MedImageInsight/2'}, 'app_insights_enabled': True, 'scale_settings': <azure.ai.ml.entities._deployment.scale_settings.DefaultScaleSettings object at 0x7f6b140a28f0>, 'request_settings': <azure.ai.ml.entities._deployment.deployment_settings.OnlineRequestSettings object at 0x7f6b140a0d30>, 'liveness_probe': <azure.ai.ml.entities._deployment.deployment_settings.ProbeSettings object at 0x7f6b140a2410>, 'readiness_probe': <azure.ai.ml.entities._deployment.deployment_settings.ProbeSettings object at 0x7f6b140a1c00>, 'instance_count': 1, 'arm_type': 'online_deployment', 'model_mount_path': None, 'instance_type': 'Standard_NC6s_v3', 'data_collector': None, 'egress_public_network_access': 'Enabled'})"
+      ]
+     },
+     "execution_count": 17,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "ml_client.online_deployments.begin_create_or_update(deployment_package).result()"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 4 Test the endpoint - base64 encoded image and text\n",
+    "\n",
+    "We will fetch a sample chest X-ray image and submit to online endpoint for inference.\n",
+    "\n",
+    "<img src=\"https://openi.nlm.nih.gov/imgs/512/145/145/CXR145_IM-0290-1001.png\" alt=\"CXR Image\" width=\"200\">"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 18,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Image downloaded to CXR145_IM-0290-1001.png\n"
+     ]
+    }
+   ],
+   "source": [
+    "import urllib.request\n",
+    "\n",
+    "image_url = \"https://openi.nlm.nih.gov/imgs/512/145/145/CXR145_IM-0290-1001.png\"\n",
+    "image_path = \"CXR145_IM-0290-1001.png\"\n",
+    "\n",
+    "urllib.request.urlretrieve(image_url, image_path)\n",
+    "print(f\"Image downloaded to {image_path}\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 19,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import base64\n",
+    "import json\n",
+    "import os\n",
+    "\n",
+    "sample_image_xray = os.path.join(image_path)\n",
+    "\n",
+    "\n",
+    "def read_image(image_path):\n",
+    "    with open(image_path, \"rb\") as f:\n",
+    "        return f.read()\n",
+    "\n",
+    "\n",
+    "data = {\n",
+    "    \"input_data\": {\n",
+    "        \"columns\": [\"image\", \"text\"],\n",
+    "        #  IMPORTANT: Modify the index as needed\n",
+    "        \"index\": [0],\n",
+    "        \"data\": [\n",
+    "            [\n",
+    "                base64.encodebytes(read_image(sample_image_xray)).decode(\"utf-8\"),\n",
+    "                \"x-ray chest anteroposterior Pneumonia\",\n",
+    "            ]\n",
+    "        ],\n",
+    "    },\n",
+    "    \"params\": {\"get_scaling_factor\": True},\n",
+    "}\n",
+    "\n",
+    "# Create request json\n",
+    "request_file_name = \"sample_request_data.json\"\n",
+    "with open(request_file_name, \"w\") as request_file:\n",
+    "    json.dump(data, request_file)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 20,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "raw response: [{\"image_features\": [[0.029661938548088074, -0.027228673920035362, -0.009731546975672245, 0.017045041546225548, -0.018564002588391304, 0.04184061288833618, -0.010718000121414661, 0.005454281345009804, 0.021867165341973305, -0.017360005527734756, -0.04865431785583496, -0.01143177505582571, -0.037878844887018204, -0.04433659091591835, -0.021754402667284012, 0.049756456166505814, -0.0062940688803792, -0.013364968821406364, 0.03862381353974342, 0.03412209078669548, 0.0247862096875906, -0.011875680647790432, 0.012414560653269291, 0.015322347171604633, -0.00592561112716794, 0.007902690209448338, -0.044613324105739594, 0.01912156119942665, 0.02469729818403721, -0.026587314903736115, 0.02233879081904888, 0.002249476034194231, -0.05268988758325577, 0.006737730465829372, -0.00267909187823534, 0.03224223107099533, -0.01761448010802269, -0.01492451410740614, 0.0059272246435284615, -0.0375819094479084, 0.05240040272474289, 0.008582129143178463, -0.043645989149808884, 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+      "\n"
+     ]
+    }
+   ],
+   "source": [
+    "# Score the sample_score.json file using the online endpoint with the azureml endpoint invoke method\n",
+    "response = ml_client.online_endpoints.invoke(\n",
+    "    endpoint_name=endpoint_name,\n",
+    "    deployment_name=deployment_name,\n",
+    "    request_file=request_file_name,\n",
+    ")\n",
+    "print(f\"raw response: {response}\\n\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 21,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Features type dict_keys(['image_features', 'text_features'])\n",
+      "Feature: image_features\n",
+      "[[0.029661938548088074, -0.027228673920035362, -0.009731546975672245, 0.017045041546225548, -0.018564002588391304, 0.04184061288833618, -0.010718000121414661, 0.005454281345009804, 0.021867165341973305, -0.017360005527734756, -0.04865431785583496, -0.01143177505582571, -0.037878844887018204, -0.04433659091591835, -0.021754402667284012, 0.049756456166505814, -0.0062940688803792, -0.013364968821406364, 0.03862381353974342, 0.03412209078669548, 0.0247862096875906, -0.011875680647790432, 0.012414560653269291, 0.015322347171604633, -0.00592561112716794, 0.007902690209448338, -0.044613324105739594, 0.01912156119942665, 0.02469729818403721, -0.026587314903736115, 0.02233879081904888, 0.002249476034194231, -0.05268988758325577, 0.006737730465829372, -0.00267909187823534, 0.03224223107099533, -0.01761448010802269, -0.01492451410740614, 0.0059272246435284615, -0.0375819094479084, 0.05240040272474289, 0.008582129143178463, -0.043645989149808884, 0.007506014313548803, 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-0.02425520122051239, -0.003672552527859807, 0.003598507260903716, -0.015580171719193459, -0.02635277807712555, -0.008672310039401054, -0.007394392509013414, 0.01892349123954773, 0.0062957582995295525, 0.00493489159271121, -0.005215136334300041, 0.002080598147585988]\n"
+     ]
+    }
+   ],
+   "source": [
+    "# Convert result to numpy array\n",
+    "result = json.loads(response)\n",
+    "print(\"Features type\", result[0].keys())\n",
+    "\n",
+    "for feature in result[0].keys():\n",
+    "    print(f\"Feature: {feature}\")\n",
+    "    print(result[0][feature])"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 5. Clean up resources - delete the online endpoint\n",
+    "Don't forget to delete the online endpoint, else you will leave the billing meter running for the compute used by the endpoint."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "ml_client.online_endpoints.begin_delete(name=endpoint_name).wait()"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "azureml_py310_sdkv2",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.10.14"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/requirements.txt b/sdk/python/foundation-models/healthcare-ai/medimageinsight/requirements.txt
new file mode 100644
index 00000000000..69bf20af6dd
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/requirements.txt
@@ -0,0 +1,11 @@
+nbformat~=5.10.0
+plotly~=5.23.0
+scikit-learn~=1.3.0
+torch~=2.4.0
+torchvision~=0.19.0
+tqdm~=4.66.5
+python-gdcm~=3.0.24.0
+gdown~=5.2.0
+SimpleITK~=2.4.0
+opencv-python~=4.10.0.84
+pydicom~=2.4.0
\ No newline at end of file
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/zero-shot-classification.ipynb b/sdk/python/foundation-models/healthcare-ai/medimageinsight/zero-shot-classification.ipynb
new file mode 100644
index 00000000000..7c1d0021640
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/zero-shot-classification.ipynb
@@ -0,0 +1,569 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# A Tutorial in Using MedImageInsight for Zero-Shot Classification of Chest Pathologies\n",
+    "\n",
+    "MedImageInsight is a versatile foundational model that can be used for a range of computer vision tasks. In this tutorial, we will explore how to create a classifier for 2D chest X-rays using a zero-shot approach. This method leverages the information already encoded in MedImageInsight, aligning text labels with images without additional training. When embarking on building a machine learning system for visual classification, starting with a zero-shot approach like this can establish a baseline for further experiments. The GPU costs with using the zero-shot method are minimal since there are no training runs, and you typically only run a few inferences on a test set.\n",
+    "\n",
+    "This tutorial also explores methods to evaluate the performance of the classifier and provides visualizations.\n",
+    "\n",
+    "## Prerequisites\n",
+    "\n",
+    "Before proceeding with the tutorial, you need to perform some initial setup.\n",
+    "\n",
+    "### Online Endpoint Deployment\n",
+    "The MedImageInsight Model is accessed and deployed through Azure AI Model Catalog or Azure Machine Learning Model Catalog. Alternatively, you can deploy the model programmatically, as described in the deployment notebook.\n",
+    "\n",
+    "### Dataset\n",
+    "For this tutorial, we provide a sample dataset containing 100 2D X-Ray dicom images. Please download the data using the following command:\n",
+    "\n",
+    "`azcopy copy --recursive https://azuremlexampledata.blob.core.windows.net/data/healthcare-ai/ /home/azureuser/data/`\n",
+    "\n",
+    "Additionally, we provide categorical labels for different lung pathologies for each image. This setup will allow us to evaluate the zero-shot classification performance effectively.\n",
+    "\n",
+    "### Environment\n",
+    "\n",
+    "Please install the additional packages listed in [requirements.txt](./requirements.txt) to run the tutorial. In your Python console, execute:\n",
+    "\n",
+    "`pip install -r ./requirements.txt`\n",
+    "\n",
+    "## Zero-Shot Classification Overview\n",
+    "This tutorial will walk you through the steps of using the MedImageInsight embedding model to compute embeddings of an image collection and then classify these images using a set of predefined classes. Here are the steps we will perform:\n",
+    "\n",
+    "1. **Load and Prepare Data and Model for Inference**\n",
+    "    \n",
+    "    You can use MedImageInsight as a locally deployed package or as an online deployment.\n",
+    "\n",
+    "2. **Generate Image and Text Embeddings from 2D Chest X-Rays and Perform Zero-Shot Predictions**\n",
+    "    - **Image Embeddings**: We will send a dataset of chest X-ray dicoms to MedImageInsight endpoint to obtain a set of embedding vectors corresponding to each image\n",
+    "    - **Text Embeddings**: We will use a set of text descriptors to provide 5 different Chest pathology labels (1. No Finding, 2. Support Devices, 3. Pleural Effusion, 4. Cardiomegaly and 5. Atelectasis) and will compute embedding vectors for these text descriptions.\n",
+    "    - **Similarity Calculation**: We will find the similarity between each image feature vector and each text feature vector by calculating the dot product, effectively computing probabilities of images belonging to each particular class.\n",
+    "    \n",
+    "3. **Compare Zero-Shot Predictions with Ground Truth Labels**\n",
+    "    - Since our data comes with ground truth labels, we will compare them to the predictions made by MedImageInsight to evaluate the model's performance.\n",
+    "\n",
+    "4. **Visualize Images with the Corresponding Zero-Shot Prediction**\n",
+    "    - Qualitative representations provide an alternative way to assess the correctness of the correspondences with the zero-shot predictions.\n",
+    "    - We will select four subjects (two with accurate predictions and two with an incorrect prediction) to visualize the image-text correspondence.\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 1. Set up and data preparation"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "## Install the required packages through requirements.txt with the below command code before running the tutorial\n",
+    "\n",
+    "## Load Packages for the tutorial\n",
+    "from classification_demo.MedImageInsight import medimageinsight_package\n",
+    "import os\n",
+    "import numpy as np\n",
+    "import pandas as pd\n",
+    "import torch\n",
+    "import matplotlib.pyplot as plt\n",
+    "from PIL import Image\n",
+    "import SimpleITK as sitk\n",
+    "from sklearn.metrics import confusion_matrix, ConfusionMatrixDisplay, f1_score\n",
+    "\n",
+    "# Suppress SimpleITK warnings\n",
+    "sitk.ProcessObject_SetGlobalWarningDisplay(False)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Deploy Online Endpoint\n",
+    "Here we adapt MedImageInsight as an online endpoint generated from [mi2-deploy.ipynb](./mi2-deploy.ipynb) with the following input."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Call MedImageInsight API from Online Endpoint\n",
+    "\n",
+    "medimageinsight = medimageinsight_package(\n",
+    "    endpoint_url=\"\",  # Provide the endpoint URL\n",
+    "    endpoint_key=\"\",  # Provide the endpoint key\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Input Data \n",
+    "\n",
+    "- **Data Distribution per class:**\n",
+    "  1. No Finding (20 Subjects)\n",
+    "  2. Support Devices (20 Subjects)\n",
+    "  3. Pleural Effusion (20 Subjects)\n",
+    "  4. Cardiomegaly (20 Subjects)\n",
+    "  5. Atelectasis (20 Subjects)\n",
+    "\n",
+    "- **Computing Image Embeddings:** Our source images are in DICOM format, as typical for radiological images. During inference, we extract the image pixel bytes and convert them to 8-bit monochromatic bitmap for compatibility with MedImageInsight. We then compute image embeddings for each image using the MedImageInsight model.\n",
+    "\n",
+    "**Text**\n",
+    "- We provide the pathology class information as text (chest_pathology_text) to enable zero-shot classification. \n",
+    "- Our zero-shot classification method essentially tries to determine which of the text statements describing each class is closest to the images in the MedImageInsight embedding space. \n",
+    "    - For example, a text descriptor like \"x-ray chest anteroposterior Cardiomegaly\" can be broken down into hierarchical semantics: \n",
+    "        1. **Imaging Modality**: x-ray\n",
+    "        2. **Body Anatomy**: chest\n",
+    "        3. **Imaging Orientation**: anteroposterior\n",
+    "        4. **Pathology**: Cardiomegaly"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "## Input Images and Text for Inference\n",
+    "\n",
+    "## Load image input folder for generating image embeddings\n",
+    "input_folder = \"/home/azureuser/data/healthcare-ai/medimageinsight-zeroshot/\"\n",
+    "\n",
+    "## Check if the dataset exists\n",
+    "if not os.path.exists(input_folder):\n",
+    "    raise (\n",
+    "        Exception(\n",
+    "            f\"Please download dicom files as described in this notebook into the input_folder: {input_folder}\"\n",
+    "        )\n",
+    "    )\n",
+    "\n",
+    "## For Text\n",
+    "## You can add your own text or use the below text for inference\n",
+    "chest_pathology_text = [\n",
+    "    \"x-ray chest anteroposterior No Finding\",\n",
+    "    \"x-ray chest anteroposterior Support Devices\",\n",
+    "    \"x-ray chest anteroposterior Pleural Effusion\",\n",
+    "    \"x-ray chest anteroposterior Cardiomegaly\",\n",
+    "    \"x-ray chest anteroposterior Atelectasis\",\n",
+    "]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 2. Zero-Shot Classification Inference with Image & Text Embedding Generation\n",
+    "This section demonstrates how MedImageInsight performs zero-shot classification by independently computing text and image embeddings. It then uses the dot product and softmax function to obtain probabilities of the image belonging to different classes based on the similarity with the text embeddings."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### 2.1. Compute Embeddings: \n",
+    "First, we compute embeddings for both the image and the text data. These embeddings are unique representations that capture:\n",
+    "\n",
+    "- The semantic meaning of the text.\n",
+    "- The visual content of the image.\n",
+    "\n",
+    "**Note:**  This will use your deployed AzureML endpoint.  Check that is setup and you have a deployment accepting traffic."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "--------Start Loading Image Files--------\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 100/100 [02:54<00:00,  1.74s/it]\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "--------Start Generating Image Features--------\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 100/100 [03:07<00:00,  1.88s/it]\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "--------Finished All Image Features Generation!!--------\n",
+      "--------Start Loading Text--------\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|█████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 5/5 [00:00<00:00, 67650.06it/s]\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "--------Start Generating Text Features--------\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 5/5 [00:00<00:00, 17.80it/s]"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "--------Finished All Text Features Generation!!--------\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "\n"
+     ]
+    }
+   ],
+   "source": [
+    "image_embedding_dict, scaling_factor = medimageinsight.generate_embeddings(\n",
+    "    data={\"image\": input_folder, \"text\": None, \"params\": {\"get_scaling_factor\": True}}\n",
+    ")\n",
+    "text_embedding_dict, _ = medimageinsight.generate_embeddings(\n",
+    "    data={\"image\": None, \"text\": chest_pathology_text}\n",
+    ")\n",
+    "name_list = list(image_embedding_dict.keys())\n",
+    "\n",
+    "\n",
+    "# Extract and concatenate image features\n",
+    "image_features = np.concatenate(\n",
+    "    [v[\"image_feature\"] for v in image_embedding_dict.values()]\n",
+    ")\n",
+    "# Extract and concatenate text features\n",
+    "text_features = np.concatenate(\n",
+    "    [np.expand_dims(v[\"text_feature\"], axis=0) for v in text_embedding_dict.values()]\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### 2.2. Calculate Image-Text Similarity: \n",
+    "The embeddings that MedImageInsight model outputs are normalized as a part of inference code, therefore we should be able to directly compare cosine similarity metrics during the evaluation. We compute the similarity by taking the dot product of the image and text embeddings. This process helps us determine the probabilities of each image belonging to different classes as follows:\n",
+    "- We compute a dot product of text embeddings and image embeddings to obtain cosine similarity vector where each dimension contains the similarity score between a given image and a given label - the logits that we will turn into probabilities. \n",
+    "- We apply a scaling factor - the temperature parameter that was learned during the training of MedImageInsight model. This factor is packaged with the model and returned during the API call, as shown in the code. Application of the scaling factor helps ensure that our logits are more evenly distributed. For more details refer to the [Unified Contrastive Learning paper](https://arxiv.org/pdf/2204.03610) that describes the training objective of MedImageInsight model. \n",
+    "- We then apply the softmax function to obtain probabilities that are all distributed on a scale of [0..1]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "scaling_factor = scaling_factor or np.array([4.52])\n",
+    "scaling_factor = np.atleast_1d(scaling_factor)\n",
+    "\n",
+    "## Perform zero-Shot classification across all images in the folder\n",
+    "logits_per_image = (\n",
+    "    torch.from_numpy(scaling_factor).exp()\n",
+    "    * torch.from_numpy((np.array(image_features)))\n",
+    "    @ torch.from_numpy(np.array(text_features)).t()\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### 2.3. Obtain Probabilities: \n",
+    "Finally, we use the softmax function to convert the dot product values into probabilities for each text label class. The text label class with the highest probability is considered the zero-shot prediction outcome for the image.\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "probs = logits_per_image.softmax(dim=-1).cpu().numpy()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 3. Compare Zero-Shot Predictions with Corresponding Ground-Truth Labels\n",
+    "After the feature extraction process, the model generates zero-shot predictions for various pathology classes in chest X-rays from the demo dataset. In this section, we will compare these predictions with the corresponding ground-truth labels to evaluate the performance of the MedImageInsight model.\n",
+    "\n",
+    "- **Evaluate Accuracy Using Ground-Truth Labels:**\n",
+    "    \n",
+    "    We compare the zero-shot predictions against the ground-truth labels, which represent the actual pathology classes present in the image samples. This comparison involves:\n",
+    "    - **Calculating Performance Metrics:** We compute metrics such as accuracy and F1-score to quantify the model's performance.\n",
+    "    - **Analyzing Results:** These metrics help us understand how well the model identifies each pathology class and highlight areas where the model may need improvement.\n",
+    "- **Compute Confusion Matrix to Visualize True Positive and False Positive Rates:**\n",
+    "    \n",
+    "    To gain deeper insights into the model's prediction patterns, we compute a confusion matrix:\n",
+    "    - **Visualization of Prediction Errors:** The confusion matrix displays the number of correct and incorrect predictions for each class, allowing us to see where misclassifications occur.\n",
+    "    - **Identifying Misclassification Trends:** By examining the confusion matrix, we can identify specific classes that are often confused with others, which can inform adjustments to the model or the text descriptor used in zero-shot classification."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Zero-Shot Classification Accuracy: 0.62\n",
+      "Zero-Shot Classification F1-Score: 0.5803646742463556\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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hdnVrOS5fvoxvvvkGv//+O0Q1eAcIazqIiIiIiOoZsVgsNVU36Th79izS09NhamoKJSUlKCkp4fbt25gzZw7Mzc0rXQ5rOoiIiIiI5IWcvZF89OjRcHJykprn7OyM0aNHw9vbu9LlMOkgIiIiIpIXMhi9Kjs7Gzdu3BA+37p1C/Hx8WjUqBFMTU2hq6srtX6DBg1gYGAAKyurSu+DSQcRERER0QcsLi4Offr0ET7Pnj0bADB27FiEhobWyj6YdBARERERyQsZNK/q3bs3JBJJpddPTU2t8j6YdBAR1WPd7Ztj2mgn2LUyhaGeNjx9t+JY1FVh+bdffYpRg7pKbXP6wjUMn77pXYcql7b9Lwobvo9AekYW2lgaY9Xc4ehgYy7rsOQOz1Pl7TscjZAfTmOIS1dMHusq63DkysX4m9iy9wwSkv9BekYWti4bB2dHW1mH9e7JoHnVuyCfUVGtEIlEOHTokKzDoHcgNTUVIpEI8fHxsg6l1oSGhkJHR6fG5fTu3RszZ84UPpubmyMoKKjG5b4v1NVUkHj9Luau3lfuOqfP/wmrAfOFacKCkHcYofw6cPIyFgYdhN8EF0SG+aGNpTE+nvYtHj15LuvQ5ArPU+Ul37yLY6fj0My0iaxDkUsvXuXBurkxlsz6WNahUB1g0kHV5uXlhSFDhryTfdXWDag8qc2bXxMTE9y/fx9t2rSplfJeFxAQAJFIhMmTJ0vNj4+Ph0gkqlYVa4nIyEiIRKJS08KFCzFixAhcv369htGXFhsbi0mTJtV6ufLq9PlrWLb5KH6OvFruOrl5BUjPeC5Mz56/fIcRyq9Ne85gzJDu8PxPN7SyMMTX80dCXVUZ34dfkHVocoXnqXJevsrF6g0/YcakwdDUUJN1OHKpT1drzJ3oigE928o6FNmqpZcDyhsmHXUsLy9P1iHQawoLC1FUVCTrMGpVXl4eFBUVYWBgACWl6reYrOhaVVVVxXfffYeUlJRql1+R5ORk3L9/X5jmzZsHNTU16Ovr1/q+9PT0oK6uXuvlvs96dLDE9RMrcOmnL7HWbwQaamvIOiSZy8svQPxfd9C7878jsygoKKBXZyvEJtySYWTyheep8r7d8TM627dEe9vmsg6F5J7Cv02sqjPJ6e29fEYlBx49egQDAwMsX75cmHf+/HkoKysjIiKi3O1Knv4vW7YMRkZGwlBiYWFh6NixI7S0tGBgYIBRo0YhPT0dACCRSNCiRQsEBgZKlVXyJPn1IczetGPHDtjY2EBFRQWGhobw8fGRWv748WMMHToU6urqsLS0RHh4uNTyxMREuLi4QFNTE02aNMHo0aPx+PFjYflPP/0EW1tbqKmpQVdXF05OTsjJyUFAQAB27tyJw4cPC0+nIyMjy4zx+PHj6NGjB3R0dKCrq4tBgwbh5s2bwvKSpkEHDhxAnz59oK6uDjs7O1y4UPyULDIyEt7e3nj27Jmwr4CAAABAbm4ufH19YWxsDA0NDXTp0kUqjpIakvDwcLRu3RoqKipIS0vD06dPMWbMGDRs2BDq6upwcXGRuqEu2e7QoUOwtLSEqqoqnJ2dcefOHaljCw4ORvPmzaGsrAwrKyuEhYUJyyQSCQICAmBqagoVFRUYGRlh+vTpAIqb/Ny+fRuzZs0SjqnEuXPn4OjoCDU1NZiYmGD69OnIyckRlpubm2PJkiUYM2YMxGIxJk2aVGbzqqioKHTu3Fm4NubNm4eCggJhee/eveHj44OZM2eicePGcHZ2LvP7AwArKyv06dMHCxYsKHedyuyzPPr6+jAwMBAmTU3NUrVbAQEBaNeuHcLCwmBubg5tbW2MHDkSz5//24QjJycHY8aMgaamJgwNDbF27dpS+3qzhkkkEmH79u0V/k7Cw8OF66BPnz7YuXMnRCIRMjMzyzye3NxcZGVlSU3yKuJ8Ev4bEIYhUzYgYMNhdG/fAj9+818oKMjnk7J3JSMzG4WFRdBrpCU1X6+RGOkZ8vt9vms8T5UTeT4BN27dg7eH09tXJmJNx4dFT08PO3bsQEBAAOLi4vD8+XOMHj0aPj4+6NevX4XbRkREIDk5GadOncLRo0cBAPn5+ViyZAmuXLmCQ4cOITU1FV5eXgCKb3rGjRuHkBDpdtQhISHo2bMnWrRoUeZ+goODMXXqVEyaNAkJCQkIDw8vte6iRYvg7u6Oq1evwtXVFZ6ennjy5AkAIDMzE3379oW9vT3i4uJw/PhxPHz4EO7u7gCA+/fvw8PDA+PGjUNSUhIiIyMxbNgwSCQS+Pr6wt3dHQMGDBCeTnfv3r3MOHNycjB79mzExcUhIiICCgoKGDp0aKkahwULFsDX1xfx8fFo2bIlPDw8UFBQgO7duyMoKAhisVjYl6+vLwDAx8cHFy5cwN69e3H16lUMHz4cAwYMkEogXrx4gVWrVmH79u34888/oa+vDy8vL8TFxSE8PBwXLlyARCKBq6sr8vPzpbZbtmwZdu3ahZiYGGRmZmLkyJHC8oMHD2LGjBmYM2cOEhMT8dlnn8Hb2xu//vorAGD//v1Yt24dtmzZgpSUFBw6dAi2tsUd4g4cOICmTZti8eLFwjEBwM2bNzFgwAB8/PHHuHr1Kvbt24dz586VSiYDAwNhZ2eHP/74A19++WWpc3737l24urqiU6dOuHLlCoKDg/Hdd99h6dKlUuvt3LkTysrKiImJwebNm8v8/kqsXLkS+/fvR1xcXJnLK7vPmrh58yYOHTqEo0eP4ujRo4iKisLKlSuF5XPnzkVUVBQOHz6MkydPIjIyEr///vtby63od3Lr1i188sknGDJkCK5cuYLPPvvsrcnXihUroK2tLUwmJiY1O/A6dODUZfwSnYBrN+/hWNRVjJy9GR1szNGjg6WsQyOqFx49fobNO4/hc59PoKzcQNbhEMkMR6+qgKurKyZOnAhPT0907NgRGhoaWLFixVu309DQwPbt26GsrCzMGzdunPBvCwsLrF+/Hp06dUJ2djY0NTXh5eUFf39/XLp0CZ07d0Z+fj727NlTqvbjdUuXLsWcOXMwY8YMYV6nTp2k1vHy8oKHhwcAYPny5Vi/fj0uXbqEAQMGYOPGjbC3t5eqzdmxYwdMTExw/fp1ZGdno6CgAMOGDYOZmRkACDfNAKCmpobc3FwYGBhUeD4+/li6Q9iOHTugp6eHa9euSfVB8PX1xcCBAwEU3wTa2Njgxo0baNWqFbS1tSESiaT2lZaWhpCQEKSlpcHIyEgo4/jx4wgJCRGOKz8/H5s2bYKdnR0AICUlBeHh4YiJiRESpd27d8PExASHDh3C8OHDhe02btyILl26ACi+Qbe2tha+o8DAQHh5eWHKlCkAise0/u233xAYGIg+ffogLS0NBgYGcHJyQoMGDWBqaorOnTsDABo1agRFRUWh5qvEihUr4OnpKXR8trS0xPr169GrVy8EBwdDVVUVANC3b1/MmTNH2O7NfhWbNm2CiYkJNm7cCJFIhFatWuHevXvw8/ODv78/FBQUhPJXr15d4fdXon379nB3d4efn1+ZtX2V3WdZmjZtKvX59u3bZa5XVFSE0NBQaGkVP1UdPXo0IiIisGzZMmRnZ+O7777D999/LzwY2LlzZ6myy1LR72TLli2wsrLCmjVrABTX+iQmJmLZsmXlljd//nxhjHMAyMrKkuvE43W372bg8dPnsGiqh+jY2u9T877Q1dGEoqJCqc7Qj55kQV9XLKOo5A/P09ul3LqHzGc58Jn/74OdoqIiJP51G+EnLuHI9/5QrODvI32ARKIajl7Fmo73UmBgIAoKCvDjjz9i9+7dUFFRAVB8w6upqSlMr9+429raSiUcAHD58mW4ubnB1NQUWlpa6NWrl1AOABgZGWHgwIHYsWMHAODIkSPIzc0VboDflJ6ejnv37r211qVt2387Y2loaEAsFgvNuq5cuYJff/1V6jhatWoFoPiJsp2dHfr16wdbW1sMHz4c27Ztw9OnTyt97kqkpKTAw8MDFhYWEIvFMDc3lzr2smI1NDQUjrM8CQkJKCwsRMuWLaWOISoqSqr5lrKyslTZSUlJUFJSEpIJANDV1YWVlRWSkpKEeUpKSlJJXKtWraCjoyOsk5SUBAcHB6mYHBwchOXDhw/Hy5cvYWFhgYkTJ+LgwYNvbWp05coVhIaGSh2Ps7MzioqKcOvWv+2jO3bsWGE5SUlJ6Natm1SzLQcHB2RnZ+Off/4R5nXo0KHCct60dOlSnD17FidPnqz2Psty9uxZxMfHC1PDhg3LXM/c3FxIOIDi66TkGrl58yby8vKkvtdGjRpV6m2pFf1OkpOTSyXzJcljeVRUVCAWi6Wm94WRvg4aaWvg4QfeNEa5gRLatTJBVGyyMK+oqAjRsdfRybaZDCOTLzxPb9eujQU2r5mKTav+K0yWFkbo49AWm1b9lwkHlVaT/hw1HW63DrGm4y1u3ryJe/fuoaioCKmpqcKTfiMjI6n2840aNRL+raEh3QkzJycHzs7OcHZ2xu7du6Gnp4e0tDQ4OztLdd6dMGECRo8ejXXr1iEkJAQjRowot8OrmlrlRr5o0EC6KlckEgnNmrKzs+Hm5oZVq1aV2s7Q0BCKioo4deoUzp8/j5MnT2LDhg1YsGABLl68iGbNKv8/Ezc3N5iZmWHbtm0wMjJCUVER2rRpU6rj8uuxlty4VtTpOzs7G4qKirh8+TIUFRWllmlqagr/VlNTk7oRfldMTEyQnJyM06dP49SpU5gyZQrWrFmDqKioUt9LiezsbHz22WdC34/XmZqaCv9+8xqrrqqW07x5c0ycOBHz5s3Dd999VysxAECzZs0qNTpZRddzTdRVufJAQ00ZzUz0hM9mRrpo09IYmc9e4GlWDvwmuiL8TDweZmShWdPGWDRtCP6+8xgRF5IqKPXDMGVUX0xZFAZ7a1O0tzFH8A+/IudlLjzdur594w8Iz1PF1NVUYG4iPUSuqooyxFpqpeZ/6HJe5CL17r/9Su/cz8CfKXehI1aHcZOyH0bR+4NJRwXy8vLw6aefYsSIEbCyssKECROQkJAAfX19KCkpldvX4k1//fUXMjIysHLlSqGJRVnt4l1dXaGhoYHg4GAcP34c0dHR5ZappaUFc3NzRERESL22virat2+P/fv3w9zcvNxRj0QiERwcHODg4AB/f3+YmZnh4MGDmD17NpSVlVFYWFjhPjIyMpCcnIxt27bB0dERQHFH6aoqa1/29vYoLCxEenq6UHZlWFtbo6CgABcvXhSaV5XE2bp1a2G9goICxMXFCU+1k5OTkZmZCWtra6GcmJgYjB07VtgmJiZGqgw1NTW4ubnBzc0NU6dORatWrZCQkID27duXeUzt27fHtWvXKn1tVXSM+/fvh0QiERKumJgYaGlpVaq5UUX8/f3RvHlz7N27953tszKaN2+OBg0a4OLFi0KC9vTpU1y/fl2oWawOKysrHDt2TGpebGxsjWJ9l9pZm+Holn+bYC6fXdzccc/R3zBn5T60bmGMkQO7QFtLDQ8ePcOZi39h+eajyMt/+wAA9d2w/h3wODMby7f8jPSM57BtaYyf1k9ls6E38DxRbbmafAcjZ3wrfF6y8TAA4JMBnbD2i1GyCuvdk8Ebyd8FJh0VWLBgAZ49e4b169dDU1MTx44dw7hx44TO4ZVlamoKZWVlbNiwAZMnT0ZiYiKWLFlSaj1FRUV4eXlh/vz5sLS0RLdu3SosNyAgAJMnT4a+vj5cXFzw/PlzxMTEYNq0aZWKa+rUqdi2bRs8PDzw+eefo1GjRrhx4wb27t2L7du3Cx2/+/fvD319fVy8eBGPHj0SbrrNzc1x4sQJJCcnQ1dXF9ra2qWeGDds2BC6urrYunUrDA0NkZaWhnnz5lXyzP3L3Nwc2dnZiIiIgJ2dHdTV1dGyZUt4enpizJgxWLt2Lezt7fHo0SNERESgbdu2Qv+QN1laWmLw4MGYOHEitmzZAi0tLcybNw/GxsYYPHiwsF6DBg0wbdo0rF+/HkpKSvDx8UHXrl2FJGTu3Llwd3eHvb09nJyccOTIERw4cACnT58GUDwCVmFhIbp06QJ1dXV8//33UFNTE/rHmJubIzo6GiNHjoSKigoaN24MPz8/dO3aFT4+PpgwYQI0NDRw7do1nDp1Chs3bqz0+ZoyZQqCgoIwbdo0+Pj4IDk5GV999RVmz55dYd+KymjSpAlmz54t9HF4F/usDE1NTYwfPx5z586Frq4u9PX1sWDBghrv+7PPPsPXX38NPz8/jB8/HvHx8QgNDQUAmdSgVVXM7ylo2Mmn3OWfTP+23GUETHLvhUnu1U9aPxQ8T1Wz5qtxb1/pA9TNvgVuR6+TdRiyxzeSf1giIyMRFBSEsLAwiMViKCgoICwsDGfPnkVwcHCVytLT00NoaCh+/PFHtG7dGitXriy3g/j48eORl5cHb2/vt5Y7duxYBAUFYdOmTbCxscGgQYOq9B4FIyMjxMTEoLCwEP3794etrS1mzpwJHR0dKCgoQCwWIzo6Gq6urmjZsiUWLlyItWvXwsXFBQAwceJEWFlZoWPHjtDT00NMTEypfSgoKGDv3r24fPky2rRpg1mzZpW6Wa2M7t27Y/LkyRgxYgT09PSEzs8hISEYM2YM5syZAysrKwwZMgSxsbFSTZHKEhISgg4dOmDQoEHo1q0bJBIJjh07JpU0qaurw8/PD6NGjYKDgwM0NTWxb9+/b3UeMmQIvvnmGwQGBsLGxgZbtmxBSEgIevfuDQDQ0dHBtm3b4ODggLZt2+L06dM4cuQIdHV1AQCLFy9GamoqmjdvDj294uYvbdu2RVRUFK5fvw5HR0fY29vD399f6ChfWcbGxjh27BguXboEOzs7TJ48GePHj8fChQurVE55fH19pZqwvYt9VsaaNWvg6OgINzc3ODk5oUePHlXut/KmZs2a4aeffsKBAwfQtm1bBAcHC6NXlfTxIiIiooqJJBKJRNZB0L/Onj2Lfv364c6dO2jShG09ZSU0NBQzZ84s9z0M9GFbtmwZNm/eXOq9LeXJysqCtrY2VGwnQqSo/PYNPmBPYytfo0f0NhdvPpF1CO8FayOtt6/0gXuelYUWTRvj2bNndTY4iPD/CtcgiBpU/631kvyXyD02s05jrQ42r5ITubm5ePToEQICAjB8+HAmHERyZNOmTejUqRN0dXURExODNWvWlHp3ChERUa2op82rmHTIiR9++AHjx49Hu3btsGvXLlmHQ0SvSUlJwdKlS/HkyROYmppizpw5mD9/vqzDIiIiem+weRURUR1j86rKY/Mqqk1sXlU5bF71du+0edWgDTVvXnV0GptXERERERFR2UQiUc1GR5TTkRWZdBARERERyYn6mnTIZ08TIiIiIiKqN1jTQUREREQkL0T/P9VkeznEpIOIiIiISE6weRUREREREVE1sKaDiIiIiEhO1NeaDiYdRERERERyor4mHWxeRUREREREdYo1HUREREREcqK+1nQw6SAiIiIikhf1dMhcNq8iIiIiIqI6xZoOIiIiIiI5weZVRERERERUp0Qi1DDpqL1YahOTDiIiIiIiOSFCDWs65DTrYJ8OIiIiIiKqU6zpICIiIiKSE+zTQUREREREdYtD5hIREREREVUdazqIiIiIiORFDZtXSdi8ioiIiIiIKlLTPh01G/mq7rB5FRERERER1SnWdBARERERyQnWdBARERERUd0S1cJURdHR0XBzc4ORkRFEIhEOHTokLMvPz4efnx9sbW2hoaEBIyMjjBkzBvfu3avSPph0EBERERF9wHJycmBnZ4dvv/221LIXL17g999/x5dffonff/8dBw4cQHJyMv7zn/9UaR9sXkVEREREJCdqq3lVVlaW1HwVFRWoqKiUuY2LiwtcXFzKXKatrY1Tp05Jzdu4cSM6d+6MtLQ0mJqaViouJh1ERO/IxzO8oKyuKesw5NrdJy9lHcJ74fmrAlmH8F549PKVrEN4LzR9qSbrEOTeu/zN1VbSYWJiIjX/q6++QkBAQE1CEzx79gwikQg6OjqV3oZJBxERERGRnKitpOPOnTsQi8XC/PJqOarq1atX8PPzg4eHh1T5b8Okg4iIiIionhGLxVVKCiojPz8f7u7ukEgkCA4OrtK2TDqIiIiIiOSEvA6ZW5Jw3L59G2fOnKlyQsOkg4iIiIhIXlRz2Fup7WtZScKRkpKCX3/9Fbq6ulUug0kHEREREdEHLDs7Gzdu3BA+37p1C/Hx8WjUqBEMDQ3xySef4Pfff8fRo0dRWFiIBw8eAAAaNWoEZWXlSu2DSQcRERERkZyQRfOquLg49OnTR/g8e/ZsAMDYsWMREBCA8PBwAEC7du2ktvv111/Ru3fvSu2DSQcRERERkZyQRdLRu3dvSCSScpdXtKyy+EZyIiIiIiKqU6zpICIiIiKSE/I6elVNMekgIiIiIpIXcjh6VW1g8yoiIiIiIqpTrOkgIiIiIpITbF5FRERERER1ikkHERERERHVKRFqmHTIaacO9ukgIiIiIqI6xZoOIiIiIiI5weZVRERERERUtzhkLhERERERUdWxpoOIiIiISE6weRUREREREdWp+pp0sHkVERERERHVKdZ0EBERERHJCZGoeKrJ9vKISQcRERERkZwoTjpq0ryqFoOpRWxeRUREREREdYo1HURERERE8qKGzavk9T0dTDqIiIiIiOREfR29ikkHEREREZGcqK8dydmng4iIiIiI6hRrOoiIiIiI5ISCgggKCtWvrpDUYNu6xKSDiIiIiEhOsHkVERERERFRNbCmg4joAyICMMimCTqbNYRYVQnPXubjQupT/JKULuvQ5Mq2vWdwOiYBt+48gqqyEtq1Nses8a5oZqIv69DkyoFffsOBXy7ifvpTAICFqT7GjeiHbh2sZByZfDlwKBoHD5+Tmmdo0AirV0yWUUTyib+7Yhy9ikoRiUQ4ePAghgwZIutQqI6lpqaiWbNm+OOPP9CuXTtZh0OV1Lt3b7Rr1w5BQUGyDkVuOLfSQ8/muth56Q7uZb2CWUN1jOnUFK/yC/HrjQxZhyc34q7ehIdbd7RpaYKCwiJ8E/oLJn2xDYe3zYW6qrKsw5MberramDLGGSZGjSGRSHDszO/4fHkYdq6bBgvTJrIOT64YGzfGvLmjhM+KCmxs8ib+7oqxeRW9c15eXu8soQkNDYWOjs472de7Ym5uXms3myYmJrh//z7atGlTK+W97sWLF5g/fz6aN28OVVVV6OnpoVevXjh8+HCt76uupKamQiQSIT4+vlLrlUxaWlqwsbHB1KlTkZKSUutxHThwAEuWLKn1ct9nFroauHIvC4kPnuPJi3z8cfcZkh5mw6yRuqxDkytblk/EkP6d0MLcAK2aG2HZnBG4n56Jayn/yDo0ueLY2RrdO7aCiVFjmBrrYfJoZ6ipKiMxOU3WockdRQUF6GhrCpOWFn9zb+Lvrn5772s68vLyoKz84WS/8q6wsBAikQgK9egJTsk1ZmBgUCvlvGny5Mm4ePEiNmzYgNatWyMjIwPnz59HRsb78dQ5Ly+vytucPn0aNjY2ePHiBRISEvDNN9/Azs4OR44cQb9+/WottkaNGtVaWfXF3xk56GGhC31NZaRn58FYWxXNG6vjpyv3ZR2aXMvOeQUA0OaNYrkKC4twJiYBr17lwdbKVNbhyJ0HD59i2qz1aNBACS2aG8P9k95orKst67Dk2of6u6uvzatkdmf46NEjGBgYYPny5cK88+fPQ1lZGREREeVuV/L0f9myZTAyMoKVVXG70bCwMHTs2BFaWlowMDDAqFGjkJ5e3EZZIpGgRYsWCAwMlCorPj4eIpEIN27cKHd/O3bsgI2NDVRUVGBoaAgfHx+p5Y8fP8bQoUOhrq4OS0tLhIeHSy1PTEyEi4sLNDU10aRJE4wePRqPHz8Wlv/000+wtbWFmpoadHV14eTkhJycHAQEBGDnzp04fPiwcPFFRkaWGePx48fRo0cP6OjoQFdXF4MGDcLNmzeF5SVPlw8cOIA+ffpAXV0ddnZ2uHDhAgAgMjIS3t7eePbsmbCvgIAAAEBubi58fX1hbGwMDQ0NdOnSRSqOkhqS8PBwtG7dGioqKkhLS8PTp08xZswYNGzYEOrq6nBxcZF6kl2y3aFDh2BpaQlVVVU4Ozvjzp07UscWHByM5s2bQ1lZGVZWVggLCxOWSSQSBAQEwNTUFCoqKjAyMsL06dMBFDeruX37NmbNmlXqx3vu3Dk4OjpCTU0NJiYmmD59OnJycoTl5ubmWLJkCcaMGQOxWIxJkyaV+SQ/KioKnTt3Fq6NefPmoaCgQFjeu3dv+Pj4YObMmWjcuDGcnZ3L/P7Cw8PxxRdfwNXVFebm5ujQoQOmTZuGcePGCeuIRCIcOnRIajsdHR2EhoZKfcd79+5F9+7doaqqijZt2iAqKkpYPzIyEiKRCD///DPatm0LVVVVdO3aFYmJiVLl7t+/X7jmzc3NsXbtWqnlZZ2fZs2aAQDs7e0hEonQu3fvMo+1hK6uLgwMDGBhYYHBgwfj9OnT6NKlC8aPH4/CwkJhvcOHD6N9+/ZQVVWFhYUFFi1aJJzjUaNGYcSIEVLl5ufno3Hjxti1a5fwHcycOVNYnpubCz8/P5iYmEBFRQUtWrTAd999Jyyv7u/1Tbm5ucjKypKa5MWJvx4h7k4mvhpghY0f2+KLjyxxJuUxYtMyZR2a3CoqKsLKzeGwtzGHpXnNHj7URzdSH6DviK/Q65MvsXrzIayc/ymasWmVlOYWxpg0YRDmzh4Jr9ED8OhRJpauCMPLl7myDk1ufci/u9dbBFR3kkcySzr09PSwY8cOBAQEIC4uDs+fP8fo0aPh4+Pz1iedERERSE5OxqlTp3D06FEAxTcbS5YswZUrV3Do0CGkpqbCy8sLQPGXN27cOISEhEiVExISgp49e6JFixZl7ic4OBhTp07FpEmTkJCQgPDw8FLrLlq0CO7u7rh69SpcXV3h6emJJ0+eAAAyMzPRt29f2NvbIy4uDsePH8fDhw/h7u4OALh//z48PDwwbtw4JCUlITIyEsOGDYNEIoGvry/c3d0xYMAA3L9/H/fv30f37t3LjDMnJwezZ89GXFwcIiIioKCggKFDh6KoqEhqvQULFsDX1xfx8fFo2bIlPDw8UFBQgO7duyMoKAhisVjYl6+vLwDAx8cHFy5cwN69e3H16lUMHz4cAwYMkEogXrx4gVWrVmH79u34888/oa+vDy8vL8TFxSE8PBwXLlyARCKBq6sr8vPzpbZbtmwZdu3ahZiYGGRmZmLkyJHC8oMHD2LGjBmYM2cOEhMT8dlnn8Hb2xu//vorgOKb43Xr1mHLli1ISUnBoUOHYGtrC6C4WU3Tpk2xePFi4ZgA4ObNmxgwYAA+/vhjXL16Ffv27cO5c+dKJZOBgYGws7PDH3/8gS+//LLUOb979y5cXV3RqVMnXLlyBcHBwfjuu++wdOlSqfV27twJZWVlxMTEYPPmzWV+fwYGBjh27BieP39e5vKqmDt3LubMmYM//vgD3bp1g5ubW6kak7lz52Lt2rWIjY2Fnp4e3NzchO/l8uXLcHd3x8iRI5GQkICAgAB8+eWXQnJT4s3zc+nSJQDFNRj379/HgQMHqhS3goICZsyYgdu3b+Py5csAgLNnz2LMmDGYMWMGrl27hi1btiA0NBTLli0DAHh6euLIkSPIzs4Wyjlx4gRevHiBoUOHlrmfMWPG4IcffsD69euRlJSELVu2QFNTE0DNfq9vWrFiBbS1tYXJxMSkSuejLnUw0UYnUx2EXEzD8lMp2HnpDpxa6qGrWUNZhya3lm48iBu3H2DNfE9ZhyKXzIwbY2fQNGxfMwVDB3TBkm9+wq20h7IOS67YtW2OLp2sYWqij7a2FvCdPQIvXuTiYmySrEOTW/zd1T8iSVn/x3yHpk6ditOnT6Njx45ISEhAbGwsVFRUyl3fy8sLx48fR1paWoXNquLi4tCpUyc8f/4cmpqauHfvHkxNTXH+/Hl07twZ+fn5MDIyQmBgIMaOHVtmGcbGxvD29i51I1lCJBJh4cKFQpvxnJwcaGpq4pdffsGAAQOwdOlSnD17FidOnBC2+eeff2BiYoLk5GRkZ2ejQ4cOSE1NhZmZWZnHmpmZWeoJ99s8fvwYenp6SEhIQJs2bYRO0Nu3b8f48eMBANeuXYONjQ2SkpLQqlUrhIaGYubMmcjMzBTKSUtLg4WFBdLS0mBkZCTMd3JyQufOnbF8+XKEhobC29sb8fHxsLOzAwCkpKSgZcuWiImJERKljIwMmJiYYOfOnRg+fLiw3W+//YYuXboAAP766y9YW1vj4sWL6Ny5MxwcHGBjY4OtW7cK+3Z3d0dOTg5+/vlnfP3119iyZQsSExPRoEGDUufB3NwcM2fOlHrSPWHCBCgqKmLLli3CvHPnzqFXr17IycmBqqoqzM3NYW9vj4MHDwrrvNmRfMGCBdi/fz+SkpKEJwqbNm2Cn58fnj17BgUFBfTu3RtZWVn4/fffK/y+oqOj4enpiYcPH8LOzg49evTAJ598AgcHB2GdsgYt0NHRQVBQELy8vIT4Vq5cCT8/PwBAQUEBmjVrhmnTpuHzzz9HZGQk+vTpg7179wo1BE+ePEHTpk0RGhoKd3d3eHp64tGjRzh58qSwn88//xw///wz/vzzT+G8vu38lKei9Uq+/3379sHd3R1OTk7o168f5s+fL6zz/fff4/PPP8e9e/dQUFAAQ0NDfP311xg9ejSA4tqPoqIi7N27F4B0R/Lr16/DysoKp06dgpOTU6nYavp7fV1ubi5yc/99gpmVlQUTExOM2h4DZXXNCreta8sGtsLJvx4h6ua/yaiLtT46m+pg0YnrMoys2MJ+lrIOQcqyjQdx5sKf2Ll2CpoayE9zveevCt6+koxM+3I7jA11MW9K2cn/u3TjSc0f5tQV/0UhsGltjhHD+8g6FNgbyddDB3n83T1/ngX7FgZ49uwZxGJxnewjKysL2traaDPvMBRVNKpdTmFuDhJXDq7TWKtD5g3vAwMDUVBQgB9//BG7d+8WEo60tDRoamoK0+vNsGxtbUslHJcvX4abmxtMTU2hpaWFXr16CeUAgJGREQYOHIgdO3YAAI4cOYLc3FwMHz68zLjS09Nx7969t9a6tG3bVvi3hoYGxGKx0KzrypUr+PXXX6WOo1WrVgCKn7jb2dmhX79+sLW1xfDhw7Ft2zY8ffq00ueuREpKCjw8PGBhYQGxWAxzc3OpYy8rVkNDQ+E4y5OQkIDCwkK0bNlS6hiioqKkmm8pKytLlZ2UlAQlJSUhmQCKm9NYWVkhKenfpzpKSkro1KmT8LlVq1bQ0dER1klKSpK68QYABwcHYfnw4cPx8uVLWFhYYOLEiTh48KBU86ayXLlyBaGhoVLH4+zsjKKiIty6dUtYr2PHjhWWk5SUhG7duklVYTo4OCA7Oxv//PNvh7cOHTpUWA4A9OzZE3///TciIiLwySef4M8//4Sjo2O1OkB369ZN+LeSkhI6duwodc7fXKdRo0ZS30t55zwlJUWq2dPbzk91lDz/KDmnV65cweLFi6W+q4kTJ+L+/ft48eIFlJSU4O7ujt27dwMoTvoPHz4MT8+yn4rFx8dDUVFR+Nvwptr8vaqoqEAsFktN8kJZUaFU7UyRRCK31fGyIpFIsGzjQUScT8SO1Z/JzY3P+0AikSA/X36TInnw6lUe0h89hY6ObB9CyBv+7oqJUMPmVZDPv+cy70h+8+ZN3Lt3D0VFRUhNTRWaxxgZGUm1n3+9Q6iGhnT2l5OTA2dnZzg7O2P37t3Q09NDWloanJ2dpTq5TpgwAaNHj8a6desQEhKCESNGQF297M5JampqlYr/zSfsIpFIaNaUnZ0NNzc3rFq1qtR2hoaGUFRUxKlTp3D+/HmcPHkSGzZswIIFC3Dx4kWhjXxluLm5wczMDNu2bYORkRGKiorQpk2bUh18X4+15AbjzSZYr8vOzoaioiIuX74MRUVFqWUlTVKA4nMlixuWkifQp0+fxqlTpzBlyhSsWbMGUVFRZdZ8AMXH9Nlnnwl9P15navpvx8c3r7Hqqmw5DRo0gKOjIxwdHeHn54elS5di8eLF8PPzg7KyMkQiUakbxdebqr1rtXV+XleS+JRc+9nZ2Vi0aBGGDRtWal1VVVUAxU2sevXqhfT0dJw6dQpqamoYMGBAmeW/7Tf9rn6vspZwPwsDrPXx5EU+7mW9gomOGvq11MP5W09kHZpcWbrxII79+gfWB3hBQ00Fj58U98vR1FCDqkrZf18+RJt2HUe3DlYwaKyDnJe5OBkdj98TbyEowFvWocmVPXsjYN+uBRo31sbTp9k4cCgaCiIRunVpLevQ5Ap/d8Xq65C5Mk068vLy8Omnn2LEiBGwsrLChAkTkJCQAH19fSgpKZXb1+JNf/31FzIyMrBy5Uqh7XRcXFyp9VxdXaGhoYHg4GAcP34c0dHR5ZappaUFc3NzREREoE+f6lV9tm/fHvv374e5uTmUlMo+1SKRCA4ODnBwcIC/vz/MzMxw8OBBzJ49G8rKylJPl8uSkZGB5ORkbNu2DY6OjgCKmwtVVVn7sre3R2FhIdLT04WyK8Pa2hoFBQW4ePGiVPOq5ORktG797x/YgoICxMXFoXPnzgCA5ORkZGZmwtraWignJiZGqvlbTEyMVBlqampwc3ODm5sbpk6dilatWiEhIQHt27cv85jat2+Pa9euVfraqugY9+/fD8lrT4hjYmKgpaWFpk2b1qhsAGjdujUKCgrw6tUrKCsrQ09PT+iXAhTXbr148aLUdr/99ht69uwJoPj8Xr58uVR/ld9++01IsJ4+fYrr16+XOuevi4mJQcuWLUslnq8rqXl82/VanqKiIqxfvx7NmjWDvb09gOLvKjk5ucLvqnv37jAxMcG+ffvwyy+/YPjw4eUmnLa2tigqKkJUVFSZzatq+nt9X+z74x7+Y9MEI9sbQ+v/Xw547mYGfr7GlwO+bt/R4oE2vOdK98VaOscdQ/p3KmuTD9LTZzlYHPQ/ZDx5Dk0NVTQ3M0BQgDc6t5OvZnKy9uRpFjZtOYzs7JfQ0lJHS8um+OpLL4jFtf8A533G3139JtOkY8GCBXj27BnWr18PTU1NHDt2DOPGjRM6h1eWqakplJWVsWHDBkyePBmJiYllNk1RVFSEl5cX5s+fD0tLS6lmJmUJCAjA5MmToa+vDxcXFzx//hwxMTGYNm1apeKaOnUqtm3bBg8PD3z++edo1KgRbty4gb1792L79u1Cx+/+/ftDX18fFy9exKNHj4QbQHNzc5w4cQLJycnQ1dWFtrZ2qRuqhg0bQldXF1u3boWhoSHS0tIwb968Sp65f5mbmyM7OxsRERGws7ODuro6WrZsCU9PT4wZMwZr166Fvb09Hj16hIiICLRt2xYDBw4ssyxLS0sMHjwYEydOxJYtW6ClpYV58+bB2NgYgwcPFtZr0KABpk2bhvXr10NJSQk+Pj7o2rWrkITMnTsX7u7usLe3h5OTE44cOYIDBw7g9OnTAIpHwCosLESXLl2grq6O77//HmpqakJ7e3Nzc0RHR2PkyJFQUVFB48aN4efnh65du8LHxwcTJkyAhoYGrl27hlOnTmHjxo2VPl9TpkxBUFAQpk2bBh8fHyQnJ+Orr77C7NmzqzxccO/eveHh4YGOHTtCV1cX165dwxdffIE+ffoIzXL69u2LjRs3olu3bigsLISfn1+ZN9fffvstLC0tYW1tjXXr1uHp06dSo2ABwOLFi6Grq4smTZpgwYIFaNy4sdBXZM6cOejUqROWLFmCESNG4MKFC9i4cSM2bdpU4THo6+tDTU0Nx48fR9OmTaGqqgpt7fKHgszIyMCDBw/w4sULJCYmIigoCJcuXcLPP/8sJDf+/v4YNGgQTE1N8cknn0BBQQFXrlxBYmKiVD+rUaNGYfPmzbh+/bowyEBZzM3NMXbsWIwbNw7r16+HnZ0dbt++jfT0dLi7u9f49/q+yC0owo9X7uNHDpFbocQTa2QdwnthwbSPZR3Ce8Hnv7Lv3/I+4O+uGIfMrWWRkZEICgpCWFgYxGIxFBQUEBYWhrNnzyI4OLhKZenp6SE0NBQ//vgjWrdujZUrV5YaHrfE+PHjkZeXB2/vt1f9jh07FkFBQdi0aRNsbGwwaNCgKr3AzMjICDExMSgsLET//v1ha2uLmTNnQkdHBwoKChCLxYiOjoarqytatmyJhQsXYu3atXBxcQEATJw4EVZWVujYsSP09PRKPYEGikf92bt3Ly5fvow2bdpg1qxZWLOm6j/a7t27Y/LkyRgxYgT09PSwevVqAMUjfI0ZMwZz5syBlZUVhgwZgtjYWKmmSGUJCQlBhw4dMGjQIHTr1q34TbXHjkndKKurq8PPzw+jRo2Cg4MDNDU1sW/fPmH5kCFD8M033yAwMBA2NjbYsmULQkJChOFYdXR0sG3bNjg4OKBt27Y4ffo0jhw5Al1dXQDFN9epqalo3rw59PT0ABT3a4mKisL169fh6OgIe3t7+Pv7S3WUrwxjY2McO3YMly5dgp2dHSZPnozx48dj4cKFVSoHAJydnbFz5070798f1tbWmDZtGpydnfG///1PWGft2rUwMTGBo6MjRo0aBV9f3zKbBq5cuRIrV66EnZ0dzp07h/DwcDRu3LjUOjNmzECHDh3w4MEDHDlyRKipaN++Pf73v/9h7969aNOmDfz9/bF48WJhJLjyKCkpYf369diyZQuMjIykksuyODk5wdDQELa2tpg3bx6sra1x9epVqVpFZ2dnHD16FCdPnkSnTp3QtWtXrFu3rlQnbk9PT1y7dg3Gxsal+qO8KTg4GJ988gmmTJmCVq1aYeLEicKQtzX9vRIREdWGkuZVNZnkkcxHr3rXzp49i379+uHOnTto0oTjiMtKWaNlUfVVZvSoktGrnj59Wu/ePi/vSkYkkYfRq+SdvI1eJa/kefQqeSLPo1fJE3kbvUoevcvRq9otOAJF1RqMXvUqB/HL3ORu9CqZdyR/V3Jzc/Ho0SMEBARg+PDhTDiIiIiISO6wedV77ocffoCZmRkyMzOFpkNERERERPJEFs2roqOj4ebmBiMjI4hEolLviJNIJPD394ehoSHU1NTg5ORUpS4HwAeUdHh5eaGwsBCXL1+GsbGxrMP54JW8+JBqh7m5OSQSSYUv5uvduzckEgmbVhEREZGUnJwc2NnZ4dtvvy1z+erVq7F+/Xps3rwZFy9ehIaGBpydnfHq1atK7+ODaV5FRERERCTvZNG8ysXFpdyBUSQSCYKCgrBw4UJhoJhdu3ahSZMmOHToEEaOHFmpfXwwNR1ERERERHKvpk2r/j/nyMrKkppyc3OrFc6tW7fw4MEDqXdcaWtro0uXLrhw4UKly2HSQURERERUz5iYmEBbW1uYVqxYUa1yHjx4AAClBmFq0qSJsKwy2LyKiIiIiEhO1Fbzqjt37kgNmauiolLj2GqCNR1ERERERHKitkavEovFUlN1kw4DAwMAwMOHD6XmP3z4UFhWGUw6iIiIiIjkRElNR02m2tSsWTMYGBggIiJCmJeVlYWLFy+iW7dulS6HzauIiIiIiD5g2dnZuHHjhvD51q1biI+PR6NGjWBqaoqZM2di6dKlsLS0RLNmzfDll1/CyMgIQ4YMqfQ+mHQQEREREcmJ6r7g7/XtqyouLg59+vQRPs+ePRsAMHbsWISGhuLzzz9HTk4OJk2ahMzMTPTo0QPHjx+HqqpqpffBpIOIiIiISE7I4j0dJS8QrqjMxYsXY/HixdWOi306iIiIiIioTrGmg4iIiIhITsiipuNdYNJBRERERCQnZNGn411g8yoiIiIiIqpTrOkgIiIiIpITbF5FRERERER1is2riIiIiIiIqoE1HUREREREcoLNq4iIiIiIqE6JUMPmVbUWSe1i0kFEREREJCcURCIo1CDrqMm2dYl9OoiIiIiIqE6xpoOIiIiISE7U19GrmHQQEREREcmJ+tqRnM2riIiIiIioTrGmg4iIiIhITiiIiqeabC+PmHQQEREREckLUQ2bSMlp0sHmVUREREREVKdY00FE9I7M7d0cWlpiWYch14wbqck6hPdCw04+sg7hvXA7ep2sQ3gvPH9ZIOsQ6DUcvYqIiIiIiOqU6P//q8n28ohJBxERERGRnKivHcnZp4OIiIiIiOoUazqIiIiIiOREfX05IJMOIiIiIiI58UF3JA8PD690gf/5z3+qHQwREREREdU/lUo6hgwZUqnCRCIRCgsLaxIPEREREdEHS0EkgkINqitqsm1dqlTSUVRUVNdxEBERERF98Opr86oajV716tWr2oqDiIiIiIjqqSonHYWFhViyZAmMjY2hqamJv//+GwDw5Zdf4rvvvqv1AImIiIiIPhQlo1fVZJJHVU46li1bhtDQUKxevRrKysrC/DZt2mD79u21GhwRERER0YekpHlVTSZ5VOWkY9euXdi6dSs8PT2hqKgozLezs8Nff/1Vq8EREREREdH7r8rv6bh79y5atGhRan5RURHy8/NrJSgiIiIiog9RfR29qso1Ha1bt8bZs2dLzf/pp59gb29fK0EREREREX2IRLUwyaMq13T4+/tj7NixuHv3LoqKinDgwAEkJydj165dOHr0aF3ESERERET0QahpZ/B605F88ODBOHLkCE6fPg0NDQ34+/sjKSkJR44cwUcffVQXMRIRERER0XusyjUdAODo6IhTp07VdixERERERB80BVHxVJPt5VG1kg4AiIuLQ1JSEoDifh4dOnSotaCIiIiIiD5E9bV5VZWTjn/++QceHh6IiYmBjo4OACAzMxPdu3fH3r170bRp09qOkYiIiIiI3mNV7tMxYcIE5OfnIykpCU+ePMGTJ0+QlJSEoqIiTJgwoS5iJCIiIiL6YNS3FwMC1Ug6oqKiEBwcDCsrK2GelZUVNmzYgOjo6FoNjoiIiIjoQ1LSvKomU1UUFhbiyy+/RLNmzaCmpobmzZtjyZIlkEgktXpcVW5eZWJiUuZLAAsLC2FkZFQrQRERERERUd1btWoVgoODsXPnTtjY2CAuLg7e3t7Q1tbG9OnTa20/Va7pWLNmDaZNm4a4uDhhXlxcHGbMmIHAwMBaC4yIiIiI6ENTMnpVTaaqOH/+PAYPHoyBAwfC3Nwcn3zyCfr3749Lly7V6nFVqqajYcOGUlU1OTk56NKlC5SUijcvKCiAkpISxo0bhyFDhtRqgEREREREH4raGr0qKytLar6KigpUVFRKrd+9e3ds3boV169fR8uWLXHlyhWcO3cOX3/9dbVjKEulko6goKBa3SkREREREdUdExMTqc9fffUVAgICSq03b948ZGVloVWrVlBUVERhYSGWLVsGT0/PWo2nUknH2LFja3WnRERERERUmuj/p5psDwB37tyBWCwW5pdVywEA//vf/7B7927s2bMHNjY2iI+Px8yZM2FkZFSrOUC1Xw4IAK9evUJeXp7UvNcPjoiIiIiIKk9BJIJCDZpXlWwrFosrdV8+d+5czJs3DyNHjgQA2Nra4vbt21ixYkWtJh1V7kiek5MDHx8f6OvrQ0NDAw0bNpSaiIiIiIioemryjo7qvKvjxYsXUFCQTgkUFRVRVFRUi0dVjaTj888/x5kzZxAcHAwVFRVs374dixYtgpGREXbt2lWrwRERERERUd1xc3PDsmXL8PPPPyM1NRUHDx7E119/jaFDh9bqfqrcvOrIkSPYtWsXevfuDW9vbzg6OqJFixYwMzPD7t27a73TCRERERHRh6K2Rq+qrA0bNuDLL7/ElClTkJ6eDiMjI3z22Wfw9/evdgxlqXLS8eTJE1hYWAAobiv25MkTAECPHj3w3//+t1aDIyIiIiL6kFSnidSb21eFlpYWgoKC6ny02ionHRYWFrh16xZMTU3RqlUr/O9//0Pnzp1x5MgR6Ojo1EGIRERUW7btPYPTMQm4decRVJWV0K61OWaNd0UzE31ZhyaXtv0vChu+j0B6RhbaWBpj1dzh6GBjLuuwZKa7fXNMG+0Eu1amMNTThqfvVhyLuios//arTzFqUFepbU5fuIbh0ze961DlysX4m9iy9wwSkv9BekYWti4bB2dHW1mHJXf496l+q3KfDm9vb1y5cgVA8bi+3377LVRVVTFr1izMnTu31gN8H4lEIhw6dEjWYdA7kJqaCpFIhPj4+He+78jISIhEImRmZr7zfZeld+/emDlzZo3KkEgkmDRpEho1aiSc17Lm1ZS5ufkH+/6huKs34eHWHXuCfLB1xSTkFxZi0hfb8OJV3ts3/sAcOHkZC4MOwm+CCyLD/NDG0hgfT/sWj548l3VoMqOupoLE63cxd/W+ctc5ff5PWA2YL0wTFoS8wwjl04tXebBubowlsz6WdShyjX+fipWMXlWTSR5VuaZj1qxZwr+dnJzw119/4fLly2jRogXatm1bq8FR2by8vJCZmflOEpvQ0FDMnDlTbm5sa4O5uTlmzpxZ4xtkoPjFO/fv30fjxo1rHtgbAgICsGjRIgDFo0g0bdoUQ4cOxZIlS6CpqVnr+6troaGh8Pb2LjVfRUUFr169AgAcP34coaGhiIyMhIWFBRo3blzmvJqKjY2FhoZGjct5H21ZPlHq87I5I9BzxCJcS/kHHW0tZBSVfNq05wzGDOkOz/90AwB8PX8kTsb8ie/DL2CWV38ZRycbp89fw+nz1ypcJzevAOkZH25iVpY+Xa3Rp6u1rMOQe/z7VOxdN696V2r0ng4AMDMzg5mZWW3EUqvy8vKgrKws6zDo/xUWFkIkEpUaku19VnKNGRgY1Eo5ZbGxscHp06dRUFCAmJgYjBs3Di9evMCWLVtqtM+qyM/PR4MGDWqlLLFYjOTkZKl5r3d4u3nzJgwNDdG9e/cK59WUnp5erZX1vsvOKU74tLXUZRyJfMnLL0D8X3ekkgsFBQX06myF2IRbMoxM/vXoYInrJ1Yg8/kLnI29jqWbj+LpsxxZh0XvIf59ql8qdQe4fv36Sk819ejRIxgYGGD58uXCvPPnz0NZWRkRERHlbufl5YUhQ4Zg2bJlMDIygpWVFQAgLCwMHTt2hJaWFgwMDDBq1Cikp6cDKG7K0aJFCwQGBkqVFR8fD5FIhBs3bpS7vx07dsDGxgYqKiowNDSEj4+P1PLHjx9j6NChUFdXh6WlJcLDw6WWJyYmwsXFBZqammjSpAlGjx6Nx48fC8t/+ukn2NraQk1NDbq6unByckJOTg4CAgKwc+dOHD58WBjdIDIysswYjx8/jh49ekBHRwe6uroYNGgQbt68KSwvaRp04MAB9OnTB+rq6rCzs8OFCxcAFDff8fb2xrNnz4R9BQQEAAByc3Ph6+sLY2NjaGhooEuXLlJxhIaGQkdHB+Hh4WjdujVUVFSQlpaGp0+fYsyYMWjYsCHU1dXh4uKClJSUUtsdOnQIlpaWUFVVhbOzM+7cuSN1bMHBwWjevDmUlZVhZWWFsLAwYZlEIkFAQABMTU2hoqICIyMjTJ8+HUBxE6Dbt29j1qxZpUaHOHfuHBwdHaGmpgYTExNMnz4dOTn//o/S3NwcS5YswZgxYyAWizFp0qQym1dFRUWhc+fOwrUxb948FBQUCMt79+4NHx8fzJw5E40bN4azs3OZ3x8AKCkpwcDAAE2bNsWIESPg6elZ6lp63duOoaymfzo6OggNDQXw7zWxb98+9OrVC6qqqti9ezcyMjLg4eEBY2NjqKurw9bWFj/88EO5cZRHJBLBwMBAamrSpAmA4t/wtGnTkJaWBpFIBHNz8zLnAWU3j2rXrp1wfVZ0DZS1fVpaGgYPHgxNTU2IxWK4u7vj4cOHwvKAgAC0a9cOYWFhMDc3h7a2NkaOHInnz8t+mpubm4usrCypSR4VFRVh5eZw2NuYw9K8ZslzfZORmY3CwiLoNdKSmq/XSIz0DPn8PuVBxPkk/DcgDEOmbEDAhsPo3r4Ffvzmv1BQkNNHryS3PuS/TyX3JzWZ5FGlajrWrVtXqcJEIpHU/9irQ09PDzt27MCQIUPQv39/WFlZYfTo0fDx8UG/fv0q3DYiIgJisRinTp0S5uXn52PJkiWwsrJCeno6Zs+eDS8vLxw7dgwikQjjxo1DSEgIfH19hW1CQkLQs2dPtGjRosz9BAcHY/bs2Vi5ciVcXFzw7NkzxMTESK2zaNEirF69GmvWrMGGDRvg6emJ27dvo1GjRsjMzETfvn0xYcIErFu3Di9fvoSfnx/c3d1x5swZ3L9/Hx4eHli9ejWGDh2K58+f4+zZs5BIJPD19UVSUhKysrIQElLcTrZRo0ZlxpmTk4PZs2ejbdu2yM7Ohr+/P4YOHYr4+HipGocFCxYgMDAQlpaWWLBgATw8PHDjxg10794dQUFB8Pf3F55OlzTr8fHxwbVr17B3714YGRnh4MGDGDBgABISEmBpaQmg+GUzq1atwvbt26Grqwt9fX14eHggJSUF4eHhEIvF8PPzg6urK65duyY8TX/x4gWWLVuGXbt2QVlZGVOmTMHIkSOFc3zw4EHMmDEDQUFBcHJywtGjR+Ht7Y2mTZuiT58+2L9/P9atW4e9e/fCxsYGDx48EPohHThwAHZ2dpg0aRImTvy3GvfmzZsYMGAAli5dih07duDRo0fw8fGBj4+PcJ4BIDAwEP7+/vjqq6/KPOd3796Fq6srvLy8sGvXLvz111+YOHEiVFVVhRtiANi5cyf++9//lrpu3kZNTQ15eWW3ba3sMVTGvHnzsHbtWtjb20NVVRWvXr1Chw4d4OfnB7FYjJ9//hmjR49G8+bN0blz5yqVXZ5vvvkGzZs3x9atWxEbGwtFRUUoKyuXmlcZFV0DbyoqKhISjqioKBQUFGDq1KkYMWKEVCJ98+ZNHDp0CEePHsXTp0/h7u6OlStXYtmyZaXKXLFihdA0Tp4t3XgQN24/wK61U2QdCtUTB05dFv597eY9/HnjLuIPLUKPDpaIjr0uw8joffMh/31SQDU6Xb+xvTyqVNJx69a7rUp2dXXFxIkT4enpiY4dO0JDQwMrVqx463YaGhrYvn27VFOVcePGCf+2sLDA+vXr0alTJ2RnZ0NTUxNeXl7w9/fHpUuX0LlzZ+Tn52PPnj2laj9et3TpUsyZMwczZswQ5nXq1ElqHS8vL3h4eAAAli9fjvXr1+PSpUsYMGAANm7cCHt7e6nanB07dsDExATXr19HdnY2CgoKMGzYMKHpmq3tv6NcqKmpITc3963Nej7+WLrD2o4dO6Cnp4dr166hTZs2wnxfX18MHDgQQHGyZGNjgxs3bqBVq1bQ1tYWnk6XSEtLQ0hICNLS0mBkZCSUcfz4cYSEhAjHlZ+fj02bNsHOzg4AhGQjJiZGaCqze/dumJiY4NChQxg+fLiw3caNG9GlSxcAxTfo1tbWwncUGBgILy8vTJlS/Ido9uzZ+O233xAYGIg+ffogLS0NBgYGcHJyQoMGDWBqaircGDdq1AiKiopCzVeJFStWwNPTU+jnYWlpifXr16NXr14IDg6GqqoqAKBv376YM2eOsF1qaqrUOd60aRNMTEywceNGiEQitGrVCvfu3YOfnx/8/f2FZM/S0hKrV6+u8Pt70+XLl7Fnzx707du3zOWVPYbKmDlzJoYNGyY17/XEfNq0aThx4oQwel1lPXv2rFR/FEdHR/zyyy/Q1taGlpYWFBUVpb6bsua9TUXXwJsiIiKQkJCAW7duwcTEBACwa9cu2NjYIDY2VvhtFxUVITQ0FFpaxU++R48ejYiIiDKTjvnz52P27NnC56ysLKFsebFs40FEXUzCzrVTYKCnI+tw5I6ujiYUFRVKdRp/9CQL+rpiGUX1/rl9NwOPnz6HRVM9Jh1Uafz7VD/JazKEwMBAFBQU4Mcff8Tu3buhoqICoPhmQlNTU5hev3G3tbUt1Tb+8uXLcHNzg6mpKbS0tNCrVy+hHAAwMjLCwIEDsWPHDgDFLz/Mzc0VboDflJ6ejnv37r211uX1TvUaGhoQi8VCs64rV67g119/lTqOVq1aASh+mmpnZ4d+/frB1tYWw4cPx7Zt2/D06dNKn7sSKSkp8PDwgIWFBcRisdA0peTYy4rV0NBQOM7yJCQkoLCwEC1btpQ6hqioKKnmW8rKylJlJyUlQUlJSUgmAEBXVxdWVlZISkoS5ikpKUklca1atYKOjo6wTlJSEhwcHKRicnBwEJYPHz4cL1++hIWFBSZOnIiDBw9KNW8qy5UrVxAaGip1PM7OzigqKpJKujt27FhhOUlJSejWrZtU1aaDgwOys7Pxzz//CPM6dOhQYTklEhISoKmpCTU1NXTu3BndunXDxo0ba3QMlfHmcRYWFmLJkiWwtbVFo0aNoKmpiRMnTpS6lt5GS0sL8fHxUtP27durVEZlVOUaSEpKgomJiVRS0Lp1a6lrDihuklWScADFv5XyficqKioQi8VSk7yQSCRYtvEgIs4nYsfqz9DUoOya0g+dcgMltGtlgqjYf/sgFRUVITr2OjrZNpNhZO8XI30dNNLWwEM2SaNK4N+nYh908ypZuHnzJu7du4eioiKkpqYKT/qNjIyk2s+/3rTozdFocnJy4OzsDGdnZ+zevRt6enpIS0uDs7OzVBOVCRMmYPTo0Vi3bh1CQkIwYsQIqKuX3WlJTU2tUvG/2fFWJBKhqKgIAJCdnQ03NzesWrWq1HaGhoZQVFTEqVOncP78eZw8eRIbNmzAggULcPHiRTRrVvn/2bm5ucHMzAzbtm2DkZERioqK0KZNm1LNc16PteRCLYm1LNnZ2VBUVMTly5dLNXd5/Sm2mpqaTC58ExMTJCcn4/Tp0zh16hSmTJmCNWvWICoqqtwO0dnZ2fjss8/KbB5oamoq/Lu2RjyqbDlWVlYIDw+HkpISjIyMKhwcoTLHIBKJIJFIpJbl5+e/Nb41a9bgm2++QVBQEGxtbaGhoYGZM2eW29SrPAoKCuU2W6xqORUdR3Wugbep6Df9Plm68SCO/foH1gd4QUNNBY+fFN8MamqoQVWldgYMqC+mjOqLKYvCYG9tivY25gj+4VfkvMyFp1vXt29cT2moKaOZyb8DMZgZ6aJNS2NkPnuBp1k58JvoivAz8XiYkYVmTRtj0bQh+PvOY0RcSKqg1Pov50UuUu/+22/zzv0M/JlyFzpidRg3aSjDyOQL/z4VE4mAmnSDktOcQz6Tjry8PHz66acYMWIErKysMGHCBCQkJEBfXx9KSkqVvmn566+/kJGRgZUrVwpPMePi4kqt5+rqCg0NDQQHB+P48eOIjo4ut0wtLS2Ym5sjIiICffr0qdbxtW/fHvv374e5uTmUlMr+CkQiERwcHODg4AB/f3+YmZnh4MGDmD17NpSVlVFYWFjhPjIyMpCcnIxt27bB0dERQHEn46oqa1/29vYoLCxEenq6UHZlWFtbo6CgABcvXhSaV5XE2bp1a2G9goICxMXFCc1hkpOTkZmZCWtra6GcmJgYjB07VtgmJiZGqgw1NTW4ubnBzc0NU6dORatWrZCQkID27duXeUzt27fHtWvXanxDbG1tjf3790MikQgJV0xMDLS0tNC0adMql6esrFzpmCpzDHp6erh//77wOSUlBS9evHhr2TExMRg8eDA+/fRTAMVJ6fXr16XO+bv05nFkZWWVqs2p6Bp4nbW1Ne7cuYM7d+4IfyeuXbuGzMxMmR1fXdp3tHigCO+5m6XmL53jjiH9O5W1yQdrWP8OeJyZjeVbfkZ6xnPYtjTGT+unftDNq9pZm+Holn+bFi+fXdyMd8/R3zBn5T60bmGMkQO7QFtLDQ8ePcOZi39h+eajyMuvuLa5vruafAcjZ3wrfF6y8TAA4JMBnbD2i1GyCkvu8O9TMYUaJh3yOm6DXCYdCxYswLNnz7B+/Xpoamri2LFjGDduHI4ePVqlckxNTaGsrIwNGzZg8uTJSExMxJIlS0qtp6ioCC8vL8yfPx+Wlpbo1q1bheUGBARg8uTJ0NfXh4uLC54/f46YmBhMmzatUnFNnToV27Ztg4eHBz7//HM0atQIN27cwN69e7F9+3bExcUhIiIC/fv3h76+Pi5evIhHjx4JN93m5uY4ceIEkpOToaurC21t7VJPYRs2bAhdXV1s3boVhoaGSEtLw7x58yp55v5lbm6O7OxsREREwM7ODurq6mjZsiU8PT0xZswYobPxo0ePEBERgbZt2wr9Q95kaWmJwYMHY+LEidiyZQu0tLQwb948GBsbY/DgwcJ6DRo0wLRp07B+/XooKSnBx8cHXbt2FZKQuXPnwt3dHfb29nBycsKRI0dw4MABnD59GkDxCFiFhYXo0qUL1NXV8f3330NNTU3oH2Nubo7o6GiMHDkSKioqaNy4Mfz8/NC1a1f4+PhgwoQJ0NDQwLVr13Dq1KlymzOVZcqUKQgKCsK0adPg4+OD5ORkfPXVV5g9e3adDxdcmWPo27cvNm7ciG7duqGwsBB+fn6VevJvaWmJn376CefPn0fDhg3x9ddf4+HDh1W+KZdIJHjw4EGp+fr6+lU6P3379kVoaCjc3Nygo6MDf39/qVq3t10Dr3NycoKtrS08PT0RFBSEgoICTJkyBb169Xprc7r3UeKJNbIO4b0yyb0XJrn3knUYciPm9xQ07ORT7vJPpn9b7rIPWTf7FrgdXblBeT5k/PtUv8ldn47IyEgEBQUhLCwMYrEYCgoKCAsLw9mzZxEcHFylsvT09BAaGooff/wRrVu3xsqVK8vtID5+/Hjk5eWV+fKyN40dOxZBQUHYtGkTbGxsMGjQIKlhX9/GyMgIMTExKCwsRP/+/WFra4uZM2dCR0cHCgoKEIvFiI6OhqurK1q2bImFCxdi7dq1cHFxAQBMnDgRVlZW6NixI/T09MocAUlBQQF79+7F5cuX0aZNG8yaNQtr1lT9x9y9e3dMnjwZI0aMgJ6entD5OSQkBGPGjMGcOXNgZWWFIUOGIDY2VqopUllCQkLQoUMHDBo0CN26dYNEIsGxY8ekbnzV1dXh5+eHUaNGwcHBAZqamti379+33w4ZMgTffPMNAgMDYWNjgy1btiAkJAS9e/cGUDwE7LZt2+Dg4IC2bdvi9OnTOHLkCHR1dQEAixcvRmpqKpo3by68r6Ft27aIiorC9evX4ejoCHt7e/j7+wsd5SvL2NgYx44dw6VLl2BnZ4fJkydj/PjxWLhwYZXKqY7KHMPatWthYmICR0dHjBo1Cr6+vuU2JXzdwoUL0b59ezg7O6N3794wMDDAkCFDqhxjVlYWDA0NS00V9SEqy/z589GrVy8MGjQIAwcOxJAhQ9C8eXNh+duugdeJRCIcPnwYDRs2RM+ePeHk5AQLCwupa46IiOhdqa99OkSSNxtGV8LZs2exZcsW3Lx5Ez/99BOMjY0RFhaGZs2aoUePHnURZ507e/Ys+vXrhzt37gjvDaB3rz6+AZ0oKysL2tra+OPGA2hpfbhNcyrDuFHl+s196CqqbaB/sXahcp6//LCbv1XG8+dZsG9hgGfPntXZ4CAl/6+Yti8OKuqab9+gHLkvsrFhRMc6jbU6qlzTsX//fjg7O0NNTQ1//PEHcnNzARQPhfn6SFLvi9zcXPzzzz8ICAjA8OHDmXAQEREREdWyKicdS5cuxebNm7Ft2zapJjEODg74/fffazW4d+GHH36AmZkZMjMzq/zeBCIiIiKi2iQS1XySR1VOOpKTk9GzZ89S87W1td/LJjFeXl4oLCzE5cuXYWxsLOtwPnheXl7v5XVEREREVBsURKIaT/KoykmHgYEBbty4UWr+uXPnYGFhUStBERERERFR/VHlpGPixImYMWMGLl68CJFIhHv37mH37t3w9fXFf//737qIkYiIiIjog6BQC5M8qvJ7OubNm4eioiL069cPL168QM+ePaGiogJfX99Kv6eCiIiIiIhKq2m/DDltXVX1pEMkEmHBggWYO3cubty4gezsbLRu3RqamtUf2ouIiIiIiOqvar+RXFlZucpvIyYiIiIiovIpoGadwRUgn1UdVU46+vTpU+GbDs+cOVOjgIiIiIiIPlRsXvX/2rVrJ/U5Pz8f8fHxSExMxNixY2srLiIiIiKiD46CqHiqyfbyqMpJx7p168qcHxAQgOzs7BoHRERERERE9Uutjar16aefYseOHbVVHBERERHRB0ckqtkLAutN86ryXLhwAaqqqrVVHBERERHRB4d9Ov7fsGHDpD5LJBLcv38fcXFx+PLLL2stMCIiIiIiqh+qnHRoa2tLfVZQUICVlRUWL16M/v3711pgREREREQfGnYkB1BYWAhvb2/Y2tqiYcOGdRUTEREREdEHSfT//9Vke3lUpY7kioqK6N+/PzIzM+soHCIiIiIiqm+qPHpVmzZt8Pfff9dFLEREREREH7SS5lU1meRRlZOOpUuXwtfXF0ePHsX9+/eRlZUlNRERERERUfXU16Sj0n06Fi9ejDlz5sDV1RUA8J///Aei18bkkkgkEIlEKCwsrP0oiYiIiIjovVXppGPRokWYPHkyfv3117qMh4iIiIjogyUSiaQe7Fdne3lU6aRDIpEAAHr16lVnwRARERERfcg4ZC7kN3MiIiIiIqoP+EZyAC1btnxr4vHkyZMaBURERERERPVLlZKORYsWlXojORERERER1Q4FkQgKNaiuqMm2dalKScfIkSOhr69fV7EQEREREX3Q6mufjkq/p4P9OYiIiIiI6p+7d+/i008/ha6uLtTU1GBra4u4uLha3UeVR68iIiIiIqI6UsOO5Kjitk+fPoWDgwP69OmDX375BXp6ekhJSUHDhg1rEERplU46ioqKanXHREREREQkTQEiKFQ1c3hjewDIysqSmq+iogIVFZVS669atQomJiYICQkR5jVr1qza+y9Plfp0EBFR9WW/KgAaFMg6DKoHbkevk3UI7wWznrNkHcJ7gddTJeS/f7fMJiYmUp+/+uorBAQElFovPDwczs7OGD58OKKiomBsbIwpU6Zg4sSJtRrP+3cGiYiIiIjqqdp6T8edO3cgFouF+WXVcgDA33//jeDgYMyePRtffPEFYmNjMX36dCgrK2Ps2LHVD+QNTDqIiIiIiOREbY1eJRaLpZKO8hQVFaFjx45Yvnw5AMDe3h6JiYnYvHlzrSYdlR69ioiIiIiI6hdDQ0O0bt1aap61tTXS0tJqdT+s6SAiIiIikhPv+uWADg4OSE5Olpp3/fp1mJmZVTuGsrCmg4iIiIhITpT06ajJVBWzZs3Cb7/9huXLl+PGjRvYs2cPtm7diqlTp9bqcTHpICIiIiKSEwoQCbUd1ZqqONxup06dcPDgQfzwww9o06YNlixZgqCgIHh6etbqcbF5FRERERHRB2zQoEEYNGhQne6DSQcRERERkZyorSFz5Q2TDiIiIiIiOaGAmvV/kNe+E/IaFxERERER1ROs6SAiIiIikhMikQiiGrSRqsm2dYlJBxERERGRnBD9/1ST7eURm1cREREREVGdYk0HEREREZGceNdvJH9XmHQQEREREckR+UwbaobNq4iIiIiIqE6xpoOIiIiISE7w5YBERERERFSnOGQuERERERHVKb6RnIiIiIiIqBpY00FEREREJCfYvIqIiIiIiOoU30hORERERERUDazpICIiIiKSE2xeRUREREREdYqjVxEREREREVUDazqIiIiIiOQEm1cREREREVGd4uhVRERERERE1cCaDiIiIiIiOSESFU812V4eMekgIiIiIpITChBBoQaNpGqybV1i0kFE9AE58MtvOPDLRdxPfwoAsDDVx7gR/dCtg5WMI5NP2/4XhQ3fRyA9IwttLI2xau5wdLAxl3VYcuNi/E1s2XsGCcn/ID0jC1uXjYOzo62sw5K57vbNMW20E+xamcJQTxuevltxLOqqsPzbrz7FqEFdpbY5feEahk/f9K5DlSu8norV15oO9umQMZFIhEOHDsk6DHoHUlNTIRKJEB8fL+tQakXv3r0xc+ZM4bO5uTmCgoJkFk9tq6+/TT1dbUwZ44zQr30QsnYqOtg2x+fLw/B32kNZhyZ3Dpy8jIVBB+E3wQWRYX5oY2mMj6d9i0dPnss6NLnx4lUerJsbY8msj2UdilxRV1NB4vW7mLt6X7nrnD7/J6wGzBemCQtC3mGE8onXU/3Gmo56zsvLC5mZme/k5ik0NBQzZ85EZmZmne/rXTE3N8fMmTOlbq6ry8TEBPfv30fjxo1rHlgZsrKysGrVKuzfvx+pqanQ0dFBmzZtMGXKFAwdOrTOh9CLjY2FhoZGne6Das6xs7XU58mjnXHg+EUkJqfBwrSJjKKST5v2nMGYId3h+Z9uAICv54/EyZg/8X34Bczy6i/j6ORDn67W6NPV+u0rfmBOn7+G0+evVbhObl4B0jOYwL6O11Mx0f//V5Pt5RGTDgB5eXlQVlaWdRj0/woLCyESiaCgUH8q4kquMQMDg1op502ZmZno0aMHnj17hqVLl6JTp05QUlJCVFQUPv/8c/Tt2xc6OjpV3p9EIkFhYSGUlN7+p0JPT6/K5ZNsFRYW4UxMAl69yoOtlamsw5ErefkFiP/rjlRyoaCggF6drRCbcEuGkVF90aODJa6fWIHM5y9wNvY6lm4+iqfPcmQdFskBNq+SQ48ePYKBgQGWL18uzDt//jyUlZURERFR7nZeXl4YMmQIli1bBiMjI1hZFbdlDgsLQ8eOHaGlpQUDAwOMGjUK6enpAIpvvlq0aIHAwECpsuLj4yESiXDjxo1y97djxw7Y2NhARUUFhoaG8PHxkVr++PFjDB06FOrq6rC0tER4eLjU8sTERLi4uEBTUxNNmjTB6NGj8fjxY2H5Tz/9BFtbW6ipqUFXVxdOTk7IyclBQEAAdu7cicOHDwsvmomMjCwzxuPHj6NHjx7Q0dGBrq4uBg0ahJs3bwrLS5oGHThwAH369IG6ujrs7Oxw4cIFAEBkZCS8vb3x7NkzYV8BAQEAgNzcXPj6+sLY2BgaGhro0qWLVByhoaHQ0dFBeHg4WrduDRUVFaSlpeHp06cYM2YMGjZsCHV1dbi4uCAlJaXUdocOHYKlpSVUVVXh7OyMO3fuSB1bcHAwmjdvDmVlZVhZWSEsLExYJpFIEBAQAFNTU6ioqMDIyAjTp08HUNx86Pbt25g1a1apF/WcO3cOjo6OUFNTg4mJCaZPn46cnH//Z2Fubo4lS5ZgzJgxEIvFmDRpUpnNq6KiotC5c2fh2pg3bx4KCgqE5b1794aPjw9mzpyJxo0bw9nZuczv74svvkBqaiouXryIsWPHonXr1mjZsiUmTpyI+Ph4aGpqAqj4Gi/5HkUiEX755Rd06NABKioqOHfuHHJycjBmzBhoamrC0NAQa9euLRXDm82r0tLSMHjwYGhqakIsFsPd3R0PH/7bhCcgIADt2rXDjh07YGpqCk1NTUyZMgWFhYVYvXo1DAwMoK+vj2XLlkntJzMzExMmTICenh7EYjH69u2LK1euSK2zdOlS6OvrQ0tLCxMmTMC8efPQrl07YXlsbCw++ugjNG7cGNra2ujVqxd+//33Ms8tAPTt27fU7/bRo0fl/q3Jzc1FVlaW1CRPbqQ+QN8RX6HXJ19i9eZDWDn/UzRjLYeUjMxsFBYWQa+RltR8vUZipGfI1/dJ75+I80n4b0AYhkzZgIANh9G9fQv8+M1/oaAgp3eLRLXgvU469PT0sGPHDgQEBCAuLg7Pnz/H6NGj4ePjg379+lW4bUREBJKTk3Hq1CkcPXoUAJCfn48lS5bgypUrOHToEFJTU+Hl5QWguH33uHHjEBIi3eYyJCQEPXv2RIsWLcrcT3BwMKZOnYpJkyYhISEB4eHhpdZdtGgR3N3dcfXqVbi6usLT0xNPnjwBUHyD1bdvX9jb2yMuLg7Hjx/Hw4cP4e7uDgC4f/8+PDw8MG7cOCQlJSEyMhLDhg2DRCKBr68v3N3dMWDAANy/fx/3799H9+7dy4wzJycHs2fPRlxcHCIiIqCgoIChQ4eiqKhIar0FCxbA19cX8fHxaNmyJTw8PFBQUIDu3bsjKCgIYrFY2Jevry8AwMfHBxcuXMDevXtx9epVDB8+HAMGDJBKIF68eIFVq1Zh+/bt+PPPP6Gvrw8vLy/ExcUhPDwcFy5cgEQigaurK/Lz86W2W7ZsGXbt2oWYmBhkZmZi5MiRwvKDBw9ixowZmDNnDhITE/HZZ5/B29sbv/76KwBg//79WLduHbZs2YKUlBQcOnQItrbFndYOHDiApk2bYvHixcIxAcDNmzcxYMAAfPzxx7h69Sr27duHc+fOlbopDQwMhJ2dHf744w98+eWXpc753bt34erqik6dOuHKlSsIDg7Gd999h6VLl0qtt3PnTigrKyMmJgabN28uVU5RURH27t0LT09PGBkZlVquqakp1FRUdI2/bt68eVi5ciWSkpLQtm1bzJ07F1FRUTh8+DBOnjyJyMjICm/Si4qKMHjwYDx58gRRUVE4deoU/v77b4wYMUJqvZs3b+KXX37B8ePH8cMPP+C7777DwIED8c8//yAqKgqrVq3CwoULcfHiRWGb4cOHIz09Hb/88gsuX76M9u3bo1+/fsJvZvfu3Vi2bBlWrVqFy5cvw9TUFMHBwVL7ff78OcaOHYtz587ht99+g6WlJVxdXfH8edlNHSZMmIA9e/YgNzdXmPf999/D2NgYffv2LbX+ihUroK2tLUwmJiblnitZMDNujJ1B07B9zRQMHdAFS775CbfYp4PonTlw6jJ+iU7AtZv3cCzqKkbO3owONubo0cFS1qGRHBD9/+hV1Z3YvKqOuLq6YuLEifD09ETHjh2hoaGBFStWvHU7DQ0NbN++Xaqpyrhx44R/W1hYYP369ejUqROys7OhqakJLy8v+Pv749KlS+jcuTPy8/OxZ8+eUrUfr1u6dCnmzJmDGTNmCPM6deoktY6Xlxc8PDwAAMuXL8f69etx6dIlDBgwABs3boS9vb1Ubc6OHTtgYmKC69evIzs7GwUFBRg2bBjMzMwAQLhpBgA1NTXk5ua+tVnPxx9Ld9rasWMH9PT0cO3aNbRp00aY7+vri4EDBwIoTpZsbGxw48YNtGrVCtra2hCJRFL7SktLQ0hICNLS0oQbYl9fXxw/fhwhISHCceXn52PTpk2ws7MDAKSkpCA8PBwxMTFCorR7926YmJjg0KFDGD58uLDdxo0b0aVLFwDFN+jW1tbCdxQYGAgvLy9MmTIFADB79mz89ttvCAwMRJ8+fZCWlgYDAwM4OTmhQYMGMDU1RefOnQEAjRo1gqKiolArUGLFihXw9PQU+nlYWlpi/fr16NWrF4KDg6Gqqgqg+On4nDlzhO1SU1OlzvGmTZtgYmKCjRs3QiQSoVWrVrh37x78/Pzg7+8vNC+ztLTE6tWry/3uHj9+jKdPn6JVq1blrlPibdd4icWLF+Ojjz4CAGRnZ+O7777D999/LyTzO3fuRNOmTcvdT0REBBISEnDr1i3hhnvXrl2wsbFBbGys8BsoKirCjh07oKWlhdatW6NPnz5ITk7GsWPHoKCgACsrK6xatQq//vorunTpgnPnzuHSpUtIT0+HiooKgOLk7tChQ/jpp58wadIkbNiwAePHj4e3tzcAwN/fHydPnkR2drYQ35uJwtatW6Gjo4OoqCgMGjSo1PEMGzYMPj4+OHz4sJDwh4aGwsvLq8y+MvPnz8fs2bOFz1lZWXKVeDRooAQTw+K+Ra1aGCMp5R/sO3oe86YMlXFk8kNXRxOKigqlOo0/epIFfV2xjKKi+ur23Qw8fvocFk31EB17XdbhkIyxeZUcCwwMREFBAX788Ufs3r1buBlJS0uDpqamML1+425ra1uqbfzly5fh5uYGU1NTaGlpoVevXkI5AGBkZISBAwdix44dAIAjR44gNzdXuAF+U3p6Ou7du/fWWpe2bdsK/9bQ0IBYLBaavFy5cgW//vqr1HGU3FzevHkTdnZ26NevH2xtbTF8+HBs27YNT58+rfS5K5GSkgIPDw9YWFhALBbD3Nxc6tjLitXQ0FA4zvIkJCSgsLAQLVu2lDqGqKgoqeZbysrKUmUnJSVBSUlJSCYAQFdXF1ZWVkhKShLmKSkpSSVxrVq1go6OjrBOUlISHBwcpGJycHAQlg8fPhwvX76EhYUFJk6ciIMHD0o1byrLlStXEBoaKnU8zs7OKCoqwq1b/7b17tixY4XlJCUloVu3blI3rQ4ODsjOzsY///wjzOvQoUOF5UgkkgqXv+5t13hZsd+8eRN5eXlS30WjRo2EZollSUpKgomJidSNduvWraW+G6C4SZaW1r/NV5o0aYLWrVtL9edp0qSJ1O8hOzsburq6Uuf/1q1bwvWUnJwsJI4l3vz88OFDTJw4EZaWltDW1oZYLEZ2dnap81BCVVUVo0ePFn77v//+OxITE8usJQIAFRUViMViqUmeSSQS5OdXfN1/aJQbKKFdKxNExSYL84qKihAdex2dbJvJMDKqj4z0ddBIWwMP2XSP6rH3vqYDKL4punfvHoqKipCamio86TcyMpJqP9+oUSPh32+OspOTkwNnZ2c4Oztj9+7d0NPTQ1paGpydnZGXlyesN2HCBIwePRrr1q1DSEgIRowYAXV19TLjUlNTq1T8DRo0kPosEomEZk3Z2dlwc3PDqlWrSm1naGgIRUVFnDp1CufPn8fJkyexYcMGLFiwABcvXkSzZpX/H6ObmxvMzMywbds2GBkZoaioCG3atJE69jdjLblZfrMJ1uuys7OhqKiIy5cvQ1FRUWrZ60/W1dTU6nx0pbKYmJggOTkZp0+fxqlTpzBlyhSsWbMGUVFRpb6XEtnZ2fjss8+Evh+vMzX9tzNubY3k9LZy9PT0oKOjg7/++qvC9Sp7jVdmn7WlrGv/bb8HQ0PDMvsmVaWj/NixY5GRkYFvvvkGZmZmUFFRQbdu3Uqdh9dNmDAB7dq1wz///IOQkBD07dtXqF18n2zadRzdOljBoLEOcl7m4mR0PH5PvIWgAG9ZhyZ3pozqiymLwmBvbYr2NuYI/uFX5LzMhadb17dv/IHIeZGL1Lv/9jG8cz8Df6bchY5YHcZNGsowMtnSUFNGM5N/B9cwM9JFm5bGyHz2Ak+zcuA30RXhZ+LxMCMLzZo2xqJpQ/D3nceIuJBUQan1H6+nYvW1puO9Tzry8vLw6aefYsSIEbCyssKECROQkJAAfX19KCkpldvX4k1//fUXMjIysHLlSuHpbFxcXKn1XF1doaGhgeDgYBw/fhzR0dHllqmlpQVzc3NERESgT58+1Tq+9u3bY//+/TA3Ny93BCGRSAQHBwc4ODjA398fZmZmOHjwIGbPng1lZWUUFhZWuI+MjAwkJydj27ZtcHR0BFDcUbqqytqXvb09CgsLkZ6eLpRdGdbW1igoKMDFixeF5lUlcbZu3VpYr6CgAHFxccKT7OTkZGRmZsLa2looJyYmBmPHjhW2iYmJkSpDTU0Nbm5ucHNzw9SpU9GqVSskJCSgffv2ZR5T+/btce3atUpfWxUd4/79+yGRSISEKyYmBlpaWhU2XXqTgoICRo4cibCwMHz11Vel+nVkZ2dDVVW10tf4m5o3b44GDRrg4sWLQlL19OlTXL9+XagpKevY7ty5gzt37gj7unbtGjIzM6XOfVW1b98eDx48gJKSklAb9yYrKyvExsZizJgxwrzY2FipdWJiYrBp0ya4uroCAO7cuSM1OENZbG1t0bFjR2zbtg179uzBxo0bq30csvT0WQ4WB/0PGU+eQ1NDFc3NDBAU4I3O7diW/E3D+nfA48xsLN/yM9IznsO2pTF+Wj+VzateczX5DkbO+Fb4vGTjYQDAJwM6Ye0Xo2QVlsy1szbD0S3/NqtePru4CfOeo79hzsp9aN3CGCMHdoG2lhoePHqGMxf/wvLNR5H3gdc48noqxiFz5dSCBQvw7NkzrF+/Hpqamjh27BjGjRsndA6vLFNTUygrK2PDhg2YPHkyEhMTsWTJklLrKSoqwsvLC/Pnz4elpSW6detWYbkBAQGYPHky9PX14eLigufPnyMmJgbTpk2rVFxTp07Ftm3b4OHhgc8//xyNGjXCjRs3sHfvXmzfvl3o+N2/f3/o6+vj4sWLePTokXDTbW5ujhMnTiA5ORm6urrQ1tYu9SS5YcOG0NXVxdatW2FoaIi0tDTMmzevkmfuX+bm5sjOzkZERATs7Oygrq6Oli1bwtPTE2PGjMHatWthb2+PR48eISIiAm3bthX6h7zJ0tISgwcPxsSJE7FlyxZoaWlh3rx5MDY2xuDBg4X1GjRogGnTpmH9+vVQUlKCj48PunbtKiQhc+fOhbu7O+zt7eHk5IQjR47gwIEDOH36NIDidvmFhYXo0qUL1NXV8f3330NNTU14gm1ubo7o6GiMHDkSKioqaNy4Mfz8/NC1a1f4+PhgwoQJ0NDQwLVr13Dq1Kkq3YhOmTIFQUFBmDZtGnx8fJCcnIyvvvoKs2fPrvJwwcuWLUNkZCS6dOmCZcuWoWPHjmjQoAHOnj2LFStWIDY2ttLX+Js0NTUxfvx4zJ07F7q6utDX18eCBQsqjNHJyQm2trbw9PREUFAQCgoKMGXKFPTq1eutzc4q4uTkhG7dumHIkCFYvXo1WrZsiXv37uHnn3/G0KFD0bFjR0ybNg0TJ05Ex44d0b17d+zbtw9Xr16FhYWFUI6lpaUwkldWVhbmzp1bqZrJCRMmwMfHBxoaGhg69P3s/7BgGl+6VRWT3HthknvZyTUB3exb4Hb0OlmHIXdifk9Bw04+5S7/ZPq35S77kPF6qt/e6z4dkZGRCAoKQlhYGMRiMRQUFBAWFoazZ8+WGq3mbfT09BAaGooff/wRrVu3xsqVK8vtID5+/Hjk5eUJHVUrMnbsWAQFBWHTpk2wsbHBoEGDpEZtehsjIyPExMSgsLAQ/fv3h62tLWbOnAkdHR0oKChALBYjOjoarq6uaNmyJRYuXIi1a9fCxcUFADBx4kRYWVmhY8eO0NPTQ0xMTKl9KCgoYO/evbh8+TLatGmDWbNmYc2aNZWOsUT37t0xefJkjBgxAnp6ekLn55CQEIwZMwZz5syBlZUVhgwZItwEVyQkJAQdOnTAoEGD0K1bN0gkEhw7dkwqaVJXV4efnx9GjRoFBwcHaGpqYt++f98AO2TIEHzzzTcIDAyEjY0NtmzZgpCQEPTu3RtAcZOcbdu2wcHBAW3btsXp06dx5MgR6OrqAijuUJ2amormzZsL76Fo27YtoqKicP36dTg6OsLe3h7+/v5ljhxVEWNjYxw7dgyXLl2CnZ0dJk+ejPHjx2PhwoVVKgcobjr422+/4dNPP8XSpUthb28PR0dH/PDDD1izZg20tbWrdI2/ac2aNXB0dISbmxucnJzQo0ePCvuaiEQiHD58GA0bNkTPnj3h5OQECwsLqe+mOkQiEY4dO4aePXvC29sbLVu2xMiRI3H79m00aVI85Kunpyfmz58PX19ftG/fHrdu3YKXl5fQwR8AvvvuOzx9+hTt27fH6NGjMX36dOjr6791/x4eHlBSUoKHh4dUeURERLVFQVTzSR6JJFXphUoAgLNnz6Jfv364c+eOcKND7159fAM61Y2PPvoIBgYGUu9oqY6SBDQ2Nhbt27ev9HZZWVnQ1tbG2cR/oKnFpjkVaWWk9faVCFkv89++EsGs5yxZh/BeYO3C2z3PykKLpo3x7NmzOhscpOT/FeGxt6ChWf2/hTnZz/GfTs3qNNbqeO+bV71Lubm5ePToEQICAjB8+HAmHERy6MWLF9i8eTOcnZ2hqKiIH374QRgooLry8/ORkZGBhQsXomvXrlVKOIiIiKqivnYkf6+bV71rP/zwA8zMzJCZmVnhexOISHZeb4LVoUMHHDlyBPv374eTk1O1y4yJiYGhoSFiY2PLfEEjERFRfbFy5UqIRCLhfWS1hTUdVeDl5VXuuPz07vH7oLKoqakJAwXUlt69e1fpfShERETVJULNRqCqSUVHbGwstmzZIvXutNrCmg4iIiIiIjlRWx3Js7KypKbc3NwK95udnQ1PT09s27YNDRvW/ntRmHQQEREREdUzJiYm0NbWFqYVK1ZUuP7UqVMxcODAGjVHrgibVxERERERyYnaejngnTt3pEavUlFRKXebvXv34vfffy/1Mt3axKSDiIiIiEhO1NboVWKxuFJD5t65cwczZszAqVOn6vQdVEw6iIiIiIg+UJcvX0Z6errUcPCFhYWIjo7Gxo0bkZubC0VFxRrvh0kHEREREZGcEKFmI1BVddt+/fohISFBap63tzdatWoFPz+/Wkk4ACYdRERERERyQwEiKNSgfZVCFdMOLS0ttGnTRmqehoYGdHV1S82vCY5eRUREREREdYo1HUREREREcuJdN68qS2RkZC2UIo1JBxERERGRvJCHrKMOMOkgIiIiIpITtfWeDnnDPh1ERERERFSnWNNBRERERCQvavhyQDmt6GDSQUREREQkL+pplw42ryIiIiIiorrFmg4iIiIiInlRT6s6mHQQEREREckJjl5FRERERERUDazpICIiIiKSE6Iajl5Vo5Gv6hCTDiIiIiIiOVFPu3SweRUREREREdUt1nQQEREREcmLelrVwaSDiIiIiEhO1NfRq5h0EBERERHJifrakZx9OoiIiIiIqE6xpoOIiIiISE7U0y4dTDqIiN4VTVUlaKnyzy7Ru5J4Yo2sQ3gvmPWcJesQ5J6kMO/d7ayeZh1sXkVERERERHWKj9yIiIiIiOQER68iIiIiIqI6xdGriIiIiIiIqoE1HUREREREcqKe9iNn0kFEREREJDfqadbB5lVERERERFSnWNNBRERERCQnOHoVERERERHVqfo6ehWTDiIiIiIiOVFPu3SwTwcREREREdUt1nQQEREREcmLelrVwaSDiIiIiEhO1NeO5GxeRUREREREdYo1HUREREREcoKjVxERERERUZ2qp1062LyKiIiIiIjqFms6iIiIiIjkRT2t6mDSQUREREQkJzh6FRERERERUTUw6SAiIiIikheif0ewqs5U1YqOFStWoFOnTtDS0oK+vj6GDBmC5OTkWj8sJh1ERERERHJCVAtTVURFRWHq1Kn47bffcOrUKeTn56N///7IycmpleMpwT4dRERERETy4h13JD9+/LjU59DQUOjr6+Py5cvo2bNnDQKRxqSDiIiIiKieycrKkvqsoqICFRWVt2737NkzAECjRo1qNR42ryIiIiIikhOiWvgPAExMTKCtrS1MK1aseOu+i4qKMHPmTDg4OKBNmza1elys6SAiIiIikhNCh/AabA8Ad+7cgVgsFuZXppZj6tSpSExMxLlz56ofQDmYdBARERER1TNisVgq6XgbHx8fHD16FNHR0WjatGmtx8Okg4iIiIhITrzrF5JLJBJMmzYNBw8eRGRkJJo1a1aDvZePSQcRERERkbx4x1nH1KlTsWfPHhw+fBhaWlp48OABAEBbWxtqamo1CEQaO5ITEREREX2ggoOD8ezZM/Tu3RuGhobCtG/fvlrdD2s6iIiIiIjkxOsjUFV3+6qQSCTV3ldVMOmoh0QiEQ4ePIghQ4bIOhSqY6mpqWjWrBn++OMPtGvXTtbhVFpoaChmzpyJzMxMWYdSrvf13L7Ntr1ncDomAbfuPIKqshLatTbHrPGuaGaiL+vQ5NK2/0Vhw/cRSM/IQhtLY6yaOxwdbMxlHZbcuBh/E1v2nkFC8j9Iz8jC1mXj4OxoK+uw5A5/d2Xrbt8c00Y7wa6VKQz1tOHpuxXHoq4Ky7/96lOMGtRVapvTF65h+PRN7zrUd0qEGo5eVWuR1C42r6Iq8/LyemcJTWhoKHR0dN7Jvt4Vc3NzBAUF1UpZJiYmuH//fq2Ppf26f/75B8rKymXuQ16+n7qI412cW1mIu3oTHm7dsSfIB1tXTEJ+YSEmfbENL17lyTo0uXPg5GUsDDoIvwkuiAzzQxtLY3w87Vs8evJc1qHJjRev8mDd3BhLZn0s61DkGn93ZVNXU0Hi9buYu7r8Zjynz/8JqwHzhWnCgpB3GCHVJtZ01JG8vDwoKyvLOgz6f4WFhRCJRFBQqD95dsk1ZmBgUCvllCc0NBTu7u6Ijo7GxYsX0aVLlxrt732hqKhY43Mrj7Ysnyj1edmcEeg5YhGupfyDjrYWMopKPm3acwZjhnSH53+6AQC+nj8SJ2P+xPfhFzDLq7+Mo5MPfbpao09Xa1mHIff4uyvb6fPXcPr8tQrXyc0rQHrGh5Xov+vRq96V+nMHVksePXoEAwMDLF++XJh3/vx5KCsrIyIiotztSp7+L1u2DEZGRrCysgIAhIWFoWPHjtDS0oKBgQFGjRqF9PR0AMVt6Fq0aIHAwECpsuLj4yESiXDjxo1y97djxw7Y2NhARUUFhoaG8PHxkVr++PFjDB06FOrq6rC0tER4eLjU8sTERLi4uEBTUxNNmjTB6NGj8fjxY2H5Tz/9BFtbW6ipqUFXVxdOTk7IyclBQEAAdu7cicOHD0MkEkEkEiEyMrLMGI8fP44ePXpAR0cHurq6GDRoEG7evCksT01NhUgkwoEDB9CnTx+oq6vDzs4OFy5cAABERkbC29sbz549E/YVEBAAAMjNzYWvry+MjY2hoaGBLl26SMVR8uQ7PDwcrVu3hoqKCtLS0vD06VOMGTMGDRs2hLq6OlxcXJCSklJqu0OHDv0fe3ceV3P2/wH8dVu1qKRCpZKKUPZ9y1LZ9+xLiJCsRdmXoZCQFEWRfd+ylK2QRrJrtcvSoEX7/v790e9+pluZMd8Z3dzPec5jHvK5n891Pqfzufcs73MOjI2NUaNGDVhbWyMpKUnk3nx9fdGwYUPIycmhUaNG2L9/P/caEWHVqlXQ09ODvLw8tLW1MWfOHACAhYUF3r59i/nz53P3JHT79m107doVCgoKqF+/PubMmYPs7GzudQMDA6xduxYTJ06EiooKpk+fzuXho0ePuPPCw8PRrl07rmy4uLigqKiIe93CwgKzZ8/GvHnzoKGhAWtr60p/f8J7CQwMxIQJEzB27Fjs2bOHe+3f/H4qc/bsWbRq1Qo1atSAoaEhVq9eLZLu9PR02Nvbo06dOqhRowaaNWuG4ODgv0zHXz1/AJCWloZx48ZBU1MTCgoKMDY2RmBgaS9a+bz9q3N/ZVnZeQAA1ZqKYk5J9VJQWIRH8UmwaNeIOyYlJYXu7Rrh3tPXYkwZIwnYc/fjurQ2RmKIG6JOLMfmxaNQS1VJ3En66YSbA/6b/6sj1ugoR1NTEwEBAVi1ahWio6ORmZmJCRMmYPbs2ejVq9dfXnvt2jUkJCTgypUrCA4OBgAUFhZi7dq1ePz4Mc6cOYM3b97A1tYWQOnciylTplSouAQGBqJbt24wMjKq9N/x9fWFg4MDpk+fjqdPn+LcuXMVzl29ejVGjhyJJ0+eoF+/fhg3bhxSU1MBlFbeevbsiZYtWyI6OhqXL1/GH3/8gZEjRwIAPn36hDFjxmDKlCmIi4tDWFgYhg0bBiKCk5MTRo4ciT59+uDTp0/49OkTOnXqVGk6s7OzsWDBAkRHR+PatWuQkpLC0KFDUVJSInLe0qVL4eTkhEePHsHExARjxoxBUVEROnXqhK1bt0JFRYX7t5ycnACUbmATGRmJI0eO4MmTJ7CxsUGfPn1EGhA5OTnYsGEDdu/ejZiYGGhpacHW1hbR0dE4d+4cIiMjQUTo168fCgsLRa5bt24dgoKCEBERgfT0dIwePZp7/fTp05g7dy4WLlyIZ8+ewd7eHpMnT8aNGzcAACdPnsSWLVuwa9cuPH/+HGfOnIGZWWmM86lTp6Crq4s1a9Zw9wQAL1++RJ8+fTB8+HA8efIER48exe3btys0Jj08PNC8eXM8fPgQy5cvr5DnHz58QL9+/dC2bVs8fvwYvr6+2LNnD3777TeR8/bt2wc5OTlERERg586dlf7+AODGjRvIyclB7969MX78eBw5coRrCP3b309Zt27dwsSJEzF37lzExsZi165d2Lt3L9atWwcAKCkpQd++fREREYEDBw4gNjYW7u7ukJaW/st0/NXzBwDLly9HbGwsLl26hLi4OPj6+kJDQ6PSNP6Tc/Pz85GRkSHyf3VUUlIC953n0LKpAYwNJG9U599ISc9CcXEJNNVrihzXVFfB55Tq+ftkfg3suftx1+7EYeaq/RgyaztWbT+LTq2McHzbTEhJVdNa9X9G8B/8X/2w8KpK9OvXD9OmTcO4cePQpk0bKCkpwc3N7W+vU1JSwu7du0VCVaZMmcL9bGhoCC8vL7Rt2xZZWVlQVlaGra0tVqxYgaioKLRr1w6FhYU4dOhQhdGPsn777TcsXLgQc+fO5Y61bdtW5BxbW1uMGTMGALB+/Xp4eXkhKioKffr0gbe3N1q2bCkymhMQEID69esjMTERWVlZKCoqwrBhw6Cvrw8AXKUZABQUFJCfn/+3oSfDh4vG+AYEBEBTUxOxsbEicfJOTk7o378/gNLGUtOmTfHixQs0btwYqqqqEAgEIv/Wu3fvEBgYiHfv3kFbW5t7j8uXLyMwMJC7r8LCQvj4+KB58+YAgOfPn+PcuXOIiIjgGkoHDx5E/fr1cebMGdjY2HDXeXt7c2FE+/btg6mpKfc78vDwgK2tLWbNmgUAWLBgAX7//Xd4eHigR48eePfuHerWrYvevXtDVlYWenp6aNeuHQBAXV0d0tLSXM+7kJubG8aNG4d58+YBAIyNjeHl5YXu3bvD19cXNWrUAAD07NkTCxcu5K578+aNSB77+Pigfv368Pb2hkAgQOPGjfHx40csXrwYK1as4MLLjI2NsXHjxr/8/QHAnj17MHr0aEhLS6NZs2YwNDTE8ePHYWtrCzk5uX/1+ylr9erVcHFxwaRJkwCUPitr167FokWLsHLlSly9ehVRUVGIi4uDiYkJd45QZekA/v75e/fuHVq2bIk2bdoAKB1N+p5/cq6bmxtWr1793deri9+8T+PF22QEbZ4l7qQwDG+w5+7Hnbpyn/s59uVHxLz4gEdnVqNLa2PcvJcoxpQx/ws20vEdHh4eKCoqwvHjx3Hw4EHIy8sDKK14KCsrc/+XrUCZmZlViI2/f/8+Bg4cCD09PdSsWRPdu3fn3gcAtLW10b9/fwQEBAAAzp8/j/z8fK4CXN7nz5/x8ePHvx11MTc3535WUlKCiooKF1by+PFj3LhxQ+Q+GjduDKC0x7158+bo1asXzMzMYGNjA39/f6Slpf1w3gk9f/4cY8aMgaGhIVRUVLhKmvDeK0trvXr1uPv8nqdPn6K4uBgmJiYi9xAeHi4SviUnJyfy3nFxcZCRkRGZk1C7dm00atQIcXFx3DEZGRmRRlzjxo2hpqbGnRMXF4fOnTuLpKlz587c6zY2NsjNzYWhoSGmTZuG06dPi4QJVebx48fYu3evyP1YW1ujpKQEr1//GcohrPB+T1xcHDp27CgSttW5c2dkZWXh/fv33LHWrVv/5fsApSNip06dwvjx47lj48ePFwmxqsyP/n7Kevz4MdasWSNy/rRp0/Dp0yfk5OTg0aNH0NXV5RocP+rvnr+ZM2fiyJEjaNGiBRYtWoQ7d+58973+ybmurq749u0b93/58LzqYJ33aYTfjUPAxhmoq6km7uRUO7XVlCEtLVVh0viX1Axo1VYRU6qYXx177v6dtx9S8DUtE4a6muJOyk8lqeFVbKTjO16+fImPHz+ipKQEb9684Xr6tbW1ReLn1dXVuZ+VlETjDLOzs2FtbQ1ra2scPHgQmpqaePfuHaytrVFQ8OeKFXZ2dpgwYQK2bNmCwMBAjBo1CoqKlcd5/ujOkLKysiJ/FwgEXFhTVlYWBg4ciA0bNlS4rl69epCWlsaVK1dw584dhIaGYvv27Vi6dCnu3r2LBg0a/NC/DwADBw6Evr4+/P39oa2tjZKSEjRr1kzk3sunVVhZLh+CVVZWVhakpaVx//59SEtLi7ymrKzM/aygoCBS+a4q9evXR0JCAq5evYorV65g1qxZ2LRpE8LDwyv8XoSysrJgb2/Pzf0oS09Pj/u5fBn7X/3I+xw6dAh5eXkijTQiQklJCRITE7/bAPjR30/5a1avXo1hw4ZVeK1GjRr/046oP/L89e3bF2/fvsXFixdx5coV9OrVCw4ODpWONP6Tc+Xl5bmOiuqGiLB+xxlcu/MMgZtmQLeu+t9fxENysjJo0bg+wu8loL9F6WhpSUkJbt5LhJ1NNzGnjvnVsOfuv6GtpQZ1VSX8IeEhjpI6kZw1OipRUFCA8ePHY9SoUWjUqBHs7Ozw9OlTaGlpQUZG5rtzLcqLj49HSkoK3N3dUb9+fQBAdHR0hfP69esHJSUl+Pr64vLly7h58+Z337NmzZowMDDAtWvX0KNHj//p/lq1aoWTJ0/CwMAAMjKVFwGBQIDOnTujc+fOWLFiBfT19XH69GksWLAAcnJyKC4u/st/IyUlBQkJCfD390fXrl0BlE6U/qcq+7datmyJ4uJifP78mXvvH2FqaoqioiLcvXuXC68SprNJkybceUVFRYiOjuZCohISEpCeng5TU1PufSIiIrhQIACIiIgQeQ8FBQUMHDgQAwcOhIODAxo3boynT5+iVatWld5Tq1atEBsb+8Nl66/u8eTJkyAirsEVERGBmjVrQldX9x+91549e7Bw4UKRORAAMGvWLAQEBMDd3f0/+/20atUKCQkJ371/c3NzvH///ruNncrS8aPPn6amJiZNmoRJkyaha9eucHZ2/m544z85t7r6zfs0Lt54CK9VtlBSkMfX1NIvb2UlBdSQr7xRzFezxvbErNX70dJUD62aGsD38A1k5+Zj3MAOf38xT2Tn5OPNhz8XIUn6lIKY5x+gpqIInTq1xJiy6oU9d5VTUpBDg/p/jlroa9dGMxMdpH/LQVpGNhZP64dz1x/hj5QMNNDVwGrHIXiV9BXXIuP+4l2Z6oo1OiqxdOlSfPv2DV5eXlBWVsbFixcxZcoUbnL4j9LT04OcnBy2b9+OGTNm4NmzZ1i7dm2F86SlpWFrawtXV1cYGxujY8eOf/m+q1atwowZM6ClpYW+ffsiMzMTERERcHR0/KF0OTg4wN/fH2PGjMGiRYugrq6OFy9e4MiRI9i9ezc38dvKygpaWlq4e/cuvnz5wlW6DQwMEBISgoSEBNSuXRuqqqoVevBr1aqF2rVrw8/PD/Xq1cO7d+/g4uLygzn3JwMDA2RlZeHatWto3rw5FBUVYWJignHjxmHixInYvHkzWrZsiS9fvuDatWswNzfn5oeUZ2xsjMGDB2PatGnYtWsXatasCRcXF+jo6GDw4MHcebKysnB0dISXlxdkZGQwe/ZsdOjQgWuEODs7Y+TIkWjZsiV69+6N8+fP49SpU7h69SqA0hWwiouL0b59eygqKuLAgQNQUFDg5scYGBjg5s2bGD16NOTl5aGhoYHFixejQ4cOmD17Nuzs7KCkpITY2FhcuXIF3t7eP5xfs2bNwtatW+Ho6IjZs2cjISEBK1euxIIFC/7RcsGPHj3CgwcPcPDgQS70TmjMmDFYs2YNfvvtt//s97NixQoMGDAAenp6GDFiBKSkpPD48WM8e/YMv/32G7p3745u3bph+PDh8PT0hJGREeLj4yEQCNCnT59K0/Ejz9+KFSvQunVrNG3aFPn5+QgODubKeWVp/NFzq7OjwaWrw012Fl1A4LeFIzHEqm1ll/DWMKvW+JqehfW7LuBzSibMTHRwwsuBhVeV8SQhCaPn7uD+vtb7LABgRJ+22LxkrLiSVe2w565yLUz1Ebzrz/mp6xeUzgU9FPw7FrofRRMjHYzu3x6qNRWQ/OUbrt+Nx/qdwSgo/OuQ5V/dvw2RYuFVv4iwsDBs3boVN27cgIpK6RfL/v370bx5c/j6+mLmzJk//F6amprYu3cvlixZAi8vL7Rq1QoeHh4YNGhQhXOnTp2K9evXY/LkyX/7vpMmTUJeXh62bNkCJycnaGhoYMSIET+cLm1tbURERGDx4sWwsrJCfn4+9PX10adPH0hJSUFFRQU3b97E1q1bkZGRAX19fWzevBl9+/YFAEybNg1hYWFo06YNsrKycOPGDVhYWIj8G1JSUjhy5AjmzJmDZs2aoVGjRvDy8qpw3t/p1KkTZsyYgVGjRiElJQUrV67EqlWrEBgYyE2o//DhAzQ0NNChQwcMGDDgL98vMDAQc+fOxYABA1BQUIBu3brh4sWLIo0mRUVFLF68GGPHjsWHDx/QtWtXkXkMQ4YMwbZt2+Dh4YG5c+eiQYMGCAwM5O5NTU0N7u7uWLBgAYqLi2FmZobz58+jdu3aAIA1a9bA3t4eDRs2RH5+PogI5ubmCA8Px9KlS9G1a1cQERo2bIhRo0b9o/zS0dHBxYsX4ezsjObNm0NdXR1Tp07FsmXL/tH77NmzB02aNKnQ4ACAoUOHYvbs2bh48SIGDRr0n/x+rK2tERwcjDVr1mDDhg2QlZVF48aNYWdnx51z8uRJODk5YcyYMcjOzoaRkRHc3d0BfL+c/N3zJycnB1dXV7x58wYKCgro2rUrjhw5Umka/8m51dmzkE3iTsIvZfrI7pg+sru4k1FtdWxphLc3t4g7GdUee+4qF/HgOWq1nf3d10fM2fHd1ySZ4P//+zfXV0cCIiJxJ4IpXTK0V69eSEpKQp06dcSdHN7au3cv5s2bh/T0dHEnhZEgGRkZUFVVxcMXyahZk/WS/xUd9X8+f4ePMnIL//4kBpm5kt0j/l9pZu0s7iRUe1RcgPyn/vj27RvXKf1fE35XJL77ipr/4t/IzMiAiZ7GT03r/4KNdIhZfn4+vnz5glWrVsHGxoY1OBiGYRiGYfhMQmeSsyVzxezw4cPQ19dHenr6D+2bwDAMwzAMw0guydwakDU6xM7W1hbFxcW4f/8+dHR0xJ0c3rO1tWWhVQzDMAzDMP8xFl7FMAzDMAzDMNUEW72KYRiGYRiGYZifSlJXr2KNDoZhGIZhGIapLthEcoZhGIZhGIZhmH+OjXQwDMMwDMMwTDUhoQMdrNHBMAzDMAzDMNWFpE4kZ+FVDMMwDMMwDMP8VGykg2EYhmEYhmGqjX+3elV1DbBijQ6GYRiGYRiGqSZYeBXDMAzDMAzDMMz/gDU6GIZhGIZhGIb5qVh4FcMwDMMwDMNUEyy8imEYhmEYhmEY5n/ARjoYhmEYhmEYppoQ/MvVq/7dylc/D2t0MAzDMAzDMEw1IanhVazRwTAMwzAMwzDVhAD/bqeNatrmYHM6GIZhGIZhGIb5udhIB8MwDMMwDMNUFxI61MEaHQzDMAzDMAxTTUjqRHIWXsUwDMMwDMMwzE/FRjoYhmEYhmEYpppgq1cxDMMwDMMwDPNTSeiUDhZexTAMwzAMwzDMz8UaHQzDMAzDMAxTXQj+g///Bzt27ICBgQFq1KiB9u3bIyoq6t/dRzms0cEwDMMwDMMw1YTgP/jvnzp69CgWLFiAlStX4sGDB2jevDmsra3x+fPn/+y+WKODYRiGYRiGYXjM09MT06ZNw+TJk9GkSRPs3LkTioqKCAgI+M/+DTaRnGEY5icjIgBAVmammFNS/WXIFIo7Cb+EzFyWTz8iM69I3En4JVBxgbiTUO0J80j4ef4zZWZm/KsVqDIzMwAAGRkZIsfl5eUhLy9f4fyCggLcv38frq6u3DEpKSn07t0bkZGR/3tCymGNDoZhmJ8s8/8bG11bGos5JQzDMMy/kZmZCVVV1Z/y3nJycqhbty6MG9T/1++lrKyM+vVF32flypVYtWpVhXO/fv2K4uJi1KlTR+R4nTp1EB8f/6/TIsQaHQzDMD+ZtrY2kpKSULNmTQiqyQLqGRkZqF+/PpKSkqCioiLu5FRbLJ9+DMunH8Py6cdUx3wiImRmZkJbW/un/Rs1atTA69evUVDw70eeiKjC901loxxViTU6GIZhfjIpKSno6uqKOxmVUlFRqTZf6tUZy6cfw/Lpx7B8+jHVLZ9+1ghHWTVq1ECNGjV++r9TloaGBqSlpfHHH3+IHP/jjz9Qt27d/+zfYRPJGYZhGIZhGIan5OTk0Lp1a1y7do07VlJSgmvXrqFjx47/2b/DRjoYhmEYhmEYhscWLFiASZMmoU2bNmjXrh22bt2K7OxsTJ48+T/7N1ijg2EYhofk5eWxcuVKscf4Vncsn34My6cfw/Lpx7B8qnqjRo3Cly9fsGLFCiQnJ6NFixa4fPlyhcnl/4aAqmLtL4ZhGIZhGIZheIvN6WAYhmEYhmEY5qdijQ6GYRiGYRiGYX4q1uhgGIZhGIZhGOanYo0OhmEYhmEYhmF+KtboYBiGYRiGYRjmp2KNDoZhGIZXSkpKxJ0ERoKw8vRjyi+WyhZP5R/W6GAYhpEQ5Ss/7Eu9opKSEkhJlX713blzh1UY/wLLmx8jLE9+fn5ISEgAwJ698kpKSiAQCAAAb968QVFREfd3hj9Yo4NhGEYCEBFX+Tlw4AD3Jc8qP38q2+BYvnw5JkyYgOPHj7M8qkTZvIqJicHHjx+RkpIi5lRVXyUlJVi9ejU8PT0BgFWoyyhbltasWQMXFxeEhYWx546HWKODYRjmF1e2F/H9+/ewtbXF8OHDWcOjHGHFZ9myZfDz88OePXtgYWHBKoiVEObVkiVL0K9fP3Tq1AlTpkxBdHS0mFNW/Qgr1atWrUJsbCxevnwp7iRVK8Ky5OLigu3bt2P06NEwNzcXee7YqBo/sEYHwzDML6zsCMeaNWvg6uoKQ0NDnD17Fv369QMRsYZHGa9fv8aFCxewd+9eWFhYQFZWFrGxsdiwYQMiIyORnZ0t7iSKVdlycvXqVQQFBWH37t1YuHAh5OTkMHbsWERGRooxheJXvoIsfP66dOmCFy9e4MaNG+JIVrVSflQsNDQUR44cwZUrVzBkyBDUqlULycnJuHbtGrKzsyElJcUaHjwgIPZNxDAM88vbuHEj1q9fj9OnT0NZWRkxMTFYunQpTE1NERoaCikpKa4BwmexsbHo0KEDLly4AHl5eQQEBODOnTv4/PkzFBUV4efnh969e4s7mWJ34MABxMXFQUNDA/PnzwcA3Lt3Dx4eHrh//z4OHDiADh06iDmVVSs8PBzt2rWDgoICAODMmTMoLCyEjY0Nd86aNWtw/PhxXLhwAXp6euJKqliNHDkSioqK2Lt3L3csJCQETk5OuHTpEjIzM3HgwAEcPHgQRARFRUVERUWhZs2a4ks0UyXYSAfDMMwvrrCwENHR0bC3t0ePHj3Qtm1bjB8/HgcPHsTjx48xZMgQLtSKT72Jld1rkyZN0LdvX/Tr1w89e/aEvLw81q9fj+TkZNSoUYP3vfgA8OLFC/j7+2Pbtm3Iy8vjjrdt2xZOTk5o06YNJk2ahPDwcDGmsmrt3r0bPXr0wMmTJ5GTk4P3799jw4YNmD17Nvr164cjR47g27dvGD16NOTl5RETEwMAKC4uFnPKq96WLVvg5+cHAMjKygIA1KhRA1JSUhg3bhy6deuG5ORkLFu2DAcPHkROTg6vyhKfsZEOhmGYXxwRwcLCAqqqqjh37hx3vKSkBIsWLYKnpyf69++P8+fPc+dL+ohH2cmrZ8+exdevX5GSkoKZM2dCQUEBN27cgIqKCtq3b89d06NHD4wcORIzZ84UV7LForLycP78eWzevBmvX79GSEgIGjduzL0WHR0NV1dX1KpVC8eOHavq5IqNo6MjAgMD4evriwkTJuDbt29ITk6Gs7Mz0tPT8fHjR3h5ecHJyQkGBga4ePGiuJMsVjt27ICvry+uXbuGOnXq4Pz580hISICRkRG6d++OWrVq4fPnz7C2tsbmzZvRs2dPcSeZ+clYo4NhGOYXUrYyXVZgYCC2bNmCZcuWYeTIkdxxPz8/RERE4NatW+jZsyd2795dlckVu0WLFuHYsWMwNjZGeno6kpKScPDgQfTq1QsAkJOTg6SkJDg5OeHdu3e4f/8+ZGRkxJzqqlO2PBUXF6OgoIALH7p69Src3d2Rm5uLgIAANGrUiLsuPj4eJiYmlZZFSVNcXAxpaWkAwOzZs+Hv7w9/f3+MGDECioqKKCoqQlJSErZv346HDx/i1atXSEpKwuXLl2FlZcWLRj5Q8bPpxYsX6NWrF/T09HDq1CloampyrxUVFSEtLQ1TpkxBamoqbt68yeUxI7kk/9OCYRhGQpT9Ur9x4wZOnTqFN2/eACjtpW/YsCECAwOxf/9+AEBqaiouXLiApk2bYu7cubhz5w53Ph/s27cPQUFBOHv2LK5cuYK1a9fi8+fPyM3NBVDaw3/x4kVMmzYNmZmZiI6OhoyMDG9CYsqWJ09PTwwZMgS9evXC/Pnz8fHjR/Tu3RuLFy+GkpISpkyZwu1BAQCNGzfmzeRfaWlprkx4e3tj2rRpsLe3x8mTJ5GdnQ0ZGRk0aNAAnp6e8PHxgY+PD+rVq4cTJ04A4MfyuWXLUlRUFN6+fQsjIyOEh4cjOTkZQ4cOxadPnwAA+fn58PLywoQJE/DHH38gLCxMJI8ZCUYMwzDML8XZ2ZlUVFRIT0+PZGVlydvbm4iI4uLiaPTo0aSnp0e6urrUqFEjatKkCRERnTlzhgwNDenTp0/iTHqVWrt2LS1cuJCIiI4cOUIqKirk6+tLRESZmZlERPT161c6e/YsFRUVERFRYWGheBIrRq6urqShoUFLliyhZcuWkZaWFnXr1o2ioqKIiOjixYvUr18/MjY2prdv34o5tVWnuLj4u6/NnDmTatSoQUFBQZSTk1Ph9StXrpCmpiY9e/bsZyaxWiibT66urtSuXTs6dOgQ94y9evWKDA0NqUuXLvTx40ciIjp79ixt3LiRe974+NzxEX/GkBmGYX5RZcM7IiMjcePGDVy8eBFNmzbFtm3b4OrqiqysLDg7O8PX1xdv377FpUuXoKuri9GjRwMoDZVp0KABFzojaSoLO0tISICcnBzCw8Mxbdo0bNiwATNmzAAAbNu2DSUlJVi+fDkGDRoEoDSfJT20KicnB4qKitzf4+PjcfToURw4cADW1tYAAAcHB1hZWcHFxQWhoaHo27cvcnJyEBERAR0dHXElvUqVLU/Xrl1Deno6atasiW7duqFGjRrw8fGBQCDA9OnTAQA2NjaoUaMGd72JiQm0tLRQUFAglvRXJWE+rVixArt378bBgwfRoUMHKCsrAwAaNGiAq1evonfv3hg1ahSOHTvGPXMAP5475v+Ju9XDMAzDVC4+Pl7k756enuTs7Ezz588XOb527VpSUVGhjRs30tevX0Vee/LkCc2fP59UVFTo8ePHPz3N4lC2pzUiIoLi4uKIiOjy5cvUsmVLkpGRoZ07d3LnZGRk0IABA7hREL4YOXIknThxQuTY06dPSVtbmx49ekRERPn5+URE9O7dO1JSUiJ/f/8K7yMcFZJUJSUl3M8uLi5Ur149atWqFcnJydH06dO5ESAiIgcHB1JSUiJfX18u74iI/Pz8SCAQ0Lt376o07eISGxtLpqamdPXqVSIiSklJocePH9PWrVspODiYiEpHPJSUlMje3l6cSWXEiDUtGYZhqqERI0bAyMgI7u7u3LEHDx7g4MGDsLCwQFZWFteTuGzZMggEAri7uyMrKwvz58+HmpoaAODWrVtISEjArVu3YG5uLo5b+amozOaIwp75WbNmwcDAAGZmZmjWrBmKiopARMjJycGLFy/g6uqK5ORknD59mnsPPsTdm5qaYuDAgQCAgoICyMnJoXbt2sjMzER4eDiaN28OOTk5FBYWol69emjatCnS09MrvI+kT/gVloVNmzZh//79OHXqFDp06AAPDw8sWrQImZmZmDdvHtq1awdvb2+kp6fj6NGj3ChacXExDAwM8OTJE9SvX1+ct1JllJWVISsriw8fPiAyMpLb/0YgECAxMRH79+/HqFGj8Pz5c2hpaYk7uYy4iLnRwzAMw1QiKiqK6zn98OEDd9zZ2ZmkpKQoMDCQcnNzRa5ZtGgRWVlZifTUEhGlp6f//ASL2fr160lDQ4PCwsK4WHIioufPn9P48ePJ0NCQatasSS1btiQLCwsqKCggIsnvtSeqODdhx44dtG3bNkpNTSUiojVr1pCuri4dOHCAO6egoIDMzc25+UJ8k5ycTBMnTqT9+/cTEdHJkydJTU2N5s+fT7Vq1aIhQ4ZQZGQkd74wj8s/e5Kosrkunz59ooEDB1Lbtm1JWlqaHB0dKTg4mFJSUqhnz560ceNGkfP58NwxFbGRDoZhmGrk9OnT6NWrF9q2bQugdLWcS5cuYfny5ejQoQM2btyIjIwMzJo1C7Kyshg+fDgXS75hwwau157+fzV0gUAAVVVVsd3Pz5Camgp1dXUApaMUqampuHTpEtzd3dG9e3fuvKKiIhgZGcHb2xvfvn3DgwcP0LBhQzRt2hRSUlIoKiriRSy5sOdeWDauX7+O+/fvQ1FREePHj8fUqVPx5csXODg44M6dO6hbty7Cw8NRXFwMe3t7Mae+alC50S5FRUWMHTsW7du3x/3797FgwQKsXr0ac+bMgb6+PlxdXVFUVAQ3Nzc0a9aMW8lL0pcQLnuPz58/h4yMDJSUlFC3bl34+Pjg9evXkJWVFdmtPjs7W2S+CyD5o2VM5ST76WAYhvmF+Pn5YcGCBfDz80NOTg4AoFGjRnj69Cm8vb1x9+5dAMDOnTsxceJETJ8+HadOneKWgAXANTgEAoFEhgxNnjwZBw4c4P4uvMd3795BXl4eALgGl4yMDHJzc5GSkgI9PT0MGTIEZmZmXAWRDw0O4U70AJCUlAQAOHHiBHr37g13d3fs378fmpqaWL16NTw9PXHnzh1ERERAW1sbDx8+5MUSwmUbHMeOHcO3b99Qs2ZNdOnSBWpqaggJCYGpqSmmTJkCoDRPu3fvDiUlJTRp0oR7H0lvcFCZUMY1a9ZgyJAhsLa2RqtWrRAWFgZdXV107doVHTp0QE5ODl69eoW+ffuioKCAdxtuMt8htjEWhmEYRkReXh7NnDmT2rVrR+7u7vTt2zciIgoLC6MGDRrQ6NGj6ffff+fOnzlzJgkEAgoJCRFXkqucj48PFxqVnZ1NRESpqalkaGjITbAvG+Ly8OFDWr16NSUnJ1d9YsWsbBjMunXraPDgwXTr1i3u2JQpU6hhw4bk5+fHhaSVnQxNJPlLmZbNo4cPH1KjRo1o+PDhlJWVxb0+d+5c6tGjByUlJVFRURENHjyYDh8+XOl78MGKFSuoTp06dO7cOXrz5g1ZWVmRuro6HTt2jIhKnz8vLy+ysrKibt268SqUkflrrNHBMAxTDeTl5XE/29vbU9euXWnjxo1cZfDGjRtcw+Pu3bvcuWXXupdk5St2fn5+5OjoSO/fvyciooCAAJKSkiIvLy/u/NzcXLK2tqYRI0bwItb+e5ydnUlTU5NOnTpFr1+/Fnlt8uTJZGRkRP7+/pSSkiLymqTnWdn78/Dw4Ob+yMjI0IgRIygjI4OISvcpUVRUpFatWpGxsTE1bdqUe+YkPY/Ki4qKoi5dulBoaCgRle63oaamRt26dSN5eXk6fvw4EZXOQzt27Biv979hKmKNDoZhGDErW3E5dOgQOTk5kbq6OtWtW5c8PDy4ys+NGzfI0NCQxo0bJ9JjTST5X+rlGx0uLi5kZmZGS5cupT/++IMKCgpozZo1JBAIaMCAATRs2DDq2rUrNWvWjOtp5VsFkah02WADAwOKjo4motLe5rS0NLp+/Tp3jp2dHamoqNDZs2fFlUyxcnNzo5o1a1JwcDDdvXuXlixZQi1atKBBgwZxo40hISG0fv16cnNz4541vvXc5+bm0vv372nr1q1ERHTt2jWqU6cObd++nYqLi6lr166kqalJgYGBItfxLZ+Y72ONDoZhmGpixYoVVKtWLQoMDKRDhw6RpaUlNW3alNzd3bmGR3h4OCkqKtKKFSvEnFrxCAgIoNjYWCIqza8WLVqQq6srtz/J9evXaeLEiTR16lRavnw573Y8Lt+wOnDgABkbGxMRUUxMDK1atYqMjIxIUVGR+vfvz523fv16XlYOMzIyyNLSktatW8cdy8/PJz8/P2rYsCHZ2Nhwz17ZvOVDeQoJCeHCzFasWEFbtmwhIuJGxMaMGUMODg5UXFxMxcXFNHbsWDI0NKRu3bqJK8lMNccaHQzDMGJWUlJCycnJ1KxZM9q9ezd3vLCwkCZPnkz6+vq0efNmrvLz8OFD3lUQS0pKKD8/n7S0tGj69Onc8bINj48fPxJRxZ5VvuUVEXGb0t2/f59MTEyoTZs2pKOjQ5MnT6adO3dSVFQUCQQCunjxosh1fMyrnj170sSJEyscHzVqFAkEAhoxYgQX5siX0bLk5GRq0aIFNW3alGbNmkXy8vIim4tmZmaSubk5ubm5EVHpZ9WwYcPo3r17vMkj5p+T7KUWGIZhfgECgQDKysqQlpZGVlYWAHDLuQYEBEBVVRW7du3Chg0bkJ2djRYtWkBaWlriVxUqi4ggJyeHbdu2ISIiAhEREQCA1atXY/DgwQgJCYG3tzfev39fYTlOvi3PuXv3bkyfPh13795Fq1at4OPjg65du2LLli3YsGED7O3toaOjg3bt2kFDQ0PkWknOq5KSkgrHiouL0b59eyQmJuLevXsi57Rp0wYDBgxAWloaNmzYILISmKSrU6cOAgMD8enTJwQEBODatWswNzdHYWEhgNLNALt27Yr169dj0aJF6Ny5M16+fImWLVtCIBBUmtcMwxodDMMwVayyL2RZWVmoq6sjJCQEAESWKm3WrBkKCwvx7ds3KCoqctdIcgWR/n/ZWyHhUp0tW7aEgoICIiMjuddWrVqFIUOGICgoCMHBwVWazupIX18fb9++xZYtWxAdHY1evXrB09MTNjY2UFNTQ0pKCuzt7SEtLY1WrVqJO7lVouz+EuHh4Th37hyuXLkCKSkpLFq0CBkZGViyZAlu3ryJvLw85Obm4s6dO+jduzcaNWqES5cucctYS7Kyn00yMjKoW7cuDAwMMGfOHKSlpUFWVhYFBQUAgPXr12PKlCl4+PAhTExMcO/ePa4zRNKXD2b+NwIq/8nOMAzD/DRlKz+PHj2Cqqoq5OTkoKOjg5iYGHTq1AnDhw+Hj48PZGVlISUlhbFjx2L06NEYOHAgpKSkKmxkJslOnz4NgUCAIUOGcMc8PDywbt06PH78GHp6etzxgIAATJo0SaIbY2UVFhZCWlq60gpeeHg4HB0dYWpqijlz5qBz584oLCzEoUOHsHfvXmRnZyMiIgKysrK82NROyMXFBYcPH4aOjg5evXqF1q1bY9OmTVBXV0ffvn0BlG5mp6ioiJycHCQmJuLkyZNwdXXFnTt3KowMSZKy5eDOnTtQUlJCw4YNER8fDwcHBxQUFODGjRtQU1PjrikqKoK0tDT3ecSXDTeZ/w0/PmUYhmGqCeGXuouLCwYMGICuXbtiypQpuHr1Kpo2bYqjR4/i5MmT6Ny5MwYOHIgOHTrgwYMHGDBgALepHR8aHESExMRE7NixA+PHj8fEiRNx5swZEBEcHR3Rpk0bHDhwAMXFxVzP65QpU3gTdtahQwccPXqUK0+XL19GTEwM93r37t3h5eWFuLg4eHh4IDo6GjIyMqhZsyasra1x584dyMrKoqioiDcNjl27dmHfvn04fvw47ty5gwULFuDq1atISkpC3bp1cf36daxcuRLjx4+HnZ0dYmNjAQCXLl1CgwYNREYZJQ2V2fjPxcUF06ZNw+PHjyElJYWWLVti06ZNkJeXR69evZCWlgagdKPOPXv2iOx4zxoczF8S22wShmEYniguLhaZXBkeHk56enoUFhZGu3fvpvHjx5OBgQG3yd/79+/J2dmZZs2aRQsWLOBWypH0Tcgqu7/s7Gy6c+cOde3aldq1a0edOnWiqKgoGj16NPXq1YsXqwiVN2fOHDI1NeU28nv//j3Jy8vT9OnTKT4+XuTcsLAwkpeXp5EjR1JERITIa3ybND5z5kxatGgREREdO3aMVFVVycfHh4hKJ0YLN5sUun//Ps2bN49q1aolMolakrm7u5OmpiaFhYVxk+eJSifQh4eHU4cOHUhdXZ26dOlCenp6vHz+mP8dC69iGIapQkFBQXj69Clq164NFxcXAMCTJ0/g6emJGzduwMfHB/37968Q8iLpYQtl7/fcuXN48eIFatSogS5dusDc3BxpaWmIj4/H+vXr8fHjRygpKeH27dsICAiAra2teBNfxfr374/69etj586dWL58ORdXv2DBAvTr1w9z585Fo0aNuPNbt26NxMRELFy4EKtWrRJfwsVEOMdg8ODBsLGxgampKXr06IFNmzZhxowZKCoqwo4dO6Cjo4Nhw4ZxIYz+/v7w9/fHnj17YG5uLu7b+KmICJmZmRgwYABGjx6NWbNmca8VFxdzIYvv3r3D/v37UVBQgOXLl3Nzz/gS0sj8S+Jt8zAMw0guKysrbm17IqKXL1+SpaUlKSsr09KlS0XOffz4Mdna2lKDBg3o9OnTVZvQasTZ2ZkaNGhAPXv2pKFDh5JAIKArV66InHPmzBlatWoVdenShVc9rSdPniQiol27dlGdOnXI2tqaFBQUuH1Ljh07Rrq6ujRz5kyKi4sjIqJv377R7Nmz6ezZs7wZ2fjeiOCmTZtISUmJZGRk6NChQ9zxb9++Ua9evWjt2rUVrklNTf1p6axuvn79Srq6unT06FEiEh0Jy83NpefPn1e4hi9livlvsEYHwzDMT1BUVERHjhypsGb95cuXqW/fvlSnTh2KiooSee3Jkyc0ePBgGjZsWFUmtdo4dOgQ1a1bl+7evUtEREFBQSQQCGj//v1E9P09EvjQ8Gjfvj21bNmSiIhycnKoZcuWJBAIyNXVVeS848ePU8OGDWnAgAHk7OxMVlZW1LFjRy7vJL2SWLbBcfv2bbp69SqlpqZSSUkJff78mUaOHEm6urr07NkzKigooKSkJOrTpw+1bdtWpBxJ+l4T37u/xo0bi+xZIszPBw8e0G+//cbthcMw/wt+zB5jGIapYjdu3ICKigoEAgE8PDy4cAVra2s4OTmhXbt2mDlzJqKjo7lrzMzMsHnzZhw/flxcyRarFy9eYPjw4WjXrh1OnTqFWbNmYdeuXRg/fjwyMjLw8ePHCtcQDyavnjlzBqmpqbhz5w6A0hW96tSpA1tbW+zfvx/e3t7cuSNGjICvry/U1NRw584dqKioIDw8HAKBAEQk8WEwwhA9Z2dn2NjYYMCAARg0aBAOHToEDQ0NzJ8/Hy1atEDLli1hZmaGgQMH4tu3b4iIiBBZplqSF2souxjF69evkZSUhNevXwMAlixZgqtXr2Lp0qUASvMzPz8frq6uuHfvHurWrSu2dDO/Psn+pGYYhhEDX19fODg44Pbt2ygpKUFJSQkOHDgAFRUVuLu7o2fPnigqKoKPjw9mzpyJnTt3onXr1gCAhg0bAgCvljEVKiwsRHFxMU6fPo1JkyZh06ZNmDZtGgDg7NmziI+Px9KlS0VWEZLkyqGQrq4u3r17h0uXLuHBgwc4e/YsQkNDISUlBS0tLbi7u0MgEMDBwQEAYGlpia5du0JaWhoyMjIQCAQSPyeIyiwj/fDhQ9y4cQOnTp2CsrIyVqxYAW9vb+Tk5MDOzg5nzpxBcHAw0tPTUadOHVhaWkJaWlri8wgQXaVq1apVuHz5Mv744w9oaWlh6tSpmDJlCj5+/IgtW7bg5s2b0NLSwsePH5GdnY379+9zjVc+PHfMTyDWcRaGYRgJs3PnTpKVleXi74mIUlJSyNvbm9TU1MjZ2Zk7HhoaSkOHDqX69etzMfh88PXrV0pMTKQbN27QgwcPuONHjhwhIyMjUlJSou3bt3PHv337Rn379uVWHuKb1NRUWrVqFampqZGCggJ9+PCBe+3Nmzfk4uJCOjo6tGPHDu542TAqSQ8VKhtSVVRURImJiTR9+nTuvtPS0mjcuHHUvn178vX1pYKCggrvwaewMyKi1atXk7q6Ol25coViY2Np1KhRJBAI6P379/Tt2zf6/fffaeLEiTRjxgxauXIlF3rGh1BG5ueR7CY9wzBMFQoICICjoyPOnDmDfv36ccfj4+Mxbdo0lJSUYOXKlQCAjRs3wtLSEnl5eTAxMYGxsbG4kl2lzpw5g927d+Phw4f48uULiouLMXHiRKxatQqjRo1CaGgojhw5AnV1dSQmJqKgoABOTk748uULzp07BwC86Wm9fv06evbsiVq1aiEzMxOZmZmoXbs2IiMjMXz4cAClu4/PmDEDAoEAGzZsQFZWFhYtWiQSRiXpeSXsuf/tt99w+fJlfPv2DTo6Otx9q6mpYceOHZg9ezYOHjyIjIwMODk5iYwk8iHsTLjKlDCcbO/evejduzeCg4MREhICHx8f6OjooKioCO3bt0f79u1F3qO4uFjiR4KYn0zcrR6GYRhJ8OXLFzIxMaFGjRqJHO/Xrx+ZmJhQUVERpaamkpeXF9WuXZsWL15c4T0kvbfV39+fNDQ0yM3Nja5fv06PHj0iDw8PUlFRoa5du9Lr16+JiGjIkCFkZmZGMjIy1KFDB+revTvXOy3peSS0a9cuEggEdPfuXSouLqYtW7ZQSEgIOTs7k46ODje5Xujt27c0a9YsGjx4sMSPbAiV7b339/cnFRUV+u2336hbt25Up04dWrp0qUhepKenU79+/cje3p43eTRlyhSRhSlKSkooOTmZNDU16cGDB3T58mVSVlYmX19fIiLKy8sjd3d3kRFIhvmvsEYHwzDMf6CoqIiuX79OOjo6NGTIECIiGjlyJDVv3pxevnzJnZeWlkbe3t4kEAhEwmEknb+/P8nIyIiEnQnduHGD1NTUaPDgwdyxmJgYCg0NpZiYGK5yyZfQjl27dpGsrCydOXOmwmuxsbE0Z86cShseycnJXGWaL5VqIqKLFy/SunXruKWmMzIyaOHChdShQwdasWKFyLlZWVlceZL0PMrLyyMfHx/S1tamadOmccdzcnJo7NixZGdnRyoqKrRr1y7utRcvXtDAgQPp1KlT4kgyI+FYo4NhGOY/FB4eTlpaWlSzZk1q3rw5ffr0qcI5KSkpdOLECd5UokNCQkggEFBQUBB3rHyF79ChQyQQCET2TyhL0ndjF9q5cyfJyMjQiRMnRI4fP36c+/n58+c0Z84c0tXVpQMHDlR4D0mvTJd19+5dMjQ0JDU1NQoJCeGOp6SkkJOTE3Xo0IFWrVpV4Tq+lKfMzEzat28f1a1bl6ZOncodX7duHQkEApo4cSLl5uYSUWmHSL9+/ahHjx68GVFkqhZrdDAMw/zHwsPDqWnTptSjRw/u2PcqOXxoeDx79ow0NDRo2LBh9Pnz50rPSU5Opvr169OmTZuqOHXVx6VLlyrdDHHYsGHUvXt3SktL4449f/6c5s2bR9LS0nT58uUqTmn18fXrV9q0aRNpa2vTqFGjRF5LTU2lRYsWkaGhIe3evVtMKRS/sg2PyZMnc8cdHR2pdu3a1K9fP7KxsaEuXbpQ8+bNuVBGvjTMmKrDr/UYGYZhqkDnzp3h4+OD2NhYDBw4EEDpRM6SkpIK5/JhYmbTpk0RFhaG33//HZMmTUJKSgr3GhEBAOrUqVNp/vBFUVERPn36BHV1dZw6dYo7Pnz4cCQkJGDfvn1QU1Pj8sjIyAjTpk2Dh4cHevfuLa5kV6ny5aOkpAS1a9fGtGnT4OzsjMePH3PLBgNArVq1sGjRIixYsAC2trZVnFrxKZ9PysrKGDp0KNzd3XHhwgUuL7y8vLBhwwY0a9YMNWvWxNChQxEdHQ1ZWVkUFRXxbslu5ucTkPATn2EYhvlP3bx5E6NHj0a7du1w5swZcSdH7J49ewZra2s0b94c+/fvR+3atbnX7t69i/nz58PDwwOdOnUSYyrFJysrC2fPnoWTkxMGDx6MjIwMxMTE4NSpU2jYsCG3ahcRIT8/HzVq1OCuFa5MJKnK7luzZ88exMbGIiUlBaNGjULfvn2Rk5ODXbt2Yc+ePbCwsBDZMFFI0vMIEM2nyMhIfP78GTo6OjA2Noaqqir27duHxYsXo0+fPti7d2+l78GHfGLEgzU6GIZh/gH6znKt3zt+8+ZNWFhYwNnZGRs2bKiKJFZrz549g5WVFVq0aIF9+/ZBU1MTxcXFGDJkCGRkZHDy5Ele97BmZ2fj1KlTWLVqFZKSkvDHH3+gVq1aKCgogJycHACgY8eOMDMzg5+fn5hTW/WcnZ2xb98+dO3aFVlZWbh69SoWLlwIFxcXyMnJwd/fH0FBQWjatCkOHDgg7uRWqbKfQS4uLjh69ChUVFRQUFCAhg0bYvXq1TAzM8ORI0fg4uKC/v37w9/fX8ypZnhFXHFdDMMwv5qyMc4vX76kjx8/0sePH//ympKSEnr48CFvJmaWjwOvLC786dOnpK2tTQMGDKCvX79S//79qUmTJiyW/P9lZmZSUFAQ6ejoiEz+LSwspP79+1OjRo0oPz9fjCkUj+vXr1O9evUoOjqaO7Z3715SV1en1atXE1HpHI/Vq1fThAkTeFuOfH19qW7dunTr1i0iInJ1dSVlZWVuon1WVhYFBQWRQCAgNzc3cSaV4RnW6GAYhvkBZVcEWrZsGZmbm5O2tjY1btz4h5e+lfSGR9mKcHh4+F+e++zZM6pfvz4JBAKRBgcfJtb7+PjQo0eP/vIcYcWwXr16ZGdnR0REgwYNIhMTE17k1fz580UaF0REwcHBZGxsTH/88YfIs+Tr60vy8vIUGxtLRKWNNuHzyqeGh/BebW1tadmyZUREdPr0aVJRUaGdO3cSEVF2djalp6dTbm4uXbx4UeI/k5jqhb9j2AzDMP+AMGxh/fr18PHxwbp167BlyxaMGTMGc+bMwerVq//2PSQ5TvrUqVOYPn06AGD+/PmYMWMGvn79+t3zmzZtivPnz2PChAl49OgRN3lV0ifWX79+nStDsbGx3z1PSUkJw4YNw4YNG3D58mVISUkhPj4ez549k/i8evfuHd6+fYvmzZuLHC8pKcGbN2+QkZEBaWlp5OfnAwBsbGygqamJxMREAKUTp4VzX/gQqkf/HyUvzI+cnBy0bdsWN2/exIQJE7Bx40bY29ujqKgIBw4cwJUrV1CjRg307dsX0tLSKC4uFmfyGT4Rd6uHYRjmV5GdnU1WVla0ZcsWkePCUIWyeynwzZUrV0ggEFDLli1JRUWFHj9+TEQ/vmeEJPfalxcQEEBt2rQhOzs7evbs2V+em5WVRbt27aKxY8fyYoQjNTWViP7stT906BCFhoZyr1tZWVGbNm3o/fv33LEPHz6QsbEx75YOvnbtGvfz2rVruV3FFy5cSEpKSqSgoEAHDx7kzklJSaGePXvShg0bqjytDENExCaSMwzDfMft27fRpk0bbpWg9PR0NGnSBHPnzsXixYsB/Lk85fjx4yEnJ4c9e/ZASkqq0knlkqjsajmDBw/G+fPnMXToUJw8efK7k+v5qmxeBQYGwtvbG61atcK8efPQtGnT716Xk5MDRUVFAJDoEQ4nJyfk5+djxYoV0NTUxNevX9G8eXM0adIEy5cvR7du3XDz5k2sWrUKHz58gLu7O0pKShAYGIjk5GTcvXtXokcTy/r48SO6d++OOnXqoE2bNti5cyeioqJgbm6Ob9++wdbWFnfu3EFMTAxkZWWRk5ODKVOmIC0tDbdv35bYMsRUb5I/7sgwDPM/SEtLw6BBg9C/f3/k5eUBANTU1DB8+HAEBwcjLi4OQOn+G1JSUlBRUUFaWhqkpaV5VdEWVqIDAgJQWFgIX19fhISEwM7Ojsu38n1bfN2Po+xeLZMnT4aDgwMePHiArVu3IiYm5rvXCRscgGTv61JQUIDIyEh4eXkhOTkZGhoauHbtGr5+/Yp169YhMjIS3bp1w+bNm9G6dWvY2dlh7dq1KCkpQWRkJK9CherUqYOgoCA8e/YM/v7+iIyMhLm5OQoLC6GiogInJyc0bNgQRkZGaN++PQYNGoTU1FTcunULMjIyvMknpnphIx0MwzDfcffuXYwcORLNmjXDiRMnoKCggDNnzsDDwwNNmzbFggUL0KhRI+Tk5GDQoEFo0qQJvLy8xJ3sKlG2197X1xfr1q1DcHAwWrRogdDQUAwdOhRjxozBjh07IC8vDwA4f/48t1kin5TNq/J2794NX1/fHxrxkFRlR8RWrlyJ0NBQ9OzZE7Nnz0a9evUQHx8PGxsbaGtrY+XKldw+Lm/evIGqqirU1NQgEAgkehQI+LMcCffRiI6OxvDhwyEjIwM9PT2EhoZCVlaWO7+4uBhHjhxBQUEBNDQ00K9fP0hLS0t8PjHVF2t0MAzD/IXo6GgMGjQILVq0wLlz5yAjIwN/f3/s378fr169QpMmTZCSkoL8/Hw8evQIMjIyvAorevDgAQIDA9G2bVtMnDiRu/erV69i6NChGDx4MBwcHLBu3Tp8+/YNN2/e5E3eAKINjqNHjyIuLg41a9ZE586d0aFDBwCAv78/du7cidatW2PevHlo0qSJOJNc5crmUUxMDJYuXYrY2FiMHj0aDg4OqFOnDtfw0NXVxeLFi2FhYfHd95BUKSkpIhtqZmVlIS8vD7GxsXBwcECtWrVw/fp1kQZF+QYG2/iPESfW6GAYhvl/d+/eRUZGBiwtLUUaDvfu3cOgQYNgZmaGS5cucb2MDx8+xNOnT6Gnp4d58+ZBRkaGV72IERER6N27N2RkZLBt2zZMmTIFwJ891xERERg4cCB0dHSgoKCAiIgIyMrK8qpRJrR48WLs27cPXbp0watXr6CmpoYxY8Zg2rRpAEpHPPz8/KCvr4+NGzeiQYMGYk5x1Zs7dy7u3bsHTU1NvHz5Eh8+fICDgwMcHBxQr149JCQkYNSoUZCTk4Ofnx9atGgh7iRXmb1792LhwoVwdXVFx44d0blzZ+61/Px83LhxA87OzqhduzauXr0KGRkZTJ8+HZ07d8akSZN4+cwx1VCVT11nGIaphq5fv04CgYAEAgENHjyYRo8eTTdv3qRXr14REVF0dDQZGxuTlZUV5eXlVfoefFzzfsuWLaSkpERjx46lt2/fcseFqw99/fqVHj58yP1dklde+h5vb2/S19enqKgoIiLavXs3ycrKUqtWrcjLy4s7b+vWrTR58mRe7S0hdPbsWVJXV6cHDx5w+73MmzePmjZtSsuWLaPk5GQiKt1Yko8b/82bN4+MjIyoT58+NGDAAOrVqxfdv3+f25w0Pz+fQkNDydTUlHR1dalbt26kp6fHy+eNqb740R3HMAzzN3Jzc2FhYYHnz59DRUUFsrKyGD16NIgIVlZWaN26NTw9PTFmzBjMmDEDXl5eqFmzpsh7SHLYwvfCV+bNm4e8vDx4eXlh7969sLOzg7a2Nhd7Xrt2bS4kpKSkhBejQGXzKj8/Hx8/foSDgwPatm2L06dPw8nJCUuXLuUmkcvLy2P69OmYO3cu1yMt6eFC5cN8cnJyoKamBh0dHcjJyQEAtmzZAnt7e2zduhVSUlKws7NDs2bNEBQUBIAfIVVC1tbWyMnJwfz586GgoABHR0csX74cWVlZcHJyQpcuXWBpaYkLFy5g9+7dKC4uxrVr17hJ45L82cT8Olh4FcMwzP+7cOEC9u7di0+fPuHYsWOQk5PDrVu3cODAASQkJCA7OxtZWVlISUnBb7/9hiVLlog7yVWibOVuz549iI6OhqysLBo3boxZs2YBANauXQs/Pz9Mnz4ddnZ2qFevnjiTXC0EBQWhefPmqF27NqSkpJCdnY3+/ftj5syZmD9/Pq5evYrhw4ejdu3aWLduHcaMGQMAvAqF2bRpEzp06ICkpCS4uroiPDwcBgYGKCgogJycHD58+IAWLVpAQUEBS5cuhb29Pa/yR6igoADt27eHpaUlNm7cCAC4efMmLCwsUKtWLbRv3x4dOnTAtGnTRJ491uBgqhVxDrMwDMNUB2U3sDt//jz17t2bOnfuTPHx8URElJubS0RER48eJXd3d+rXrx8vwxYWLVpEGhoaNHnyZOrZsyfp6urSgAEDuNfXrl1L+vr65OTkRF++fBFjSsWjbMjPxo0bSVVVlWJjY7mycvDgQWrZsiV9/fqViIguXLhAgwYNIk9PT96EC5W9z71795K0tDSXR40bN6bevXtz4VVERE+ePKExY8aQh4cHL8MXif4M27x8+TJ17NiRPnz4QERE5ubmNHDgQLpy5QqtW7eO5OXlacyYMeJMKsP8JTbSwTAMA9He5YsXL2Lbtm3IzMxEQEAAGjduXOk1hYWFIktUSrLIyEiMHDkSBw4cQPfu3ZGfn4+wsDBMnToVHTt2xPHjxwEAS5YsQVxcHE6dOsW73mih2NhYHD9+HGZmZhg2bBg3UnT06FGsWLECbm5usLS0xLhx49C0aVOsX78eAoGAV73SFy5cwB9//AFpaWlMmjQJAPDkyRNu4YGFCxdCVVUVmzdvhrq6Og4cOMC7PCrv1atXGD9+PCZPngxfX18oKSnh5MmT0NLSAgB8+/YNysrKvM0fpvpjjQ6GYXinfCy4sMFRvuHh5eWFrKwsBAQEwMTEhKvwEA/DO86cOQMHBwfExMRATU0NQGmj6/Tp01ixYgX27NnDrahTWX7yhTDkpUaNGti3bx9sbGy41xITEzFv3jw8ffoUAoEA6urquHfvHu9W9Hr58iVMTExARNi8eTPmz5/Pvfb27VtMmjQJHz58QGFhIerXr4/r16/zLo++Z8uWLVi4cCE6d+6MixcvcvPKyn6m8blhxlRv/JiBxTAM8/+IiPty3rFjB2JjY7mKjLCiDAD9+vXDnDlzoKKiggEDBiApKYn7IudTxUeYH0ZGRgBKK9VCsrKyaN26NZKTk/H582fuOJ8aHOV3V+/WrRs2bdqEvLw8PH78GIWFhdxrJiYm8PLywu7du+Hu7o779+9DVlYWRUVFvMgrIX19fQQHB6NBgwa4cuUKV8aKi4uhr6+PsLAwXLt2DVevXkV4eDhv8qh8WSrbJyz8ediwYbCwsMDIkSNRs2ZN7pqynSiswcFUV6zRwTAMb5StCPv4+GDt2rXIysoSOad8w8POzg4DBgyAtrZ2ladXHMpXfIT5paWlBVNTUxw4cAC///4797qqqioMDAwqrEol6RVEIWFl78CBA1yDbOHChVizZg3c3Nywd+9ekfONjIxgbW2NsWPHQlpaGsXFxRK9olf58gQAMjIy6NGjB7y9vfH7779jwoQJAEory8JGmp6eHoyMjCAlJcWLVc/+qjME+PN50tfXh6GhIQICAgCAN6t3MZKBhVcxDMM7UVFR2L17N6ysrDBixIhKz6msp17SwxbK3rOXlxdiYmLw5csXTJs2DVZWVnjy5AlsbW1Rr149dO3aFc2bN8e2bdvw9etXREdHS3Te/JXs7GwYGhrCyMgImzdv5nYaX716NdauXYtdu3Zh6tSpYk5l1Su/G3tSUhKysrIwd+5c1KpVCyUlJQgJCcGYMWMwcOBA7N+/HwC/Vu8CKnaGrFmzBufOnUO7du1EzhPmZ3JyMgwMDLBt2zbY29uLI8kM8z9hTWSGYXjlwoULmDRpEi5cuAB1dXUAlffGlh3xEJLkSnVJSQlX8VmyZAlWrVqFnJwcZGRkYNy4cViwYAEMDQ2xf/9+6Ovrw9fXF6tXr4asrCyioqK4Xns+KF8ulJSU8PjxY3z79g2LFy9GZGQkAGDlypVYsWIFZs2aBS8vL3EkVayEDQ4XFxc4Ozvj0qVLuHLlCszMzBAVFQUpKSn06dMHhw8fxqVLl9C/f38A/BklExLeb1RUFB49egRvb+8KDQ7gz/ysUaMG1q1bBzs7uypNJ8P8a1WwQhbDMEy1kZeXRzNnzqSaNWuSvb09ZWdnE5Hosrl89vnzZ5o6dSpFRERwx3bu3EnNmjUjFxcXIird/TgjI4M+f/7M5RsflxBOS0sjoj/LzqdPn6hx48bUpUsXioyM5M5buHAhde3alZdlzNvbm7S1ten+/ftERHTq1CkSCASko6ND4eHhRFSaf6dOnSIrKyveLB1cXnBwMDVu3Ji0tbXp2rVrREQ/lBd8XUaY+TWxkQ6GYSRWZSMY8vLy2LJlC8aNG4fff/8dvr6+yM3NrXRkg2+CgoJQt25d3L59G0pKStxxe3t7TJs2Dd7e3nj9+jXk5ORQs2ZNaGpqcrtnS3rMfXmbN2/GoEGD8PLlS66num7duggLC8O7d++waNEi3LlzB0QEDw8PhIeH86KMlb2/1NRUvHv3Dhs2bECrVq1w7tw5TJo0Cdu3b0fr1q0xbtw43LlzBwKBAEOHDkVISAg3h4NvevfujR49eiAzMxPHjh1DTk4OpKSk/ra8SPLoKyN52JwOhmEkUtl48kOHDiE2NhaKiopo3bo1rK2tkZ+fD0dHRzx69AijR4/GzJkzoaCgwLt48rLi4+OxaNEiXLx4EVevXoWFhQW3M3RRURH09PTg5ubG7avAZzExMWjXrh0sLS2xefNmNGzYkCtzp06dgo2NDVq1aoWAgACYmZkBkPy5CtevX0dkZCQyMzPh7u4OAIiIiIC+vj4yMjIwePBgzJ07F7Nnz8bZs2cxdOhQSElJITo6Gi1atBBv4qtQ+SW7hfLz8zFv3jxERkZiwoQJmDVrFu8/kxjJwkY6GIaRSMIvdWdnZyxYsABRUVG4cOEC+vbtizVr1kBeXh5eXl5o3rw5Tpw4gY0bN6KgoIA3X+6V9SabmJhgy5Yt6NSpEyZNmoRXr15BTk4OAPD161fIyclBWVm5qpMqduXzqri4GE2bNsW9e/cQFhaGefPm4eXLl1yZKykpweTJk2FsbIwmTZpw10ly2dq7dy/s7OyQkZEhUkY6d+4MXV1dPHv2DHXr1sXw4cMBAIqKipgzZw5WrlyJZs2aiSvZVa58Z8iyZcuwfv16hISEQF5eHlu3bkW7du1w9OhRNgrLSBw20sEwjMQKDQ3FhAkTcPbsWXTo0AHZ2dk4dOgQHBwc4ObmhoULFyI/Px8TJkyAqqoq/Pz8JLpiKFS24hMcHIyUlBRoaWmhTZs20NTUxLt37zB69Gi8e/cO8+fPh4aGBo4fP46kpCTcv3+fV6FU5VdgSkxMRG5uLgYNGoQOHTogISEB7du3R/fu3TFr1iw0b94c9vb2sLKygoODAwDJX/Xs2LFjsLW1rbAZYlleXl5wdXVFTEwMFBQUMG3aNOjr62P79u0AgKKiIl6VK2dnZ+zfvx/m5ubIzs5GZGQkVq1ahRUrViAvLw+Ojo6IiYmBtbU1XF1ducY/w/zSxDKThGEY5j/m6OhIqampIsf27dtHLVq0qDDZcvPmzaShoUHPnj0jIqKCggJu0iafJvsuWrSIlJWVyczMjGRlZcnKyoqOHDlCRERv3ryh3r17k0AgIDs7O9q6dSvl5uYSET8nrzo5OZG+vj4NHTqUJkyYQAKBgPbv309ERAkJCdSsWTPS1dUlHR0datWqFRUUFIg5xT9fSUkJff78mXr27Elubm5/eW5OTg516dKFpKWlqWHDhtSsWTNe5FFlQkJCSEtLi1tsICsri/z8/EhWVpY8PDyIqHTBCxsbG7Kzs+PVZxIj2Vh4FcMwv7x3794hMTGxQuhPrVq1kJCQgMTERAB/TnLt1q0bpKWluY0BZWVluQmsfBjpAICnT5/i4sWLCA0NxYMHDxAdHQ1lZWXs2rUL58+fh76+Pry9vWFtbY3r169j5MiRqFGjBvLz8yW6116IygQBnD59GocOHcLx48dx6tQpjBo1CsCfIXwmJia4cuUK9u7dC19fX0RFRXG7aEsygUDA7bxubm5e6TnC0DQFBQXcunULgYGBcHd3x6NHj3iRR3PmzEFaWprIseTkZGhra6Nt27YASpdcnjZtGtzd3eHu7o6YmBjIy8vj4MGD2LVrFwuvYiQGa3QwDPPL09PTw+XLlyErK4v9+/cjOTkZAGBubo527dph06ZNiI+PF9ldu1atWsjLyxN5H77s7uvu7o6tW7eiZcuWaN++PWRkZGBubo7Vq1eDiHDs2DEApZXp7du3o169erCwsMD79+8hLy8v5tT/XIcOHQIguk/L+/fvYWlpibZt2+LEiRMYPXo0du7cibFjx+Lbt2948+YN6tati169emHgwIG82Glc6NOnT0hNTUX9+vUBVJz/IiUlhZcvX8LFxQUAMGHCBIwYMYIXecQ6QxhGFD++YRmGkVhlKznp6emYN28eRo0aha9fv0JfXx8TJkxAYmIiFi1ahLNnz+LmzZuYPn06VFVV0bVrVzGmvOqUrwjm5eUhMDAQ9+7dw9evXwGUVnyaNWsGR0dHHDp0CK9evYJAIICRkRGCgoIgKyuLgQMHSvQGgNevX8f48eOxbNkyAH9O/C4oKEBaWhqOHz+OKVOmYOPGjZg+fToA4OzZs3Bzc0NmZqbIe/FhNAgAtLW1oa2tDX9/f2RmZlbacH/69CkePXqEjIwMkeOSnkesM4RhRLGSzDDML034hezu7o6QkBBERkbi/fv3sLGxQXp6OqZOnQoHBwfUqFEDw4YNw7x581BQUIBbt25BSkpKoivRQsI8ev/+PUpKSrBq1Sp4eXkhISEB+/btE1m1q3bt2jAxMRGpEBoaGuL8+fM4ffq0RFcUO3fujD179mDTpk1YunQpd7xly5b48OEDJk6ciFWrVmHmzJkAgOzsbBw7doy3q3oBgK6uLiwsLBAUFITTp08jOztb5PXc3FwcPHgQxsbGUFFREVMqqx7rDGGYSohxPgnDMMz/rOxuvfv27SNtbW2KiooiIqL4+HjS09MjCwsLkcnlL168oKSkJO5aPu2i7efnR6ampnTz5k1uYqqbmxtJSUnRihUr6Pbt25SYmEh9+vShDh068HZnaCKi3bt3k4yMDLcDOxHRggULSEdHh9auXUuPHz+miIgI6tOnD7Vo0YIrR3yb8CssI/n5+dSpUydSV1enDRs20KdPnyg/P5/u379PvXr1olatWvE2j9zc3OjIkSOUkJBAhoaGZGFhwe1kf+jQIbKxsSEpKSlq2bIl9ejRg5tcz8fFGhjJx5bMZRjmlxYREYGTJ0/CxMQEM2bM4JYnTUxMhKWlJYyMjHD48GFoaWmJXPe9Dbok1ZcvX9CtWzdoampi/fr16Ny5MwQCATZs2ABXV1cAwPTp05GUlIQzZ85AVlaWN3l0584d3L9/H4WFhejXrx8aN26M3bt3Y+bMmZg/fz42btwIAHBwcMD9+/cRFRWF9u3bQ0VFBcHBwZCVlZX4ZXHLlwX6/w3rhMczMjIwevRo3Lp1C0QEZWVl1KlTB5qamrh06RIv8ggQzaegoCC4urrizJkzaNu2LRISEmBlZQVDQ0OcOnUKtWrVAgC8fPkS8vLy0NbWhpSUFO+WD2b4gzU6GIb5JRER4uLi0Lp1axQUFGDNmjVcSIzwi//58+fo06cPlJWVERYWxn3JS7rvVRBTUlJgYWEBFRUVbNy4EZ06dYJAIMCOHTvg6OiIHTt2YMaMGRAIBLyp+OzZswcrVqyAmpoaPnz4AHl5eW5fl4CAAMyYMQNz587Fpk2bAACfP3/Gq1evoKury5tKIpXZEXvHjh3o0aOHyKaHZV+/fPkyXr9+zW2g2L17d17kUXmsM4RhKiGuIRaGYZh/ShiaUTZE49SpU1S3bl3q3bs3PXnyhDsuDP2IiYmhYcOG8TJc6PDhwxQXFydy7OvXr2Rqakpt2rSh27dvc/mybt06kpKSop07d/ImBGbXrl0kLy9Phw8fpvT0dAoNDaWOHTtS69atKTU1lQoKCigwMJBkZWVp8eLFlb6HpJersmVhx44dVKdOHbp7926F8/4qHEjS86iskpISiomJoRo1apCUlBT99ttv3GvCfEhMTCRDQ0MyNzevsLcQw0gy1uhgGOaXULbikp6eThkZGdyxY8eOkba2Ns2aNYvi4+MrvYZI8uOkP3/+TJmZmURElJaWRgKBgHr16kWJiYlE9GcF8uvXr6ShoUF9+/al0NBQ7riHhwcJBALavXu3eG6gCoWHh5NAIKCtW7eKHF+5ciXp6+tzlcHCwkIKDAwkBQUFcnBwEEdSq4W7d+/StGnT6Pjx4+JOSrXDOkMY5sewMTyGYaq9siEHmzZtwvDhw2FpaYk+ffrgw4cPsLGxwZYtW3D27Fls376dW/++fJiCJMeTnz59GvPmzcPBgweRmZkJNTU1vHz5Es+ePcPs2bPx/PlzLgRGVVUVTZo0weXLl3Hq1Cnu+MKFC7F161Z06tRJnLdSJb59+4auXbvi3LlziIuL444rKChATk4OhYWFAAAZGRmMHz8eHh4eePr0KS83abtw4QImTZqECxcuQF1dHUDFZZj5quweGhkZGcjMzERJSQmGDh0KLy8vxMbGYufOnUhISAAAbt+NJk2a4OTJk7xZQY9hALDwKoZhfh1LliwhLS0tCggIoOvXr5O2tjaZm5tTSkoKEREdPXqU9PX1aezYsfT27Vsxp7bq7N69m2rXrk3Lly/nVvASjuq8evWKateuTVZWVtwoUHFxMc2ePZseP34s8aM/f+XixYtkbW1NHTt2pIyMDAoLCyM5OTk6c+YMEYn2XBcVFVXao80HeXl5NHPmTKpZsybZ29tTdnY2EfEvH8orO0qxceNG6tWrF7Vv354sLS3p/fv3RFT6maSjo0MODg6UkJAgrqQyTLXAGh0Mw/wS3rx5Q61bt6bQ0FAiIgoODiZVVVXy9fUVOW/Pnj00ZMgQ3oQtnD9/ntTU1OjYsWMV7lm4TOnz58+pXr161LFjR5o8eTL17NmTzM3NufP51vAoW1m+cOECWVtbk4mJCcnJydHhw4eJ6PvzECS9ov29+87Ly6MZM2ZQ8+bNycPDg3JycohI8vPjR7DOEIb5MfxZSoJhmF8K/f+KOMI/P3/+jPfv38PS0hIXL17E6NGj4eHhAXt7e2RlZSEwMBCzZs3ClClTMGXKFACSvRIMEaGkpATnzp3D5MmTYWNjw732/PlzbpPEbt26oUuXLvj999+xcuVKpKWloW7durh8+TIX6iHJYWeVKVuu+vXrBwDw8vJCUVER2rdvDwDfDaMShtJIorLPy6FDhxAbGwtFRUW0bt0a1tbW2Lp1KxwdHXH06FEIBALMnDkTCgoKIqtX8c3bt28REhKCAwcOwNLSEhcuXEB2djaWL1/OhaKNHDkSWVlZOH/+PHR1dcWcYoYRI3G2eBiGYSrz+fNn7ufg4GAiIsrJySErKytauHAhKSsrk5+fH3fO06dPycrKisLDw4mIX72vAwYMoDlz5nB//+2338ja2ppq1qxJpqamJBAI6PTp00RE3MZjQnzZHLF8731lYVLCEY/OnTtzYTB8KkdlOTk5UZ06dcjS0pI6depEAoGAVq9eTUREubm5ZGdnRx07dqRVq1ZRfn6+mFNbtcqXnaioKKpTpw4RlZYhZWVl2rlzJxERZWZmkpeXV4WRRL6MwjJMeZLZBcgwzC/r0qVLsLW1RUJCAubNm4eBAwfiw4cPKC4uhpaWFry9vTF58mRMmzYNAJCbm4vFixdDVlYWXbp0ASDZvdHl6enp4ezZs3ByckKnTp2wd+9edOrUCdHR0bh37x7GjBmD9evXIzMzs8LeHXzYN4GIuPvesWMHYmNjufIhHPEAgH79+mHOnDlQUVHBgAEDkJSUxKtyJBQaGoqgoCCcOXMGoaGhCA0Nxa5du/Dbb79h8+bNqFGjBry9vaGrq4v3799DVlZW3EmuMl++fOHKxMWLFwEAzZo1Q/PmzeHk5IRRo0bB09MT9vb2AIA3b94gODgYERERAP4cPZPU0VeG+TuS/43DMMwvpV69eoiNjcWgQYPw5csXPHnyBDo6OgAANzc3vHjxAvfu3YO9vT0MDAxw+fJlpKWl4f79+1y4EB++1On/Q1p27NiBnJwcJCYmQktLC7t374aenh6UlZUBABoaGsjKykLNmjVFrudDhZrKhP34+Phg7dq1aNu2rcg55UOt8vLycPv2bWhra4sjyVVqzpw5WL16tcimmcnJydDW1ubySUlJCdOmTUNmZibc3NzQp08fNG3aFAcPHoS0tLRI/kmyS5cuwdvbG56envD19YWXlxeSkpKgqqrKdYZMnz6ddYYwzF9gjQ6GYaoFKl3YAi1atMCAAQOwc+dOdO3aVSS2XldXF0eOHIG/vz/CwsLwxx9/oEWLFti8eTNkZGR4tetx2V3DAwMDUVhYWKHXOTc3F4mJiWjWrJmYUilewkpeVFQUHj16BG9vb7Rr167S84QV52HDhmHYsGEAwO0iLYnevXuHxMRErnEqVKtWLSQkJCAxMRGmpqZcvnTr1g0bN25EVlYWAHBljS+NfNYZwjD/HnsCGIYRO+Fa98Iv5T59+uDIkSP49OkTli9fjt9//x1AacNEX18fv/32G27fvo1Tp05h27ZtkJGRQXFxsUQ3OMrviyAMjxI2ymRlZbmfCwsL8fr1awwfPhyfPn2Cm5sbdw3f/OgeE2VDrYQktcEBlIblXb58GbKysti/fz+Sk5MBAObm5mjXrh02bdqE+Ph4ruGmpaWFWrVqIS8vT+R9JL0iTf+/YIOwM+TVq1do0aJFpZ0hvXr1QkxMDO7evYsWLVrgwYMHkJWVRVFRkcTnE8P8CAHx8VuIYZhqo2wPoJeXFz5//gwnJyeoqanhwYMHGDNmDExNTbFkyRKul3rv3r2wtbUVY6qrVtnwlR07dqBHjx5o0qRJped++/YNc+bMwR9//IHc3FxcvXoVsrKyEt1r/1fy8/Mxf/58HDhwAGPHjoWnpycUFRV5ERL0PWWfufT0dDRs2BDNmjXDyZMnoaGhgT179iAwMBDq6uqYOnUqatWqhfXr1yM9PR137tzhTQW6/OjEhQsXkJeXh2XLlqFRo0ZwcXFBhw4dKpSlstfx9bljmMrw45ODYZhqS/jl7OzsDHd3d+jp6SE1NRUA0KpVKxw8eBAJCQlYs2YN/Pz8MGjQICxcuJA3OyJXNi9BGOJSGVVVVRgbG8PKygrXr1/nelr5UPGprEzIy8tjy5YtGDduHH7//Xf4+voiNze30pENvhA+c+7u7ggJCeGWV7axsUF6ejqmTp0KBwcH1KhRA8OGDcO8efNQUFCAW7du8WYH7fKdIcuWLUPnzp0xfPhwHDx4EHFxcXB3d0dUVBT3fO7duxeA6OgPH547hvlRbKSDYRix27dvH1xcXHDu3DluAmtJSQnS0tJQu3ZtPHnyBPPnz0d2djaUlZVx6dIlLpyIL73VUVFR2L17N6ysrDBixIhKz6ksbpwvPa1/t8dEfn4+HB0d8ejRI4wePZqXe0yUzaOgoCC4urrizJkzaNu2LRISEmBlZQVDQ0OcOnWKm1z+8uVLyMvLQ1tbG1JSUryaNwWUdoYcPHgQq1atQu/evWFoaAgAiI6OxoQJE9CwYUMMGjSIW6Xqy5cvvBkJYph/ijU6GIYRu0WLFuHdu3c4cuQIYmNjERYWBn9/f6SmpmLt2rWYOHEiUlJSUFBQgDp16vCu8nPhwgU4OTkhIyMD+/fvR8+ePdnE1O9wdnbG/v37YW5ujuzsbERGRmLVqlVYsWIF8vLy4OjoiJiYGFhbW8PV1RVycnLiTnKVi4iIwMmTJ2FiYoIZM2ZwDdPExERYWlrCyMgIhw8fhpaWlsh1fCtzrDOEYf5b/Pn0YBimWqisn0NfXx/Xr1+Ho6Mjxo4dixs3bmDYsGEYPnw47O3tkZycjNq1a6NevXrcSjB8aXAAQO/evdGjRw9kZmbi2LFjyMnJgZSUFG/Dg76H7THx14gIsbGx6N27N7Zt24aUlBQApSFAJSUlMDExwdWrV/HmzRtYWloiLS1N5Ho+NTgAICYmBt27d0fbtm0RGxsLHx8ftG7dGq1atUJQUBDMzc1x7NgxnD59GqGhoVwoI2twMEzl+POtzTCM2JXtKc3Ly4OcnBykpKQwbNgwpKam4uzZs7Czs4OlpSUaNWqEyMhIREdHV/gSl+TKT2W9ycJ5CUSEyMhI+Pr6YtasWbwLDyqL7THxY4T3J/yzSZMmOHToEGbNmoWwsDAMGjQIZmZmXGPe2NgY58+fx/Lly6Gqqiru5FeZysqBvr4+9u7dC0dHR9y6dQvGxsYYNmwY0tLSYG9vDysrK9StW5c7n2+dIQzzT7Gng2GYKlG2Mu3h4YG7d+8iKSkJffr0wbhx47B8+XLMnz+f2zegsLAQa9euhbKycoUwD0n1d/MStm7dCkdHRxw9ehQCgYCX8xIAtsfEjyp7fxkZGZCSkoKSkhKGDh2KoqIizJs3Dzt37sScOXPQqFEjruHRpEkTnDx5EgA/5gSxzhCGqRpsTgfDMFXK1dUVfn5+cHZ2RlxcHN6+fYvk5GQcOHAAbdq0QWZmJkJDQ7Fjxw6kpaUhKioKsrKyEl9BLIvNS/hx+/fvh6WlJerWrYu3b99i0qRJMDQ0xKJFi9C4cWMApY0Ua2tr7Ny5E927dxdziqtG2edl06ZNCAkJQVZWFlRUVBAYGAgdHR0cO3YMCxYswJAhQzBnzhyYmJiIOdVV7+86Q4yNjZGVlSXSGTJ48GAApXOt+NTYZ5h/jRiGYapIbGwsmZqaUkhICHfs7t27NHr0aGrZsiW9ffuWXr9+TevWraOZM2dSYWEhERH3Jx+EhISQlpYWRUZGEhFRVlYW+fn5kaysLHl4eBARUV5eHtnY2JCdnR2VlJSIM7lVrri4mPs5LS2N1NXVqVu3bvTlyxciItq9ezd17tyZBg4cSGfOnKHw8HCytram9u3bi1zLF0uWLCEtLS0KCAig69evk7a2Npmbm1NKSgoRER09epT09fVp7Nix9PbtWzGnVnxcXFxIXV2d3NzcaOLEidS9e3dq1KgR3bt3j4iIMjIy6MSJE9SjRw9q0aIFFRQUEBHxskwxzP+KNToYhqky9+/fJ0VFRYqIiBA5fuPGDTIzM6PLly8TEXEVIiKioqKiKk1jVXJ0dKTU1FSRY/v27aMWLVpUuO/NmzeThoYGPXv2jIiICgoKuAoP3xoeRERubm505MgRSkhIIENDQ7KwsKC0tDQiIjp06BDZ2NiQlJQUtWzZknr06MFVEiW5PJX35s0bat26NYWGhhIRUXBwMKmqqpKvr6/IeXv27KEhQ4bwtgLNOkMYpmrwI1aBYZgqR2UiN4WbtmloaMDU1BQPHz5EQUEB97qFhQVyc3Nx9+5dAIC6ujr3HpIaT/4j8xKAP/OxW7dukJaWFpmXIIzB50OIR9mN/4KCgrB9+3YYGhrCxMQEFy9exKtXrzB06FCkpaVhzJgxOHbsGBITE3Hu3DluV3ZJ3yRRWFaEf37+/Bnv37+HpaUlLl68iNGjR2PDhg2YMWMGsrKysH37dhQXF2PKlCk4ffo0V574Jjc3F2/fvhV5Ftu1awd7e3sUFRUhLi4OBgYGmDFjBnx8fCAjI4Pi4mI2aZxh/iHW6GAY5j9XtiJcWFjINTD09PRgZmaGbdu24caNG9zOxhkZGahVqxZ0dXVF3keSK9N6enq4fPkyZGVlsX//fiQnJwMAzM3N0a5dO2zatAnx8fFcHmhpaaFWrVrIy8sTeR++zHMR3mdERAQePXqE5cuXo23btiguLkajRo1w5coVvHr1CiNGjMDnz58BAA0bNoSuri4vlln+8uULV1YuXrwIAGjWrBmaN28OJycnjBo1Cp6enrC3twcAvHnzhtvQDvizoSLp5Yl1hjCM+Ej2pwvDMGIhrLgIlym1sLCAs7Mz0tPTERgYiEaNGmH27Nmwt7fHhg0bMHToUOTl5WHixIliTnnVKNubnJ6ejnnz5mHUqFH4+vUr9PX1MWHCBCQmJmLRokU4e/Ysbt68ienTp0NVVRVdu3YVY8rFh9geE9916dIl2NraIiEhAfPmzcPAgQPx4cMHFBcXQ0tLC97e3pg8eTKmTZsGoLRnf/HixZCVlUWXLl0ASHYDX4h1hjCMeLHVqxiG+c+UXQnGzc0NGzZsgIODAwQCAXx9fWFubg4fHx+Ymppi9erVePjwIVJSUmBkZAQ/Pz/IysryYolOIXd3dzRo0AAtW7ZE3759oaenh9OnT0NNTQ2HDx/G6dOncfLkSTRv3hxqamoICQnhVR5RuT0mAOD06dOYNWsWmjVrBk9PT5iZmQH4s+zFxsZi+fLlOH78uEQ3NMp69OgRhg4dCjk5OXz58gU3b95Es2bNAADv37+HjY0NgNJRNAMDA1y+fBlpaWm4f/8+71aGA0o/m65evYrs7Gx07doVS5cuhZqaGgYOHIj4+Hh0794dxsbGCA0NxZcvX/DgwQOJHiVjmKrCGh0Mw/zn7t+/j2vXrsHMzAx9+/YFACQlJcHa2ho6Ojq4cuUKgNJKZW5uLhQVFQEARUVFEv3lXrZyFxQUBFdXV5w5cwZt27ZFQkICrKysYGhoiFOnTnGb3r18+RLy8vLQ1taGlJSUxOeRUNm8+vbtG7fHhJSUFI4fP4558+ZxS702atSowjWA5O8xQaWLwUBKSgqOjo7YuXMnunbtim3btnGNMQB4+/Yt/P39ERYWBg0NDejr62Pz5s2QkZHhRXlinSEMUz2wRgfDMP+psLAw9OzZE4qKijh69Cj69++PgoICyMnJ4fXr12jatCm2b9+OqVOnilxHPNrgLiIiAidPnoSJiQlmzJjBVWgSExNhaWkJIyMjHD58uMKmiHzpkWZ7TPy98mXhwoULyMvLw7Jly9CoUSO4uLigQ4cOFZ6rstfxrSLNOkMYRrwk/9uLYZgqZWBggKVLl4KI8PjxYwDgVg7S09ND8+bNuUnTZfGhwcHmJfwY4X0uXboUHh4eGDduHNzc3BATE4N+/fohNTUVI0eOhKenJ4KDg7F69Wq8e/dOzKmuOmUbDl5eXli2bBk6d+6M4cOH4+DBg4iLi4O7uzuioqK452rv3r0ARMsQnxocYWFhaNu2LdasWcPNqSooKED9+vVx4cIFREREYM+ePQBKP4uEDQ4iYg0OhvmP8OMbjGGYn6Ky5TUNDAwwc+ZMzJo1C8uXL4e/vz8EAgFkZGRQUlKCtLQ0Xn2Jl13GVCAQoEmTJjh06BC0tLQQFhaGp0+fAgC3wpKxsTHOnz8PIyMjqKqqijPpYvX27VuEhITgwIEDmDx5MnJycpCdnY2ZM2dyqwiNHDkSK1asQE5OToXJvpJM2HBwdnaGu7s79PT0kJqaCgBo1aoVDh48iISEBKxZswZ+fn4YNGgQFi5cyMvlcIVYZwjDiB8Lr2IY5n9Strf16NGj+PDhA1JTU2FrawsDAwPk5ORgzZo18PT0xIQJE1CnTh0kJiYiLi4OMTExvGh4sHkJP678pPF79+5h4MCBSE5OxsWLFzFq1Ch4eHjA3t4eWVlZCAwMxKxZs0Tyhi/hZwCwb98+uLi44Ny5c2jbti0AcI362rVr48mTJ5g/fz6ys7OhrKyMS5cuQVZWlhdhjN8rBx8/fsSWLVvg6emJnTt3cqt5FRYWwszMDJMnT8bixYurOrkMwxuS/63PMMxPIfxSX7hwIYKCgmBubo4XL17g4MGDmDt3Luzs7LBs2TLIyMjAx8cHzZs3x7p169CxY0ducy1Jrkz/3bwEGxsbEBEWLFgAgUDAzUsoX1mS5DwS+vLlCzQ1NQGU7jHRv39/kT0mdu3aBU9PT66SKNxjonnz5ujWrRtXkeZLgwMAYmJi0L17d7Rt2xaxsbEICwuDv78/UlNTsXbtWkycOBHHjh1DQUEB6tSpw5tFCP6uM2T58uUgItjb2+P27dtcZwgRYeHChWJOPcNIuJ+53TnDMJLtzJkzVK9ePXr06BEVFhYSEZGjoyO1aNGC/P39iYjo9evXtHz5clJVVaU9e/YQEVFhYSGVlJSILd1VacmSJaSlpUUBAQF0/fp10tbWJnNzc0pJSSEioqNHj5K+vj6NHTuW3r59K+bUVr2LFy9Sv379KD4+nubOnUsCgYDev39PmZmZNH78eJKXlydHR0fu/JycHOrXrx/179+fiouLxZjyqlPZs+Lt7U2ampo0e/Zsat68OY0YMYLWrFlD8+fPpxo1atCnT59EzudLXgktWLCANDQ0qGfPnqSnp0cGBga0ZcsWyszMpLS0NFq8eDHVrFmTunTpQuHh4VRQUEBEREVFRWJOOcNILsnu8mAY5j9VfnTi8+fP0NTUhIGBAXfMy8sLU6ZMwaZNmzB16lQYGBhg+vTpKCwshLOzM3Jzc+Hg4CCG1Fe9svMSLC0tceHCBWRnZ2P58uUi8xKysrJw/vx5Xs1LEKpXrx5iY2MxaNAgfPnyBU+ePIGOjg6A0uVNX7x4gXv37sHe3r7CHhPCeTCSPMJR9v7y8vIgJycHKSkpDBs2DKmpqTh79izs7OxgaWmJRo0aITIyEtHR0RVCqCQ5j8o7e/YsDh8+jKtXr6Jp06aQkZHBnDlzsG/fPigrK8POzg4zZsyAnJwcvLy88OLFC3Tr1g1FRUW8GFlkGLERd6uHYZhfz5YtWygpKYm8vLxIX1+f6yXMyckhIqKkpCRSUlKiGzducNd8+PCBHB0dqX79+pSeni6RIx3CexL+GRUVRXXq1CEiogsXLpCysjLt3LmTiIgyMzPJy8urQs8qX3qkS0pKuHudPXs2ycjIUI8ePejJkyci571584aWLl1KnTt3psGDB9OcOXO4UTXhn5KqbFnYtGkTjRgxgtq3b08rV66kxMREIiotR0IFBQXUt29f6tu3r0Q+X99T/hny8/Mjc3NzSk9PFykjkydPJhMTEy5vkpKSyMXFhdTV1cnb27tK08wwfMQaHQzD/K2ylZ9du3aRQCCg+Ph4+vr1K9WrV4/GjBkjcv6jR4/IxMSEHj9+LHL848eP9Mcff1RJmqva58+fuZ+Dg4OJqLQRZmVlRQsXLiRlZWXy8/Pjznn69ClZWVlReHg4EVUeQiOpyjesgoOD6cSJE9S4cWMaPHgwRUZGElHFPCl7HZ/CYIQVYzc3N5o4cSJ1796dGjVqRPfu3SMiooyMDDpx4gT16NGDWrRowXUC8KUBK8Q6QximemONDoZhftiVK1fI19eXjh8/zh07e/YsaWpq0qBBg+jOnTsUERFBAwYMoI4dO/Km0sPmJfy4sve7bds2Wrp0KaWlpRER0f3798nExIQGDx5Md+/e5c4LDAys4lRWH7GxsWRqakohISHcsbt379Lo0aOpZcuW9PbtW3r9+jWtW7eOZs6cyZtRICLWGcIwvxq2ZC7DMD/kwYMH6NixI0pKSnDgwAGMGjUKAJCfn4+7d+9i9uzZ+Pr1K5SVlaGjo4PQ0FDIyspK/CpVAPDo0SMMHToUcnJy+PLlC27evIlmzZoBAN6/fw8bGxsAgLm5eYV5CbKyshI/L6Eyzs7OOHjwIFatWoXevXvD0NAQABAdHY0JEyagYcOGGDRoEIKDgxEREYEvX77wLo+A0ueua9euuHLlCjp16sQdDwsLw5w5c7Bp0yZYW1sjNTWVmyfEh2eurKtXr+LFixfQ0NDAiBEjAADnzp2DnZ0dOnbsCBcXFxAR3NzckJKSgtu3b/OyLDGMuLGnjmGYSpXvj9DT08OWLVugrq6OkJAQ7ri8vDy6deuGR48eITQ0FMHBwbh27Rq38ZYkV36ICCUlJWjRogUGDBiAV69eoUWLFiJ5p6uriyNHjqBXr16IiYnB3bt30aJFCzx48IDLI75VgPbt24cDBw7g7NmzmD59OgwNDVFSUoKUlBS0adMGR48eRW5uLgICApCTk4Pk5GRISUlVKJOSpuz9CTfy09DQgKmpKR4+fIiCggLudQsLC+Tm5uLu3bsAwDU4iEiin7nyHjx4gP79+8PR0RHFxcXccWtra5w4cQKvX7/G8OHDYWtri6ysLISHh0NKSkrkXIZhqgYb6WAYpoLyPe+FhYWQlZVFXl4e9uzZA2dnZ8ycORObN28GABQUFEBOTu4v30PSlL+/CxcuIC8vD8uWLUOjRo3g4uKCDh06VNiMrex1fOuRFlq0aBHevXuHI0eOfHePiZSUFF7tMVG2XBQWFqK4uBg1atQAAEyePBkRERHYvn07evfuDWlpaWRkZKB3796YMWMGpkyZIs6kV6nyz9PXr19x7NgxrF69Gv3790dAQIDI+SUlJYiNjYWcnByMjIx4UZYYprpijQ6GYUSUrfx4enri6dOnePjwIezt7WFhYQFTU1P4+Phg5cqVsLW1xaZNmypcJ+nK3quXlxc+f/4MJycnqKmp4cGDBxgzZgxMTU2xZMkStGvXDgCwd+9e2NraijHV4lG+kggAO3bswOrVqzFq1CjcunULxsbGMDc3R1paGnx9ffH69WvUrVuXO59PZcvNzQ1Xr15FdnY2unbtiqVLl0JNTQ0DBw5EfHw8unfvDmNjY4SGhuLLly948OABbyrQrDOEYX5t/PikYhjmhwm/kF1cXBAQEIBly5ahQYMG2Lx5My5fvozDhw9j7NixEAgEWLlyJdLT0+Hv78+rL3LhvZadl5Camgo1NTW0atUKBw8exIQJE7BmzRqReQkTJ07kVT6xPSb+Xtk8cnNzw4YNG+Dg4ACBQABfX19ER0fDx8cH58+fx+rVq/Hw4UMkJCTAyMgIly9fhoyMDC9GzP6uM0SYZytXroSUlBQ2bdoEOTm5Co0MSS5LDFPdsZEOhmEq+P3332Fra4ugoCC0a9cOt27dQq9evbBnzx5MmDABAJCbmwtvb2/cuHEDFy5cqFBRlHT79u2Di4sLzp07h7Zt2wIorRilpaWhdu3aePLkCebPn4/s7GwoKyvj0qVLkJWVrbTnXxKVrex5eHjg7t27SEpKQp8+fTBu3DgYGxsjKysLysrKAEp7rQcPHgwAvCxP9+/fx7Vr12BmZoa+ffsCAJKSkmBtbQ0dHR1cuXIFQOnIUW5uLhQVFQGAd6FCZTtD0tPTERQUhKZNm+Lw4cMoKCjA4cOHsXLlSgwePBj+/v7iTi7DMGVV7WJZDMNUR+X3PAgPD6eWLVsSEdHRo0epZs2a5OvrS0Slm5FdunSJ8vPzKSsri1vXnm9Lvzo7O9OoUaOIiCgmJoZ27NhBLVq0ID09Pdq3bx8REX39+pU+fvzI5Q0fljEtj+0x8fdu3LhBAoGAlJSUuD1e8vPziYjo1atXpKCgQLt3765wHd/2lIiMjKRGjRpxyynfvHmTZGVlKSgoiDsnJyeHNm7cyLsNEhnmV8DGGRmG56jMajd37txBfn4+CgoKUFBQgBMnTmD69Olwc3PDjBkzAAARERE4dOgQkpKSoKSkBIFAACKS6LAFqmRAWF9fH9evX4ejoyPGjh2LGzduYNiwYRg+fDjs7e2RnJyM2rVro169epCSkkJJSQmveqQBIC4uDmfPnsXhw4fh4uKCffv2YePGjWjZsiWmT5+Od+/eISUlBQkJCWjcuDHu3bvHyxW9DAwMsHTpUhARHj9+DABcPujp6aF58+ZITk6ucJ2kjwaVX2GqoKAAioqKaNeuHY4dO4b+/fvDy8sLEyZMQFZWFi5fvgxpaWnMmjWLGy0TrgLGMIz48esbkGEYERcuXICXlxdCQkIwf/58/P777wgJCUHv3r2hqamJkSNHwsfHh2tw5OXlYfv27VBUVESDBg2495Hkyg+bl/C/y83Nxdu3b7kQKgBo164d7O3tMWfOHMTFxcHa2hozZswQ2WNCkhtnlU1kNjAwwMyZM5GXl4fly5dDU1MT06ZNg4yMDAoLC5GWlibReVKZ8p0hrVu3/qHOEGNjYzRs2JB7Dz4+dwxTXfHrU4xhGE5xcTEKCwsRHx8PU1NTfPr0CdHR0VBRUQEAbNiwATNnzsT27duhrq6O1NRUnD59Gh8+fMCjR4+43ntJ/lL/u3kJy5cvx/z580XmJaxduxbKysrQ0tISZ9KrHJWZqyLMt7J7TLRp04ZbSajsHhPW1ta82WOibHk6evQoPnz4gNTUVNja2sLAwADLly8HEcHe3h63b99GnTp1kJiYCCLCwoULxZz6qsM6QxhGMrGJ5AzDczY2Njh58iS6deuGsLAw7nhRURHi4uKwYsUKxMbGQktLC0ZGRvDz8+PNTuNCrq6u8PPzg7OzM+Li4vD27VskJyfjwIEDaNOmDTIzMxEaGoodO3YgLS0NUVFRvNppnO0x8c8sXLgQQUFBMDc3x4sXLyAlJYW5c+fCzs4ORUVFcHd3h4+PD5o3b45169ahY8eOvHnmiouLcf78ecydOxeKiopcZ4iRkREAICoqihsVWrlyZYXOEBkZGd48dwzzq2GNDobhGWGPNBGhuLgY+/fvR0ZGBnbs2AETExMEBwcDEN24Lj09HTVq1OAqknxaMScuLg7Dhw/H1q1bYWVlBaC04rNlyxYkJCTgzJkzKCkpwaFDh/D+/Xt4eXlBRkaGV3kkxPaY+Htnz57FzJkzcenSJTRt2hQyMjKYM2cObt26BQcHB9jZ2eHNmzcICAiAl5cXPD09MWXKFBQVFUFaWpo3vfesM4RhJA9rdDAMj5TtASwoKIBAIOC+qM+dOwcnJyeYmppyDQ8ACA0NRZcuXbglOoknS74KPXjwAF27dsWVK1fQqVMn7nhYWBjmzJmDTZs2wdraGqmpqSLzEvhQ8fm7PSbMzc3h4+MDU1NTbo+JlJQUXlUSy9+fv78/vL29cfPmTSgpKXGNrilTpiAiIgLx8fEQCAR4//49KVhpWwAAQ/BJREFUduzYAT8/P6xZswYODg7iuoUqwTpDGIYHqnStLIZhqoV169ZR//79qVOnTnTx4kUiIiooKKAzZ85Qw4YNqXfv3vT8+XOytLSk/v3782bpybL3KVyy9e3bt9S6dWvy9vbmljEVMjIyotWrV3/3PfgiOjqaNmzYwJUlIqJ3796Rqakp9e7dmztWUlJC2dnZ3N/5tITwli1bKCkpiby8vEhfX59bGjgnJ4eIiJKSkkhJSYlu3LjBXfPhwwdydHSk+vXrU3p6usSWrbLLI+fn53N5U1RURKdOnSJDQ0Pq37+/yDUhISEiZUlS84ZhJAkLemQYHii7bOSGDRuwbds2NGnSBHXq1MHAgQOxbds2yMjIoH///tixYweSkpLQu3dvZGVl4fTp01wPpCQrKSnhRnAKCwtRUFAAANDT04OZmRm2bduGGzducMt4ZmRkoFatWtDV1RV5Hz6NAgGlIz5t27bFmjVruHJWUFCA+vXr48KFC4iIiMCePXsAlOZN2REzSe6VLvvM+fn5YcGCBcjOzsbYsWNRUFCASZMmAQAUFBQAACkpKdDR0eFGywBAW1sbrq6uiI6OhqqqqsSWLeFo2fr16zFs2DBYWFjg0qVLkJaWxoABA+Dp6Yn4+HhYWlrixYsXsLKygpeXF5d3AP+eO4b5FbFGB8PwgPBL/dWrV8jKysLhw4exceNGnDp1Cu7u7pg/fz62bt0KKSkpWFtb48GDBzhy5Ahu377N7Rcg6V/qZcOE+vTpAwsLCzg7OyM9PR2BgYFo1KgRZs+eDXt7e2zYsAFDhw5FXl4eJk6cKOaUixfbY6JywvJ09epVlJSU4NixY2jUqBFq166NnTt34urVqxg8eDAiIyNx584dLFu2DLVr10azZs1E3qdevXoSuxIa6wxhGH6R3G4mhmFEhIaGok+fPtDS0kL37t25405OThAIBHB2doZAIMD06dOhqKiIDh06AIDEb2r3d/MSoqOj4ePjg/Pnz3PzEhISEmBkZITLly9DRkZG4uclCLE9Jv6ZBw8eoH///igpKcGBAwe449bW1jhx4gRmz56N4cOHQ1lZGTo6OggPD4eUlBRvylNlnSE9e/YEULpE9fz581FSUoK5c+dynSFPnjxBu3btICUlxeZwMMwvhk0kZxgeWbFiBX777Td4e3tj1qxZIq9t2bIFCxcuxJEjRzBy5EgxpVB87t+/j2vXrsHMzAx9+/YFACQlJcHa2ho6Ojq4cuUKgNKwoNzcXC5MiC8Vn7/bYyInJwdr1qyBp6cnJkyYwO0xERcXh5iYGF7kEZVbZOHr1684duwYVq9ejf79+yMgIEDk/JKSEsTGxkJOTg5GRka8rEiX7Qw5cOAAevfuzb22efNmLF68GB4eHlxniBBbFpdhfkHim07CMMzPUnZiZnnz588neXl5OnHiRIXXDh8+zKvJvUI3btwggUBASkpKFBwcTETETRp/9eoVKSgo0O7duytcx8fJqwsWLCANDQ3q2bMn6enpkYGBAW3ZsoUyMzMpLS2NFi9eTDVr1qQuXbpQeHi4yKRgSVb+mRPed25uLnl7e5OCggItWLCAe738ogSVvQdfLF++nAQCAe3YsaPCa56eniQQCOjo0aNiSBnDMP8l/nSnMAxPlO0BvH79OnJyciAtLc313nt6eqK4uBjjxo0DAAwfPpy7dvTo0QD403svJJyX4OnpicePH6N///5sXkIlzp49i8OHD+Pq1asie0zs27cPysrKsLOzw4wZMyAnJwcvLy+8ePEC3bp14/aYkFRlnzlPT088ffoUDx8+hL29PSwsLLhwvZUrV0JKSgqbNm2CnJxchd56Se+5/97oxJo1a5CVlYUFCxagTp06Ip9J8+fPR7169TBs2LCqTCrDMD8Bf2oVDMMDRMR9qS9ZsgT79+9H7dq1ER8fj0mTJmHx4sUwNDTEtm3bIBAIMGnSJOTm5mL8+PEi7yPJDQ42L+HHlZ9b8PnzZ2hqasLAwIA75uXlhSlTpmDTpk2YOnUqDAwMMH36dBQWFsLZ2Rm5ubkSv8eEsDy5uLggICAAy5YtQ4MGDbB582ZcvnwZhw8fxtixY7mGR3p6Ovz9/SW+kVEW6wxhGIaFVzGMBHJ3d6d69erR77//TkSlewQIBAIaPXo0vXz5kjtv0qRJZGFhIa5kVrmy4StHjhyhzZs309KlS+n58+dUWFhI3759o4ULF5JAIKCJEyeSs7MzDR48mExMTHgZdibE9pj4e5GRkdSoUSO6e/cuERHdvHmTZGVlKSgoiDsnJyeHNm7cSH379pX4/Cir7L26urqSrq4uNW/enOTl5Wn69Okin0lz584lJSUl2r9/vziSyjDMT8QaHQwjYd6/f08TJkzgYqBPnjxJtWrVIldXV1JWVqbRo0dTQkICdz4f48jZvIS/VrZM7Nq1iwQCAcXHx9PXr1+pXr16NGbMGJHzHz16RCYmJvT48WOR4x8/fqQ//vijStJc1cqXhfDwcGrZsiURER09epRq1qxJvr6+RESUmZlJly5dovz8fMrKyuIq4Xx79lhnCMPwG2t0MIyEyc7OphMnTlB6ejpFRUWRgYEBbdu2jYhKv/QFAgH16dOH3r9/z13Dp8rPmTNnqF69evTo0SNu9MLR0ZFatGhB/v7+RET0+vVrWr58OamqqtKePXuIqHT3bD71ThMRXblyhXx9fen48ePcsbNnz5KmpiYNGjSI7ty5QxERETRgwADq2LEjb8pR2XIQERFBeXl5dOXKFWratCkdP36cVFVVydvbmzvn8uXLNGHCBHrx4kWl78EHrDOEYRjW6GAYCSRcGWft2rU0cOBA+vbtGxGV9iyOGTOGLC0tefOlXr5H2s/Pj8zNzSk9PV0kZGry5MlkYmLCVQaTkpLIxcWF1NXVRSqQfHH//n2Sk5MjGRkZOnLkCHc8Ly+PwsPDyczMjOrVq0fGxsZkYWHBm9Gg4OBgsrKyIiKiefPmUYcOHbjny8LCggQCATfCQVS6elX//v3JxsaGN89cZVhnCMMw/JnFxjASpuxuvuXJysqCiJCYmIjMzExISUkhPz8f165dw/DhwxEaGgopKam/fA9JIZwIvXXrVrx//x55eXn49u0bFBUVISMjg9zcXAClK+h8+PAB4eHhAABdXV04Ojpi3Lhx2LBhA759+ybRux+Xvzc9PT1s2bIF6urqCAkJ4Y7Ly8ujW7duePToEUJDQxEcHIxr165xq31J8ipVxcXFKCwsRHx8PExNTREYGIj9+/dDRUUFQOmu2i1btsT27dtx7Ngx7Ny5E4MHD8abN29w6NAh3jxzlVFUVMTAgQOhqqqKkJAQmJmZwdbWFkBpmRo9ejSKi4tRr1497ho+TbRnGD5gmwMyzC/u27dvUFVVrfS1mzdvomfPnjAzM0NOTg7k5OTw8OFDXqwAU3a1HD8/P8yYMQNxcXHQ0NCAmZkZLCwscOjQIe78x48fY+TIkTh+/DjMzc25458+fYK0tDS0tLSq/B6qSvkVvQoLCyErK4u8vDzs2bMHzs7OmDlzJjZv3gwAKCgogJyc3F++hySzsbHByZMn0a1bN4SFhXHHi4qKEBcXhxUrViA2NhZaWlowMjKCn58fZGVlebHT+F+VA2F1Y9KkSUhKSsL58+chKyuLESNGwNbWlluxik9liWH4hDU6GOYXc+3aNbx//x6TJk3C7NmzoaCgADc3twoNCeEXd2RkJM6dOwcVFRU4OztDRkaGF5UfoatXr+LFixfQ0NDAiBEjAADnzp2DnZ0dOnbsCBcXFxAR3NzckJKSgtu3b/OqwvN3e0yYmprCx8cHK1euhK2tLTZt2lThOklH/7/TOBGhuPj/2rv3uJrS/Q/gn9XWRVIzklxCxt1gJGo6TC5HTU0IxQmZECrjMmFcyqUwGoxLBpNrIZRbTSrFccyIEjPMMC65pJGKGIpK1/39/eG31+xdcXBGO3t933+x19q7Zz+vtfd+vs96vs+3Art27cKTJ0+wYcMGtGvXDrGxsQBUtxjOy8uDnp4e9PT0AEhvu1eeDGGMVcZBB2PvkLy8PHh5eeHOnTto2LAhTpw4gTNnzqBz587Vnl/dwFBKg5/z58/DxsYGcrkc4eHh+Ne//gUAKCkpQWpqKqZMmYKHDx/CwMAAzZo1w9GjRyUzI12Zco2JvLw87Ny5Ex9++CH27t2L0tJS7N27F4sWLYKzszO2bNmi7ubWGOXPUGlpKQRBEK+RmJgYzJo1Cx07dhQDDwA4evQoevfuDX19fQB/BS2ajCdDGGP/DQcdjL1jMjIy4OTkhKtXr2Lp0qXw8/MDIK2Z5xepPLh7+PAh9u3bh8DAQDg5OWH79u0q58vlcly5cgU6Ojpo06YNtLS0JBWUKZw5cwZjx47Fzp07YWVlhaSkJPzzn//Etm3bMGbMGADAs2fPsH79epw4cQJxcXEaP4iubNmyZUhOTsbjx48xf/58ODo6oqysDPHx8Zg5cyZatWqF77//HpMnT4aOjg4OHz4smT7iyRDG2KuQ9giFsXeEcvKpjo4O2rdvDwcHByQmJmLHjh0AniddVlRUqKuJaieXy1UGeWVlZWjYsCHGjx+PhQsXIiIiAjNnzhSPl5aWQktLC507d0a7du3EJF8pDHwqXyelpaXQ19eHlZUV9u3bBycnJ6xbtw5jxoxBQUEBEhISIJPJMHnyZDHg0PSEaOX3t3z5cgQHB6NTp04wNTXFoEGDEBwcjDp16sDJyQkbNmxAZmYmBgwYgIKCAkRFRYnLsaTgvffew/Lly/HkyRPExcXBz89PDDiqu06qmxyRwueOManjTzljtZzyrGB8fDxsbGxw6NAh3LhxAwEBAeJSFw8PD3Fpwp9//gljY2O1tbmm/be8hC+++AKCIGDRokXQ0tLCypUroaOjU2XGVQp3iohIvE6Sk5NhaWmJ0tJSlJaW4sCBA5g0aRKCgoLg7e0NADh9+jT27NmDtm3bonXr1uJraHpfKd5feno6CgoKsHfvXvTv3x8A8O2338LX1xdyuRzTp0/Hp59+ivPnz+PixYuwsrKSzB0z5c+PYjKkZcuWSExMRLNmzeDh4SFOhvCyKcYY1+lgrBZTLiDm5+dHTZo0oQ0bNtCzZ8+IiOjixYs0evRo+uSTT2jr1q1ERGRnZ0eBgYFqaa+6zZkzh0xMTCg4OJgCAwOpdevWNHjwYCosLKTHjx/Txo0bycTEhCZMmKDupqoF15h4PYmJiSQIApmamtKxY8dUjn377bckk8lozZo1VFhYqHJMCn2l/B7j4uLo0aNHRER0/fp1GjVqFPXq1YvCwsJUnvPw4cMabSNjrHbhoIOxd0BAQACZmJhQSkoK5eXlqRy7evUqjRs3jpo3b05t27alDh06iIXapCQlJYXat29PqampRER08uRJ0tbWpp07d4rnFBUV0YoVK8jR0VFyFaHLy8spKiqKWrRoQR06dCAjIyO6ceOGeDw1NZW6d+9OnTp1osjISPr+++/J3t6ePvzwQ7GIohQG05UtWLCABEGgDRs2VDm2evVqEgRBrLItFTwZwhh7Exx0MFbL5ebmkq2trTiwyc7OpuTkZPLy8qKIiAgqKCig7OxsSkxMpJCQEHGAqFxtWxNVrnz9008/kYWFBRERRUZGUv369cVZ+6dPn9KRI0eopKSECgoKxEGTFAfRrq6uJAgC9enTR+XxsrIyunjxIg0ZMoTatWtHvXv3prFjx0qm0vjLrgVfX1/S1dWlAwcOVDm2d+9ejf+svQhPhjDGXodmLzhlTAPI5XJcvnwZmZmZOHXqFEJCQpCWliauwX/y5AkmTpyoUsm3oqJCo9eTE+clvDKqVGPis88+Q+/evbFhwwYMHDhQ3OpVEAR06dIFUVFRkqsxoZyb8J///AdFRUWQyWRwdHQE8DxPqKKiAqNHjwYAsYgdALi5uQHQ/D6q7MGDB/jPf/6D9evX4+OPP0ZOTg6uXLmCHTt2oF+/fhg4cCC+/vpruLm54fbt2/D09ESdOnUk10+MMSXqjXkYY8peNNu6fPlyMjAwIAMDA5o1axYlJiYSEZGzszNNnDixJpuodpyX8OqU329JSYnKXYtDhw7RBx98QE5OTirPSUxMVMlR0PRlaMrvb968eWRmZkYfffQR6erq0qRJk+jWrVvi8enTp1O9evVo165d6mhqrXLv3j0yNjamb7/9lpKSkmj06NHUo0cP6tq1KxkbG9PmzZurPEfT75Yxxl6OpxsYqyWUZ1vDw8ORnp6Oe/fuYeLEiZg9ezaGDRuGsrIydOzYEcDzGeyCggJ0795dnc2uURUVFSgrK8O1a9fQsWNH5OTk4Oeff4ahoSGA51ub+vj44LvvvkODBg3w6NEjREVFISsrC7/++qu4La4U7nAAf+3AVF2NiYEDB0JLSwszZ86EnZ2dSo0JOzs78TU0vdaE4v0tX74cYWFhiIqKgrW1NdauXYsZM2bgyZMn+Prrr/HBBx9g7dq1yMvLw7Zt2+Du7q7mltec6j4zpqammD17NgICAgAA3t7e+Pzzz2Fvb48hQ4bg3LlzmDhxospzeAcrxiRO3VEPY0zVV199Rc2bNyc3NzcaPXo0CYJAW7ZsEWdknz59SmfOnKGBAwdSly5dJLmenPMSXk75Dsc333xDjRo1oq+++oqGDh1KMpmM1q5dS3K5nMrKyighIYHat29PLVu2JBsbG7GvNP0Oh7K7d+/SmDFjxLypgwcP0vvvv0/z5s0jAwMDcnNzo7S0NPF8Kd0xU36vu3btosDAQPLx8aHz588TEdGNGzfoypUr4jlyuZz++c9/ctI4Y6wKDjoYq0WioqKoadOm4g96UlJSld1xEhIS6NNPPyU7OzvJDKYVA2DFQHn79u20du1aatu2rcryIOV+ePz4sbibDpHmJ9ZX59atWzR//nw6fvy4+NjKlStJEARavXq1OKAsLCyklJQU8f9S66vCwkI6cOAA5eXl0dmzZ8nc3JyCg4OJ6HnQJggCOTg40N27d8XnSCnwIOLJEMbY/46XVzFWi+Tm5qJ///6wsLBAZGQkJkyYgI0bN2LEiBHIz8+HXC6HnZ0dDA0NYW1tLYkiZMpLO8rKyiAIAsaNG4eKigq0aNECs2bNEhOiFcs3jh49it69e4uJ0ESk0X1UnaNHj8LBwQGNGjVCnz59xMdnzZoFQRDw1VdfQRAETJo0Cfr6+vj4448BQDJV2ZXp6+tj0KBB0NHRQWJiIrp06YKxY8cCAHR1deHm5oaHDx+qbNYglSV6ABAdHY3du3cjNjYWFhYWOHXqFPbs2QNDQ0Nxedrp06exZs0ayOVy/PLLL6hTpw4XBWSMqZDOtyZj74C8vDxkZ2cjJiYGkyZNwooVK8QdmCIiIjBz5kyUlJTAxsZGzE/Q9AGicl7CsGHD0LdvXxw5cgQymQwDBw7E6tWrce3aNdjZ2eHmzZuwt7fHunXrULduXfE1ND0voTr29vaYP38+cnNzcf36dZVjM2fOxMqVKzFjxgxx9yoFTR5My+XyFx7T1tYGEeH69et4+vQptLS0UFJSguPHj8PFxQVHjx4VP3NSU3kyxNHRUWUy5PHjx7Czs8OiRYuQkJAAbW1tlJeXc8DBGFOhub8ujNVi5eXl1T5ub2+PwsJCuLi4ICAgAD4+PgCAwsJCxMfHQ1tbW5y9B6QzQFy+fDmCg4PRqVMnmJqaYtCgQQgODkadOnXg5OSEDRs2IDMzEwMGDEBBQQGioqLEbWKl4EUD4cWLF+PLL7/EjBkzcPDgQZVjvr6+2LNnD4YNG1YTTawVFJ+X/Pz8KscEQYAgCJgwYQKSkpLwySefoGvXrsjIyICzs3OV15ASngxhjP0d+FuBsRqUn58PIyMj8Qc5IiICWVlZMDMzw4gRI9ClSxc4ODggPz8fmZmZSEtLQ05ODlasWIHs7GwcPHhQHExr+uy9YnCXnp6OgoIC7N27F/379wcAfPvtt/D19YVcLsf06dPx6aef4vz587h48SKsrKwksexMgWtM/HfHjx/H3bt34eHhgSlTpqBu3boICgqq8p7lcjlsbW2RlJSEmJgYGBoa4quvvpLMUqEXXQf29vY4dOgQXFxcsGLFiiqTIY0bN5bMZAhj7M1p7q8MY7WMq6sr9PT0sHr1ajRq1Aj+/v5Yu3YtLCwskJycjJiYGCxfvhz+/v6oqKhAQkICvvvuO1hYWKBhw4Y4d+6cZAY/CpyX8HKkVODQz88Pu3btgrGxMa5duwYPDw/MmTMHH3zwAYKDgyEIAjw8PPDs2bMq271qcl/l5eVh8+bNuHPnDg4cOIATJ07gzJkz1b5nxSy9jY0NbGxsxMc1PSjjyRDGWI1QZxY7Y1Jy4MABkslkNHnyZPr5559pwIABdO7cOSIiSk1NpYYNG5KLiwtlZmYSEVFxcTGlpKRQdna2ZHcVIiJasGABCYJAGzZsqHJs9erVVXb3kqJvvvmGmjRpQmfOnCEiojVr1pAgCOTm5qZS3M7Dw4P69u2rrmaqze3bt6lTp04kCAJ9/fXX4uNS24GqOi4uLjR69Gi6f/8+ERH5+fmRvr4+9erViwRBoFGjRlFmZiaVlpbS/PnzqUePHlSnTh3q2bMnOTo6SmYHPcbY/46DDsZqgGJwExcXR1paWjRixAgaPny4SuXnM2fOkImJCY0YMUJl3/vKr6GpXvb+fH19SVdXlw4cOFDl2N69eyUZjClwjYnqKb/PrKwsGjp0KDk6OpKtrS2FhYWJx6Q+WObJEMZYTeGgg7G3TPHDrNjPPiYmhrS0tKhx48Z0/fp1lWOpqanUpEkTsrOzo9u3b6ulveqgPEA8fvw4HT58mOLj41XOmTZt2gsDDyLpDny4xkRVyu8vLi6OHj16RERE169fp1GjRlGvXr1UAg8ioocPH9ZoG2sDngxhjNUkzvZi7C1STvJNTk5Gfn4+Bg0ahISEBOTm5mLVqlW4f/++uB7aysoKkZGR0NHRQYsWLdTc+ppBlfISPDw8MH/+fAwdOhReXl5IT08HAAQHB8Pb2xseHh4IDw+v8jqavOb+ZRQ1JoyMjF5YY6KiokIyNSaUryd/f39MmDABe/fuRXFxMdq2bYu5c+fC3Nwc27Ztw7Zt2wA8T5TesGGDOptd4xTfTUSEzz77DNHR0Thw4ACSkpKQlZUF4HlfWltbIzY2FklJSZg+fToyMjJUXkeTryXG2N9MrSEPYxpMcfeC6Pk6aQsLCwoODqaSkhIiIoqNjSUtLS2aPHky3bt3r8pziKQ1i8h5CS/3smtBLpeTXC6nMWPGUN++fenp06dUXFxMAwcOVLkzJKXrKSAggExMTCglJYXy8vJUjl29epXGjRtHzZs3p7Zt21KHDh3E3AQpUL4OTp06JfbP0aNHSUtLi7y8vKp8J508eZKcnJwkdQ0xxv5eHHQw9pYFBgaSsbExJSUlUW5uLhH99aMfGxtLMpmMpk6dStnZ2epsplpxXsKrqzyAVvbTTz+RTCajbt26Ubt27ahz586SXHaWm5tLtra24vWUnZ1NycnJ5OXlRREREVRQUEDZ2dmUmJhIISEhYh9Joa94MoQxpi7SXI/AWA25d+8ejh07hnXr1qF3797i4/Q84IeTkxOio6MxePBgmJubY8aMGWpsrfq8//77cHZ2xoABA3Du3DnMnDkTAQEBmDZtGoyMjDBv3jzk5eVh69ataNasmbi1qRSWdnCNidcnl8tx+fJlZGZm4tSpUwgJCUFaWhpKS0tx4MABPHnyBBMnTlRZclZRUSGJJXqKLW0XL16MTZs2ITo6Gu3bt4eOjg7kcjmcnJwQExMDZ2dnyGQyzJs3T6WfAF5SxRh7M5r/DcuYGpWWluL333+Htra2yuMymQxFRUUgIgwcOBAnT54Ua0xIkSIvQUdH54V5CQ8fPpRMXoIC15j476oLPk1NTTF79mwEBAQAALy9vfH555/D3t4eQ4YMwblz5zBx4kSV50gpKOPJEMaYOmjuLxFjtYCWlhaaNWuGrKysKoOjlJQUnDhxAn5+fuIPvxQHiAra2togIly/fh1Pnz6FlpYWSkpKcPz4cYwdO1aspC2VOxwA8N5772H58uVwcnJCamoqli5dis6dOwOovh+q6xepXE/h4eFIT0/HvXv3MHHiRMyePRvDhg1DWVkZOnbsCOD5oLqgoADdu3dXZ7PVjidDGGPqII1fbsbUxMzMDHZ2dli0aBGOHj2KiooKAEBhYSGCg4ORkZGBunXriudr8gAR+GtQnJ+fX+WYIAgQBAETJkxAUlISPvnkE3Tt2hUZGRlwdnau8hqaTC6Xi//W0dFB+/bt4eDggMTEROzYsQPA835QXE9SpbgWZs+eDT8/P1y9ehVPnjyBpaUltm7ditatW6Njx44oKChAamoqBg8ejNzcXPj5+am55epVeTJEWUpKCoKCglBUVITevXujTp06KC8vV1NLGWOaRLNHOIzVgBfNvCseX7NmDR4/fgxXV1cMGzYMenp6uHbtGh49eoQLFy6I2+Uq1lprIs5LeHXK11N8fDxsbGxw6NAh3LhxAwEBAdiyZQsAwMPDQ+yPP//8E8bGxmprszpFR0dj9+7diI2NhYWFBU6dOoU9e/bA0NBQ/EydPn0aa9asgVwuxy+//CKp66k6ypMhHTp0gJ2dHWQymTgZYmhoKKnJEMZYzRCIiNTdCMY0wa1bt9C6dWuVQaNyMLFu3TpcvHgRDx8+RIcOHbB06VJxFlGTf9Tz8vLg5eWFO3fuoGHDhmJegmKZUGXVBXGa3kcKyteLv78/QkNDMX/+fIwfPx56enq4dOkSli9fjjt37sDDwwOenp6wt7dH7969sXDhQjW3Xj02b96MpKQk7Nq1C5GRkZgwYQJWrlwJb29v5OfnQy6Xw8jICKmpqbC2toaWlpYkrqf/NhkCAGPHjsWBAweqnQxRLHfU5MkQxljN4qCDsb/BkSNH4OTkhLt376Jp06Yqx16WgyCFwQ8AZGRkwMnJCVevXsXSpUvF5S1Sys94HYGBgdiwYQNiYmLQsWNHGBkZiceuXbuGFStW4N///jf09PQgk8lw8eLFKuvzpWLFihVITEzE9OnTMWbMGHzzzTfw8fEBAGzatAmpqanYsGGDOHMvtWuOJ0MYY7UFBx2M/Q3u37+PYcOGwd3dHT4+PpIb2FRHuQ+ys7MxZcoUFBcXo7CwEOPHj4eHhwcASHqZS3UePHgAV1dXfPHFFxgxYgRycnKQkZGBHTt2oF+/fhg4cCCePHmCS5cu4fbt2/D09JTEIPFF7+/XX3+Ft7c3fvnlF6xYsQK+vr4AnudNjRo1Co0bN0ZISIgkZ+x5MoQxVpvwtwpjr6m6H+tGjRqhTZs22LNnD3x8fDjg4LyEN8Y1JlTl5+fDyMhIfH8RERHIysqCmZkZRowYgS5dusDBwQH5+fnIzMxEWloacnJysGLFCmRnZ+PgwYOSyJuqTvfu3WFjY4MffvihymTIy76jNPVaYoypl7RHRoy9AcWP9Z07d8RdXQRBwLJly3Djxg1s3rxZnc1TOyIS+8jf3x8TJkzA3r17UVxcjLZt22Lu3LkwNzfHtm3bsG3bNgCAvb09NmzYoM5mq0XlnYMA1RoTjo6OaNKkCb7++mv89ttv6N27N86dO1flOZp6p0hxxyc3NxfA8+vJ09MTUVFRGDlyJNzd3ZGTkwN/f3+4uroiKSkJnTt3xuzZswEA586dE5PGNT3gqO5aUp4MAaSx8xtjrPbi5VWMvYHQ0FAEBQWha9euCAwMhJmZGYyMjDBhwgQAwNatWyU5s6qM8xJe7mU1JiwsLHDz5s0qNSbs7Oxga2srmaTxgwcP4l//+he8vLwwfvx4zJ07F0FBQejRowfOnj0LJycn9OnTB2vXroWZmRlKSkpw4cIFtGzZEqamppJJGld2584dNG3aVHzPWVlZsLS0xOLFizFp0iQ1t44xJmUcdDD2Bp48eYLdu3cjMTERKSkpGDBgAD7//HPI5XI4OzsjOTkZPXr0UHcz1YbzEl7d7NmzERERgV69ekEmk2HPnj3YvHkzPD09IQgCCgoKcPnyZSxduhR//PEHzp8/L4k+UgRl8fHxGDRoEFxdXUFECAsLg76+PgAgNTUVgwYNQr9+/RAQECAGaJVfQyp4MoQxVqsRY+ylKioqVP5fXFys8v99+/aRr68v1a1bl0aNGkUymYw8PT3p2bNnJJfLa7Kptca9e/fI2NiYvv32W0pKSqLRo0dTjx49qGvXrmRsbEybN2+u8pzy8nI1tFS9oqKiqGnTpnT+/HkiIkpKSiJBECgyMlI8JyEhgT799FOys7Oj0tJSItL8vlJ85hSfn5iYGNLS0qLGjRvT9evXVY6lpqZSkyZNyM7Ojm7fvq2W9tYW+fn5tHHjRnJ2dqZGjRrRqFGjKCEhgeLj40lbW5vOnTun7iYyxiRMOlNAjL0B5ZnSTZs2Yfz48XB3d8e+ffvEc4YPH47Vq1fjwoULaNGiBbp3747Dhw+jqKhITGDVZJyX8OZyc3PRv39/WFhYIDIyEo6Ojti4cSNGjBiB/Px8PH78WCzilpCQAG1tbZSXl2t0Xyl/5pKTk5Gfn49BgwYhISEBubm5WLVqFe7fvy9+tqysrBAZGQkdHR20aNFCza2vOZU/dyUlJTA0NISPjw+io6Oxfv16mJqaYujQoQgPD4dcLkdISAiKi4s1/juJMVY78fIqxl7B3LlzER4eDicnJxgaGmLVqlVYs2YNvL29oaurKw6UKioqUFJSgl69esHW1hbBwcHqbvpbxXkJ/xuuMaGKKhVHPHLkCMaOHQtvb2/o6OggLi4OgwcPhre3NxYuXAhTU9Mqy4U0vY+AqpMhqampePr0KYYPH44RI0aonJuWloawsDAcP34cf/zxB65evYoGDRrwMivGWM1T2z0Wxt4Ru3btInNzc0pNTSUiosTERBIEgQRBoIULF4pLXoj+Whbi7+9PI0eOVEt71eGrr76i5s2bk5ubG40ePZoEQaAtW7aIS2CePn1KZ86coYEDB1KXLl2orKxMzS2uWS96vxcuXCBra2uqU6cOrV69Wny8oKCABg8eTJMmTZLkEr3AwEAyNjampKQkys3NJaK/PluxsbEkk8lo6tSplJ2drc5mqt2cOXOoWbNmNGnSJJo1axYJgkBr164Vl4Aq+qy8vJwKCwupW7duNG3aNHU2mTEmYZqfjcjYa6o8U/r06VPMnj0bVlZWiIuLw6hRo7BlyxaUl5fDx8cHRkZGmDJlCnR0dMTn5eTk4Pr163j27Jk4S62poqOjsXv3bsTGxsLCwgKnTp3Cnj17YGhoKM6knj59GmvWrIFcLscvv/wibmOqycuEAK4x8Sbu3buHY8eOYd26dejdu7f4OBGBiODk5ITo6GgMHjwY5ubmmDFjhhpbqz7h4eGIjIzEoUOHYGVlhaNHj2LVqlXw9fXFo0ePMH/+fHE3OEEQoK+vDycnJ6Snp6u55YwxqeKgg7FKFIHD3Llz0a9fP7i6uqKgoABZWVnw8/PDokWL4OnpiUuXLkFfXx+zZs2CgYGBuB1lRkYGcnNzsWnTJo0POICqeQkTJkxQyUuQy+Wws7ODoaEhrK2tJbONqaurK/T09LB69Wo0atQI/v7+WLt2LSwsLJCcnIyYmBgsX74c/v7+qKioQEJCAr777jtYWFigYcOGKjUmND04U1ZaWorff/+9yvbJMpkMRUVFICIMHDgQJ0+exMcff6ymVtY8ngxhjL3z1HujhbHaQ3kZy6FDh6hhw4Z04sQJ8bGzZ8/Shx9+SFeuXCEiohs3btC0adMoPj5eZfmMXC6np0+f1li71W358uXUv39/+uGHH8jQ0JA2btwoHgsJCaFx48ZRUVGR+Fjl3cA01YEDB0gmk9HkyZPp559/pgEDBoi7B6WmplLDhg3JxcWFMjMziej5rmgpKSmUnZ0t9pHUlqEREWVmZtKHH35Ia9asqXKt/Pvf/yZ/f38qLCwUH5NaH82ZM4cSEhIoNzeX0tPT6e7du9S1a1datWoVERFdvHiR6tWrR4Ig0KZNm8Tn3b59mwYOHEg///yzuprOGJM4zc62Y+w1KJavxMfH4/jx41i4cCH69u2rcs6VK1dw+vRp/Pbbb/jyyy+Rnp4OR0dHscaE4nUMDAxquvlvneL9VWZvb4/CwkK4uLggICBATIQuLCxEfHw8tLW1oaenJ56v6Um+wPNZaRcXF8TExCAkJAQrVqzA+++/j06dOgEArKysEBsbi5MnT2LmzJm4evUqdHV18fHHH6NJkybQ0tKCXC7X+LtB1TEzMxN37Dp69CgqKioAPL+egoODkZGRoTJLr+l9REp7vURFRWHbtm3Q1dWFiYkJWrVqhezsbFRUVMDR0REAULduXXh6eiIuLg7jx48Xn9uyZUvs3bsXlpaWNf4eGGMM4OVVjKm4cOECFi5ciJs3b2LJkiUA/tqasmfPnggMDMSkSZPQunVrGBkZISUlBcDzgYGmDn44L+H1KJbBEBE+++wzREdHY8iQIWjUqBGysrLQtm1bEBGsra0RGxuLIUOGYPr06di8eTPMzc3F19Hk4OxFO0wpHl+zZg0eP34MV1dXDBs2DHp6erh27RoePXqECxcuSOp6ep3JkNLSUvj7+0MQBDEIUSxl1NTJEMbYO0Sdt1kYq422bdtGH374IXXr1o1u3LhBRKpLgi5dukRnz56VxBIYFxcXGj16NN2/f5+IiPz8/EhfX5969epFgiDQqFGjKDMzk0pLS2n+/PnUo0cPqlOnDvXs2ZMcHR0lU8xOQfk6OXXqFOXl5RER0dGjR0lLS4u8vLzo3r17RPTXcr6TJ0+Sk5OTZJadKbt58yYRqfab8jLH4OBg8vT0JGdnZ5ozZ474WdPkz1x1zp8/T5aWlmRkZETr1q0joud9pui3xYsXkyAI1KZNG7K0tBQ/d1Lc+YwxVntx0MHY/1MeyOzatYusra3Jzc2N0tPTiej5j3zlH3FNH0xzXsKrU742/Pz8yMLCgoKDg6mkpISInm/1qqWlRZMnT64SeChIKfCIj48nQRAoKyuryrGX9YNUrqfKeDKEMfau4+KAjP0/+v/lGg8ePICJiQlCQ0MRGhoKMzMzLFu2DObm5pJZ0gH8tdQlPj4egwYNgqurK4gIYWFh0NfXBwCkpqZi0KBB6NevHwICAsQigJVfQ0oWL16MdevWITo6Gu3bt4eJiYnYD3FxcXB2dsbkyZMxb948NGnSRN3NVZv79+9j2LBhcHd3h4+PjySvlVehvNNbeHg41q9fj1atWmHZsmVo1aoV5HI5BEFQ+V6S2o5njLF3A3/DM8lR5GgoUwQTBw8ehIuLC+7evYtx48bBw8MDOTk58Pb2Rk5OjuQCDlLKSzhw4ACSkpKQlZUFACp5CUlJSZg+fToyMjJUXkdqg8jKNSZMTEwAVK0xsX79euzdu1fNra051X3mGjVqhDZt2mDPnj0ApHetvCpF8PDgwQO4u7vDy8sLWVlZ8Pf3R0ZGRrX9xgEHY6w24m95JjmKH+mIiAjk5uYCeJ6sGRERgXHjxmHkyJEwMzMDAHh6emLIkCFo3bo1TE1N1dbmmqQ845ycnIz8/HwMGjQICQkJyM3NxapVq3D//n0xmdfKygqRkZHQ0dFBixYt1Nx69XpZjYlnz56hsLBQrDExbdo0NbWy5imupzt37qjs8rZs2TLcuHEDmzdvVmfzagWeDGGMaToOOpgkZWZmYtSoUbh27RoAoLi4GNu3b8eSJUvELV8Vg4Dp06dj/fr14jammoyIxAGiv78/pk6dih07dqC0tBR2dnaIiYnBli1bsHjxYpXA45NPPkFsbKwk+uhltLS00KxZM2RlZVXph5SUFAQFBaGoqAi9e/dW2WZZCkJDQzFgwAC4ubnh8uXLyM/PR7NmzTBw4ECcPXsWgOr2sFLDkyGMMU3HOR1MEirnYvz555/o2bMnNm7cCAcHBwBAUVGRmKtQ3fOklM/BeQlvztfXF9u3b0dkZCTs7Owgk8lQWFiIkSNHwtDQELt27ZLMdaTsyZMn2L17NxITE5GSkoIBAwbg888/h1wuh7OzM5KTk9GjRw91N1OtMjMz0bJlS/z444+wtbVFcXExBg8eDCcnJ0yfPh2A6p1IxXcS58Mwxt4FmllYgLFKFIO8R48eoUGDBjA2NsZHH32EpKQkMejQ0dEB8Ndsa+XkTKkMFCvnJShUzksYPHgwzM3NMWPGDDW2tuZxjYn/rnIflZSUwNDQED4+PvDx8cH+/fuRkpKCoUOHYujQoZDL5QgJCcH69euhq6ur0X2jrPJ1oK+vD3NzcxQVFQEA9PT0EB0drTIZosi1Unw/Kd+dZIyx2oy/qZhkBAUFwdbWFtbW1vDy8sK1a9eQlZWFhw8f4tmzZ+IOMZWDDanhvISXUwzwbt26BeCvZXiKwSAAhIWFYdmyZdDR0UFubi7+8Y9/4Ndff4W2tjbKy8s1+vpSDjg2bdqE8ePHw93dHfv27RPPGT58OFavXo0LFy6gRYsW6N69Ow4fPoyioiJxIC0FypMhAFQmQxSUJ0OUJ0QqvwZjjNV2fKeDSYatrS06deqEEydOoLy8HAUFBdi5c6dYRbtnz54wMDDA1KlTYWVlpe7mqk3lvATlWdSUlBScOHECfn5+4l0Q5S09peLIkSNwcnLC3bt30bRpU/Fx5aUu1QVkUugrxfUyd+5chIeHw8nJCebm5nBzcxOTn3V1dSGXy9G+fXssXboUCxYsQK9evRAYGIjg4GBJDaSDgoKwe/du1KtXD926dcO1a9dgZGSEhw8fol69eqhbty4ADi4YY+8+zf71Y0xJr169AADOzs4AAHt7e0yZMgVffPEF7t27h5ycHFy+fBmWlpbqbKbamZmZwc7ODosWLUKHDh1U8hKCg4NhaGgoDoQAaPwgujrdu3eHjY0Nfvjhhyo1Jl621EUqfRUeHo7IyEgcOnQIVlZWOHr0KFatWgVfX188evQI8+fPF++kCYIAfX19ODk5IT09Xc0tr3k8GcIYkwpp/AIy9v8Ua6ErKirQsGFDyGQyfPLJJ2I9BQVNL67FeQmvrrq+Uq4x4ePjI/k19ZX76OnTp5g9ezasrKwQFxeHUaNGYcuWLSgvL4ePjw+MjIwwZcoU6OjoiM/LycnB9evX8ezZM5WgVtPxZAhjTCo46GCSohgky2QyWFlZQRAEpKSkYPDgwSrnaXLAAajmJbRu3VocNConqYaFhaF79+64ePGimJewdOlScatXqczaK9eYaNq0KerUqSPWmLC0tMTmzZsxadIkNbdSvZSXVPXr1w+urq4oKChAVlYW/Pz8sGjRInh6euLSpUvQ19fHrFmzYGBgIPZbRkYGcnNzsWnTJkkFHAo8GcIYkwJpT88xSZPL5Xj27BlycnLU3RS1OHLkCNq2bYvs7GyVWWpFXgIATJs2DVu3bkV0dDS++eYbyQUcClxjonrK7zkqKgrbtm2Drq4uTExM0KpVK2RnZ6OiogKOjo4AgLp168LT0xNxcXEYP368+NyWLVti7969kp3Nf9FkSGUccDDG3mUcdDDJ0tHRwcqVK+Hp6anupqiFcl4CoFoRmfMSVLm4uMDX1xfl5eXo378/Jk+ejMTERLi4uGDnzp34+eefJbHUrDLFe46Pj8fx48excOFC9O3bV+WcK1eu4PTp0/jtt9/w5ZdfIj09HY6OjirFEQVBgIGBQU03v1aS+mQIY0xzcXFAxqD5uwpVl5dARBg7dizS09NVtuiUuupqTOjq6or/V9SYCAkJwdChQxEZGYmxY8dKrsaEwoULFzBx4kTcvHkTS5YswdSpU1W2EV6yZAkWLVqE1q1bw8jICCkpKdDW1pZMTtCbCA8Ph5ubm0Z/JzHGpIeDDsYkRDkvAQCysrJgaWmJxYsXSz4vAahaYyI1NRVPnz7F8OHDMWLECJVz09LSEBYWhuPHj+OPP/7A1atX0aBBA0kOprdv347Vq1dDW1sb+/fvR5s2bVT68vfff8ezZ89gaWkJLS0tjQ/y/y7cT4wxTcLLqxiTCM5L+O+UE6KXLFkCbW1tscZEcHAwSkpKAEClxsSPP/6Ipk2bIjAwEIC06ikolkeNHz8ec+fOha6uLhYsWIDbt29DS0sLcrkcRITOnTujZ8+e0NLSQkVFBQ+kXxH3E2NMk3DQwZhEcF7Cq1GuMbFp0ybY2dkBAHx9fbFs2TKUlZWJwYlyjYkHDx6os9lqoUhsfvDgAdzd3eHl5YWsrCz4+/sjIyOj2twgToZmjDFp4qCDMQ2knBQOPM9LMDQ0hI+PD6Kjo7F+/XqYmppi6NChCA8Ph1wuR0hICIqLiyV3t6NyX1WuMTF8+HBs2bIF33//PZYsWYLvvvsOpaWlAFBtjQlNVLmPgL+2eT148CBcXFxw9+5djBs3Dh4eHmLl8ZycHA5kGWOMAeCggzGNUzkvYfz48XB3d8e+ffvEc4YPH47Vq1fjwoULaNGiBbp3747Dhw+jqKhILPwnFcpLqhITE+Hq6goHB4cqNSb+8Y9/iDUmwsLCxOdLocaEoo8iIiKQm5sL4PldnoiICIwbNw4jR46EmZkZAMDT0xNDhgxB69atYWpqqrY2M8YYq104kZwxDTV37lyEh4fDyckJhoaGWLVqFdasWQNvb2/o6uqKwUlFRQVKSkrQq1cv2NraIjg4WN1NrxHKCd9RUVGYNGkS9u/fL275eu7cOYwbNw779+9Hx44dcfPmTXz33XdwcHCAnZ2duN6eiFBYWKjxW75mZmaiZcuW+PHHH2Fra4vi4mIMHjwYTk5OmD59OgDVgFfRv9XtnMYYY0x6OEuNMQ2knJdgZWWFo0ePYtWqVfD19cWjR48wf/58aGtrA1DNS0hPT1dzy2vO69SYKC0thb+/PwRBEAvdKXYW0tQaE5V34dLX14e5uTmKiooAAHp6eoiOjoa+vr54jnJFe8UdMw44GGOMARx0MKYRKs8mV85LGDVqFLZs2YLy8nL4+PjAyMgIU6ZMgY6OTrV5CZq6TKiyCxcuYOHChWKNCeCv/IWePXsiMDAQkyZNUqkxATwfkGv6zkKKgOPRo0do0KABjI2N8dFHHyEpKQkODg4AnhfYBP7a9UwRbFR+DcYYY4yXVzGmQebOnYt+/fqhe/fuKCgogI6ODj777DN4eHhgxowZuHTpEmxsbFBUVISQkBCxNkdGRgamTp2KgIAAWFpaqvld1CyuMfFiQUFB2L17N+rVq4du3brh5MmTsLa2xrfffot69epJJjhljDH2v+Ogg7F3GOclvDnl4CE8PBzr169Hq1atsGzZMrRq1QpyubzKzH1FRYWktnw9ffo0Hj58iBMnTqC8vBw//PADsrKy0K9fP6SlpaFnz54wMDDA1KlTYWVlpe7mMsYYq8U46GBMA8THxyM+Ph7t27fH1KlTxcfPnTsHa2trbN68GT179hTzEg4fPgxA2hWPFQHbgwcPYGJigtDQUISGhsLMzAzLli2Dubm5JKuLv0xMTAymTJmCtWvX4t69e8jJycHly5exf/9+SQVjjDHGXp80RxuMaRDOS3i56nZPUq4xERwcjD179mDcuHGQy+UIDw+Ht7c3QkND0aRJEzW1uvZQ9FVFRQUaNmwImUyGTz75BCYmJirnSe0uEGOMsdfD24ow9o6zsLDA5MmTYWZmhu3bt+PmzZsqg+wFCxbg4sWL2LNnD86ePQttbW2Ul5dLZgafa0z8bxTXiUwmg5WVFQRBEANXZRxwMMYYexleXsXYO4zzEl4N15j4e5SWlqJly5YICAiAl5eXupvDGGPsHaL5aysY02CK4OHBgwdwd3dHWVkZQkND4e/vr5KXUN1zNBnXmHg7dHR0sHLlSri5uam7KYwxxt4x/IvK2DtAkaOhTDkvwcXFBXfv3sW4cePg4eGBnJwceHt7IycnRzLLqJQp15gAoFJjQkG5xoRynYnKr8FUubu7o06dOigvL1d3UxhjjL1D+E4HY+8A5byE/v37o1GjRmJewqRJk7B8+XKVvISCggJcv35d0nkJlWtMXLt2DUZGRnj48KFKjQkOLt6MFDYhYIwx9vfhnA7G3hGcl/B6uMYEY4wxVnvwVBVjtRTnJfxvevXqBQBwdnYGANjb22PKlCn44osvVGpMSK0CO2OMMaYOHHQwVksp5yU0aNBAJS/BwcEBgGpeguI5nJfwF64xwRhjjNUO0pwCZewdERQUBFtbW1hbW8PLywvXrl1DVlYWHj58iGfPnonr6isHG+w5rjHBGGOM1Q58p4OxWszW1hadOnUS8xIKCgqwc+dOZGZmcl7Ca5LL5Xj27BlycnLU3RTGGGNMcjiRnLF3SExMDKZMmYK1a9eq5CXs37+fZ+tfQXh4ONzc3HjnJcYYY6yG8S8vY7Uc5yX8fdzd3QGoVnJnjDHG2NvHOR2M1XKcl/D344CDMcYYq1kcdDD2DuG8BMYYY4y9izing7F3DOclMMYYY+xdw0EHY+8ozktgjDHG2LuCgw7GGGOMMcbYW8U5HYwxxhhjjLG3ioMOxhhjjDHG2FvFQQdjjDHGGGPsreKggzHGGGOMMfZWcdDBGGOMMcYYe6s46GCMMcYYY4y9VRx0MMYYYxIwduxYDBkyRPx/37598eWXX9Z4O3788UcIgoC8vLwXniMIAqKjo1/5NQMCAtCtW7f/qV0ZGRkQBAG//vrr//Q6jLHqcdDBGGOMqcnYsWMhCAIEQYCOjg7atGmDxYsXo7y8/K3/7UOHDmHJkiWvdO6rBAqMMfYyXM6YMcYYUyMHBweEhoaipKQE8fHx+OKLL6CtrY158+ZVObe0tBQ6Ojp/y99t0KDB3/I6jDH2KvhOB2OMMaZGurq6aNy4MVq2bAkfHx8MGDAAMTExAP5aEvX111+jadOmaN++PQAgMzMTI0aMwHvvvYcGDRrA2dkZGRkZ4mtWVFRgxowZeO+992BsbIzZs2eDiFT+buXlVSUlJZgzZw6aN28OXV1dtGnTBtu2bUNGRgb69esHAHj//fchCALGjh0LAJDL5QgKCkKrVq1Qt25dfPTRRzhw4IDK34mPj0e7du1Qt25d9OvXT6Wdr2rOnDlo164d9PX18cEHH2DBggUoKyurct6mTZvQvHlz6OvrY8SIEcjPz1c5vnXrVnTs2BF6enro0KEDNm7c+NptYYy9GQ46GGOMsVqkbt26KC0tFf9//PhxpKWl4dixY4iNjUVZWRk+/fRT1K9fH0lJSTh9+jQMDAzg4OAgPm/VqlUICwvD9u3bcerUKTx69AhRUVEv/buff/459u7di3Xr1uHq1avYtGkTDAwM0Lx5cxw8eBAAkJaWhpycHAQHBwMAgoKCsHPnToSEhODy5cvw9fWFu7s7fvrpJwDPg6Nhw4Zh0KBB+PXXXzFhwgTMnTv3tfukfv36CAsLw5UrVxAcHIwtW7ZgzZo1KufcvHkT+/btw+HDh5GQkIALFy5g8uTJ4vHdu3dj4cKF+Prrr3H16lUsW7YMCxYswI4dO167PYyxN0CMMcYYUwsPDw9ydnYmIiK5XE7Hjh0jXV1dmjVrlnjc1NSUSkpKxOfs2rWL2rdvT3K5XHyspKSE6tatS4mJiURE1KRJE1qxYoV4vKysjMzMzMS/RUTUp08fmj59OhERpaWlEQA6duxYte08ceIEAaDHjx+LjxUXF5O+vj4lJyernOvp6UkjR44kIqJ58+ZRp06dVI7PmTOnymtVBoCioqJeeHzlypVkaWkp/n/RokUkk8no7t274mNHjhwhLS0tysnJISKi1q1b0549e1ReZ8mSJWRjY0NERLdv3yYAdOHChRf+XcbYm+OcDsYYY0yNYmNjYWBggLKyMsjlcowaNQoBAQHi8S5duqjkcfz222+4efMm6tevr/I6xcXFuHXrFvLz85GTkwNra2vxWJ06ddCjR48qS6wUfv31V8hkMvTp0+eV233z5k0UFRXBzs5O5fHS0lJYWFgAAK5evarSDgCwsbF55b+hEBkZiXXr1uHWrVsoKChAeXk5DA0NVc5p0aIFmjVrpvJ35HI50tLSUL9+fdy6dQuenp6YOHGieE55eTmMjIxeuz2MsdfHQQdjjDGmRv369cP3338PHR0dNG3aFHXqqP4016tXT+X/BQUFsLS0xO7du6u8lomJyRu1oW7duq/9nIKCAgBAXFycymAfeJ6n8ndJSUnB6NGjERgYiE8//RRGRkaIiIjAqlWrXrutW7ZsqRIEyWSyv62tjLEX46CDMcYYU6N69eqhTZs2r3x+9+7dERkZiUaNGlWZ7Vdo0qQJUlNTYWtrC+D5jP4vv/yC7t27V3t+ly5dIJfL8dNPP2HAgAFVjivutFRUVIiPderUCbq6urhz584L75B07NhRTIpXOHPmzH9/k0qSk5PRsmVL+Pv7i4/98ccfVc67c+cOsrOz0bRpU/HvaGlpoX379jA1NUXTpk2Rnp6O0aNHv9bfZ4z9PTiRnDHGGHuHjB49Gg0bNoSzszOSkpJw+/Zt/Pjjj5g2bRru3r0LAJg+fTq++eYbREdH49q1a5g8efJLa2yYm5vDw8MD48ePR3R0tPia+/btAwC0bNkSgiAgNjYWDx48QEFBAerXr49Zs2bB19cXO3bswK1bt3D+/Hl89913YnK2t7c3bty4ga+++gppaWnYs2cPwsLCXuv9tm3bFnfu3EFERARu3bqFdevWVZsUr6enBw8PD/z2229ISkrCtGnTMGLECDRu3BgAEBgYiKCgIKxbtw7Xr1/HpUuXEBoaitWrV79Wexhjb4aDDsYYY+wdoq+vj5MnT6JFixYYNmwYOnbsCE9PTxQXF4t3PmbOnIkxY8bAw8MDNjY2qF+/PoYOHfrS1/3+++/h6uqKyZMno0OHDpg4cSIKCwsBAM2aNUNgYCDmzp0LU1NTTJkyBQCwZMkSLFiwAEFBQejYsSMcHBwQFxeHVq1aAXieZ3Hw4EFER0fjo48+QkhICJYtW/Za73fw4MHw9fXFlClT0K1bNyQnJ2PBggVVzmvTpg2GDRuGzz77DPb29ujatavKlrgTJkzA1q1bERoaii5duqBPnz4ICwsT28oYe7sEelFWGWOMMcYYY4z9DfhOB2OMMcYYY+yt4qCDMcYYY4wx9lZx0MEYY4wxxhh7qzjoYIwxxhhjjL1VHHQwxhhjjDHG3ioOOhhjjDHGGGNvFQcdjDHGGGOMsbeKgw7GGGOMMcbYW8VBB2OMMcYYY+yt4qCDMcYYY4wx9lZx0MEYY4wxxhh7q/4PSCPKIe8eDxUAAAAASUVORK5CYII=",
+      "text/plain": [
+       "<Figure size 640x480 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "## Load Ground Truth Labels\n",
+    "findings_csv = os.path.join(\"./classification_demo/data_input/dcm_sample_label.csv\")\n",
+    "findings_df = pd.read_csv(findings_csv)\n",
+    "\n",
+    "# Generate dictionary to organize all probabilities corresponding to name\n",
+    "pred_dict = {\n",
+    "    name: {\"pred_text\": chest_pathology_text[pred_label], \"pred_label\": pred_label}\n",
+    "    for name, pred_label in zip(name_list, np.argmax(probs, axis=1).tolist())\n",
+    "}\n",
+    "\n",
+    "# Extract ground truth labels and categories\n",
+    "gt_dict = {\n",
+    "    name: {\n",
+    "        \"label\": findings_df[findings_df[\"Name\"] == name][\"Label\"].values[0],\n",
+    "        \"label_category\": findings_df[findings_df[\"Name\"] == name][\n",
+    "            \"Label Category\"\n",
+    "        ].values[0],\n",
+    "    }\n",
+    "    for name in name_list\n",
+    "}\n",
+    "# Compute the zero-shot classification accuracy and F1-score\n",
+    "# Compute accuracy between pred_dict and gt_dict\n",
+    "accuracy = sum(\n",
+    "    pred_dict[name][\"pred_label\"] == gt_dict[name][\"label\"] for name in name_list\n",
+    ") / len(name_list)\n",
+    "\n",
+    "# Compute F1-score\n",
+    "pred_label_list = [pred_dict[name][\"pred_label\"] for name in name_list]\n",
+    "gtlabel_list = [gt_dict[name][\"label\"] for name in name_list]\n",
+    "score = f1_score(gtlabel_list, pred_label_list, average=\"weighted\")\n",
+    "\n",
+    "# accuracy = np.mean(np.array(gtlabel_list) == np.array(pred_label_list))\n",
+    "# score = f1_score(gtlabel_list, pred_label_list, average='weighted')\n",
+    "\n",
+    "print(\"Zero-Shot Classification Accuracy:\", accuracy)\n",
+    "print(\"Zero-Shot Classification F1-Score:\", score)\n",
+    "\n",
+    "## Compute the confusion matrix\n",
+    "cm = confusion_matrix(gtlabel_list, pred_label_list)\n",
+    "\n",
+    "# Plot the confusion matrix\n",
+    "disp = ConfusionMatrixDisplay(confusion_matrix=cm, display_labels=chest_pathology_text)\n",
+    "disp.plot(cmap=plt.cm.Blues)\n",
+    "plt.xticks(rotation=45, ha=\"right\")\n",
+    "plt.title(\"Confusion Matrix\")\n",
+    "plt.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "This confusion matrix illustrates the performance of a classifier in distinguishing between five different classes, all related to chest X-ray findings: \"No Finding,\" \"Support Devices,\" \"Pleural Effusion,\" \"Cardiomegaly,\" and \"Atelectasis.\"\n",
+    "\n",
+    "**Key Insights:**\n",
+    "1. **Best Performance:**\n",
+    "\n",
+    "    - The model performs best in identifying \"Pleural Effusion\" and \"Atelectasis\" with 15 correct predictions out of 19 samples for each of those classes. \"No Finding\" also has strong performance with 15 correct predictions out of 20 samples.\n",
+    "\n",
+    "2. **Worst Performance**:\n",
+    "\n",
+    "    - The worst performance appears to be in the \"Support Devices\" class, where only 2 out of 20 predictions were correct, with considerable misclassification into the \"No Finding\" and \"Cardiomegaly\" classes.\n",
+    "    - There are multiple misclassifications between \"Support Devices\" and other categories, which suggests confusion in detecting the presence of medical devices in the X-ray images.\n",
+    "\n",
+    "**Misclassification Patterns:**\n",
+    "\n",
+    "- There is significant overlap between \"No Finding\" and \"Support Devices\", as well as between \"Cardiomegaly\" and \"Atelectasis.\"\n",
+    "- The model struggles to differentiate between some of the conditions, likely due to similar features or ambiguous presentations in the X-rays.\n",
+    "\n",
+    "**Next Steps:**\n",
+    "- Training an adaptor model could target the high confusion areas, especially for the \"Support Devices\" class. In the next notebook in the series we will show how it could be done with relatively low effort and computation requirements. This can improve feature representation and focus on better distinction between similar-looking classes."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 4. Visualize images with the corresponding zero-shot prediction and probabilities\n",
+    "In this section, we visualize images to evaluate the quality of our zero-shot classifier using specific examples. Previously, we compute the image-text correspondences and selected the text with the highest probability as our predicted labels to better match the ground truth.\n",
+    "\n",
+    "We focus on four subjects:\n",
+    "\n",
+    "- **Two subjects with accurate predictions:** These examples demonstrate cases where the classifier correctly identified the pathologies present in the images.\n",
+    "- **Two subject with an incorrect prediction:** This example highlights a case where the classifier's prediction did not match the ground truth, allowing us to analyze potential reasons for the misclassification.\n",
+    "\n",
+    "By examining these images alongside their zero-shot predictions and associated probabilities, we can gain insights into:\n",
+    "\n",
+    "- **Model Performance:** Understand how well the model captures the visual features corresponding to the text descriptions.\n",
+    "- **Areas for Improvement:** Identify patterns in mispredictions that could inform future refinements of the model or the text descriptor."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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+      "text/plain": [
+       "<Figure size 3000x1000 with 4 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "## Organize and save the results for sample selection and visualization\n",
+    "df = pd.DataFrame(\n",
+    "    {\n",
+    "        \"file_name\": name_list,\n",
+    "        \"zero_shot_pred\": [pred_dict[name][\"pred_text\"] for name in name_list],\n",
+    "        \"ground_truth_label\": [gt_dict[name][\"label_category\"] for name in name_list],\n",
+    "    }\n",
+    ")\n",
+    "df.to_csv(\n",
+    "    \"./classification_demo/data_input/zero_shot_classification_results.csv\", index=False\n",
+    ")\n",
+    "\n",
+    "# Select four images to visualize (Two correct examples and two failed examples)\n",
+    "selected_images = [\n",
+    "    \"1.3.6.1.4.1.55648.013051327602219610100989737191708734008.2.1.green.dcm\",\n",
+    "    \"1.3.6.1.4.1.55648.045678110342520932233807899271374363433.1.1.green.dcm\",\n",
+    "    \"1.3.6.1.4.1.55648.255611619245397591591431066926543031128.1312.1.green.dcm\",\n",
+    "    \"1.3.6.1.4.1.55648.023647312006371870964474485493542161185.1.1.green.dcm\",\n",
+    "]\n",
+    "\n",
+    "selected_data = {\n",
+    "    image: {\n",
+    "        \"selected_zero_shot_pred\": df.loc[\n",
+    "            df[\"file_name\"] == image, \"zero_shot_pred\"\n",
+    "        ].values[0],\n",
+    "        \"selected_ground_truth_labels\": df.loc[\n",
+    "            df[\"file_name\"] == image, \"ground_truth_label\"\n",
+    "        ].values[0],\n",
+    "    }\n",
+    "    for image in selected_images\n",
+    "}\n",
+    "\n",
+    "fig, axs = plt.subplots(1, 4, figsize=(30, 10))\n",
+    "for i, image_name in enumerate(selected_images):\n",
+    "    prediction = selected_data[image_name][\"selected_zero_shot_pred\"]\n",
+    "    gt = selected_data[image_name][\"selected_ground_truth_labels\"]\n",
+    "    image_path = os.path.join(input_folder, image_name)\n",
+    "    if image_name.endswith(\".dcm\"):\n",
+    "        reader = sitk.ImageFileReader()\n",
+    "        reader.SetFileName(image_path)\n",
+    "        image = sitk.GetArrayFromImage(reader.Execute())[0, :, :]\n",
+    "    elif image_name.endswith(\".png\"):\n",
+    "        image = Image.open(image_path)\n",
+    "    axs[i].imshow(image, cmap=\"bone\")\n",
+    "    axs[i].axis(\"off\")\n",
+    "    axs[i].set_title(\n",
+    "        \"Zero-Shot Prediction: {}\\n Ground-Truth Label: {}\".format(prediction, gt)\n",
+    "    )\n",
+    "\n",
+    "plt.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "**Final Remark:**\n",
+    "\n",
+    "Moving forward, we will focus on improving the model’s performance using the same set of embeddings but applying a simple adaptor to enhance classification accuracy, particularly for the more classes such as \"Support Devices.\" In the next [Jupyter notebook](06.medimageinsight.demo.adaptor_training_2d.ipynb/06.medimageinsight.demo.adaptor_training_2d.ipynb), we will quantify and demonstrate the improvements in performance after integrating the adaptor model. This step will help refine the system’s ability to distinguish between closely related classes and reduce misclassification rates, setting the stage for better results in the classification of chest X-ray images."
+   ]
+  }
+ ],
+ "metadata": {
+  "kernel_info": {
+   "name": "python3"
+  },
+  "kernelspec": {
+   "display_name": "azureml_py310_sdkv2",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.10.14"
+  },
+  "microsoft": {
+   "ms_spell_check": {
+    "ms_spell_check_language": "en"
+   }
+  },
+  "nteract": {
+   "version": "nteract-front-end@1.0.0"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageparse/images/pathology_breast.png b/sdk/python/foundation-models/healthcare-ai/medimageparse/images/pathology_breast.png
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diff --git a/sdk/python/foundation-models/healthcare-ai/medimageparse/mip-deploy.ipynb b/sdk/python/foundation-models/healthcare-ai/medimageparse/mip-deploy.ipynb
new file mode 100644
index 00000000000..c5ccc238f44
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/medimageparse/mip-deploy.ipynb
@@ -0,0 +1,297 @@
+{
+ "cells": [
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Deploying and Using MedImageParse model for Inference using Online Endpoints\n",
+    "This example illustrates how to deploy MedImageParse, a state-of-the-art segmentation model tailored for biomedical imaging. For this Notebook, we use Python 3.10, AzureML v2.\n",
+    "\n",
+    "### Task\n",
+    "The primary task is semantic segmentation, where the goal is to identify and label specific regions within an image based on their semantic meaning using a submitted image and a text prompt.\n",
+    " \n",
+    "### Model\n",
+    "MedImageParse is powered by a transformer-based architecture, fine-tuned for segmentation tasks on extensive biomedical image datasets. It is designed to excel in handling complex segmentation challenges across diverse imaging modalities. \n",
+    "\n",
+    "### Inference data\n",
+    "For this demonstration, we will use histopathology images stained with HE (Hematoxylin and Eosin) and focus on cell phenotyping, segmenting and identifying different types of cells in the tissue sample.\n",
+    "\n",
+    "### Outline\n",
+    "1. Setup pre-requisites\n",
+    "2. Pick a model to deploy\n",
+    "3. Deploy the model to an online endpoint\n",
+    "4. Test the endpoint\n",
+    "5. Clean up resources - delete the endpoint"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 1. Setup pre-requisites\n",
+    "* Install [Azure ML Client library for Python](https://learn.microsoft.com/en-us/python/api/overview/azure/ai-ml-readme?view=azure-python)\n",
+    "* Connect to AzureML Workspace and authenticate."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from azure.ai.ml import MLClient\n",
+    "from azure.identity import (\n",
+    "    DefaultAzureCredential,\n",
+    "    InteractiveBrowserCredential,\n",
+    ")\n",
+    "from azure.ai.ml.entities import (\n",
+    "    ManagedOnlineEndpoint,\n",
+    "    ManagedOnlineDeployment,\n",
+    ")\n",
+    "\n",
+    "try:\n",
+    "    credential = DefaultAzureCredential()\n",
+    "    credential.get_token(\"https://management.azure.com/.default\")\n",
+    "except Exception as ex:\n",
+    "    credential = InteractiveBrowserCredential()"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 2. Pick a model to deploy\n",
+    "\n",
+    "In this example, we use the `MedImageParse` model. If you have opened this notebook for a different model, replace the model name accordingly."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# The models are available in the AzureML system registry, \"azureml\"\n",
+    "registry_ml_client = MLClient(\n",
+    "    credential,\n",
+    "    registry_name=\"azureml\",\n",
+    ")\n",
+    "model = registry_ml_client.models.get(name=\"MedImageParse\", label=\"latest\")\n",
+    "ml_client = MLClient.from_config(credential)"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 3. Deploy the model to an online endpoint for real time inference\n",
+    "Online endpoints give a durable REST API that can be used to integrate with applications that need to use the model.\n",
+    "\n",
+    "The steps below show how to deploy an endpoint programmatically. You can skip the steps in this section if you just want to test an existing endpoint. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import random\n",
+    "import string\n",
+    "\n",
+    "endpoint_name = \"MedImageParse\"\n",
+    "\n",
+    "# Creating a unique endpoint name by including a random suffix\n",
+    "allowed_chars = string.ascii_lowercase + string.digits\n",
+    "endpoint_suffix = \"\".join(random.choice(allowed_chars) for x in range(5))\n",
+    "endpoint_name = f\"{endpoint_name}-{endpoint_suffix}\"\n",
+    "\n",
+    "print(f\"Endpoint name: {endpoint_name}\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "endpoint = ManagedOnlineEndpoint(name=endpoint_name)\n",
+    "endpoint = ml_client.online_endpoints.begin_create_or_update(endpoint).result()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from azure.ai.ml.entities import OnlineRequestSettings\n",
+    "\n",
+    "deployment_name = \"medimageparse-v2\"\n",
+    "deployment_package = ManagedOnlineDeployment(\n",
+    "    name=deployment_name,\n",
+    "    endpoint_name=endpoint_name,\n",
+    "    model=model,\n",
+    "    instance_type=\"Standard_NC6s_v3\",\n",
+    "    instance_count=1,\n",
+    "    request_settings=OnlineRequestSettings(request_timeout_ms=90000),\n",
+    "    app_insights_enabled=True,\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "ml_client.online_deployments.begin_create_or_update(deployment_package).result()"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 4 Test the endpoint - base64 encoded image and text\n",
+    "We will use two chest X-ray images, one frontal and one lateral, from the 'images' directory."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# If you skipped the programmatic deployment step, and just want to test the endpoint that you already have, you can uncomment the strings below and add your endpoint and deployment names.\n",
+    "# endpoint_name = \"\"\n",
+    "# deployment_name = \"\""
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import json\n",
+    "import base64\n",
+    "import matplotlib.pyplot as plt\n",
+    "\n",
+    "\n",
+    "def read_image(image_path):\n",
+    "    with open(image_path, \"rb\") as f:\n",
+    "        return f.read()\n",
+    "\n",
+    "\n",
+    "sample_image = \"./images/pathology_breast.png\"\n",
+    "data = {\n",
+    "    \"input_data\": {\n",
+    "        \"columns\": [\"image\", \"text\"],\n",
+    "        \"index\": [0],\n",
+    "        \"data\": [\n",
+    "            [\n",
+    "                base64.encodebytes(read_image(sample_image)).decode(\"utf-8\"),\n",
+    "                \"neoplastic cells in breast pathology & inflammatory cells\",\n",
+    "            ]\n",
+    "        ],\n",
+    "    }\n",
+    "}\n",
+    "data_json = json.dumps(data)\n",
+    "\n",
+    "# Create request json\n",
+    "request_file_name = \"sample_request_data.json\"\n",
+    "with open(request_file_name, \"w\") as request_file:\n",
+    "    json.dump(data, request_file)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers). Got range [0.0..255.0].\n",
+      "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers). Got range [0.0..255.0].\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x500 with 3 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import sys\n",
+    "\n",
+    "sys.path.append(\".\")\n",
+    "from mip_utils import plot_segmentation_masks, decode_json_to_array\n",
+    "\n",
+    "# Score the sample_score.json file using the online endpoint with the azureml endpoint invoke method\n",
+    "response = ml_client.online_endpoints.invoke(\n",
+    "    endpoint_name=endpoint_name,\n",
+    "    deployment_name=deployment_name,\n",
+    "    request_file=request_file_name,\n",
+    ")\n",
+    "result_list = json.loads(response)\n",
+    "image_features_str = result_list[0][\"image_features\"]\n",
+    "image_features = decode_json_to_array(image_features_str)\n",
+    "\n",
+    "# Plot feature over image\n",
+    "sample_image_arr = plt.imread(sample_image)\n",
+    "plot_segmentation_masks(sample_image_arr, image_features)"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 5. Clean up resources - delete the online endpoint\n",
+    "Don't forget to delete the online endpoint, else you will leave the billing meter running for the compute used by the endpoint."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "ml_client.online_endpoints.begin_delete(name=endpoint_name).wait()"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "azureml_py310_sdkv2",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.10.14"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageparse/mip_utils.py b/sdk/python/foundation-models/healthcare-ai/medimageparse/mip_utils.py
new file mode 100644
index 00000000000..819bbdd65a4
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/medimageparse/mip_utils.py
@@ -0,0 +1,63 @@
+import numpy as np
+import json
+import os
+import ssl
+import base64
+import json
+import matplotlib.pyplot as plt
+
+
+def allowSelfSignedHttps(allowed):
+    """Bypass the server certificate verification on client side"""
+    if (
+        allowed
+        and not os.environ.get("PYTHONHTTPSVERIFY", "")
+        and getattr(ssl, "_create_unverified_context", None)
+    ):
+        ssl._create_default_https_context = ssl._create_unverified_context
+
+
+allowSelfSignedHttps(
+    True
+)  # this line is needed if you use self-signed certificate in your scoring service.
+
+
+def read_image(image_path):
+    """Read image pixel data from a file path.
+    Return image pixel data as an array.
+    """
+    with open(image_path, "rb") as f:
+        return f.read()
+
+
+def decode_json_to_array(json_encoded):
+    """Decode an image pixel data array in JSON.
+    Return image pixel data as an array.
+    """
+    # Parse the JSON string
+    array_metadata = json.loads(json_encoded)
+    # Extract Base64 string, shape, and dtype
+    base64_encoded = array_metadata["data"]
+    shape = tuple(array_metadata["shape"])
+    dtype = np.dtype(array_metadata["dtype"])
+    # Decode Base64 to byte string
+    array_bytes = base64.b64decode(base64_encoded)
+    # Convert byte string back to NumPy array and reshape
+    array = np.frombuffer(array_bytes, dtype=dtype).reshape(shape)
+    return array
+
+
+def plot_segmentation_masks(original_image, segmentation_masks):
+    """Plot a list of segmentation mask over an image."""
+    fig, ax = plt.subplots(1, len(segmentation_masks) + 1, figsize=(10, 5))
+    ax[0].imshow(original_image)
+    ax[0].set_title("Original Image")
+
+    for i, mask in enumerate(segmentation_masks):
+        ax[i + 1].imshow(original_image)
+        ax[i + 1].set_title(f"Mask {i+1}")
+        mask_temp = original_image.copy()
+        mask_temp[mask > 128] = [255, 0, 0, 255]
+        mask_temp[mask <= 128] = [0, 0, 0, 0]
+        ax[i + 1].imshow(mask_temp, alpha=0.9)
+    plt.show()
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageparse/sematic-segmentation-demo/medimageparse_segmentation_demo.ipynb b/sdk/python/foundation-models/healthcare-ai/medimageparse/sematic-segmentation-demo/medimageparse_segmentation_demo.ipynb
new file mode 100644
index 00000000000..ed84bc791c9
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/medimageparse/sematic-segmentation-demo/medimageparse_segmentation_demo.ipynb
@@ -0,0 +1,774 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## MedImageParse: A Unified Model for Biomedical Image Analysis\n",
+    "\n",
+    "## Introduction\n",
+    "\n",
+    "\n",
+    "Biomedical image analysis plays a critical role in advancing scientific discoveries across multiple fields, such as **cell biology, pathology, radiology**, and more. However, extracting meaningful insights from medical images presents challenges, especially in tasks such as:\n",
+    "\n",
+    "- **Segmentation:** Precisely outlining organs, abnormalities, and cells.\n",
+    "- **Detection:** Identifying specific structures like tumors or anomalies.\n",
+    "- **Recognition:** Assigning semantic labels to detected objects for further analysis.\n",
+    "\n",
+    "Traditionally, these tasks were treated separately. **MedImageParse** (formerly known as BiomedParse) changes this by unifying segmentation, detection, and recognition into a single model. This unlocks new opportunities for clinicians and researchers, enabling them to focus more on discovery and insights rather than technical complexities.\n",
+    "\n",
+    "**MedImageParse** is a biomedical foundation model developed in collaboration with **Microsoft Research, Providence Genomics**, and the **Paul G. Allen School of Computer Science and Engineering** at the University of Washington. It is part of the **Microsoft healthcare AI models** initiative.\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Sections Overview\n",
+    "1. **How to Run from a Deployed Endpoint on Azure**\n",
+    "2. **Installation Requirements**\n",
+    "3. **Segmentation Examples**\n",
+    "4. **References**\n",
+    "\n",
+    "# 1. Prerequisites\n",
+    "\n",
+    "To run this notebook you will need a dataset and an endpoint. \n",
+    "\n",
+    "## Download data\n",
+    "\n",
+    "Use the following command to download the dataset with samples into your working folder. Once you download, make sure the files are in the `examples` folder so that all paths in this sample work.\n",
+    "\n",
+    "`azcopy copy --recursive https://azuremlexampledata.blob.core.windows.net/data/healthcare-ai/segmentation-examples/* ./examples`\n",
+    "\n",
+    "## Deploy and configure an endpoint\n",
+    "\n",
+    "To run **MedImageParse** from an Azure-deployed endpoint, you will need:\n",
+    "\n",
+    "- **Endpoint URL**\n",
+    "- **API key**\n",
+    "- **Model deployment name**\n",
+    "\n",
+    "Refer to the [MedImageParse deployment notebook](https://aka.ms/healthcare-ai-examples-mip-deploy) and the documentation pages for endpoint deployment instructions. \n",
+    "\n",
+    "Refer to the following code cells for examples of how to set up and perform inference using the **AzureML SDK v2**. Note that authentication method demonstrated here is using basic authentication via the API key and is different from the one we have shown in the \"deploy\" notebook. We include this method to demonstrate a variety of ways in which you can invoke a deployed endpoint.\n",
+    "\n",
+    "## **Set Endpoint Configuration**\n",
+    "\n",
+    "Use the following code to set your endpoint configuration. Be sure to replace placeholders with your actual endpoint and API key."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "endpoint_url = \"\"  # Replace with your endpoint URL (without the route, e.g. https://<endpoint-name>.<location>.inference.ml.azure.com/)\n",
+    "api_key = \"\"  # keys can be obtained from the \"Consume\" tab of the endpoint\n",
+    "azureml_model_deployment = None  # (optional) Replace with your model deployment name\n",
+    "\n",
+    "inference_config = {\n",
+    "    \"endpoint\": endpoint_url,\n",
+    "    \"api_key\": api_key,\n",
+    "    \"azureml_model_deployment\": azureml_model_deployment,\n",
+    "}"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Let’s verify the status and configuration of the endpoint to ensure it is ready for use. If the endpoint is not available or returns an error, please refer to the deployment demo for troubleshooting steps."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "b'{\"swagger\": \"2.0\", \"info\": {\"title\": \"ML service\", \"description\": \"API specification for the Azure Machine Learning service ML service\", \"version\": \"1.0\"}, \"schemes\": [\"https\"], \"consumes\": [\"application/json\"], \"produces\": [\"application/json\"], \"securityDefinitions\": {\"Bearer\": {\"type\": \"apiKey\", \"name\": \"Authorization\", \"in\": \"header\", \"description\": \"For example: Bearer abc123\"}}, \"paths\": {\"/\": {\"get\": {\"operationId\": \"ServiceHealthCheck\", \"description\": \"Simple health check endpoint to ensure the service is up at any given point.\", \"responses\": {\"200\": {\"description\": \"If service is up and running, this response will be returned with the content \\'Healthy\\'\", \"schema\": {\"type\": \"string\"}, \"examples\": {\"application/json\": \"Healthy\"}}, \"default\": {\"description\": \"The service failed to execute due to an error.\", \"schema\": {\"$ref\": \"#/definitions/ErrorResponse\"}}}}}, \"/score\": {\"post\": {\"operationId\": \"RunMLService\", \"description\": \"Run web service\\'s model and get the prediction output\", \"security\": [{\"Bearer\": []}], \"parameters\": [{\"name\": \"serviceInputPayload\", \"in\": \"body\", \"description\": \"The input payload for executing the real-time machine learning service.\", \"schema\": {\"$ref\": \"#/definitions/ServiceInput\"}}], \"responses\": {\"200\": {\"description\": \"The service processed the input correctly and provided a result prediction, if applicable.\", \"schema\": {\"$ref\": \"#/definitions/ServiceOutput\"}}, \"default\": {\"description\": \"The service failed to execute due to an error.\", \"schema\": {\"$ref\": \"#/definitions/ErrorResponse\"}}}}}, \"/swagger.json\": {\"get\": {\"operationId\": \"GetSwaggerSpec\", \"description\": \"Get the Swagger specification.\", \"parameters\": [{\"name\": \"version\", \"in\": \"query\", \"required\": false, \"type\": \"integer\", \"enum\": [2, 3]}], \"responses\": {\"200\": {\"description\": \"The Swagger specification.\", \"schema\": {\"type\": \"string\"}}, \"default\": {\"description\": \"The service failed to execute due to an error.\", \"schema\": {\"$ref\": \"#/definitions/ErrorResponse\"}}}}}}, \"definitions\": {\"ServiceInput\": {\"type\": \"object\", \"properties\": {\"input_data\": {\"type\": \"object\", \"required\": [\"columns\", \"index\", \"data\"], \"properties\": {\"columns\": {\"type\": \"array\", \"items\": {\"type\": \"string\"}}, \"index\": {\"type\": \"array\", \"items\": {\"type\": \"object\"}}, \"data\": {\"type\": \"array\", \"items\": {\"type\": \"object\"}}}, \"format\": \"pandas.DataFrame:split\"}, \"params\": {\"type\": \"object\"}}, \"example\": {\"input_data\": {\"columns\": [\"image\", \"text\"], \"index\": [], \"data\": []}, \"params\": {}}}, \"ServiceOutput\": {\"type\": \"array\", \"items\": {\"type\": \"object\"}, \"example\": [], \"format\": \"pandas.DataFrame:records\"}, \"ErrorResponse\": {\"type\": \"object\", \"properties\": {\"message\": {\"type\": \"string\"}}}}}'\n"
+     ]
+    }
+   ],
+   "source": [
+    "import urllib.request\n",
+    "\n",
+    "url = f\"{inference_config['endpoint']}/swagger.json\"\n",
+    "req = urllib.request.Request(url)\n",
+    "req.add_header(\"Authorization\", (\"Bearer \" + inference_config[\"api_key\"]))\n",
+    "if inference_config[\"azureml_model_deployment\"] is not None:\n",
+    "    req.add_header(\n",
+    "        \"azureml-model-deployment\", inference_config[\"azureml_model_deployment\"]\n",
+    "    )\n",
+    "\n",
+    "try:\n",
+    "    response = urllib.request.urlopen(req)\n",
+    "    result = response.read()\n",
+    "    print(result)\n",
+    "except urllib.error.HTTPError as error:\n",
+    "    print(\"The request failed with status code: \" + str(error.code))\n",
+    "\n",
+    "    # Print the headers - they include the requert ID and the timestamp, which are useful for debugging the failure\n",
+    "    print(error.info())\n",
+    "    print(error.read().decode(\"utf8\", \"ignore\"))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# 2. Dependency installation\n",
+    "Make sure you have all necessary dependencies installed. To install the required packages, run the following command:\n",
+    "\n",
+    "```bash\n",
+    "pip install -r requirements.txt"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Load the required libraries\n",
+    "from processing_utils import run_inference"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# 3. Segmentation Examples\n",
+    "Below are several examples illustrating MedImageParse's prompt-based approach to segmentation. These examples demonstrate its capability to accurately segment various biomedical structures across different imaging modalities."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 3.1 Lung Nodule Segmentation from Radiological Chest CT DICOM Files"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "This example demonstrates a prompt to create a single segmentation mask from a single CT slice. Note that we configure our image pre-processing code to apply \"lung\" window to the image before sending it to the model, for better localization. Note that the model effectively performs detection task alongside a segmentation task."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x500 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Output text features:  ['other lesion']\n",
+      "Array shape:  (1, 1024, 1024)\n"
+     ]
+    }
+   ],
+   "source": [
+    "image_path = \"./examples/CT_lung_nodule.dcm\"\n",
+    "text_prompt = \"nodule\"\n",
+    "\n",
+    "image, masks, text_features = run_inference(\n",
+    "    inference_config, image_path, text_prompt, is_CT=True, site=\"lung\"\n",
+    ")\n",
+    "# Print output type of masks\n",
+    "print(\"Output text features: \", text_features)\n",
+    "print(\"Array shape: \", masks.shape)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 3.2 Neuroradiological Analysis of Tumor Core, Enhancing, and Non-Enhancing Tumors using MRI T1-Gad"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "This example demonstrates multiple prompts to segment parts of a glioblastoma, an aggressive form brain cancer from a brain MR scan obtained using a contrast injection technique to highlight active tumor and provide better differentiation of tissues. Note that we show a technique to parse a NIFTI file and extract a slice from before preparing an image to send to the MedImageParse model. The model returns three segmentation masks and we demonstrate a technique to parse and display them."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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+      "text/plain": [
+       "<Figure size 2000x500 with 4 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Output text features:  ['other', 'other', 'other']\n",
+      "Array shape:  (3, 1024, 1024)\n"
+     ]
+    }
+   ],
+   "source": [
+    "image_path = \"./examples/BRATS_397.nii.gz\"\n",
+    "text_prompt = \"tumor core & enhancing tumor & non-enhancing tumor\"\n",
+    "slide_idx = 89\n",
+    "\n",
+    "image, masks, text_features = run_inference(\n",
+    "    inference_config,\n",
+    "    image_path,\n",
+    "    text_prompt,\n",
+    "    is_CT=False,\n",
+    "    slice_idx=slide_idx,\n",
+    "    site=None,\n",
+    "    HW_index=(1, 0),\n",
+    "    channel_idx=2,\n",
+    ")\n",
+    "# Print output type of masks\n",
+    "print(\"Output text features: \", text_features)\n",
+    "print(\"Array shape: \", masks.shape)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 3.3 Neuroradiological Analysis of Whole Tumor, Tumor Core, and Edema using MRI-FLAIR"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "This is an example similar to the previous one where we are asking the model to segment parts of a brain tumor on a different type of MRI scan called FLAIR (Fluid-Attenuated Inversion Recovery) which is a fluid-sensitive technique that can improve visibility of lesions alongside edema."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 2000x500 with 4 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Output text features:  ['other', 'other', 'other']\n"
+     ]
+    }
+   ],
+   "source": [
+    "image_path = \"./examples/BRATS_422.nii.gz\"\n",
+    "text_prompt = \"whole tumor & tumor core & edema\"\n",
+    "slide_idx = 84\n",
+    "\n",
+    "image, masks, text_features = run_inference(\n",
+    "    inference_config,\n",
+    "    image_path,\n",
+    "    text_prompt,\n",
+    "    is_CT=False,\n",
+    "    slice_idx=slide_idx,\n",
+    "    HW_index=(1, 0),\n",
+    "    channel_idx=0,\n",
+    ")\n",
+    "\n",
+    "print(\"Output text features: \", text_features)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 3.4 Radiological Analysis of Kidney, Tumor, and Cyst using CT Imaging"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "This is another example that involves parsing a slice from a NIFTI file that contains an entire CT volume. In this example we are segmenting renal anatomy as well as both simple cysts (right side of image, left kidney) and renal malignancies (left side of image, right kidney)."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 2000x500 with 4 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Output text features:  ['other', 'tumor', 'other']\n"
+     ]
+    }
+   ],
+   "source": [
+    "image_path = \"./examples/CT_kidney.nii.gz\"\n",
+    "text_prompt = \"kidney & tumor & cyst\"\n",
+    "slide_idx = 32\n",
+    "\n",
+    "image, masks, text_features = run_inference(\n",
+    "    inference_config,\n",
+    "    image_path,\n",
+    "    text_prompt,\n",
+    "    is_CT=True,\n",
+    "    slice_idx=slide_idx,\n",
+    "    site=\"abdomen\",\n",
+    "    HW_index=(1, 2),\n",
+    ")\n",
+    "\n",
+    "print(\"Output text features: \", text_features)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### 3.5 Echocardiographic Analysis of Left Ventricle and Left Atrium using Ultrasound Imaging"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "This example showcases the segmentation of a single frame from a sequence obtained using a different imaging modality - ultrasound. This type of imaging study is called an echocardiogram and it is used for study of cardiac function. In this example we are segmenting ventricular and atrial volumes from a transthoracic echocardiogram."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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DMIwLk9OtOSfLntVV5F+LR6r80glzmkdaI5yMtYNhGGVsRWtckLzwhS/Er/7qr+Kv//qvce211x7z/v/5P/8H9957L1772tc+puPv27cPs9kM99xzDy655BJ5/Qtf+MJjHvPx+OhHP4pv/MZvxK//+q+XXu90OsdkiJ8pPvrRj+Kiiy7Cxz72sdKCYH7TtX379uGOO+5AmqalbPT5ObvooosAALVaDc9//vNP4cgNwzCMcx1uFLZjx47HrBlfq43J8XjRi16E1772tdLS5XOf+xx+9Ed/9JhxDQaDk6pjj3acx4Ma+y//8i+P6nsnY54NwzAM40Q43dp+ovbsydBhYLvarNPplF6/7777TsrxDcN47FhPdOOC5A1veAOCIMBrX/vaY1qPbGxs4Hu/93sRhiHe8IY3PKbjM0P63e9+d+n1d77znY9twI9ApVI5JpL8kY985KzqCc4IuB7n3//93+Nv//ZvS5+78cYbMR6P8au/+qvy2mw2w7ve9a7S53bs2IFv+IZvwHvf+148+OCDx5zv8OHDJ3P4hmEYxjnMjTfeiGazidtvv71Ufk1ORDOiKDrGkP1atNtt3Hjjjfjwhz+M3/u934PneXjRi15U+sxNN92Ev/3bv8Wf/dmfHfP9TqeDyWRywufT4+T3HysrKyu4/vrr8Ru/8Ru4//77S+99rcy1kzHPhmEYhnEinG5tP1F7lolgj0eHga3kskqlcsz+KPO+BcMwTj+WiW5ckFxyySV43/veh5e//OV4ylOegle/+tU4cOAA7r33Xvz6r/86jhw5gt/93d+VKPej5eqrr8a3f/u34x3veAeOHj2KZz3rWfirv/orfO5znwNw8qLUL3zhC/FTP/VTeOUrX4nnPOc5+OxnP4vf+Z3fkUyys4EXvvCF+NjHPoYXv/jF+JZv+Rbcc889+OVf/mVcfvnlGAwG8rkXvehFuOaaa/DDP/zD+MIXvoAnPOEJ+KM/+iNsbGwAKM/Zu971Llx77bV4ylOegte85jW46KKLcOjQIfzt3/4tvvKVr+Azn/nMab9OwzAM4+yj2WziPe95D26++WZcddVV+M7v/E6srKzg/vvvxyc+8Qk897nPxS/90i99zWNcffXV+F//63/hF3/xF7Fr1y4cOHAAz3zmM7/md172spfhFa94Bd797nfjxhtvRLvdLr3/hje8AX/0R3+EF77whbj11ltx9dVXI0kSfPazn8VHP/pR3HvvvY+6ouzqq68GAPzAD/wAbrzxRlQqFXznd37nozoGAPz3//7fce211+Kqq67CbbfdJuujT3ziE/j0pz993O+cjHk2DMMwjBPhdGv7idqzQRDg8ssvx4c+9CFceumlWFxcxJOf/ORHvc9Iq9XCS1/6Urzzne+E4zg4ePAg/sf/+B/H7JdiGMbpx5zoxgXLS1/6UjzhCU/AT//0T4vjfGlpCd/4jd+IH/uxH3vUYjfPb//2b2NtbQ2/+7u/iz/4gz/A85//fHzoQx/CZZddBt/3T8o1/NiP/RiSJMEHP/hBfOhDH8JVV12FT3ziE3jjG994Uo5/Mrj11lvx0EMP4b3vfS/+7M/+DJdffjk+8IEP4CMf+Qj+8i//Uj5XqVTwiU98Aj/4gz+I973vfXBdFy9+8Yvxlre8Bc997nNLc3b55ZfjH//xH/HWt74Vv/Vbv4WjR49ix44deNrTnoaf+ImfOANXaRiGYZytfPd3fzd27dqFn/mZn8HP/dzPYTgcYn19Hddddx1e+cpXft3v/+Iv/iJuu+02/PiP/ziyLMMtt9zydZ3o3/qt34ogCNDv9/Gyl73smPfDMMRf/dVf4fbbb8dHPvIR/PZv/zaazSYuvfRSvPWtb0Wr1XrU1/mSl7wEr3/96/F7v/d7+MAHPoCiKB6TE/2pT30q/u7v/g5vfvOb8Z73vAd5nmPfvn246aabvub3Hu88G4ZhGMaJcjq1/UTtWQD4tV/7Nbz+9a/Hf/pP/wmj0QhvectbHpNf4Z3vfCfG4zF++Zd/GfV6HTfddBN+7ud+7nH7KAzDeHw4he0qYBinjU9/+tN42tOehg984AN4+ctffqaHc07w8Y9/HC9+8Yvx13/913juc597podjGIZhGIZhGIZhGIZhXGBYT3TDOEVkWXbMa+94xzvgui6uv/76MzCis5/5OZtOp3jnO9+JZrOJq6666gyNyjAMwzAMwzAMwzAMw7iQsXYuhnGKePvb345/+qd/wjd+4zeiWq3iT/7kT/Anf/InuO2227Bnz54zPbyzkte//vXIsgzPfvazMRwO8bGPfQx/8zd/g9tvvx1BEJzp4RmGYRiGYRiGYRiGYRgXINbOxTBOEX/+53+Ot771rbjrrrswGAywd+9e3HzzzXjTm96EatXiV8fjgx/8IH7hF34BX/jCF5DnOS6++GK87nWvw/d///ef6aEZhmEYhmEYhmEYhmEYFyjmRDcMwzAMwzAMwzAMwzAMwzCMR8B6ohuGYRiGYRiGYRiGYRiGYRjGI2BOdMMwDMMwDMMwDMMwDMMwDMN4BMyJbhiGYRiGYRiGYRiGYRiGYRiPwAnvbug4zqkch2EYhnECVKtVLC4uYjAYIE3TMz0c4zTweLYuMe02DMM487iuiyAIMBqNMB6Pz/RwjNOAabdhGMa5jWn3hceJaPcJO9ENwzCMM4fjOPB9HysrK6jVavA8D+Px2ATdMAzDMM5iqtUqoiiC67qoVCqYTqeYzWZneliGYRiGYTwCpt3GI2FOdMMwjLOchYUFLC0tod1uw3VdpGkqwt7tdh9XtpNhGIZhGCcf3/cRhiF834fjOBiPx3BdF57nIc/zMz08wzAMwzDmMO02vh7mRDcMwzgLcRwHRVEgjmNceeWV2L17N9I0Ra/Xg+u6GI1GWFtbw2w2Q7/fN0e6YRiGYZwleJ6HtbU1NJtNjMdjDIdDOI6D6XQq+j4cDs/0MA3DMAzD+P+YdhsngjnRDcMwzkIcx0Ecxzh48CBqtRqSJJHsc8dxkOc5arUaiqJAURTo9/tnesiGYRiGcUHjOA48z8PCwgIqlUopg81xHEwmE7iuK9o9Go3O9JANwzAM44LGtNt4NJgT3TAM4yyj1Wph//798H0f9XpdHOSNRgO1Wg1hGMJ1XVSrVbiui8lkgizLMJlMzvDIDcMwDOPCpF6vo91uo1qtolqtSraa53lwXRe1Wg2O48B1XTiOg9lshslkYj1WDcMwDOMMYdptPFrMiW4YhnGW4DgOwjDE2toaWq0WPM8DsLVLdJZlqFQqiKII1WpV3gOA5eVljMdjPPjgg7bRqGEYhmGcZmq1GhqNBnzfR6VSAbCl3ePxWDLcuDkZCcNQWrKZMW4YhmEYpxfTbuOx4J7pARiGYVzosHXLysoKLr74Yriui36/j9FoBMdxUK/XpYVLnueYzWZwXVdEvVarYXl5GWtra3Ac50xfjmEYhmFcEHiehyiKsLi4CMdxMBwOMZ1OAQDValXKwCeTCYqigOM48qdSqSAMQzQajTN8FYZhGIZx4WDabTweLBPdMAzjDOI4Dnbu3ImnPOUp8DwPaZpiY2MD4/EYaZqKE93zPIxGIwwGA0RRhEqlIg7zoijgui6iKEIQBEjT9AxflWEYhmGc38RxjB07dkj/1CzLMJvNpCKsWq2iUqlgOp1iNBqhVqvBdbfzl2iYe56HWq1mlWSGYRiGcYox7TYeL05RFMUJfdCyGw3DME4ajGbv27cPT3va02Tn76Io0O12kSQJiqJApVJBEATwPA+TyQSj0QiVSkWy02ezGfI8R5qmmM1mGA6HuP/++zEYDM70JRoniROU6eNi2m0YhnFycRwHrVYLO3fuBADZaGw4HMpmY47joFaroVKpYDabYTqdwnEcVKtV+c5kMsF4PEZRFJhOp+h2u7ZZ2XmEabdhGMbZg2m3cSKciHabE90wDOM0w81J9u3bh2c84xkIggDj8Rh5nqMoCuR5jn6/L2VlzEavVqsYjUbI81xEvlqtSs/04XAI13UxHo9x//33o9PpnNkLNU4KZogbhmGcHTiOg3a7jV27dqFWq2E6ncqm3pPJBMPhsPTM5gbg+nOVSgWu64oxPplMJCje7XaR5/kZuTbj5GLabRiGcXZg2m2cKCei3dbOxTAM4zTB7PPdu3ej2Wxi9+7dqNVqpYj3cDhErVZDvV7HeDyWjUy4cQnLxtI0xWg0QrValXYvjJg3m00sLy+j1+tJlN0wDMMwjMeG4zhoNpuo1+toNptiTDuOI9loruuiWq3K34FtY4yfHY/Hpc9WKhUURYHZbIZ6vY4wDI8x5g3DMAzDePSYdhunAnOiG4ZhnAaYfX7ZZZfh4MGDsklonucIggC1Wg2+70v2ue/7soEoHeTAlpiHYYjRaCS9zyeTCaIoQhiGEhXfsWMHkiTBQw89dMau2TAMwzDOdRzHwfLyMhYWFiT7bDKZlAxpGs6sDuPmY9oQB4DpdCr9U2ezmfRUpcZHUST7nxiGYRiG8dgw7TZOFeZENwzDOMVUKhXUajVceumluOKKK0TEsyzD5uYmfN9Hs9lEEASYTqdI01Sy0VlCxh7oRVGIaI9GI2RZJhuLxnGMKIownU4xm81w8OBBTKdTPPzww2d4BgzDMAzj3ILG9NLSElZXVzGbzTCbzUS/WQlWq9VQFAXG4zFc15XKMgCyCTh1mplvuhRcH6MoCiwuLqIoCiRJcoZnwDAMwzDOLUy7jVONOdENwzBOAVp4V1ZWsG/fPiwtLWE6naJSqSCKIsxmM/T7fWxsbCAIAvi+L9nkzFBn+Riw3Z+tKArEcSzvzWYzWRQwo308HsNxHMRxjKNHj8oxDMMwDMP42jiOgyiK0Gq1EIYhZrMZHMeB53koikKC2NVqVbR3NptJoJsbhQMolY7X63XRbPZVdV1X9j2hVnuehzRNrTTcMAzDME4Q027jdGBOdMMwjFOE53lYX1+X9itZlkk7lmq1iiiKMJlM0Ov1EIYhVldX4XkeoiiC4ziYTqeo1WoYjUYS+fZ9X6Ll7Xa71NYlz3N4nie92bIsw+rqKtI0xaFDhyS6bhiGYRjG8alUKojjWAxqBqVrtVqpxRr3MImiSCrOAEgAnUHu2WwmQXDXdaV1G0vDJ5MJKpWKGPSTyQSNRgPj8RhJkpgxbhiGYRhfB9Nu43RhTnTDMIyTTBAE2LNnD1ZWVrC+vo777rsPSZKIaANbDnY6wvv9PrrdLqIoks1PAGA0Gkn0O89zjEYjDIdD+W6j0cBkMhFBn81mGAwG8DxPIvDT6RQ7d+5EkiTo9XpncloMwzAM46ylWq2KdjabTXQ6Han4YpYZS7x938doNEKe59J+rVrdMqt09Rg1msa2NuT5h9lxlUoFvu9LZhwrzobD4RmbE8MwDMM4mzHtNk435kQ3DMM4SbA/2lOf+lRceeWVqFQqGA6HWFlZKQn5dDotiffCwgKSJEG/30e9Xofv+/A8T0rIHMdBtVpFlmUYDAYYjUYi1tzIpNPpYDQaYTQaodfrSUZ7o9GA4zgYDof44he/iDzPz/AsGYZhGMbZRbVaxdraGtbW1qQSLIoiDAYDqeKi0ey6LqrVqrROG41GUhqu+6hyQ3F+ZjqdymfYei3Pc1kfDIdDVCoVeJ4na4DJZILNzU3ZH8UwDMMwjC1Mu40zgTnRDcMwTgKVSgX1eh1XXHEF9u7dizRNEccxwjDEjh07MJlM0O/3URQFqtUqxuMx8jxHURQIgkA2BM2yDLVaDZVKBcB2aRk3L5nNZuh0OpJxXq1W0Wg0xIE+Ho9L79XrdcRxjAMHDiAMQ9x111224YlhGIZhABKkXl1dRavVwng8hud5EqRm6XdRFLLpGI1ilnDrjclc1y0dmxlsRVFIRZnOaqMRzs3C+V61WoXjOFhYWECtVsPhw4elhNwwDMMwLmRMu40ziTnRDcMwHgeO4yAIAlxxxRVotVqI4xhJkmA0GqFWq6HRaCCOYywvL4vYVioVVCoVpGkq0Wvf91GtVkXQ+Rk63Wu1GjzPAwBxpCdJIt+LogjD4VD6pw8GA1SrVTSbTXieB9/3sW/fPjzwwAO24YlhGIZxwVOr1bC6uop6vY56vS4ZZzSSPc+TjckY0GZ22mQyESOexvdsNpPP8PPUcgBijI/HY/ke+6hqY5zHY69Vtn0zQ9wwDMO40DHtNs407tf/iGEYhnE8HMdBGIZ41rOehYsuugjtdhuz2QzT6RS9Xg8bGxvI8xyVSgXNZhOtVguO44jQVioVTCYTDIfDUnScDu5arSZ92piN3mg00G630Ww2pWyN3w3DEL7vy+t5niPLMjlfrVbDM57xDKytrZUi7oZhGIZxIVGr1bB7924sLCzA930URYGiKDAcDpFlGSaTieiu1lXHceA4jmg9y8VpfPPv1Fga6wxmc88T9lTlWJi9VhSFbCTO87mui127dkl7NsMwDMO4EDHtNs4GzItiGIbxGPB9H81mE1deeaW0a5lMJhLBHo1GOHz4MI4ePYosy2TH8CAIxPFdrVal3GwymUjEvCiKUkSdGenMWG80GlhYWMDCwoKIN0vP2AqGTvrZbCY93YqiQKvVwvOe9zxx6BuGYRjGhQLbnK2trUnJN7WXxnaapsiyDOPxGI7jSHs0fpZG97xuA1sG9nwpuDbGgyBAEAQlQ52GO7Wc36OxD2ytOfbv3y+GvGEYhmFcKJh2G2cT1s7FMAzjUdJsNvGkJz0JjUYD1WoVo9EIwLagUnB7vR4eeughKelie5dutyu927hh6HA4lB5rwFY0fDKZwPd9caIDW1HvIAgkCs4dxLkQ8DwPeZ7DcRzZuBSAZLy7rosgCLC6uoperyfnMwzDMIzzmXq9jpWVFXieB9d1S/pH/eaG4IPBAK7rigZ7nofhcIjpdCpGNjPOqNHMPpvNZlLyTe3WZeHAlsZrI56VaXyPn2cfVxrzjUZD+rwahmEYxvmOabdxtmFOdMMwjBOAgrq8vIxrrrkG7XYbWZaJkDLqTMd1rVaD67rY3NzEoUOHUKlUEASBvJ+mKabTqfRyy/McURTJ4oBCy4UAxZ1tWer1uvw7z3MAkMXAaDRClmUynmq1iul0KpF513Xx7Gc/G7VaDXfffbf1ajMMwzDOS1hmHYYh1tfX4ft+KfDMPzR+qbdZlmEwGEhAmv1Rx+Ox7FXCqrJarVYq59YZbHyd52DLNsdxSoY3ADkeDXMa69oY3717N1zXxZEjRySYbhiGYRjnE6bdxtmMOdENwzC+DizTWl9fx/Oe9zw0Gg3keY5arSabmbCdCzcUjaII9XodlUoFSZKg0+mUouU607zRaMgmo2EYithrkda92PRxPM8TQdcbpEwmE6RpilarhUajId9j1nwURbjyyitx3333lXrDGYZhGMb5RLPZxP79++F5HiaTCSqViuge9ZJZabrH6Xg8lsou6q7OVvM8D+PxWALWfI96SmMcgBjfPA6ZzWao1WrymSRJMB6PUa/X4XmeGPfMvKvValhbW0O325U2bYZhGIZxvmHabZytmBPdMAzjEWDP8D179uCpT30qVldXsby8jG63K5npnudJRvhsNkOWZciyTDYBrdfr2NjYQJZlSNNU+qmxX7l2hLN3OXcUHw6H6Pf7AIB2uy2irIVXR+Fd10UYhvJ6p9NBlmVotVrihC+KAuPxGGmawvM8XH755fjnf/5nca4bhmEYxvlAq9XC6uoqGo0GwjAUo1pni02nUzF2x+OxaHKlUpFNysbjsRjnulcqtXs6nYoxztJwaipLygEco936eNoYz/Ncguj6uzTGK5UKVlZW8OCDD1pLNsMwDOO8wrTbONsxJ7phGMZxoAN99+7deMELXoD19XXpK86+48PhUESSbVcoommaiiO9Vquh0+lIdjkj5tPpFNVqVdq8pGkq5WBs15LnObrdLoqiEKc8Fw9sIcOFBAA5HgD5PjPS6/W6jI8tXC699FJUKhX8wz/8g7V1MQzDMM4Lms0mLr74YjSbTclYY+9S9j8Fyhln2uimMZ7nueitNpzZWs11XYzH49I+JTTsh8MhAMixmO3GYLiuAGO5eBAEJccAK9r0ZmgAsLS0BMdx8MADD1glmWEYhnFeYNptnAuYE90wDGMObr7ZbDbx7Gc/G61WC5PJRHb4ZsR7PB4jyzLJBGffcwAYDodI0xS+7yOOY9RqNfT7femNRkc8+7P5vo9arSbRc9/34fs+ZrMZRqMROp0OJpMJ4jiWjHTdRoYLi2q1imq1ijAMURQFer0ehsOhHJObl9IRn+c5lpeXS73mDMMwDONcgxpYr9exZ88e0VBd/eW6LkajUcmw1sY49w+hMa4/D+CYTcSq1aqsB1gqTmOcGjubzcQYByBl4/zDcdC4D4JAdJsl6jTGachPJhOEYVja3NwwDMMwzjVMu41zDXOiG4Zh/H/Y82z37t24+uqrZROSJEng+76IZK1WE4FOkkRElo7vKIqQJAmSJJFNRqMoKpWYMbINQNrCMDLOXcR1VnmappKRTvHVEXMuDHi+arWKKIpkk5XRaCSO+vF4LNcyGo1Qr9fxzGc+E5/61KfQ6/XMkW4YhmGcUziOg2aziZ07d4qxOhqNSqXcNMjZPo2l4TSeqY+j0Ug2KqPW09Cm4Q6gVFrOvUn0BuAApDcry77n9y7RWXAco27xxrUAHQk8N1/fvXs3HnjgAcmcMwzDMIxzBdNu0+5zEXOiG4Zh/H9c18XFF1+Ma665RoSXzuswDMU5zag0xXI4HEqrFsdx0Gg0EMcxBoMBer0eqtUqms0mgiCQErPRaCSbi9Jpzf5rg8FAHO31el2c+3meI0kSafdCJ/poNJLjMDrueZ440oHtncPr9Trq9TryPBdxH41GWF9fBwDccccdsogxDMMwjLMdx3GwuLiI9fV1Kbsej8cYDodi/GojnFllrOKiMex5HjzPw2g0wnA4lE29aczrqi9dhk0jWr/Oc/B7bJemM9r0uVmVBqBkyFPXqdfcRJz9XOM4xvr6Ou655x7TbcMwDOOcwbTbtPtcxZzohmFc0NBBvXfvXrTbbTznOc9BpVJBmqayWWiSJNjc3JRsc0a9mSmuNxKp1WrwfV82EE2SBN1uVyLt3LwEgDjduWhglnsQBEjTVNqusK+a67qycSk3JGE7F/Z5Y4Se52CLmeFwiNFoJNfARQCP7TgO2u02du7cia9+9asm6IZhGMZZjeM4aLVa8H0fe/bskQwwbkA2Go2Q57lkrOlNuGu1mmST0biltvM4w+EQjuOIThJtPFOn+X1mvelz8ni6/yoD3rwOjoMGOcvUue8Jj0d918dm27h+v2/abRiGYZzVmHabdp/rmBPdMIwLForYU57yFFxzzTUAtnqZswyMf59Op9jc3ES1WsXy8nLJic7MdDrRmRkeBIFknidJgn6/D9d1EYahCCoj1Ix053kuGeT1el0yzD3Pkw1FAcjrdIRT3LlYYB91YDu7XZe6hWGIer0uWe1BEGA8HmNtbQ1PfvKT8dBDDwFAKVpvGIZhGGcDLIteXV2VKiruW1KpVKRcejabyb4lYRiKwayz27RhPJ1OJZjNfqo0xmmg683JaEyzcozGOLPUuFeKLuOe35yMZeV0HjBATkObn+PY2EeVxvhsNkOj0cCOHTswGAwAwIxxwzAM46zDtNu0+3zBPdMDMAzDOBPQkf3MZz4TN954I6IownQ6xXA4lA1AKaJhGGI2m+HQoUM4fPgw8jyXY7AHGkUZ2BbbarWKRqOBVqsl2e06w5xOcUa6syxDkiQYjUZStsaWLY7jIAgCxHEsrVyA7XIxOtXpcGckn4Jdq9WkdQsd83T+83uTyQS7du3CZZddJgsHwzAMwzhboDG8e/duHDx4ELVaTQxVvekYjeeiKDAYDJAkSWlTMWosDWAAYiBT17kXCjPRiqKQY3MsbJXGHqh8ndrMrDS9OZk+lzbG+T4z2LSRPm/c6+/NZjPEcYylpaXTeSsMwzAM44Qw7TbtPp+wTHTDMC4oGMF+1rOehYsuugjLy8si1vV6XRzpdDRTkFutFrrdLg4fPozxeIxGowFgW0zr9bpsCFoUhYg2Hem1Wg1ZlpV2+55fAHADE/ZCp5OeIl+r1RCGoVyL7vtGJz4XHwCQZZk49hmh5xjYdmYwGCDPc4n0x3GMG264AdVqFXfeeadFxQ3DMIwzjt74e2FhQaq6AJQ22qaxSkPb933keY40TUV7ge2ML1aDUcv1ZmBcA+i2aTo7jeiWanqzsvkMOWCrkoy9WbUjgA4GHk/3Ya1UKrLvChMAGBBnlp3neThw4ABc18WhQ4dOyz0xDMMwjK+Fabdp9/mIOdENw7hgYFuTb/iGb8B1110n/c6TJJH3WGI1mUwwHA7Foc0e591uF5ubm9J6heLNv08mE+njRvGt1+vSpiVNU3HSU5jpeOc52as8iqLSLuHj8RhhGIoDn5ua8lyMqtNBzuNlWQZgq7ULnf3svV6v1yVDPgxDjMdjNJtN7Nq1C3fffbdkshuGYRjGmYBG6/79+7F3714JVHOD7vkSb/ZJpdHKvUuyLBNjFoAY1rqii9/jHwapaQjPZjMxmJlRpnuiagOen5nNZmIwA5Bj6ZJvHpdrEOo5AGkdx9f4b64LmNFXr9cRxzGOHDkimXWGYRiGcSYw7TbtPl8xJ7phGOc1FL4wDLFjxw5cddVVuP766zEcDkUc8zzHYDAQ4WUkmyVe4/EYnuchiiIAQK/XQ6fTkRIvvdlJr9dDr9eTaLV2pDcaDSntorOcGeR0pI9GI6Rpil6vhzzP0Wq1JPrOjUGZkU4HPh3nXAxMJhNx/NORrjPcp9Mp0jRFrVaD53kS6QeARqOBwWCAyy67DA899BA+/elPlzLmDcMwDON0UavVEEURdu7ciX379olW0tBk+zNmgzGLjJVZDDIDW9VbDHLrz3MPFGolgJJxz8oxBsD5PWowx8MMtMlkIvuRAJDNxbhOALZbsfE8HDP3XNHGvXYyjMdj+bfOevM8D6PRCMvLyxgMBrK3iWEYhmGcbky7TbvPZ8yJbhjGeQvFOYoi3HTTTbjhhhvQ7/dLAhcEgTiu2eaEAsu/U/w8z0McxwC2268w2gxAerAdOXIEnU5HIu3MQqeg+74vG4nqbHSOibuS53mO6XSKZrOJIAhkHOzRxj5rzDT3PE8+w7K2er0uUf/xeAzf9xFFEbrdLrrdLqIokih5t9uVYzuOg6WlJQRBIMc3DMMwjNMBg9BPetKTcODAAamKYgYZq690Zhjh3/l5ai9f4z4jpFqtwnEcWQfokm1tkOuMMhrZNKCBbR2nltfrddlkjEFzZs8xIw9AKaNOZ7WxfJx6zqA3q8mYDcfWbhxTGIaymbhhGIZhnC5Mu027LwTMiW4YxnkJRbbZbOJVr3oVXvKSl6Db7WIymUjWOcU4DENpacJe6BR7HmcymWA0GiEIAoRhKM7zLMtk85FKpYJGo4HZbIaHH34YR48eBQDpb86WMHoXcmaNU5T1AmA2m6Hb7ZY2S2EAgBuIUvS5EGF2ORcC/Byj+L7vIwxDBEGAbrcrZWSe5yFNUwwGAzSbTUynU1n8/NM//ROSJDkzN9IwDMO44KjX63ja056GJz7xiVI5xsC03uuDZdE0uJmNpjcI071N+V1qOI1tfjdJEqnMohFNQ51GObPIqtUtM0pnz9E45h4nQRCUDG29udh81h0/w3HpdQKz3Fg9pzc0Y6Cca4l2u43pdIqvfvWrZowbhmEYpw3TbtPuCwFzohuGcd7BDPRWq4VbbrkF3/7t345arYa1tTW4rivRYPZKA7bamGRZhiRJJJo8mUxKO3Yzms62KOyxxl3FufFJu90GsCXOw+EQaZpKlrpeRLDEjCVpdOzrKHVRFEjTVNqz8LgsMWOmuV5s0NnOljHcOHU0GiHLMtTrdYRhiCzL0O/3SyI/HA4xGo0kkr6+vo777rvPnOiGYRjGKcdxHNTrdVx55ZW4/PLL4bqutELrdDoSaKaOMmhMI53v6U27tY4zK42vU2e5kRm/o41tril0W7P5Dca4btCf4/dpsOsycBrZPD+D8fObrPFcWqfH43Epo43ZcsyYm06niOMYYRii2+2enhtnGIZhXLCYdpt2X0iYE90wjPMKx3HQaDTwzGc+E7t378Yzn/lMzGYzyb7mhpv33XefZJGPx2P5HgWbApemqTjP6dhmuZkuGWM/NvY/b7Va4rjmf7kJKEvYKK7j8RitVgu+7yNJEmRZJj3Z2J4lSRJEUYQoikoOdr1Jic5S932/tKM4j5VlmWTTM3AwGAyk5zuPQbIsw86dO7GxsYF+v3/6b6hhGIZxQeB5Hnbv3o1ms4n19XXRVL3pd6fTESOcmWAMHAMQw5iVXfw3DWfCgLbuXVqtVsUY1/1bWenFFmo0qJlBRg1mAFpn0o1GIwlu8/w8H8egM92YQccxMEOORr2uNqO2M1DOOQC2svXiOEaWZRiNRqfl/hmGYRgXHqbdpt0XGuZENwzjvIDR5kajgec///l44hOfiCAI0Ov1AGw5xYMgQLPZlKzyL3/5yyKweZ7DcRz4vi9tUBgdpqOZLVV0fzf+oQhzHJVKRRzeFF866CnO7Kk+Ho9RqVTQbrdFOGezGYIgEBEejUZIkgRxHKNerwPYLmljiRjHMRwOxZHOjPper4dqtYo8z7G5uSk968IwxHg8Foc8W9WMRiNx9LdaLURRhMFgYBuMGoZhGCcVGtMXXXQRlpeXpSoKgBin1D3u30EjnDrIjDEGjJkVRl3Wr+s/rOKidlMb+XdgOwtNG+a6nNv3fXieV9JSjo29X7VTQDsN6AjQ2XH8PivKqONcp7B1G50F/DevhWNjqzYzxA3DMIyTjWm3afeFijnRDcM4p6FQxnGMKIpw/fXXY9euXbILdpIk6HQ6WFlZQbVaRRRFCIIAk8kEw+EQX/nKV+RYdKjTWc6IcpZl2NzcRJIkskkoNzDRAs1+63Tm6yi6jjKzFxrHwL5w7F/eaDSkfQrFNs9zDAYDJEki2e6EUXg60vk9OsW5eUmWZahUKkiSBI7joN1uyyanLElj3/ZeryfZ9cPhEHv27EGSJJaNbhiGYZw06vU6arUa9u3bhziOJcOMm2+HYSiGZqvVkvcZIAe2s9q0IQtAtJWBahq0xzPGaaxq7del5QBKJecMstPA5uZhbBGne7CORiMpWefYAIhRzTEBkI3U9KbjrJbjGH3fl8w2HofOA7Zx43ebzaac3zAMwzBOBqbdpt0XMuZENwzjnIXCu7q6ipe97GVYWlrCZDJBp9NBnueo1WpI0xSHDx/Gjh070G634boufN/H/v37kee5tFmhsLLsKggCKeEaDofodrsYDAYIggBRFJU276QDndFoZoLTic6+6HRsMzJfqVQwHA4lMn706FEsLS3B931kWSbXUKvVxPm9ubkpvdcYnecxdRkchdnzPDSbTdnsNE1TFEWBzc1N6VfH/u7A1sKDGfTD4RCDwUBK1cIwlJ7xhmEYhvFYcRwHURThyU9+MoIgwGw2k+oslkCzjZnv+9J3tN1ul9qhUYPZU5TGOKvJ9D4f1GWtYbokW/cmZTYaA/I0dHWmGr/LNmnValU2+mawnJVkeZ6XWsHpsnAG2xnMdl0X9XpdNhtLkkQMfGa0MaDPa2H5PMem29CxF6tVkhmGYRiPB9Nu027DnOiGYZzDOI6DPXv24JWvfCUOHDiAfr8vgrW5uYnBYIBKpYKjR4/iwQcfxPLyMprNJgAgiiIcPHgQWZbJBpsUKYoYy6niOEYcx3jooYfQ6XTgeZ5Emxll5vcovDwWP5MkiTi7mUkehqFstjKdTtHpdOC6LprNJjzPQ57npc1RZrMZ+v2+OL2r1ar0VOMfnSnO16IoQrvdFkf6ZDLB5uYmOp2OLFiA7U1cmEk/HA7R6/VkPvbu3QvXdfHwww9LtNwwDMMwHg2O46DZbOJpT3sa2u22ZFtx3w5mfqVpin6/jzAMpfrK8zwsLi6KkUyDEyhvuk1t8zwPg8EAeZ6XjGOtYTobjtBA5li4oRg1N89zMeBpHDM4TkcBDW9WdNEJwOPxmPPj4eu1Wk1azDGAzQA7P8Pj6x6zvu+XkgNarRYcx0GSJGaMG4ZhGI8J027TbmMLc6IbhnFOQaFcWVnB+vo6XvCCF+Diiy/GZDJBGIYiPOwhzhYm999/PxYWFtBqtSSzu9Vq4eDBg0jTVJzv7Eee53kpIz2OY2xubqLX68H3fSwsLEj5ly43033OKKQAkKYpsixDrVZDo9EQ53aj0ZCoeJ7nOHr0KIqiQL1el2xwvYP3aDTCYDDAZDIR0Y2iSP5er9fR6/UkU52O9DAMsbS0JJF/XjNLy7jgyPMcWZah2Wyi1WphYWEBnU5HFkn79+9Hv9/HYDA4kz8DwzAM4xwkiiLEcYxLLrkEi4uLmM1msrkWA7mj0UgC1N1uF0EQiJFLg3dhYUH0V2e2MRuOQeZ6vY48zzEcDkXTaRDTKNb9VmmQz5eVz2fKcUM0npNVXtRT3atVXxcNZuqzLmNnL1m+xky0IAhkfBzPaDQqbaRGx0S9Xofv+6LnPL92eBiGYRjGo8G027Tb2Mac6IZhnDMww3t1dRXPfe5zcfDgQURRJELNnt7T6RRRFEkbFc/zsLGxgX/7t39Dq9WSLHDXdbG8vIx9+/ah3+9jNBphY2NDxIp9yQGII7rf72NjY0N2AtfiXKlUUBSFLCJYshVFEer1urSOYa/yIAjQaDSQpqk4/9mvfHl5WfqVT6dTcYZTzLl4oNBywRGGIdI0lQ1GB4OBtHXxfR9LS0vSl240GiFNU0RRJD3V+/2+XFu9Xsfy8jLSNMWDDz4o0fG1tTXcd999UqJmGIZhGI8EjcFGo4E9e/ZgcXFRMsIYaGZ5c61WK224nWUZjhw5gnq9LpVcjuMgDEO0Wi3pI5plmVR1aWOTxiz3BaGRzoC8zmLTfVK5N0q1WpXXJ5OJtGXTm5GxhJ3j4ncYzObahcY5jXeOj0Y59Z5l5HxP72+iW8+xByz1nNfGz4/HY/T7fRlLo9FAp9OxlmyGYRjG18W027TbOD7mRDcM45yAvcZ27NiB5zznOVhYWMDGxoZEpOM4hu/7EmkOw1DakVB8H3zwQdx9991oNBrYvXu3tGRZW1tDt9uVvuVJkmAwGEjGNRcKFGVuVhrHsUSYgW0n/2w2k2gzv0enOcvduKBoNpuSWV6v18UxniQJFhYWJFpNx3aWZZK57rquOL7ZeoYbk/b7fdlwpd/vS/Q9iqJStn6n00GWZYjjWErGmNW+uLiIKIqwurqK0WiEzc1NTKdT7Ny5Ew899FBpQxXDMAzDOB5sEbZnzx7RMb0xGA1jGqTsh8qKq36/jyNHjsgeHwxas+0Ys82ou+ylypJsGsPc8Iz9SvX4AJQMXX6Phrcu82bQmtlp3KeEBjF7rALbG3/rPqzsfcqsOV3Czg29qdG6DJ3GODcbZ/YaAFlv6Cy4KIrESUFDfDAYWEabYRiG8XUx7TbtNo6POdENwzjrcRwHO3fuxBVXXIF2u41Go4HRaIRarSYO8vF4DN/3pf0KHdej0UgEcDgc4u6770az2UQYhlheXka1WkUcx1hbWxPHs+/7Uu7V6/UkYs3NOpnhTvGmcDNCzOg4FxMApA86nfTj8ViEtdVqyfGq1WppIcF+aNPpFL7vS9CATnduwKIXDkEQlDYiYTDB9320Wi3ZRZ1zo7PdsyxDr9eTsrIoitBsNrG2tibzURQFLrnkEtx1111yfYZhGIYxTxzHWF1dFV1lthizv/Tm2NropKbS8GRGG3WTG3jRGGcVGCvCmOVGKpWKZIHNG97USq3pOjjOsdHw1j1PeTy2XOOfer1eur55x4MuS9fn0WOeTCZSvcb543zwuxyP/iyz7Tg/nI+iKLC4uIjDhw/bviaGYRjGI2LabdptPDLmRDcM46zGcRzs2LEDV155pbQ4oQjREc2od5IkqNfr0vec/cjyPBfneKfTwT//8z+j0WigWq1iYWEBrutiYWEBa2tr0tKFfd6YyU2ntC4RY0Q4yzIRYjrwmWnOY7ClCtvOJEkijvBWqyVtYhg5z/MceZ6j1WrJ5iTMdOcCY74kjP/medhPnTuQ9/t9BEGAMAzRbDalP1un08FwOJRFDsfCgEStVkO73RZne57naLfbCIKgtDGMYRiGYZAoirC2tiZl0tqwpm4xoFutVqV3qs4AY6/SPM/x4IMPiuZRS33fR6PRKGWa8RxsQQZsZ3nxPQBiROuWbPPH0GXZ/A6N33q9LqXm/O5kMhFtpwGuNx/ncdkjdn5DNZbE6+9wDcFgPI39PM9LJeyj0QhZlpWcGnrNNJlM4Pu+ODoMwzAMYx7TbtNu42tjTnTDMM5KmPXt+z7279+PyWSCzc1NtNtt2UCUosPeZXQIsxUKndm63KzdbmNjYwOf/exnZZOSVquFKIqwsLAg/cnnNyZhn3MKm45qU1zjOC450Nn/jUI6Go3Ewc0gAEvllpeXkSSJOLPZEy1JEgRBIBuAcm50uxjf9yWSzR7t/C8XMdPpFP1+H1EUiWO82WxKWRl70ulMgizLJDrueR5arRayLMN4PEa1WsUVV1yBv//7v7dsdMMwDEOg4dputzGbzZBlmRiANETZV5QZWXmeSzk1DUutZywlP3ToEGq1mmSzUVN1j1Mel8Y4+5nqfqc0goGtlmvaCOd5eQytjcxIY9szavVkMhHtZ5CbQXGOSY8L2O4lqzcy0xuace+T4XAoG6LzuunE0NfNz8+Xr3ONkKYpAGB1dRVf+cpXzBg3DMMwBNNu027jxDAnumEYZx3cWJOOZbYQ8X1fxJQRX5Y5VSoViSpvbm5iMBhgeXkZnueJsGkBe/DBB/H5z39eIuONRgNBECCOY3FOczdtOsDpsGePdI41DEPZ4JPOczqq6bynI5190BiRns1m0iuu3W7jwQcfxGg0kl5pendzir5ebDADnfOR57mUvnGRQed7mqbodDqSje55HuI4Fgc6F0bsw84xMyrPcaZpisFgIAGIw4cPWza6YRiGgTAMxThlgJWBbBqGNBapZcwAozEehqFkewHbQfXZbIbBYICjR4+K/jBwTU0FtrSbm4xrbdMGMY/JzDEasswC42d0uzY6GGj8MqPN933ZBIzfzfMc1WpVHAtcN8w7IPR80JCe11P2g+X6guelMT6v9TpDTveB5XqGWYB683TDMAzjwsW027TbOHHMiW4YxlkDnd3r6+u49NJLMZlMcPToUekXzrYtlUoFCwsLEpmm2NPRPRwO0e/3MRqNsGPHjpLQsX1Kp9PBl7/8ZcRxjFqthp07d0rUl5tvzjvRGbHWYs3PsYc6AHmPokgx5FhZrsWSN553eXkZ/X4f3W5XoulpmuLQoUOoVqtoNpuy+SiDCdyolFFzvsdMfc7rfDY6x8C+a3meywan3NiECx/2g2P0PggCdLtdOI6Dyy67DJ1Op9SD3TAMw7iwcBwHcRxjaWlJMtionzQYHcdBEASl0mz+YbswZp9FUVTarJs6mec5ut0u6vU6XNdFHMdSQs6+o8C2Map7kM5XadGY1j1U+Rl9Xdx4TL+vdZgbmQ+HQ1nHsJKMwXuWh/M8OuNMz4cuWedn2RZOV5txMzMGu/X18TsarjkY8F9aWpKScsMwDOPCxLTbtNt49JgT3TCMswLtQH/Sk54kAkMoUHmeY2NjQ3b3ZmRZR63pzN7Y2JB+5wCQJAk8z5M+bFmW4YEHHpBoc7vdFjHXLVcogHTiD4dD2fhjOp2i0+nIOSnuerOT2WxWKjGj0xvYilIDEOf98vIy0jRFnufSC/3w4cOl0i4KKp313KhUbzyqW7TMZjMEQSC90bmI4QYvPDevj459HYHXG6Iw056O9NXVVTzwwAPmRDcMw7gAoRGug9aEf59MJrIROCvAqOvULWoI9xkJggAAZNMx6vNkMkGv15Nya9/3RSN12fn8uoDaxoBznucl3ZrXMAaPaYzTcAZQKuvmhmm6NLwoCiRJIsYxx6r/0IDmeXW5PF/XreVYacYqN12VN+9s4Dj1moS6zsSDKIrQ7/dNuw3DMC5ATLtNu43HhjnRDcM447iui507dyKKIiwuLor4UNCbzSayLJPeZ8PhEJ1OR0SZguN5nmxywkg4neC1Wg2DwQCO46Ddbkt2+ObmJh566CHJuubmKFpY8zxHHMcYDocYj8cYDAayaSlFj851RuV1uZsWR2a3E0b9KaoLCwtIkgRHjhyReRiPxzh06BB838fi4qKU13G8rusiTVNpFaOd9ey7ThEGgF6vJwsX/vF9H77viyOd16Az0QGII50Ljdlshh07duDBBx8sfc4wDMM4v+GeHgw8U/N0CTf3EqHhnee5GM0s+WYLMhrpuhSbBivLmGkYZ1kmbcWob9RZnnsymZSC4qPRSN7n+HXJt3YIaO3WhjjRWu66rvR2TdO09P3BYCCl4TqYrsu0+W8elw4E3V8VgFSy6f6r3PfleNegN0bT10WdjqIIg8HAdNswDOMCwrTbtNt4fJgT3TCMM4rruti7dy/27t0rDmP2DwuCQDLHp9Op7G5Nce/1emg2m6UNO3gM3/clw1xvGLK5uYnZbIZGoyGZ7YcPH5ZSMjrYKWBhGCKKIqRpikajIS1SJpOJtDxxXVcy5Cmgo9FIssYdx5EFAY/NLHvHceSYYRiiXq9jZWVFNvasVCqI4xhJkmBzc1P6qQOQDHe9yGAQwPM8RFEkJV9c/FCUO52OLAR4HM4fgwVpmso90GV0o9FIFkhcZOzduxf33XeflZcZhmFcADiOg1arhVarJUa2zhbTWWPMoqKRyQ20tTFJw5WGpe5zyioqtk6jhiZJIu8zMMyxsWJqPB7D8zzRJuqd1mYem0a53sSb49fl6XyPOs5ep9z0nOXjDKpTy3lcri8YjJ7vgcpsNR6L8wSg5MjQx2Hgm+fkPeD3gO2KPq47XNeV9nZmjBuGYZz/mHabdhuPH3OiG4ZxRqCQrKysYNeuXdLT2/M8DIdDKX2iKHFzTm6wSUd1kiSykQk3KKE4VioVcQJT2DudDo4ePVpyaqdpiqNHjwLYKrtqtVoAINFk3/dLG3uyf/h0OpWStWaziSRJpJcchbFer0tkXWdwUxCB7ag4NwhlW5fNzc1SJjmj98B2rzcuGtjHnY50bmxar9cxHA4xGo2k/E1HzhuNhvyd80fHe5Zl6Pf7pY1UOS8UcVYLrK6uYjqd4v777zdBNwzDOE+hURhFkfQ0pRawHRg/w/eOZ4yzQmw++w2AlFDTOHUcB9PpFGmayrHYuzRNUwCQyiz+HUCp7RlLp0ejkWR1UfOov7oXqza+dUbZfMUVtZ2ZeFwjTKfTYzbp5vxRh5lZp7Vc76lCw5prGp2dpqvwOP+ca2YQUtv1WLmu4bVx7dDtdk/+j8UwDMM4KzDtNu02Th7mRDcM47RD5zmd31mWoVarwfd9caazBzmF2nVdeY3/pvOZPcq5YQezq/Wu3DzuZDLBkSNHsLGxIRt1ep4nZVx5nmMymcju4Cw1oyOdu3mzb7nneVJyFsexnJPZ9GyTMh+x5malPL7uLcfscwBI01RKwNI0lY1euBBhIKHZbMLzPGRZBgByXXTisz86Nw8tikKCFczY15nqXGz0ej1ZODASrzMGGPTgZjL8t2EYhnF+QQOc2Vbj8fgYo1lvukWDXG/spQ3R+U24dJswGr88LnU6yzKpuKpUKmKMs/0Yj6EzvVgyrbO+tIHOjcGZJUdDmJqnW7JR47VRrI11OgM4N5wnfk/3ZWWgndfBnqwcG+eTFWA8L41z3ged7Uaow/NZfvwvHSfMEGRZvmEYhnF+Ydpt2m2cXMyJbhjGacXzPOzduxfNZhO9Xk8ynqvVqrRgobjQaU7BK4oCaZqWeq9RzCg0wPZO1noTUIpqGIZoNBro9XolhzOwtQHK5uYmXNeVXcqZsc4dvNmmhRtrDgYDNJtNOI6Der2OIAjkc4PBQJzoQRBIbzheH8dOcdW90DzPQ7PZlIABFykUYx6jUqmIw56BBQqwdqIzYzxJEumjxvmN47i0AzkXG1wcbGxswHEccezTgc8AABc57XYbO3fuxH333WfZ6IZhGOcRlUoFrVZLqptotFKbqEEAJCNM6wCrqphhpTOrgO0WaczI4jGofzSY2W6Mx+D5uLdIGIaliitWrulsMWo0tV9v8sVMO64ZqG8cu3Yk6Goy/peBfG0gU1O18U4jWwevaQjrsnrqug680xCnEa8NbV63nhPP8+ScHCfHNZvN4Ps+4jhGp9M52T8bwzAM4wxi2m3abZx8zIluGMZpoVqtIo5jrKysYH19XTKcAUiWeZZlaDQasgEJM8NZrqUd5hRF3f8MgJRdcSOQ2WyG4XBYKkXT/daY9c7yrel0im63K85v3d+81WpJuRWd0UmSoCgKWUBQ8Dh2HotZ7xRq9mjXwkoRpkhyHnRZl75evds5W8HQWZ7nuQQmeN7JZIJGo4EkSaTfORck3GCGmQda6NM0RafTkevj4kYvrDj2ZrOJRqOBfr9/Gn5VhmEYxqmEz32WgOtKIwaDGWxmcBeA6IjeMEtrvg58A9tGKI9BXdT9THULMZ6XgV9qLo1nXRauq8G42biuBJvX2clkIsfSAWbqrs7E0xVkhNVj+hrn/06jmdfFa9bODV2lRs2lE4LzS03m8fh5vceMdiJw/hiw5zyxeo1rKMMwDOPcxbTbtNs4dZgT3TCMU47nedizZw8WFxclMuz7vrQYYbSVmeNBEMhu4cwGZ7kXy5jyPJdILqFADodDTCYTaQ/DzVB03zR+j+fMsgzNZhO+74tINxqNUp/xVqslIpamKdI0lY1HGKlm1B3Ycuj3ej3JXNelWdzxmy1V6AinY5xCyp7rusyO32eLmnq9LlnunF86+jkHPH8UReJI53eY3U+BZ5ucoigQBAHq9TqyLJONYDzPQxzHpax3ZsgvLy8jTVPbNdwwDOMcp1KpoNlsSlCabb2oyfwMdZWapI08XT5NPaehSnhsGu40QvXmXLrMG9jOhmNZNTPGaJzqFmrMLqO20UClIa+zu6ihw+GwtMmadiJwXcE50OsK3bOV781nsekMtPk+pwzUU9t5fhri3Ngb2M4QpDHNa2Zgn9VknAP+F4CMnd8Lw1AqzwzDMIxzF9Nu027j1GJOdMMwThl0ju/fvx9ra2ulqHatVkOz2QQAycxma5LRaIQoisSBPJvNpPUKHcIskdIlXxQfbmKSZZlsnqId7MxqpxiOx2N0Oh00m02EYSjZ27VaTTZM4eJhcXFRnOiDwUA27KQTWfdRr9frGAwG2NjYQLVaxcLCgoggM82DIJBe53rzEr0oACALA5a1ccHD/mtctHAD1VqthjRN0e/3S73ma7WaBAd0uR1Fmb3diqKQTVrZH54LIm6morMLdO+4nTt3ot/v49ChQ6f192YYhmGcHCqVCtrtNhqNhhirWtuA7aw0XcFE3QS2A7I8nq4IY2aV7klKI5TZcdpA1WXm1MjpdCoB9TAMJZON5xoOh6JTDMxrY5Zj1lldHNdoNEKWZfJdBt51r1ZqHg3j+TJwALJ+0HrJOdNZbPo1jlGXhTOrkGPleThu7fTgekdrtR4T53A+I6/RaGA4HCJJktPxEzMMwzBOMqbdpt3Gqcec6IZhnBI8z8Pu3bsRBAEajQYAiDOWWc5RFEmfbzp46QCv1WoirgAk+szjuK4rzmeWojGKzY00sywT57Duj5YkiYgrnc7sh95oNNBsNqU9CzcpZdZ5s9nE4uIisixDv9+XMY1GI+k1x4UHxTNNUxw9ehQApH86ndrMUueO4Nxohb3O2NKFmfV5novA0sGuneh0zlNg8zxHv99HHMeywKjX6yK4elFDxzqDAwwqBEEg94Fj5+KgWq0iTVOJ1BdFgXa7jeXlZRw5cqTUe84wDMM4u2EGGzOoAEgwmc9z6iMDsdQfvVkZjXGd9cWsMB3IpjFOfWJVFg1M6iiPT0OYhiuNce4Botu9UY9ns5nsWcLNyDkmPb55g5qVZgBKGXG6ZJtGtm7HpsfH4LYuX9d9UPX161L2yWQi6xvOA5MGdCaa7vNKBwOTAPR94L2dN/h5LmBrI7MwDGWjdcMwDOPcwLTbtNu0+/RhTnTDME46vu/jwIED0v6ELVP0BibMao7juCRQk8kEWZaJo5YtTVqtlmyEWalUxAFPh6/eoZuCm+c50jQtZWCzXG00GkmmO8UpSRL0+31EUVTqlRaGoUS2wzCE53lYWFjA8vIyBoNBqacaFyaj0UhETrdM0b3emIHv+z4Gg4GIM/u9eZ6HIAjk2sIwRJIkEqHX/dd5HZwzvjaZTOTYnufJAoIBBC565iPrbJmjd03Xc8LNWin2XFyw3O7SSy9Fmqa45557Tt8PzzAMw3jMVKtVtNttCd7qiiXdu5NVZjoDTBvi/MNsKhq7fI0aqSvCgPKm4DwW9UaXTDOAzNdYycVsL91ajcFprin0XiC6VJs6yLJ0Xhdfp6ZqQ59JADyGrkTTGs/r4VpHt6Hjeeb7sNKw1j1Rqd9cS8w7DnQLPK6HOEfa2aHvkQ6iz2YzLC0tSXWeYRiGcfZj2m3abdp9ejEnumEYJ5V6vS4OdIooM8PzPBcRoBBVq1Xp50WRyvMcm5ubKIpC2rFwY89OpyOOXJ6DrVQoXGyTMhqNMBgMkOc5siyD53kS8T5y5IhE61nGVhQFut2ubALKiDuz4geDAfr9vmzC2Ww2EccxsiwT4a1Wq6XsdGaGF0WBNE0BlEvKmNlNsdTO+DRNEUWR9DNvNBqSXc9sfo5/vn8dy+koqAwOEJ2Zz0UJx8VMdm58yhYyPB7Py9Y62olOxzvnmddrkXHDMIyzF5aA0winTlObdRYUsN1fVGsPg68ARIPYH1QbyDwHDVca67oibTQaidbpADED0sygo2ayNJy6pkuwWSnGjbzq9bq0K9NGKTPI5kvWdUBcZ6NxTvgesF0GrxMBmIHGueJ8c950RRgD3rPZ1gbhHDfh+XVZtzbSaYxzbok+73xpOqvdOJ90dBiGYRhnN6bdpt2m3acfm2nDME4Kvu+jWq1KuxKKKiPRuoxJ9y1jRrjneciyTCLlg8FAspqZdU5nO53bvu8jjmPZxJIR8/F4LDuSU9CzLBOR5vmSJJE2JQBEmJMkQRRFqNVqyPNcPl8UBTY3N+UauMFmv9+XyLvv+9KOplKpYDAYyGfzPEee5+j1ejI32tE8Go3EYc/ocpIkstFqFEVyDF4TndnsD0dnuN5IlP3bAch18DMApFpgvse83pCVn2U1gO4Zr3dkByCOdLaDYfDAMAzDOLtgEFTrDoOmulUYsG1sUh+ocwyAU8f0JmHaYNebj3FDbACi+8xu05uLcSM0XYZNrdTXwCC6rnbj+ACIg4DOAc/zpKpL90mlocux8fpYUcf3dUYaM/5owGpjXBvi1GntXOC8MDONhnCtVpP+qnyd6B6v/L52HDCjjfMJQM7P885Xn/EzLJ/n+Q3DMIyzD9Nu027T7jOHOdENw3jM8AEeBAH27NmDWq2Gzc1NbGxsSG8x3faDIg5AItVZlkkZGh3NFBRmpHNzSzrAAYjIeJ4njlqKEb/PdijsuzYYDMTpG0URjh49io2NDSwsLJR6jGdZJo5ibk5Ch3eSJDhy5Ihszsn+4kmSyIKGQQMuAtI0lde63a5s/lGpVKRfPAWU2fo6k1xn0cdxjDRNRVTp5Ke48rVKpSIZ+VEUSSUAFzt6Exm2wGGWO69BO8XZr240GqHT6cgCi2ONokiCGxz3ZZddhs3NTXz+858/zb9MwzAM4+tRrValoosVW8w4m68aIzSmGXj1fV+0B4BkRun9O7SRqtuC0djTm4PxnDSueZ75yrYsy+TcfI/rAn5PZ+WNRiPRYr0+ofGtHQ80VLXBzF6sOlDN8TKTT8/XvMHN6jZePzcr1yXZ2uFAfWY2IT/DijVm1OnqN13yDaB0Dq6DeG0cF7MHqfcsC8+yDBsbG6fy52cYhmE8Bky7TbtNu88s5kQ3DONx0Wg0sGvXLsRxLO1Xer0eOp0O6vW6lH5ph7rruhIV7vV66Ha7cBxHMs6Hw2GpxQo39WQmOcuexuOxRMUp/HQQO44jEVnP8zAYDKRPWKvVkrH1+304joNWqyXCymx0Oo51qVmlUkG325VzH69HOMvOKNDAVnSbbV263S7yPJfr43GKosBwOJTPs4yO7VbCMJTse2aIa6c7hZULDs47NwYdDAYi6NzANIoiyWRw3a2+8HTgcyFAAWe0n1UAFPt6vS4BC7bWmUwmSNMUu3btwsMPP4xut3v6f5yGYRjGcWFQlrrH7C4+62nAzZcPU0NYlaRbkum+onpjMH6fmqHLtXUf0OMZxKPRSAxNvQagVtIY53FZUUUDV28UxjUCtVlf2/x16nJqOhFYZcXzaY1nJZgOyOuANdcqfI3zyHMyK01vTE4Npq7ymMyU0z1X9XXr9QeNe51JyIQG3fuV9479ceM4lj1YDMMwjLMD027TbtPuM4850Q3DeNQ4joPl5WXs2LFDxJyiFwQB6vW6ZFxrsaGo0OFKZ/iRI0ewsbEhZWEUeX6OQs0SL7ZAYeuWWq2GIAgks51OeDqotSOdvdajKEIYhsiyDN1uV5z8HAPbpjDazevmuTc3NxGGoTig51uk6FKt0WiEfr+PyWQim5TSMe66rjimKZZpmpai1gwQUDTDMESj0UC/38d0OkWSJCiKQsSepWuz2Uyc3Twv+5W7rossy2QRBWzt4s57FgRB6Xrp9KeYd7tdVCoVCVjo7HsGGPI8x/r6Ou6//370ej3ri24YhnGGCcMQURRJhhVQ3qdDbyjN92ikMsuMBnWappIBRyaTiRjMNOxoZM9ntPE1Gn/UbRr22hjnebTOMBhPw5/nZxaXzmqj8U4t0yXU/DvRvV5pBFP/mDGn+8JS76nbnDedoUat1aXo2uimMc7yer1nCnVXZ9kBKDkE+BnqOeea5+c1cc70devydJbTN5tNWccZhmEYZxbTbtNu0+6zB3OiG4ZxwtDBvXv3blxzzTWyUYguaWKLFWYlz0fD+YcOdTqRO50Oer0e6vW6CMJwOJSNRdnWhMes1+sSuQYg5xwOh0jTVDK16azXgs5Mct/34fs+hsMher0egiAo7eadpmlpsxPieR7SNEWapmg0GtJihkJJcWRPNPYYT9MUcRyXertTWBlZZ5Y+o9AUYh6L2fU8BvujMzCgN3fhfLFffRiGSJJEItrMMNeLGc41o+50wLPVC/8MBoPSDu+8T2xhw0VKp9PBgQMHsLm5aTuGG4ZhnCEcx0Gz2cT6+ro85/k6DWYa2ro1Go1I3SpNP+OpIfMZVKxo0ka2Nn7n+4gyKE5Dl+sD/uEeHboPKjPq2LeVWVoM5GoDlOei9tKgByD6y+9zLcO1iP68rnbj3PHvNNT1RmD8POdn3qCnc0E7FDhfvAZdOq/nWG9MpkvGOSZ+j04CzpF2XPA+6fvM1nILCwuSUGAYhmGcfky7TbtNu88+zIluGMYJ4bpbm2aurq7iuuuuQ7PZxGw2kwxwHbmtVqvwfV+cxHRiz5daMduZGdJ0fFOAGJ1lNvVoNEKSJAC2S5koMoz+BkEg/eEYAacTmeLDFi3c1JT9vBmZp/OYjvswDEs925gFwH/zehkJ5nXymLofOufR8zy5bh1ZZnbBbDaTTUjDMCxFxZn9HoahLGg4L8xS4MJG90jnOHUZH6P1OuDBRQjFnhnu/X5f5o3OfgYMOCfzi5nhcIhGo4E4jtHtdi0b3TAM4zTCTK4oirBv3z6pnGK2lzbEdXbZvHEGQJ7f1BJqNP/LY9AY1D09dQk3ANEYajI3yKauci3BMeiSdOouDXAa1wx68zVmrXGNoK9PX682prXzQPdU5TzSuNaGP+eEc8T1DLVTV9mxKg+AjBsoG8S69ypfo6bz39R+OjTm7yP/W6/XpcKMhjuPo38f8/eZzhTuVWMYhmGcPky7TbtNu89ezIluGMbXxXVd7Ny5E1dccQXCMEQQBFLa5Pu+bHQJQFqQZFlWagmio8aM1lIAms1myXlNwQS2d872PE8czIPBAL7vI4oi2SxkOp1Kz3BmaQ8GA/T7fRknndd0PqdpWtpchd9JkgRhGMJxHOkbHoahtDvRkWxeB4VSR/l53Y7jwPd99Ho9DAaDUnSaiw3OM/8OQJzbWZYhjuOSc5vzygXOdDqVjVN5PXRwU1T14osOcI43yzIMBgNZYPAcPF+j0ZAINzP92XJHL74YxdclblmW4ZJLLkG320Wv1zs9P1rDMIwLHMdx0Gg0sLq6KkYhs6a4xwWf2XzmU8uB7WC1Rhvpej8Sndmlj6e1aDQalQxoXcasX6f2cZy6/+fxsr0YDNbGN/WV1VE81/x18Fq45uAahoY/s+YYaGaGG3WP86z1W/dOpeNDn4/GPzPf9LXOG8R0fvC+MZhOWKWmP0tnAgDZjI3Zgjq7jusXnovf5b2cTCZYWloSvTcMwzBOPabdpt2m3Wc37tf/iGEYFzKu62J1dRVPetKTAGw99Jn1TId0GIYiIIya6xYijNICKEWrmdXMPt/MFOemn/w8BY+O8CzLpMc4P8Ne6EWxtYEn2730+308+OCD+PKXv4xDhw5hOByiWq0ijmO0Wi0RUJ0d3u12pU1NURQYDAay6QizrXUUn4LPBQU32qRDn3NTr9dl7BT7+cxsLkaiKMLCwoK0jtGCqSPz9XodQRBIdn2e53JsvVjipqa63xzHG0URoigqBTco4nqR0Gg00Gg0AEDKAHndWZaVgikMFHCuPM/D4uJiKUhgGIZhnBocZ2uz7h07dgBAqY+n3qOERh2D1boMWRvhuqyYGs7PUStpNPPzNMb5Onuhan3RpdG6Ymw4HKLf76Pb7cqm2FrPtFFLQzvP85JWMsBOI5bjpGGsg8Y6EE4d1sY4x66dDRrdqk4H5nUrOF2uzXtA5wcD3TqDkPOms9R0BiCzzQDIebimYLab4zilz/FcvG5m1PGe6MxBtgngGsMwDMM4tZh2m3abdp/9mDfDMIzj4roulpaWEIYh9uzZAwDiLGWpEJ3VbN2iHcmNRqPUL53ioHumOY4jG39QZBjtZgsTLh4ojM1mE0mSiNM8iiIR4DRNRXCZlb6xsYFut4vJZII0TeUYzWZTyscAlDYVHQ6H6Ha7Il5pmqLf70tmuW6DokVyMpmIM54iFgSBBAQo0lmWiVhrp/P8/DMbntnx3MAVQEmY9Y7iFFS9OHFdV6oC2A++KArp184e63Ecyz3SCwJGv5n9H4ahBDFYNseSOS6QuKjh/Liui8svvxybm5vodrun+NdrGIZxYeI4jlSLtVotABCDi4YVn826bRqDr9xMe97YpB4fbxMv6gT1SBu71OR6vS4tzLgG0FlW1A3qGY1xXZ5dr9dl3xRqpg5GszKLGXQ0nqmHzETjWHkN1Ey+xvUGdZWG82QykfnThiuhZur1DUvV5zPU5rPo6IzQRrAu187zXM7JcXC+aGRr5wePQQcHtX5+zcVEAH2telyO42BlZUXWXIZhGMbJx7TbtNu0+9zBQhOGYZTgQ3h9fR1XXnklnvrUpx6zaWSWZXj44YfR6XREIBm9pcO1Xq+j0WhI9JV9xth+hVHnPM/R6XRKzl3dV107cekMbjabpXImOsN1pLxa3eqPHgSBZIYDQK/Xw+bmpmws2mw2ZexaiNmPnKVQ3W4XSZLI+bQjnQKqFyo6w73RaEipm466z2YzeJ4nCwR+j9Ftx3HQbrfh+7440udb3XBxRUFlIEP3bmNgo9VqSU90ZpgzOs/5Yua8jvDzOnnt3KyV94qLqzRN5bq4GImiSBZOnufhwIEDci8MwzCMk4fjOIjjGGtra1hbW5OALo02VpLleS6ZTjT0qGF8VuvKJ+qK1hiWgmsDkVr0SBltNEj1RmVau3RWmTaeAWA4HMq4eSyOncYrAFlr8Jgs5wa2S9yZ6cXxaeNYZ5Jx0zC+x+vWZeP8o+eLAeVqtSrl7ToLjmsFvsa55/XrVmx0QNBpwrHr+dKZifpadEYb1wRcP+hsPiZB0KHB3wDXJJVKBQsLC8e0BzAMwzAeP6bdpt2m3ecWloluGIZAQVtZWcGBAwfQaDQQRREAiADy4ZznOY4cOSJZ54z+0qFaq9VKbUZ07y8KMR3Q7MfNcjXXdaX8i8I3Ho9FoOM4Lm0oyr5l3EyUYlSpVGT8etftbreLzc1NaTtDwdJlWbPZdt9wjkdvnKkzv+ks53gJFzXM8t7Y2Chlu7MHHCPfHCf/DIdD+L6POI5x5MgRbGxswPM8BEEgY5wvOdMR8SAI5P2iKBCGIZaXl6XUjnPGXvMUX1673vSU/2a7Go6ZEXsKOAA0Gg0RbN4zLtAuueQS3HvvvbIwMgzDMB4/LAFnGzBdAqyDuwx48nlPw49Gme7vycyz+bJmbcAxO4pjoMbpsmuuLdhmjcai1lF+DtguTwe2jXkAYvizdJ3MG9QMMOuyZn1sfmfeEaGvkYFgtmHja3rTtHkDnP/VVWncsFz3heUY58/JOZzPMmTrPL3Jm95PhcYy1zH6HujesjoLEMAxY+DvgcfUTojFxUV0Op3Sb8EwDMN4fJh2m3abdp97mBPdMAwAWw7UPXv2SJY3RZElWGEYIkkSKeVyXRdZlmFzcxNFUUjkVmcuMxOZzmW94QhLs9gXnRnNzHCm+FPkKXrMhKYjXZdfseyNDlodVeZGnryuXq+Hfr+P5eVlaUejFxx6EcC+Y5ubm7LA0X3i2BaFkfr5jHPXddFsNhHHsfQSZxY4W6no3nY6I78oCkRRJJnoGxsbaDab8DzvmH7ss9ms1Jec4q17qsdxjOXlZakCGI/H0uYG2C4n5GKC95tZ/nqDVu0gT5JE7iPb8ehshPmyw/mFj2EYhvHocRwHrVarpD80zHRwm8FVagaNS+q2zn5ihpR+TRvU1Ce9N4jOpOJrOkOMmqlbp1FD9HeAbaNUtyXjsVgdpqum+AfYNoj1uPM8L1WbcZ3CTbq0Ma6D93oNpJ0S/J4OgDM5QGemcZ+V8XiMLMtkbaAr1zhnurcpj61f40bizGSj/mvDWs8l1028Fp0h+Ej3kfddG+Pz2X6GYRjG48e027SbmHafe5gT3TAM1Go1XHzxxdi1a5c4u+nkptOTTlNuKlqpVJCmqfQ9Z18uZp6zhQjbhAAQpzgFjg95tgqhc5rH09nauoea53mI4xhpmsprurcaM9y1Y5ytXdh+BgD6/b5sqskoL6+f7Vr0QmYwGCAMQwk06HK20WhU2hyVC6IsyzAej+F5HpaXlyXLnE70IAgwGo0ka58LEwYCmP0fxzGyLEOn00FRFNLjnK1Z9HyyRQuz4Fm6xx7y7XZbMsv7/b6Uz3ExxYz7fr+P0WgkQQb2cmd7Fi4qGO1PkgTD4bDUL5/j4EIDAJ71rGfhjjvukPtnGIZhPHpc18Xi4iLiOC4Z0TozSvf45HcYGKZO0RDXZcbzpd001miMzZcb8xjzxqrOIqNe6KozaruumuJ/ORYa3DyW3s9Dax8NUx1410F9XfKtnQzaoOa10UCljtK4pSHMjDOuWWjcamcC9ZRl+ABKmYLzxu18mfd8MJv7qHCdoqvFdGYe10Aco+4Hy89zfnRLNn6GaySOjde0e/du3HvvvXL/DMMwjEePabdpt2n3uY050Q3jAqdWq+HSSy/F/v37JXKqs8opPIxCz2+2MRwOkaapOIL5AGekvFKpSF/yKIokis5j1ut1+T7LliiOzEKnmDAizVYxFH1eBx3kruvKd+mkZ/SbGeZsv5LnufQs00EAz/PEid9qtSTzm8eiUDJ6zIx09lfX0XqOsd1ul8qpKICMmHOxwaABFz4ApBpA95ajc5+LBUbc9ViYjd7v95HnuWx02mq1pLQsSRKkaYrZbCaZ9r7vlxYezHLnOJnhzrmM4xjdblc2eG02m3KPgO2qgOl0ina7jXa7XerHZxiGYZw4rru1+Xe73S7ptM5Mo0GuK4Ko0TrQrPcDYSUUDWDd5otGIN/j97XBPW9I06idN+45No5Xrzd02fRkMimtLbQhq3ub6tfoCKAe62PRcUBd03PHedOGOgDRQ6JL3TkGrndoTOu5r9VqEkDXlWragJ4fC7+nK7y4VwzXEXSo8Nw0pPXcc33CcXKtxLn0PA95nsvaQc+Fvk+sOKQzwCrJDMMwHj2m3abdpt3nPraxqGFcoNRqNTSbTayvr2NpaUmyiClOFAKKo35wU9C0s3c0GokznM5S9h6nQ53RWGYyU0DYay3P81J0l+1fGAUvikIyu6vVKqIoKpWX6agygNI5KXB0LPN1Zm7zmuv1Onzfl++zFUoURYjjWISWmQB6AxOOl/OkFzJcICwtLWHHjh3YsWMHGo2GzBUj3fwOM9MJHdeccwo6x8qMdc4VF1nMWq/VatI6x3G2+u81m000Gg2ZH2alA9uOcb1oyvMcSZJgNpvJwoiLsIWFBezYsUMy63U2vL4uBkCe/exnl3Y9NwzDML4+zJBqNpsIw7C0sRQNaG1I0oCksaj7jFIXdaszamKWZdIaTGsZ1wRFUYjRx88RXULOZ7zeBJt7q1DvdQky0UalXpPo12nMcnxar3hNDAzzevV8cB44Xr7OMekS+zAMpXJNH4/Xzu/MZ8bxNT3nnDuOle/N3zOt9zphgJulcx4YTAcg6xi9fuCahefV1xUEAaIokuo7HkeXutPZUavVsHv3btF1wzAM48Qw7TbtNu0+f7BMdMO4gOBD3vd9HDx4EHEcS1sPtmdhVjTLoPgQ1uVfdC7rTTm1yABb/bgnkwmOHj2K2WyGOI7lWDpSmue5RIT7/b6clw5hvs+NOdI0Rb/fF2c8I7MsBdPlUa7rIgxDBEEgAQLdC02XXbHETG/ayY1Eer2eCDCAkjDqhQWd/My6p5BXq1XJHg+CAIuLi/I9brbCa6DAM1ihFwcspeO4uZBgX3MtwNqRzix2Zorz/gZBINngaZqi2+3KPeaGsXpBQic6gxBs10KnOtvVMCDDzVi5QOR9rlQqiOMY6+vr+NKXvmRRccMwjBOgWq1iYWFBqo5oTDGoqzOWgHJfTGC71JlGID+jM7dYScXgNzee1loAoGSkD4dD0Q2uBZg5Rh1li7Z5g14b7DqTjJVe2tjWxqHOUpvP4qKhyPZiej50L1N9HBqr1GBeG50cDG7zezo7jc4Nfkcb/Fr3+HdeIxMUtFNAO0gYeKae6uD8/LxqBwMr7ng8Vr1pRwZ/DwzQcyw6446f0feeTiDuh2MYhmF8bUy7TbtNu88vzIluGBcYQRDgSU96EtbW1tDtduXBSscqNw+dTrd3kqYwMRoKQBy/uo0KNwuZTqcSbe10OuKcpYgRlkHleS5OWYpAvV6XliPMRufmHFmWodfrYWFhAdVqVXYsn48YA9sbZdJZDkBKqtiDjtdGAXMcRzYSiaIIw+EQm5ub0paGwsbWKjqKnuc5ut2uiB0j5Y7jiKO+0WjI4qLf74uYsqUNRZmRcgY5AMj1sR0NgwZ00tOZrx3s+rrSNJXINaP8o9Go1I6FCxWdrc9Me14zAx06ayGKIgkQ8HrYb57BAJYX+r6Ppz/96XjggQekAsEwDMM4PtVqVSqYqDvUGT6fGdTUz1tge8MuAKWybh00pQFJY437aOjMK0LdYak3tZxGsN7Mi0Fh6hk3qNZVbjTMtUMAQKnFG+eARi6NZf6d2sh1CrOzsiwrabTWVWoo54VBez0WargujWcGGYBj1hLamNbj5HnmK+bmDV+en/eRr9NJQG3nH13SzXnSpfc6W48VhFxf8PPzCQRsF6ez8jjH1WoVu3btQq/XOyaL0TAMwyhj2m3abdp9/mFOdMO4QIiiCJdeeik8z8PKykopSs3WKM1mE0mSYDAYSBQ3z3PpCa4FaTweo9frycOb4tBoNMQpzKzozc1NyXLXJWRcAPT7fXGyUzDowG61WkjTFHmew/d9NBoN2RCzUqkgiiI4jiPOXb0JKRcbzD5nxL9Wq8m/h8OhtJOZTCYIw1DGPRwOEccx6vU6er0ewjDE8vJyqY+a7tvO+UmSBLVaTY6V57l8nudjGZbuZaYXMhRwtnqhw3o+2s+xsO85nfwUUpb2sb8cN0nheDlXbN/S6XSQZRmiKJJWNQDk98Ke9rofPDMKarUa4jjGeDxGv99HlmWI47g0dmBrcchKAi30hmEYRplarYalpSXROxrGNCQZgGYPThqBk8lEnvu6amo2m2E4HEo2FPWEAVjqEIPJeiMxYNuoP15pOP/wmc/sKN2/k5lvek3BQDH1QGdQ6SAsDWdeny4ZpyYxyM2yc15rGIaljLj5LDntFNDaSoOcY6SBT4NVG7TUeV4Dv6Oz5/R1UMeZ5cfv0UmiM9jYX5XzxmOxAo3GuF73EK4p5iv29Li4DuJeMLpsX98POoBMuw3DMB4Z027TbtPu8xdzohvGeQ4F7+DBg9i3b5+0LqEw8qHNsqAwDOH7PpIkEUFjT3CKHjf4TNMUSZJItjKPS+FghHc6naLf74vIVavVY/pm85hhGMqDv1qtYmlpCa7rIk1TyQSnw3hzc1MWG0Wx1XbF8zzJrNflTcy0pzjpciq+TgHl5pmbm5vodrtYXl7GeDzG0aNHUavVZDFEAdaOfzrqB4MBgiBAHMcAIIsPZvjr/usUWF3ORvHX88Rz8j0KKtvHJEkCADIfvO5erwcApax9bvqpy75arZa8n2UZwjCU+6U3TGFGAueU32cGAbP3+YdR8Xkx37t3L6699lr8xV/8hUXFDcMw5qhUKlhcXES73RatoZGln6cMDFerVTGcdVaSzj5jxhf3FgEgx9Ul0DROGSjm+/Ntxqj71FRguwKM56JhS2cBK564phgOh6I12nGg9ZCOAJ2hp7PF+J52NrDUOcsyOT9Q3nBLZ3CxYoz6DEDmbH7+qYt0TOhkAs6pzjDThjgNaT0nAI4pa2c1oM7801lqhEY07yvvOb+nnQ1MhOB8aicCN1HjPdbGPMfsui5arRb27t2Le+65p5QpaRiGYZh2m3abdp/v2MaihnEeE4Yh4jjGgQMHxClMpzGwVQakN6ukI31paQnNZlOczGwVwvYevu8jCAIAEIcr+3LrTUTpnPZ9XxzndMbq1i8UCZ2dTtGoVquSCU+nOFuR5HmOw4cPY2NjQ95jSxL2QAOAJEkkKsxr12Vs8+Vz7AfearUkIt9sNgEAnU4H/X4fg8FAWtpoMU/TVMTXdV20222sra1hZWUFrVZLnObMOqhWqzKfjMTredabk+iMdV4D55gBkNlsJoEE3rN6vV7aaCZJEnH2z2cGxHEM13XR7/dLiyUdhODvgvdrvgSOgY6i2Oqdz/nlQoZjbzabuOSSS6T3umEYhrG9AdXCwgJc10WWZWIoAihlXGljnNVPwHbpM7WIAW4aozTaqHHUMh6T+kTjmwadLh/Xz36OC9g2Sqkb/D41RAdrqRvsHcpzACg5AbQRS8cCz6vnhe3CqO2cD26szaA1s9n4h5un0WBmdVYURRJY1+3LOKecD10yzXnTxi/Pw/HOO1E49zTG+XeOS88Hv885cN3tlm06KM8x6tJ3vYbQx2Higk4w0Ea2/k69Xsfi4qJUqhmGYRim3abdpt0XCpaJbhjnIY7jYGFhAddddx2q1Sp6vR56vZ70F2NPMwDi4NZOUpaRFUWBJEnQ7XblO+yZFgQBms2mCNpwOESapuj1eiIuWuQYsdblR1EUiTN3PtKqhYDCptuocMMROrMZOefGlhxnUWz1He/3+2g2m6WyN2C7bCsIgpIjm857trSJ4xhxHCPPc/T7fTiOIwsJjksvMih8nueJY9r3fdkYlcEGBhzYJ11HuHUpGFvPAJDXtWhzEcYe677vi+O9Xq/LZp8ASv3XuejimLXzO0kSGTd73LOVj452z5fu8TjMWuBmq3SiM8ugKArs378f3/zN34yPf/zjpci/YRjGhUgQBNi7dy9c15VqHt2/VJcCa0NLl1lTP1n1RP2mljL7ic9kflZXJxFqJLVbl0Xrz+hnN49NHdSGNPWSBiOviZlzXIswy0u/xnPxvywF123c6ACgI4LaxQoqnc3HcenML51pxpZjNIh5LzgG6t/893hc6qQOHuvz8Rg6o43l2zqbjAFwvq6/z3PPO1g4bq5LtMGt75U2xnkcZuLpknaOg+dpt9u46KKLcPfdd1tGm2EYFzym3abdpt0XDuZEN4zzkCiKcM0112BtbU0cqvV6Hd1uVx7oFB06qfkZ7cBldvnm5qZ8nr3JtBOcx6ADm5+jgxeAOGq5gUocx9LjnOKoH/wUTWA7Y97zPDkPx8we5L1erxQVZllXEAQYjUbiEI6iSK4fgJyz0WjIBh0Ur2q1ina7LW1S4jhGrVZDlmXyJ0kSVKtVNJtNGRMj9DwPj12pVNDpdGQu6eyno1pnc9MpTUc8BZB91fhHZ/MHQSAizPY7/J7v++j1erJAYtkgsyaYsUBnPNvI6J73DAKkaSplZzr6z/PxOI1GQ4IcvC/MWhiNRgiCQKol+BsxJ7phGBcqnudhfX0djUYDAMRwZlUQgJJBReOaWqGN0PF4jCzL5POs8NKt3HgMfp6foz7yfLpii7rD3qlat/h3rjN01p0uT+bagDqjS5SpZzQIWbVFA5AGPc9JbdVZZdRiGrdc21AftSE+b2zrNQuP7TiObFxGfdfZa8C2M4Kv87+cD53Np+eD1zZfws/PV6vVUks3/RlW+HENpo1ozrE2yBkA14Y8AKl2YxYdNxynA4jzTacC7z8zBU27DcO4kDHtNu027b6wMCe6YZxHRFEEz/OwtLSE8XiMwWCAOI4lA5sZybqUiJnUdGrrVip0XB89elQ2rFhYWJCNUJrNZqkVCADZeJIbgfJBTeHI8xzAdrSbme9s10JxnE6npSxzLhDmFx1BEMB1XXS7XaRpiiiKEASBfJYtSqbTqWzwycUDndI8x9LSUmkOAIhzm4JNQaf4ccdtllPpnc21gzkIArTbbQDbDnwKF4WRmQjMIAdQiqjneS6LAd4D3eaGAsp/U0zZi43CrIMZdLDrfmq8DjrLuajSx9B9+XSZHOeGY2Q2ArMquJhkX/YgCLC6uor9+/fji1/84mn4v8QwDOPsgsZqGIZifGq9oRGljXD+m4axzvbi8VhKPp1ubdxN7WRlEA1jYLuEnHpOTadxq3UDQMnA0xrArDSd+aQzvPiHWWxsi8Yg+LxTgZqljT1t4PIcOquP/+Y4dUYXy7N1hheD1tRsbVTSqOexNNogn3dYaEOX86qz3eYz4eZL5zmn85lruv0cr1k7VXgd/MOx6GPoP1yjuK4r6y+t6xyDznzkOiCKIrTbbWxubj6en79hGMY5iWm3abdp94WJOdEN4xyHwrBjxw4cPHhQnOcbGxsi0FEUSQZ5rVaT7HE6kKfTqWSFayexjrjmeY4jR44gz3OsrKwgiiLpE97tdkXoGEllL/VGoyFO2iAIxDHOBz8zpul8ZlSdIsEoLiO1vF6KvuM4spEmnf3tdlv6y2nxZb9ywpYiw+EQm5ubWFpakj52WozpKKcznM5gzh0zubUTm4sRLkjYs5zXyHvHBQ7Fl+1mdL91Ro6DIJDe5mxnwznREX9eExc6dMgze51zzHI59mTnIosO/eFwKMLL8jS9azrbA+kedbVaDUmSIM9zafvDfnbA9mLPdV3ZxHbv3r14znOeg3vvvVc+YxiGcSEQRREWFxfFANctwvic14YaDWhmH1Ef+B2tjTRiqX1RFEn1EQAJLOvAOjVcG/gsWdb7YDAwToOQhprOugLKRiCwbbzSGOeeHTq4rQ13vSaYZzqdIssyBEEgAW8AJYNdn4varueOaxFtiNMA1SXnfE8zbwDTqJ1/Xa+7dEYb1yYcA8+tS8p5HTw+10acd2aw6Uw6jl0b2jzf8aoROVbODY9LbddzylZwk8kErVYLe/bsQafTKX3GMAzjfMe027TbtPvCxZzohnEOw4f34uIirrjiCjQaDfR6PXnY9no9cfAyczmKImmnQSdtkiTY3NxEGIYiaK7rSi/rVqtVEhq2+eCmpADQ7/fFGcwHO8vYiqKQzSaDIEC32y2JP0WGpWwcm+d5iKJIjsmMZgDilOUx6vU6ms0msiwThzIXMYzMAtv9ydgXnMLT6XRw+PBhtFqtUkmWzrAGIBkHRVEgyzIMBgM5BwWbC5bhcCgOZDri6QzXEWRmfPOa+FkuThiA0M5tzhtf4yYhfJ2ZBzr7XJeecXzMZtcOemA765yLCn5fL1j4/VqthuFwKL8xOvUZFef7HB8XVP1+X35ru3fvxpOf/GR85jOfOeX/3xiGYZxpGJRdXV2V5zqftzoIqjPVaGjzGcpgN5/D/A6NNFYx0RDWRhZf0+XGNGTne4fy+AyAA9sbkOm1gc7G0vui6N6iuh8rABkng7U8pw7iA9vBVZ1dxWB2mqayl4vO+OOc8b96HqhR+g/HT2cEg8ecU12WzgD1fIbZfGBcO1Kor/w+r5PodYfOPpvXXgaieZ/5ur5O7Vzhv7Wxz2PwmnXWIj/L93m/Oaf699lsNrFjxw4cOnToUf8/YBiGca5h2r2Fabdp94WMOdEN4xzFcRxpg8EH+Wg0QhRFKIqtzTRHoxH6/b44WBnNZTYyAHmYZ1mGo0ePShkad8luNBrSmoXOYz64HceR12azGXq9XilzfDabIU1TTKdTNJtNuO5Wf/A0TUutVXRJF/90Oh1MJhM0m01x/vKYs9lM2tLoMekNSPI8l77sFEA6xPXigEKWZRkOHz6MdruNIAhQr9dFrHh97GHGNjXtdlscxTwPW6h0Oh3J1k7TVDIDKHDsPc6FFhc4FGpmpGtnNDP6XdcVhzuwvVDi/HCBRKHVixbeb2Y40GGvr5nXyoUQAyd6HjiPw+FQnPi8p7Xa1oavWZbJPWBJHABZcPGaHMfB8vIyDh48iDvvvFOObRiGcT7SaDTQbrdLlVXUaVYAsd8osF2WTYMX2A6is38qn9nUNOohDW/qHr9P3eVzXGc5FUUhQXYa87pVGJ/R80au67oSPNdOAF3dNV81RYNVG8C6Ryo/x4wtAKJlvP4kSWSTdL1O4PVxrcE50m3atDOBbd9YTTcej48pZ6fG8br1xmEA5J7pLDVdrq4dEcebHzpjdEYiX9fZfTT6mSnH+6XHygA6fzfaQNf7z3ANoTPadDKBdoLwOCy5D8MQi4uLZogbhnHeY9pt2q3voWn3hYs50Q3jHMRxHCwtLeHSSy9Fu92Wtiy6Fxv7ktOJy4xkPmgp6uyVTgfu5uYmarUaWq0WHMeRTHBmhbPVC4WbGeTNZhPD4VDatWjxHwwGmE6naDQaqFaraDQa6Ha74iBm6w9mRYdhiNlshs3NTfi+LxtP6pIsOrT1JhwUWrZuCYLguJtwUvw5D/V6HXmeo9fr4Stf+Yr0R+dihMLHuec81ut12USGAletbm0yyv7lnH8GJng8HoMLAgo154XzoTO356P7eqMRZgSw1QoXClr09cYrDHBwvtkbnb3e9QKFCxu9iSyzD3jcPM9LgQJmo7P8kBnwXGzx3uuWO0VRiDPeMAzjfCQMQ9l/g5lJuuKJxh2NQRq7OrioM6FonGVZVtIUVjBpI4uGrg6ospWa3oyK55zf+4PPZ51Rp0ucqVlcA7D0fD67TGdQAduGNXWGZeHzWW3zAVYaksPhEL1eD9VqtRTY1xl6HIde+3AuOS7OhTbEde9YPf86KO44jjhQdOn5/Of5b531x/ugDXCOlei1D9cl+r7qtQ31V2evzZeoa8Oa6zheB1/ncTnHvB7289Xf0RVwhmEY5yOm3abdpt0GMSe6YZxjuO5W+5Z9+/bJQ5EtMZIkkTYonuchyzIkSSJ9r4Ft0eEDk5Fdli0VRYFOpyPRaNd1ZYNRZivPZjNxljNDmdnMQRAgTVMkSSL9znXmODcRZQ9uYCt6T+dsUWz11WZwwHG2+5BTcDkmRoZ1JJpCNJlMMBgM5LNa7HRGOhcZnudhMBjg0KFDCIJAzstSNi4uGM2nU5iLE11iR+d6p9NBmqZSrsb7xWg5xZILJ2YV9Pt9WUjN9zab73emneRc+HBBxRYwFEmg7FTP8xz9fl8WO77vy/h0iRjFWGcy6DEz84KLL85HlmXHjbozA4E9BLlT/MUXX4ynPe1p+Lu/+zsA1qPNMIzzB2pKq9UqBX0ZcGR5Nw0a/ptZQ4RGlH42kzzPpRKMz1wabMxooj7o8mSdEaXbj2nDS/dY1e3RdFYbdYQGpd48S/cpnc/Y0sYwW7dxXPozvHZgu3UZA/uDwaBURq8D0LrVHOdh3pgEIPpFrdcbcdFpMj//hDqo1yQ6E2z+Nf4G+B6NaT1HOhNP66Euaec4dOWcNsS144PXON//VpeY8/enx871ldZ8jmE2m2FxcRE7d+7EV77yFdNtwzDOK0y7TbtNu415zIluGOcIlUoFi4uLCMMQe/bsKYmm7/vwfR+TyQT9fl8clZ7nIU1T9Ho9BEEAAPIQ1SLDtho6otztdksbnugHuxbSwWAgx+LxoihClmUy7mq1Kq1NKDh0wnIxwj7odBD7vo92uy1Z7HQIU8CYac3+7oxO6yj5ZDJBt9vFcDhEGIal+dRiyPEwe/yrX/0qarUaduzYIYsOXl+aptITnnPMTUN11kEcxxiPxxgOh5IVD2xvpjLfF42ZB/wOe4jrNi2j0UiyE/iH0X+KH9vwsM86+6/rLAnCKgFWB3Ae6MwHtrPdgyCQxRsXCnqRNplMkGVZqe8cv683uZlfHAyHQyRJgul0a3PbxcVFNBoN9Pv9k/8/kWEYxmmGBjgrvHTvTl3CTCOOBiK1QJduU791tRANRR2I1UFaPQ5d9UMjisFYre38PIPXfM7rUmBtJFJPGQxnVRO1h+ecD+jq650viWawmddP9Oc4HmoTg8JRFIkjgeNjwoHuc8pAtZ4nJgpQ9/X8sxpL65i+Hh3w1qXenN/jGcfUbq4FqLnzPVy1EwKAGOJ0mvC+UONpbM8b//MBdToYtEOH73PdwPHpsXANwzUUK/+4djAMwziXMe027TbtNh4Jc6IbxlmMjvDu27cPT33qU+E4DvI8R5IksvEks6nZliRNU3ngsjUKM8EBSEY3220wM5zObgoTHeHMsuZDmdnkURRJNjPblvA7zI6nE5gLCz7c53t7U3gpBlEUieOWPdn1wsJxHOntTgd8GIbS15uCRyd2nueSYU5nMhcjdMrX63Vx6m5ubqLRaEgrGY7x6NGjyLIMS0tLsuCIokhalnAslUpFnMEMIGgBZNYBz8uABXvPM0BCgeV1Upx1RJ0LBIp9o9EQBzXbpehsfb0AHI/H6Pf7EsXnYoCOcgYWms2m3A/2+6vX66WyNzrR9QJFj4uLBgYAmPHOBUy/38e+fftw2WWX4R//8R/l2gzDMM5FHMdBu93G6uqqBBuZTaYNSj4TdW9MBir1/hfzhrPWUm1MsdWWDlxSPxlw5lgYIKYBx4wwHUCnIacD6TTkdIUSADFuaazRQNTGLg1vXovOtuNnaQhrY1xrgjZ4mYHFHrN6s21gy4hm8JoBcAavdck31w40KLUTgsfhvaNWco55PN4jzhXHynujr1EbyDwvz6Fbo/Gz/G3oILRem+mMOTon6vW6aDrvk55r3kP9G5m/59qBoNdP/MxwOESr1cLS0hK++tWvPp7/ZQzDMM44pt2m3RyrabdxPMyJbhhnMXy4P+EJT8BFF10Ex3FKm3ZQvOkIdxxHspjpoKRznELEhycjnexjzmx2ihH7obFUDdiOes5mM9kIhP3U9SaaFGoKFMc4Go1KEVYtvo6zVRaXJIn0bYuiSBy5dNAyWsxoPsWQzl5mVGuxY9uZyWSCRqNRcuDTWQ1sOf4p1gxURFEkgs5IfZqm4vwej8eI4xhFUYjg9ft9EUDOGc/FBUKappJNwAUZHdt0og8GA8my19neFGFd/kUn+2y21YYnjmNplxLHscwT51kHOHjvdHkb722SJDLWMAxLpYRceDBoMBqNpP8+neV6E1FgO8LPUkEuWDhPXFwYhmGcq9BwWV5exsLCQsmABXCMhtPw5DOQAVZmC2nDXWe1jUYj0Q1+bj5bDIDoPnVGZz/xvDpjTVdV0ejWmqoz1HS1FtcHfP7zuDQO5zPRaNRNJpNSGTrRes/3OVe6pJoZbVpvub7g9buuKwYnDVOuc2jI6rJxBul5fl1+rkuqeWyuaajF1DYAkk13POOb18F1ESvqxuOxtNTjddOQ5m+J88v7xd8W74/OjNMl3ryHdOjwfNqon3cWaYOc18Hxz5e4G4ZhnIuYdpt2m3YbJ4I50Q3jLIQPyauuugo7duzAjh07kCSJPNyZYU7HObOX+V0KEh/CzOKms7QoCslcB7aEmP3DufklHb6VSkWysyn6o9EIzWZTel/PZzuzVIiiwYc9s8QpOq671Ued0dBqtYokSZAkifRaZ/sSZozT6a2z9JkVzSxpXcLFueTmJbVaDc1mU8YMoNSKJggCDAYDCURQDHlMBgN0T7osy5BlGVqtlsxft9sFABFSYHuDEc/z0Gg0kKapLKYYmOB3Go2GOKV5X3S2Ph3kwPbmMLznzJD3PA/9fl9avNBprnv28R7qbAYKcK1Wk2x6BhTo4NdRdN5vzk2SJCVHOX9LXGBxAcj7Mh8V37lzJx566CE8/PDDp+p/McMwjFOC67rYuXMnoihCFEUlw42G7XwGFKFG6PJqAGIoAdulw/w89ZCGFY1GajDPz/WA1uvjZUzNG1kcpy5f5nXocmfqqDaOqf+8Bp2BprPraPBqg5JG33z1E7+nj8lr4bVyDaSdDnp+CMfMOWGVGOdZZ7HRUOa+I9qA5j2kQ4TzrTPHqJP6XnIe9DxyrLxm/puOAp0pp8u99e+H2s4kiPkMQ33PeSw9Zu3w0Jlv2kEz74xgksJgMECSJI/3fyPDMIzTimm3abdpt2n3iWJOdMM4y+BD8LLLLsPll1+OVqsl7VnmI9JhGMoDlo5ePlBns5lkRLO8iE5otkehc1VHXGu1mmSkU2CYsa6z16fTKeI4FkHmseazizlmLQb8DI8fRZFE4SmmSZKUNuzUgqjFgt/h4obXzuulYFLQ8zxHu92WHmC1Wk0c5tPpVHqcz2YzpGmKwWAg18doNXuOO44jgQhuohmGIaIoknY73NRVR9Wr1SriOEatVpMsb2Zgs5UOAyPMBOdvg053OtjpfKeg6uOEYYhutyuOdI5dCzoj+swa0KVm3CiWwZfhcIgoitBoNEpRf94H7ehniyAdUaeI837qzHguJMbjMRqNBprNJh5++GFZpBiGYZztOI6DpaUlrKysSKUS0ZlP1CsdbOSzjhrLZywzvHSJtTbGeWydpQVsB5i1wUQDlbqlNXTeANdZczpQq41SbuTFa6E+6XJyajcAWRvobDZtZPI6tJHLcU0mE6mA43i4vuF49F4drLjSZfFsYQZsB3PZK5U6zyC5nhd9f5lVR13TRjaPq1u76XtExwFL//XxeRxqdZ7npbnkZ/W90YY454mVX8wypLbz+vTvkN/jvOnrBlDSeV4/x6uNcX6WyRlmiBuGcS5h2m3abdpt2v1oMCe6YZxF8CG2a9cu7Nq1C91ut9Rfiw9IPsjpKNVlQ/V6HUEQoF6vSy9wOoL5YAe2N7hkljNFhFnuAMS5q3tyM/OaD2g6ZSmCeoFBZy8f2FxUaLGjAFIIGo0GHMeRTO75c9Dpyu/yuvVCQm8goqO/ACS7PI5j1Ot16YNeq9XQ6XQwnW5tosk57na74vTmwoJOcWbPs4QryzI0Gg25B1mWycavuv8ahY/Hq1Qq0kZGL1D4Pfa+B7YXDRR5tqphFjsAiYLzmgeDARqNBhqNBsIwlE1oWbXAz1Jwi2Kr9Y/jOAjDEI1GQ84TRZFswsrP8Lt0/He7XSRJAt/3Ua/XZR7mF4m8p7wuLhDYioiLSMMwjLMZGoZxHCOOY3mG6ewfbVBTL7UmsLR7PhONf+ezUJcX6+c8DXwAJb2lAcjnPavRqJl8FvMP9VqXk7O3qQ5U05ijZrAyjtlg8+fgPB2vNJyf1xlz+jMcAwPd2oFAHWRQnmuTPM9lvaEz53h9euy68k63jdPBXn0feTyWZOtSa36H920+04zzx3NohwoNZzIajaQFHCvJ9PG0A4fzSOOfhjedFboSbd5BwN8O98rhb1EHwHUmo75v844efc8MwzDOZky7Tbv5vmm3afejwZzohnGW4HkenvrUp2Lfvn0SiaVg0sEMbG/8wczgoigQhmHpoclFAQA5FqPMjuMgjmNxlKdpWmq7woeo53nS/9t1XdlUkg/tJEkwm83QarVE3DjWIAjg+75kw7P1BzOqKSq8BmbRs71Js9mUbG+d5UyH9Ww2w2AwkPHSUQ5s90djlnilUpGMfGZF63mlWFF8B4OBZFBTFPv9PoqikOx9HeXmAsR1XenLzrYnvHYKK8cGbEfFCUvR2IOO182d0im6XHToPuucN10+yN7kDBIMh0O575xbLooYiddRcQClIIF23HMeOI9czLiuizAMkWWZtH+JokjOz98lf2PA9uJRn3s4HGJ9fR39fh+HDx8+pf/fGYZhPB4qlQpWV1fRbrfFgOUzn897fg7Y3sxLV1ppw1YbODTaaBTyOzwOjTJdtkv9YGCSz1cAooHUM52pxWcxq7hYcUbDH4AEkPVaQ5+L+4LMV4tpo5fVYbpSjefneGjIMqtP6zE/O58JRwOSQd3ZbCZrJB3E1oY/X9PGKg1SXT6ux0aDnlBDOU5tjOs1lS5V11lt2mHDuWZiAL+jDXG+z7nTGW5k3tGgK/R4/3hdHB/XQExSYFUcj6V/y5wHfl9fYxzHsqG7YRjG2Yppt2m3abdp92PFnOiGcRbgeR4uvfRSrK6uSkYvs5OZPa6driznStMUSZKg2WxK73CW/vCB6/u+POzpSPc8D+12W0rW2L6D/bz5UKWzWPe/5t/pIC+KQvqaa2GmsxnY7tPOFiTM1K5UKtJGhaJMpzqvieejMxeA9OTW/eIouAw4sMUNHeLMyh+NRhgMBsjzXDZdpaAw4KCd13Q006FPMeYihiJK0eTu4pXKdp92Ro95zZw/OpUp/lyg6UyCecf7bDaTAAYd+ABkY1A60vWGsFzQUNCjKEKe57LgYjY6F08Udi4CWF7G/nZcFFB4tSB7nodWq4U8z5GmqWTmc/51SRoXnhyHzoSYTrc2lu10OqXIu2EYxtlCpVLB0tISGo2GGHzUEgZu+Tn9X93PUxvjOqNM9zLVz2lWKNHI0wY7gFKAUlc38e80hoHtPqDaiNQZcgzgUmepMTpTiwYgx0djXGsDr5tj5XhpxHK8/K8uS9a6SCNRl9FTF2kw6nMzU01nn+kAOMdHA1iXX3N8DFDrzDGdBagz/ADIfMwb7xwL7yfnhEHseQcMv8dj60y7+cxIff+A7VJuHpfzrJMMeA6dacg1C7P7aPjzuzrTUDs1eB18j60COCeGYRhnE6bdpt2m3ZDr4Hum3SeOOdEN4wwSBAGWlpakj/aRI0cQhiHCMJRs7sFgIGVhdA7TqclM8W63K05jlg+xLzcz1elc5/HG4zHa7TbCMJQHJnuGc4EAbAsBo7sUO8/zkKYp+v2+iAud2noszGCnI3Q0GqHb7YoYjMdj2YhSZ9v7vl/KCNcPfmaP63HRaUzh8X2/FFygYDATPU1TadHC62HW9GQykU1QZrPtncWB7fI49iOnmHJBo53oXEzoCLHuV6ZLrLTIU7x0qRWwvSkNr1vf716vJ1FuLgw4N6673eecLVeOHj0KAOLUpohzgaZL93TLFx6D5+GiQFdLBEGAKIowGAyQZZkEQ/TmNTprnnPFua5Wt/rir66uYjAY4MiRI6fqf0HDMIxHTbVa3pMkTVP5O41VZm3RONJZQTTWdYXOfFAV2DbgXNcVfWVWEo0yagaNVZ1pxec3n+U0tHluGmPUGo6Bz2EaotwUnMFnfkdv8g1saxSDrPM6p5/12tCl4UwHhHZQaOOSGsIyb56TawKtyTpbjf/mMearoQCUDHFtwHLOtUbra5o3gHkunV2mDX6teUxM0E4LBq85Ru0MYAUfr1v/RrTxznPrcc/PM433+bWX7gmry+Pn1yP62DqzkAFwJk0YhmGcLZh2m3bzmky7TbsfD+ZEN4wzRBAEuPzyy7Fr1y50Oh0cOXJEnNhpmqLVaiGKIslI54N+OBwCKO8k3ev1UKls9XQj9XpdNoDU4srNKrkRZhRFpYc4BZotYviQ1ptLAkAURXDd7RYmLL/i2HS2Mp2t9Xod7XZbNruko54tSujMZkuVRqNR6gOmhdlxnNLmG3puKNLs4a0zwunMTdNUovN0/HNzVL1paJZlpQg9M/wZ3Wd2O0VzOBzK+HWZH0WJ10jBmhc4Lfy8bkbjuTjibwKA9B2P41jaq3DOZ7Pt3nKVSqVU6sW+9GzNQliCp8VZLy5GoxHyPBcHPiPc/Px0utX3jr0F0zSVHv3M9OcCTB8b2I6ms8e/boVjGIZxNlCtVrGyslJ6xjEAyAA0n/EMSgLb2T46E2k4HIrW6OMzuEm9o7FJPZjNZtLnlM9prSXaaKRG6pJnZnbR4NMBcq4XgG1Dk1l0bM2lg8HMkqPGcPw0PLUTgHDcOmDM1+crsVjSTl3UZdS8VjoAqJW6dPp4xrV2XOhyZm6ArjMDqfXzmWkcv66s4r+1k4HXwfOz2kpXjmnnAI/PeZ3PaOMc6X6szC6cn2c9Jl1ZxvHoz9NxoTPa6FiiE0gb4vOOBl12r7P7DMMwzgZMu027TbtNu08W5kQ3jNOM42xtTPnEJz4RO3fulEzxKIqkhzYfjnxQUzT5Gh+4WqSSJJGHOR+CjAhT6OncHI1G6PV6EplmdFtnLOvyLz7wh8Mh8jyH4zji5PZ9H/1+XzaP5MObTmctogBKvdh11jMAcUa7rot+v18SIY5Li4wupWPrFWa8F0WBNE2lB/i8A5zZ6NoRTwcugwJBEEg5VBiGkvXN+wBsBwCYYTAejzEYDABAxIwiyYx7CqpeIFHsdesdBjS4qSevl73e+V1m7XM8zAxngIBBAgYPOBfdblcCNVzY6V3J50vOKKxcrHAjXLbc4e+H95kLVbaA4f1h1sD8ObiYYyb7aDTCjh07LCpuGMZZgTbCge0NoBjwo3GiS3x1ubI28GiM8pmvDTrqPM/JIDh1UJdF61JvZq5pwxOAaAW1iwFZHmveEOd3tbGs+7nqzCkAJYNWZ7jp6503HFm9xGe/DtZqI5Bj4TGpIfNl0XptRO3TDgueR9+X+awxrkl4z/TrOrNQZ+Npo5v3b17btb7p7/P+cg7nP8O54npAG/Nc22nHC+8Lx6GdBhyXzqSbz27jmlInHuj7w88Tnpv3mI4eZrRx3IZhGGcS027TbtNu0+6TiTnRDeM04vs+du/eLW1OkiQR5+Li4iLCMCxtxjGbbfVH930fvV5Poq0AxDG5sLBQ2rk5SRLpPa3LffjgdV0XrVYLYRii2+0iz3Pp701R0g7marWKIAiQZZk4o1keNp1OpX87I9lJkiBNU3GC8kFM4XHdrU1KWdo0mUzQaDTgeZ70+qaIDgaDUlSdQsTj6ag/s6Qpwly0sKWNjtiyhUy325V50oEJniOOYzQaDSRJUhI413XFET0YDCQgwIWFbvWiHcz8u86qp5OcUXref2bNM9OfQQ3f91Gr1aT1jC6R02VyegGiywb1Zi0MJoRhWMpY0NnvukyOi0wGFtgCRy/wtNO+0WhIdQUXSsyG4KJOl8hxQVCv12Vj1jiOpXWQYRjGmaBaraLZbMpzjEFbrWfaqKOW8JmnA8k0boIgKGVYsVJIPwt1ZRH1nJtnHa89mA7c8rPaaNd9VBmg1xuPU0toxGoHAQ0tBkOZwcd/ayNVG+PaiOPxaPBrA1Fnn/EY89lZ1ElqCl+jUUpjlHrIcfKzAKQajNdL/eH86ew2fUzOE++FzgbURj2vle9z3UOHCg1Vzq/OHgRQWodo5wR/P9RiZifyd0H95Zzr8ev54znZ+5THnH+P16QD5Lx+jkn/V2ddcu8dndhgGIZxujHtNu027TbtPhWYE90wThNBEGDXrl0SBWc7kdlshjAMZRNMRquLopDIYKPRkIxePgT7/b68RwcmHbTdblcc2Vpo+ZlarSa7kff7fYliA9stO+jg58aQYRjKg5rOWt0ehJFLtomho5WOWz7AKRRBEIgYUoyDIJANL5k5nSSJXKfO3ubDPQgCxHEszuvRaCRzOZlMpAe87/sSbZ5MJsiyDJubmxIkoChHUQQAyPMck8lEjkMHuI78cl7o6KYzmo5i/psURSHvUex0axk9V3phxO8dPXoUzWZTFkTsA892PzrqT1HUEX46xfVCYTAYyIKMY/J9H3melxzveuNavTBjVoRegPI3oeeHC0zOLUWaCzMubLnQC4IAYRii1+sBKPeKMwzDOF1Uq1UJ5gEoZZ/xecVnIDPQaFx5nicZTbqSh8YgS6dpODEwynPxPMB2b07f90UT5g1V6gbPzWcqn9l8BusSY1aLaW1gIH/eucD50FoAoLRpFo06PvO5XqCe6Ow4rju0Qczx6HULx68Nca5ldNYaAFl36Co4aiKNWN2XVhu0+t8aGsI644xj4TxoRwM/y/FwQ3V+l+9zHcPxaecL51E7BvQc8nfE78/rPe8z9V1ntfE3yu8T7Rjg/NCRwDUDHRH6HDp7kutWttczDMM4E5h2m3abdpt2nyrMiW4Yp4EoinDZZZfJg5sbZjJyS7GiGNDhS7EAttpj0DnNNi10cLI8iG0w8jxHp9ORY2RZJlneXDjU63XZfHQwGJR6XANbjk62VOHYWCbETPo0TeW4FLc4jmWzUS1QFGkAcg10pDOKzX7kzOp2HEf6k9dqW5uNUih5fLYyYU/wJEngOE7JiU7HPoCSqGRZhk6nI/eJ7VYAiOO80WggjmMkSVIqC2O2dRAEGAwGpV7ietx0PuvF0mg0ko1BHccp3R/OFQD5OwWPLXvYuoWZ7BRmLri4wNGlfRrdw40VBvwc29/Qkc6FHX+L/B7vCX8fukWLjnqzN7wWcP5e2UuQCxjtzOfcDodD7N+/H1/4whekTY5hGMbpoFarYXl5+ZgMMB201NlI1WpVdIDPXW0Q6n1GtC6ytJyVOzzGZDIRPaS28FnMIKoudwa2tQvYNrZoONJY41qC2uK6rrTmop5o41lnjvE6dUkxj6mzvXT/U86LNvR5HdQP3RNVZ/fpjC6OicY40aXKPAfbjdGgp7boTEPdL5T3VY+D95D/5T3T7dw4j9rJwH/r6i1eM7CdbaYdJPwvf1vzmWg8P2F1mtZjVshx3aCNZH2NPA9/FzqJQt8z/lv/tvge51ob9zwXx9But7GxsVHqL2wYhnGqMe027eb88Dym3abdJxNzohvGKYRZunv27EEURdKug9E+YGsDUG7uSAc3neh8sPMBHkURsiyTLGiK1Gg0wmAwkM+FYSgPYopcv99HmqYSCaejMo5jcZTqiOhsNkO/38dkMpGMaj506eSN41iOzcgsHcdaaIBtAWcrGEaM+dBmdN91XQwGAwkm0JFKJzHbwNABzO/5vo8oikQ8dEuXNE2l5YgWEf6X92Q22+otT4FO0xQLCwvi7GXfd0aZ8zyXDHmeg33VsyyTDTjZ8ob3i5nwg8EAvu9L5r/uaa8XPlooWWXQaDQAbG8ES6c85yMMw9JicD5azns4HA6lT3pRFOJAZ8UEHf7sLw+UN5LRJW5c8LFND//NTW34e2D2vM7E4G9LR8S5aaoOJBiGYZxqaMC2Wi3RBgYC+UylVupgpc4Y4h9dmk1t0llPei8QnovHZ6CcRhcAea5y/w4amTTe+IylZurMI63DPDbHAWz3TtXPW539pA21eYPRcRwxuGgQ8plPraAO01nAOfQ8TzRBl4vTgAW2s/k4B8B2JhWvmQHy8Xgsuss1EOeJ+sf1hjaSWcKs77XOKuPvgIFl3j9tkFLT5v/NMnZmKuqycRrU+p7xe/q/HAO/r/vLcs51cJoJB7p9Go/Fe8Ix6jWKXivNZ8dx7TD/+9BGPseinRGGYRinGtNu027TbtPu04E50Q3jJMOH5sLCAtbX18U57TgOWq2WOIDpTAYgDzydec6ILCO6dGbr1iN84FFMdGsOCjrPxT7nSZKgUqnIsZrNJoqikExoHSFlpFb3bge2N6+Mokgc1Tobm9nMjMbTuU6Hqy5B0+JCh/NkMpGM8jAMj1nQNBoNcdTmeY5ut4tWqyWZ+FmWYTqdSra9FkZG+dmChlndnDOK23Q6lV7kHJfrurLw4b1jj3I6zYMgkM/rnm50cGsHdLfblfvIsjEd6efCgONn9kCSJAC2WtkURSHlcVyIcJGixV2XzfE1zj3v23g8RhiG0jOfjvDhcCgBC4o+F1TMGOe95BxqwdaLRoqyztzXCzz+/rlgYZCBlQZcSBiGYZwKWNnEZzU1dD5jje/prDZgOyNIB8Kpe7qsmEYsA+H8N5+HwLZDgFpMDaTBRWNVZy4B29VA1BdqCM/NgD0NWBpbPLbWDV7n/PURbQTyWngOwuvVvU5pjOtNyLWzYr4sW+uJTkTga5xr6pPWURr/etx67cSg/rwByfvK+dC9aKmh1M75QDDvJ6+fWs1z85qYcKCN7/nsMh6Xr2mHAtcFDDzrtZ9ObtBrLW1o6zXJfFYes/q0Ma7bBOi1lQ7Yc23KdZgFwg3DONWYdpt2m3abdp8uzIluGCcZx3GwvLyMJz/5yYiiCN1uV/o6x3GMOI4xGAwkwktnLQWAD362H+EDO89zOI6DZrMpWe2MqFKQGfXmA5IOTwCSdU7BZs9uOnvpkGbkk1n0zJKeTLY2AGU2crfbLS0odOsWYLvnOR33fGDTGU0nKwMCHDMz8otia4NTOqQpeCxdC8NQsp65ASl7uPO4vIY4jmUu8jyXRQ+vRwshM8z1Z3kfuDgYDodSjkfH+Xg8xsbGhmySGoahROcpfDpTgNn6w+EQvu/LPdaRdPa7ByALHP5mBoOBLKYonPoa+HvjdXPBo6PXXCzQWc7gRbPZLGWz8zfACgHd2icMQ9nkVEfqGcjguTh3XIhQmLWg12o1uR9ccDKzf21tDd1uF1mWnar/dQ3DuIBh0HbHjh3ynGfQlc8hnXlGQ0gbXVqntOFCY16Xh2vjXRuJ2sABto1xnU1Fo1Fn2lEH+Hnq/Gw2E10FICXnerwASmsFrkH0JmPaQNeOBo5ZZ/oxGM/1i86YYgWaPj61g8flsdjyTK+X9DphPiBMXWEvWwAlw5gOCl3aPZvNkGVZqQ8tjX6tlYQ6pkvDeT7ee73JN9dFx3O66KxHfQ/0dbOVgDZk9b3TzgBqPOeGiRhcx+hKQ67z5n+LdOzMrxP0WkTPDY+rs/CYKcd1DOfLMAzjZGPabdpt2m3afboxJ7phnCQcx8HS0hJWVlawtLSERqOBarWK5eVlERg+lJi5zAzzNE3lIUvxogOaDzBmIEdRhEajIRnU+gGuhZdioCO7dFJSDNiig6LGqDad83RCs2ULr4GCyH5vAGSXcz7EK5WKtFeZTLY3+CyKQsbFCHCaplKaph/g/X4fRVGUSpwoGnSs83OcQ91LTffeZm9y3/eRJAmKYrt1Ca9H916jsOmFF6O/tVpNggO6t/nm5iba7TYWFxelbc58dJj3ixtnsmWO4ziyySgFTre7oSNci7K+XgZZGHnv9XrSXkaXrlHcge1sb/5+uSDh5ji8hiiK0Ov1sLGxgdlsJhvAcpEaRVGptI0ZEgzq8H5ppz/nlFkawNbig45/CjuDRJxjwzCMk00YhvKHpcIM1PJ5zNe10Tvfm3S+rJjPOmrlvIFGaIBqg3U+k4nBZWYo8XlK/Zo38FnKrDcx42u6ZZh2DgAoaQ/XChwbA/0cF6u2+D0abHym8xz8PAOqNNgYROdnqVW6fyfPyao2nT2nx8IxcI70fHJs2sHAYDWw5Zxg+zjtPDiekayD6fNZY8B2mbo24LWRrvWX6yP+fqjzzJzja5xjwt+IvmZd+UYd9jxPKsmYrUit1o4hPTb9G+f94rpCz4n+zXC9qOea94/rG8MwjJONabdpt2m3afeZwJzohvE44QNmdXUVl1xySalkCNjOANeCzTYozHpmn2s+XKvVqjgdmalO0WDmcxiG8rDVUWEuDiikOoJKhyg3H6UzmQ9RfkZncgdBIA9o3VqGDmdGrZmhzvNTXJhNzWsZjUbwfV9EhsfI81yujeVek8kE3W4Xi4uLkhHNSCxFgln47EnOBVSapkjTVMSq0WhISxUKCBdGdOwyEq4ztHlNFBfOFY/D96vVKnq9Ho4ePSqLOd2yh9n2epHB+6AFjw5sChi/N7/A4WKBvxc9tkqlIgEYAPJb473h9TEDXi+q8jxHlmUSAGEAo9lsotvtyu8FgDjcoyhCHMelTXUo3Hq8dMwPh8NStoAup8uyDM1ms+REZ6nbjh078JWvfMWi4oZhnDQajYZoDJ/RACQQzec8AHm+UiePV/2lDSht0OgsNJ2dRi2lwaVLuPkajSrqog7u0hgHtg16nV3EY1ADuA7hs1pXSOkMNQZYtTGodZvH0AFUjoVrG70/Co+jDVpge+MurhP0RmV6zrUhyPNQy7Shf7wMPW2I60Ay55DGqnZu8DP6/uhx6jJnjkE7QLSDgnPFz/K/2mDX912Xv2vDl9ennQU8h+6hyt8hgNKmczw313Ce58mmeHr+5v8/0E4SPbf698RjzN+barUqgXj9/5JhGMbjwbTbtNu027T7TGFOdMN4HFQqW72eFxcXcfnll8N1XckILopC2nNQJBlhrdfrpXYpjuNIq4rjZQrzYT0v0PyMbo1CsWWGtHYS53mONE3Fmck+3vwMM48ZYaYwBUGApaUl2VxDR6ApCnEcywOfWefcsJNBAwYDhsNhadHCdiDcuJPjq9fr6PV6chz9PYo1HeEUK0a5i6JAt9uVbGn2KmdmOlujULTm+9DptiJa7Pia7/vilKYzv16vYzAYoNfrod1ul6LZOqtB952jUxmAjAXAMZkT+v7PR9f5m+D46MBPkkSuk5vV6ox7nYXPY2VZhiRJZFMeZoA3m03EcYx+vy/BFQaLoiiSAAWzGyjEzB6gqLMqIE1TWQTqtj78jTCDngu/Wq2GhYUFPPTQQ+ZENwzjcUHdCoIAKysrYsgAEAP6eM9vGufUDMdxROc184aVNl618aaNcWoYA+a6FJxGFg0i3faL16KzuHQPVl6bDuJyHLweBm2ZucZnONcG1CFeM+dGZ0fxO3xus3JKl3LTSObr2uCl4aYzuoDtEnWuF3TFmDa6tWOB53qk+8654r8Z4Gd7Nf1d3hfOC3BsJpq+13pcOotQozMZNTwu7wOvWRu9HLMO5AOQNZEOZAOQdSDXAjTQdSaaTsDQzgEa3toQ13vc8F7yd6WdDXrd6vs+BoOBGeKGYTwuTLtNu027TbvPBsyJbhiPEdd1sWfPHjzhCU8QQdSRPEYIh8Nh6aFERzAdxXzo0+nb7/fl4ccWJHEcy0OYoskHpxZxPgx1RFVHHvUO09xUUwuozkymMCVJIlncdKgyk3o4HEqmsN58czrdaj3T7XZLfa1rtRqSJJHyJB5P9zLnAoOOebZMCcOwtIkIne50yvJYutxsOBwiTVNkWYZeryfzzWx2HUXm/HIMLA/kIoD3XC+sfN8v9auLokja5OjSMn6HIsa+3jp6z98ON/TUCyi9aSf74evoul688bgc++bmJmazmdwHLhpns5ncF/5+6PBmP0F9f6IoQrvdxmg0kjnnJrCTyUQc8pVKRYIC85kSzNhvNBoAIL8jvsdjZVlWyprgYoTnZImjYRjGo8Vxtjb5Xl5eFh3g61oPqMPzGUbAdts1YHvDamaYMZjLZ6fOwOIzTWco8b80oPT7PD6NZAZ+WcqrDTN+lmsBbTBp45AGss424niLYrsiSb+ng+e8PmA70M/x8xpo+FHLdEk0n/PUJR5L6yvHzzWUDqjOZ13pbDF9TG0c689xvng/AMgYdTaY/r3w96CTB/R4qc/6Hur1F+eExj/vFcc9fxwmZPB3w7WA1mquY/g9rv8YhOYxudbUWY66ok+vJ/kbn3ceaKcNx8zfgf79UtP1veE6QDsuDMMwHi2m3abdpt2m3WcL5kQ3jMeA67rYu3cvrrjiCnkI6UgzHcuMAuuILltsUCTjOEaj0ZBIZL/fl4x0PtQqle0NHnSkUke/+UBl2RYzpSm4AJAkCQCII54tOxg5nW/rUhRb7TVc1xWnLLOQ2dddtynRD9xKZatXOTOUOR+e54ljPI5j6cXFzHNu5un7vjhued2VSkVa0DAooB3EupwL2OqVxogtnbPz4sJ5A7bFn4EOnWGt0QsOzgnvid6UlIswvcjhwkI7yim0tVoNjUYDaZoCgDig9f3hhq1sF3Q8Jzp/D3TIs1UQW7Po31YYhjIPdKJzIcYKAv6OOTb2n2s0GqXMdv722SpI/x6IdsonSXLM79V1t9r20JHO7zCocvDgQfzLv/yLOOoNwzBOFBrhq6urx5Ta0jDVQWgafXzGAtuGE8tpdfUXDTV9zOOV3ALlkloamDp7iZ8HUOo9qp+r2llA7aPm6eArr4vGrG7JNn/9juNI6zStTzrIqg1EPvd5TK4jGGTldVCzOJc66YDHotbqzChd8UU4PzrbUBuSXAvo7+jvaacL/87v6qQIbWxr54wO8PK+eJ4n94mv03DmfdX3Z/73x3MURSFG/Xx/Wv3bYp9dXg/HN5lMSmuS2WwmY+O94tqEc6yzBbUDZ37tw+ucdzpxDDw/v6f/H1hYWMDDDz8s128YhnGimHabdpt2m3afTZgT3TBOED5QlpeXUavVcPDgQXEg0umqHcUUaO7mrKOLdO7ye81mU5zkzALWrTcoWNz8kxtm8iFLAWUfdS2ibI8SxzE6nY44QbkTNLPH9Q7QXHjw+FmWlcq3qtWqbNxChzAjzhSoWq2GbreLTqcjTlL9cB4MBphMJmi1WuJIZ5sVjtnzPDSbTZlHikmSJPLQ1xnVFDr+lwsjCpaO0uvMa2bP69I2OvO14FEAtdOZ90VXCDCbgHOjo/XAtkOfgqXLzLhhrA5K6N+BbrGi27AA233beHw6q/Wihz3udWCCos9FQq/Xk0oEZk6w9QyrI/ibphhzsUHHfKfTKWU28Dr14ovBAaDc413/5vib4nfYL90wDONEcRxHNGthYaEUfKQxqZ8zWv90EJDPUhptLLfV2qENHJ5bawyfk3xPZ1fpoDeD77qCSGdpab3hsxbYzjyi5lHDgO3qIBqeOkuL6xNqp9ZKbdCybRzXEDTadCk5x00t5FzqvVu0FmjDlnqqr4lGNq+X+qezxvQ91WXjWqOOZ4jPG5w6w1DfJ77HhAmem+/zd6IdG3pcvF+8R1q7dWYbj697+uoMMe3coBHM+0QnCX9HvD4mdvA4/N78b7RWq0kigP6N6evUv2WOje/xN6edOjwOExLMEDcM40Qx7TbtNu027T4bMSe6YXwd+CCpVCq48sorsb6+jiNHjogwJEmCJEmktQcdfHw4sQyIpTQUvzRN0e/3xZFNRzcd7BQpijydwXQw6n7nzDBmJJnlYzxntVrF4uIiptMpDh06JA5WigIf4lpEh8OhOLL5cOUDVkc+CeeCjmk6ZweDgcwB5xPYEp7BYADHcdBoNEqRc16v7/sIwxDD4RD9fl/Eiw5onp/OWB1dZosYOmO5KNDtUTg3vHZeI53zOjKsBV8LOcfMBRKPz3GlaSrzF4ZhydHNqDm/Qyd5URTyvfloP7MoptMp0jSVhSKvj2Niuxtucsrz6lIwBk54jx3HKbVL0Qsa3bKHpXp8nZ/j/WWAR1dnBEEgZZNc9NbrdWRZVsoQ0OOazWbi9Ofvji2HKPqGYRiPBJ+Za2traDab8lylwcPnkQ7MaYOUz3egvAEz27Txu7p9G5/DND6pq3zO6zXCfCm3/jw/EwQBZrMZkiQ5Rr/mn4PzQVkek8flfPDcXI/wmNqIZAm6NsI4Vq0d2uDiuWj4MZjM6+P55rO95ued86mNRq29vFbel/lMMx3o1oFtos/J8fM4HJfOTKQu6/NpQ5vjBrYzD6lbesycT/0Zfo9zqEvTeQ/5Wa4J5u8xALmf83PFe62zH/VYOE88B8fA8fN7fI3/T3DNwvPoOdaOBz0GwzCME8G027TbtNu0+2zGZsUwvgbaQfqc5zwHz3jGM/4fe3/2ZNmWnPeB3977zHNEZOad6taEKgpEsSCKRFEQ0FJBImgUG9Sb9NJmetd/2iZ1m6y7RYlGYiCmW3fIjIgzz2fvfjjn5+c7++YFCkANd1hulpaZEXtY0/bP/XNfvjSdTgM86iReWZZBgnsU0SPkkO8A83K51GazUbfb1XA4jNplHM4BiTifz4MYh0CtquqmLjcRaKKaKNSiONfafvnypY7HoxaLRUSVJanX630u8gjRT5kUQAfAdjKWyDggi2LnoE0fM0CatpFVTt0vxKOpnU5Hi8UiypJgbBDZJYO/3+/fzF2v11O/34+ggZPlHhGnX2SOS9ctUswz88W8AGIQ7ABZURRR85158u1TbiQwlvSBaLLXQ/csCwdY5oN++DYttnUtFovYOsiBnbTV68jxPN7PVj6y0QmmsIOB3QL8rp4xANmN0cqcM2+8h4x6r7/n3xTGXr/fj29pOBzqBz/4gf6v/+v/SjXakiRJ8oWCTvvwww/1/vvvx+4b6fOHQ7mTCMY4JnINv5d0o7c4W8J3DYFzfkgXOlG62heeHVR3Zgis9vv9CDC6k1g/iMuz2Dz46k6+45o7oFyH08SuNx8zd9TqtoCPJW1pNBqxI8yddfqP3UC2HT8HB317NmPD2Pqc+RZy2ljHXMbXHVraxJx7xhwB9bqz6WPpWXaQEtL1oLT6+vHnIO5YM7aQIJ516I59PaDvzq4TE3U71NeoZ/HVnXbpdju7kzQ8z+0nz9DkXtYnv2u327q/v9fr169v1kuSJEmSuCTsTtidsDth95ddEomeJMkXSJ6fy1D8q3/1r/Thhx/q3XffvTmYEhIRwhDltNlstN1u4zrf7uTEJPWvJWm9XmsymajT6UQ2elmWQepSN92zsQGW4/EYdbIhRj1qDvgMBgP1er04HJLrqN1NNjhKvtvtBnFPqRQAxTO1HaiIQkuKTPI8z/X8/By/hwinHjskqqToM4YJCp6+kbnvB6IeDget1+voA+8HrDmI83Q6hdHCljaPrnIIKe2UdBP8cKLcDTDe4cYH4wJQUYsdo4UxA2BZS5Kir3me3xwgyviwG4A2+eGuCPM0m80kScPh8Iao55osO59OT7Y6fSRQw/judrswjLrdbgQtlstlrH3GnHlj7RNEyLJzuR7Pnqf8EOVnEAwb6p7zLbEWvv3tb+uP//iPbzIhkiRJkkS6Orjf//73NR6PA9s8kIdDCgZ5INjLktUznbivjnPsBiLQim5nhxABTsSzvtCV/Mz/VFUVmECguR6MxwEEh3F+2ZnmDhLP5G/a5PjGfVmWRUAYPJJ043A6aeBOrGNmURSBAe4ogmf0wXGEMa5nW7lziPjuL7CPufM1wf280+eRa5wk8D7xPMdi8M4zy3Du64SPO+88n/IAb8uk5OwcxsDJCtrDz3inB9tpm9dY9V1jviOsvjbq9irz6AF37mUOaRvOOgFubCyeMR6P9fj4mBzxJEmSfE4SdifsTtidsPurIolET5KkJijCbrerf/2v/7V++tOfRlZtt9tVVVV6eHiIMi7dbjfqe6NkIbtRfA5OEMuekb3ZbDSfzzUej4OUZ7vaer0Oshby3utjASyU2sCQ2Gw2ofidZO52uzdb4yhhQsQcAB2PxzfP961rKH0vz4ExQdsg5Eej0Q1QQpRLZ3KX+wAOMpd5FoEAb0uv11Ov17spBQIgQLwDIIyL13PDSOl0OnHNZrOJcfLT0307INn1GFXb7Vbz+Vz9fj/WBuAHaS+djTWy4fk9cwMhTx+2222si3p/PHKOUYDR1+v14nBOrjkcDnp+fg4Q9Wg0UpZlGFusf+aTNQtRT/87nY62220cHNvv92PMmCdJ8d7VahUGa6vVujEyOEDWjWPWB23iXs88oP5bkiRJkrg0Gg394Ac/0He+853ALYKdvV4vdntxfgi6V7rufvGt0NLtFld3BAkysqsGR7Pu8PkuHM/qcme81WpFqTIcN3dUyZoDS11n1kty8Xx+Tx+cWOB3ddKB69vt9s3Y4JjyO88ac+KAZ2LnSLeHbjWbzZvtxE4M8DzPmgLLPSPN59WTBsAt6XYLOzYJ2ARhwlkmtNH7wBjTFvpTz2bzpAa3y96WAUe7POCMfcc1zA8HzLMOJN04zthvTvB4xhvtd4ef8cJuq28794xAAvyeEOI79bifcXMHnDGG1HHx5yRJkiQJkrA7YbeUsJv2J+z+cksi0ZMkqUmWnWt0/9Ef/ZF++7d/+4a0HY1G6na7OhwOWi6XWiwWGgwGms1m2u12ms1mkUELUYuyZDsOZDXKEIX++Ph4s23Mt0RRVsWjq5RgQWGT2QtZvlgsAkRWq1UQwvSv1Wp9rtSIl20hir5arW5Kd2BEuGLGECAijWEhSXd3d5LOBgv3U6+bCD2gnud5ZDkzFxwmylhyqCo/x3CCsKbP0pWEJcvAjSzpunWMXQGj0ehzGeuAKWR2q9XSeDzW8XiuAb/ZbGIdAPTUDAf8PFNCUmyRo03MKXPJOGFgeACjHs1nvbDliudhcEyn05hLDACMRuaZ9YERybizY6GqzjXaIcvZCbDb7fT8/HxjdDnhT9vW67XW67WGw6Ha7XaQ6uwqIGBDYAeD19vMfEnn8i4//vGP9b/9b/9bGChJkiT5Zgs644c//KHeeeed0GXgDPptv9+HE0b5te12Gw6Ul5ZCp9UzrHwHFrtr0E+uD9Fz7oiBL9gGOIk43NgFjkE8G4wFExF3isF69Dd2BbhI+9jpRBZW3YnjkGt0OZhEFh047+PmDhZkBs/jPmwh37YuXbdM88efQV8ZV88wa7VaYR951hviY0KgGZxkHdBvdyrrhAnP9Z14XItt5kF3XxPeL8+4429sB38XQWIPevsWf9YP4+IEhpMEvm5wnNn9RR/rpIGvT5I0KBMHgcN3RcDeiR5vs/e11Wrp1atX+uijj1JGW5IkSSQl7E7YnbA7YfdXTxKJniSJrtHF0WikFy9e6L/8L/9L/eQnP9F8Pg9Ss9/vq91uazwex5arzWaj0WikN2/exCGOThJTPgPCGKVHjWcOFyUTfblcajAYBDBzYCgZ32VZBgELaQ6xDDAANhDHZPtSm5x3TyYT9ft9rddrSdeoPO307PfFYnFTtwzg6Ha7Wq1WOp3OB6dycCZGSlEUGgwGN2Q70XgOWpEUdddR8ofDIWq7E1Hn/5Just+la6YBRgFAQxt4r2dAO5ksnY2Ou7s7LZfLADvqiDuRT+Z0UZzrzD89PWm9Xmu1Wmk8HgdhTtDAI/IOPJDonumPcUTmN21gXn2t+nZAjDnWy3a7jb7udjs9Pj5qNBqF0VM3BsryXP+eseJv377HWiYb/Xg81/Ofz+fxXCLjGGXS2egk0DAejyUpAkO9Xi/WOXUDGW8CJb4F0g1JtvI5yZ4kSZJvprTbbfV6PX3wwQf64IMPYoeObzdmFxgOI+WlyGxjRxl/cDw9A81LbfEO8JmgH7pTumb0eAC8/nuCnO6Q4/yy+4zgMQ4Qel+6zWrzzCt29bhD6O/HyUd3151FP1DbHTx2NUnXbdDuyHrGmWeg0Vbahvj/PbPN++NZVOAQgi3CbjPmjTFk/Mm+Ygw3m00E4usZgHViwjHGs94YW8gInwdw2fvK/fTBx5b1QF/ZRehJBo7djBfzWs9I9Cw7fsZcQ0b5GNdJBwgfSAvazvfiz2MsfH6+iHyoO+lJkiT55krC7oTdCbsTdn8VJZHoSb7xgoIYjUb66U9/qt/6rd9So9EIcni1Wkm6njo9Ho/V6XSiLApZ3c/PzzdAj4JF+RP5498osqqqbjLXyej20iUOmpKC2PdI8nK5DOL2dDqF8m6323p4eIgs5Sw7bxkbDAYaDodRjoYa10TrAeh+vx9kLlvSvHRLv9+P2ukQ5pQpAXCIipN57NFwxpXnnk6nKK2CsUMf6TNKn6xoJ30hVU+nUwAN5C6k+XA4VLPZVK/XCzBky6CkMDQg8z0CXpbnw0S73W4c+jqbzTSbzdRut6Mt+/0+nt9qtW4MQ0CVtYfxwgE3m81G4/FYzWZTq9VKu93uBuAYJ+bXf55lWdzD2C+XS61Wqxg/+ltVt1v02NHgh8nSxv1+H+uO51JH/unpKb4Jj4hLitPpubbT6cQa9pprvBejdDQa3dRLrxtn7XZbd3d3ev369a9CTSRJkuRLKu12W9/5znf08uXL0L2+jRbjn4w2dB8OOrrIA4o4Lq5bPcDoOONOHw4IO5rAY8QxgGfQXscittJ6Vpqk2DoOXvI7zmdB94J7/k5/L21zuwPbxbczey1PMqEcv3xsPPsJp1TSTTDb/++JBT4eOMM+B7413O+t95W2My91MqCehcfON/6PrfG2zDAnZMBFd0DpP3Yg7cAW9D5CDNS35fvONObXSwvQX/pSbx9z4c46Y4Gz7dvoWfvgvYuPne+Ig5xiXbjjjZ2V5/kNKeMZmZ6AkSRJkm+uJOxO2J2wO2H3V1USiZ4kiaTxeKyf/vSn+o3f+A0tFosg+ojsrddrTafTG7AdDAZRHxrlijLzaDgZ4/1+P8hb6Xp4Yr/fj2xjroP09ZptELRci5LzulhkIDvYcPBjr9e7ySjHUCAyT0ka+gPgcy8ELIDNONzd3QXZzP30D6PCCeBWq6UXL14EqFOCBoKb/kC8MuaSgvD150O8+vYngMiz5wFrfschsVVVRRkRggKr1Urr9ToIXLKkGV/Kv3Q6nciuns/nUdaFLGmIfowxNw4ZF/4GLCHR+/3+jaHodeOYe0kxfvyOQAcyGAxiRwWktBsNVVVFaSDGi587qGO0QPZDejcaDa3Xa81mM3W73ahvzriT9X84HCLbXVLsegCcPcMDI7TX6wWA+2E70rmky/e+9z09PT2lGm1JknxDpdPp6Dvf+Y7u7+9jh5J03YLru5rQZWAZ10rXrbaezYNO8lJlkgI/W63WDc6BjXl+PQANnATbaJdvswarPOvIg8LNZjOw0DOoCHijl7kenYrD6vjrDiGHnYE7jIcHLF3/YwuAH2AX4+IZVzhg3hb+7UF6nyvpmpXFNd4nnEufOz9DBfEgOGPO+DJuPvckMdQPSHNiBaeafr6NPPD5ob/1Ldv8nn7U58TbBVFCVpxvP+cZbi/RRl/rjKWTRawtSBPOYfEECuZMuh7oxvh7hidz5nPrxIgTG0iz2dRkMongeJIkSb55krA7YXfC7oTdX2VJJHqSb6xk2bk2+A9+8AO9evVK3/ve9yQpCE+ytusk9V/91V+pqiq98847Go/H6vV6Go/HWq/XEZlkS9pqtYqyKPf395FdTIb7crkM8pIoYLfbvclGn81msd2s0+lE3W4HQS/jMZ/PIxOd50E0t9ttzefzMCQ8SgpweVQUpcwzyMBGqULank4nPT8/a7lcSro9RZyx9q1PvV4vroNkhkT3siJkU/MeMvmJ8PvhHYAQcwAJi5GEuHEDSetghHHCITEAIc/fbDaSFCQ3hPp+v4/SJoy9ZzRgCHj9MY/mc7gnEW7mq9PpRBvIrgd4j8ejhsNhkPZkaHDI6G63U7/fj8NdIfizLItyMk6kE+U+Ho8RLCADBGOQzIt+vx/gTVR8NptJuj3YpyiK2C3g2fxkEDDvrBffPuj17mgvxDvrP0mSJN88abVaur+/V7/fj3M30DH1TCjp7DzMZjNVVRUBcPQbuOdOi2/n7Xa7NxlKnBGCM4uTCzZ5EBhnHF1XzwZDd4M10tVB43n0bbfb3ThzYIcHkek312F/0AbEM5A2m02cF4LudcfJg9M4WO6ogqk4azhfnulEQBaSgmtpp/eJ97gjz/sZC89ewzEk+8rxmnHh56wd2o6dha1BW90Zxcn2McaBZu5on2eqgaesSdpJX93x9/HFBiAg7tcytjzTkzdoo+/0Yzw9S9G3c9Mu1h7t49++xt6WKehrxJ1q2uokhRMY9cy5JEmSfDMkYXfCbilhd8Lur74kEj3JN05QLKPRSP/iX/wLjUYjlWWp1Wql+/v7z23LgTiGGK2qSn/913+t5XKpd955R69evVK/31e/3w/CezQa6YMPPtDr16+DRByPxxqPx5GZC7HI9jOIc0CT0iiNRiMMiKIoor1EaiFaIX+zLNN0OlWWZfE7ypQAXtRQh0Tn3ZDLkgKcIDW9VjvRd545mUwkKcqGAPAObH6YKMQy74Ogl67KH6Kd8eM+ABQQIYPBs6tpJ6RxVVU3fUEAzFarpeVyqe12G7XvIYepP+YZB9SWZ020WtfDXGezWWTu1w/y8O1yRNWdAAfoPfJcB00MJuZov99HuRz61ul01Ov1gnS+v7/XarWKTHHIcAdvDEUyxonwE2Fn7He7nebzeaxH1pmkWMs8xyPbADxrVLoeNlvPJKENHESKccL2x7pxlyRJkm+GoF8++OCDwGN0oDspOEvuhFZVdVN6jF1fvjW63W5rNBpptVoFjnDGCE4TegfHDjxy5xpnA+c5z/Norwd6+UObOcuCn4PHTijwDA+ke0aRY4ikm3qv6Fmeyc4xyAX0tDtM9YC7v8+DmdhW9W3kb8ukw5H0DDh3xMGFukMNdtB+Auq+K88JGew4sGW73UagnrYz/wSOwVpfR+748jN3op1M8PGrO7JkxPE8JzaYd3bpYftg65GwAIbyTuaBecLpZu49s87XI++TdLNDzrPPnHBw28kzHrmedQeu+y5EHzsnopIkSfLNkITdCbuRhN0Ju78Okkj0JN8YQSGSPf67v/u7uru7i1rNAGCv11Oz2QxSlXs8ulpVlV6/fq3VaqXNZqN33333pra0JD08PIQC6vV6GgwGQa569rhvOcMokHSTNezRSIhbMsohPzk4UlIQrShoiF6UrHQ92LIszyVV7u/vI/JOZjFKdT6f3xC5tJGINAeunk4nzedzSVeC2gGJbGUn/nkuZCttnUwmenh4uAGvtxkBTqpCCkPwO8m92+3iENf6tiXuh+TGgGCLFKVHyJwvy1KLxULPz88aj8fq9/tRI302m8Wz3djAGPAAjUeviVpzPaDn2eqsQZ6x3++1Wq00HA6j/Vw7GAzCeKLEClnzrVYr7mUeWQe8b7PZhDHKGDLGq9UqAkFZlkXd89PppMViEdnmx+MxghisHc+WYP0xBswpa244HN4YpNvtNnZllGWp8Xis733ve/rjP/7jtLUsSZKvsYAzzWZT3/rWt+JsDXBMUjh9fpgSDrQ7cavVKupVEqwGqyWFXvOdUh7sw3lxR9AdM89S4jme/eXOELYAbaMNdUfXMcEzqxqNRuwO413oc3cmaTcOmG9XB3vIaKJvtEO6ZtvhwILt/PG2cj6GZzg5UeAZd/4Mv74eLCcI7s662xf0h3t9dxrvYh2A524XgS/1bEB3QuvjiUPJc+tEAeuFP+7g4zQz9/yM9cN7wE/ICewhD4Lze+wM5oo593Zwtg44D0GFbQJGQwTwbN7DWLztvdipbK/nd26/8sx2u63JZKKnp6cbBz9JkiRfL0nYnbA7YXfC7q+jJBI9yTdCAIDvf//7+p//5/9ZeZ5HzeuqOtfEZtsNhCQ1xD2qR5kLlC1EdlmWmkwmN0TpYDDQw8NDRCK9rjhg5mBKJJ7rIJoBFY/IUrubw0QBGQ4BXS6XWiwWNyAAUdvtdkORY6yQSQ/xCSAT4T8cDloulzdgynXH4zEyxanvztg66Q+4LRaLyDIGJNnC5EEBMsmzLIusaEhU71fdGABoGSfGFwON+uKMGQDI+G+323iOG3aS4mcYYh6sIPL82WefaTqdajAYxD3MHwQ4gEu7WGPME+1mTUIs+zhyj0e3GXMCOmQqcDCqBxWoY04/6kZAp9PRcrnUZrOJuvyekU4pHT8XYLPZxBzxbfX7/ZuMC/+eMFxY/+v1Oow8glv1HRqsFdrKjoUkSZJ8/QSsvbu702//9m8ry7JwNCXd6HKM/2azeXMQN9hJ8FLSzfZqP9eEIDGBQc+scoeD3T+eQebZVOg0dJxnHhHEdKebgDlZZS4eMHYHW7qeEwJe8EzPeuN5vIexACMZO4gN+l3vB9umcQ7dJnFigWuk65Ztz7ACr32O3eH3bCvGnOd4VpTjIEFZfu738XucQtrFu+kn+O+7w7iGseRnPN+vcfuINQlJwDgijBtjzb99/UhXnAQXCZaT9FHPPONaiCavq+tOsfebb4rxZT75nvw7pO+emYZ94s8ngO/fDXYQbSWJIUmSJF8/SdidsDthd8Lur7MkEj3JN0KyLNMPf/hD/S//y/+id955R7PZLAhoSLnj8XhT95uDQD2TuKrONcg2m01ct16v9fj4eEOwksVNPTaUrCtNCEAixM1mM4jvXq+nXq8X0XuAtNPpBIk8Go00GAw0nU6DzM7zXP1+X/f393EisytGwMHrUBNhpD74ZrMJY4TfS2eFT7kO+kB98LIso5b7cDhUlmVarVYRdCBi2mg0NBqNJJ2BCjCBbAVMIa8h/Y/Ho+bz+c3Bnhyo+bYIM8R/s9mMEjIAmaSoMc7/PQMAAw4yGjByw4dgBQYaAMkuhtlspizLImLsmQ1kaed5HhFnBymMGdpEu53k5tn12nRlWcaJ3fwBIDlEFcOT8jxsE4MoB3jpO0EPz2DvdDp6fn7Wer0OIG42z4eWQrrzDUCSe8CAdShdAxBkQQDgh8MhMuEJprCWPajEemYtJkmS5OslDw8P+p3f+Z2bUlSu9wm+gqNej7Lu5KFf0J/r9VqSbpwIHFTp9nwPz0hD36GXwGjeT3s8YOpbeVutVhwqRjubzeYNAeBZTjiSOE7usOKI8zPPrqIPfriUdN0C7AQCdoHvJHKH2A+sJgDP8/kb7GKMyJLDGfesN8+Qom30A2xyB1JSzLs7vJ655oTH2wK3jsmeiYXNASbzcwSnHgeU/tedcTCONnqQnPZgT/jz6bdvk2e9YD9hQ2EDMEfYsDyPvmPnYKdACICVdXuDZ9WzBr+IdOCPJ4W4/eUEE+11EoV3+1pKkiTJ10cSdifsTtidsPvrKolET/K1FZTS97//fX3wwQf6oz/6I93d3WmxWATQUqeKGtAoCZQL5UY8+sy/UWaAINnbKCUHHepqe/YuJCaRdOq8UWIDkp4M5/1+r16vF4dEQoYWRaHHx8coRcIWMTJ4ORjSa4J7pBnQwPAA/ABmanijlBknSVGfjDHj3RgHHLaKkQLZTmCBNnsJkHokmnY44UsfeDc13h2guZboNMQsZVAwuqqqitrn9JNnMX4OHBgkTsx75ny/39enn36q169fx+GjjEk9qszYsFYZQ65l7Jnnw+EQJ6xTcx1QB6gp08LuAMao3W5ru93qcDjElr1er6fXr19H4MaDK4Aoc05pFowZNz5Zx8fjUYvFIsaZ3Qu0FyMIww2Dxo1jxgojAqK+vnWOfvf7fb3zzjv6i7/4i1iXSZIk+erL3d2dRqORfvjDH0YA2fUwutsdJOma/YXuwXnj375dXDo7lehdd5LAEnBC0o0jRBCW4Dv60LOEsDEI/LpjnmVZlBdDp9Uz4sAJJwKkq/PrmV9OPHj2G3jq/QA7PPjsW6z9gC/eA+bxc7ZquwPM8/g3Op/rGZ/62Pr8cS0Opo+BYzR9dlLGg7T1jELHV/549l2r1dJqtdJqtboJkNcdT55JWxDP8sKG4H5sLN7ppAxzgj3AdcwPzmo9gxESiXnxvoL7vvb9mZ7NhxPNDj6SCfg965F1wM+51p1xn2uccW+bZx9SXm46nf4dNUOSJEm+zJKwO2F3wu6E3V93SSR6kq+lEM394Q9/qD/6oz/SD37wgyAdqYsNYdfpdDQcDm+imAC1gyaEKoQhkWjPRPbon2/J4Znr9Tqii8fjMZ4H6U22LwQ8oNzv94Nkhowkkj4ajWKLkEeoUbwYCZvNJspl9Pv9KIOx3W5vQA9xkCJL2w8MgfiE6MdQ8Brf7XZbq9UqwArFDWHrkV/G83Q6fe5gz3a7rX6/H5ntu90usvWbzaam02mAB/NAdBZAgLQHJOpZAhC39Yxwj7wDYqwBX2+Q5cPhUHme682bN9rv93Goq2eQM5asEW+DG0bMC8CLIQppz/jQNoButVrpcDhoNBrdGKRVVWm5XMZ7MAyXy2XU7GfuMRRYj8wD7SBL3Q0Oaqqz7tbrtZbLZQRXvDwR8w7gs7ZYT3xjHnziHp8LsuD5fZIkSb66Albc39/rH/2jf6T7+/vQGb7jyjOw0FXuoKELXI+jL3BqXOfybnckHEvAENrijjb6n9+hb3HwNpvNDSbTRjLu3MmqO40eTKXfBLy5z4PH9IN+gXO82zOt6g4S1zBeHuDF8fTALE60t8Oz+MiewtaqlxvL81zb7fZzTq1nqPnf7vjVHX/PlHIM9T4zNhAorA8cUTCa4D/JBvQXDHVyp/5Od8R9/WFrOLnytu3trDPfFcbfPh+0GSzG9vN3sx6ZBycfsCWwPdyG5W+SDUgUcYzluT4+XquVufZt+vU5e1umXJIkSb6akrA7YXfC7oTd3yRJJHqSr50AIr/5m7+pf/Nv/o1arZaenp704sWLUMCQySiOVqul+/v7ILPLsgziDmVCJuxwOIztZBywiEKp170iKurKEUVflue6004Gcz+HZxBFpGzJdrsNIhLl3mw2gyxFkZP5jtL1TO6qqoLQzLJMT09PknRjzPAslDLPgwAnKJDneRD/0m3tMuq65/n5IEraQda4dI2+k9FNWREA63g8RlY12fsPDw9aLpdBrHuAAvEtgW8Dco8eu7FATTsCF2Rz14GWvjOmlO4hOjsajfTmzRstFosAKwImZBkw/qvV6mYbmL/LgdZJdzLJCVI4oHPfZrOJw07dGGGnQ7fbjWAHh+huNptoI8aVr+d+vx9rlH4wZpD9fjgpz+ZbwthxQGb8KCfjRDzZBfP5PNai14QD/FN9tiRJvvqCcf7ixQv98Ic/VFGcz14Ac6TbnVKSIvCGXgID0TfoMPQRjrBn63h2E3jPrq66kwCGghletxJ7gfehp3C20YvoY8dm9DOY5Pe7o4mdIF3LqXmWEGPj9/tWcZ6F3eOBc8c4+o4zBiZ4NhLjDwb7tm/ICycqer2e9vv957Y140TyPHfa/H3+b8bD54614fOCsH4848+z4NxmWa/XN3V5PcsPsoG14M/DSaaNrAV33HkeuOp2IWPvZdzciWXN4lRDljDu3kbGht+xq8yv8YQCnsc4Yfe5I83cINxLNij3s+7YDcj4+1jxDp+jJEmSfDUlYXfC7oTdCbu/aZJI9CRfG0EB/OQnP9Ef/MEfaDgcxuGI0hm0IMKJzkGIkoUNGYcy5GebzUar1Uq9Xk/j8Vj39/eqqkrPz8+az+cB3gAbp4qTSYsShHyUFAcwQtr6wSqAPIQ+91DiAmWIUqNkC0Q7mb8efSX6CVFK1jFGh0e0eR4K/XQ6l7xZr9fqdDoaj8cBdIPBIEp5UJ4FgpSsdwh4P63awRBCnGAB2dVsp6MOOiQ1hgLPJ4sdAOBaHyuAhgx55oxyL2RSU9YFY4GAgkdzIX7b7bb2+72Wy2WsnVarpdFopF6vF3X3iY5zjWdXsBMA44K1CPlOv9rtdoyjG3G0x8e13W7HfexcgKivqioCFWV5Lq9DHXPqnWM80uc8zwOUPcLO3DjYdzoddTqdODcAA6K+RZFn+O4AAhd8P16Gh3nxE8oB/vfff1/b7Vb/6T/9p290VDxJkq+iYJh/8MEH+u53vxt6F8fDnWJ0hwdG0fv+c3cG2Gbbbrdvzv5An7rzXHdu+DnOHj9HZ7nj69lgYC/t9etd0GHo/rpDxHsprYb9Il13dtWzktDz/O2l3gjm4niC856dxX3seHMnzB0prsUWwFbg594n3lcPtHsNT89y8mA3P3MywLHSg9Pgi2fvIbQPmwo8cefTd1v5LjbWlydMeD1QX3ee8eXrwm0RXxeMK23w+/z/0u0WenajeTIAbfFvywkHfobt62QVNpXvSmTNuj3AM3z9eXk777Nn7WHTeMLAcDjU8XjU8/Pzz6EpkiRJ8mWShN0JuxN2J+z+pkoi0ZN8LQRF/ZOf/ET/0//0P2k0GgVJCtBkWXZTLsRJc4++kqmLsu52u8qyTG/evAnlN5lMIutWkqbTqRaLRZQZATgXi4W2220ckMlzIXgxBlCM/X4/Dszs9XpRboPMeQ7iRMFJijbwM7LcISgBCIwQ6Xrqdrvd1nA4jNpukm5IVzKfe72ehsOhHh8ftVgsNB6PNR6Pb2qvV1UV2fe0k3kpiiL6gKFAgMAjtGRbQ6Jj4Oz3e2232wAmPySFefTtW2QNAKIACCVznNimHr6PtxPrPl6AkAP48Xg+9JT2M4bj8fgmQg1Z7oYSY0fE1wG8HnFmzbrh5VvY6pkIvrOBmvr8XFLUw6MMDUEQN4o8mg9wMybMK+3bbDZBfPshsVyD8QJ4S4rvwLc88j4MAQymx8fHMI4YK4zAXq+nh4cH/fmf//nNOCZJkuTLL1mW6f3339ePfvSjmx1E6Ek3+t3Ql671RdHJ0lU3+M4zSREg9t8RzCbIiTPO9nPXmTik2Ao4Yuhi9Ba6l+vACfqKfuK5ntXl/fXAdt35Bgc9UOwOH3oZbNxsNhEkJUju2USU7PJ2gt/savNMpbpj5VhQJyBwxhlbn3dvg7+D5/h1BNnpM3Pg4+3OOXPDGuH/ZAuWZXmzY48xxL5wh9WD1MwJfa7jNvPmGFj/eT2L0J10rneCoe68swYoD1cfL3+et83nljUGwcMYc71nPnr7eS7tcCefMeLfJG64M+5ZnZQLmE6nCbeTJPmKScLuhN08J2F3wu5vmiQSPclXXlAgv/M7v6P/8X/8H9VqtfT8/Kx+v6/RaKSqqm5qT/vJw54hDoHoRLVvLYIcBlSGw2FEY2ezmd68eaOyLDUYDHR3dxdEcZ0E3Ww2Ub8cshgAQblCZEO8U1t7Pp8H2Q6xDEEP2KPk/BpX3JC2q9UqaqMDth6VpD2QxZDPjFO/39d4PA5SGJKZe9ygoK8oX+aM08xPp1OUsGG8Ue7+fMh++sLfRGI9sg1IeaYCIEvGOc8CmMl0B7Q8uFLfMcA64ncETihXQ4DCs8ylK8FLuzAgGBc3JhB2RXhmBWufbHQMHsadjHvP6KYmP6Q4B8N2u92oo0672IHhBoBv3ZMU/WNuGBsMRIITrH8y5He7XfSHtc64EARwQp2sfsbF1wBZKm7gJUmS5KsheX7eSfJbv/VbgY9szZWuWWDSNevNdaE7FO5EukODw4ae94DkbrfTer0OZ5oyW65n0Ef+HPQ6uh296xhE+8Fc3oHO9ICvZ0z5NY4NRVGEw+wHNdNvxyx3OAlY02YSABxzpKuTirhD71ls4DJ9d0ex7gQ6pjFeXOPOPtf63549xXzimPrYuxPpz/X2cz/t4ef0jbEFfyR9DrO97bTJ20h7wC7mvz52yNve4+SErydsAMdi1hk2mRMBvMsD/y5OeHnWJu/G/oU0cKLDbQJIGf+evY9kBnqmH6SGvytJkiRfLUnYnbA7YXfC7m+yJNYhyVdWAJjvfe97Go/H+ulPfxoAzmGhHEY5nU61XC5DAaAsiPR6BjQZug4QEHmr1Uqz2Uzr9Vrj8Vj9fl8PDw96enrS69ev9ebNGz0/P2u/32s8Ht8cWOIK+Xg81/AmezfPcy0WCzWbTfX7/ZvoPdnTd3d3enx8jHItvV5P8/lcZVlGCQyUs6SI+s7n8yBPPXJ9Op2itrYfFAL57xF9jJHxeHxTtqbX691k+hOphIQHFChDw9wQ2CALGsIVot3L7TDXeX4uKbJaraKNvAsAI/PADTH+zzXMuZOuBBkOh0PUEed5jBVg54ezUCvcx5PdDBDrABVg62vA21jPdsDYcFDzQ2f5OWNFNrt0PT0bg5P3MNYEZ9jeSCY62egQ4Rg93ibmmfmkzeysIKDDrgPeSbDHswIAe9pHAMIzGnyM6Attla4178bjsUajkWaz2S9e2SRJkuQXKkVR6O7uTu12W9/5zndugqFgMkFtD8q68+YZRe6c1a/DGXAcYrcXpdrAYw94g1+eDeWZbLzDA6zStQYoP+t2u1qv16G7m83mzdkfrmd5B4Fl3x3E7/w+dKWXM/NMI/Qtjpc7We5I1gPH7sDRfycX6s6ZkyT1rCR0Ofhed8DqzrhjXn3N1B03xhrbw/Gf/vs4eL+wbRhP2ujOOe9w8Qyv+njx+7e1nevq5ALt4V2MbR0nscN4B/YI//bEA89y5Lk+Hp5FyFh42QXeeTqdYq0xV/zt13sAn/f5d+pJFowP/et0OpGAkCRJki+3JOxO2J2wO2F3wu5Eoif5CgqKrNVq6V/9q3+l//6//+/16aefxuGIlB65u7tTr9fTbreLww3JvqY2upOqKHOvX+YABVk5n8/1/Pys4XAYh2o+PDxoMplos9kEiQrYQ1Kj5CFc9/u91ut11AMHKP1gFUjtoig0Go10d3cXhHO/39fd3V0Q6ZSBIdMYEhXiGfJdupbLwFCgLAigS3+J7O/3+ygHk+fneuooWbKLnfR1YrTb7Ub5m6IoIqOdmnbUemPbGtF/AB6AgoDfbDYRFIBE32w2QQZD0gNEEOb+LAh42g+YA1IeMcewwCBy8hsymSxuCGPK+1DuhnXLuAOIftAN7XNjhzXoxhPj7kS7bxvz74S2O6nO2iDDgjZQc51+kjnuh/iwLjFE/fBYAkMOzq1WK7LVe71e1OknaMXOCdrjhpivR/qCke7GMWP33e9+V7PZTP/r//q/SkolXZIk+TIK3/L3v/99/eAHP4iAI7qAYBuBRXaRub7350j6nN5Gf7gzIJ1LWJEt54FgzvQAl8FGd1bdaUPvo8vQsx5wxPEAY7rdbjg8YKs74+CCB+55D5gjXTPWnIhAL3s2FFjnO4vAZsYPR9qD1TwPZ75eh9Uz02hnURSBIx40dh2Nc+h1SsnSYu4c+6TrFnd/Vj3Ti/nnb3fAPfjrDrM/k0wrxgLix0uK+bi748/PPZPM28O7fFxp0xdlxPl34td4MNzJJ8bXbTDP+nOh3e6IO6Y7MeLZgX7+CO/2OeQ53nYnltwh9/Fh7CaTibbbrT766KOE20mSfEklYXfC7oTdCbt97L7p2J1I9CRfKUGRtdtt/ct/+S/1r//1v47a1lVVabFYBBAMh8PPKU/KTgyHwxtAZwsWRDNgxUEVgBC1pZ+enqJMRaNxPqxyMplotVrd1NECEAAwwGQwGATp72QzUXeybCHlAYX7+/uI7FMqYzgcBsBBDkuK6C4kLoYB/eh2u+r1ekHwV1UVBDX10nu9XpQ3IauYyKMbPYw5RhMATZZ4UZxLiRDkqKpKs9ksQJCAAwGMsjxv1dvtdlGOhmsGg4Gk6+GvgIikG8Nos9louVyGIZTn50x7gIWM6cFgEICx3W61XC4DVA+HQxgizJ1HxiUFgUxf3HBbLpfq9/sxPh68ABSZF6/P7wYSIAeBzHoEQD2TAMBjbbvRyLsBVII3BAAclOsBCZ7FugL0j8ejhsNhzMV6vb7JRMnzPL412l83kjESCWzRdgxTSswwx37ADePDt/VNBPEkSb4qUnfC/cwKPyTKg9x80+gldDkCxrxtq6o7rODVZrOJgDi/YweRZxt5Rpo7Tug3z2ZDJ3vmV307N464dMVmDrjGWXZHzh0Xd0KxSbzsGb9zp9aTAwjAggHoTuYEnADPwQjupb9eXxabwZ1D5tLxwXEPW4Qx8GCoO5uSPpf55vNBoBY8YbzrZeS4zjO56LNjKIQIz8JB9+dzn1/jAV5/bv093jdfX/WsNyeNfJydfHHM9K3W/ky3vVzqWW9eQ9VLxjEWfGu+FmmXf88eOK+vqTqJ4r+nPwm3kyT5ckvC7oTdSMLuhN0Ju8+SSPQkXxlBcfyzf/bPNB6P9U/+yT/RZ599FmUkIJan06nm87n2+73ef/99ZVmmzWYjSRqPx5KudZYBS0kRYYYUlxR11vI8j6zs2WymzWajN2/e6Hg8xnO4nwMwUcjb7TZIWw5c7PV6YQBQ043o4Hq9jizm4/EY97NlBzKZfkPmz+fzCBwURXFThsWBlMzwyWQSJOlqtdLpdIoa5fzpdDp6eHiItmRZFnXUIaul26xfz2xGkTebTQ2HQ83n85vIOoegArBkuB8OhyCzIfUZBw5fBXTLsoy2YKB4/fnVahWZ7oxbURTq9/txr9fyZudCs9nUdruNbPI6QAJQZMhT57vVamk0Gmm73WqxWEi6PfzVn+VEuq87nwNIZV+LACnEsmczeIQZcps1iTHDdR64qRu8GI+MsUfPaTu7CTyIwkFAfFet1vmgUfpMkMmDWKwRN4D5PeVyKC3kJXwkfa5fSZIk+fJJURR677331Ol09OrVq8AcnDV0POXUhsOhsuxaMxTdiK5wx8qDgx6Ew0Hgb84iAXd4Dte6cy3d6irfMcMz0b/gATusfKs0+tozv9CjvH+3292QD67LcXDBNz9cTFLobi+Bhv4kSO42jpcjqwvvxZHzrCY/oEy64jxOGxiHE0vAmixEsM+zrDxIXM/Ow7H2wDNOKQRDPbONe/g393pfaa87kZ4M4Od28H7pNtOP/3sWm9tC/HFSyEkBSZ/DUta2O/O0yxNBnFjxtcRzsA3ASP7UnX7PSORdvp5pN7jM3PoaYBzdNqIfvIPvwLPfvL8+ZkmSJPnyScLuhN0JuxN2J+z+vCQSPclXQlC+f/iHf6gf/ehHen5+1qeffhq1qyFtHQyXy6WWy2VkfbP1xCNoVVUFKKNkOp1O1CV3AO50OqH4Ibr3+71Go1GQtpDoTg5D/kFAe3Z2s9nUbDbTarWK+uiUdZGuEWpqQAPYkMZka+d5ruVyGZnAjBmKnEx7Mssnk4levnwZNeMhUgExf//d3Z0Gg0EciEo2OHXY/T2MF8YB4wIQNRqNeAZjjQGGou50OhHphgAGFOvlPyR9DugxHMhqf3x8jAM03RChNAwgyrhuNhvNZrMg8AkY1AMk0tmw6fV6N8YUxgbrYLFYRPaCpLiG8cXogERnXh0oIfrpH4Q2WdoObjyb92GcYLxg9GK8dTodLZfLMIqpi06AgQAKkXMPILA2MTLIFsEo9rH1HQ++bZNvj3H1jH6M3fV6HcEmN9wkRTbJ4XDQhx9+qI8//lh/+Zd/+UvXSUmSJPnbxTPYXr58Gbt90E/SVQ+i18Aiyj5VVRVBbOlquNedwXpdTfSPZ/xgH7C7yR14dB+6FAfCA6m8qyiKcOwpwebBvTzP436CkJJuSqehB9nBVc/2YWwgDcChfr8fDjb4i571TCMv8QapQJ9dZ/t4+XZsd7ToDz93soExcefPdyzVtyHTT8/2c4eaZ1O2zdvguFB34D3Y6s4qc8u7mB/IC8YPDGIdsPbcoabtng1HmxhPx0nvs2ecebDa55pnMz714LU/u9Fo3ByQzvXgpD/D10WdROD/7CLkGuaUde9z7TY09/Ae5gUbBQeffrnjDlE1Ho+1XC7TmSZJknxJJGF3wu6E3Qm7vV8Ju28lkehJvvRCWYnf//3f1+/8zu/odDpFZjW1ulEWrmSp08QBnyh5MowpcVGWpTabTUQuHeCIpPNMspxRbmRJPzw8RMbtarUK0h6Sk0g1QOrRZpSaH4xyd3enu7u7UOqAJeVoOFiF/9Pf+XyuRqMRJVfcAGAsyeTu9/sajUZhpKzXa+12uyCk2SbVbrc1GAzU7/f1/PwcPxsOh1G2g/bVSWDpepJ0np9LeyBE5CFrIdIdZGgnyt3Bgkx3ttVJ1wizdCaR7+7uVFWVlsvlTYkSggp10pY5hEzf7XZarVYajUaxpY91RJsI5ECeU3KFWvQezJEUGesAEMCMocChn9vtNgCNoABZ2GQMUMOcvjMugK4bRFyHAQNYQ7rzPIIYGCcEOiTdjDPt4LAf/s368J0KzKUHg9zIcFKfa3g/Yzafz28Mbc8yaDbPh/0MBgONRqMbgz1JkiS/HsHh+/a3v633338/nDG+ffQgGCgpcG4+n0fgmp97xpI7B+hynC7p9oAod/DciS/LMnaF+RZbfse/Jd3cjy3As72mKKXSXLc7dvEu/k9/CYb7dl7XXzji2Cjoed7vThD62rdis1sPZxwM84A5WMrPaAfY7vPK+DMn7ujRD4gU6YpF6G53FLnPSQw/gBwigvsYU+8z4+qJB9iHONw824kbxsudZieDIIQkxTpzJ9Tn2APXrGnWDSSCZ7M5nnKtizvt3IN4Bp3vZuMe1hH3+jjTDn7m/+a7dFua5zjx4uubdcA1Tl6cTqcbm6f+reOwY+MkSZLk1y8JuxN2J+xO2J2w+2+WRKIn+dJKlmXq9Xr66U9/qh/+8IcByhyoSbY5dcUhJVEo1EpbLpeRdY1SzLJMi8UiiGAi7AA8Ch+F2mg0brLeaVtZlkEsTyaTm7ajdIhoU5bCI5UQwtQJ5z3j8Vj39/fxvPl8HuVWIGc7nY663a52u12Q+VmWabVaBSGJgkZpU87FM7cJFgyHQy0WiyC1i6LQarVSURRR97osS02nU+33+yitIimIakjXyWSi2Wym0+l0Q8p67XnpWsMcJexkL/2hXI1HVj0ToJ5hDYjSXw62BEAgyj36yz2Q0MPhME76Jhud+WYNAVYYR6wrjIFut6vRaKT5fK7pdBqGFsDO+nKDDwDtdruxZRLjwME8z/Mwvnws/VAfz8pwgGTNHY/HCLb4GPq4YHDyTfFM2km7MZZ8e6dvPfS1djgcom8Yfb7LgUwFN1o9C4A+EQTjuyGwkIjzJEl+/dJsNvXd735X9/f3oRs5pAsnyR0WdzzZprvf72MnEHpP0ud0KLq6npXF/z1zzrOucE4JXPo10hWj0dPeVp7vNVpxkP15fgAZehln2nf90C93arwP7mh69ldZlnEANPeCM+hdSdFf1+v8nGuxC9jOTTu8fzj5noWG/sVRdMeUf7sDC37QL9ftTqpANriz51vfHauYV2wMsI7AK33wdcRY+f9x+intht2GPeXjTjt4H2PEnPr7PEPMnVrG0kkG+sP81B1+xs+z6+rXerBfutaxpZ20m5+7Y834O0HgCQred8aYsXTbrN42/maO621J2J0kya9fEnafJWF3wu6E3Qm7/yZJJHqSL6VkWRbZ5//0n/7TG+XbarX08PCgdrutxWKhjz/+OIh0sljLsoySI8fjMbK7iZB6BJM60yjd169fR2kNsnPL8rxlZTwe30RF+/2+FouFXr9+HeQkwMuhnxgJnU4ngA7F7CUqHPQgl4mws42t3+/fbNvx08l3u52yLNO7774bhgtb3xxAAB1IWPra6/XUaDSiLlye5wHckNxuhGBQAPQcFNpoNDQcDtVsNjWdToOUpxQKZLQfJEKtOAIElO+g3YCrk+2QtbRfUmRmU56k2+3G7730CcQsfWXuWXvD4TCy0Dnxu9PpaDAYxDPqmQ114hmDbDQaablcarfb3WTuS4r1WjfuCCxAvPt3ARhL10ixR+aZp81mcwOirFmf+9PpFCVpmCPAF2CEYGc7IMBJ/90Q9jZyDcEtjELWiBsWzDtllOhXp9NRr9fTZDKJgIH3wXcRuNGXJEmSX5+Qwfbuu+/e6C/0Pzp3sViE/vNAH2WkcDjATg8K4nihL47Ho1arVTgR7mRwbgX3oy8JQHt2lKTQ3wT5PGjKn/oOILcL0JOdTiccLnQ/9/uuIsZgOBzGezxryLN/6D/Yg1OP/YNtgDPoGX7uvHo2lJeFw3bAGSeoiY6tO548H5uAP3Vn0B32usMnKe7HLnBHvZ615tcz9wjzBtGDjePjz5qsZ3bVSQ9sQOwQb7cnbDAnrHFPwEA8AYO58Ow07xtZjvXML97DHydnfAy8Ld5m2uB99uxFfs869jYzD4ydO/iHwyF2e/JM1iXfnY+Hf5u+RhJ2J0ny65WE3Qm7E3Yn7E7Y/fNJItGTfOmk1+tpPB7rnXfe0bvvvntTLuJ4PEZ0cTQaqSjOpUNev34digOBOEf593q9KLuy2WyCfCZiypar1Wqlx8dHjUajeB9Z77vdLspFsNWJQyWPx+NNxvJoNNKrV69UlucsdIwBByOezz2UZFksFlqtVhoMBjcR2na7HRn1vkXscDjo448/1mq10suXL/XixQvlea71eq39fq/NZhPbwCDcIapR/pDNi8UiSG1qshHxBxyXy+VN3ew8zzUajSJLvSgKTSYTVdW55rxHO5mjxWIRmQJ+ajkG0Wq1ujnlmzaMx+OI1rN7gLYTmWcc1+v1zaE2buwBmLTH63vXM9i9NA3gyfNoP+sK0OM5g8FAw+FQs9kssqs9gkvQB2OGaDpj4YaDR5EJrnDgKs/FOMWY6vV6n4ums9UNA435plSQG248l7HxeYS4xuhxoxHAx6ikX6xngkasv+12G32pqioIc3YGlOV514fvRmD8eU6e53p4eFC/39dyufwlaagkSZK8TXBeBoNBBBzdGfBvFfxdr9c3Dod03VWDnsQxB7/AUPQUzhMHG7u9gFMGfkrXrbVv07k47oPBILJ12GlEe7w/3OO2Atl2tMudJoLonv2D4wxRwf89WO1447Vcvf8E/NHT3k90MWOBbifw6pluHDSGA+4Hskm6qeUJjnrGExhOXz1DjN/Rjrozjn3ytjqzno3lawYM4n043e4sM97+PNrlCQxgJ89pt9tRao53+hrgHm+b2zmOh+680le/3ueItVV/DvfSF9am2xa8j2d6Zh194Ltk/XsmmTvFbi95lptfg43E94HT7RmJ4LkH2X38siyL+sXY1kmSJPnVSMLuhN0JuxN2J+z+u0ki0ZN8KYQPezAY6Ld/+7ejHMjz87NGo1GQyBC3gB/A7FE9gK0sz9u5BoNBKIB2u62HhwdJ0mAw0HQ6DYUgKcqdQDIikN+QlCgLMsmHw6FGo5FGo1G0fTQa6eXLl8rzXKvVKgjnumI9HK4nju92O81mMz0+PmowGNyUyfDIKQQqmcTUWp9Op1qv10FqU27F+wPhD4h6dJODQr0um2/dIxOh1+tFDXXuu7u709PTkzabjQ6HQ2Tikynt9dDz/FzWA9IZkIPAZR4dBMhqGI/HkaGf53m8k/swwiij4hFVABcg87FlfWEkkvWPoQih69u1mD/GCyOJcQTMJ5PJTdY02fTS2zMz2IXgkXzfukXmBs9k/fs2MYI7rGuMGuaX8imQ4ZQGYgcHRhdtYw4c7D2LgWe70VrPLPGDX7vdboAzmSWLxUKj0SgMVLabtdttjUajeI8fKouxzRr+8MMP9dFHH+lP/uRP/n7KKEmSJH9nabVaeuedd+IAZg/cuv5iGzb6F4PdnTiud7ykzBXvItvKs2/YtutZQu6Euj5yXUKAm7azAwaHGOxA3Enh9ziQBCJdX7uTA655NlezeT2nBTuFLdveH7DKnT/+Bj+wEzzQiI5njLAdGB/KetVtCnAffUvfvd/0zYOrzDPXgwns+gNDsRW4j7XCzjDwRLrd7lx3hN2G8Mw1zwqDvHHshihiLsFSd1b9oHN/jv+snuHlzqpnyvFvJ0PASf4wJx6sdwIB/OcdHrDHbvDr/dlOXjhJUr/Wg/e+fn29urPN2odoYXywRbDJGBv/DtyhH4/HWiwWenp6epuKSZIkyS9BEnYn7E7YnbA7YfffXRKJnuRLI/1+Xz/+8Y/17W9/Oz7qzWYTp4GTnUzJCaLTbD/hkBEiZ2VZarFYqCiKIKQpcdHr9SQpyEiUV5Zl6vf72mw22mw2oXDyPNfd3Z1evHihyWQSRPvT01MoEQ41JJrc7XY1HA6jrAfARKY0h3hStgPFlufnTO9PP/1Ui8Ui2olSXy6XQaAej0eNx+ObeyH3+/2+er2e3n33XZ1OJz0+Pt7UciuKQtPpVIfDIQ7NbLVakYWQZVkYJpSFIdpIGRkOZIXkfPfdd/XJJ598DtCrqorsBAhPP/wDxe3b/wCD+Xz+OSK92+1GQGW1WsU4sQYoh/L09KQ3b95oMpnE74giu/HE/702nW8jpE0YFG7s8Azm1qP0gG+v19P9/b0Wi0WAOWPghgIkv0efMSgwEk6nUwRbmEf+IKxj1oVH7JkDDGX6hSHa7XZvDEHpejCPZ7vTf4T2cq8b2hi+GGJki5C1kOd59In1lWVZGByNRkP9fv+m3VmWRQkeAhIYN274JkmS5JcrzWZTr169CixqNBpR5ongFnglKTASfeRZO66LCUKiP3q9XuglHBp3nMA3MBv9g2ONHkePoD84oBrHiMAdTgdOu+9MQufWa65SBoygtTsyjg9lWd44KOg7rwU6GAxUlmUcHu4OJzYOpbHAPXcYvbwd+psANMFHsG4wGMSB6J6lJimcfJ4NOVDXt751XrrWlAUbcBi5jzJ1rCEcvaIowrZwe4C2eTCZ8XPHFsyAoAC3WIuMN3YH92ODuMPqAWZsLMaAMfFne3aWkwXMH/jN/e7II759vZ49Rr89UI1dAs67LfA255r+s0aceHC7RbpuXWdcIDqcFMIGYn3RTk8kYL49OM/34d9Jwu4kSX51krA7YTfXJexO2J2w++8miURP8msVCO0PPvhA/X5fDw8PNyQ3ZTkgDwFOAM0j3dT1bjabWq/XkhTE++FwiHrLrVZLr169CiCazWZRj40MYsh7gJLtZtI5K/3+/l55nqvb7cYBppQ/IQIOOUn2tiStVivtdjtNp9Mg7/v9/k3JlX6/r3a7rdVqpaenpyhxQUR5tVpFyZflcqnlcqlGo6HVaiVJN33g+e+9956yLLspgULkc7FYxDY6J85RpI1GI8rZ0D6UPkEITjV/+fJljDnlQogGYyhgFDiRzXY0D0AURRFATVSa9rAz4Hg8ajAYRIkfN5AIXvjvAELWDuVQqFfOmnHAAFyYT66RrrXHMK42m43W63UYjZJi/Tw8PNxkimPwYTA4SPJ8NxbcuPRDUyaTyc2hnVwHGc08QKLz/VA+hfd6kKDdbgfQ+xj4tjDmwqPT3Ecwi2+MNvf7/biPde9BksViEQe/YgD7ThMMU8+M9/HxCLsbE0mSJPnFS7PZ1Gg0UrPZDH2Ho4xxznfogS7fzeMZMuh86epoE9yVznrID4Vm+7V/8xAAvsvKM7c4IBxdh5PhegwHwjODaAtnZHj2nOsodm+RqeWOEWes8DeBZWwLnB1/3nA4DMcPB5pD1utbpx1X0evcB2bTN0q98XNKyvnZIWATc+QOJU5m/SAu5oF5rmdL+fZ2d+h4BnNJX9z5xilkfTiZIN0efMXaqmeKeXuYb57lOx15XpZlMU84rJ755Y439/B8xoj38h3QL+aR8XLnm7XFe5ww4BmsFycaPHvTx52f+d/etjpZ4XNcz9yDqHKiBUccW4T+8Fyccf+uPBORvtdJiSRJkvziJWF3wu6E3Qm7E3b/wySR6El+LYLievHihX784x9HHW4nxwaDgbLsvG3IP3hqPEu6qS/GdrHhcKjhcBhbi+bzuWazWRCc6/Vai8VC7XZbs9lM0+k0tnENh8MAOgAJUq/RaGi9Xmu1Wun+/j4OT0ExujKWbkuocGjmYrHQfD4Pcvzu7k69Xk+bzUbz+TwULxnQvj0GA4KDRCBBZ7NZZMZDgJLxSz3yTqej0WgUpUna7bYmk4lGo5Genp709PSk3W4XQQgvUYJxNJ/Pg3iHoO12uzG2HKJZlqUeHx9vsozrpUaYRwyi1Wql6XQaoEIgwHcXSFeQA4AIEnCoiUexuV+6ghcGEGS4k98ADQEbfufjwLM9ak3deLYDErRxA6wsy1jP2+32JpJNYIHvgvbyfN5FzTzaTZuZbwh3rwNIfTyAnfsp5+IlXdyQ8AwA3s//aadHzzEk/N8YSU6iQ/AXRREHtW42Gx2P57ryz8/PWq1WqqoqjG83rMk6IROEsSdDAAPn29/+tt68efON21qWJMmvQgh0v3r1KnDHHR70ieMI+rruAElX550dRNLVkee7BuvRBehbnFb0gmdZofcIMLKN2Ut80QYXniFdt+eig3knWVa007PIJMW13j93oriP53tWEmPHz9iuLSl0Jzv1aI/vNqJPOEQ4SU56sA2de8nm43nuFNadUPrDuLLDzx1x5tpxjHvoB+91h5Pr3RmuB5IZSzKk6hlkrC0fB382wngROAfz63gIRkJysJ7dNkE8e5G//T7exfs9U7C+DngPbef5njDg/cHu8bGg/36df6fcxz3ugDt54BmbZLT5DjmIM7472kqfsIfcvuAdzFdVVRqPx1qv1/HtJEmS5BcnCbsTdvP8hN0JuxN2/8MkkehJfi2SZZnef/99/eEf/mEoJUg5fo+iplZynRBG0S+Xy1BKjUZDo9Eo6qAvFosom0KN9ePxqD/7sz+LQ0dRFDwbwwGSvCzLqC9elqWm02mQ6igdj4yz3We/32s2m0VZFchZDg1FIQNGvBuylG1sHFhJ1jDRVpQlgQHId9rfaDS03W41nU6DHCdQsd/vI7OX68j4R+l7ZJlghEcjybynn9TSpnQOfcnzPMhPbz8HxXAP7UBhk3FcB/N65BMinex1gger1SoynjGKILsBOY9c82/PXiBTHeKbtekg50YWdeIx1IbDobrdbhxy6XXhMRIcoDy6jKHB38w1PwPcMRQwSvie3MjhW/ItmYwJBDzi2QkurHMn0t2QIDtBUoy1G8V8Fx51p/Z6WZ4P/r27u4t5dYP8cDiEkU75Iw/OUMeRzBZK0iRJkuQXK1l2Pt/i+9//vk6nk5bL5U22kHRr6KNH3an07C7PhCIw5s66ByjL8ny4MNlFjgPoEUk3wU6eWVVV7Opyp8yzq1zncq1fTyYa+hjd7TticDS8TBt6F3uBtnkSgLc/z6/nVvB+2um7urgOfehY6Y4V265dZ2OPEEilzZ7dxfW+s4efMc7eDnca6xlV9N/bRz/qGWF+KFp9F5mPJWuOf7uT7qSHB6kdu91hBK+wO9hVRSKE15Z1Z9wD3d5H/zdzzbuc/PEsSn7OGqJf2EP8DkzEjkFwZh3PaefbnHF+584z+O9t98w0/96Ya7bN+xrzvvq3AtFBn5gjJ764P0mSJL84SdidsDthd8LuhN2/OEkkepJfmaAEHh4eNJlM9N/+t/+t+v2+ptOphsNhAK5v8XGCG8VBORQ+aEj0brcbh1ny0UP2crDjxx9/rNlsFlngHKbSaDSCsIaAw0DwiJ0kLRYLffTRR5Glvt/vIysb0hVFOZvNIkrMz5bLZRDSZFxLivupaQ5BSJa5gw2kPQYB29TI6p7NZqF466VZPBuc95KlDphut1v1er2oRUc2/+PjY4wFpXeOx6Pm87kmk0m0mTHlwFS2nBFkwPA4nU5B9mbZuf45xhUCIGOg0WeMDOlawsb7NZvNVFXVDaGK4gdc8zwPYpv1xP1E9cnCZ9cA4AM4cahrUVxr7GGcQPBTy59nYJxChPNMNzJ8HABmbydBHuaVqD59pEQNRiZGE2PkGSK0nTY4WLrR4ocN+btZB17OiLZiaLK2Wbdu5DFP4/H4c4aml56p9xVDmbZ4MO2bBuZJkvyyBTz47ne/GweEEajz3TPSNUPGHQCcS3QbjjjfMd+8O4yUA1sul4Gt3W43AtkeTANXeHe9TTikOB7gD06wO3z1YCuBcZ7hmUTuiKNPaRdtAFfcYXR967oOp6a+vdsdbOkaKMVG4R4vP8auNQKweZ7H83HS2eJed7AYJ4L2dWfbnXQy+lxcx9Nfd1J9HH2dMMaux8EcD2aD6+4YMwY+j91u93OBeF9jYCR98kAuON3tdmM+3Znmne5c18eB+ea9jCfvcSebdYhN5M44Y+RZYG4Hva1dvN9to/qacvuW8fXn83278856OZ1OQVx4W7kPR7veV+6nLU6q1QP4SZIk+YdJwu6E3Qm7E3Yn7P7FSiLRk/xKBKXw/vvv6/d+7/eCuKR+NArhdDpFRmme57H1aTAYxKGH1DZfLBZBWlOCxD98QJHs9Kq6HpCy3W71+PgYGdqQgHl+LgECiU6Ud7VahSEwm830+vVrzWYzjcfjmxInjUZDy+UylHeWZXr9+nVsY2Ory2azCZDEkJGuddHm83kofeqRS9eDMyUFIQqAUD5ms9lEGYvBYCBJsSUM0IHA5jRzssrJgodEHw6HN1Hu2Wym+XyuN2/eBEAXRRHEPWQ3ytQBEVD1TGeMCurHVdV1SxpGCGV2qMfuwOzbxCB4Ue7UQ/ea9OxKoF2dTkf9fj+y/ZkzSTfbrjw44kYb7aM2frvdjix//+NGJO/3KDhA5IZjHVApzcIuBs888Pa4MdPr9W4yL5hrQNPvxwhh/v1AWDdM+F5onwe4WGNE/jFKMZhoI+9j9wkGNLsY6LfXteeb8cx37mu1WtEnzieoR/STJEny95fhcKgPP/wwvmXwFh3uGUF8l3ybfOfs2vFSWTjEnvkiXQPovM+zrAgye0APHPEdYji3jvsENAl8Yme4Y4EuRtcSBPQzJ3BO3LHAsfVMHfRZXU+6s8uz2F4tXbOnPLjrzgxY5JlpOMtOarhO3263oT9pA9vu3almPj1YSlvq2VKekQauMib8zrPeEK5jrbiDjx3kY8Z6qGOH2xTuFNNuJ1h4vrePMfRdiYxFURSxdvx5b8Nu/3/dEcf+qG+h5h7+jbCu/JneTtrjxAbv5ZtiHPhd3RFnzTJmjH89E63+LN7pDjO2AXasjy12VJ2A8rXsGZ71DL0kSZL8wyRhd8LuhN0JuxN2/+Llm9fjJL9yQbF/5zvf0e/93u9pMplEpiqkV1VVcQgHh2/6gZpE/waDgUajUZQQgXAHfA+HQ5Q2IcLqZC9E7Hq91ps3b/T8/Kxer6f7+/tQOBgMEN+UCjmdTnp8fNTHH3+sp6cnffLJJ3rvvfc0mUyixjjENoAKyEIAEsnnIE6MARQvynS5XN6Uq3l8fFRVVbq/v49DRIqiuNmG40GC9Xp9Y2Q4GHmEmExxSTeZ40QnCV4Q1UWBH4/HaGNZlnFAJCQtyhfDhR0GzIMrbLKvmWtK11Dq5tWrV/He+ph51gFkOGNDxjdjXRRFXLter2MHg5e58bItZJ3zc3YDSLdGoW8d7Ha7ccArBki73dbd3Z1ev34dQRPPgnAgxRDyQAHXeoBis9nEOmMM+Df1/shg8AgyWfMYt6wb3lmvH3c8HmO9eQCGZ2KcuGHh/fCa+NzDvNE/6QryzAOAzZhyZsB6vY71zPMwAgiiEIB799139ebNm29UfbYkSX7RkmWZxuOxPvzww/j2JN04EOiNuoPtxj/fKMFbz+KSrttysRfceMcRQc8SjEY/uIMrXZ1Xd8zR+RwaPhwOA0vqh0TVd/XkeR4/ox04j4yFYzBt9rMryIbCiXEHyAOanlTg+FB3fhyPvX3oaPCnjrfgNc6PYygBYvS0B3adqPBnMe5FUdwkMOR5rn6/H230MauPrc8T//dMQwLy9JMsSE8M8K3f2E783Nvszq+vsUbjuv2bdcvaYJeeO4m+bj0hwEkK/u0khycWOB4yTowj34L//G07rHgnz2cMyvJa9o/raKc7+JATfo1/Q36PEwb1v5kH7zMJA9gn9fVMu7mXdw4GgxjzJEmS/P0kYXfC7oTdCbsTdv/yJJHoSX5pgoJ4//339Z3vfEe/8Ru/oYeHhyivAXg/Pz/r8fExPkaI0N1up8lkoslkoiw7lxiRFBFur5kMmUltbzJpUeTS+cPnGrZBvX79Wu12O0rAoGyIukOQttvtyGhGgT89PQVgcNAmBD9EdlmWUUsdEnY4HMbWOgDDS3uQEb5YLILwff36taRr3Xi2p+33+7h+tVpFu6Xb0iWMEWNCLWrGgvkiENFutzUajcJYIWseI4VMX6/BhYEDEPhhMuv1Ouqd0zbmEmPAgcQPmxyNRgFOnrkMeDEO1MlnrBuNRoxzv99Xs9m8qaVNoIb3sJsBoPAMB+kKpr5NkDVFmxhXPwGeDOv5fH5jAHmkmOfSDgdEf6+vGQ6EKcsysi6qqoqyRPv9XqvVKubqdDqp1+tpMBhEZr9no/h7PXvD5+JtBiTz6HNSN2o9Ax3Dw7MTCABAttMvDKF+vx87OJy457l+Hb//9re/rb/6q79KJHqSJH8PybJz/dTxeBwHaRME5fvmm+SbdeeOgKp0DZRyTT1jBnyiDqlfg3ANjtV6vQ6H050L9KY/x2ujgi8E/vg9+hB9BBbTPkmhn90hqmdvgbk4jQRV0VmMD2OJ0+WZXq4rPauo7njiYHoWFzhCXVAcHN6LM8zPwPwvChKjv7Et3Gnjne6sYROAV+hyz5Si3eAA2OJ4wjiTmMDuLYgFHFrHDA9O+//5dz2bC0cc/HNnEOzHvnLSyNcZ17oj+rb3smZIEOA5jHtVVTdJBl43FYxzMos1x7pzIoDx9bmot+tvmkcnhzygz7r0hA/sINrAtU6euQ3AeHAfY+Pb5MfjsebzeezATJIkyc8vCbsTdifsTtidsPuXL4lET/JLET7oH/3oR/rJT34S9bX7/X4c+jkcDjWZTHQ8HvXZZ59pNpsFSHY6HR0OhzjQk1rilNXwD56a1RDdZXkuw0IWNWRoo9GIOuVktW42mzipHGKarPE8z6MMB7XdGo1GlKLh8MTVaqVPPvlEWZbp7u4usrTJpEaZoehGo9Hnoo9ETK5oEAABAABJREFU7jwzgNIqGAbUdIMgXq/Xms/n6vf7Op1O8W9JQepTT4w68s1mM8YfcFutVjfAD6kO2Q6YEiBYr9cBCNIZTMnUxzhyw4fdAYvF4q3RZQdqCHDGw7PhAWLm0Q0H6tGNRiN1Op0YIy9fAhBmWRYG1mw2i/IrbvgwPxyOgmFDNgWAnefnLYfL5TIOkB0Oh1osFtEnD/qwcwKQw+CA/CarAlCWrrXI6U+j0QgDGDCkLJJva+N9zCWGab/f13A4jLrsboxKiiDAer0OIp76iQjv4P2Aq2eZu8HnhqBnuXvkfLvdajgc3mQJZFkW3zVlXQjGkH3BmBAMo+Y+uw+SJEny8wvY+urVK73//vuh8/xcCkpYnU6n2DmGrkcHofPAVXdopWs5LhwF9CB61wOmYAbblwnwNZvNyJjCeWGnD067Z0l5mSmux9jnjAnaCia6g4wOfJvjKV0dInTtFwUOOf+FPvNvnsGY0y+IA8bfg4/17CzfMYQjh/NGeS13rsA+yIB69hJtBafdAeQZ/OEdzCnz6EFzz5CTFJjgO8y8/WSW4SAyruwaw87wDC2u84w3J5C4jrVJckG73Y61zHO4lzXIuHhbPOvOnXR30Pmbtct35uXt/Lk46/wcW8HLuPEungUGM8Y4wJ6F533zb57x4zn1uXWnm3ZK12QNP1TQbQLWsm8NdwccW9TLGvLdJ0mS5OeXhN0JuxN2J+yuz23C7l+eJBI9yS9cGo1zaY3f/M3f1B/+4R+GAofkoj55s9nUeDxWv9/X/f29Xr9+HQTb4+OjFotFkLVlWWo8Ht9E/iiz8vT0pNVqFQS7RwAdjKSz0qCkCkrVM6bJTJYU2bwcdglIe5Sb+xaLhXa7nV6/fh2kph9UKimAAzKWNqKEaB8CmHsJGuqOAxibzSZqzKF0HfQgwHe7ndbrtVarlR4eHoJ0BNB8uxUZBZDrGDAQ2ihZQIHxhXz3IEav14sM9el0GsoX0Kb/jC8/Zy4Gg4GyLIt+ADrebw5eXa1W2u/36vf76vf7UcrHa4ADNE5K008MIow5BwoHPYDFjQ3Gvtvt6v7+PsDJo+JuVGZZFkYr7xoMBmFUuqEJkQzY804E8GXNsq46nY4Wi0UEnTwjg8ASZV/4bnl2nucRJFoul7GeHeR5D2PjBiKBIwwr1oWT6H4qfZZl8X34bg+yFVqtVszpbDaLQ1MxWHgX80pgJ5HoSZL8/IJOePHihb7//e+Hge6ZNNI1sEewdrVahR7YbDY3Z3Cgi9z5wvEhqIheqGcL1TO8fEeLpBsH17EPxwmnClzhd/wf556dY+jeZrMZu36k61kOOIUIjhrtQ3CcPJuH4J9nK+H8oi95hj+Xa9frdWx/R6/RZ2ws/o8T59mD1D71n3nmH33gWtrNdnHPBnM7pe6oMRdgEf1Az9NnCAf6R4Yfges6mcDY0G7fwu1j4X1zB9OxmPXltkej0YikA8bUnXrvtwfIsY8YX57H+709PneMifeLfjLeONG8l/HgPubNn80YY0exnn2OnLzwuamPFe/1fvHt+PjwffBct5eYZ98aTjt9XTFGb/vOkiRJ8jdLwu6E3Qm7E3Yn7P7VSiLRk/zCBKXzox/9SP/Vf/Vfqdvt3mQPE5Ulc5Qs77u7O41Go9h+BPH8ySefBDFJRNEJW4CdeslPT08323lQCNxHJjzReLLWKdMCWJLxDRk6n8/1/PwcpDRRTSeaKdfx9PR0EwEtiiIO9zydzgdznk6nIKMhDSFI3dBAgbbbbb148SKydT/55JOoU+71yPr9vkajUShuxqjb7cZOgM8++0xlWd5k6LtyzvNzpvhms9Hr1681nU6DgIY4b7fbAZS+hckj/RhpHAi5WCyi/M1kMvmcoVTf+sQBnb59yg83QZlz6ChrYr1e6+7uTv1+P55PWzBUyFKnLxDprKfVavU5kGBtuqHixC2le1qtliaTSZTQccBycMX44vmsecqRsAuBbHDP7md8MRI96usZAQQPPEgEKe010T1TnL7x3fB9LRYLDYfDWCf8jjVMRN6j5G7AuCHDHwwy1hU13CHrCepQ65xyLavVKmoVFkURgTPPWsBA4SBe3/mQJEmSz0ue53r58qU+/PDDwBDHUs+UQr9Rms0DZ81mM8p6cb071WAczyQYjNH/RRkxOHa8g0C861JwmQOVKdmF/q3rH0mx5ZedPZ7R5UFJgu/gITrScdN1IvhAW9ih5hlajAkkh481upo/2Bpgft1xcmd8tVpFiTrGFOfV59UzCLnOdajPDzqY+XHny9cQ+rZOjHjGFdjgJfn2+32QH9hZtIXx9m3+OKXgmqTITPM5dAfSnVXPGmMMIIzcOfc2O+khKdpXzz5knsAxDxZzD2sW8Ww4+kffeCZzyFy9zen3OQH33YbjHdLtgWMutJXnco2vb59P7COSC/gWnTQh2YDxdluoPl/SNaOt3rYkSZLcSsLuhN0JuxN28+yE3b86SSR6kl+YtFot/eQnP9Hv/u7varFYRIkJIrBEjLfbrXq93k19aj5SwG84HGq73UZdcMppUK5jtVppsVjcKKzpdKpPPvlERVFoOBzG1pnj8ajhcKhms6lvf/vbms/n+uyzzyLTnA/eifHZbKbj8VxLjExzaswVRRFlQPjjpS46nU5kn7OVyg+48C1HkNxZlkWdavpDvTqyuiVpuVzG/fv9Xr1eT+PxOABmNBqF0l0ul3p+fg5F1u/3Izv58fExSEmPLKI8t9ut3rx5o7/+678OAhdDBCUPYKFoMTpoc1mWGo1GWi6XUR5kNptpOBxGgIWAhaQg5yk5g8Jfr9c3mceQrgA5Sn46nQYgMFeQ7Z5RQMYzB47yXPrIzgaMDs8cwHjDGJB0s/WNZ202Gz0+Pmq326nf7wfQYEx4Nr73xwMRjAnvpA1+LaBKtBjjxLNGiG77t8f8MC7L5fLGoHPjiu+WUj2Me31Hx+l0inHASHODx/uPYeTGKkEQJ97rwM088TtKC3mmDX06nU760Y9+pMfHxzhTIEmSJJ+Xoij0wQcf6Fvf+lZknOCIYBx7fU2C456dxf/R4+A7OoPgOTofnUhweLlcKsuyCJrhfPH/8XgcZ3/wTvCAawm84iSTrYb9kOd56H/+eHaRZ0/RJwLs6C7EnWCvYUp2XN3ZJGsPXUkwE33LM8B2dghJ10Oq0ZEeVPXMI7ez5vP550gCnCf0rztb2EGMPYFscM/PmUHvE5zEwacfvIM149lJ/NvXBEQMgWg/G8Qde+YZx5f5hzhg95Q70LQFB88JEM+i4u/D4XwOCH3zTC+3fxyTWCdcTz89eMua9Htwmj2JoZ7d5lu76TP3kbHm73XnnjnwgDVj5dltTir52uA93n/a5+uGNvr6cgLE7Qre4TvIfMy45+XLl2F3JEmS5O2SsPssCbsTdifsTtj9q5ZEoif5B0tRFHp4eNA/+kf/SP/23/5bSWdlMJ/P1el0IjuaQywfHx81n8+DaKSWdZadT/aF+BuPx3G4iUfJOOwSEo0sa4CW9jQa57rhRBTv7u7io//Zz36m6XQaJDOELgpjt9vp+fk5SGbeMZlMoj4zymc2m2mxWASodjod3d3dhaIkCs32HA4uAZDz/HwS9mQyCSV3PB71/PwcGbdZlqnX690QhJCm7XY7svUHg0FkF1CrnZPQyT6gtIofLOnkNKViVquV/uRP/kSn00nj8fgGyCUFCBCVJADS6/UkKYILw+EwAJJMf8h2CFyIbxQ1OwYo07Pb7SKrGGOFDHCyybMsC8OBtcT4FkURxs1isYi699TblhRGVL/fj37xPgIL6/Vaw+Ew5tmzAjCOCALMZrObwIMbI/UtkIy/A1VZlnGgJgEL+sZccS1BCd8Z4JF/ghiLxSLuw2judrvxnZDB4JFrSZEVwu4FahDSJjcuPSrvEW/fXkmWPgEXtpV6sIT58MwNN/4x9gl48L15xoLvXkiSJMmtgCvgN8J3B6byzRLkwlk5Ho/heOEwSwoHS7puwZauDiVOM/qSb5z2gA18855FRYmq7XYbzoE7TTj26Dnewe4t8KMsy8Ajd6YIatNGdBt/3NlAx3Q6nZsMIS8L50FSHHEPPqMvvW0E7nFWcD7BsKIoop3uxKA39/u9Hh8fVZZltM2x2wO4nnGGjmaHHKQKeh4d7+PDLjTHJelKPIBd9JN3gXVOfPiY1h0431KMjuddkC04hY6lnm31tm3qdUec7MZ6ILjuZLrj639Y72xtd4fXrwHTsG3rDi99wJGulz/jO4IkcsfXsZtvl2+MNeaONQFtz15zHcF37e/xTD4nXPgG3b6pkz7MN6SJ47uv53pbkiRJcpaE3Qm7E3Yn7E7Y/euVRKIn+QdJlmWaTCb63ve+p29961uaTqcaj8fq9XrKsvNhlA8PD2o2m5rNZlGXG8KMmuOTyUQPDw96//33g0QnWxigdhKaAxwhWSEwJ5OJ+v2+Xr16pV6vp+12q8fHRxXFOTsdUpwThD/77DMtl8vYigQwoLAhY1E41AUvinO2MYALSZxlWRDHg8EgspsJHpA56+AAyGKASGeFt1gsJCmy9J2AdQW43+/j8E0nVsuy1Js3bzSdTm+yj8uyjBIdtBcw8O03ZVnqk08+0Xw+1wcffKB+vx/XEnHG2ABIABaUPcBG+Zgsy0JpAwDsWpAUuxYw5FDcTiCTmXA6neLgTO6jT4wpQZh69BxDzsviNJvNCGawdU+6ZjjMZrPIpMdgcyMTYIKcZnxYn6xRxgzDzDMcIMIxaJg3QNMj+hD8gDaZH5IiE8KjxXxrGC+s9V6vp+l0Glu6KCXDOnNjlznwQAk/xxjiG5NuT4NnjWFYsIYxKMnAcAOIQFndqKD/BIswBN2IYU4SiZ4kydul0+loMploNBrF4cHoHwJsBBD5btHf7BBi55VvQUb/esYaOgT8YLsr16CL+/1+6Mn1eh1tATc7nU4Ezyh15VldtAGHDkcCXM+y7EaPEJTmOna2EKhzfEeXutODs4/Oqaoqdld51h3j4oFS373jzllVVbFzyDOYqqoKzMep8gwopKqq2LU2Go1uyo/xBwfcnXQP9Pq4eVaj34cNJ1238Pp81HUyz/LMQJ7Nc3AK3dHFIXVSyPGWeeNQcc9Wy/M88J41VB83Xz88l/lxh97Hhn4xr57pBrb5vNXHGxuJZ2FvOIHDH7IyfW2z7tzew5ZgXfI+Jw+cbPH7aPPb8NKTPpwkYM4hCpxs4NtygqqeKeckmGeH+pwkSZLk85KwO2F3wu6E3Qm7f72SSPQkfy/hYxuNRhqNRtpsNvqzP/szbTabqMsGgE4mkyibQUmPzWYT4Pb09KSPP/5YH374YUTEAW+vY15V14xxSHQifBDEkoLgHI/HmkwmQUKTsdxsNsPwuLu70/Pzc5CPfpgDkfpOpxNZzfSdDADISsjE1Wp1c4jmq1evovzMdDrVYrHQy5cvQ0lzn0cMi6KI4EOWnSP5HO6IUsUomM/ncTq4b2cj8gyBv9lsonY440hmuHS77YjDZbjmzZs3EXgA7Eaj0U1mMQoeZY0x48YYRDWgi5LG6GBeiQR7JgX9gqTHoFosFprNZmGo1cEbAhqgYz7pHyS8R5Mh3yH9aQ+E/2w2U7/fj7VJPzB2kDzP40R6NxL5U1VVZIRAphOIAUjpF0arZ9p7BJ75b7Va2mw2sfuB3Qt8H8vlMoxZDF+MGAwh1oWX2fEINXPg9QUxmildg6Hj4Euf2RJKaSZ2GFDrnLGjv6xf1hcZDfTZt4lyX92gTJIkyVU8GMmup8PhEKXBJEXQ0csn8e2hs6i3OR6PPxf0dD0tXQ8WRnc47rlD5HraHVmeT5u73W68X7otL+ZBRrcNJEXgDoeH3+PgUocVB5mfsUvJ7RN3PGg/Ok3STfAfHKLfYJCTFYwTGI3OJajv40j73annHvTuer2OMcM+AFd5FljiwVnPbGKOPIjvTqVnuYGz7ri7Q+hECePqJISvTw/Esi4ajcZNdh2/dyLB7SB/DliCHUK5P+5zBxS8Y64YI3dAaQfz5du/ea9nMNbXiz+PccHmAmMhBMBNJzMYM97B3EBU0C8nDRyHGTvWPrYZ7fKMOF9jZC+SFIDN5ASCJwV4VhtjRp/pr7/Tv6eE3UmS3ErC7oTdPCthd8LuhN2/XkkkepK/sxRFoXfffTc+RraHHQ6HIBnJBJ9MJkE6Q0pm2bmcyuPjYyjH6XQqSXF4YaNxrs/d6XSinrmk+OBRVpCMZCKT5b5erzUYDIJMXywWAR5kVJdlGVF4FBtkdbvd1mw2i0xdgBNir9PpaDwe3xC8kNpPT09BKu73e41GozjEZTabRfQcsKK+e30r02QyucmmJnMAMpRx3Ww2+vTTT+MaIraMkWcJM1aU73Dj6Hg8BtnvdbiLogiikkx6SZH5wPZBStxgHHlmgNdKqyvg4XAYh9lguGGsYchghKHIG41z6ZoXL14EMUxJILbMSVeQdiMNQ4z1ADFdJ3x9qxrrgyAO9eWdRK9n4DM22+02DB0AF2KaEjFO7kvXQ2I4H2C1WkVbIewl3QQKOEhUkqbTqVarVZDkGL7McVEUkalCxjt10cuyDCOR9cfYsF48qx6gZa0xznzD9ZrmBC+o308pFif12WXBn9evXwfxT2YNB+ZinHFGAkY0a+C3fuu3tFgsYmdHkiTfVMmy884q9CnfJ9kyOJt89+hid2zyPA/8IFArKfQQRnvd6cOpcB3Lt05GDE4rAVhqe+IQ+LZp9CN4yb3gFbpRuh6khe5Cp3mgzQ9JY0zQ4zgvjiOexUMf+AOJ4BjiGTyM6+FwCN3Oe8ArSeFwMlbYW54h5fNIzVgEzMQe8EA9uhhdjf6mb/XsN8/koz8+P+4YOlnh5AzrgxJejAVrjQCxi2c5sV5YD8wH1/D8uvPv7faAM2PFPf4e33nla58xrO8y8yQLriOBg7Yy9lzHODl5AL75eLrD7AQJOOzfCGPCevGxcSeY77TuqNN+/1ZpL21wYod21IkB2rFarW5IFLeneA/fK+PDz1++fHmTMZkkyTdVEnYn7GYuEnYn7E7Y/eWQRKIn+TtJURR67733dHd3J0k34MJH+tFHH8UH+vz8HCVeKLNCpHs0GumTTz4JhbZarfSzn/0sMpkBc7LY2b6GoYARgMLhuvl8rk8++USSojY5CgGyEaU3GAxiW4rXVZd0o4S63a46nU5k0GdZpm63G6VqaOt4PJZ0PWl6s9kE4Q3AzmazACL6TU1wQIwM4vF4HIQvBs9gMNB4PI7nPT8/6+npSZ9++umNEVVVVZSL8YNKySD2Gm1O+rIVjbF2wGCuINXzPA9yH+MDw4I67ZC7kOEERDCmOESUMeI+35XgZLGXYRmNRhqPx2o2m3EwK7XkMWIwQiC0patBJymCQIASmRsebe52u3r16lUEZchCZw69PAmGE7XlvSSJgyhBjfl8rvl8HsQvwQSMBT9TYLVa3WT+0z7GiyyKN2/eRGDLS/AA8h7t9rIxGCMYDTzTgypE5317H/PMePJc6RrBxhgAWCG7faun172rr1lJkVXiAZh2u62np6eoc09f+e5fvHgRB+omSfJNlSy7nifC//nWMcQ50ErSTcmrZvN62DPfI4FPnMDFYnGTLZPneQRU0Q84Jq6b3dnlkDJJUeYJHJNuyzPhSPn9OE3gtqRwvMAuHAd2wNBWxoXsOYLP6Gt0F7rNSQw/ZIy2oHdxcGkz76mqKuyJ1WoV9+E8eRYUOt8de9+RhC2AbmfOnBzAsWIcfGs144rDw/9xmPg/TqR0G8B1x5D7HOvceeWZfmAc2Ac+sR5pdz1Dy200D9K6c8kabzQaYRc5FhLQZw3hQLq9Aw56xpw7npBXXM/692A5dhN9oQ88i/EFL9frdXwj2IOMnWcS1r8d2ufvYJ0inp3mgX3WlWc38n//lnCweT7vZTx49tvWrLcf+6fRaMRuPNrEM0kSwRZIkuSbKgm7E3Yn7E7Y7fcm7P5ySCLRk/zc0mq19N5776nf72u5XMbHA4HebrdDKa7Xa43HY202G33yySdRR1xSHLwJaY2SPZ1Oenp6CqIbZQyIj8fjm7IWRVEEkLkiOp1Omk6nqqpKq9UqiEWiZmSiQyQDeBgYBADIVkfZQZw+Pz9H6QrKmqDA2Wo2m83U7XZVVZWm06lOp5MWi0X09c2bN5pMJnGA6ePjo+7u7tTtdiVJo9FI9/f3yvP8pia7n74O+PLO9Xqt5XKp/X4fAQXehyFBhBUQmc1mqqoqMuX7/b76/X6cIk7JDZQrh9PQZ2rbM+eMA4oYkIGIhXylPZDBGCseXeePrwNJUdqDe0ejUfSBw0k/+eSTeB9rdLlcxvhwbz0yDXjWI9PU+7u/v4/a9dTrl66HnWDYNZvNyFLfbDY3p1RDJnvJGgwxxo7fs+4wHsjihlTGiGCsfJ2y3phvCG++HcAWI5QgiGcT+LZO3xJGoAsDl2+HIEBRFPHM9XodxoEHdBgn+g2hTrRbklarlbrdrvr9vsqyDCPFx6jVasUadIPIo/BJknyTpSiK66Hd+736hh9VValoNNQ/nfSPq0qjw0HDdlvTw0GL5VK9Vkunfl/StVSab1flD6WYPIMG3dTpdG4cyyy7no2B0S0pgqSSYpsqP3ddJl2DeWChO+m0wZ1j2sihaK6vGAuC1WASB6CxCw0dRH/Q7QR+JUU9WogH2oDepF1gGs4ktkh9bBGcNrK+eBY6GrwgwOg1cnkHz8C5Bee8/qWPqY8d88l6knTjsPk97uj5fU6GeHCU+WAefJxOp/MB5owP72cc/N30jfHiZ+zAc7vB8Y/rPQuNMfMAMuMDntIuHwfmz51kJ58YO1+f7lR7+Tb66cFt/15Y99hUjnXuxDOn/PGMMf92aBPPrK8L7DrGzdcDY8/P/PBByDQnEriHTFOIG96VJEmSW+xGLzh2k0nLN4Yfvlwuw2+REnYn7E7YnbA7YfcvWhKJnuRvFQix9957Ty9fvtR+v9d6vQ5CywESYnq1Wmm73QaJTtb4YDC4IVchxx8fHzWbzeJgyNFoJEk3NdxevHih1Wqlx8dHvXr1SuPxOJQD5UqWy6U2m436/b5Op5M+++wzFUUR5V7yPNdyuQxi/XA4aDqdBkEI4YridAVLffd2u61PPvlEu90uttc5qQfA0Lb5fB5E//39fShFDiZlHAEHxrCqqiDqe72eut2uttttlIQB3LMsixIdKPvFYhEgL123hhEYOB6Pcbq5pDAaWq2W7u7uImu/3W5HLXRJ8W6MGEjgRqMRWeyMIZnnKFwysyFMJQWYQsYCtqwPj9J7lsXT01NsHSRTHxAdjUaaz+d68+ZNGDtk/E+n0wiQYMRA2hKVJmjhmQN5nqvf7+vu7k6DwSC+C4CEfnigAhKd78Cj3L5eIJo5iId2edTXTy/3jAfKv5CxwTv6/X6sS/rHGFGGxssreTTdvxc3VplTjEY3ir0vCFnsj4+P8T258ezb8RgzHADPFmBOWcOdTucmUs5uBl/rnoHCOkuS5JsmeZap22joh8Oh/nmvp9HppOJw0OTyPWKUN3FKTicN9nuNjkd1jkcVy6X6Zan18ahDq6X/X1lqmmX6qzzX4bL7Bd1JcNIDfDhw6Awwj2vAIp5BCamyvJ7f4FlZGPfci6Ncd6Y9+wiiAZ2yXC4jCOjOIk4POo2gO0FCguIe8PWsI/QNes1LmLFDabvd3mRpSdczKOgH22Ndd/EOrnEn2jG22+3eBKvR39K51Bv4AWY7SYCDDGagRx2zpNtMLPS46/a6g+bZZTjOtAMnjfnFRvCdW7QNggbs42+3g7xEAHPIe0gsoO3uiDp2eJIANsnbMAUcxlmnj8yTryW369yp5nf8cZKA77PuIPsuOnfkeRbfizvxzKmPfd1p55mMcbPZjB16rDvWv5MdjJm/j3WEDVEnnrzfZETyPF9b/rMkSb5Jwvc+HA7V6/VCDx5q2M23D2EJNpFtjn/uRGkjYXfC7oTdCbsTdv+DJZHoSf5GyfNc4/FYL1680HA4DKUIKY6CQAE6gD89PSnLsiB+1+u1Pvjgg8j0pbxGURQaDodRt5iI4GAwiGc+PT3p8fExMoFXq5UeHh4C5Kl/7mDT7/e13+8jK7zX68XHPRgM1Ov1oq2UygDIMCw8aslhiBwoOp1OtdlsIpINWBEZZKsL4EN9a7bBLBaLIJ2Hw6Emk8lNm968eROHmlLWpZ6NLl1JT0DegctJacZHUhhGfoJ6o9GI94xGozBCaDeR1ufn51D0KFrmiedhNBF8AHAxYtiyRvu9pp5HrTGgvB6XpMh6HwwGN7sHJEUZnOfn55utWLvdTovFIsqouOHgGdH8HkBtNBpxiEq/39dkMpF03eLkUV4CRAQNer2enp+fI6AAee3zMhwOY25Wq5WyLIvMayflMV4BMzeCGHMMD7K3vXQL99FXxt8NLB8PjE+PpnvpGg9sYNiSzU67yaJneyXfAgaaZ/y7AcS7fatlfdcKbWw2mzGmbrD6HHlWSJIkX3dpSHqZZfq9Tke/2evpW62W8qrSsSy1LUttjkdll+uaRaEiy3QqS53K604RZZlax6Nm262Gh4NejUb6dlHoVFX65HjUfzwe9Wd5rv/Qbuuv9nstL7tBMK7BTc/4ajabNwdIE0wm4FeWZWTdnU6n2BEFfkjXszjcUcZBRw/jmOGEEEAGX8lYA6txfHAinKhwHQzOgcHYPuAZwUbaze/4N22lLzjEvuPKHW3sK9/a6xjvmUi8Bz2JLgSfi6KIg9fQtzhPnu2GEwX2oeNpn2//5Tk4eq5rfVw9o42xZY3wc+masOGEBTYDZ694tqS/3/sEXjFfjhOMIe10LKXNrDnq1BIk9nWKrQC+kZDgto63iTHhd34N48tcs5Z8LFmHdaLBf8+ad3xnDHke8817WSduQ9UJAdYT76DtCOvL+1BfI54V6U67J6E4AeWOf5Ik3yTJsiwOuYSocmxAXH+DPZQbBecOh4NGo1F8n77jlzKbu4TdCbsTdifsTtj9d5ZEoif5QiGbtiiKqJ99OBz09PQUB0yi9CHWINeojcYBgo1GQ8vlUrvdTg8PD/E7otsAHQQ2AAbANRoNvX79Ws/Pz1HmxLN8x+NxlPWoqmuZiKqqgkxGEa3Xa83nc7148SKeczqdtFwutVgsQhms1+vILh6NRlosFur1ehqNRrq7u7updz4YDCKzF2Dwk8IhAyljs9/vo47zdrvVcDiM0jAEJ9brtT777LPIQhiPx0Gk+rihxCTdbLEDvIgMTyaTOMHdQZcyMB7JbTabms1mms/nevXqVQB+v9+PQAXKHAXMOAIAlFDBAEKhV1V1U9c+z/MIeDhR6wEJ+iPdRpEpL8Phr5KChCbD28l7amx7hJRtjtLtYSZEvj2LIMuyMChZexD7ZBFgELHNDfKa/rAuMR5Y46vVSq9fvw7j0oEa4wfwwhCkrpuT9xgIHEjqgMZ1Pm+ArBujjLuDJOuL4BKZJ/S9biRgHGJ0M6cYWxjSzDsGAc9g3TBOvrXUgyP8zoMEnl1xOp304YcfarFYRBApSZKvo/Qk/UjST4pCL5pN9bNMzdNJp+NR+4vTy7fauASyytNJeZYpzzKVl4wbSTpcnNc8zyPoh54cHI/68eGgf3w86vezTH9dFPrfy1KP263eFIV6jYa2tjOGnWkE5cCCw+EQZ2Z4lpDrJr5jdAgl2XgOWULscpKuzp6kIArQx5Q/o5+eHeSOBzqS36H30eOQEV6WC73Nzid0PThA23i+Oxl15whnm777lmmwm6CzZzU5WcBWfsiRerYfto7/TLpmNTpeeSDSM8H8kC+e76SGZyb5+wjCErxGsPd8O7LPiQv3S1dHlnnz99VxlLXnQWCIB9YfGMj9dQfYSRDm28dXut3G7yQHdo/bUYwZ5IkTNryTMfV2+Lz5nDoJ4mvK31V/rj+nPvduG/i3WR97d7zrhJOTC74GnWjwtVaWZSR08K4kSb7OwreDrsA+d+z2JBS+OXBQUhDPb8NudJ9jXFmWN+eLNRJ2J+xO2J2wWwm7/zZJJHqSz0mzea4zDThCVAIMnGgNOb7f77VYLG4OfCR7fLPZREmGqjrXKP/Wt76ldrsdJKRvVcmyLLahNZvnwyLZIjUYDCKr3euHnU7nwzXZMoTkeR6lPjzCSS1waoe7YvDyMWSnA0hVVenNmzeh/AeDgabTqebzeRCDRK2JfDOetJfMY+lscCyXyyiP4vdQh3y/38dhq4fD+fBRouVv3ryJfmJYYPBATgI42+32hsiGCGXbDxnx1EUHKB8fH/Xy5csgvaVrRrN0rXGNMUQAo9PphJHAuzyrAGMGwKD8Dtv1fJeCdC37AknPM2hnHfwbjXOJD4+wswYJbhCtJQhCe1gLGFdcR7YG5C4EM/XsGAsiuQAL/wekiKj7dsN+v69WqxXz50YIwhpjzFhbABRGINdymBD1DpkvJ+jrgOrfDn1n3iCkWcdsb6PfbvzQfubCAw6Q6tJ5RwGBDQ8ESNcgHt85mRQEcti54AYW9/EtE+z47ne/qz//8z9PJHqSr6WMJf22pH+W53qn3Vaz0ZAu30B2PKoqz1nmp+NRRX7dPXQ6nbS/6CG+oXDYj0edjkdlea5VVWl/OGh8yWg7Ho86XJ7brCq9V5b6A0nr/V5ZVamf5/rrdlv//njUX2SZDhebYLvd3jhxvMuz66SrI+AGvqTABnDA9TUY4E4+Do+k2CWFUwpO4iSge9DVkgK3wBaC2E5OeIBTUuDC6XSKnXWn0ykwi+Av/eT34LVjFrrXHSLPuqKfOD+etci5LV52y7OF0Of+Nw6oZ6dBGICh6GHa79jngVrGXbpmjDnJwnt9nmkj5QfcCebZzCHrwrf2Ix4oxnbA0fYsLdrjO8PciXbnm7llHToRwTMgvOriDix1Wv1drFkce+bRvwsnTOrrvv7t0Pa648t8+rzyb1+P9M3XGPbA2wglt73oGwQN76FfvsaZC58P1gL3TiaTOFcoSZKvq4AvrifQJ+iHvIbduy/Abs8251kjw27PTkU/oL95B992K2F3wu6E3Qm7E3a/VRKJnuRGqH1ObeLVanUDUmV5Ls9BlrikIIABFxS5ZxM3Gg2tVis9Pz9rsVhoPB4HucsHyYcGGVxVlcbjcWxVIWqMwqQtXn+cj/zTTz9VWZaaTCZB6jqxuVwu9fz8HGSoR+4wGMrynCn7ySefqCgKvfvuu2GY3N3dRabydDoNhcTBlpDRHn2dz+dBPDJ21JgnU16Ser2e3nvvPeV5rtlsps8++0w/+9nPbjKvt9utnp+fg8AnY5fDM1F09Nejnh4Fp89k/69WK0mKQ1w2m40+++yzKHMDQeoRYzfKUNadTkfdbjey2YOwuYA1NexRwmSD817PiEfxY4QURRE17uqBAkrrQEzvdrsgkZkT2uDzTnsBof1+HxniZDtQr5/3Q9BS5ofxcoMQcKEWvXR7UNBqtYqMiG63q7u7u5sa4qwfgJctf3xf/B9jw+eGbG/GiecA+jyf+3yMXbjegxasAwIrGNQY2hg+/jelj6hvxz3U7ycrg3Xl6xrjg7FsNptaLBY35WrckPPMdAJ59aBEkiRfdWlI+s8k/UtJLxoNDQcDFY2GytNJ+8t3mmeZsjxXXp0PEOXbkKRGcd09Jl2ylC5YWl6wKs9zHfZ7bbZb7Xc7tTsdlWTIVZWKyz2SVJ1OOu33OlSVvt3p6Dt5rp2kT4tC/67R0Lws9bM8l6pKuQXM0JVVVWm5XKqqqggkcz4D+go960a8Z8F4wM93imHYd7vdeC84Lyn0KJggXWuI4vzze0mhm9BPkiLwn2VZBOFxxtGb6EJIAHdkfVeOO6DSVb85Drrjyxyiq9kRiD2Gc8M818cdx4v1QSDbHTZ3nt3hY1s078Fe5D30iedLV2fWxxVnjuf57rN6CTbmvb5N3MkR7DUyHf09tNfx1IPLvMcdZpxJrgffsV8oM+dY4/fSTsYCooB1W7+OcfJn+XzVHe26U+4ElRM5TlCxhiB86uSakwSeIEDGJLadryvWBN8P65dv1neGurB2aIOvgSRJvq5C0o/7zuhCMKBRw+7iLdiN/tsbdrOLfLfb3ezkrOOL+2dgL+/Blub6ImF3wu6E3Qm7Tb6p2J1I9CSSrh/Jw8NDKAGPmvJ7FCRKiO08ENkoGIDHlUWe59put/rss8+02WziHQCIHxiYZZlms5k2m00Q9gAC72s0GpH9jVJH+e52O/3sZz/TdDqNQwk9olsUhV6/fq3Hx8d4H1n0rtQBM9rf7XaD7IOAJnsYhURpEd/+BghiRPT7ffV6PU0mkyD0ef6rV6/03e9+V61WSx9//LGOx6M++uijMFLa7XaUmtlutzdb08qyvDnEA9CjRAwKkrnwSP7pdLoh0Xn+xx9/HOVBCBxAOpNlDPGNIibj+NWrVzqdTnE9Bt1yuQxDy8G8KM6HSVIOqNVqReYyc+yRVjdi+D219CHAAZFOp6MXL15ouVwGeFI2iLGDlF+tVhEsgshn/Ajo0LbtdqvxeBwA7IEKDD0//JQgCmua9nQ6Hd3f3wfhi4HihhBj7FsuuYb273Y79Xq9GF8AHUBzo88j+dItcPN/ALFuYHhQoCiKKAvEN4ixznPoDwED2jqbzWL8PfMCwrweUff5wjlgjNBlrNOqqiKz3wNaSZJ81aUn6b+T9F/oTIb3Lg6rqkql6SFlmYo8P5Pd5bl8S9VoqMhzKcvUKAqpum6brapK5eW+yn6OXjwcj/GO8nQ9u6IsS2WSlGXa7nY6XPRuo9HQ+5Leu7R722joTZ7rudHQX+e5nqtKm6rS6dI+ssA4xMyz2fg3O1v4Gbrwi0gB8BodxHXoe/qNA45d4w4POgg7yPGMNgwGA00mExVFEQ74YrGQpNC32E6eZejOjXTdCSR9/rArz/TxTKAow2PPxxH3Q8o8o8udZw9CNpvN2JGG040+Z2eezwm46O0gEC7d1sj097iDX1Xn2qXuyLvzThm8uhPO+HiQl3XHtY7LPBtblt1d3jYndLDz3JGn/9iCOOKOsY43nu3lNjXzSfuxuXk+a9nx2Mkf+szv/G9/N/1DHCs9qYI5rDv19MezHbGzPTnF14STb9zv8/W2HXCsG0/Q+DpnsSVJQlIOesp1TV3HQzK6/vB7/N63YbfvQj3VsFs6f7ee3Y7/iPBu/nbCMmF3wu6E3Qm7v2nYnUj0JEFqSedtUxzc4cBK2QWvb4xCdrIdxcD/if6h3CnzAdkGaPuBoIAGZUuc3HVl22w2o0a5k4eNRkPr9VrT6VTPz89RS269Xuvu7i4Oh5xOp3p8fNR0OtVut4sDHjmUsSzLqJNOVLTf78dYjcfjyL4FRI7HYxx2iXEhncGPzOj1eh015Tk4lNIyo9FIL1++1AcffKBer6d+v6/FYqHpdBqlZTyAwO+ZA4jf0+kU2dooM89kqAM/im+9Xkd2L0D0/PwcRodn9I9GoxsyE4XJDoROp6OHhwdtNpsozVFV55I42+1W2+02SFNfa1V1zlQvyzLKyNSjmih62uhGSJ7nsQ4wmigBc39/H8Q45DiHzmLg8W4i6Bg6kNIewR4MBrE74O7uLohz1irrdDweBxhC7rsx5GtkPB4Hse0GqtcKdCKde8vymnXNDg2CI4wTc+cZIZD2Tsb7vzGOMRydvOeZrVZLi8VCs9ksfsc6cEMAPUDb+H58HRKwwLBm/mkXga6yLCPjou4IeK0+1o5H1pMk+SrL9yX9W0n3RaFW43aLZm7ZN7p8h8eLHqoklWbwV/6tV5VUc+D5lotWS43yevBofiHZj6dzvfWyqpRnmYpGQ1lpNUHLUoeLbi4vOqBXlvrNPNew2VTWbGp/Ouk/nE7aN5t6k+f6k8NBH18cbXTI4XCI3T8cXuW6A0xEr6PjyJpBJ+AYYoe43iGIh/5xhxFs57wOD8KeTtcSY71eLw7hbjab4aj7lmN0d6vVCqxxbK6qKvS6Z7W5A+eOEu30smbc5we/4dw5NrgNwPtoD7vP0O9VdT0nBn1aD15K17Jijp31rCV+LikcSwgBcLHuiPsB7o4NzKkHej1TjPHk326XElz1DE0fB2wqSTfPdeKB/rA2nVjwa3ycnGiBKGA9QhI4/vp6pJ3Y2/5cv442sFa87762sbX94DrvQ73dEBxebsJ/z3PRH5Az/N8JGPpRf4cTIsxDkiRfJwFDJN18+/4tgDfoOCfr3E5/G/mO/sNH8+/QiVXuw4b2TF3fwYoecb1Le9DZ+D8JuxN2J+xO2P1NwO5Eon/DBUIZAo4Pgqj13d2dJpOJFouFnp6egtzieuma8VyWZRzQ4BEu6fYUYTKRIQ3z/LrtC2KTkiSAuxsTZPA+Pz9rOBzq/v5evV4vsqUHg0EQt09PT3GIZ1mWGo/HmkwmGo1GEQiAnEaxeImNzWaj1WoV7Xh8fIwtXe+9914EAbLsnFE8n8+jHYAt7ZcU4DydTuPgEMqMkK0NwdpoNHR/f69vfetb+qu/+it9/PHHobAhZr2Outct32w2ofQYRxQmYMa8AMZ5nkdAw0nJ3W6np6enyBSnLxySmud5BDwAt+VyqRcvXtysr06no8lkEgEPQD7LriVFWDtkpHutMjcSARAn0D1iCpizNhl3gjR+ujjBDI+Oe8kX6bolTboGcsggYe3m+fkQHjI5+OPr3Al6MiIou4IhyIGg3lc3qD0w48bV6XSKIIgbDfQXkGesOY/Aa8RLin7zHsae33mb+D8Z49PpNAwbz0J3w8jnhbWHwewHFfEOAi2+Pvi2fEwdzLkmy7IIUvG7erQ/SZKvkvympP9B0viChVVVneuTS8okHfiWLrplfylpVUnKL+v/aFvAwxHY74MMr3Td3unf/PF41PaSUdS6OAuNy995Uah1wYJjWUqXe07l5fBSvklJm+1WrXZbk25X3WZTP7l8z81WS+vjUf++KPTZZqP/7+mkbLPRc1VJnY66F/2As4+B78F1dDl6RVKUmuMaziUh8Asm+e4X8BMcJCBJ8FfSDcaDj9xHUHw2m2mxWIRDVBRFtBGHA7ySroHgtzlx7sB5phNjEMGR6prRhy3g2VWQGtwHFuM09Xq9wEXwACfTnWZ3tGkHNocHUF3ANR//ev/cWWXcPQHAHT30POvTnXGeWbd3sBO4F3z1DEMcQDLsnHDieb6NHBsB+8gJLfrpDrD3gfv9OnCSNvlYM19kYrqj6o6sO9I+/v5dMwaelenrzufL54X1zHh7durngnCXPvqcMqZOHNbXuB98lyTJ10Waht1OhGIH4xd4OUps18NbsNuztvmd9HnsJhsY3c/f6FQnrtE3bnNLiixzMAQMdB8D3wJOgZ23CbsTdifsTtj9dZJEon9DBZB+eHgIwppsXEhi/8AgvFAyHvkD8Ha7nebzeRBXkLpkjBIZJPs1y7LI+ubZTvR6yQzaVBRFZIO3Wi0tl0s9PT3p/v4+tmNBkKOQaBMkJADz6tWrqClO2Q1qNJNdLN1GGw+Hg968eaP1eq3FYhE11CB9OSh0NBqp1+tpPB5rMBjcRNQlablcRh1yiEIifB5lbzQaGo/Hur+/19PTUxhAlIPxDGwOYZUU7fEoOZFbV74odrIC6vXImev1eq3VahWHk+52Oz0/P0e7t9utnp6eYn6LotCrV69iXjgYptvthhGEAYlCZ/7pI8rYs9DdmEBhQ66izCnfgYEHcPM8sg58zblhSTSfsXQQAlTZEcAuDsASA4s2OFnOmHuQBgPHSXsId8YR45XsDElBIANUeZ5HEMYF0PMsAJ7D3FE6ZzQaSTobK54V4gaWAy3fB0ZSu92OnRsO8pRcYm0wjqwvAiWQ+7TbxxxdgLGAkVIU5zIy3sZ6+8ryvKPhW9/6lmazWbwjSZKvmvznkv6HRkP9RkPdi/6vLt9rpoujeckMlxm+ZKCrKM6lXsprzcTTJZt8t9tJfGvNZmS0ny7GftFoKC8KZaeTMkmNZlMty26vqiqIc3RNs9lUUZY6ZJnyLFOr2VTjotfYDQOW42R3ylL/RZZpKel3Lm16KkuNTicdGg193GjozeGg//dup06ea3PpL0FxL93E3/STICP6r67TT6dT6CnKRoEr6BPPTHMnwx046XpQHGd9oJ/QrTjzBE/dCfPdfU4G8FwIFc9Wqt8jXXdD+fkn7pyDwev1OhypLMtubCxPAGi324GL7qy5g+uOoI+HY7ePuzuL7nTyHHcEITzq7/TMNRxyF3c+PVCPfQqecC94AnY6SeKZYWQKMi++pb2OkVxXXzdOCtTb7LhL/2g/a1HSWzPuPKPOn0dbmR+ux4b3eaTvvvvMvwW+G9af7wDzayEN+LkTTXVnn2voQ7PZ1Gg0uqmBnCTJV1H4zvHdsLWl2zIUTlpJuklMK2vYTWkG7GT8BnQ7+sWJvrp/5998XTe6vd78W7Cb6yVFm2in+6HwAfQ3YXfC7oTdCbu/ipJI9G+gjEYjvfPOOzeZ1gA7ZGaz2YwDPd68eXMDElV13moE0EBUr1arm6gbCtO3PTmpx9YkTgInMg0hSIQP0CrLc6Y7H3a73dZ2u9VHH32k9Xqt9957L7K7Id/7/X5EVcuy1Mcff6x33nlH77zzTpRDYTvZ8XjUfD7Xp59+qizL4nBVotJk1y4WC3322WeRKU55kLI811CjZAt1suk7gQrKU5Bt7Ep2sVio2Wzq6ekpMu7z/LaMzGAw0Hg8DtJ8s9lovV5rOBzGYaZuzDAeXqOO/6PcUKgczklJGowa2jsYDAJAPTudQ2OLogiSfD6fazgchvHmZUZYEwAxBoOT/GQg8zuAjutZkxiRTqpTW60OGGQZABgQyh4wYj14DUHPgibrHnLYwYf1jUHc6XRizonyUzMQ8MUgo+9s1yM6DvlO9j7AR8YB5WMwdPkGPQpcz86g9BHrbr1eRxbH6XQKo9ij+wDy24ytqqrCmGZLJwanZ0S4sYH+cIBnXvkZcwqJ7lnndWcCveKGEmu/3+/rn//zf64///M/13Q6/YXo0SRJflWSSfqJpP97u627fl9FUehwPOpgmWVVVelUliou30t5+a4rjNcsk6pzFnrWap1roV/0yv6SlZPpYswX5zrpR/QiGUYY6EVxPpS0cd0CLtPdZL1zeGhVVdofDsqOR2WX+8Hb/eGg4WAQTr1jPs7Eq6pSc7nUu4OBfjIYaNVo6PebTZVFoT/Jcy3KUuvdTv+v1UpHSc1GQ9OyVHlxHn2H0Wq1Chzg59gpYI3X2nR7xjO+6s4D2XBswz4P+bX8lKQbwsEDh+y+kXTjPDEe9QwhHBvaCJnCuNFO6ZrBB76SLICO9e3AOHR+8HfdeXUnz9/hGEhbPQgLFrvjzdrheicU6iSKO6bgIfYVOIGNCWbRdsdEbAN3cJkrz9LyDEX6QsDXs7JcHLfAW54NtjkZ5YSBz7OPrZMRECd8K5KiP4wfa5r+u2PN8xDPxMNGJcPM9YqTOzzDcdsP1asHwFkznujgf/v88XN34lutlt577z1Np9OwdZIk+aoJO4757vc17PbsWWxy1wH4Ieh39wn8e0KPeFav606+x4Zht/tdvM91fZSKu9wPdh8OBw3+FuwmUWcwGMThqeg/90co2Uq7mgm7E3Yn7E7Y/SWXRKJ/gyTLzlHKh4cHFcU5W3a9XquqqiBoqe89Go00GAyi7EOe50GgkkXLB+e1lTw6ijJCsZLNTuZ7p9ORpCBYvS0oE4wNr2MNsJDdjMHhdY/b7fbNFjeU8Js3b/QXf/EXoXTIEh6PxyrLMgjg4/EYWeSbzSbIYFc4kIUoaAwBV8Zlec7ypmTHer3WaDQKACRrl8gxQAHxSj8A2OPxqH6/r+FwGDXc5/N5jCfEalVVobQgyulzVVURMMmyLA4R9TkkkMFcECDhMFIIfxT2bDbTcrmM5xwOB3366acaj8fRBg7gZC16VoQrYf7tBsXxeIySPYy3dK0lCDg5WJGFwRqDiPf1SGCGsjS0xQ1Z6ZotLZ2NlMVicVN6hHc4aPFvvi3Gm/VeFNcDhbz8DH83GudacryD74dsAgxM1hLz51knbJFzQpqxGY/HUaMQkOMdEPLMB39jqDnI828CAhiX9IFgkBuujIUH1eoGI+sEMMeYpUSOZxYQ5OCb83570MiNiSRJviryvqR/02pp3O0qy68H7VY6Z4RLl4ODqyp2yJzK8ly25bL+yVR3A5rvR5Iq6VzD/PL95VkWB5Tm+fnA0v2l5Isu32JVljqxg6Sq1LjosTy7zUDLi0LFRT+WF10Mqe+7gSTd4JSkcDA45yTPc6ksdVcUyptNfeuiH3fttv5vlz61Ox39p1ZLz4eDmu22/s8s0+p00rKq9GcXnYU+x0GC1Kg7Pb4LjzZyPdk24BQOu2c6eWAVPYRz7gkGPCfmUtcapeg13gcO+O496fPbfPM8j3Y6HpIlmGVZ1H11x3W1WoV9Bl6g+5mPOtbxO0lhF4AP3jdw35MbPJGAn/Esd+YdN7ADvCSBO/y+a5IxIuDuAXb/DnzuHQPrxMHbAsr+N5jOO3zd+PhgD7jtw1zzPsdOJxhI/GAXoc8D73UcdRLF1wvv9TXsxIY/p36Pz3993rjPnXiueZv94PPv6wns9+cmSfJVEnasYn97hrB01fNgA7Ywtqv0N2M3//dEJPd90ZXoDa4PO+KCK+gkx24n0TzZCUz8u2I3/cC/pd+0iSxyCGrXkeiHhN0Ju33dJ+xO2P3rkkSif0MEUhxQQfmyBYRTqNvttsbjsXq93g141KOX1Niaz+dBRJ9OpxtSeblcRrYuQCadP8bRaKTxeBxkPu3hD4diAjT1elkQ7ERhq6rSdDrVX//1X2u1WkVJDA5E5Zrtdqs//dM/VVEUGgwGkq716VAYy+VS+/1eL168UJZlkZlPSRmAkPHyaPp6vVaz2Yy2cuAmAOplPwDixWKhXq+nwWAQRP3PfvYzdTod3d3dBQiytYz2QsyPRqPY0jUcDoOAp9b7fD6P8jyMJzXb6YeXyYC8xmjwbX1+D9kIVVVFLXzKuux2O3388ce6u7uLjHmv28XcAShsBXRj520RT4wr6o5DnkrXLAgnUlHkAGhZlp/b0oeBx04BtkRKivnkfsaKdTMcDm+IfEDEI+CsF4IVrAuuITjkEXaewc/5DvkWMcJYt5vNJr5NAJdxcqBjLAg6sQOl1WrdGGMYh5JuQJD2cC2kN+/2baIAqB9GW9+qR1sxSBaLRZQUkm7r0PFcCHoPwni768YW/WasmJckSb4K8t12W/+PVkuj/FyWBSw8XUjzPSW8Gg21L8Fmap8XRaFKUlFdM4gajYbKiw7Ji0LNRkPV5bupdHUyYytsdc5wlxQOb6fdDjI/2nP507iUeDmVpSoCXWUZ2emZ6Wdl5/rr2+1Ws/n8Zqu2B9Sq6lz3/fn5OXBAuh6wjKMyutgl/V5Pd7puef398lzmZlMU+o86BwwajYamWab/UFXaH4/aHg6qikKPZam8qlQej9qZPndHmH4TXKXN2EToPXeyKe9FcJGxBPPA2jy/lijzTEPeTwKD47A7u+681IPTzCH2inStw+tl/DxI7OXUHFtpP7rdnUYEu9Gxh/bWHVDHTPDEnby600rwmCQBz26UrvVp30a+YN+8zTF0jPBnuTPvhIM71X6fkxHuBPvuxCy71mulvzjc/nMnH+ol6Jzk8j74nNNWkgi8HXXH2v/t2O+Ej7epng3qpAjXgec+3rSpbudBKjgB8XV3xJN8PQXSle8KrOTbRgeDF54I9LbsX0+k8eQTJ5Udu12Xoq/xWd+G3V5aBj3D/Xzv7ltJZ+ye/y3Yffw5sBtOodfrRRv8fU6cch/P9rrg/Mx9sYTdCbsZ74TdCbt/kZJI9K+5ZNm1RlY90uVRZg4vcQUOsPoH5ZngkqKuN5FPlCOZwRCrHHzIMyCNIbw8Cub1wlHeEJCQn5ICsCDJvaTKcDiMzG4UJ8pit9vpL//yL/Xw8BDAxzausiwDXGgnSoUSFRD0HJpCu1CUm80mSOPlchnKczQa3WTAE3Gnfw7e0+lUj4+PkW3caJxrZdcVJ8GAbrersjxH+ClRQ6mebrer9Xqt5XKp9XodZW4gTp0chmxkbZAhz2nrGAFOsjpQZ1kWRD9lb8jYJ1DT6/Ui4HA6neIg1na7HZnfdePJs/tZY26sMBa+xQ+wYi5Z69vtNrYOSmeQnc1m8T52CkiK8fP3YqhKV0MDg8mJ3W63e2MY8N2wZjiIFcMZ4CNA5EYgfcNYo/8YpLzbo/QOjvUsbIIJVVXFt+gkvxtCbswAjHmeRwDOdzHQTr/Wf+bkNWPK/FRVFYaVl8/xtqBzJEX2CX2jP57pjw7hHV9nME/y9ZNBq6X/rtHQHTqfDJ88P5PRx+OZTJfUzq9bXMuqOmeMZ5myy99R47wso1RLu7ju8FB2PeSryHOVl2+7URTnkjCXZ3h5tf1FX/BV7fd7HS/frR9iWpZlHFp6flUWmfKZpEOea3UJCLTabTUss0bZOWP9dDxqczxqNpuFbsWRcYcH/QS2S4p+tJtN/ZOLky+d9eA/rSodskwbSceL3ukcj3re7/UfJbXLUn/RbmuTX3cXOc7g8HmCAmeqeGaT6z8PWLu+BO+9JJnXi/XtxO6UYuN4INaxxIPG7qi5U8RziqKIXXVgIngHCYEzyO4jgrb07W2OOX97MJ9217Oe6ljj9gBkDe0nGI/txns80433gg+8gz7X7SrGkXudCAHHwRWfT5zoukPM+DNvbscyB/X+1x12xPvAt+i7snyNefsRvhne/TZH3O+vJzX479zJxtb2dnhbGGuudYeduYGgYR3W10WSJF8Vcd0uff5gwjrB6QQg+s9JTNdB6A/PNkVfgIV8Q+jhoobdTvRJn68X7qQf7eBdzgHwPsqIeFasE93HfwB2u/3u2O3twmdwvAITeEfC7oTdCbsTdv8iJZHoX2PJskzD4VDj8fjm1G0+AAhSAIwI53w+D5KNSK1/+HxcgAb3ZVmm0WgUir/dbmu1WunNmzc3787zPIhMV9KAEiQYWbJktTtphpKjbrtn1dMHQAvlDLnd6XT0/Px8dpYvhzrudrubrXUEEThAEtCFHCXKDinvbYMEBMz48/Lly8j67ff7AWJEwlE2AOFsNotdAZ6FDylNhi/kOwDZ6/U0Go0ieMIhms/Pz3p6etLLly/Vbre1WCwi0k4mOO9HiToxDcnO+DuwMBaMG2A2n8/DgPL668wxAZbJZBLvYa3QT6/dDTgxtmSBcw3tBRBZW4w1gQWMWAwc2kZUnHVJ+RoOh4Vo5l6uJzO+qqqb7AoHL8Tb6IaddDUCMFZ8SyCGJIEWb4O3nW+SHR7S+SBhN8oxIPlOWdMEopgnxo85ccOV9UYbnfCmL/Woev25rCG+gU6no/V6HQY548gaQ3cwPsytdN36R9/IzvcDY5Ik+apIu93Wf9Nu6z+76P5MOhPZWRaHc6qqdEQ3XgLSricLCHBJuc4Z2JLUsEyb4+lczxwMqMpSRaOhw+XshwoyXlcjfn8hv3VpE07nrjyXd8nzXI1LEH1/+V6zLFN5aXN2cUIrDO/T6Zy9fulDXhQq8lxFo3Em2S/BgkajEd81etKz1Nxx551OXqAbpavjwHWNS9uGp5M6p5N6+71eHg5q7/f6r/t9vW429VwU+vNWS89FoXXNEeNvArV+Vor/jh1AHjh10oFAKfqYwPxmswm7wc8A8Ywgd5r4t+NM3XH0sXB8IEhKu9DxOEtgILaHE0Curx1LuR+7qo63b3P6+BnY4rVhsSO8ba7jcfKxcXESuZfr3XmENPki7Hayy9vHv+sZaz6eHkz2Nnjb+SZpv68tfl530vkO3G5zHPb7ELcZ6PfbHG1/v68Xny9PysEe8Hnwe5grx3Ou4f1OlLgzniTJV0XI+K5n36IT+VadZH4bdvt3jLie4DsCu9EJe8Nu/46x2RF0lhOd6EBwzEkzdAVEPDpYupbb4Hn1JKtfJna73gVfILD7/X6MuSfVJOxO2J2wO2H3P1QSif41FJQ55GRVVTfRWP+AO52OhsNhKH4+pNVqFaDOlrTlchlZ4sfjUYPBIMB0u91GVi0nd0vXMgwoiCzL4sAUPlgnqbkGI8KjubvdLg5mIQMbpUgNdv//4XA+FPT+/j4OYJzNZpERThT66ekpMqEh8hkPJ7pRjE7qso2KWugAK8Qsdc85eHU8Ht+MqaSInDJ+9OFwOGixWMT4kqV7Op3iWqLLKEkMAAdI/j8cDnV/f6/RaBTrYDqdRh9R7tI1SkxdOid964EY5oN1ked5kPeSNJ1OIyjioAUROpvNNJlMosSMHzDrJDJjCgG/XC4jsxvy/m3KHcXOGFHKhAjwdrsNcpxACDsr+Aa8bRgRs9lMp9Mp6ssTkebbYm48qgsR7oAMmGFYkO3P2mLXANdhMNMfghYEZ5gLSZ8zMj17gUAZ65aDj7iOGulu3LLmIfCp6UYmgaTPGQJuZHpww8cK47bX6+n5+TnWsX9nfBd1w4v2YDDwTrY3Mu6NRkOvXr3S09NT/DxJki+bEEz8rU5H/7WsnBJ6xLKVWu228qJQeTrpdPnODpdscFXVmSwvitBbx4uO53vj2youpPWpOpdNkS5OxoVY1oVI9+3JeZapaDTO9c+zc1kW4fTh6OEsnU5qNZvK8jwI9OxCzHsdV95x2u3UbDQCX47Ho3aXgGue5zqV1/M8/CBmd9r4t5MRBMqla03Y/X5/bpc5pzjo+0uQvHs46GW7re9XlX5aFPq0KPSnkv4/ea6Ps0xZcbstmEAv4+uZPgTcvZ3uoDO3BAjRzX4mSFVVEeB120nSzTsdc51Q8Ywt3o+OBrsk3dTsrOtXJxzAJyc/3BH1/nvw1+09d/7qDiU44CUG6Cc/A+ecvJGuJffcaef+um3qQV/eXScFsKP9HtqE4whp4IcA+lzRH9qNLQfuM8bu8NbnGNyvz5njZZ1McCLCCYjYjaJbh937+UVjQf+azWbYUfWt5P5vnuP+iBMftL/+rn6/H7s/kyT5MgrYjf/gfhNrHt0LbqF7wQYnCQvD7tPfgN0REDfsrvvUjt3ojDrh5joNf+R0OoVuws/gHsdu3oGv59i9Nezm/b8o7EYH1rGbBDd8WB9T6XYnbMLuhN0JuxN2/30kkehfM8nzXJPJROPx+EYhAmaUDSFj2rcSQagRhYZEJoLLtRCZkoKoBTgB0tlsFqVDAA/Ad7FYxLvJNoWMXy6X8bGRBc672u22BoNBlFjh2dI1Mu3RY/p7OBzU7/c1Go202WyiTjhK8XA4nzA+mUxusvNRLhzuKJ2BHBKWDPP1eq35fC5JN/dC/KL4CB4AAOPxOLLjPRMZopR3QVau1+uofc48MT4ALyVkyrKMcep2u1FDvdPpRDma/X6v5+fnMAw8ukxJGAwvxgGFzy4FyHpJMdbH4zFIdLIPKItC3Tsnt6lJDhA54exg7eDNMzFkHJBd8bMeAR3P8IaQZWzLsozSN044s1YxvriW3QseaYUU5tq31cfDAOK53Mc8sg5Yv+zyoA8YqE5I842SQeHRbsbdDUPGmG+eOeaA1cViodVqFcEkNzLJRoC8Zpw806BugLqRUzfkCSqw7iHuGQt2V6ArmGsP/riBhfjhQdT3/4M/+AN99NFHms1mX0tAT/LVlSzLopZlI8v0U0mdqooa4gcyvC0DJ5PCycizLMqwlBjpFzxplOeyKMfjMTLTwevj5VplmcrTSbvtVgeCfcWlpnpRnMu97Pc6XnbtFI2GWuas7/d7HQ+HqKtelOcSLtI58z2CxBdcLS6YV16+2yLPI1Oe/rbKUs3Lt3s0XZodDlGrPfRe4/bAKZwyx1YwIjLVLk4/11eSdNFX4FRZVdofDtGXoij0st3W5HjUj45HPea5PpP0V1mm/5TnyopCVX6tjYq+Qo86kQImYYeAf2RU0X4PzNI2goRO0niQFh3Kz+pOtzuttBX8x7H2rek80x1CAtt1R73uBHpGJo64O+H1537R7zzzkf45rpJlyfXupNNenoMD6W3mj7fZ30k/PeHAbSe+Y9rmTjXOpxNrXM9cuM2T53nMpffZx9SJA9YGa9sJK3eEnbTzcfV1xO/r9zO29fFyMor7wX2v98szfb3UCQ8feyfTvvvd74bvkCTJl0kcu520cmKXtQx2S1fsdrKN79rJWrf/pSt2OxmH/4e+Bwv59rwGNfc7dqM7PROX+73sJDqJPvI9I/QXwh8/su4H8XsvH4r8PNh9qGG3dM1g9kxh3sd1XiucdjtRyrsSdivWQ8LuhN0Ju98uiUT/mggg8OLFC7377rsqy3PGLUQdRKd0VWD8rtvt3vwOxUpmqx8y6u/qdrtRL7queD3DlA8PRcmHSqYzZDqRP9qKUZBlWWS9cziqRw8huCnTAdjQ5vV6reFwqNFopDzP9fj4GEQoZCXZ8zyvqip1Oh0NBgMtl0tlWRYZytyzXq/jIEQITxQHWebePgIRn376qU6nk9577z1lWabZbBbt7vf76nQ6QRoej+fDO6khzjYtMt+pdU9JGeZ2s9lou92q3+9rMBiEQmSHQqvV0v39fRwC6pnKk8lEr169UqvViv7d3d1pPB7f1L+nxA7kOuPFLgV+3uv1tFgsgmStR5ZPp/NhKGx3C4Iou9bicqMAAhsCmHXjRo+DhWcluHHlBhBzz5qDKGYdAmxExtmpsd1uY0cE6wnDkfezziH9nYz2cigeOOL3lK1hzXGtlz7iu2Rum81mGMuSgkTHUKNdGOYEPyjr0mg0YtcGhLxninj2Ad+Dz4kbQfTP3+lkN89Ff7ghCzF/Op0iw17SjWHs2ershKDMEYYAusIzO5Ik+TJJlmVxNkFVVfr24aD3jkcdyuvZE9LtAT5lWaph2VkErjCKm0ZaV5frdhfd02w01LCtuB5Ocge+yi3L65LdHgEyvisyybJraSXqqWfSzUHVnpVDJrskHS67j7Isi9rpfOftiz7Nskybyw4zd9ROp9O5tvolwMChoa1WS8Xle8ce8Uwj8ADCPsvOpXJCR17aV+ga0CVAPRwOJUn73U6jLNM7Wab/otXSttHQsdnUnzca+vdlqdlup9XxWvaKzELw2B095pYsKBxid/Bx1jhk3HfgoA99N9LpdApyxx1vD4Jjm2GrgS04d/VSgK6/68FkJ1/4fd2hJrjqTim/d+fyZn6Pt7VP+RsMpV1uU3AdWX1gF3NBwgX38t0w/05cuU1Bv+pk09tIApxjrpduyzE4uUMbPcjtRJInBvg6xg72bDhKBrjTyzs9cYa++xqk/XVywR119IQ76bzD14g75Ajv8Yw3TxBwXyN0RY3oSZLkyyJ17Paknb8Ju5t/A3bXSWve44kndYJMusVu/+7d7/HEF/Qdz/W2SF+M3X793rCb3zEOLcPu9RdgN74Vehcsyn9O7GbcGDvGivZ9EXaTnJRl11KyTmLjTyTsTtidsFsxTgm7byWR6F8DaTQa+t73vheK2+uVQUIBFCxyr31O1nCz2YwMcs9cdtIaAq/ZbGowGER9ZrabQVZ6RNQVPgYHhB7lYQBqDgSlvV7LjA9SOkclOZgRBeC13vjQyQBfLpc3JON8Pr+pqUxUFoXcarV0d3cX9a43m020r6qqKK+yXC5vjBoOxqTvZPYGEVGWUd6FDFsO2DwejxoOh0FAD4dDlWUZpWAAROlaZ67f7we4APCr1UpVVanb7erh4UHSNRuBOSyK8wGkd3d3keEO8IzHY7169Uq9Xk/L5VLz+TzG3Une2WwW5LcDGeOEQUCpHwhWjyJjkOz3e61Wq9gh4cQt97ixwhZHMq9ZHxDrDnqMDWsUAwDjlINpWeNc62VliOhDNHNIKgDKOmc9EURhzQJI9IG2YBDyTfh2SIj89Xr9uRqFvsODNcG3Ugd0J/UhmD0qzx8fSyf/GS/6TxBHUpDuzL/vCCDzhXc7kGOks2acRPdMF57DQcNuqDE+zBEBAc4dcBLe10OSJF8WyfPzzjEcAIKZP64qNcpSp6qKmuMZhvQFZ6uqUuOylbTIc20vWV6e/eQGPxnlRX57KNYpy861yY/Hc1a6OdY3mSc4jzoTzPv9XrvjUfuLk9i+2Be0t8ivmfCV7HCq8nq4E3XWT6XVfkVnXvThfr9X0WhEaZrTbncu53IZv/J00uZ4jJIzRVGo2+mcy9PoXE+d9lVS6OHYmp3nUVZGumJlEBW66q7dRRdBgvjup9bFgb5vNPTddlu/W1Wa7Xb6D/u9/vh00l9WlR4l7c3plD5/ToSkCD6zRs7DUt3YJ5xj4TuAKMlFwByiQFI4pFmWRcATnHJn389pgTzw7CJ+zliBY55l6Y6T6313+vydtI9ruY+x4f2OF4yNP9/xjPd7EBVbw/vMe3ieY4TbBVzjdgjONu8m4M//GReurarqc5mcjKNnhnmQmWvdhuZeyAB+x9p1YukmKGZkgu/8q2+1l64H1fkcMp6uv+qOuK9XxsQzav13PsZ8l57Qwd8+50mSfBnki7Db127dvj0ZdnsZiN3fgt3SVUfUD7Ssfztvw+46GQ8R6zqf+1wX+fcvKWxq/7nrAzACnbLf78MfgRx2XevJVLybxBzpqoPAqTp2Ox/AGDl200Z8ri/CbshvfJyquiamvY2gTNidsDthd8JuKZHoX2mBsPve976n73znO+p2u5HVy2GeDrpOJK5WqyBhIZb5eCHTnPhFuTWbTb148eKmljIfMsQaSqEsyzjpGuUOgJDtXlWV5vN5kIZ+2GW3243scUlR5gXls9vttFgsQkFA/mFgoMQgaAEhxgHg9Qgu9+Z5Hu8jM1dSEJwckAJJB/hCHALavhUL0rKqqignMR6PI1IKYbperyPrvSzPtZ2n0+nN9q7D4VwvfTAYBLHpB34AsswpAJDnefyu0TjXSR8OhzeKFhJ8PB5HeRueO51OI/DCOJCB72U2MAiKoojad4yVdM2YAEQIdlTVtVSLR9n935DJbgx4HTh+xlok4IDRwnwBmo1GIw5hxbDz7APaifHluxN6vV7sBvCIP/3z8aff3gYPUvGNMY++BZKxIZudsic+7g6IrGM3QCRpMBhEIEi6bt3EwKH9fCdVVYVhV894QAf4AbduCPEt0Ec3MHhHPWOmKIoIdvG9sFOAUkDcKykyz/v9fswRz/XgnxvrSZJ8GSTP89jhQ2bNfr/XZr3Wq5rTEc5IWZ5Li5SlWpdyK3lRaH8hlRuNRpDC4aCUl8NCL0Hd0+kUNcBVnUu/7C9Y6I7N4XCIzGz+NC96M8vO2eu73e5chqUstTNSunnBgCzLtJOizEsE0U4n7fb7M/Gtq/Ob53kcPJpfsH5/OCjfbs/lZNAvOCpVdePE6DJuh+NR1cXGACc48PRw0QPlZTzzVktFw8ppVZVOjYZy04e6jKGqStvdTtVspk67fW7HpZ1gXGTOVZUah4O+v93qO2WpU57r0zzX/1mW+tlupzeHgzICGafbHVJ1x8XtBydT/BwKxtGTBZzYwS7BDqg78dh34AVj5464pBuMABuxYTyYD7a6bsfhepvj64FVfudOcJ3M4LmQUaxbMO0mgFRdD8TDESdJwwkO7587nPwc55C+1d9BG/1vH5vK1is4jU2E+JyxrsFekgUYA9pd/8P7sZ3cEWc+eb/PI8/kW/DdW/X5dyfc2+kkA/ONPeLz67aJzwHP8nF1giBJkl+3fBF2+2GedexGT+JHgKnoGf/W0GV8k7lht2M0+oU2OXbTBv40DLsl3WS8OindMOyWrgS16zh8A+kWu51Ep23sJvdx4HmO3Ywbu+Qdu/HVPFvZ/Xa37z1z2YlUiPHZbHY9RP0LsJsxZEev+6se8EjYnbDbJWH3Nw+7E4n+FRUyRn/4wx9qOBzGoZtkJi8WCz0/P2u1WkVk1xUZCpm61WRVQ9Cx8F2pkDE9GAwkKUpNACwcRIiyg6ydTCYajUaSrsbBbDbT4XCIZ/HBUwP6eDzGc5wMI+IFCenk49ui6fSDQyjzPL/JvIZchLTHIIK4o5Y3Y8IBpryfNgBykm4UCUrfI4nct1gsbsAZ48Rrp3e73Zva65CWAPl6vY4yKG5MQTTPZjMVxXkbGlsOAS7a1e12Y3wZewIfgDHBF54FAUx7IbeJnhOBZJdDu93WfD4PUrUeseQ50rlMzJs3b26CE1mWqd/v6/7+PtYimeseaWYbnGdkMBbsHqCOno85gO6GKEaaz6cDPwSuBzFcAD/AhkNcJMW1Dw8PUWoF48JBB6OSoBffG5nrnjnu3yy/o/wM7R4MBrE7wY16/3Z4L9+Rl6YhYNHr9cIIp28EmzA8+VbrpDaGrhu7jDvv63a7N9tOMQxY4wSSjsdjBJz8kFvGnMwTdzboY5Ikvw7hO3p4eAi96dueX+x2ethudbjo2SzLgsCVJFXVmai+6Ct3ahsY8ZfrqrJUpbMjXF4Mc+lMKB8ueu5oWTgY6ehQ9Jsk6UK6b3c7lZc2058sy841y49HlfYcN6jLCxFdmqMdBH9xLgeTSUHwV5IqnXVledEjOI/KsijVkl/I/RxMOZ3Luxz2ezUugQYnFng/bYA4P3fxWt4mAr5ZJhXXMlh5nmtvW8GrqlJ5wR2cLfQv7eXd7zYaenk6aXM6aXM46D+2Wvooz/XR6aSNbp099Cu2kJctoy04OO6AekAU3YdjypzgAHq2lWeTcQ2OOXbBFzmf4JnbLzxDUiRP6LIWnYQA6+qZcLQfvc+6pO+82/uL4HB6wNXtQjACO6TuDLtD6NfK1gWJBLzP/0Y8uYG14bYX8+XjQNu9/ZAIZDi67fRFmV5OcjjGsqvNyRLWGUSU21R1x5j/uxPu4+t2uT/L546fgfeetMMfv78+P0mS/Drkb8Nu/OC9Ybfb8+5D1LHbfUTWvXStBe3Z2E46/jzYzfX4R3Xsxpb259Sx20lI/5nrXtcLksJvdOzmO5f0Vj0MmetEspf9qGN3nSCUrjoanUTb8jy/KePiY/K3YbcnCZG5zhzyroTdCbsTdn+zsDuR6F9BKYpC3/72t/Ubv/Ebmkwm2mw2Wi6XQXJLZyXx6aef6unpSaPRKMhqtrB0Op0AKw65QCHNZjM1Gg0NBoMb5d7r9W4MgtPppOVyGeQpygaF+baIHwQkJDXg5GBIVKuqqrhGuh6+CKiSFe71w1ACnnXM4Zy0BcODLGtXSCguxoI/ADrj5SRllp1LqFD+IsuupXMAepQxypWyJWQlQCRDyFPC5cWLF5HlzxY8AhAEMSaTSWStQ26jEA+Hgx4fH7VardTr9aLWOe2gvdQ55z1kdENiozh5D30h+DIYDAIQNptNrMU8z6MmN8/HqGCOMDpQ/KvVStPpNDKdGePFYnGz1Y2Da2kv764Ty6fTKQIRtJcT01erlQ6Hg8bjccw7grEbRFbNoPQoc93o9IwRvrd2u63hcBjBh/1+H5ksGDqSbkhr/w4oK0Qw53A4xFxLimd6kIcgGXPJ7o79fq/pdBrjRZ186bqFjnUBoc13SYAFR4D/03ay1clqwKhgHWHE18cWYp1dDPTVt6/yjRDVJ+AzHo9DP2G4MheUeXHHJEmSX4dkWabxeKz7+/sbDCaYJUndZlPZaqX1ZQePf5f5Ra+fCAwdj0Gwl1Wlw8V5a7VaZ7K4qq5lWKoqyOKSb6mqdKplZpdVdWO4Q8hHEK0sdTx3JnSsqkpqNqOkSqVzGRVcozzPg9AvT6fICj9e3ul2Qnk6Z5pXZk/QFg4hjUNEzVHJs0ylzsR7aQR93mopvwRTDxfCvLhknyvLdLjgKiViIPSFE6CLTZKfD19tFIWOF93CQa7YJcfjMcrqkDkIkUCQ+nQ66Xg6qXc46HdPJ1WNhhZVpf8jz/UfGg1N81zlRYdjuxAAdefMM5Kk6wFj4AjzhR50x5f7SXRwMoW1yLN5PnjsjntlfecaSo5528AlbL3D4RAOIaQQpAB9RF/zfdBeArn8DNuCfvGduYPqtmVl65vxqTvxXO9OOLu/sAn97A1sL3d86QMOLhjqO9Gc9GHMsC3AV+YSnCYpwMfL7Vb6A5FSD8p7Np0763Vioh7c5tmePUof+ZlncdZJAtYJ76Offtg8diVkBXjuc5gkya9Dfh7sbjabWq1WsfvWsbtOUqE3+K52ht3+HXu2p6Swg51EBl9ct6FbIM/Q2/TFE294B/fwzUlX4kzSDWnPOx27+Vn5Fuzm+65niteJd/ex8M95L8EEdCc+Me2rY4f3v67HvM2M5e7nwG4IbHS4E9dOIibsTtjNXCbs/vpidyLRv2LSap0PhIQUL8sytiJBro7H4wB7MljJxAbUWOgOTix6/qZWOcqo/qFC7JFhu91uox43JBmZs0RCIR35qMgO9dIjAKdHYslO9Q+c5wFekK1EVCn54Zmo3AuZXxRF1BjzWmyMkRPh/n9qNGMo8XxIfwcUMv3J1OfnQUrU5oJxXC6XQTp7NHq5XGq5XAY5eDqdNBwOwwBzowbSuNlsBmFKnfayLINEhnAdDAZRJoc68L5tZzKZaDgcRk1wQJLn3t3d6fn5WcvlUpvNJg6CZW6or97r9SJTWVKsQYh5+sv88fP5fB4lflhHZJZn2bkmPe/juWRwM2aLxSICMACFZ4gDkMwN78EwJNPEAZv5ZL268Qh5TcR2MBjo7u5Oi8XihuT2AFdVVVGeCcPH6wEyP2Sk8y3R/qqqbrYGYli1Wq0gqBeLRdT0Zx1joGEo8B1jKAHy9MsNYda815njOyVbHOCmfI4H0HAYvDyO173nG6Ft0tVAZp2ORiPtdrvoe1VVsfOEexORnuTXIUVRROBWup7bQeCUAOg/A+suenC/358P8awqZRciXVIQyqput02W5bm+eZ6dD8oMoznPg2w/Hg46nK6HNh2PR+0vJVeK4lzP/HDRceji/HRSWRRXIv50PWegLEsVF52ZXfoGIV80zoeYlqdT1FP3rJUqy4LQPh2vB3lFf6oz0a8LkV3k+bnUSp7rdDzqlOcqG+fyKdLF2bg8t9KFwGg0ov/H00nF6XQ+NLQoVF2CEuWF9M8uY0XNdScOINIzxpa5uOiVY1nqsL+eqeGOXlWda6qDb8eLw9tutzXIMv1+Uei/yXP9LMv0v1eVPjmd9Nl+r8NlftCtPMvP+ACnCNh7KTJsAew0Ms/Qhzy30+kEthGIxLnKsiwy+Ny5q2co4lBhv7H7j0SLmB+zqxCuRbe73caYYZM6tnqWmdtv7mS6fYvN4Y5dPUjuuOY2G1l5fiAbbWUe6JcHtD2jC6IGTPO+8jx3sBlPt1shdOrt87lwJ9jJszpxVXe4GRvvvwe7aYOTcLS5nl1ZT0yhbf4O2tlut8NP4B4nhtzeSpLkVyk/L3bjp+4Nu11X1vWR6xzXUf6dug6vE3lgN34039K+ht3oeb6fUw27698+7cH34/p6m9wPOL4Fu53od52Mb+fknT8f3fQ2kt77zhw4+ewY4NjNc/njuIF+3v8N2L037D4YdtfJTdrJMxJ2J+xO2P31xe5Eon9FZDQa6dWrVxoOh0GMSVcSmkxWjy72ej31+3199tln2u12kRHMB0hkDkKRD8PLv1CmpNfr3Sgr3uNkJmS+AwFKpyjO2aqbzUbSdTsNCgnDA2VM+wAR6Xp4hXTNeOXkaoCDCDB1uj1CDKnOM1F+nvHqiod3UjZFuipsSEVIPgj+zWYThgSgJV1PPHdlwrMpxwLhC4A9Pj4qz3ONRqObAAaZ6owFtehRZB5kwLhhK9HhcIiyPW8D88FgoMPhEIefQtJiUGFINptNPT8/q9lsar1ea7fbaTAYBIm53W61WCyi/jZzzKE6ZCmT2Y7i9W1hrEM3ugh4FEURh+EybhDcRHyZW8aZTHS24pEZTmY+z3cj1kljjCwOw8Ugqf/x+x1k+MYajXMNdta+R/XzPI+tcxhtAKJ0rfW+XC7jUFc33vxb5p1+AGlRFFFDnFJBrFMn8wFE37UAmNczXtAFng3S7/fD4fBDijFUqCVPcMSDVLyXteIBraIoboxH1i7/pw6/B1Go28+39r3vfU//7t/9uxsjMEmSX5aws8IDnNLVkfVMqrIsda9zRluz1ToHwVcrNcGkzGpOXsjlPM/PB3dKofNL8ObyrEw6k+2Xv8k2Ly6keGHZ7WVZKs8yHU/njHDqoh8u30vz0odTWUb989PlWjApz65lUSSds+WzTFlVKccBLs4Z3+glMs8PNRKhccEwHKSorV6WUd+8KAplzev5I2o0zoelXp6py/gwTvS1cSH4TxdS+3TR4ZkUBDlEfCUFUV9WlU5lqSakgjmkp7LU5lIuLsppXdoNxpA7VVza1mg0lF8CIu/luf5tnmsj6f8sS/0fkqYXXefBW3d6sa+w58AnbA3XoX6OCbYKeAgOkSTAvdgnrFucYN7P2uX/HmD1hAi3NSBwsEHAHJ5D0LaeEeiBWccmfk97+J103VnoDqzbsu6ES7e1Y90Ope1gED+nv243OvHEONIXsgjdznDblHfWHWMPbHtpBHe4sZ/qxA7PcZvGf0ZbmRvWZT2BBlvBSQa3B8BonufklbfN28G4+hhiB0Matlot3d3d6bPPPkuB8CS/Evm7Yrd0LbXK7lcnsqRrOQu+d8TJLnSt+4/87TrfyXzXf/5vfBveAYGGXq/rTdcN9It2oQdc76LH3e/1796xmz7gJ4HdTcNu+sMz60JfPVsXss59EL++Poa0h7FwYnldw27aDS4iB8NuJ0Dr5GczYXfC7oTdX1vsTiT6l1j4gMbjsf7Fv/gX+ta3vnVTz5sD/zjMhAXP4oXMoiQIipTnEv3cbDahaIviXBqh0+lEpjnPBnBdafrBHpB/y+Xyhnj1ukmAVFmWYZwMBgP1er1QzERNqUUOAU4NcS8vAtnqZUEg5Tyi2Wg0bg4KlRSKDLLVs3E9apdl50jucrkMBQXhToZ5HbS9rrtHzDEWiKpuNpsYB4CRCPdut9N8PpekiHhXVaXpdKo3b95oNBpFPXPKoeR5HtsC6atnExO44LkercagYQ7n8/mNAQIROhgMVFVVZJ1TWuZwOESZlMViodVqFYfGStJkMoma/ZvNRvv9/uZwFTdmIHv9kFvPDmBuGFfq12+328hU3263mk6nknTNtrxE8rmXg1UlabFY6OnpKcC+DvgYXBhDjDFz5iVpACIAq24cYmjzDrZ7QQDn+Tlbn4AH5DpZ2ozteDwOg4nvy407MrIJHvDzbrerwWAQNf49gkwfyB73YAEBCfrMfHjEmW+UMjBeLoa1QJ8l3UT3MSoBf8+IoY0YWz7/TqR7hghEPcHAyWSi3//939ef/umfhp5KkuSXJe12Wx988IFGo1F8N27sBsF7MYr7ZanR6aQ8y9RqNlX1epHlLF2J4KIolF1IZPRSlufqXAJnh+Pxmr1NsKu81CSvGepVeS6PIl3OariQ7Xmex8Glyq4HllVVpdal/YEtx6Oq/f78ziw7l1uxIC41xItGIzLnwSMO5zzaTpFwhC66s7oEBKiDXp5O57EoSx2qSsXF3iFYUOS5lOfS6Vw6Zl9V5xItujpoEbg0wqC6BCbKS//i/ZdnomOrC+ke12XZuQRNda5Lf7TsrcZl/FSdA+AcHN4g88kcakgIXcb/Py8K/XZR6GeS/n2e6/XppO3p9nBusBtnjHM/3PlCf5Lw0O12I3mgntWGDYUdIenmPA9sl3qWkjtzvI/2eQIE7Xb8xD5Fb7Mjj+fRTuaP5A3sB0qduUP4NmfUyQvpSh7wc35GO91RpI9OItXf44kL2Al874wV9hJBbvpIO3g3OOhOPe+gHJ47ujyfMXICAdysO871vjuJ4nrCM+OcIHByxMfDx6v+M18DdQeetjJm2MqswQ8//FBPT0+fO38mSZJftPxdsZvvi2soCVInjfgWj4bd2MyeTOXfhifpuL4pyzJ0CPpG0s13y3cOdjdr2O0Z0K670WP4456pyv9df9axm2/cs8Slq2/khKtjCfeBz66v69jtZD9kJv1zHYOOdHK+adjtfqdnXvv4OXb7btsvwm7Gn//X9XjC7oTdCbu/+pJI9C+psDh7vZ5+/OMf6+XLl5IU5TYg7LLsWqIBIotoJYqp3+9LkjabTSxyFjIHAaKEh8OhJpNJfCgoCxQ0Wc9ODKIEILC4D2UK2DYaDd3d3cXHj/KFGPT3QJhCNEJY825JEQggq51sU57jkXHIz6IoNBwOb8hQJ8Dr4oQ7EWBXoD5+gA11ohaLRRgtgBfADQG42Ww0n891d3d369jneYwn/eb3ALxvNfI65k5sdjodTSYTNRqNm+1UbFcii57gC89br9eazWZhmFRVpZcvX0b/R6ORHh4eNJ/Pg8CmbAzX7HY7PT8/h/HFAaNFUWg2m+nNmzcxxw5QnqXQ6XQii977538wbmazWRDz3MO4k+3P2FNGhexlAiWn07lcDmMDAexkOHODIQUJDCkLcBBEcaOOevEOQN4u2gRpzu6Noigi0MR3xVkI/X4/vi8Ma8YJg4hdJeiMTqeju7u7COS4sU4wbTAYRKY7z6Qsimfg8GyPmud5rn6/HzUBPdMEcK5nsHiwjfXu/65nxvPdeuY84whhT3kb3vM2pyZJkl+0YEi+8847gb9kG7FWJcV6xRjuHA7qHa+lVVrNptRsnsnyLDuXPLEsOEjgvCjUbrVip1mWZSpxJIviTCSb0x8GvM6kfF4UalSVsnZbjZqTz/fa7XTisNJTWSorS1UXUpz3HE8nlZc2uRNUz+xRVelYFJHVfjwcVLKrJM9vMsJPF3shzzK1L1hxOp1Lw2T55w9lQvI8V0OKg0Yh8bnHx6+szrXcG42GyupcdgXSHtJc+bmcS37p1+FCMHS63XOQgTZnl3Iy5lhl0rUsjc7kP44Ka0JSZKyXl0y7Tqejdp7rH59O+p38XOrl/3k66c8vc479xfoBRwkaouvYSUiQttvtqt/vh8OIbRSBjYtOZ/7dDgNv6w4ZbfDAJw6oJ3CwJnCyaK+TAdI1M4sEA8de3g1egEfs3PKAqzvUjAE2EvdFwMMyqdzhxj46vOUbckecdznR5j/nu2IX4/lTuJI87hBzX1nebodmXfAs2sLY4xN4Qgh98vnh3TzD3+0Zez4G3jbWro/VF+nCOimCDe/EoM+Nz7O3OQW9k/yy5e+L3dix6AjsXv9G69jNmm/VsJtvAHv/bXoHQZfhW70NuykR6WQ8fhnvcWL6b8JufGb8DS8T64Q/1+IXtwy7Jd30oS5OuEM4+k4AHz8n9auquuEJXL+4DiI4gO9bGna7bkPcryu/ALsZn5NhN+R5nZAuEnYn7E7Y/bWQRKJ/CSXLMt3f3+sf/+N/rP1+H5m/ZI4DFM/PzxoMBqEcIYqm02lk1B6Px8gsdyUIuAO+vV4v/jjpXY9QQbpREiIc9vK6dWkwGGg4HGq328WhlrvdTqPRKCKQRJ9RBBgn1IHm4MPdbheZwq4kURwECrxMDR8zCoaPGeUIOcnhjLS73+8H2brZbGJ8PLsApY/CJ6v7dDppPB5HH8lch0TkGShJsnyZKwhUng+IueGDYoXYRKEz9l7HnHeSlSspyql0u90wrIbDYWRMQELzXMCWyPhwOIytWRDpd3d3mk6nms/nWi6X6vV6YRDyTOlsCDA+jON0Oo0gCuDP2l6tVmEUMrf0x0GY9Qyg8n+AuNPpxPY41jVBJ8aT5xCtX61W8RzAl4xmSsCQLQ6JDqEtXeu7e+Y2cwnZz/ywrtkh4N8aP+ca3klApyzLm7b6WkePcG9VVVosFhHUarfburu7U57nenp6uglM+VZSN1yZo8Vi8Tkj2XcJYNRSB57nYBjVQZXgHAaiG7SMC/rIM/g9IMguCJwB6Rr5JxDyNgckSZJftHS7Xb18+TK2MXo2Cd/LdrsN/eP64nvbreZ2CC6Z5cKRkBG7Omc584254Zrn19rdYaiX58z1RqOhVvNS4sUM8PzizLfabZ2OR603m/Ohmxd9XzSbKhqNM9kN2WuGdLNxLqGyvfTveDqpbduKpUu2zeXe4+EgXRw2YeRfiOqsvG7NhczO8lwNc3DK00lq/P/Z+9Me2bIsPRN7z2Dmg5nP9964EZGZkcyxWFnJrIFVKVA1iCRUHIpstkC0IEgfCvpI/gf+Fv4BAhIgQWiIZBPoVrOlAlkqkaziUPMUlRF38MHc3N3sTPpw9rPOe0545MAaMuKGbcDh7jbss8f1rvWutdcuVeS55rOZ5qn/VcICIu+VCOdMFi2oPqXLZrNR17baS/lsCxwOCee4OJSx2iv6NDRNWfaOzLYNUl3ZEAGUF0VE3Hdd13+m6zSz+15aiyLabjaqkvOSZ3Zdn2ZH6mXvsq715bLUF7NMH5Sl/v18rt+ZzbQxY94j7Vhb0kACYSCjf3DaED0F475t23Baz2bDxdgYW34puhuL4B26jEdGgQsYXODT9D3HcD9RyD7yI8tThyr9Rl+A0HASwgM/aC9GsWMTe5C1i5PfncquF/te43U+4xGPRIR6W1nrFP4Gw/x0JTpslmXhAGdvuQOdcaQedBU3ZtkPU0ycRnPyfTfgGT+/h8Xx39eFExbeZ3dqT3UX14M+4oTblV35cyh/GuwmsIX/Xdb4PvQ9+nHY7bLECTwnN508g4gneI2Tvthq6OAeVezYjcynf/SfNkvjyx+RYS5LnTikff66k5PIZV73yFUn+l220z7+JuDKsak27J7KE2yGMmE3BKKTpMgol2X8P72rze0XAo9cTrrtxtyBa9joTsTvsHuH3YzLDrs/PWVHon/CSpZlevbsmb797W+rKArd3d2pKIq4qJGjOpC8AAHRrZIihUPTNDo9PdXe3l5EC7uHaj6f6/T0VNJw5KfruiDaXJDw/8PDg66vr0OYO8k83TgQ9B6pSzQ23lXIdIQkBLsfDSKvnIMzXt66riMCmHpoD9HWCGmcEYyZOyWmXkD+B5TzPNfR0ZGKoo+iJrUMxYU2Qp+xdKJ7Pp/r6OhodGRuvV7r6uoqbvCmXxCPgATKEDda+2WxtJU85cvlMuaHz0jS8+fPg5RmHpbLZYzz9HgaQC0NZCcOFE/T4d5soh4gwzlihxeWzxMdT9516gDwWONToAX4nETP8zwUBfeGLpfLWC/SEB2OI4V58/UOOODcwdHCmmG8eJ01wjyjBLBW3ZHStq1ub29HRDDjgeLDeqLf7CluFOezgDOR6lPlOwicfDgxwiUvRPgDzsgS5oG2I1MYayL1XUFhrPgOe86j8H3+6roe5donzzynB1h77EdPk4PDD1mDMsI6cqMjyL20Z1zJf1MBfVd+uGWxWOhzn/tcYBt7jhMxyBQ3PiJCpuv0LJG0bZKjZdHnIq+2W7Vdn5IkS/sLmQZOqBtyM2ZZplwWPTSbqaxrPSRDItKqJJI5y4ZLSDsj6Ju8jwrfbrfq2pQDPRHwTdsG6V2UpYr0WlnXatTLhW2S16H8T4yzbYr4pl9ZIqzDsMn7aPn5fB650Ilyb9vhUlVl4yglnk89e/O5sjzX5uEhjqdTqBcnRZbnEvM0ISpkkVXKMm2rSkUiVXKTPWUal3CUYmCXw9H7JpH8WZJJD/f34cgoiyIi0rdJ9nFJd5Zleq8o9COzma7nc/1K2+pXtlvdTwwsx303mNzgdscma8k/H06BfDgxRXQZuO4GGGvcsdANbscUxyonm8A9SJxphJkb4k46+TOciJE0wiR/nTXi+5H3aKMblH6azwkX8M+LG+V+PBtZAG56v/ne1CBlTiBSMHy97YxHrGsziEf7zcgwN979edPoPMZq+izWCcQen2O/ONnE2vP+og/4992Y94hNxmWH3bvy51H+NNjt9ic2kJO6vhcfw27kgu83Pk/AGyQge9/lq8spaSDi2POuC0v6iFznNY+2ribYPSVW/YS0f875AEmjy1jZ0054OsFNHY7d4M3DI9jt9UoKXJpG6DpuMcZEUXt+ax8XsNNtMEkxnny2bduwwbDrGAfmw7EbDAOLPA2Pj/0Ou3fYvcPuT37ZkeifoJJlmZ48eaKf+qmfCmHz5MmTiHIF1Dnus91u9eGHH8Z3ifZ98uSJlstlEJ6k2iDlAgQkAt+FEZHmAC5C14UGl/dFtFYxpNYgkp00H2VZRu5l+kBkPBG6nuoB0CT63IEZsHLhg3LRtm1cwIk3lehh0sW4IPSLR53YRHAw/pvNJnLQ+1Ec94K6YGE8eD7pL/wiDeYry7LRJZIPDw9BTuMtzvN8dNkIgO/eUQhpcmav1+uISmCdkALk5cuXES1+dHQ0AhN+Bymj4YZllBguNGUcXemB+CddDjnKafv+/v4IzDkN4BePOIFLqhye71566mE8mS/WqzTk/mb8WUcekcCcOWDQn+m+YL3gzMjzPMZWGo5VTtesK8ikGWrbNk4EkOOfcfVc/VmWjZwVrOfj4+PRpam+vt1r7ES695VIhMViodvbW11fX8f+9rGgDYxt13VxkSzvMTbMhY+vH32lb+5UYt1JGuXy5zvICcYRB4grY1xk69Ee9JO1wvy3bfsRj/6u7MqfRTk8PNQ777wTcgLjF/mGkSL1+4rUaFIvv57v7+tbea52Ptc2YViVjuvWdd2nXsl6crwo+ks5u0SEd4n85lLOYiID2kSWz2ezIHchcCGwkWmbzUZ1krnkb9xut8ok7SUZ3qYobfKEQ0AXRaF52msCG5IMqqsq0pgotYl84JyyIaVLOZspz/rc6p1SFEv6jl88Cr4VyfGQq4+oz/JcjTk6g3zY21PbdWqRD1L8dG3bj296flVVars+x3mWSHNJ/e/UNuayrus+Ej4RJ+GIbhqJsSr6aPg8jVXXddHmcjbrn7ndqkmOFJmhVde17u7uBpzb21ORZXqe5/olSd/Kc/1PXad/k+e6NsPJHewQEKwHN6jQNVxngEhAlrvxWRRDRCEY40EOEBnoJu6cDYeF4YVjFq/5iUj/XjgxNBjeXrw9ThKABW4Mu8Hr2O11gG9O/mBQUp+Po7d1qmuARWD2FDtdl5wSFugk6AHz+TyCapyAmI6DB5Jg+Dr+TUmA6RiDyVOjn8+zB9hrvM78OZ6jtzm5MD1F6PPgbacNO+zelT/r8qfFboI0wEsiUN0+cNnmcnhqX0/1d/a2B7L4fqG9YHf1CHZLCvvLbZmpHPY7qviN3u7yFLno2E29LhvpN9+ZprDwE6y0AZJ3it0etAeWUBgjt7GwLR6Tr+UEu8FVx26e4zLICUzaDIdBX8KR/zHYTYDgVL5OSc8ddu+we4fdn/yyI9F/yIWFfHFxob29PX35y1+O41Tn5+dBhp6dnUnqN9JqtdKHH34YBC4pSBxEINlubm7iMkjId8hbbhDHI4XC4ALi6OgoyGXIM8AAcPYLAyWF1+zh4UGHh4ej4yvkD0eI46F18h5BhzcTAY73nlzjtMsvTAljvB1Hlns0LP0g8p3jXRDwkkIJkRQKFXWSfoSUMxzhkwbvKpHXCH0IbheoOD4A4IiaS0fymBMISxQchBVzDnlInmv/DBHmKC8vXrwIJ8bh4WF44gEc9xYzT6wzFEfWZ5ZlowtUmQvqcOHMOvZjgwAb88e4o2jUda3r6+tIX+PEvX+HtQDpCsi6Usf69Hz2riA6GZznQ54/X9OAikd5MPekiPF8fK6kMg5EW+d5HlH5rDNSz7izizXs+cL9NIJHyRP5n+f5KOe7yxrGEFLfnS303yMBmHuUtKIYctD7BSF+uSl7kT3spDlKvitmzA+OHpQ3jiGiUFMvzjGUa9Yh32O8md8piY6Dald25c+icFfB+fl54ARrlHUsDQ4cMFfSyOlXZJnmRaFuby/ybXP0t67rIJNnSZklOj3DMdYlcrrrVGd99LXL2Kau+7Qi2XBSZmbGnDQou3F6aDaTskwV0V3bbX/RaZJ5eSLvyTmurgvCWOoJdKl3aD6oT1vCxahd26c0qbo+3UlpxAGEfJEIbC7/pB9FWfbR3UneQ8DXGo5uSz2hHsZAGrs8pS97eHhQlcZVUoxvpGdJhlU5m/WEuRkJmdLpHCJ2kpOCfPLgT1PXQcRLilQ2eT6kf2mTHDtI64Q89W3bR/K3bZ8b/u7uLoiQ2WajOq2xrut01rb6m3mun8hz/fM8129nmR7MEEdWux6DYeVGvxtDHpWEvHXjzmW4GDszWDebTTj9Wf/+m/WGAY5u4PqRG23+N8UN0KnB6s+YGrVOmGDUPkYU+Dh5GgUMStYZOiyE2dT4ZFz5Xxr0WggPiBIPKpmW6digu04JBJ8bPotu6boN8++fc2LEDWknr3xtOAnI2sCB7nqTE2xOIjkpSN2uD7q+NiURdmVX/jTlzwq72Tvoq1Ps5jN+utgJ4SlhOJ9gN+lCkEfU992w29OPukMAe2UamDQl7dhn7D+/bNNJ9MDpbBz5PSWw6QdjsG/YPZVV/hwnUQ8Nu6cRxI4X4JenSZ0S30XCbpenjt2OD9QvDZdWIrN8nVAYV+SkYzcpVcFd6nGb0Un0HXbvsHuH3Z/csiPRf4iFhffFL35RP/3TPx0b0j3JTjSRRoMI3bIsdXJyosViofV6rVevXoUScHd3p8vLS+V5HkQ1m4Z0HnhOIVoRAoeHh6M8X+THxpsqKaKdiUqnjtvbW5VlGRHYCISi6C/0JCIeb/NqtYr+SRoJNup1T/z+/r6ur6+DBIfQRknwMSLNi1/awqaHzDs6OtLx8XGkasGT68ICsHeiFSWHeSjLUovFQgcHByNPMznrXalBOCHsXJA1zZCL7vr6Wjc3NzEuENoISAQxSsXx8bGOj4+DGGYtuSB89eqVzs/PI+KdqHGISNqF8kHkMCl2WI8cL7u5uVFVVaNTAFVVBUHMxTwu5HEO0E4UTgCR6PHVaqX1eh0nKhh/lAo/CQFhS+SyR7G7AsA6kjSKGGFNME7TY5iuXLF3cZJ03XCpj+fS51keaUGaHebOlbz9/f3R7ezuCUfpdQAG4Kfrg/HmBIZ7qiWN1oUrClVVhUOF9ro3n/Qsy+UyHFnuzHLFBifdtD4IcVde2ceusE3H7u7uLvrJZ915wn5m79EexsmPAu4i0XflT1tYq6enp3rnnXdiPWL4sG5dMUWuYDhyumS73er+/l5f6TptZjPVVaWHlC8xjiBnFkGFgy3v045sq6pPZ5Lkdp32dp5lapIxV1WViiQrKmRmSnECWZunCCYisDv10dlc6BkR8UkebjGqIRIs+oV6gxBPY7B5eFBT1yqLQoXl5MQBNkukA2leiqJQmWVSIuu7rlPdNGraVnvJAUiqlk7p5IxSdLkZd8r6nPBh3GWZaovQms3nvXOiLCPiHyMyL/o85SMSPeuj90szWrskT+eSHtLpMUkxD3mas67rescADoi6Doc+KVy6tlUFuZL6cnd3F6dwPPJMWYp47zqdZJn+93muF3muf922+tW21doc1kpjlOd54L0HHjAPYDFrnXFy0mca0QiW7O3tBcajJ0gKvKcNTh7wXfSgabQZY45+yLO9LbSVflCYM/pPf5wkinVvpA1t43MEi/h74O/UEHdSAiN4+j3H5Wl0pTu/Xd44eUV9fN9ljvebfcA4UTdYHevXPku7vT4nSZxomB7nRgYwdtOIUmQlui86vs+f1+HteOzo/a7syg9S/jywu+u6iIC+n2A3e99PSVIfBDY2l6fSgIiFD5CGk7RTEnxr2O37lXZMsTuwyTCb39Q7JcMgrtnzU8yYG3ZLQ8S914fcJ3jHHRFTUhc8cKLVSVvailz2yHc/se3k8lRuIvuckNwYdjueIM98jBy76YPLaOr4OOxmPUwxhzY1O+zeYfcOuz/RZUei/5AKi+yb3/ymfvZnfzaisLOsjxYm+llSgBPpG7bbrc7OzoLovrm5ics7SZ9xeXmp+/t7HR4eRt4j8kND3K3X6xERKSmIUt+w/M2lkKTpgCSDgCV3+Ww2i83EZSt7e3s6PT0Ngp/bpdfrtV6+fKk8z4Mcy7IsLm8k8h7PdZb1kfeAHsQegnl/fz+I1MvLS223W61WK9V1HSQlOZS7rgvvMHX7Ba04JIjYRkGADJcUTgeiECD1+D4pM3AIMFYIGAQP/yNkqYs82ZDRHmWNsISIJtr98PAw5hblCaC7urrSd77zHZ2enobi9/DwELnrieh1j2rb9tG7V1dXUR8XQQLmJycnOjk5ifEFfD0a2r3g6/Vad3d3oYCSz5oxxfkAOYqCKynmDtIWx4V7ULfbre7u7mIdoqy61xslgX7f3d3FnkPBdQLeQdAVNiesabN7dtm/TdPExaTko3MQ9b3UNE04Ohzs3PHiCj7rALmBIu/OIQfzaf8ARPpFu10R5LncDo/zAQUSBwJKoisd/rpH1Ozt7YXTy8eaPemKhivNKGEoR+4YyLLholnWhBtCOxJ9V/40hT3/7NkzfeELXwi5LinuMPFoD/Yb8uPg4CD+52Kouq61XxTaNI0e7u9VpWiypulTgczn8yDK8zzXluO4bRvkdVGWPfndtkFs83e+t6cifa9OuSGLok8vUjWNqmSE5+bwq+tadddfbrm/vx8pTuYJ37fJuZ5lWURqZ5Lme3t9RHbTaLPdKodAkDRLMoW87nFxZ/pMWfapYu7TiZRNkjGxx+taTYoeL8tSeyj3Gi50bpKhUCbHtY89F4xKCqdDnvUR5JDrfL/Ie3I9xzjIhtNB5Gpv03rIsyxSsxRlqSIZk5I0nw15aJXmh+j6pm3VVpVmZRntrbohQrHls3kegQFEvaFTFGWpJj0PA+ftPNffyzL9RNfp/1PX+o8PD3pI9XFaDCxDZ8KQnBIq0mAIE2RAVKE0Nhodx2g/MlkacoNizIFvbnAhy1mHjLnLbCeiJD2K1VOD1Ikx9rGkEZazVtzwpz6IIsdT1934vjt3nTxAbrhRzt+ucyJP4qSH9Zuxc33I28H/PNNlFvqCpy2k746dGMveNieweG10SsbG2g1uXztehxvizLkb/E5WMU5TcmpXduUHLX9e2I08RQd2mzScsfn4lKvvWYgyf42/0aWx8zyKFj7A5ac0YCF6NAQ9tnll2O17NS7XTvXyvqSwB9wGcfLOA7r4vmN3bZiIPk7dtNdxYYrdLtNwOiBT3JZ2u8vlFzKT8fX14KSst9NzyPv8uMzGxsWmc+xmzj8Ou/15LhNpk5/O3WH3Drt32P3JKzsS/S+4sCB/7Md+TF//+tf1Yz/2YyrLUu+//74k6fXr11qtVjo9PQ1gcoHQNI0uLi50dnamV69e6fLyMsgoNsV6vVbbtjo8PAwiWlIQzhwlAvSzLAvy/P7+XqvVSmVZRgQ7qSTwTG02Gx0fH0eaDUhpooilHhTv7u60Xq9j852cnATp5alaXrx4EYKiKIpIZ8HfOBj8OJiPDRuekue5FouFzs/PI4LeBTV1A3Z4EVGMnABHAUH5cEEp9UrH8fFxABgC0PNXQZoCdPf392rbVsvlUovFIlJjuFB0Zc4FmSsj5NQGkFACEdaugNDe29tbvf/++7q/v9fd3V3kOT8/P1eWZTFWCELIXxRGorM5ieCk6sHBQZwS8Is8Uagg3Nu2jZMSNzc3QYY6kGVZNiKaXXkD4KWeuGVNu3K03W51fX0dYIOCwNiRZgSltGmGdEXuqHBwdyUBrz8ggULn64l1hCLLHBOl3TRNOL/8CCnjRr28jvLBZ6TxhTlEdBOJ7w4D9+gD+pwIIXIkSJv0HQdsV0zYF0QtuOLtyhV7DeXNc0d6fzg9gtIuKeqnLaxJJ/PdiUY/ULaZQ6I/PAqoLEu99957+s3f/M1RBMGu7Mr3KhjgFxcXevbsmfI8j9NU4CCOWVe02UMHBwfa39/X/f19OBDLstSyKPS5tlWV5OtsNgsiWkpHL4tCs7Lso7y7Pse4skyl/b9JBvVhkglFWarI84hwzpOuMEvyFlK6KIo+dYukNu23artVlueaZ5nyvT3t2b6T+lQtd+t1T54nIrmua8n+Js1L0w6nr0K57gdU+WR8Z0mPiPsTPKpLKeK97SO/O8PIumnis3mSmUSRu/wLEj3pNiHzIC+Q+0XR973o8623bZ+PHUNLCUOQY3yXaPPUsHAukIu9bdt+HsvhkraqqvrnWzu7LuVMT3Vtt1vdrFYxLjgE0bk8Gmsvy6S21Vnb6n/TNPqpptF/bBr9j5Lukn6B0YV+4/dKSGPMcxwg2hI8j/UwMWCn+8ZJDkkj577rcBAx0nB0Hn1oGs2Gkx8yC3x7zBD31z2azNsP3tPfKVaBbcyZEzNOftF2b+NjBI7jkuuI7vSmeD/8ZKS/533iNZ7F3nXCCyz1NruBz1j4PE3JMz8xK+kjUaE+F9Nxdyc58mH6+SmpeHp6qlevXr2RBvmu/PmVPy/sRh5sDbvRh6XxHUHsHY9A53/IcPR5P2mKDMbOx1byyHD66HVh2xcT7MaGc8INmcLfHng0xW6eNR3f+QS7p8QZ+9tl7RRjGCsn6pB7lHKC3T5O4AS44TIT7J4/gt387bjhZCJ1O/cADkzb6cSvpAjm+36w28d8ylFUO+zeYfcOuz9RZUei/wUWFtWP/uiP6tvf/ra+8IUvaLFYBCl9dXUVecQR8g8PDwHenj8J4ch7EJUvX76U1OdYh/i9vr4O0hYlAa/0s2fPlGV9BDaEXp73aUiIYveL+xAAkPMI5fv7e83n81HOMvfqIbhQECDAIBYhFyHDVqtVCAD6cXNzo81mo6Ojo9HREsbDQcQjzyHGDw4ORhHOgAmpIuq6jgsWqYdcVy40fRwg7J0ABPwg5SF6pT4NzuXlZYzVwcGB2ra/2NRJV5QcSD8UMQht2kV6EE+L4t5BF6aQ4i9evNBms9HNzY1Wq9Xo8lPmmu/7/OPFhjC+vb3V4eFhOGs4IXB9fR1pbvy7EPROqrMv/FlO9D7mPSWHvAt59yYzFjc3N0Hy+3FHIuWZH753f38ffWR/oZA6EYsS5LnjXWlz7+tms4m89+4VZgy9PSjQZVkGwT2NsKB+BzrWFs4Edyi40uyKqDssIKjZQ3wPBY116e3nCKM7m6brw5UZ9gQpd1zp97zwyAIcAqxhUkyxXug/7RiRUdnY8+3/Z1l/kuW9997T7/7u745Af1d25eMKcujp06d69913wyHMcV7w0Q1od/h6pBH7EJnStq2WTaPThEMHh4dB/D6kUxPIhTzP41LPxWLRp/Koa1Xbrap2OL6NUt/UtWpZPkaliPWm0bbpI7vrarjHou3SsUtkKtEmZpjmSQY0dlppZgbFdrMZoq1TfzebjZq61jxF1ZH3W1IQ1Hly9iPraX+bZSpnw6XaTV337W6GOzfattWDpyOTVDdNnwom4XSWPtd0XaR7madxkhnLcRFq0/Rjk2Rptd3q4f5+kI0Ja8N513X9Ba9NH9nfQTwkgr5r234+mj7lzHw+D0dJ3TTKq6p3dnR9CpdoU9sqS+vkbr1Wkwxwd/h7RJsbk4zhXtPor7atPp/n+jdZpv+43apO8h1c7bou1jG6As5IJ0TcqEcHc5KCz/j7YBl7w8mpqTEGwQC28XneQ18Aq3id73sb3NicGnzob+ztKXHGfnZiZUrYQKCAizhw/XP+XdoyrcsN5KkhTB2OU06S8L9juxMW/l2fByespuSTG/bMrxOB/hyehSyA3KF9fqr2sT7Hvmvb0fP8+fw9m810cnISwUO7sivfq/x5YzcBOFKfYx15sXkEu7HDFotF6OBEbE+x2+UbeztwMb1fGXYjs9xO8L3LOPB536/IRk/pWRh2M1ZOJErDvq0ewW4PBJoS/8hOvuPPlYYIZpcXrqtPsYG2uOz3NDickKbv5QS7wSFs0ylGOMZICl7D7UTaQPt8PNq2jbvJfhDsdlyjPdijO+zeYfcOu3/4ZUei/wUV8kN/9atf1U/+5E9qs9no1atXsWmrqtLV1VWQkXVd6+rqSk3TBGmc57lub28lKYgvQJsNxyWjRJb7BREnJyeazWZBHkOGU6iTqGIE9Xq9Di+qC0c2sntn8SxCmLPRaDuEGAKH/tIXSPbVaqXNZhMkMcR827bRFqJ3PTe6R9UC/pKCzF4ul+F9K4ohPzeE7/S4md+eTD8gHhFO+/v7kcfbwQphdH9/H5HZDw8PWq1WQQTjBJnNZpF+ZDababPZ6OrqKsZxNpuNTgvgYGEcIDvv7u6ifQhGhCyCerPZ6Pr6OnLYM69HR0eSFBHqAByR8ozFYrEIxw2pR1jjh4eH4QyCZGXu1ut1pCQCDA8PDyM6mTqKos8tfnt7OyJgJUU6FL980wEeZen29la3t7dBKrtHn3XuSmJEPbZDdETb9heHcprCb6GfRqO7QsEP44PzBnKZH55DuiMI/+VyOXLeuHLFOmdP49wBqNg/KNiuWNMn5AMOKz+xwFpwxYDv0Qbfc6wz/seRgxyInM5pHvmuKxyu1CIziETnuCR71pUt2rhYLIKEp/3+OfpGpNA0B/uu7Mp3KxheFxcXevvtt0eniTAQcBriLHMnMnLBjUZJIQ/atlWnPtVJkffR413bqk6yLZO0v7envChUV1Wf/zrLhssqlfJopzpmKQI7L/rLR7ebjZpEoOdFf6Fnpz5XN3ILGdY0fTT31GDYbrfDZZp5Hs+fzedSN0TfZVmmzXarumk0L/rLQluTQdvNRm3T9AR8lqkoS83KUm0+XC7Wdl1PnqdxgsyO47htG5ejhnO4GU4NhdFFVBCDlGVDzvGuTylTln0aFaLaIw98UUhdp2rimN9stypSW8skt4p8yEWbF4WaOh3BTvKOS1PbPFdV1z1pnvXR+cxVCy6l9oVBaIYlY9FtNtom526T+owe5yfgPOKK196azfTflKX+V22rX6tr/Z7JdCLakLku9x0n3ChyOc6awfH8mBEHecW6d4cz7UQn8zRwLseZY7DNHab+eepyZzSvu3HuxXEZh/A0t7F/B7INHPb+sddpF7qCR/o5KeUOc9Yyv2mTk158zseHOn1P+/qhnVOnPkSOywEn3vzZ0zbzHXfwYxe4jTBtR54P0YHSkBPZP+fz3nVdtH2H3bvy/ZS/COyWhktGnVhnXRMJ7tGvLgPcfvKAKbe56IuTbY9hd/Mx2E2bnTSEfHXs9tOc2Edgh6f6RI64c0DSSCbTt8qwm3F37G4ewW5PM0E/qM9lkZ8QZ3683Y7dYAF9oO1uD9YJu6mHH2wqJ4WZKyfRnfyfyjzsQfCRNn+/2O2OGx/jHXaP18gOu3fY/RdZdiT6n2Nxkujb3/62fuZnfmZ08R/CEOFNXm4XUmwGUqpAsDdNE1HfkIYcz2JjQapRF0DA5wEP/yxkIu2mTX50DOGG8KcOPzqTZVnkTWeDEl27XC6D5GvbNqJYAQrIufv7ez08PIzGAK81RG9Z9pernp2dqSiKuOgSgvDh4UH7+/tBzHLUCLIZBQfCG9CAuMaz6gRk13WRP5txPT8/V9u2kRIEMhziG6HpUf03NzfRNiJtAUKiww8PD4MkZLxJrdJ1XRC8CDP36kO0Mi8U2s/3ad/FxUWcPuAkQNd18SxOMPixR57nXvWiKEIRdSXLveCcPOD4H4oPr93c3EQaH4hj3wc4PFhTkmJMV6tVOAkg6QF12sf6ZR36cTgEfV3X4fjxdjRNE+NGrvrp+LJebm9vP5aQ5jtE6kP4n5ycjBR9xp9+QgLjZECRc2B1JcYjzZumiTHH8UKBaGaMWVcYER7lgmwgAmc26+8GINpj6miijbTXTxUwXg7MtMGdWtMIFyfRcazQHifcfbz92buyK9+rFEWhd999V+++++5IdrGPcQ4hn1BaPToGmYPyC86B/9vtVkVVqZFUokBrONbpOkFF5FrTSBgI6bNN2/ZkrBTpTGQKO8RzZgR8J0k4udKzlGRfUfSR6EU2HPWOi4JTP9iTHc+czdS0bU/217XyVF9ZFOpmsz6KnPfyXHv7+zrY31eWHNaNGdlh5KR+Iwsgm4uyjGj3QslQSXIhT8o/+dNDfppcYlw58VJVVRDv7swIwy61qU1tLdPzZ7NZvNfgjE1zPEv6T1GWKiQ1SXfr1Ee251kf2a801/78TFKX5iVKaqe6TlV6r+s6HSZ57tFLyPx+iocoyLIs9SzP9b/tOlVNo99tW/1m1+nSCAy+42SAG3qsaTfMHFtZL/4+AQceteYGK3oN+oQTHTzX95TX4zoubXZdO05xpNcdA/iuNESeofewj6dGbTg10nyiN+D4deKENjBGfpKONrnMQJdjzF1nYMzBU4oTKo85893hz/yB/cgm5oN1423y/UIbfUzAY2SCE37TYA4+m+d5nEJDD6Mv07F20saJjF3ZlY8rf1HYzbplnfPsKXbzeXRw/6zbA26/s+/Zx9P177KJZ02Jxil20w+3C72P4DP1uXxw7CYfd56Pg80cu+m3YzfzMJV1PIvx4Dtgt9sUj2E39ok7MxwHaTfYjb3Be3AfzDHchRPxjBfy2+WeP5+5cUeA22IuOw9+QOweBTy04xQnO+zeYfcOu/9iy45E/3Mu+/v7+qmf+il961vfUlVVowsj8doBjkdHR3E8a7FY6Pj4OLy/RKbe3t5qu93q6OgoSPQ8z4NE9xzkkkLoXFxcqCgKXV1djQhSBDCXb87n87gcBeKZ6E6PCMXjuVgsglQkghQFgI3ngoNNBBh6hHHTNFqtVqMLCu/v7yUNXnSi5CFpqRfFpOu6IFb5fJ7nEeVNRADR4UTkOtnrQl0a8qFBECL8eRYEN2NzfX0d3u7j4+OYi9VqNUqLcnl5qcPDw4hSdudB0zQ6PT3V6elppKtgDLjchn4T9c2N3zwDZwBKgDQIRUh6vJg4JZ49ezYi4hkvTlJAqG63W+3v74fyAHhKw6UpTdNE5D8OC9YGEfjUTf9OTk60v78/uvSCkxisA9YhEQPsD/KgX11d6fLyUuv1Wk+fPh2RtZC/ENZ+tA6FBvKbFDTMJWuvaZqRE6Ysy3DooMz5+mjbNpwhzBmfcwUNkD4+Pg5nAM4o1if7kBQ6bgx4dAeA5QoJaxuFCMWNvPCAPRe1ArrIEch894jT/jzP4wJeHDh8nue5YsRr5Jh0JREHlPfZgZ91hpJ7eHgY9w6wNpErHrHhdXkUxq7symOlLEu98847ev78+QjHXPZitIBfGGbuPEXBZV3iIEIpLctSqiptq6pP/ZGeT32HBwfK8t4JTaqUTj0BnmVZXL5ZFH2kOoR5XVV9pLIpz13b9mR7nvcXhFZVXCoa+01S0/W5uHP1OcizRFBLios3yUdepnq3m00faZ36VYMHad/NZzN1CW8iEr5te8I5y6SEJSj889mQ8gqCvG2aiA4vk57Dvobw5vtKY9QlEp7I+zaNX5t0nHK5jLHZPDz0eciTI4+52KRorqZp4uLTiHQq+lz1bdNoW1Xq2jZkW1kUcSFslqW0NKnPROgXqS+dBsMuz/pc7Hne53+XhrQETSLp8zxXu14HlizTiT435tG5/MIwcF+SDtpW/+u61s82jf65pF/Nc123Q+o99DU38DwirrA5QPfjPfaFG9LsH4+4o00EEZBWjQvbMfCQ244NpJ5jv2JAg7HToAhIIj7P/gRDPXKKNrr+wPtuvHvACynxwDrq9nHyk1dO3rFvGCsnUlxXd0PXIxWZVycFkSMe7cdc0n7m1J3kfJ4xd0IBmYXu6AY7bZySAd5HbwOy0vtDOzHIeS7jQrt3ZVc+rvxFYjfkq+uT1EdqxYeHh1FUuTREibudRb3+N/IjnOGpnei6jt3SOBrUCXZpfEGmNBD4BCX58/m+y3zGzAla9rZj92yC3VNyvZhgt9fl4+hz4O2Gn1gm7G7bdsQJ+An7rWE39vKUJHe8ALunbXRHCv2lL7TJHR1gCuM10mXyXGvD7sV/BXYzNk62g2877N5h9w67/2LKjkT/cyiQhF//+tf17Nkz/ciP/Iiur691dHQUpB2R4KvVKqJvIaKOjo6UZZmurq70+vXriGa9vb3Vd77zHR0eHuq9994LAq8sy4juBkzW63UIkbffflvn5+d6eHjQ5eWluq7T+fl5ADeCReoF5/n5+YiYnM1mUT9Cko2HUoFCACDSLgTlVMFAwLswgLxsmiZSu0ACOjh5DmQEJpepNs2QtoGc44y5KwJTr6envfFby3FiIJxQWohKJvofh0JVVXr58mWMBXNbVZXW63WMsQM/hLF7KzmCSAoelDLmFAcKihTPd8UOAYvXFiHG/3Vdh2cV4Fsul+q6LiKwSTNzdHSko6OjcLLgNGE8yYvPmmLei6LQwcFB5E7nZANpejzagNQ+fsIBQtYdN3400POtkyqHn8cU1/l8Hvn+cQIAYkRoo+B03ZDqhTGXFOvJwYM1CjC6p9nz8bGOUEaYH48WybI+b/erV69CmfCjmGU55AznYmDaggNKGqJhUArcO4zjhzb4XJZlOTodwPwyp+4Vd6818+eKvStpDrDMxXw+j1znrH1X8Pg8a4HTBzj8qPv4+Fh7e3txmTH9mnrQXcHdlV15rCB7F4uFnjx5EtjAnvUcpn4UGqVS0sigyPP+VNTt7W04Cl0Zns/neqdtNe86tXWtbYo0LopCy6MjHSan6cP9vTr1KZ2yvM+NTiSy1JPZ+cFBpENpmkZ5MkLato8Ob5omLgItylL7RZ8uhtdRpOd5H5HUdl3k5pb6VCvsnMD0bLg8mAjsIjlOm9RGLgQtEqncdZ2U9jSXqbYYHqmOMkWu15DKHlUju5AsGdTKMlXbrZRlmud5nxImke9d26pKBsMsya9tVYWDYT6fq2n7k2Rd0+csn5nBs8V4K4Y88RjyQQCk+cyLQocHB9rb31eRW4R/N5zi4ZJRcL2YzaItbdOoVh/Zj56EMcP/bdtGWpkm3bkyT6l1tmkMSDODgx1s9lRvrItlXevvZ5k+1zT6H+paf9h1qtKa5gd5jmPeccVxWVLoEWAIugB7hfHDMMYRj84JhrK2pSGNmDtvwTPG1Z381MF70mCUeiQWz8EQ92eid7ih6WQW88/cgGkEbdA2NyTBOSekfDx8b7l+5GPNc6dz6bjLOnHiY2ogh+ywABknjtA3/PnMhUfUTQ3xkBftOD3elJhAl0Fn9XzETqy5neC2xK7sipcfBna7HeqpQY6OjiLgiWAw7AsPYpMUdhL1OIHKPmdvsm+QtbzuJJgTZBSXa7zO9/wk+Nyw28l4l93sZ77nnwcvnFR27KYt2EHU67yCt9/lALaHy2TGiIAnSR+RkYwxMmqK3W7PEODlDgjHmNA7zPFCW3h+8T2wm8/eG3YzD9T1/WC3nxpwUpY1vcPuHXbvsPvPt+xI9D/jkmWZ9vf39df/+l/XX/trf02vX7/W3d2dTk9PJSmAxwWyH43Z29vTixcv9PDwECQ6YP/hhx9qs9no9PQ0Po/Q9+hWz5d8fn6uJ0+eBCgsFgt98MEHqqpK+/v7EYXM5kbocAnpzc1NkMHTyxoR+hD/RLPX9XAJCYIOMpONh8D21BlOuHn0Ne9Lw4b2CGAEOO87iQxgIMARMChMkJs8i7oQaPxPlDdzd3R0FK+RX7ko+qhYos9d2LggPDk5CRIZBW+9XocnHRA/Pj4OpYt1wokExp8IgqmX0QUz4+2KE0ezIC3v7++DiIZEZ66YcxwqKCwe/b5er3VzcxMkO0oo6xynCOsM58L19XWkbfFTAXt7ezo7O4t5n+YTZK0A9Hd3d3Eaw4/aoXiwPo6OjmJ9sa8AE4hlIhz8pMhms4lTHq74OTHMj881cw/R7goM5LyDMnN3eHioqqr04sULHR8fR9s8osAJaFe8kAF4ob29DnAYDtS1v78fqXq4a4FTE+wD6vJnMgacpqAfALsr9swHyoIbMq54utcaIpzvEpnPGtrb24t7Fng+spG6iIR3kN+VXZmWsiz1xS9+UZ///OfjFBb3WYBlLnd8HeFUxdHjJ5d4HSeipDDAuq7T15tGh22rJpHaSjJ+YfeHzOZzteu1mrbVXpLbRJHnWRZ5z+fzudqEXZDBdTOcZitnM6kb7u2Y7+31ucqT/CLCmyjuxuRZUZbqaH9qa5uem2WZ5mXZp1lRimCXKeNpDMtiODZcN/2lmmmAg0SGUG6yPhVMDn5lQyoaosvJ9R6XdibjpIZgL0t10hDhPZ/3udjT2OBUmEOkZP1FoC4vlQyCvXRKqiyGY+dVMvrUdZEnfW9vLy5bzTVcNp5JMf41dWfD5afIdwwQUtZ4XvfSItG7rs/bjtyHRM/zfFgDCe/j8+m0I7hTVZU2Dw8qylJfrms9qWv9dtPoP2SZLotCmySjaZ8bguge7jB1/UMa5Lc0YIaTDhhgYDwFo9l1Y57t4ySNUyBM788AeyFknMjxfc1+duPPI9zcOY6B7/10bGbPo0+4/vWYEQsJggPZ650azhj3jIVHnBGAQX3ebu/71KClDvrhBAPY7CSG62F8Z+TksjF28gJD3NuOXs7zqY920jcntHZlV6blh4Xdvm+lIYjO7/6az+cR6IXNhZxGLklDXnT0eta+X9bYGXYTPcv+mgafTG0Rl0F8hjZjO9I/f58xRDZ5ZDfvIc9dxrvscyLZOQ9sKrCAegjokQZHgZ+s9qhdxmKKLy7POeFMm5gDxmhm2D0lM+kn4z+VdY9ht58OYIyn6Vxqw+7OsLv8AbAbewjuxe3k2Q67d9i9w+4/17Ij0f+MCovv8PBQf+/v/T391E/9lK6uriKSlU3Xtm2QeOv1Wnd3dzo5OdHJyUlErHLhY13XQZiTPgKCFVKLyF1yh/M+x1jKstRqtdLl5aXu7+91fX0dG5UNDTmL4EagdV0X5BqeZb8okKhxjgJBVLmwYmzcmwUR5z8INgckf98FJCQckdHX19cxD+7h9ssxASPyNgOgEMPb7TaOVyFQcApkWTYCubZtI00MAuX+/j68fkQte7qMh4eHiORlzM7OzkJ5o00I8TDEE7Hv/ZKGVBak9EDguVIGwbi/vz/yfmdZ7yTxgnKA157TDDhZ8rzPZU/KmaZpItqbeYPMxCtL7nqivn0OmdeqqqJ++gIYOQH9GFC6lx0SnVQ+JycnQTr7kcIpEFOnzyWkK+lmWAOk2mGfo4y7swjAQ8n2vPSSIk8/ChR7xy+1hYzG0UM91AFAeyRKnuexN8mVjoOmaZqRg8Ln2aMVcNiQ7sbH3iMEAEaeS5uYQ5xoZVlGqpapt9ojAlAeXNmmMLaM293dne7u7sJhxXfpO4oPJL6PPUrnruzKtCBPvva1r+ntt98OWe2RTB5JgkMH+coe8TWO0e15Nl2mIcNRTmfJiC2KQkXCQC7Eruq6JzoToUo6lDaR3JDGed5f+ilX1vPhUl/2F1HjGE2h7CbZQh5unjWK4in6aOw8kc1qmuF/jMr0HlHb6vqI9hZZtbenoqrUJbJAPGfiiIRkZp+rrkeyVgnTtlUVF3J2XRdOAUFQgJ9dp1mSC3lqX11VqvLhgqXZbBZjBubWdR2pZ8qy1EEybLdVpaoe8pi7swFi3/slpYi4RJDH2CR8IsK+KPrLSJHXWdZH0yutGy9F3ud6b5shhdW2qlSmtZtlWRxhB0eR5cjvoig0S22cdZ2+VNf6ap5Ls5l+qyz1m12nh/Q8N7qoHyx0AsHlPO+x19ywd2xBT+Nv1gL7b1rcaHYiiPU8JZQkuxxXg2461S2mDl1Jo0g/dDQIJTfGPUqUeqiDPvj/btQS8IHOy3PoI+3weWDNZrZPpnvI8Zp6XQ/yOfNoTyeMWDs+zzzfx9NlquutnvaCOXCSgufyuvfZiaxd2RUvnwTsLg27WcNgN7bolFB1YsoJLifa2HtT7KY/jt3hrJ7IScduJzGnz/Uf+uB7nc+SO3pj2C0NgUQud1wm1RPsdiK2Mez2/OrIZGTP3LAbGUU7ndSbYjf1wFPwXXcyuLOBufV+SRrJqqksZKydHHW7s3kEu912lAYbxbH1+8Fux9nQJy31iD9vh9077N5h959d2ZHofwYlywbP89//+39f3/jGNyKKfLPZaLVaab1eaz6f6/nz55F+oqoqnZ+f6/nz57GBIT7Jy0aEcNd1ev78uZbLZZBCR0dHOj8/l9STc69fvw6SDyF2e3sbqRgAwJOTkxEgQui79/Hu7i6ioUnFAFH68PAQOaP5bJb1+dohfB2AvW9sWqKTeR7jSBoNNiNCjfZ7DmWIX57JZ29uboIQ55kOAu4BhgR2JQTC7+7uLlLZoEBB2JJXHtL4+vo6vMiQpAhpz61NX2i/56AnktYFaNu2oxQ6kkbjyVyj1Djhi7PGc/4BeiiJpEPx9CbUST/4DKlQmBtIdgAEMJjP5+EU4qQACosrJlKfGuX6+jr2EPMBCcz6YM6m65Z6PYoAQU8KGRQ45oIxgEymfi8enQ0pDLhy7GvqbXaFjXVHJIwDLQ6yrutTDrGGiZ6hH6RVIuKadexRHIwh7T08PIy15soPY8oYex54H2uUTPoHiPI3kRDUD3CyLkldNJvNYj2hbPuedscUBD7jCHgDzNSBc5H0VpwqKIoiSHR3HnIMkNcYN/b6Y4rdrnz2Ck6kr33ta3r27FlEouEAZc0vl8uR0XdwcKDlcjlSSMEgZAt7jLsh2CukjpIS/iWiPJOCSG2327hQM0uk614iU/m/LIpIhyKl/N8mQ8qyDAK7SBgGbndtq2o+V6aUN7RpgsztpPg7z3NlifjNsj5XN3vLyfbNdqtO0n6WKUepTvs8S5hVJTK6yHOpLFWmZ+bJObDZbLStKhUY/LRFCudA2/YXqNZ1rTylRnEDp0ljUOSDYxGHXVVVkVceg+UhpWxDJtFvl3lt16drabdbdcmRUBSFsnq4GKtM9cmMlYrIsOiCrZXUp7bpo/Eh/Zu2VSnF/JIOppWUJbmo1Fb0iLLso+05xUA/+Awykud7WgMPYMAx3zSNurrWomn0M02jn21b/WHb6r9I+q1uuJgL2e7y1UkOMNKNXDeUGbup8cWedMPRo9PYN4/Jcd+LbshKg2Hs32GuqQusnEZlEhUHMeFRoeiazAW47s5hxsGx2wNKZrNZECiPERfToAJ/j3a6/PE+TceQ79IWJx+cAJpG3Llh7MTVdBwhRugjASvoscgmn3cnZ5wg8nXk47Iru/JJwG5PoSgNFxvWht3IICeWi6IIO0RSEJuO3S4zHbuxMSQNeD4hc71v7F/fr76P/L4i9iV4iFypHesswpRxYbyd9Keg17tNgfx07GYM8o/Bbgh2sHszwe4pae02juefhyT3gCeXu25veh8YT/73wCmeK2m0lhgHbBra6tjtz6AffxrsdpxwJwBjvcPuHXbvsPvPpuxI9D9FYbGcn5/rl3/5l4PQXq/XIez39/f18PAQ0Z13d3dB+u7v7wcpyQJjo3BMaz7vL3T0fMSQtZ7qBHCA5MV7CZnFBtvf34+8wUS+r1araK8fd4IQhkx1bxlEIpHKXdcFEb9YLD4S1U4Ue5ZlcVSOZ5EPDOC4u7uL17Isi4s3pUHgu3cS0lsaFJy7u7sgptm4d3d3o/QctA+BTR1EjruQ5AKTxWKh6+vrUNb4PkpX27ajSyYBf4+eb9shCt6j+BF2CDTWCSQ6JwJcyXFg8Utgp55CaXxjtEcU5Hmuo6Oj6CPjCPBUVaXb21u1basnT57EpZy8zpjNZrPIRUj+/5cvX4ZDZr1eR/Qw47vZbPTq1StJ0vHxceSYdwWKduP46Louot6Zt4ODg4g+Z95wciyXy9iTRDLzjOmlM65MsHeIGOdkwP7+/uiSUNaYryHfe7wGiX5zczNKCwRJzPpkX5ycnAQoeeQDyo+nqlksFprNZjo9PQ3nEKDo3m7kkactkoacdXzW1w3OHeQIfWUMHSSRDzh5puPK6ygVzJWflpDGxwGzLAsSHecVEUWu5CL/eC6KFI4MlE/W3q58dgtr++DgQN/61rfCKPbjvaxR/o6UGRrSFT0mW/ke2ObGGmsaOesGikdH5UUfjV6WZUR1B84kDKurqr/wshkuEiK9iTv1INHzPFdhuBDyquv6CzG7TvNk/HhUOzJEWX9ZaI7STD+6rr+oE/K66C/JVJapmPcXb0opx3fbqu6Go/R5nkcEdVH0F3SCo3meB0kfzs62HfKk50O0XERhm9Mvn82UJWM8y3PN5nNt0t6vEjmQ57laSRtz1ELEZ02jpu0vYs3zXHuWK9adfGVZhvMjcrVDYqd2l2UZF4VmzFFyMqjr1NV1H0mf5i7eS+8HMZ/eL4uiz4mfZZqntHBc/FoU6QLZ1H6/I6aczfoUNhqIE49cI+0awRHoLQdVpW9st/qxPNd36lr/Q9Pof2ware7uVKs/rk19YEc4diZGIRjB6xzFZ02C++iZzD3Ob/aNG+IeocVeckPc5wrd0vHGCRM3xN0QJaIULCWVHXqJExo482mL6/eSRrgI3nOpOTLHg0mQOexpj9RDnrgxS6Ef6OFTx7rPkUemuTHue9UNYycEpwSeEw7MnV9W74QAdVO/E3NguAdS+Pd25bNXPunY7fLDZRHyy2VZY9jt+5l97vW7TQfWQvhD+tFOcMYJbY885veUwHeC2PNk88ypPHCZWU6wm7qRjci2ZoLdLhMZb/riwTHo7bVhN99z7HZsoC3z74LdXqiHceWzhWE3fUeeOnYwV8h+J+V5H/kHTvhaZJxpv2O3E+4/CHaz1vJ8nIbn7u5O0g67d9i9w+4/TdmR6P+VhU321ltv6R/9o3+kr3/963r16lVEmm42Gz179iyEnOcWL4oiIsQvLy+DpPVoTIh0vNWQ73mex+d4/f7+Xq9fv9ZqtRoBuZNZnhoCIMZz7GDIZobUvb+/H3mP8ryPBj86OgrBRBTyxcXFiNCVFGSXE9JVVenDDz/UdrvV8fFxvCaNBXrbtqMLLNmcKARcfknb2cgQqpDKKCt40A4ODkLIHx8fazabRSoQ2onXDSEIaUsu88vLyyC5GV+fozzPw0uOYjGbzeJ5EPXkVl8sFuH1Q1jd39+P5oi5A1xxEuBFd4Xs9PQ0IoFdWZtGXgMUgDlj7KlMmAfWpEcr8FNVVZDDkMzr9VovX76MXOKLxSIIVAQzpxqyLIuc5q5IILT5YV1lWRaXq65WK5VlqePjYx0fH8eabJpGi8UiLkrhhMLNzY3quo67BHAWkCYEpYZxhWD2CGcHYRQXxpe15YS0R0YApDgiJMVlww8PD7FXF4tFzCHr2I/PEQHjTikcbh6F48oXCiHpemg7e5W5dU83fcY5Jg05ChkjaUyis15xWLGOPMoGh5lH3bhixN9EX9ze3urm5ibI/Gk0g0dCMG/sTxyCfnfCrny2y3K51F/9q39VT548idMbLjdQJj1iB9zFUYWBxnsouyisHv3GfpE0kgX39/e6tgizPMsinUtRFJKR0HnWp0qpm2ZIX0J0ihRkeyaprir5Kmdv7yXHV0Q65bkO02Wl6vroaaW6WmuTsj5Ker1eB55miXCW+shpZEnXdUO+djM+lfWR19tE7EfbU7/K2Uz7basqkcpN019MWhIRN5spLwrtJZmcJ6wOsiPpA4wF7YqUWEWh+4eHSLNSFIUKSBZz2jUpYr4haidhZORer2vtpfrmE/zN8rw/QZBI7CzLYu48UAKnRtd1fbqX1GYc6+Rx79q2d1LY34wlhPrU6dmabOSkQlGW4Uxxh33TDhF95WymeYqqwqnLumVNnzSN/mbT6Gt1rX+/3eqPs0x/mIIC3OhkL0Q7qiGVFjLa9Q8c4IwjgRqS4tIyjGuPHGQvudHqBp3rKlMDc0okeXTVyEkzMfzBNvay62PSkNuY9z0Sj73Hb57JGuU9b4M0GKvoid525tR1ZF5nHHmPufHv81nve1EMKQ2mYwnpxv9uiLsRjn6+3W4jaMXXiD/f28RnXCdx2bIrn+3yScJujw5/jPCWBt2a/UCdUzIKmeGyUhqwez7BbvgA9gv7lfY7OYkdB3azjyV9ZH9tH8Fu2s5e57vU76ko6KOT2849OLfh8s5tedrl9pQHwDhx7wE31DcNGEOeOfk5tZ2daKZNTiw7djs20Gawm3XCe1PikbYWj2C344yn7pkS9MwB2E3g1nfDbieAeX+7w+4ddu+w+7+67Ej0H7CwQL74xS/qi1/8ov7hP/yH+trXvqb1eq2nT58Gkf3kyZM4svT8+XNJ0uvXr2NjnJ2djXIjsyEhGgELiHaibUlRQWQmm/vu7k7X19chJPDY4aGcLl6/UNBJKL+cQxpfWkA0KcfgiqJP6fHixYtI9QFhiIB3oeMkLylReAbkIx5wSF02MBsbz2HbtkHwe58h3P3iU5wB9LHr+lMAp6enEQksKfKSu2dVUihetG25XMZ8ARjMSdu24RCRemWIeiUFCY8XmH4TuX17exuC6OHhYTQejJMfvUM4AoaA2vn5ebzOeLlS4WS6KwIe/YDwhhSfAghKnUccM05EYc/n8zgV4NEFXddFNP/t7a1ms1mkLkIRgKx2hdCPuEGCAxpEuZP7H88zXmJJkTpmvV7r+Pg4BDxz555gV4JR5jwigb3hEf3Mi6TReNNunzv6mWVZnF54eHiICHtPG8Npj6Zp9PDwoNVqFXcSSApFihMvEM/IE1dQaA/Gx5REl4ajV7STcYTUZz2xZlw++ikSSHv2mEcucCqAPesFRc+VP5S9w8PDcDTwOd+PboxMFRWP4HkTAX1XPr4g+09PT3V6eqof/dEf1cXFhaqq0mKxCBnA/sO5LSkcVsgd5KRHdSAfkJEY60QzsY9Yy3y/qir924cH/bSk/STLOinSpvgqbaXIt83npJ5Ajws9UYITSSsNl3/OU/qWLM9Vbbdau+Mw7R9lQ9TLlmihrlOuPg971bbaIMcS0c4lo0VRBKnbNP3FnllZSkl5b3E2pkjtToroeAyNMvW5afoLRjsMuKyPyubk1nxvr4/SVu8wqBJRvJcPUXANzoZEviNPt9mQN342m8XlqbP5PCK1m7btHRFdJ2HIl8Opt6bt07rM9/bUJOOISPG6rmM8inSaoGmH48zMU5730f6QAEXSXfI8XcpqGE3dbdv2zoduiFBnjknp4gbMzKK3+O0kD+lwWCN5MaQ2mB7PL8o+PVBT15pVlf7SdqsvFYXKutYfVZV+oyh0mfDZyQffK8hnJ3g8Ty1OV4gX+oceWFXViASa6iyysZ0a126g0o5pZJg04IaTRcwd3+d1sN9JBPaUExDo+pAKjp/oWujAkCIenTbFsKkD2Qvj4eSDp0/wNUNxQ9hJgClpxRzQb9eZQtZMiB70DPpEG11++rx58Tlxh/2ufHbKJxm7Hx762yKmRCCkuxfkKp/z1+kndbEPWPPINnR7D/pxMszlre919iI2CHq1t5kf9Gon3pwUd73asdsdDcgJnz+wmyAkSaGPO0lHHS4zwG53dnAyHTuccXQ937kB2sMagfx1u+wxeUf/fT0ij+lradhN+x8bf5+Xx+SwY/f8e2D31H6nzY9hNwQ0HApkLv8z7zvs3mH3Dru//7Ij0X+AwgL50pe+pH/yT/6JfuZnfka/+7u/q6qqdHZ2prqugyQlOvb6+lp/8id/oqurKzVNo+VyqePj4/DsbLdbXV1d6fLyUovFIohBBCiCrm1b3dzchPAjz/rFxYWWy6UODw91enoahK2DBxG/0uB5kwagf/r0aVy4yaInihvBgHBEOEPmsbmaptHl5aUk6fT0dES6onQURRH1InQh0cg/7d5SPwbGjys30iBwuq6L6FsixP1STdJvkDaD6G/SWwA8KFSLxSIIcI+ahvhEKBI9DLkIKLiHm74AUp4Kh2h0P4p1f38fZCTAjAJwc3MT0bg4CqTBg42g4zse3S5ppCwCHMyDO0AghwE3cr+jZLhTAcJ82mePFPAxpg3r9TryXHMagOhoyFBP0eLrCDLWj2ienp4GIUs0OkDEWri+vg4vvaRI1+IRCh6VzxpmvwCSKANOAOMk8HVAlIp79qeeXql31JByBuBmHvn8NAIGGePPxRE2n89HDhkIeFcq3LlD+/w5KGDMLw48d465goeMZG0D7A6stBfZx3c9yoB15EoCSspyudRisdDh4WGsRVJOsX5dweK7bgwwn1PlZVfe3MJcn52d6Rd+4Rf07rvv6urqSm3bBkYgbzlNxH0mpEbisl8cd2Dg/f19fJf9hqx3bEI2ujMI+Tnb31dZ18omxDLpSSRFig5pIMgX3PlQVT3JrJ5QbtqUdzzro6rbth0iy5N8art0GWbb6j7pB/v7+5rbcd2mSTnLsyzqzbI+mtwjiMqyVJNlahPhrrYNcrbrOnWJzOa5koLw7dSnYcnaNtKg+KWa7azPe95g7CViGHzL8/6C0CyN23w2CwKcfON13afIof2ZpE2SpUR9t4mYznH6pbFqm/7i1K4d8qkiR/bS/EFG13ZkPs/7y2LzPI9ob/S+WXqmlAIzEiHPhaNT4kKpbx2GTRpf8r/jAMlSfRD3Hm2XpT6SNgZHTGkGGAQ9BhFkCinQwEA/FZUXhZbbrf5qVemnikL/UdKvZpmu9/aUlcMl1PTVDXFeQ/dzgxZDzjEdnVBS1MGPEwiOt+x/f82JH9rg70/xUhp0TepzLPVoVN7HaJXGR9jRJ50gmDqdndSZYizGvRujblh7tChjgpz5OIKNZ3nwCGNCYbxYF04CePTZY/WiF3jkL3vIHeBel///2HzuymejfNKxGxtiSiw3ht1OwrKHSNGBLSVplA4F/Zb/pyQ2GPFg2D2bYDd7iHrdfnHs/jjyHTlIXx4jwDzA6TFd3olbZJFjt8tgsAo578E0bjtVht2Mr8sf+s58I/Mdu+eG3chUx263GabpXyleN/L7Mex2EtUJcebBP8d8OHZP15AT3Y7djNH3i91gzTSVD7btDrt32L3D7u9ediT691mY+HfeeUe//Mu/rOfPn+vf/bt/pzzP9fz5cxVFf6HlcrnU22+/rdPTU11dXemP/uiPPiJUfCOQvqRt2yAct9v+ll/Ac7FYxGc9qb80RIcvFgutVitdXV2pLPvc23jdLy8vg6ymDYvFQpKCOG/bNiLDw0BMJCo51hGIXO4HeCPQ/RhVnudBZBIN3raDFxyhkGVZpElhg+Lxg1BF+YEcZ5OjoBwcHGi73erly5fR/uVyOcrhTEQ7nkQE+na7DUWLPPQIupubG202m4g8B4w8Qvbu7k6vXr3SbDYb5bujTicaSbvBnCPMiPDFacK4kucacENhur6+ljREJvCe9NFjYz6fzJ8DCm2jvRDxPnY4FjxKASBBoQBQPE0IaxPC1qO5y7KMVER3d3fK8z7l0e3t7WhPuBPHL/BxDy3KxtHRUQC/R++z/46OjmKMIKJ9vKZKCoqaE8qsDY6DuiID0PjpAy64RYawNyiurHt+dq+TtnBHAp9n/Zyenurw8HCk0LE23PnkfXGwph9O/Hu0AVE4HhnB/EwBeRo14Pt1Ol++ftkXPg60B4OBdDU4v1Dw7u/vdX9/PzJIUBbcK++KxTTyfVfe/HJ0dKQf//Ef13K51AcffKAsy+JOEvYWl9U+PDzo5ubmI8qmNKxpZIs0GFM4D9lbvg/BDFfOpV6O59utmocHzfL+JBGXVD6Y01kotCnai4tIu66LyHDkeVn0OczZ93meq5QCj8ORlAjokeGcDRdfRTR4N+SEzIsi8qyzj4lEbxMRXiEvE7lM+hSZwSANzl9OZnXdEFFGepkm73O0N6lNpDVxw74sCjV53kewJ6O3SYYy8k/1kPIFYuHu/r4n16lzgtlKY1JXlbaJ4Oaz6jrNEqaWE9JkniLfc5ODdV1r8/AgJWylhIFlxpa/B2bkqX/i5A9to71dF3n0GTscC+TV79o20ta4EdpXOzgpmB/wzrGOAAh+sqSvVdutDopC32gafanr9J0817/LMv2eOWV53hQ7iU5jX7FXGI/H8GxqnE6NNCcs3JEMPtFv2sB+xsj14AN3Mk/nTRr0LjDTyRiP7pvOK3qfG+Me7eWEAFhLn3jOlBSYGrU+3h9nLPs6eKx/03q8L95mH4epXoAR7jaQy6dwENpY+M/HtXNX3vzyScZubLY8YTfEpweM0QYitT3VwnaC3chF3xvSR7Gb/ejYjX0KdrutIGnUP0+TQp+w4dnj4Avt875/N+xGBjmZS5sYayfd6SOEdT3BbtqFLMDGYh6ROdPAHifHaS/vYQ9PHR7YKG7DEKyz/zHY7fLO33Psns67YzdjNY3G97XDuH037C5/QOz26GrGgba4w2WH3Tvs3mH342XHJHyPwgJ466239M1vflNf/vKXdXh4qF//9V/X5z//eT19+lRd1+nly5e6vr7W0dGRTk5O4nJL0nog0EhbAfAvl8sgVMlDjSCEKIR8dvA7PDwM8K7rOoguSVqtVjo9PQ1i14+okQf8+Pg4olndcw+ZxsaBQJd6AKaNROquVquPADIX+QHojCGR+kQPQJJCjCHYiWyvqioiqrfb/kLGtm0jjzhRu54ehP8hghFkTroiGCCDV6tVkLBEPEOUIihwCNCXk5MTHR0d6erqKiLDEZRd18W4uRedej0dDKl2AHmiCZwIpk3URSoLlBaPfEAJ6boujrrRDxS8qTAHEAFUqVeQSIHj/QD4XdkD4GezmVarVeT5Z34ggMuy1Gq1CmDcbrdBZKOMrddrHRwcxHgvl8toy3q9Vl3XMU8urImc91MNkmJtdF0XUe2kEZkea3JPOyQryolHsHh0uRPWrC+P/kfxBXDJy833WO+eT80VM8hjHGjb7Tb+JwLm4OBAZ2dnsVadfKce2h2Rm6ZY0Geic1AweQ/l3z30RBew5tgX7DPWp/+wTr1OnuHjiEEiDcCOgcL657s423DceBQA7ZoqEF3X6enTp/qJn/gJ/cqv/EooALvyZpblcqlnz57p/Pxcs9lMH374oU5OTsKRjKx2JzX7Uhobt8gC1isyn/0zNYDAHz6DAwmjjXqV57qXlCVZUeRDCquu6yOOWfv7KX3UJuFRU9fabjZBhudZpq4oVLvBjRFpcnuz3SpPxGuRCN9wLrF/0hi27RDtF/u5KPr0J/N5n7+8bSOyvWnbPn956kfcH7K3p7IotKnraEunXs62GCxJHnXqieUsz5Wn55WJDG67Tkr9JqUKci4i7ZtxCjD6spdSwcySLC7Lcsg1nvS0iAA0EqJJYxDOxSyLFCvI0CK1rSiKIKNDhiUSPi2qweGYxqzruv6SWPXEd7Q9OUVwXnRdFxe3kqu+TeS4ylJ520fhi3FNYyjDfb6XJaMTHZCgCjf+PHJRGk5QVZwq6PqLaXG+1nUtNY2+Np/rR/Nc/6Wq9K+qSr9tYzEluMAFxw9ktaTINQtmT41eN649oMPxyY1ang1G8j03eOk7+5Z1lOdDxB2YMiUFvH6P6ON/9Hr0VPrjY0Fd3m4nEHz8nJDxeaI++ui/p8b4tO5pX9AbfNymz2CcvH70hdgjRTFaV07gUKc/1zG86/pL9p4/f64//uM//giZsCtvVvk0YLeT3H6aGpnA52gja95tLmwo9tbI0Z32j9tc8AFOaCI3nZiTHsduD/pxHdvt8il2e17x0FukkSxkj/NcJ1ensgo7aM+wm/doE39TSAXzYNg9JY2dcHfZ6diNveLY7W0tJ9jt4zvtT+hoE6fMYw6JqVxjrsAZeBrG1cdwSsBWfwrsdvK+mmA33IMT7j4WO+zeYfcOu4eyI9G/S2ERvPXWW/rFX/zFiDh/eHjQ+fm58jyPizo2m01EjEM4cQHnw8ODFouFbm9v9eLFi9hYVdVfjkkUKRG5kKRt20cIQ/jxbECN96+urrRcLsMbj5fW2+F5xcmdTjvIWX1xcRGCE+HadV1cKOg53sg350LIvcAIKEhb2oMCRE50QIM8z1dXVzo6OoqNTQqVqaCDhHOClrzipPrgfX4QZkdHRzo6Ohp5yVFwSJHCWOHwILKBNCpZ1kf/n52d6f3339fl5eVo7iH9ASSUEid9Ic0dJDklwLpCKEGE43RwZYf2oJgwJgDZer0eHdmCaGeN4/hwLzLAjKOGvuMUyfM8LtVBiUXB5PJU1ifR5owrc8l3meuqqrRer2O93t3d6eTkJFK9XF1dhRPCL/ShTQ58HN9kDXRdp+VyqZOTE61WK7169WqU1oX58egECsALgDO+rvTy+dlsFnPgn8/z/gKg9Xodyo6T6Pv7+6NUTK4QuAK+2Wx0eHgYdd7f32uxWOjk5GR0TwIpXVy5cGeI7yNXDFhnkP6M51RhQSFHHrnjzB1/foTPwRzZ4eQ2JDp7yMcBZwIOBFdyOf0wdTbyDFfuGcfj42N99atf1a/+6q+OZMuuvDkFGf3lL385otZwOrkhStSTG0c443iPdEvSECWz3W5jrfpRYGmIXnIHHKcr/P2Hh4fekC0K/eHenv5y21+qSWR3WZZ95HDq0+bhIXKJd22rKmHaQUpv1CYSlt8znKymYEfuyYQ7naSuaaT0P5eX5hDcVdVf5plSvUDgd10XKVq2Kd3ZPF02KvVGYGHPSB3v5UDRp1ZpklNvbz5X3fSXnJLzvW0a1W07XKjZddqbz/tnZCl1TNuqSJHg5FLPJO1LcbmnNpvIpV7OZn1u+NlM+wcH/ZH/+/sgrpWMzM1mE+lbcsjuVLc7W5FToZPM56q22/4y1NRfCP28KCJVTjghyjJI8CZ9rqnrIL236C1FEfPVQK6kOSzLMiLNwcG6GY7C0/e2bXviPMukZEjWdR0EvRMlrM+6rrVN+Ol95btE2pPex0/jYWB9YbvVf/vwoD9sGv3n+VyX1XAfixvF7lydGmw4xtELfF+BKf63ywCX7x7oMMUj/uYz7HXkAXgmDXovWIiO8XHGuOvD1EnAB3oVdUyPtTMXH0cAuR7rxMG0f27U+vw6+ebk4ZS0mI6r/0yNfdo91ZHAYie8kKNTZ7bry653FEWhi4sL/cmf/MnOAf6Glk8TdjsR7Po1BBwFO4p2sL9ITchn+Q2R6eSY50V3mcb/0/2IzUdwFnLZZTipSokolhTBNq4XUz+yj89AxE+Jtinxiu7uur07J7wgy+A6nH/A5l2tVhHo5bIb2wx543Lru2E3a8VluBOunlIDWQS+1IanLt/cuUB93hbqcFmH7I1TduU4B7k/ywn6x7C7+i7Yzbg4Xk+xGxsdDK522L3D7h12j8qORP+YAun17Nkz/e2//bd1cHCg6+trvfPOO/r85z+vpmlGhNX+/r62261ub2/11ltvSerTjDx//lxt2+rly5c6PDxUURQRfZvnua6vryMf+snJiYqiCDIsy/rcVIeHh3EB5s3NTaQVQRAQ7Tqfz/XWW2+pLMsgcPl+XddBZEJCsbmvrq6UZZlOTk6CxOdyRkkhEBHQKBV5ngehx/9t2wZhjuBCSZEGUty9dnVda7Va6fr6Wuv1ekTsETUMcEJI4/kjRQftJvLfc38jEJx4RrAC5IATfSKyHyGOwkV+cNpHagkHboSjCzyUQvcoOvnqkdXUR+49nu1RFB5t7hdJ4pTg77Ztw0nic4jwo1APYwYITL3BHrmNsAY8Admzs7NwsuCAuLq6irnhdSLREbQ4dMqyDM866YlWq5Vev34dziruBEAhJtIEgCTyAsWI3IeeNgdQdacGxDv7K8uyUfSJOzzov59Q4JQIihXzj8OEvnmdRVFEzn7mzP9mfPlB6T44OAgnHOmQuGCU/niEBXtH0igq3SNscMCdnJyE0uvjIQ2XI+EcY858LH1skDO0RRoIfFdQSOdCXa5coOS6osK4IHcAZd6b5nHjtAkKj0fr7MqbU1iDi8VCX/nKV2JfHB0d6fj4OOQfa4n1yskXSbFWuq4L/AEjkAt+T8b+/n68j1zB8MPw9fsOkPUe5bK3WGiRnJddIoc9R6i6ToWtd5xYmfro6izLVBaFqjqlDekHoyegs2x0MSX7gWjtDuMrEeZN06dNaZtmyLWeSPEskezUtd1s9LDZaFsNqZRwxldV1UeWz2ZBjtP3vflwkVRRlirTfiT9SJtlQ+S1Ec9gBTKENDL0qcjzeE7ddUGOI2do3zzpATV1pTkOowOZl2Wap/doL6S1NBxvx+lB2pkupXTJpP5i1tQGjzYvDdu7rovLR7uEHXH0uR2iyZtEyFOiHhy9WSal73RdF3nnIx98WhMtpEiSw23TBD4y3w9pjdflYCoEQV9VQcq3phtg4HGiaLPZaHN/r/O61t+az1VsNvqVqtIfdMMRbQ8YcOeqY+SUoIm5MGLEDVhpiIhjfbD3HMNjHNP68OhGx1/WHToGdRLh2E3WqpNOjnNu2Ec6pHyIXnX9kTZ7hJvrZNTvuhoBEe78Zjyok7XlUYq87+QR/fK2OIkxdao7vrOmvY1uXPtcTQ1+HzOeBVHphMeuvFnl04rd2HbYgeUEu7HVptgtKZ6P7cXrjtXT/9HXsTnZz05eIlOlgRR3fCOYir49ht1TYpS+zw27XV76M6ayEBnm2C2NsRt54uQ2Y+PYTZuoazbB7ulYPUZG8myKR2LDH/h8M7b0czbBbvCknmA3Mh2ZOA3Q4vQy7eU7LuNc3vOeE5TNI9jNGi8Nu1kXzPfUrn8Mu0mjCu/Aet5h9w67d9i9I9E/UlgIb7/9tn7u535O5+fnuru704sXL3R+fq62bfX++++rqqo4Yta2fe5joqFZWE5YQ0itVivd3t7GAm7b/tKT4+NjNU2j1WoVggrvMeQTIAlxDll3c3Mjqb94xQkzSGeeBdF+eHgoSVqv11qtVgEa9IHoaCLQcRDc3d2paZq4/HS1Wo1yEyOUIDTdo4pHc7PZ6Pb2duSBdo99Xddar9dBCnJpoKRol6SIROZEQF3XI6+ge2QRBi6AyP/uRD7gAhjRV0lxeSvkJfNOehxOERwfH8f4UO/d3d1I0DgQe7542sjY4PRgHXBRpKekcYGLckiByGUtAqzS+EJW5gqllLFwxYY6uKyTNDOccMjz4YKR29vbIMfJT+hOJJ9XT78BiY6CWVVVOHiIROdUx+vXr3VxcRF9Lss+5Ysrk8yTR4bgcDg8PIz1joLACQUcQziHUEIATlfkiE4g8h+FGqCVFF5rflxBRPE4PDyMSHEnj50Y9uOX7EtIdRRxFB0UEz8BgWMBB6BHcbCOcLpglKAoTBVz7zttdQVEUuTv5zlOjk8NBPrmRgH7EaeOv0//iLhnLbMvWLN+4e1s1l9M2rbt6ATErrw5Jcv6XKnvvfeeDg4OVFVVpFXrui5OP+EwxOGIQ/Yxo4+9ISnkNXuXNYixzB5xR89UvoO3yA2pd7j/uyzTj6bnzkymZ2YAhBOMaPC2VVYUqlIfcAgTgc5+r6pKXdunWGm7TlU6vhtkqtK9Fvlw+SiR3k3TqJb6tDHpOXnWE/Z5nsdFoW3baptkXZHnqpVygJalym44HVIleUFUIaRD27bDJZ6pPtKWKOsJ9bZptOUUlY0tF4Ay7m3XqUxjFc7DLOsv+iyG/JIcr8+yPmBhVpZBLjsBkhZXpC8J41FSl0h6otSzPO8J5rQ+8qJQt92qkyIlDSQ8Y5ml8aW4DslY8L5fyMpcgUkQ7sr6aP8ZRqkZvWVRqOlSRHuWqc6GNF2eRgB8DyIq7080YGiDTZn6UxFErNd1n4IGvW273eo+Ydv87k5v39/rf/fwoN/IMv1f61o3qU5piKp0nJXGUXsEaNBf5pF5njqgvV7HB8cZx0iMYr7nRqEb2J2Nu+tZHrCBTHJdzUkD9F9pnK+Y9k3JCdakBwC4PEIGoYdjY9Aungv2TckaCkQK8+IG9hTnfWycnHKyYmqIuwMducBz6LMTdz4WHkW5K29O+TRjt+/TaTTpFLs9yAm73OXb/BHsRn/FBgMvfQ86QT0lGmvDbpeBfJ8x4Nl8B4LNyfiPw27kKPUxp4xN0zQxZj62vOf7fTbBbreLPw67va1T7HZSf2qD0zd3ILj8wY4LfSz7aOR0/THYzVj4+xR3JiDbXV56m8Fu5zWcL/he2O045djtc0+92EfsGXCAO8weHh6UZUPQ4Q67d9jte+mzht07En1SsizTu+++q1/8xV/UxcWFrq+v9eLFC+V5nzrhO9/5ToD98fFxCIG9vT09f/5cy+UyBNtisdD9/X2Qdn5DMQvu4OAgSHhJASBt2wYpeHR0FEDy8PCgV69exWbbbDa6vr6O+omwdeILwYnQQdgSzVuWpY6Pj4NQhLglzQxHp1arVZCc1LVer3V7ezuKlKX9XJjJxX+kriCNjUd3u9LC5oeghiBEEEPMVlUVpCfCG6UDYeyRsIAnBC/gm2VZfAfvnm98nBpTwQm4LpfLELJnZ2daLBbhsEBoQCTSBgQn6WJQDHkfwZnn+SjHd13XWiwWQQaivEAWO9AjKP2YGmPB8+kfaUEcSFjDkiItC+PjHl/aTMQ3jqKiKCIdEet7tVpFPv+IsrN1yXEvxuv6+jrWGevv4OBAL1++1JMnT0LJYQ/VdR1R54yD723IaCKfJUV0+/n5uZbLpfb29nR7exv75jEFlXqYF8CRnP8oEg8PD0HmM5esIRQ/flgvfhQP5Yb1XRTFKNe/f38a5eAKAHIFB4FfYOukvjuUaC9yhjmjLtovaSRn/Cjm1dWVNptNnBL5CDGlIbe/HwtFqfBTLuxvV4LIkejEuu9f5gLHAs5MT7ezK29GybL+8mDuLSHND/L99vZWkkbHitk7pENDSZzP53HiyyOF3KDEaEMplsbRIDyLPYJswnhomiai4eq6Vtc0umxbnSYSOOs6iagk9dHMgWvpIkccmkGgaoiiyxJpvNlu+89XVeT97tpWVTrBlhd9HvJ5+l13w4WZdVX1ua+bJlKsbLfbUXQ3UelEhEvDRcFlWQ7ksgbjrm0a7WEgp+eSS53IeY+mIZqby1SVyGBlfcQ6JDpOhyz1s24alW2reSKA3TBjfvI05/sHB5onGYMBk6kn/aWBLM4SoV9XlZq67nO/Z1kf7d8Ol5Eif5n/tm37C0fNkdq1rbKyjAte6RvSsSgKqWkGpwJGYFFE/+qqUjubxXMh1bmAtq7rmMMsy9QaeUKfmqbPcb7ZDhfBBwYlPWdrJ6gaDLiuU6vhSHib6pEUl5VXVRXr767sTxceHh7qR/Jc/+em0f+96/QndooODJti99Qop28eMMKedEPcyRpwg30vKbCA7/Md9hFYApY6zvDDenGdbBpxR52sBf++EzLTPqNvoFd7hKl/NhxKZvw62eCRaX4qzNvND4Y4e4FxRQei0LbYL0aYedSdE3a0lzlwMmE6Vuhd3p9pG3bl018+7djNWneyzsk434Po0lPspl3TiNdpFDx2LSdwkT/uHCjLMnRn9jA2lhOSbiM9ht2MC2PASVfsGCcIXfa4vKHdjOv02U4SO+H3WHSvNMZuvoON5dhNmykunxgbj2B3jHgMuwko8vl1HKBvFMac73u99A9OxMlNbB3a70FtUzkaQQ7JSTLFbjgKP/3s/WQ84T/qR7Cb9Vcadrs9vN1h9w67P8PYvSPRNWz458+f6+TkRH/5L/9llWWpq6urSENxfn4eAgNQPj4+jmjYJ0+eRP5mjnQBvPxPFDiLCIKO3F4HBwdaLBbhmYNQOjo60nK51M3NTWxaBJ8kXVxchLAAYG9ubkaEYdf1uc2zLAviHGLL8465APENCLB6mhAINzYNqR/Y6GxITzdydHSkpml0eXkZ0eQQs/v7+zo5OYnjQ13XhYD140bX19fhYeVzDuSSwkMNeLtHum3bIFD5LHO6Wq203W4jtQ1ghOLj6TCIgGZ8UYoiqi7NhQOpl67rIk+ek5gIdtJ/zOdzLRaLIMP39vYiLQXH8fzEAX1GYAEe/pork04E+zpA+NFWvgvYorCi6NJfUvMQce4RCh4J784Y9guCGNBer9dB4BM9fX19rZcvX+r169eazWZBmq/X65gnxhtC/rHIYx/ri4sLPX36NBw2RJZTjx8JddBknaPsEIXOGM5ms1DwcBixR3A4sXfYX+7wmCr5tIn5dPnlSoCvedbn3t5eOHiQD0HKdONLRBywXfH0o7TIKY4QIpNYC7SLvcs+872Q53k4LthbKOGes5616I4MlzlufPi8MvacmEAmupd/Vz79BefVkydPwnmFkUskmyujOC6zLNPh4eHo0iwUeQwLV4RZL+Cf31Xx2LFn9ghHa6cGK6ebsizTVdfp95pGX9tsIvUHl0nOUyQ1xHlR9vm9m7rPeZ3nw+WUkoIY7tLfRVmO9g44qPS5oiyHVC15HoRspBvJc8339tS1bR9VjKM64URZltrb3+8J3UTmE00f5G3b6gGHtJH+yJcw6hJ5rTQPcsI3zQWlbRq16fvbZODvWf/IMd40TeSFb9JreSLWlWQckfWBS4mQlvQROcFlqF36mzmExHdn3jwZc03TqChL7c3nkQ++ToZOlvXR6UGWMzZ5riz9TxS8siFyLpyYaZxYB+RLp63Ux9oObM9SHv20P8htH3vB5Hid9JhwxKh3bHToXVkf1d4mvN8meV/VfV71uqr0kKLj7u/ve52yrvXfFIX+aLvVv6xr3TWNlIgK8ATM9cJY4xgGd5XmhTaDY6wHN2CZa+SCR9A9ZrC6ke7ElRuIHgDh0X5OJDhx5e10coaCLEEP9ACcWIvseXvdnxdrvhmiLz1CTxrIGPpOPY3tXScE+Y4HwHh7kJ3eFv5nbJ3YcL2Gz89s3zBmThbuyptR3gTspo2uZ3rwSpZlo4jzx2xXt1FdVpQfg918biqX+Jzrw0TceyBfY9i9v78/CixhLHz/Q6Y66T/FbpcRU/16it0eEAM57/3DjnH70W1Pt0+KCXZ7mx6TFU6uO3b7eLJuGAdkMLZqY9g9tcGk4YLRKTnPe07K+jrgfcp0TN0J4Tb5ZoLdjneORT4uTtxSn9tqHsy1mWA3/BWcGM6VHXb3ZYfdnw3s/syT6Cy4z33uc/rWt74V0bgvX74MkvDw8FA3NzdBZHoaiqOjI7311luaz+darVYjUKrrWsvlUtvtVq9evdKLFy8ilYk/n0VHdDjkKQR01/VH2chzzqIkN7fnQttut5HLnLQtkoKUJUUGHn2EIRHzYTDVw2UJRNyenZ2NUsHg3ZQGId00TUTQAwquVBA5Op/Pg2gFSElLQZQ5YwMRi9KCR5j+A0IoR4eHhzFOkKwoQSgH/IaMdA/69fW12rYNp4N7uf1Zm80mvKnuDXbPJlHzkkbjgbCCJGV8PA81wnc2m0WurKnyRJS/54onYsC9tNKQwiUIlLRGSM2CIEZRcMEMKNIGvPj87wKby25Zb4Ala83nhjHHg+7AuFwug0THWcCxsqurK71+/Vrz+Vy3t7ejiGQUHhw+REPjqGGe6roOR9Lp6alOT09jnvf39+MyYL6HglAURZDz1Mt+oe0+fgcHB6NjXzhwUG4hov3WedYKe/AxRU8aR1f4GnQlgDliffGaK4sAG/3mcyhCHonue/rg4OAjRwipl7sibm5uwjlA21wp4LOsX9YRjirkI2uRPUMUAzKIvvB8j1BArjn4v2lg/lktx8fHev78eawDotAwgsAplz+StLe3F6eIwHP2liu+3MuBEeyF57Befe35sW8c1XyH9YyMQF785sODviRFFLGULo/M80iRURRFT/hmmaq2v4g0yyzlSSKPOw37/CCdyJCkartV3Qx5tSMdS9epTaR8ONbS87NkDJRp/zxsNhGN3kmBV5u8TweTpX62da226zRLhG1RVWqLYrSf1fW5yxkXItHzopCSIQfZj3PAU7nQzrbr9MBdIfN5H60+6/OS42CASK6bRnmSiW3XR/w3TTNcttqN059ls5nyRGCTRqXB4E3kcVEU4YxwQ6NMkeYxnqkPdddHsxdFERewtolcJ9I7nNjSEKXeDc7RAv3HZHIHkZ7WAxH+eTbksCzSGHbJUZB1nbqEY+RRbdq2Twkz61O5tG2rKpHlRZ6Pothj7aWxm8/7C1br5Choko5VVVU4xdl3ZVnq60Whd/Jc/6Jt9Xv5EOXGsWR0N/YJeIZu5Be0cxITnQJdzwNNPE3YlOhwsoJ1yr4Fd12nZY4hHTIbZ8duaWwg854/cxqp5d9zY9UNVgoyi8+hZyHzvG7kHLqI6ys8qyzLILc8Oo1n8tkp+YguwvOd3GDeGFva6p+jjqmB7+/vyptR3iTs5mTnzLCbNYtdNJVDnpZjSuCxB/cNu9GfPbiJ35Dy1MXzIfJ4Njo1+wjsdrIMucE+zLJsdBp7SlgzLm4buDx0eeXEqLefcSYwy+1L/5zLfx8zb5NjN3Pp5KI7AVze0T6X624ruKOC8XDZ5qce3GHAdx27PdjOSUa36fx95zim448NCnY7PjqZ75jhdrvXBXay3+rvgd3ebtbQDrt32P1Zwe7PNInOpH7pS1/S1772tSBrsqxPA3B0dBSbfW9vLxYXx1myLNPNzY1Wq5XyPNfz5891dnYW310sFnExJMQ7l3xCwEGqQ0Y56YbXj42Kl5tc6E5gQnBlWaZnz55FRHRV9fm/AXiI+bOzs4hebts+qv74+DhIR/LPEfnMey4UIQ1diEKUSYqoezYk4wdpdnJyEkKQtjMWCBW+VxR9rmkAsSzLIGYdQBEgEKn8LykED6Qfn2PcEaoORtQBKCPoaKvfXo1ndupx5JIO0nAAEqvVatTeqdfOhRzCiSgNBD+RwbQB0pVx99x7zBOAm+d5pGtZr9cxZqxF1ow0XExDZIZ7NgE1iNCmacLh404YJ/iLoohLYWknQnm9Xsf3mqbRq1ev4vZ41vzd3V04YVarVZCprkCQr5+TCw6YpDLK81ynp6c6OjoaXaxKehfSy+DgQR7c3t7q9vY2Tie4EoXSMb0ACaDiZIWDDfUynv434DcFoKmizPxz7JTX3UPtiiHOKNaopNjrKDb0h1Q+gDrENA4SPoe8wCmwXC51fX0d+4R16EdWIfcZC+8n+5/P8gz6gsPRDSyvx/e/K8JvIph/lgrzd3Z2FqfBkB+c6vD5Ryn247sYyFnWHyVnLXmORjfeMRLZBx5ZNlXcPRWTNEQ++akl5LQ7pj5YLLRXljpMZPTG8lyS0/wgySEwgf6CA5skd5qmUZmcdmFcKOk9EK95rsLwgj00S+lBWohjPl+WKspS+xoicBqrd1aWapI8U5bFhZqzlCddXac8ycwskb0QwxDkTaorzzJVpvTnxXBMO0/fjSiq9PlWA1ZRR9u2fcR3IslpaxiIjE2ea47hlNaZ6zud1Dsz0ryQ05z88QXfy3PlGvRLyGxkpBMvnaSirtXleUSTEzkOfubZcJErhmOWxlTqnSJt18UFo+AQZURsmDHGZaNt2/bOkdSXzWYTUe/sHyf4szxXnp5NiqEs73PgVyn3e5EcF3fpVGFZFEHaE9WW5/mIvDrIc/2drtOf5Ln+56rSn7RD5KSTUeiYft/Q1HFKTmX2Lfse4x8D08koN8inTl5kDvod77kByVjzN/P33bCG91wPZr78febecY22uz4bKZSMYKBOfmgfOOxOfycW0PXYJ48Zy66rPtZP369O2iA3ed11Ga/bSYtdeTPKm4rdRNSCLZ6jGmJ+/3tg99awu5hgtzSObvZ2TLHbyW0+jx0ijS9opF4PqvE9CE/Qdd3oXignd32vTklC6nysDy7TGOsp0e68Ad9HJjmxPJW1jt3+vbjXxcaP7037QP8ew25vr8swJ1SpY4rd2F3MN/bYd8PuKUnLGDqRjyPCuRC3TbHhWQM+rp77vW3byAjg9X8cdrutyZ7YYfcOu5mfN7l8Zkl0Fttf+St/RV/5yld0c3Ojo6MjvfPOO0EEZlmf+xzB88EHHwRZLUkffvihNpuNTk5O9OzZM9V1raurK0nSq1evAjiJ2j0/P9fNzY1+7/d+T++//75evHghaTgWdnR0pNPT07iFXNIoghpARRDd3d3FBsHr+vz588g5DQFYlv2FpygeEPwI3CdPnujs7CwISd9gRdFH3ZKbWhofPYFQcxCjjQgiyLq27fNWs/HYZDgLiC6XBqHHuCEA8KhxJA4B6vm1IddoJ8+HJCW6GDL27u4uyGQEEyCBwEBhc297lmXhmYUY5RSAR5OTC1oa8j8DCCgogAVj4mPgAh9wA6RYG1MiHy+lpwRxpwDgy3ij8BH5AOnpQMIYOlAB3FVVjS6yZbwABRwFgHCWjS+Doa6maSLND5Em19fXur291cXFxai919fXcaLh/v5ee3t7o1MIfimN1F9Ge3V1Fc9AWXYSl/FeLBajfULEOsfPlsulXr9+HYCHzMD5gMIhKRRnHEXIBE+5gqIpKdrkDorp0T+UIgcs9h6KkSs4HpnO2KDEN81w4Q+yaOoQub+/j7XvXn8+WxRFOAY5ITKbzXR8fKzr62u9evUqnCOAfJ4PDsOps4g107bDiQ/Gg1MzrHPWkDviXHFxr7ivtV35dBbm9a233tL5+Xk4N4+OjgKHpCFnJjLfDU3uT+DkBfJU0kdOUrFOyfHP3QzSEHXGqQtPE+bGE6/TBj86TZuWy6Wq2UyXTaNlyi+d57n25vM+mrfr+jzi87mauk8lcnh4qP2DAxV53pPnUkQ7d1nWR69vNj1ZnV4Xyn83HJdV10UKlaZpIv1HkQ8nVbg4kvQlSnuuqmvVxXBxGtHrRZ4rT8fusyyLKGUIcXV9Pu1IQ9N1kQqFdvJ88o77iSXkN2RyXhQqOrv0M62Tuukj42vWRiK767qOSPCmbbVJ818WfRodnAIhK5Ju4Re9ZrQxnzg5J+RAtDnJMY+urxOJDpFfFsMx3bZpJHN+Q0TnCUdYP2013FUCDqkbUr8whhD09Ieod7/Itm4aKdWHw6HtOnUpqjxLzpk8zyPVjrqUZ78ejnXnWaZNIoYODg81MwMVhyoO9dDn2lafyzL9n4pC/zLP9b9kQ0owsJa9A85NnaYEvaBPgS/ogR7x5fvcMZW9OY3Q9M+6U9aNb+Z6avg69lC/y4nO98eExPHCfgT3nOTjfXQ8v89nWo/rZegjjBk6NEf4nezxaDTamk/WP3LYoz49CIdns/7pw1T/dQN/h9mf/vImYzf6MgQgvIEHE3HvkdRjt6c6nT6b/du246hpaZzqYmo/OfnldoTLK7ctCsNuvse4PSabXJa4PYCsnerens5mit1+Mha937Hb5a7boti1yDnm3224qW3J647dj8muKbHvRDq/Q7cwEt1tOCc2XUbSB8fu6hHs9r76/DiPQLCW205en4+bRzQ7KU5dyGawG26DwE/Ht4/Dbif8ffx22D2UHXa/eeUzRaIzobPZTF/5ylf0ta99LaJkIedWq5XKsowLQm9ubiJ1xMHBgS4uLkZeMhYREbOLxWLkZYIAqqpKr1+/1osXLyJynfzgWZYFOdc0fb5wNhMKAEpD27a6vb3Vy5cvI/UDIH10dDQi27nUsSiKyLXedV1EoXPc5uzsTMvlcuR9I2qaMSPq2oUggpB+tm0b36P/EF0oEy5waOPt7W2QwDgEZrMhl/RisVBd1+EUuL29DeEC6edRspCitN2FNYQ1jojHIhMAIr5L9DrCl0s3cAwglCA6eZ/v036EIfNKG1EkXbDWdR0EI0LOL2e8v7/Xzc1NEM3ugWYNZFkWpC4CzoUbY8F8ErXOZz1tRkSLHRwE6TpViKZKzujSPHOwAKr85juuILC+psfppB7siETnEtDNZqPj4+MRAOCAOTk5CUcIEfIeIUIbAFty0N/e3objhSiSk5MTnZ2dRdoS1i0/rFPGFAWAqBi/2Ie1x7pywOE1xpZ95UoAY47S4alLWMesefrKHvN8+yi3rGP2LHNHLvqTk5NQhhxg+Y6nEEKxOzw81OHhoV6/fj1y+mBUuOLp/Yboz/M8crHj+GAPTS838vXEXqMuX2NuBO3Kp6sURaHz8/O4B4T9JWl0eSxyFScneOLKsUd43N3dfeR+B/Ym8na9XsdewQklKRygYIMrmu707bpu5PxGLrKH2Qvf6Tq9nXSGLO8viCzaVprPtX9woLIYcl4e7O9rL+EQRDhR0xCoGBLkvm7bIf1H2/bRxaHYp3GG0C1wuqa6yYctKeRZXdfqyv4C0bppIiI6LwrNkkFQJafAdrvtI9cT9mQajlcTtV4URUSCZ1kWqVuyrE/x0jSNmlTPNEImIrox6CySMfKYJ/kBoQ5hLnt/lp49S2NLvvIsTxewpjaS0xxCmfVSJiMl5FHZ57CHSI97TLKsz2tfFH3++jTmysbH/dNgREoXyPsukdfTyKm2+eipnFlZqmtb1amOiERvmtF64bmjvPVp3tumT93StP0JAr7jjgZOLShhkZtPXTtcVlYUhTbb/pJa9BX2Q5Hn+lsHB7rY29O/znO9MB3T9QQnnNg/YJoblQQHcDoNvdXx1AMDqI+x83UmW7O01wv/O0byuhNFPj/u6J0a4tPvesSotwkD+bFoWCfcHoseQ39xIsCjAJ048mc5yeBt5H3GzXNUT/VxHw/a9HHEobd9Vz5d5bOA3dhvEJnYVx7ERdtIEelrGhvSbVffm/SJvVUbdlMYI3Rw3y9um3vglKSQi+jUhWH31D4cOXBNZ0eXpw8jDCyKUT1T7PZ5ZQ58bKbY7YStv8+z3T5nLD0KeEoo8+zZBLs9YK827EYuUp87EabY7b9DV+nGaUAcW9gvtIOx8Lr47vQ1J/Z93hlrt3l9TfgYRCCDFdYC2O2X406J5IODg9gX9Q67d9j9BmP3Z4pEl3qv88///M/rJ3/yJ7Ver4P8YeIXi4VOTk603W71J3/yJ9put5H/+8mTJ5IUgoQo9KdPnwaJfnNzoydPnkRUOWk7ILPPz89jkz99+jQW7GKxUFVV+uCDD0aEI543CCOiME9OTrRcLvXy5Uu9//77EfGMEoE3auodJMUCbYBMc+BCYXAPOiQk5CN1AsIupKUh6pnNSLsg1MlTvlqthryjWRbHdQApNjtEmpP4kO28j7Iy9aqXZRlpdSQFOQhYoBwhIAAFxguCkv/9FmwUFQDDyVTmAecFQod6/JISFC/mHc+iAwVELs9w0tOjzd1zzaWhjIMT0i7gNptNRHPPZrNRNMU0ipn0GQhG6qffCFKAyPP4AQ6Mu0cf008HOIhe/9z9/X04u4iah+wlsiHLMt3d3eni4mKUnoZ5m+Zi433PPwgQ0T8cOicnJ7EPiL5mz0AkMz6MJ333FDnIkCCR2nGUN3X6RaMooH4sk7ayT1lv7jlmH6KEkhuedtFHxhrDBaXG7y9wxQU5wH53wEZh9f57+xlr6vQfZBPrB0OIPcKpFZ8fd9bwvKnCwX5zWbUrn45SlqXee+89vf3226HAu+FECqGmaSJ6DdmDk9wdXpyg6LpOd3d3cYqCyDS+z5rjFA54zb5CTt/e3o7a64oxMjrLhgvL7u7uwqFOFFvXdfrVPNdXy1KLbshJXiYidi8RAK5w83+e9xeJNk0zSseR53nkpJbUk7B5nw4lz3MpkeTKMmWmiAu5jAKd9nOd5Nsm5Vanzqbpc18Xe3t9u5Xyoqfxpp4uEfdEb3v+by7/lMb3xfB6ELupnU02OGO5QFXIpbKMSPYs6y8OZe6F4Z5ez7JsuCQz9ZuocPK10x/ywrvRSUqbTonEMCcepHCZSGwcEuQlbwxD8yyT8uEyLB+HESENdqsn8qu6VlHXyrfb/rLVrutT9riMo89tShtjeoCnxmGOOmRo2zs9SN0C1udpTMgzn6XfXXotDK70OXW9AyGfBCy0aW94FB8p1H5uNtNfalv9v+pa/6au1WXj3KbMAXroNKKLz7kjnH2AjoNcmBrm7FvXESiso8cwWxoHAtAnN0T5jLeVMXG9amqI8xkw0ueQdT7FXL8knXpcb+P31Pj1dTdtP7LH65ySBYyBH0mnfR5R6DrFY+QOr/l+25VPV/msYLfvYWmce3j+PbCbPgZmFOM7u6QBC5x4dL7AyS32X2Br6gd2hBOwyL9pNL6PuctalwveVv8uYzOVMW4Le+ALeDAlG12fd9LdZR5t83HwsaFNxSPY7fIEm93lmctcn1eXmW7bs959HNzW8L8Zd58T78t0PKfkr9tOPg6Ml+OEY7fX7ZhF8bHnvceCDYvvgt2enga7cIfdO+x+08pnhkSfz+d6/vy5fvzHf1y/8Au/oK7rdHFxobLsc3tz7OGdd97RcrnU7//+7+v58+fheQYo27Y/ZrFeryOPMkB3cHAgSbq5uQkC7fDwUNfX1+FV51JESHXIUS6gvLm50cnJic7Pz5VlWUSbc4RN6i9jgYQkkr6u60gpArj7JoI4dJIU4o1o2v39fWVZn8Lm+PhYTdOnciDdCnnSnYCUeg8wOaObpon82t4vabjoFCEPwezAXJZlRMZPI1GdgCY6/PXr17GJDw4OdHBwEMLWAZTnOfm8Wq0+IoCpW1IoTYAEY5dlWZCfgA1j7ELclRAnhB1U6bvnz+Y7nCRo2zai2wFB1pcfB4Sc9qM6CD5OMuAM8blDWD88PMQ6c0Dlf9qFoGdeJI3IZwcgacibzj4jir2qqlCGeQ57yQlaP8YFqUq9/tz7+/sYD0nhHAPkHLA9KgQC3T879SjTb5R9FP69vb0g0q+uroIkZu0RmU57SFXD/3d3d5HvnXVIv6uqijkhHRMpUQ4PD+N0B+Q3pyFIaUNaGZ9LFF4cbv4ee4R+chKENY6jhrn1yBBkyfTUAcA9JeCl4TIV6mI+mHucTChetJe2+QXMrsTRB1cwR6RNWkNvIqC/iaUoCi2XSz1//lzvvfeeJMU+R2lvmkZHR0eaz+e6urrqU6OYQ5m1iHHtsrxt21FEHM+czWbhOMbJSZ5HdxQRabPZbLS/vx96AGsZp7ukkNmsWZRql22vs0zvZ5m+poGcLGazSKHRtv3FkG16dptwQ2nP7O3tqWuH46BVXWubHH1lWQZpXGvI1VqWpdqui/zaufVLGo6bQi5nXafSjFHGYz853mL/YfhKA7Gd+hz3vUialaVmlpqpk4RJnmfZKH96kefaJjLaDaG86C/2lHoCvyjL/pLTRIbnRZ+nvYYYpt6uC4cB5K8gltNrTsbjbOD5TdPE9/gO6wUDLmRiP4gRme46Qp73aW7CEEp9RwbmeUpNY7pD2/UpWeq67ucuEeSUtm2D5IYMz4si5kVKx54x1FKdUbouIvurqlLdNCrTvHZFn9qG54R8Tw4FThUUxZAPvUkYorQW86JQKUXaQfrGOsjzXG9lmf5W1+mLbat/lee6nDheGV/HaydOHFP5Yc+5ge9OV/oEVjOfjn0eyTk1JJ10ABdZDxjJfN51Dice2G9e0F1dv5I00lmQKx5x5oSA//ZxmRr//r7jOc8Dl6e6L/MH7koDOegOd2SZG96PkUXT16bztCuf3PJZw+7HiCQ/Lenkt0eRo+9iD3swzsaw24lNx+6u68KG9H7xfNoDeedEMuNxMMFut+Mg18oJdkvjfM6PySvf576PfY8znhQ/Sev6PPo7dbmtIY2DZfw1vu9yDOzmM3zn47CbMcTGnmK3P4O+O3Y3E+ymfg+OmuIPz/R100yw222fqa0HRrLP3JbNH8Hux3CBccb+87UofXfsdgJ1agfusFux9nbY/ektbzSJzgTP53P9+I//uP7G3/gbOj4+1mw205MnT4LEIjL5/PxcX/jCFyJtgNQD8pMnT4KkPTo60tnZma6vr4N4/M53vqPZbKZ3331Xp6enms36XMDTyND3339fr1+/Vp7no4sMIfDbtg0vOYKHzZ5lme7v7yMiFGFUlqWOj4+1Wq1GkczSQHbNZrPIv8amZ0O7AAcYT09Pgzx2QX9wcKC7u7sgntl8EP3SQAxSEEAc78HbSluISGV8u67TcrkckfTb7TZSvkgafQeSGXIdYg0lbNpGP2KV533ubhQznAx+uQ0EKwoc9UMqAkzu8fMIWxQ01qGncWmaPjf37e1tkIMIxK7rIof3wcHBKCIZ4cRxQObcL3WErAfEm6aJ9ch44aBwR8Ld3Z1ubm4iEtnbw1i4UrBer5VlWeTy53WPxHcFeHqDvYPXVMnxfnJ5kHtHiZzgDoHb29uRgk0kCmQ/aw/CdzabBalPlLNHi6CsQO6z9hg730+Xl5exl5AbKDysOV9LrGvWJUrzVKnDebVcLiMaWxryOKIQ+Zi542cKWu7pLopxGiDeRzaQ5irLsjg14oqPp1ZBAcChgywhqgjZ2TRNkOe+V2kH48EaZS6QVUVRRL56ZIQbNYydr1Hmzx2GOMF25ZNdiqLQ8+fP9Zf+0l8KhxsX2XpOzIODA52cnIxS9WRZFpdbs+cPDg5G90dwPwaX6eIs9TUt9Wne7u/vhWMVGeNHHf3CJml8JJQ17nWCWb4W+e7/t+v0FQ37lecFdhWFinaIMKmrSp16Z2ZZ9Dm+iYrO2j69SFVVQfxCGtd1LXZB3QxpzKQhJ3eZCPym6SOcZ2WpLhsuGFLXqZz1F5F6SinGwC9Y8+9UZrwUppwTme5tFMZzapsT9CWGR3IQFGWfWqZtW9WJPG4kleBelsUlnqRH6eq6v7g1Ra+TqqVJ7S6KPqd4UfRpXNo05tvtcJEm7VV67/7hob9oFaO36yJtCtHsRGjXbds7GNLcgoN53keAuzEbjt1EWIPPscaKQrOyDGeHukciCLs+x30maZb0nizLRvWRwoZ0McwhpwJwdGT209mPkn46h2Bp+4j9jtNIaa8p6S7Mv2NvkP1No690nT6XZfqNotD/O891a1GV4FmsDTPaXN9j7PzIPjjh2Av+ug7pwQWMh+s6vDc1xFn/6AYYok5qubxzw9OLG+1OHPhzM9uX6FhOxLkh7uSF14kM8MAO9CI39D0wwe2EqU6HjAaD/QI1H2/6MCVfqMOJrzfNEH8Ty2cVu12Xfgy76TfPZr/RB9+jEOXo2uyHwMVUmkewG1vH7QD2HTKC8WUMvh/sdgLcyXUny7yNPpbMrQdk8X3X4Z1o5//HCHLsKieraXtt2M04MD8eADYlGnG4eECbP8+xhjbS7mKC3W4fuVxkbqfY7bLVyX7H7umaAbu9PifrfSwYn+9VmFdkNXXDFbHX4B0ew27/mZLO1Q67d9j9hpQ3nkQ/PDzUt7/9bX3jG9/QycmJZrNZeL0hs+fzeaR2gRg8OzsLD16WZbq6utLNzY22262ePXumt99+Owg4LpNcLpcRIblcLnV4eBjgd3h4qGfPnsXnnj59qr29PT08POj999+PyHT3Nq7X6yD5IQUh28iF7TnaIJSPj49VFMXockii6aXx5QYoD/TVPYP+P9G7RN1Kg7eetpdlGWQ3ZO5yuQzvOiQlt5hDmLmH29Oz4NmDmIfIR4E5PDzU8fGxpCEKGTB2ocPY0V7Gk0je+/v7GBcKhDaRvzgPaD/99wh6z13vJDNOBBeigMTd3Z3W63W03RXMzWajy8vLEOYePQvJydxJCsIYQcc40G/6iGLHGnFik7Hm+bS967pQGFFucSKx3o+Pj4OIB6BoBwoZe+Ho6CjGoCiGI0IodQ6k7FmU1ru7uwBv5oG0SzgWaD+XvnKBLPW7cIecpk6ACMXGSfCpx9b7wDgzlpwMQU5Ig2LqkRWsTd9vPB/HGQYEJPrp6WnkiQQ8eQ7eblfIfe49vdBUOUf+TO+KcAeap5eRBsXMSXTuW/BLoHBm+fjgjLq/v4+96I4GiivqRAwhw2mDO0BcWUOGuzHie2JXPnmF+Xr33Xf17NmzkKkeKYXBzBFTjAscrOCd3x2CA8ajvKTh3gfWpkeMkMaJz3Fxbl3X4bx2hdblCJjizjQ+50clWZekBfvd7VZ/WNd6R+l0BSnP8j73thv0XddFfnCl9d8mw5UI6VlZqq6qIIXbRMBWVZ93nX1b13XkQZ/P5xFt3iTDaZ7wua77SybzPI/UJZ6ehXzdEPNtIvIhzJFDklTVtWYYYXmuXBbFkw3RZ216hlDuE1kt9VHPlKLoU4hsqyouP4WInpm+4zKPdDcYCJDMOBEiL7tSyhYM8aqKtreJJM6zFO1+f68m6RhuPJDaRdbPNhHGHTpCnocTJC6FTWOdp/42TRMpeYqiUFMPefSbutas7S8MJeVLy57ohuh11juYUFWVujRfTXI4kMZFEFqJ+O7aPl1MURSxLpl33s+LQnvzuYqyVFPXypKzJ/ZWwq9tValMuBjrK/WHn67rtMhz/aykb+S5/i+S/rgeLk53YxoDEXx03JaGy7N4nhum7gAHO2KfWdAE//MMn2P2O3hXWzsJsgB3Xff2KLcs+2hU2ZRs8DXk+O2GuOPeNKqNZ/A8xt0JE/QcdF3agf7iTnXXX3yskY+0i+9736YG/JQccWJoSlLsyienfNax24ln7FdpkDlT7J6Sn046Y1vSZ+rkuewtj6yd2lOQnjPD7qYZoqedkPPgFQ9Y8qA9x26e6WSayyOXvTyDZyIPXc6xPhhTD9SZfwx21xPs5nvYji47aB+Y4oQidWKHzB/B7ggC0Njhgr3l4+Byyufcx4XXwYdpf6jfnR31d8Fu5mvKM/B9PusEp69LJ+5DB5zgl2MIa2T7fWC322qsnR1277D7017eSBI9z3MdHh7q53/+5/Xuu+/qW9/6llarlT7/+c8HcZ3nub7yla9osVjo7u5OL1++1Gq10uXlZeRWvru70wcffBA5upfLZYA1i35vb08XFxeRCoUL9Lqu05MnTyKi9/z8XEVRRH5mNifCh9zppFBAueBiUQhyFAKPdAYoPCXFfD7Xzc2NVqvVyBPNRS1nZ2dBdGdZFqSXX1SKgEGRQaBKPdg9PDzE96Qh3QKRwycnJyF0rq6u1HVDyhWEHpubDceFrrxeVVWkyTg+Po7c8ThIqEPSCHwprpBM871B1tJGyDvGFgGCYkU7XaFhvSFY3NMM8c1nEN685hdHQP4SNeHR6uTk92cC/h594MDgAp5+udJAX1iLXGrrBDgnMlhTOHGmY+KpRDy6g/WERz/L+qjyxWKh4+PjILm7rot1/fDwELfCQ8YyPswfyipACqHP/sIzfnBwEJHy7AW864wTe5B9wZqmf4wdZC/z4AqBK48oWZ4WqOu66AeA3HXdR5RCVxpYP+v1OuSCR08gA3wdMTcYEb5+aZsrXexjANKVXAAT8hvFgbFlPTEXrhQgE1xx8JMRHhnCGsZJRuooj6SnLtqC8uhGgu/nKZgjuzzqhX7uyierMI/vvfeejo6O9Pz587g0GMzMskzn5+cfcVKRKom9yikI8HAaNcGaZz3c39+HjAVbkCN8HgOFvepGl59+oB+P7Xc3oNl/7rwuikJ3Xad/td3qH2aZ9tpWW0l1VSkvCh3s7wfRLXPuNXUfTe3pO+q67vOPF3b5UZapNkMllyJyncjhfRyxSa8g5QoR52BclmVB8hbzuWSvN/Vw8mZvb6+/pLPpU7v4sd40IT0BbWuhM+OJKG1JkU+86zo1ZRmpZ3KIfFkuRinmo+26cC74esuzTE2WLsk0AwudBPJcGDLNkFOTdVEU/SWZNeRLel6V8sb7M4OwMCcexHxnPy2RUsmJkZtsa7tObTK6Z/N5kPpt10l13TtM2lbd3l4Q7k3aO/QjjLu0L9pEykPeN3WtLh/S6JRlqRm5i+u6z28uhWOirut+fZiBFuOD3kgUUzdEutdNo6yqVJXDEf6yLEdpz8C2siyVdZ2edZ3+j22rf9s0+tdVpcaMd2mcJ5V1xpy5MTs1dt2QlRS6ntcxJcEe+8HZjM7k64k1QEEP4fmOYW5k0y5/zdeTk3z+WXQA9Bb64aQTfQmZYLJyGl3phjU6ppMJjJETU94WN8JdD5n2i3H0CL8pEbMrn5yyw+6BlCa1iwc4ocOCF3zXSUPq5rV6gt3U6Z/nt9sd9MdPb6PDO3bzXexNXq8n2A2hLH0Uu0c4nooTn8hSCvKIcfDxoz5kAPPhtq2vt+nPY9jNmPL6Y9jtjhO306fPRO5NA3Aek//0y+Wgk/zYY+4sYM21bRsR5o6lTgY7ae/tZH04ljjh7jjp6TQ9RY1jN/PneOHzA6/w/WC3k/R814l36txh9w67Py3ljSPRsyzT0dGRfumXfkn/4B/8Az158iQu0oQMvri4CK8cCwiCls3+wQcf6OHhQefn57HpifyFtEM4HB8f6/z8PIAXAgxClmNakHWvX7+O6NqyLHVychILlmhTiDCigff39yPCHGJ5vV5rsVhouVyGQCI1hUelugcakptx4Zm3t7eRoibLstEFnWVZ6urqKi41JYoUgJcGJeHi4mK08TmK4qQwaSGm+eZdKCDQiUydbuC7u7v4m/QPfukmfeVixLZtR7n4nMCH7IdQ9ehs5pt8eEVRhMKGEwUQZO3hJCCanmehWAGU/L9cLrVcLkPJQbBxOQdzCpkJYHkue6KO3YM79ajyP8QlJPje3p4Wi0XMfZ7nAR5EPkNQTr3DBwcHEZlORHHkuu26ILGpdzab6eTkJPYaURo4oZgz1nKWDZf5sE781m/WFEoIEf04oG5ublRVlS4vL3V9fR25/t1TjgLFmKLA393d6fb2NtpA5D0ku6TReKB8sz8g0fM8j/XKc+mHH41irfm83d7earFYhEJFf/kORDXEM5E2bpDg1MAgwYngRLsfOeU1J9N9zdBO1ijvAcJEqu/v74cTh3FhTv3oJc4CSHTSW9FO32vIGX7oH8T8iPiyteHRSq58+tjvyg+/zOdzfe1rX9PXv/51LRaLMDJQst1AZq/4Ee08z3V7e6u6Hu4owWDjbzcSXK4j01wZdeMaxyJrEececs73tteDcUs95GZlT7jR7BjxO3mudVFoP8uC3CzLMu5D4HPb7Vabh4eejJRUbLeR4zrPcz0kwjNI06LoU5tkmTSbRfT0YSIcIFHrphmlKmm7LnKrh3M1z9VKQTJLCiLbjZgsvab0ujDC6uGkG+k+Wohcc/6XZgy4sb9nF6OHgdx1Axnf9fnHZ2WpPMtUmXFWFkVPsrd9mpi9+Twit4mmdwNM/G3/R+q0ooj84V2XcmfmfQ7zKsnDnMiprlNXD7nsyRfO+osLTs0Y9os/nQQqylLzvI88x3nAGIjj6uZIxTEReehns36sm/5y0qquI+0M6V6UDUd795MzpMqyuFS2LMuY/6Lo863XTSNVVaStKfJcXZ4Pl7gmYp45V9epMkcuek/btnH6EX09DOKm0U80jb7UNPrXXac/qoe7ZRyrIPD4ccOTH/aKO1qlITBDGpzdrNepMegEgeuSU8PTDWjIGnQ7ZAR6qjvA2bu8ltm8UOdjBvloDVtbnRDiWY3NKdjp0X2020kUHOvoU67LuyHO67SNvT01sukHbZri9ZRA2ZVPRtlh94Dd070nfTx2T1M8FobdjJ1j92NBIzgLJI32upNomwl2+35zGSiNsds/59G9tWG3BwLxXLc7HsPu/Uewm3b43GMjObHKGLkTgHVC36ZY6dgBxzENxgG7mW/PM++8hmOAf9dJcyc+H8Nuvu9BgIyBB995ve6YgJ9hfTu2eZQ/4+VBky7nGWvmbCr33R70+XsMD79f7PYfxnSH3Tvs/jSWN4pEz7L+5u1//I//sb75zW/q5ORE7733nvb393V7e6tXr15pNpvp4uJC2+1WNzc3ETWNt3s2m+n3f//3tb+/H+BGZCVkI0QMJHdZljo6OgpBX5ZlRE0SubrZbHRzc6MXL17oO9/5joqi0NOnT/X06dPICdc0/c3kbF6AEcLeBd7R0VFcIOhgzC3jh4eHOjs703w+DyIaL/VyuYyjcZDat7e3ats2iK6XL1+GwHl4eAgBRR20abFY6OTkJAhGlBMKZCi5xyGkUQA8DziOjqZpYpwRUp4ihch8Igg8mpr+0p+jo6ORwEFA4GWs6zouSoXMu729jdz5AJxHQkMUk4uPC0CLotDZ2ZmOjo4idQiOitevX4dgyvM8Ii8Wi0VcyupCEwGF8+Xu7m4EnBCOjCFKknuEEbD00YWdX6YDAVSSyh8AAQAASURBVMlcTIHDHSG+1wBmvNur1Urr9XoUSY9gRmHBI87zPEoBAevpixywnYifOmpoI4pW27ZxsgTH1f39fTicOLXhUfpEwED+rlYrrVarOE2yXq91c3Ojo6Oj8IrjMHPFnihrnwtIbvaqK18eReAOF55Be6lzCkg4Vkgl5WuBSA+UCYwLn0M/8upK2xTUeY+6cBASwc8YLBYLPXnyZJSCRxoIf/rK+nJllb3k0Q1+VJCxdqXHT2NI49vXMRjoD85TFPhd+eSU+Xyun/7pn9Zbb72l/f19nZycBAZgAIN5rG+OhbOWr66uAhNcHnhEm7+HUQ0+eBSIy08cmeRhPTw8DIxiz+F8RQGW9JGTK5JCRvj+Z89LCnlTFIV+q6r0Vl1LRaGyGC5Z9gvI3NBrEi6QxqWua+Uo5WWfM7xOJOd8NtPe/n6k9kBhprRNH71cN0NO7yJFp4dxbPKirvto8LkZFOgQWSLhSe9SmYGZ5300dVEU/SWoqT/zNC+QraQMadp2lH4ljIZk+Ozt7anLh9MxHgldp2fjwEQ25lmm/YMD7SUHrsC7rHfkq+s0SzKkSs7CeQpQKBNBL4yPrs/nnuW5muSgzfM8HBvIJcZQXZ9eBYI9a9uISqePbnyQq53n5mB2ng9R9YkIb9LaYT1KkrI++p710LatNtutqu1WVQqMyNL8kwYH+Qsh3lp0JHUq6y99rYwMyJQIGnAEQkWDo6ZJxL0bngSAQH7hCHUSg99vt63+26bR/9J1+s9lqU3aF5xO8wATdA/0QHeAO7a64eepG1yHnBrybvA6YcT+Bz/5rDScZGMd0yYngVjHtMt1BeSa18nfU+Oc9cR3nUzg9dlsFkSfG99ehxc38F1voZ1ufLuew7ghcyk+pr4eJI1IkikJsis/3LLD7o9it6d5KL4P7MamkwbsZs8759A0Q3Be/THYTbucqHTS10lhl6Wzj8FuxpQ+OXYjK5wI9aAfPuck5RS7t4bdLuOcFOXZU+zGiUDwFbZqlrDb7RnGZGbY7bLNicGtYXfxMdjta/ExMn2K3cwLrzu2TmWsrx0Kn2E9YH9GKr5iSEFEGx27/fe0TudJnKx+jPD1tT/t9w+C3Y6XOFR22L3D7k9TeeNYhK7rIs/06emprq+vI/KZDZLneaSvuLq6ighVoojPz8/18uVLXV1d6cWLF+q6Lo6kOZFc133O39evXwep7fVDJiOAAE0W3t3dnV69ehWgyiJmgSJM7u/v1bZtEKmLxULn5+fhHLi6uhpFGEsKchvB5EDrdVHI4S5JNzc3ISBvb29VVVVcNgrg8brUKxu3t7e6ubkZeTsh1sl37BGh0nC7OPVC0EGgAbbTy2D8MkSAzL1vCAIXUl4/ih1gRnsBHBwSUp9eBAEIiEPgE1GNkMGBQAoeFzoPDw+jCHfaiiBCyLnwRJjhNDg6OpI05BK7vr6OtUnEL+10IY5Dxp0XPNsBB0LV54kIcchS93BDFrMGIPtdGXNFxcGZtUidpFORxqlvpsqgRxkAxpDMzCPtWa1WsVcvLy9He4to5/V6PYrsR/Gp61o3Nze6vr6OS3mzLIt87tLg8V2v10FyuxPCvcnsEXdOsNaZT/qG4l8URZxWwZnDRZ8O6hgGKLJEyxO57ZH2U08wjhBXMH1t+r7wyAmUZ88Rh8J5cXGhd999N2QiJ1z8+6xN9giKKTJju93GyRLGAqUYY2xqwDhx7qcM/DkYH6TN2pVPTnH5vL+/PzIyXRlFhiGj/QgzuftxxmDQIecw3N3Ad8PYnVIUjErkpaQ4iu7K81SBZB/53pjP53FaBpzBEEChPTw8jDb/XtfpZ9pWe7bnqYvip8Y2m01cHrrdbtU26aRSWcYFkbyu2UxN2j+bzUZFWWpR9FHnEOtVXUe0cFEUmuVD6qoi7yOL264byO0kw/I0BmUiXSFlIUzVdUE853k+XDqJ0WaGK1H4RIDXE4zP1KeoyfIh6lDqcRLytm0atUl/qOpa+3t7ms9mPclrhlg5m/UR+BgchjFt0u26tr9wtXXyXIpIe57ZdV3kKZ8nB3ybvrtJKXL29vYibUuWZWrn8yCeu65Tluf9haZlGbnnIbfDyak+X3qR52rNSCZCvEzfJX1Mpv7yUvLIN6l/VdXnKycCPy8K5YkAZw7oX56e17RtpBlifxKVTvQ8kfUxt+n9tm0j5VCR1p3UOwk2263KhKlOhLjuwj5o21Z7da2f7zp9Mc/135sh7nsZxz17GvIsTksYkcDf0hCxNXR/fMTcnbSOsVNCiD3quh7yxo12xsOj9Vz+eTvQcWnDY0551/GcdICIQVa5frO3txdRhOA9358SEDzLdTXkopOQsY8mbUWeOAnhBI3rOeiMb5oh/mkvO+z+KHZTn+vr3wu7+Q624jRa20+414bd7GX0eH7cBuS5cBQeGcvnkFdOtEv6yH50GTmVgVPSmd+P2eesC9/zkkYyGdnkJDpj5vKMk6hOACNz6DPtmJLbFCccscv2DLuxE1m7tDnLssAWxsjtX5ezPn6sUX4cuyWNnCcUJ7Nrw27qAhecDPb+8Syw1OeB9vuc+txO3wer3EnA3vh+sZt15XzHDrt32P1pKW8UiQ6B/k//6T/V3/27f1fvvfdeEJ2kWyHKdH9/P9Ke+OTe399HhO/BwYGePn0aG3u1WklSCPKjoyPNZrMg0q+vryP1gm9ONhWXhH7uc58LAQ1pi8LhAM7mODo6iqNiKCFEWkuDUD04OIh0KsvlMghf8mxzUSBkFBGiACZ5uQ8ODrRYLEIYkrambVtdX1/r6uoqPOqMC0BOypTtdhv55SVFahKIWjYghJYLMEhn5oE2+xEzgJQIBT+SQl889Ql9du8cfeWYIcrGZtNfFovCIg3CmHagMCL8PVqAOeT7fJZ8/Ag8v1UbUEHwkX+fMWGOqRNim7XpytwUqFnfU6FLBD595zUnZSWFIsH3aauTohCgOCYQxmdnZyqKIvYaY+dA4YoJAAghjpMD0GRfAVgOVsw3Qp5LOdnr7DW843nep1khzz7HOlFauSQ3y7IggjnhQRsh2z3lkBsO9InIBwcWP6VB+hxXSJgLIg4YD1d+KfSdMSLqxUGeuXf5guOHtEc4x1zBkDQ6XYOThvXja2s+n+vi4kJnZ2fxee6BoC+uLLO3eCYyh3VOmxlP0ls5gY4xw7gjW1kjPlasJ9bzrnxySlVV+rVf+zV99atfHd2nQWSXyxXkiDuqmHeceDi1ccRICicZuIEDDycc8oMyNTa4PNkVRjfC3cAAp8AQ9gi4IY0ji8A5FOuqqvSHm40+qGt9LslwT5Mi9bm08yxTnuTCrCw1T/ha130UOZh6n5xrRVGoKMsgK4mCnpmz8/7hQZVF1xV5H+Vc5H20tKQgncmZzaWb03nIpOHi0yyLaHZ3NjZtq2a7VZ7GgtQn1F1XVeReV8LDMslU+pdnmaq21cNmo1kimqWeJK+bJvKut8yZjX+e+gf5C2nOZ8vkoCSfe5EIakjtLMsi9zlrK1KhpL+bphnlF4dk7xJR3XbdkIomy0ZktbeN73uUIGR5lmV9xHwyVNqm6Qn49P3GSJ3ABSki+/M0v3me62DWX6haJSds2zRq2lalrd2ubVV3XW9ImK4SbS+KyMHedcnZYgR6Q58hbNIeqlNQQFmW2qaTAqxp9hZpFcJh1Lb6Yp7rv+s6/ffbrf6nerj4Gv2AoAAwdWpoShrtfycd/D134joJQB2eHs3JpSlpQ/vIOYwuzg918+yp4e8ki+tHUxnmhKEb4t63oigiYIDPowvRfsafwt/UPTW2eV1JLkyN8I/rnzu+vR8eWbkrn5yyw+6PYrfbQ5Bwjt3UwR52Iph95Pawn0ZlvyO7PFAJ/VlS8BpO5EtDOhD6SpnOA+Pu9ofPG2OMbUxf3KZ0ew/ZO5tgN1jkd7LxbMaBv92Gd7nqcsVtHeQo4wEx6/IQmcXaon4nY30MsEFpu8vckU4xaZvLXl5nPkKPsWf66y6HnRyvDbudvIeHwV5ye85tQm/zNADMif/pHuH/6amGyrAbW/H7we4pOc4e3mH3Drs/yeWNItGlfjJXq5X+2T/7Zzo8PNTP/dzP6Ud+5Ef0ne98R/f393rvvff0pS99KXJQQ9YR0c3iWS6XOj09VVmWevnypV6+fKmLi4u44I9I1sVioefPn48u/gvDMC1IgBfyDXKJSOK2bYOsI+oYkFssFiqKYpQn2BUIPrderyOqlpzcThiysN2RQL5oyHBPm4AgJhqUXMWAOOlNqN+P1eGkIGKXuiBKfYyccMzzfHTrt0due2QzigrtchLdvYjUg0LDUTmPbJ/mp+P37e1tbHoHZQdFPu9KlzQm+shxz7xLinogH90zC9HvYOYKD4KMi24h/hGalKmC4coYAnu5XIaSS65qzynOusAR4iA5JdFpt5O+KK54kMkn6JeHomy5M4J1x6kGVxABfxxPABDtBdA8QploDVL9sNZoO84NyFjmkf/ZKxDuNzc3Qcjznl+ewusOJuxjlESPFoFEnyqYrshgCDgRPQUqJ+shiiH3GUN/Hl5z5gKHm7edtY0sIt9d13VBvnM6B7nApcV8z08IoED5/+4U8dRPADiy1CPMkbXT9C/UgcMJhcWNIdbtdPx25YdfNpuNfuM3fkOz2Uxf+MIX9OTJk8iTenJyEpeSBUEnxTpAoeOEBE6yu7u7kGs413Aw4ax0Y23qdGKtuwEFlrF2JY3kuDsCwQKXY04iOKmADEdGVG2r3+g6vdulyO+yVJMMCAjSpq6VNY1yO0KdF4X2yzIunKyqqk/3gbO3LPuI7lRHJsUFlmVZas+OmRZ5PuojZCkXmPK50qLPIIwhgaknHIDmjMvz/lJLZZnKhMvUQ/Q6kVZEtsvIWp7H720i47NEwnNpZyYF0T8yKrNsSPeSiOK269Rut31e8Gw4Kk8EeJEiuRmzLBuI/jzLIj85/e+6Tl0i7ot8uFCMNrph4XnI+Ruim/U4n8/7scr7fOiMHXjPuiAGq0s/EP5uiHPaIGPMut4h4Y7Guq77qPO61qwsR9H2I2dEkq+FFHjF2sLpgBHbumGYdC2i1z14gZQ0rEHfo06QoAM9kfR36lp3XadfS3sFox2cZv7BQdfZnTRAnniwgGMjhqc06BTobqxjlyuu70yLG5pgmRM5brxCOjg5NzXEeQayyMfKyS6PfiS9n7fHC331Mh0LJ8GYp9bm1UkMd+bTJ8dr6vfxdfJpVz45ZYfdY+z2vcj7ThSzx5umGaU/Yf+j93u7INC8XfTFnQzSgD/eR5dLvkeLCXazF52A9wAhx27qnU2w2/e4ZHhgZO1j2O1y0ttJcex2bPbXscH8fT7Ps52YxuZxu4T+O5nI2mBOGScvPsb8rifYjX2HjHdnB+tiWhhnx27nH2grXIRjN5/1wLzHCHTGanpygd8u32kPmOUy3vdB8QNgN+1lbnbYvcPuT3p540h0adjsq9VK/+Jf/AtdXl7qp3/6p9W2rf7Tf/pPurm50Te/+c1YJOv1OvKlQwBVVX95Z9M0cRkhZObZ2Zlubm60Wq1UFMUolcvLly91eXmp7XY78rbmeR65w/FGQ1rxGhseMpBc7aQzIN8RQD4FVBfokFD8uCCCMJQUhBJpNe7u7tQ0ja6vr0PoSgpil/QSy+VSe3t78TnS20Dakecd8rdpmlAeUBpQEPD4c5Ejgn6xWES6HbxsLkQhqbnck3pd2DshSL0oAWxqCDw/aoYQRVHKsiyiswFdBBhKC3MDwUtdzBNEIySkgwbPROGgf8wn7eY7ACWOANbTNPKWsaA9RE1zMmAUyZfWAQDHenRHEG2jX8wd0fDL5TLGgTqI+J/P56MoY5wIjKNHNNNHSFpXchin6UkKP9pJhPh2u4289Hk+XFxE3YATToCu64LwlhQOL95fLBZ6+vRpzCknMbbb7ejSlikJzdpxAPWoGsCGMZs6gjwtjjTOD+gFJczJYgdijBYMF8/hTrtZg6wj6vSoc+QJ48A87+/vx6WxyJfp0UvG2ZU59iCpkti/rDEUJmQRigfprpqmCYcfThWcKG5YMcZvIpi/KQUF+Xd+53f08PCgd955J7B1s9norbfeivkjhVRRFHH0GVzAIcae4zM4aZChGEWsPRR/V0j90mr2iDtRWVN8DyMG2e5GKHKdfe8GoaSPyI//X9Po23mumTnfaBfEZQvWdZ0ekiwOIygRu3tJ1sznc5VFEZ8rynHKt1lZam9/P9KHEMlNpHSZ95eJtk0jFX06l2az0RYDT9I8Oc036VJhyPG42DI9ryj7izy71A6I+S6R2U5CBAkLDmgwAlqXKWkd5VmmOpG3s9msj1RXukjUjHmplwlt16mrqpF8irlLsrSp68g3z1rlmY0Z/W3XKUO+GL5C5OO4ABMiWg9SuuujtiGau2446cXJANLkQGJD1ucToqBpmrj01ftVlKXaqopo+LhkLY0Pa3lWltqmtQz5XSTCPbM1mCeyX/Qx4Xqk6UljEReP9g2KthR5HlHq6IrzlN4my4Y7UmR1M3askwiOkPRLZanDrtP/XFXapvcwxNEjpyfAHjNkXUdycmmKI05EOJk0jb5izU6NXF9v7O1w2OTDMWl0PMd32usGrM81n6WP/hw3/t3h7YY4dTlm+pgwD8yFy1z6TD1Tu8RJQ2QQ/Zg+8001xN+UssPuMXbz+eZjsNuDqJDxjt3gy9ywm2Ac7EHHbifT2IdOLFIvMo9nOuFHwNtDwu7paVYnZGnjNLp76kDgPSeqfYx8DKXxvp+S8z520nBKoPoY7PZgL8bex5a/aaPLfreNKU40O3a7ze3yeIrdtMv76gT4FLu9Xpfn2ICO3b5fkKus5cfGxp/nxfHVx4J9RHt8fJ34Brv53g+C3Ywxc8p7O+zeYfcnsbyRJLo0eM82m43+7b/9t/rggw/0zjvv6L333tP19bU++OCD2AyvX7/W5eWlTk9Ptdn0l2VC9r169UqSIhXLxcWFTk5O9M477+jly5f68MMP9cd//Me6vr5W2/aXGe7v7+vu7k4nJyeRzmJ/f1/L5VJ3d3e6uroKBeLm5kZ1XQfRSD7t29tbvXjxIgCRKF7I5izLIkUNhKQkXV9fR545hJdHkLO5ifbN8/wjaVPY1Hhz2fRs0jzP42IWABPFg2hvj8SGlIP49w3nbUK5IdUJCg0pdqRBuPI9iMz7+/vIc8/lqhCGEHvucGB90D8ipGlX27bxPyC1XC5HYOGXcrpXkX4gZIjgJSrXSXvGE+GD0MWhgcIkafR9nrNYLLRcLoPERdDRL8BzvV7HiYXtdhspdHAm+LigXABeXDpJe/2CHNoD+e5rmLqYN597QNYjJ/gMz8ehJOlRAGb/TiPWIf09NQkOGF5D4eBCWZxHHvFP3X5slNz/gDCvz2az0SkKV2BxKknS7e1tRCJwya+f4uB1Ti2495n9h6KCA2l6AmHqTc/zPJwmEMu02aPJUcwxRHzcUeAdeF1RgEDnOd4er4fCvmE/0Z/VahVHAen38fGx6rq/uBbZxJ4nhyZGFe2fKtS0+bu1aVc+WaVpGr3//vu6vb3V0dFR4PPt7W0o8FzyzCVbyCNwUlLsdy5wPj4+jpNbOBXBO5w+e3t7ITOQeWAEcpP9ArbOZkOeUk6FYbyxFsFCTgC5Qs66Z//ynKs812/muS6kICyRdaOj11mmLhGmTdP0xLJMoU77lYs/52kvlUV/KSVta9ohVzV5tFscush0jO4sU9Z1ka98NptFfUS7U2+e5wMBnb7f1LXqqtJsPleX5DZzj6FOe8kFrvT8pm0jujqOqmaDU65N7yOfsmyIni/LMtLgxIWfibhn7LI8759dFBFF76Q940mkdZ5l6oqiJ9OrSk3W55aXFJd/tm3KL980miUcBfchzZm3Ns1Dtd0qLwpVOJ/TCQOcCW3TRMR91/UkvLr+5ILmc2m77T+r4XLn0tqDs6SczTQr+zQ/6sbRUMwdbVJRjAytMOoSWZ5lQ3R/13VqlfLWm37paYhYE+gv5O3vui7SDG1IZZfnmnXje3CQB9SdZZn2ikJ/s231tKr0L+tad8npilEMCcH+lcYGIxjHe5zU5Mfv93FCYVrX1GhH/5sa6NI4byr/g5MYp5B70qAPuV7qpBV18DkfH38P+TUld7wef/2x/kwvYkR/a21fu37qOW19zJ2E8/Xi5U0zxN+0ssPucWS79FGizrGb7zhRJY1lh8sC9oTbi9JHI0uZC5cPbnP6niNAxklax25+8330bE6GP4bdLrv8+cjGphmn+XDslsbYLQ3YjVxm/D2wjv56fxy7m+ajEfnMDYRilmVhexXFRyOt5xPsnhKhfBbM8FP1Pg60m3bwG3trSj77D+uPNQQeurz09ed27WPY7XjhuMZrLot9/H0tgd20g7niNZ7zvbDb54J9ucPuHXZ/EssbS6J7wTP++7//+1qv11oul/qDP/iDmGSIO0hrCMfDw0Ot12tdXl7GDeOXl5d6/fr16MIT6iF6HOHCYiH/OB52qSeHFotFLESi2YuiCKKTVBEvXrwYHcWBqCL9jHuKb25udHx8PPKGkd6Fhc0xuLqu49Zyqc9bDpE+m810fX2tpmki0nN6mQpR3xD5jAEkl3sL9/b2goxlo7lX3EkuopkBEJ4NCU9EPsqCRyA4gc2FrO7VRNlirFEGUPBQ2LquG13kSu52iNPFYhFtQDC5t5G/GR8nuCGBOZro0eX02/OCoaARIQ1xu9lstFwuox+ej889hihsrDuUCxRQQM49kaxplBFAbz6fR95/FE0IUUmjSGTWCwoJ/Uf5IgqaUxCsO4ora678SQPwozRDxHuEMkDrnlWi9adOGPo9nQuIcUAMcp4+kerm5ORkpEQAnCgtKOn0cblcarFYhHMHZxaKMeuJOpApriSyfjjuSnGnDADIRZpTgHNlw5VB2uQKJ1H+7qxwBeSxCzupb0pio7CgyJFuiZM5ftfB6elpzCH1kMYFEt0JflfSXEHz5yM73jRAf9NK0zS6vLzU9fV1GGzX19cj+eSyGsMVmeWOUYx2d9yiBKJYs3coyBBfKy5rkRN+HJc9y5p2rHPZS130BWepP5899+8l/XSWaTE5HeS5T+dp3xV5rofNpidg6zpyfEcfqqpPvZKI1rbrlEEIdF1/sWbb9nmyu55knyX52nZ9lHgoz+04jyMRUWHMYdi2wwkcj5KLS0ITKa702dqNKylyk1MHEdBt20fJb7fbnlydzaRuSDk2S/hKCpK6qiQirhPhS1oWZAspRYgYL4piSAmT5qqaGFIQ1C6zpcFomqc211WlOrV5LvX9MGO4bRpV7XAZJ84C1kqeHBR1nS5oZb0l4h0SnVz5RZ6rSXNcpHkszfDlM1LSDeZzZdVw54SQ82muwwmQ1g6Xi2Zp3akspdoudG2HKHQ3/sIZVAxRo8xxk5w3W757cBBOHvZSpiHNl1K/PfItjOu61jeyTE8k/T+aRndpv6AnSQo9FvyeYhv7zR3G6HSMI3U52eB1jMYiG04ygrMU/z598z3jeEVdboj789wQd137sfdcL/T6/Yfidg9rHL3LIwPzvI8CnhrUHgSC3u7PYZxcFvr/juW78sktO+yejdbt9GSvYzc6c57no2AW7F/6gNyY6rW8Rvv5PGMjjXOAS4p99nHY7aTYY9jtp4P9s06Msg4cu10eur3EeLEOsI3d6TA37GZc3b5wO8PtC5dBj5Gg3w27aTP9dQfHY2PvdtWUjMWepT3uMHEZO5XrzKOT1i7XCbKqDLv9+T42U1yjfXBC1P2YHOY9J6R9juO0WvouzizHbp73vbDbSVq3ZXfYvcPuT1L5TJDo0gAg/+E//Afd39/rG9/4ht5++211XRcRxYAr+Y8hFw8ODrS3txcR0q9fv9br169HZGDXdRFxfHl5GcKSo1FXV1e6urrSq1evYrOgJBARDlk6n8/1zjvvBLl4cnKiDz/8UFIv7InSBny6rguie7lc6uTkJKLeIeaurq5U17UuLi7Utm0QxQgwv0wTIuzk5ESStF6v42JFAIANRQ5jUtgAXGxsJzkBIC5wlHqBCAlfVVVEsyJkp0CMsIAkw7srKfJdc3wPwUkUK2QpjgLIfeYqz/OIDIZgLssyIg8cHBDCOAlorysQEKeQgghjCD+ABcLfwdi9tk3TpxFhXCQFoPjY+Lis12tVVTUiNYuiGEVokD7HCeipYHeQBzSXy2Xk1efEBiQrRCpthETneOB2u43vMv7sEVdIfGwgxd1LXBTFaN/iCGM9Ms6Q3pD+rkhB5jKGrAmPPpmS9m3bRtQ6+e65iNcVWJSA6fFNPLzL5VJHR0cxP103XFrkSgFtYS2jfDN/vt8oPIdxY0/QBsYcRw19dcUMxdFBkegA5ocxd4PEo0YkjUCXz5blkNqIOtg3OGq4s4JTNcwZY85dCMg3VwzcyHLgZi1PFYtd+eSXtm314YcfqqoqPXv2TMvlUtKQjsyN2YioTtiAE6ssyzDGWQ84WIkqur+/DzkNLiC77u/vY59g4CJTwI+i6FOegRe3t7fhaEPeIGdYr+wNTnNgDLEnHh4e9B/bVv/+8FA/3nVBFBNl3dS1NinKbpYiq/eT86+oKm0eHuLSS3VdRJPXTZ9W48HusyBvepEI2yLJna7rSd1tNVwSNuv6CyGJngbzsyyLHNtSTz63dR0XZOb5kKsc+VrZiZus60Yk7HaziehoIu7V9Jd98hnkDxeAUvcsRZxDSjNmWZZFihra26TxgeBljCDRm2TMqusiRUnbNKoSGQ3RTt8hnv0CVNYlpUuEOePSdl3kqi9T2hapJ9tLjGcNzmInoGUyT103EPFKUeCOlYYtyrLItz8zPIRE98CAsm0j8r1Iay1IgTxXLqlF5mJYo8dhiKZnkXYGXYP1CGmA4UwqnUzq+2UkOrKBdTB11vL7Isv033Wd/nlV6Y/a4bQSa9aNQHfWSgN2uyEOfrnO5pjibaGPrktBFLmRTFun5Aoyg79dF6V+/67LQycP+dt1S+SZEyKP9cGNfGSuk3hO5kH2+OnD1sYcPXNKXkz/jj1iJNkOuz995bOO3W5vO7GObUqEPP0lcMej533tuy7rd1H5Dxj3GOktDSkwkV2O3chTPsf4IFtcLkrj07JuR2CPIRs94r54BLsZD+p2e41n8j23WVw20GfGyEl0HwsnXb2v3ne4iY/Dbn8mshC71iODp8TlFLu9HS63Hcfczp3ahYxVOcFu1rYT29OgLLCbtjoJ7DyEk8rMi2O321aO3U40T+1pxvB7YTdtYv3usHuH3Z+k8pkh0SUFUfVf/st/0R/8wR/oy1/+sn7yJ39S+/v7urm5Udv2aR8ODw91cnKily9fBllDFPDBwYGOj4+13W61Wq3Utm1EBt/d3Wm5XOri4mJEAHseLBQIcocT/Q1RdHBwENHFeHveffddzWaziIBtmibIQqKC8zyPizwlhbDgwlPSHxABC8DTN0i5q6urEUHpXm8IOOpCACMIUSKmAp8NhECHvJseTfNxhuB1QdO2rW5vb4OIdAEqDQKG3M1OJEJQMlYQrU7+HR4eRv57SG3mxhUWSVE3gsyJUATb4eFhEK58zj/PuNA+T0cx9fJBUDMWROmzDhFqOESYH+aDH/esQkjiOKCdniKECHUUEiLR9/f3dXt7O4rYYMzdM0obSb3hpwsAPY8CmCpgPh4AHkoAbaRvvi9Yqzg2PIqA/khDfjvAhfXp0fxBGqU5vru7i1zod3d3Oj09HZ0eYA34aQKfe/YleeJxyBBV7ccJXUFDOeKOBE/JwikJ1iYKEk46yG32Nkq1R+swHz5/7FuUIwrz4grIVOGUNNrvPANyHOPIFXVk4snJSaS14QJd1isketd1sU89wgUlwIF7qhi6srwrn47SNI1evXql6+trnZ+f6+233x6dJGHd7u3txWWzyHfWtd/hgGLux5IPDw9HawOjjXokjU6U+BomwgX5hVEOVvA6+xjZjEygIM9Yw8is35nP9dPJIUob5rOZKg0GtxOUWZ4HKZypv5SzbhpVaR8K7MyGkyjkwg6iu+sijYfLbS4LhZTPskyz+bzPO56MRAhTSWNsbJo+f7cUObQhnsuyjLqbpo9KbtJzCkgMSFsbK+ad6Ps8zU9Rln1qmqrPFy8NuT2V+k5bmqbpI6bz4Y4YiHelNmRSpD9RIn6bpr+c1Q0GSPUufb4syxiLJuFI0zTapLQlzDvpbVg/GY4HDBSM3KrSNq3ZMjkyBLGdD4EHpMBhXudpvW5T2yF7ZEZhkZwpgTkJJ5D1rRlwEcXf2cWtqW4fD3WdumyIQA2jnWe1/ckHLkktypSyJkWl81y1beSad4Oc/egGqjuA8zzXiaR/UFX6v9W1fj1hPAEXHvXJ+gD3Wb/ScJKP/cL+RY6gVyBDnJABM9EzPNiE4vqPkx30AVnzWD9j/orxxXm8531xooG150QPbXa8RAfgs1MihDlATyUgCHxH32DNIcNoL/2fGviP/eyw+9NVPuvYTQTstA3SgN1OULIHvC8up3wfICPY+9Pglyl2T4k6xgc5BnY7+ckYOK9BYczdKeJELvOLTeNOBMdu5CNjMw2wkQbsdnnH+pIUAUDuMKANPHNqD5QT7HbZwlw6l8N3id7lc6xFJ1+dHHcyeBpVj6z3/ngglzuTeL4H7DEWTpC67evBQ4zdlKxlrpsJdjt34XKfv91GZx0g3/25Uzzm9/eD3ewTt8932D2s0R12//DKZ4pEpzRNn3Pt13/91/Xw8KCvfvWrevvtt4O0OT09VZ7nurm50eXlpY6OjnR8fKynT5/q+PhY8/lc9/f3cXloWZbabrd6//33tVgs9OUvf1lPnjxRUfSpWYqi0NOnT3VwcKDr6+vwjm82m5F3NsuyiE4nipmjYxCdVVUFgeQpGvBguycJArOu68gtvlwudXh4GBsCojPP8/CmA1xEBjhwSQOBfHl5GZtzsVjoyZMnQcajWHh+cgh6J+SJiHVAIHr45uZm5IDgWRCx9Bty14WbpI8cY4NgRxlz8hZicz6fxykE5gbFwoHKAZ8xgeijbwgZJyddiLgAd6GL59NJR0/bQV/qutbt7W30hTQ9WZZFznMnF2mnjyHrAAUUoGD9ED3OuE7BHGKTZ+AQoE3uZHGHiTQmYp3cRlHGScWYUY8rHE5Ss4bcucFcTKPQeb47iVDAcGKxfxhvj/KX+vsHyJ/Imke5guR2T74riBDbPBPQckdD27ajKHs/eoUBgrNmuq5oa5ZlI4cYTrrNZhM5JSHM+fxUkUfxZcw9QnzqBGNc2XeeVoe59j67ookMms1m4Rxk3XddF5dPSYrIItbutB53rNCmqRHiitKufDoKc/7hhx+qrmudn59H9FhZ9imFkEOk+fFTZBg7yCdk7Wq10nw+19nZWTiVkfmcMAOb3cnpcskdUexXSSOHMs5Oj4RxQ9j3XRDWqc2/N5/rw9lMb7dt5Ozuuk6Z4V7X9VHSVV1Hmo2264YLHxOWP9zfR8qPWSIgiHAml7XnOH14eAgilzQnOfiZiGbqjvyVRmIoEblhVCWiP88yZUmHIQq+lQaHHQQtY1T2l2FmibzNuj7dTJlkWJX6nBVFXGLZNOMo7cAk6jdc8Es/8yxTYzIF0p3frRkoeSK7s6yPaq/TWiWXeknAgGHYdruNKPQ4XiypnM36y2AZP5s7H8M2keTZbKbcxsnldtM0Q+73LF0AmpwGdV1rm8ZSWe+caBJ5HU6AbjgVMHJ6YMx1fbQ7ZH3b9QT6NhFdnQZind/uyFd6nzWEcwNCPlLPMFeGLbSReUUP9P3jBmrbtppvt/olSfebjX4tneT0U1WuW7GvpzqM71Unr6ZkRTijuo+ehEIWQMo4DtFW5IQ/Fz1XGtIN8AzZvnECgDoZe2//1LB1QsWNcCeYHjPaHXOdqPAUcE6GMCbudHf8npIgU2JlVz595bOM3ei1LmOQ0Y7dPNvlHAV85cQ15Pfh4aGk4c4x6aPY7bruNCLW6wa73QGB3EB2IZOwZRg39jcyaEr0l2UZfILLSA+44vu0xwOrXBZT/9Smo//+HXdI8LuZYLcToNTt5DXrwrHbHRBOsjPvLh9ph8t/7HMfpyl2uz3GmpeGE760u67rj/ALH2fjOMnJenTHAk4q/7yPiY+TNGCMc0TMoztipvPm8/T9YDdrGo5hh9077P4klM8kiS4Nk/tbv/Vb6rou8nVD/ODN5DLBk5MTHR0d6ezsTNJwUUGe5xE1uVwuIxXMzc1NbGiISOrb39/XO++8o5OTkyCuq6qK42OAZFVVcZmeX/pZlmXkQ3/+/LmKoohoYL/U4fDwMMj309NTvXr1SqvVSre3tyrLMkhjj8qGkCLKlgh9cl0j1NlEEK2kCYGYZQNOvbIIAyJMi6KInPEQlH5cxwEKsj7P85EgJX0IdeMAcMVoGk3ghLx7TFHiHMTwfjJeCCc/3ueCFmLaST8XqL7+eC7ClTxUEOSbzUZnZ2c6ODiIlBysK6LAHx4e4pJZ5maxWIxIYsYCYpKx4LIOV3ycDMXZ49HM3n4isBHCRJ1LCkcQa9aj4iG9GW8ITvYJa6/rulH6IkmjfOx+GoJ2eSQ5YwqR7B5r1ryvhzzPR3uN46PMna+V29tbrVYr7e3tab1ex9ogEh6QI9ocxYsxYG5QIDiNAvEMcewg78oT+3a5XH4EoNjf3B8AKB4eHgYpjbFBqhyOqU3zS/JZ9jSKuzsA3aPt+48c9O4s8egOflh/XCDF3iFiyBV135OuJPg8QdRPFYmpQrErn87SdZ1ev34d65EydVqRPgonKZ9hrSJLwMGI6M6GvPmsIQyVo6OjkEnurEbuSArZKmkUrZLn+cgx7nvMjVocp2XZp4W6v7/XerPR/3O71f8h79OUFEUREb/KBqfvJrXDo/zmKQ1KTnST4UJpBmbTtsq7LqLUnTiHsAxczrKerK/73OkVp4za4YQR/YOszyBrm0ZdUUT6EAj9tmki9UwYvk0TUcxd244I+bZtI1o8k/q2JHI3k9QmAmRWlioSOR3GoBRR1V2qp07td8MhSNz0P2ODc8KNJv7fbrdq6lrFwYFm5ZDXNXSQJMfruu51Jwy6rtMc4ywfLnLtui7ys2eSutlMdVrHeZZJRRHzw3qq09yUZakirRHG2g35PMvUJjlOWh3S2cjIhHB6qCe9ZXMPrrbNcHFfJ8Uls13aF4WdNKD+rusjzFvalOaCMSWKPwzi1P4qzR/rIbM9QP+dSIhx7Dr9ne1W281Gv5lwDyxGNrhh63oa+OPEjAduODnDGppG9oFfU9nlMgLdySPHPHiBZ6ET0G4nv7y4ruGBFego0kCk0QdPwTYleqYkFTILzI41Y+Pk5MA0MtLbQD+m7/vneOaufPrKZxG73V51Ett1a/TxKXa7ns0enso3J0Z9r06JXMYLGUQdrktPsRuimO+4Du91TyNfeW3avtyw2wk3D3CRFM4LxsC/z7i7XOVnit3+eypHHLv5H06AoLUpdtcT7HY5h43kBCzziL2BXeKyjjGkjczNlBj39eZ1gAPSOO2mz6XLX5/7KXfB2qdf7jxyEt3H3/eAjynfmdroPhf5D4DdrFW3WXfYvcPuH2b5zJLo0rCZf/u3fzsieYmyfPXqVZBwkvS7v/u7AYwQXkdHR0GekTYFogwiFfAE3CFzIcyIVl2tVrq8vFTTNDo5OdHBwUF8lgtVZrPZKDXJw8ODrq+vI4c3hbQjTdNEW6dH14hi3263QcTSFiLtSZVAJP7+/n4QtwgaSdGfqhpye+MYODg4CKXE/5Y02owIp9VqpaZpIgKBDQexxnMQrChC9Jn647h76gukP3MDwQxQ+QWMACSCmnzu0vjYloM1AnY2m0V6nzzP4wJSwMiFE8IYAMA7SRtIJQSBzXNwzJC2RRqUABdUCEOI3bIsY1wh1D2Sm++j6NEGIvM5cufC34/s8X0ipT33OwocaUxwhLBm2C9EYrP+IHWbpj89IukjKUMYP8o06pm1A8HrIOgOCdagRxMwz+4wmYLI/f29VqtVKH30i3XOOoZQdsWX/5krXpt6z3nNf6YKt5eyLHVxcTGKoCiK4bQK8oj20lfGi/a5txyAJfIFR8BUGcaRV1VVOMX8M25I0G/WL6lpPHp+GuXDHNM2B3YHcr6DIvGYQrErn97SdV3cP+LHvsEnyuXl5UfW2t7e3uiEDYaNND4K6cYJ77NW2bt+aTjOHz7r69QjdZDh7G2KR3pgXHlEz3fyXOvZTBf5cAdHGERgWlWprqogriEb6qZRJUnJmJeGaN82Eah5ktNtIp67ruvzj3OMua6HSyazcVT2ZrvVrEsXkZqMRn6WRRHR8W5ocvlpl+dBoJM2pXbDuRtykWdpnhhXSerKUk2SM+ThLlx5zzLVUpD8MsxT1kdpV/VwLHmeIuSyrL/ck7ziQZx3XUTKB/6nsXPMcwd1GLBOWBs5L1kUXd5HrtMXxrUjIh+ZyzyYXGva4ZSZsizSzTBvfnlqRJdrILKKIuV+T2Od57nK2UwlhE5dx5ppE/Edjt6qUlUPx33VDheB5ckJIHtm23VCEofh1w4pAsqyDOK+TQ6TQlKTZWq3296ZkL5bmOE3dby6njDrOv0dSZ+vKv3GZqON4QgkkTToGuiMU9LK52tqbE/xx3+c3JuSJOiArlc5ZrI++T5/M16O3d4O9FPqmxriyDiCGiDWpoayjyl/s8+xM/y5PmbM8XTMRuve2vuYIf4Y0bArn67yWcRuyDTqc+x2e8NT2YDdtGlr2E39boc58Yycwe6lrew/9hJ73Ym6KXZ7pLhjtwequSNhSuS6/k0bHLux45k/vuNyx7/n9io4Uxt2zwy73f6hDpcnLjub7wO7fV05OU87Xe47niIbS8Nul3H+PV8HfkqB/ri9RfFnTUlLT7XpfXDS1dck48V7zOm0+F5129Sx29+jwIX5vnWs+G7YzTOxfX2sd9i9w+6/6PKZJtGlwRv2n//zf1ae53r9+rV+7ud+Tufn5/rggw/0wQcf6OTkRGVZ6oMPPohLPz//+c/rrbfe0tX/n70/f5Ytu+77wO8+52TeIe/03itUAQSJiRQKIGFNtExJpkjTaskDm46mRFmKVvdv+pscYdnRPzUtOiiGTQ1tSQ1G0G1KFiUKCBIgSJBEkQQBFFD1Xr075R0yz9A/nP1Z55v75cNAAGTVq9wRN+69mWfY4/qu9V1rr31+Hovk/v5eh4eHITyOjo4iupxJTTQ34PPmm29GDjhJ8b20eYhoSmmDfCTKNKWkp0+f6vb2NiKlnXgj5cTd3Z2urq5C+UgpRUqHYRiCtH/69GlsO8FR4DnbUTYODw9DiCwWi4huLUlpttJ53jcHQUmRx9pBj+hcim8vgfQE9Nu2jTZS77quI+oWQQ6574vaI2p9WxAKFcQ9daLu9/f3ur6+jvzrLiSp493d3UbfLJfLjdQi1MvJUBwIx8fHQZQSaYwzgPnSNE3MN9LwIEBRpJhrpPLxHQV+2KekcKLQTvoZcMVJxFz1KHNJEXENEc1uDo8wgESnDxH8gBPkOTsrXInhOnJku0LBfHJABXg8XYmTzg6UvA/nAgo6daaU2+hY99fX1/EOnAA4WWj7crmMuQFhzfhKzx6i4nIAR4Irgw7C20j0s7Mz9X0fdSujKtxA8NRNkOhOejPO1MPbVTpT3IlAv7oRAjFOXWgf6xlnpZPmrkhRL1dyXan1ueAKgBdXIHblnVuGYdDjx4+V0uhs/sAHPqCDgwMtl8uQz1VVxRo4Pj6Og7c5iIx166nD2DniO7vckcl6RkGXno1acyerGzAorJLi7ArmssskZDNReV3X6a2U9H+mpL8hjSkzNKb/6LpOt3d3YfjUTaO9vIW8bpqI+B08qksac2TPZkEMu2HLoZG9re+UUpDPksac4Jl8j7QdVbVhcFVpyjsOwR2R532vdW4j9a5SUjOfa9Y0WkH25/4cxkGXhtGpV1eV1ppk1NBPkWhNJpupU8p17NpWq3xdjT6S+1xmLNM3GoY44HJeTYda9pKGrpui54fRgTDPuhIBCYOkNhMs6/V4aKgTKkF4ZDnZD1OkfNeP+dyRibP5fEw5Y45iSeFEYedA34/R7pFqpevUZXKdOaxhiupzh2hdjXnRe8eWYdCsyQeP5nkMwa/c75DnkZoPoiPPEw2D5oZVYViNFVCN4dX34dSoiGTvxx0COHGStIGVPIv0L+74pbhekFLSvKr0w12nV1cr/bOq0ptGepTY4QQZz3As2mZY8jn96gakE1llwZE95HlHfdyw9vd5VGIZTOFYD7lSGsVeF9cfvV+dEHDspH1OZpX6PWXbc2IuShv3OElWlhfREH83lncbdvu89Uj3rhtTriAn0LM98A39G+zmXupSYje2aFdgt68b/47xCAdqLrSJd/B8MGZl2I0+7/q79yfvQC7798hNx27a7vLE3+WyiHEFu+kbZOi26HR3tmB77BXYLU2yH6J5G3a7jeP9tTbs9rz8JXY7PtAGJ4Zpo8/hbdjtOOEkqtt+/mzqjp1OW8t5wnUldvN+xz7WJVgAxrjDaRt2198CdjPXwUd3WOywe4fdf5LlXU+iU1hAf/AHf6Cu6/SX/tJf0t7enh49ehSAh4CF6CEFDIdHuiC/vb3dIFAh2sibTFQqoEjUNoQaII+ycHh4GELi7OxMdV0/k1N9GIaIum3bVpeXl3r8+HEIIwh0ItC7rtPBwUFEJN/c3Ojq6kqLxSJy1UEgEt3NVhrAwRWGk5MTLRaLAAkWKFGv9DOggueddpGvfbVaRQQrhF4Y9lW1EfGOsnFzc7NVqen7Ma/08fFxCGaE983NTeS4p5AiA4cEEbGet83vd4HNe53w9zQcRFIjZFGgHKQgjn37ItHt5JcnCsIPlKSejIULV8bs5OQkBKVvhWKrXnkfZPP+/r4kBcl6d3cX9fX5h2IBQcyY40AZhiG2U+I4oX/oL6K6mffltirfegnR74LciVkHIdrDD/0PKczcZouez1HmLfMVhw/9yHz1/uY7Bw0UZcYDJdQP3vQoDOYDShttLJ1NzwPzg4MDLRaLOLuBZ7hhgYOIHSnMPerJ+AKcvjPDnSo4X/icLaz0tQOwK1h8xvhLirUWxJgpjJ6mx40K38pIf/vvbR74Fw3M381lGAadn5+r73u9//3vDycq8wJjh/XDWvAoFX5IR+bRXGBnEKF57YGjyBKe6dFKzFHkNHLLjQ/qiCMXBxTyxx1o/6Hr9Im+1yuz2RhFntdcv1ppPptpbz4fD8fMSnlnRlPbjVHDtAWZs7e3p3muZ99PB2O2bTuR5mbopKoaD3zsp8O5wTPSukQEcR6jlHK6lvV6OsC0rlVn8rXve1V9L+Vo5dC19vZGwjdHRxPpjbOTQmqbZjZTnfE48oBD0EoRNQ2pPkiaVVUcxlpn0rjrezW5P2Krfyby60zsktIlCOGq0iwlaX8/8pq3WU5KU3Rj0zQaMiFNPVvTBagXY7aX64b8SnmM6KtwUuZxg2zGMCP9Stu2Y+oX+jOljfzrfZ5njDkOlEHS3nyuumniAFDSrlT1GJ2/blut7u/HKHSZEzMT9kFa9JMDPOY+ZA3t1ESUaxjCWQMZX+dxIqIe/bsx7PBDbdEhthniD9dr/XRK+sfDoC/n793oZdzQc+hr/mbNlMY18sadtZXV6Xn4k1La0A0dK+kzd/KX0ZO0i7WxzRgvCSTqhNzih8/9Od4vbohLm4c5xprI1/q7vC4lmcHf/N5GQOzKi1PeTdiNvHB7Ej2aejjpXJKprvM7ds8Mu0uZRR87ScmzSuxeGXZ7QfZhd6HDe5AUdfP3OWfisqrEbmQDdkBpxzlx6AFGkjb0euaBy2RPR8L12whhnkNAGu3bht0eCFfigrepK/CEd9M2b7uPm9cX+8Y5ldIGpA4uH30ee3qhbeNFwFwZjEQ/+fwrsbtsn88ZxxR3MvgYlWvCSdpvhN3MBd6zw+4ddv9Jlx2JboWJ88UvflFvvfWWDg8P9bGPfUwvv/xykLCkm4A0kxTEnzRNHMhCDtiEDINEZ7ENw6CzszN99atf1fn5uW5ubvTgwQOllMIjzyI/PT3dWNQcqAJBxsGogH3fjxG219fXkb6FH1LFEMlc17VOT0+DzH/ppZcimhrSkPsgakk7cnV1FUIAQHfQBXzII+cHfkqKnM30F8Q7pSQTWfykpuDZbO1ZLBahoHBAjafboe8hfPE6pzQdTlkqJ9TDCT0/pLRt2+jLlFLUres6XV5eBolOOzzam/5xIYlC5dEMRJ9DgHJ4qCt4KDn0LVHRCG/q6lEErlghGOkrSFMn42lX13Wh7LLLAMB3xZadAjhJcAq4B545WDoTEOyQ/UTEOzC68yqIl1xnJ7ZJs+OeadaspFAiLy8vY/xQ9lDsSG/jBDRpS+hznBMAIXNttVpF/sabm5twZNzd3UVKJkh0ihPGroS4MufXe2HNsq6oB/3rW2OJQiDfOX2GE4vCe8n7Rp8xj4Kssznryghj6UogdXWQducUa8YBHieS73rx793YcIXIlZJdebHKMAy6uLjQ7e2tZrOZXnrppTigFgOa+UrxtEvMDQwOjwzZpnAOw+hgvL6+DrlCyjKcY8w/T5EkbZ6p4mvZt3S6DHbMuOs6/WpV6W/NZmqqMbp4f29PfTemXfFDoru2HQ/sNNnfdWOqlq7vdb9aBeHJYaHkCufgTPokyQ4Ny/1X12OkcE3UtyYjkL6L9ZdJ21SNqUnC+JvPI7/3fDaL/NcYjdS167pI85IyiVtnea+U1K1WkWqGtmwYyppkfdOM6WX6YZByMEOVyVtyjw+ZEEHG0w7IbDe+qpQiIrvKbes0RVARfT7kPuPwULkhnp+FtO26nPIlk/MQxugIHiFFXvghjxs4UmfHQ5dJ6LquNTTj4aHugHS5SbQ/OwdWGReI/G8Na5VlaZXSlF/e+0mScj26vo+ULCmPE+MyDKPjooJcyM+m7m3G/K63POrjoh3Ht++17nLautz/7GqQpuALsDkiCLPT53gY9NOS/nHf60uGD2AGhi3yw3UdJyacGHI8K43Zb+TI5RoPzHDjlrFlHqDDuqO8JAb8veU8cqx0YoP7yvu9faUB7f+7IU5daBc6p7e5NN79HeW7duXFKe8W7EYuuy6ODTkrsNvtQsduyHr6wuUEbS5JctrtxQOBnLT3MfH+czKP/32HLG1y7Pbd3bzTdybzHNqCXeLjVcoA/7417PbvcGaU2O3k8AZ+ms1AP7nzgudjU7ndyvNcLjFeyDvetw27kbNOkJZ8gPcnzoZt2O39RdvBBSevy/5we93tI+rhZDPP3tCtinXmxHa5G70cT/oZnol28v3zsBt54O0t677D7h12f7fLjkTfUoZhiAM4u67T0dGRHj16pLOzM6WU9OTJkxD2EMvr9VoPHjzQ3t6eqqrSgwcPtL+/r/Pzc73++usbUZkPHz5UVVVaLpc6PDxUXY8HZkKqDcMYsUuuNkl6/Pix3njjDR0dHcVBk4eHh7q4uAivOoKmqqa8xsfHx3ry5ImePHkSqUSkZ/OYSwoQd+8YxCkHlLZtq6OjoyD0PSf706dPN9KfAMh+IKSfdj4MYzoVos8BPSeR27bdOHSxrseULJC2fE+KGRwDkJa+bSqlFAe7npycaG9vL8hcIr8RuqvVKt6JUoXS4ZHtTdPo+vo6ANOVDVJ9EHFNGyFTIaBRBFAwAEa8ww5spVKGouV51wFPFAn6KKW0oXSSAsej/V3pAMydZIbwBciPjo5CwaWvPL+aKyYOFNJ02CoKmOc2BCxdeWG+ojw5KLk33xUQQAeFm6gE3gtw0p+Q7eyE8Dkxn8+1XC51cXGh/f19HR8fhwMBuQHo0mesL0h9SZFaSRqBnx0CV1dXG44S+tw909Imke2HvW4ryAIcS9TJlR6P/oBYxwG3XC43IiZc+dumIHmdWXuMCeuj3CnC5/SHA747SZz45rApN0xcKYV4Lx0PDuRuMOzKi1PcCEbOspsGh6Irsl3XRdqvlFL8zaHiHkXDzh/fpeF5TnmnywXWEY5P1i4Y5sq0G2Z7e3uxw8ojWlJK+mxd6z/pOr1vPeWanmVitu+6kVTuxijmeV2PhHHTaD4M2t/bG7EwE45t2+o2725qigiTkMfNdIYBhz66zO6Qx0Yih+yvqiBIU46GYp0iD2azmZKmrfMRJTSM+bKTFLvM9vb21NR1RK/PMkkAMdvl+gZ53HWR5qSua+3lFCtVVanLkXcQ1TJDichnSOnWZLFH/tXVlA6mz8R43z+beiQMeOSUpEpTBFCNcUu0lBl3STklymolpRQpcJoczQ6B3Xdd5GmHkB/SSLK3bat6tYqo/vl8HrsJoq/6PlKnDLlPILarAoM0jBHzdXbS9Bie1lb+r5tGdT+ly4GkD0Mxk+YpjQ6JwciNru9jB0VeAOGMqfophc2QyfbVeq0mX8vho01da7Ve6z7P80gtRMSWpEVK+lvDoH9a1/r9ftqC7oQOzmFpxHv0fXRXx6htuFUSUV+vIAucJHLD1Z/rhB4knkdsluSFG9v+nZMljvVe95L8eZ5hvo0wkaYdZFxTGu5OCPjz/Bl8tysvVnk3YDd191zT4AnPcb3ficO9jN0QjtS1DEKSNgNwqAPfOXZjS7mtxt9uzzRfB7t5pmM3a1/axG4n0n0XOHVzkpT+oN+4HlvNZayTnIx7+VNitxOTyDvHBcbMn+9yqLRjmEclMQunwPyjP1xOcm9JXlIfz1uP86IkVJ2sp84l1jgx7LZy2Vb+xxHiBDzfeX3Ln+eRurxjmy3pKZakzR3gzHPmSjlGXEsf7LB7h91/EmVHon+dMgyDnjx5ok996lMBRH/mz/yZSMVyfn4eOcS/7/u+L0jc1Wqli4uLIGff//7364tf/GKkaPna176m4+NjXV9f6/XXXw9C/JVXXonDIvf29vTRj35UL730kt544w1dXV1tACek6+XlpRaLxUYaFITxYrHQ0dGRFotFHLwJmcjhgsvlMoje4+PjWGAXFxdKKYX3r+s6LZfLSLMBeUfU+v39fbwbb5+fmu550u7u7nR7exvknhNcCDoUBZwVVVXFQZN1XQfx7wIKMs0Bvm3bjUhs6oUy4rnbKS6AaBdtQDguFosNJYV+dc+7p3ShTcMwRD+hlJEnnG1kRCTTTxwGSjTxMAxB9N7e3urk5CTmK/WTpgNmXfBxkA4EPal2EODUl751cEI5YKsidcdZAHChmFEnyFnmLM/2g03ZjUAdiKBm7lEH+oEx98gC3idtAh718jQu/j318byKzGHu4RlXV1d68uRJrPW+72Mu0lZX0tyJwjWkdkLROjk5Ud/3evr0aTg8GEuP1vcxRpHycStllxsPGBCsT1dYUQqQL0TGdF0XKYskxRxlbTCvqSPv9b9dIez7fmP3iDtsqBtjVxba7LtpmAeukHj7SzAv58e29+zKi1Nubm70+uuvh4x49OhRKOmcB1HXtU5OTjbynrJ7aTab6fj4WBcXF+EYxKBerVa6vr6O9X50dBQO0KYZD/U9PDwMfHVswngChyMNynozR6ufMYHsxTBoq0o/t17r77et9rpOe/P5mJpjGHR3fx/5tKs0EqirfsxZHdHkaTwE8/DwcDzkcrUKApq15qlfHJ/b7OibmyyQKfdKKUh1vy9l4rM1R6Y0kpxEZQdxS7TQeh3506lXU08pTCRtkLsDZKwU7aINRNzP5vNwBFRVFTnNMS455HSQgkBXGqOiV+u1mmFMGVNVY8qcxtIHtG2rirFar1XzPST0MB6kul6ttG7bkGGQ7ciydr2O3Oh1Jvc7i5rib6WkChI6E870LSlhqpQiv/l6PR44O89176oq0uD0mUDv+zH1i4bJ+VhnMp1n102j1E+7iCISP49Hkz/rM9FeZcKqwVkKLuT5mQdP+QWj4ySPR4+TRoq+gGzv8/yq6lozM8hTSqMzQhMmre7vdZMjXZlrHO6KU+WoqvS3h0H/ZBj0WQtwYG45iYQhjj7mUWF+zcbctPVVGrBeHJ/9/WA6c5f15+kPaK8b4qS4cCx2Q9yjWLcVrvGoOm/fNoPbS8yjut7Qu74eBpfP9LrtsPvFLi8ydhPshK2EXYltIE02KHaEE+6sdwLeXJ93kr7fgt0E6bge78Qc123DburNe6RJtlJ/J6W3BSw5qUx7KG4reLvcRiOVJP+73U9dSk6AumFrYOcx/o7d/KafsFnd/sXmAbspvJf3lLwG2O2Bcs8jHik+Pr6r16OBudfJY3//80hxn0/I1lLGc4/b7k6ebrO76QvwChu/dEQ4ye9kutuCtA1ezAlcJ9FpJ33Z7rB7o+477P7ulR2J/g3KMAz66le/qn/+z/+5PvzhD+sjH/mIPvCBD+grX/lKLIz5fK6HDx/q4OAgBPD19bUuLy91eHio4+Njve9974t0IxCkr7zyih49ehQHp0ASQtax0M/OzgLAWOQHBwd6z3veo6urKzVNo9PT0xA2wzBGBF9dXeni4kKSIuIdcCB3OURt3/cbhxJADM/n80jz4tH5RK3P5/NI01HXtZbLZXicUTKIDIfcJT+2CwbaCsEG0Ssp8tyx7U7SRgoZBINvSQtjNPclbTk+Pt7w+jdNEwQuAhzSmndCenMgp0dMQyBfXl7q8vIyiFfqAtkK0EPoE2FBv+BMIDp8GIaIdsBJAqnMWC2XS93c3ASh76DmDgM/0ATi3FOaePQ410F8E5HxvMgNwJp0OawH5qArUE540+/UGwDx+YfDgH5wZ4IrCtTDI6Ppg7qecpBDjOOBduVC2szXDfi7gooi7hHjKNTMQVKMoMxsy7HIc0mNxOHCpJFxsEUxkjbBBxLdFVZPk4TnnvnMvd4++n42m2l/f38jdyBzkqj5YRg21jnvwBBwJc4jHag737l33hU+rnGFqlQmcdocHR3F/IlcxXke+zZe7mNsUMy7bkyx9PnPf37j/bvy4pXr62v97u/+rs7OzvTgwQOdnp5u7AIhwsy36OL4wlFzfHy8IV/ZjcWcY47xDD/0ujzTQ9pM74Q8ciWbeUo9kb2sLd7zRtvq37et/mq+hxQsVVUFcby/t6cuE4ir1Ur9MOaTxiiaz+eaDWOU+CrvYiMdRpVxHoNHygdYKhuMYLc0RrDntetOtb7rNFQ5Mix/5ilkIKd5vjsM+35MN9PnCLL53t6Yi3wYJoLZyFplcnc2m8WhqKv1eiSGM3Fa1bWqYRijwKtKddfFeKc0EtXUheh4CF8IfTdqIOVTmqLDSWmTUtKMA+LqOkjhruu0ytFG89lsfP5g50ZsIR36fozGbtvxoFfI4a4bI+V7k6FgWytF+hvannJfDXncUkqRLmfAkJTCcZCkSF8D8RzRa9nxkXA42PzDYUA/NNkBSg5/5T4ldUw/DJHqRfmdVUpTFDrEuOEDc0e5HX4IKfpd9OkwOkBW9/dRRxwtOBsgJvaHQf9Z3+v3+z5S10ibh5aD6QRY4IAuHcjbsIX+c4PWySSeDeZRnLhw0sNJEeYuBB6kHLq4k1QeyVY6vGmDt2Vbvf1aJ2pKEga5hc5S9hX6sb/XbQOXj/f393r8+PELF9G2K5vlRcZuSL7yXg8CY0cotgtr0LGbdVfmKu+eg93SROBRnGBz7KY+/pmnkHHinDFx7EbXpi1uq5WyBFnnO7JxTHgKVychuwK72wK7JW30D587dvt5YPQPsjdSmNVTRL5HTGOfupzf5jAAM7CVqBc44vYP2O1j40RzSUYi+x1DmO8+Tj5WyF6fGz7/3GHAu+kHMKOUzW6nup3vdmZp220jpnmO9wu2pju0aCcF7Pa6OEbtsHuH3d+tsiPRv4nCpPvCF76g/+6/++/09//+39fJyUlMhuVyqS996Ut6//vfH+D93ve+V9KUzgHARgCT4gFScL1eR/Q6B5VeX1/HuyFzIcwuLy91dHSks7OzACzITHJlN02jL37xi1qv10GyQ3pDeHddp7Ozs4iCJt8zdSeKFiDEQXBzc7Ox8CTFQYYsNoSTH0QI4BEhL02pOmjD8fHxRg5zB05S3LjQpX4oRxDEkgL0+N+jwiGIEQr0D23hUFgcGJ4nr/SyAzK0AbBmfJ1IR/mCUHXB5LsJUPhKUtFBCrAro+Ah573dCDJIXIS/b4vzerrH0XOxsSZIfcKcR7lEgSgJZAc4AITP3KOO4oXwZc7gZGFuIOwBV8aE++mn9XrMWU6O7xIcuRcHAEqozz3Al3dBLnseszJnG6l0fN6j+PJzd3enJ0+e6OrqSqvVSo8ePQply+clTiLaTDQ2BYW8VFLK65g/1Mv7FYWUNUuE/PX1ddSNuUH/OJHujhhJG3X38aEdzA36uwR6V2SYz/v7+yG/cPQxZ9zQoC9ccfdooSdPnujXf/3XdwT6u6AMw6CnT5/q3//7f68/+2f/bGy1RoZdXl5KmubY8fGxJD0zp1FembNuWHj+TeQ47/atuFxLCjLWhhuRGFMXFxfq+/6ZA82RacMw6NP7+/po0+hDeX6HIbVajYc/zmYb6TS6vGYhwPndzGaaZdkHmczhn0MmRyEc5/P5lEIlk+7hgJ7PN3KYs7owcodhmNJv5OembMwOmUjlHkjZ+L+bosLBlGTrm7YTHQ5R2+c+1jBGa/d5PFP+IcqaNlQZOyJyOo3R0ve53k09pqgJQzSZkw7SPusSvIN+djJa4F3WAYZhiINaq6pSbe3u/frcZ8xJnkU9qRNtrKox9UqNcT5Mecareswdnrpu3IVAXwzToZ2Snjk8tRpGIl6ZfKdNRJ4r/93laHkcM81sFumGNIwHhjLOrcZ0PE7ad30/7ibI+iwR+7G2+37jgNNwqDDeTRPXdG2rnvV4fx87GPphTKHTpzGyXcOg067T3+57/Yuu09LIBFk/sMsRsoicymBPiV9OZDhRUhqUruf5dXwXcyBNZ8mApWCopyL0uiGvSsc3n7sx7IY4MtB1T+Y/P95G7qPOyFbkF7p7aWQ7EeDPclLl9vZWX/va17QrL355kbGbgBt0U7fHiKJ1otTPGJImOQHB5US4k6HYLpI2gqq4hjawsxX5QHHsdtsCnR3sLok5f4aTqU7ml9jtwVP+HpcTXpA5TtS6owFZ5eR2VW2mEnH7pOQBvJ/9etrbGnaXxDTt9utLEtgJUK+Ttw/M8H51W7OUzW5n+3i4bSRpQ4aX8p657w4BggfLceH9zH0njFeG3WUp8ad8rjsIfJcANqr3h9t6rHUntHfYvcPu71bZkejfZGGSvvbaa/of/8f/Ud/zPd+j973vfXr55ZeDkH7rrbfU970ePHig973vfVosFrq+vtbjx491fX2tq6sr9X2vxWKhvh9TplxfX2+QtIC2e4Ehn6QprzhkK4DBfbe3txHxDuHHhIfchgy8ubnRwcFB5HL3LW4Ih8vLy0hZw9Y3yCtSeUCyHR4ebuROJ984gHZzc7MRtYsAQFkgTc7p6an29vZ0eXkZAg9yHUKS9kCoLpfLSGvipCwgT9+lNEUO00YUE8hwSG62a7HDoOs63d7ear1ex8GQvIuDZG9ubuJ5TgjTJ2xDRGGBwPboZAr9xniVJCPPoT77+/uhaJWeS8aBHwhelJrYbp+mqAnAk3dSeJ47RBD81Ivn4E2lXz1VjDs4yHfmSi/jLE0KDFHSCH13bKAISwqBTx3YucD88Dm4Wq0ibQm58ekf+oJ+xomDI+b4+DjmF0QudfNrb25uNiJmmDtc51EpKHMOeB6R0Pd9KM4opCWYsxukBHJpdBqxPY5IHuSKE+unp6dq2zai1H1LqkdWILuQQ/SzK3PIMZ/DPNO98b6mXJmnz8iFznygHowHO0iYYyjk0mYUTZBDw45Ef9ELCt7Tp0/1qU99SsfHx+HEZR6yQ4izDhxjPU8r84noMJfz/tvXLsVzffrWXFf4UbDdwJI2c28i55qmUX1woE/Xtd6/WmmvqiJSWxpl2B05WWvbudJ1kY4EXQN5QqRwm2UQBPM6k5CQn5DhdTVG9CKz9vb3NWsa9ff3QfqmlDTf21N3extpORojVNv1ekprkslboqQxfupmzP3dZgI2DMFM/oq6pNFh0NS1lAn9vh9zq69zNDxyCNJ3To719Xo83NPqgZMAGYZjAfxy49gNfKKi+0wUp2QHbdJ3dR31Afu63OeQ7hDZVR7DOre3z/Xs7W/qzbsqfydroe/Vp9FJspY0z/2lTIpXaSL5O3Z0YXyZLCb3/iApQSQgU/sxelxgdx4fDMsgyLsu0sbgUJGkOqVoS9e2sXMh5kfuw3ItNTi021Z9VcXOiL6ux3mWMXad59BeJp4khaMlpaQu60SvDIN+puv0T9ZrPSmiIPkbHcF1ECcrGA+P/kSneh4GOUaWhXkHbrqexvzzKFYnItBlHJeZtx6dGP1sbXKCRNIzz/N+8R+vN7pb+Qzq7SkDWPtuiDuBs63fduXFKy8ydh8cHGwEXvlaQj9nbbvtPnsOdrOGwWInzcr0IU72cj2kvqewxBbAlqc9nsbGsZs+c+z2oJmSXONa6gqx6IQ+HABtcznD7mwPkKEeHpzmJOU3wu4y8tz7ir7zvga7nycjS/ns86okur0vStuN8YgAgjQFt/E//VvuOvC+dplLv1AP504o1MUJ8s7w1Ilaxw/sMm8fv8u1hM3m40Q/+7vc4bONSKd/SmfDDrt32P3dKjsS/VsoLJyvfOUrev3113V8fKy/+Tf/ph49ehSCHPJ3uVzq4cOHSinpzTffjIjdy8tLrdfrIF1JrYHAqapKJycnOjo60u3tbXjLOIT09PRU0rQ1q21bXV5eBvARKU7EuzRthyFlSN/3kcYFMIR8R8GQFLnj7u/vI63M/v5+RGmTesK3pqG4IGhpE8S7pA3BiCIBIFJ/HAh+srgvWoCO9tFGJ+gAMM+97XmvZ7NZpPrw7/ACOoHPoayks2nbKScajhHPNUfaFMj+bR5HafLY4WCAIHUhy9iiKLpyIil2JgAaTmT6NigUDm+jK1J+UKOTqa4EIpg9MgGFFuHpCgj95JHqtPvm5mbjUE7mCES/t5l76G9X5Pw7Cv2HU6Hvex0cHAS5zvwkP/n19bWOjo5i3kHqo3yzQ4Q88zc3N+r7PlIV8TyiX5gDkmLOkMMQ5UdSpLQJUij3LW100p0+ok6ubJWefsbueeXu7i6caO5ccWV2sVhoGIaIqqFu9Aef8ay6riPdixsZyAfmDEo/jiF2qrAucWAwL3hWXddB6KPAImM4R8CdPjgHAHFkYtM08fxdeXcU1tfV1ZWurq60t7en7//+799It4UBiSyUFE5Rd0qXh2OBS6w5nFEY1hwk7XjBb56JvMQwdiUdQ9kNJOrU971+bxj0r7tOf61t1aXNnKJd26rOuNQ0jWZNIzWN6hyhG2TBMIwRv3UdKUzcgITgJNK373vNmiZI2rpp1GXCAqwIjKvG6N7IQ57sMKKxkRGRTi73IOnNwQaZmzJh3nVjdLykSFUSudKNBGjq6dBo2lw3jda5f+eWI1VdF/nGB035vmlznYnpsWFTrlXyitdVpQG5nMnq1TBGije5v6Rp626fMYho7L7vlbJBSfT/kOsbEfza3LKNUyRRz66LMXFSnGjylJ0USkkzGcltz/d+qqtNQ1xpcoDmSTrqDThd6jpIeXDJSfAqJclIdxwGlCB/slMB3Kvz3FRuZ2eBB+40j239eTzAinXbauinnYqz2UwNhH3fa911EUnPvDpdrfRXhkH/1BzgjB16qxuG6EhuMFbFmDsZsY0skfXbtsL6p0/Qufx56M2Hh4fPkAROHLgsAf/HLt6MaOQeN/rdWHadymWXt9OjTF3mebCC963X10kqJ5525cUvLzJ2+xpAnvMsyDaw23/Kdek7i0vy120k1hP2kaQI5tqG3U7c8Qy3tXhX4JnJvzJVhcsnJ66ddHRy2+1Jgs2oO+/2/ObORfhz/XmlfPMd2iVR7CSx9xe/PdCLcfedyXwG+eht9L99ftAnfk+JL9Sf4jKWMfAxLkl0x27a7U4H3ldikNti2+rh40zbHbu939tvgN1eL+rL34y7t9dtaNrqzrMddu+w+7tVdiT6t1Gurq70yU9+Un/tr/01vfrqq0EUInxvbm60t7cXaVgePnwYgjulFFHdl5eXQcgRXU2UKRGsnkvNI71ZJBB2+/v7Ojw81NXVldq21YMHDyRpI0L59vZWjx8/DoHEgZ0QfwAIOZUdcCDKnKT0xQdZJWnDmwbRDyHKokR4SlPuJ4hWPNLDMEYqX15e6vb2NvLGA/qz2UyLxSIWOSeqS4qDZzy6v1Rq3OspjYQyeaBpB4Kew2a2CUCuh9RD+NCX7BRAOUKwEUlOXTxnG6CHkgShL03gSTQGoOEH2pAGyOvhygGClPb4uNR1HU4OhCIEqgMVQOhA7XNif39/I3IB4U/aGleAJG3ko++6za1WTu4D+pDvABDzhvfhoMHxA/iyvs7Pz3V7e6vj4+N4B+9BKWNM3QlQKoi0iSgKjwaInLsG9pDC7hDD6SFp4+BM1j8A7UqJb7XyUv5PwWmGk4e5y5xzQCS6h10hgKIT45DoRAB5lICPOfOO7bC0ma2xbtQAzrSb+uE8YUzoM7b4kk6KfsMoQnZi+JTRFrvy7ir39/d67bXX9IEPfEAvvfTSRjSRpMA6ZCqGOTIO+cO6JhID5RiF3w0Tx0OXwax/ZC+OXdaIK6HILOqJ8f2/SzrrOn1cORK4bac0IhC0adpplVLSOhPbgXPDoM4c7xgz9/f36jJmSVKl6YBHl2UQ25KmVDCazuJYZwdcOMPX6zE/+3w+ks+S1t14GCh9zDOHvleC0NVIvvf9GCkOASxI6/v7SAEDtiVpzFnedVOEdiZQlYlj+rrNEfdVP0Ztx44bMxhk5PqKzzGqMD6kSGvD+2pkMvXNz+26Lkj7PpPcbdtGnnp3riqT8lXuM6LOKwjs3B84OSDQIZT7YVDVb0YyOaHtc6LJfe4kPylWyEvfD4N6D1LIJJX6Xg3OcNmuAQgCSAsjTJg35EjXMMSuhbppgoxnfd3d3Y07GebzmOddn3O1F3gSc1NF7k7GYbVSXUTm3aek7+s6fVDS62Z0Q9w4qeY6zLaorNIg52+u/WaKkwqU0uAF99m5hT5RGtbMKWQdc6EkJ0pDHDlQElroTlzrkW7h/Ko3t6S7juZ6g19LvT1qcofd797yomG3143nSxMZBunl2O2EmjQFyvG3Y3dr2C1tpqeQpoA06uAyCexuC+x2e8tJ5ZVhN88sSXvaWRKSvIuCvJEU9rvbxfQRxZ0RkKbIfSf7nFznc39uKf/Kz510dFzxCOXSWVJGPZekrNcLm87lp8s96oW8dkLb54Q/w+V4mfbSAwzdweS7eEtyHxuxdHb4emH8CAr0sQe71+v1lMqve3YnSNnHzItyHLAFS4Kf+5ww32H3Dru/k2VHov8xCxPh/Pxcn/zkJ/Wrv/qr+pmf+Rn9uT/353Rzc6OLiwutVisdHBzo8PAwosqJjD46OgoAItrbD00kMhwCFWHTdePhhuQlJ4oTwVPXtRaLRZBJkEuQbB6VKSkIv9L7VlVV5B8uFy8LR9IzRBypFiBX3cuNQB2GIZQN2ofHEuChj/kcQbpYLLS/v6/lchnCiPZwoAzChbaVnvjSS0p0N5+RfsOJbhQkUnSgcBGhzrUoLvf39zo5OYnobog+xrXrOp2enmqxWGwIaqIhXMDT1x5JK2mjfuwaQJnDw862wP39fV1eXm4QkdtAYG9vT4vFYuMQU0kbp9ETQY5Q9IM5AG7qDYEOSd/3Y47t8/PzcBx5Cg9IWxQgiHva4wfO0vce1UxkNc4JdjPQZqLm7+7uQjlcrVbR74CJKwRcg6OC3P+sO4CCHI3s1IBY55meFoV76VP3zKMwu0LF2nBinfI8j/jzSt/3MYbMWRTMUtkFzH0+sNaoL2sZRQbFE1nj6482c94AkRiMteeRb9s2ouHLaBHagQJ1c3MT89T7iDWCUuiGxq68u8vd3Z1ee+01ffnLX9YP/uAP6pVXXtnYuYMsxQHE3PX8o56/lPWBjCqNHbAFPPdIEOa2b81GdniEGRgsbe7G6iX9K0mvpKSH5lhjffPjOceJtoaUnjVNEIrlGk7VFGHcdWOENAQxhG7XT1tKlYnTwIK+1zwbU6v1WsSj9MOgoW3VaYwmh6SlbRyYCdHdD4OGTDiHvEpTpLUb+KQnqerNLcHK99RZ1lVVFfXt2lZtN0YsEt1NypV2vVaXifP9vb3xQNF8b8rP80iuIZPdUiaQ61pVb4dIDUPkH2dXWJ37kZQobcb7+/v7OOQzou4LmV83jeaZbK5Mn2vz/KuzHtK2rYZcz65t1dr844BTosjrqhqJ7dyeNutA4DLGVp91qb35fIwUz2T9RnuGKZKOvq/rOtLdNLNZvK+znYQp98t8Not8+F3bjimGum7qdynmYMV8wdjLuDRrGs04kE9Trnd0pWY2i3XQd52G1UpN1+lvNI1+oZsi49Gj3LAsSR4nG5An41T+5pzd2wq6RMxlPZsGgOJBBq6ngNH88D+yxaP0GC/qiR7Fe0viyI1sz5XsZAH3uiHO/W6Iux3g79mVXXmRsJvi+v427Pb570SctJkypcRut2X4jPZRd+wR6ipN2I3u7LvJuc6JR5cfJQnH9U7Ul7yDYzf31QV2c09j2B04l+UY543BiXhQ1DAMYetxL88rsdvr5fLH72NeOKnscg3s5j7mXjn2zNdtfUJ/IvfdLvX553X2/qE9q+dgN/3qEeE+L5wM9Wd7VLPv8PcsAHzGeLAe6SOPUmcOlkQw4+rrwucg2O39h13oQXqOQzvs3mH3d6rsSPTvQIEY/dmf/Vnd3Nzo1VdfjXzlpKuAkCbtAQT3crnU3d1dCBmIHg4tJC/x48ePI5XE1dWVrq+vg4AjhQLRzKvVSovFQqenp0H8cRgfwuLRo0eRZsK9xu59RPGA8L+4uNDjx4/Vtu3GqeiefgMQdKIQYY+ghXDkGqK29/f3Y3sU/+/v78cBpEQPUNyrire9aZog6CBwIWsRVIDqMAw6PDyUNOVLhsibzWYbUcKuJNAWImodBKQxkpp6Q+i5oEN5OTg40NHRURzqKk1bgQBmF/qMLX0NsRkESRb2Drj0i0denJ6eRrQ684H67e/v6+TkJIS3gwyEJmOEoPRoh8PDwxD2KaWNyG9yfZF+5vDwMOYR7z8+PtZisQhSnDGlLQ6mbHNE4BM5z5gDKuT0q+s6toDiXEAh5jBb5j3R8Dh6WB+sXUkRKY9iSIokHFCMO3U/Pj7eSJlUOjL6vtfV1ZXW63WkbWLeMzc9ypqxcYD7Zoqn/EHZACx9mxx9wfr2NYcTAgJ9G4nu0eo+ljgWHaSROTwfBxz9zrNZD1zryoRHpwcpBME2TDs0UK52ZVeYr7/xG7+hj3/843r06FE4sjzKzM8LwEh2o8YNPpyKyDtwGdmJQ9mdmRgeXdfF9nE+w7hhjRwcHMSa9aiqq6rSL0v6ryXt5fpg1N/lM1D61SrIyiGTnMqELgRkKM6a8m2T0gOimmuI2m6aJvKdp9xnTSZ1pRwVVETgQMDjwJtX1UhgZqOuqmsN7XTAWpKmSONhOuQ6oo00kuBVNj7C6E1JLTImjalgMFA4gJO+xRCb5fzwkrQ2GdUPg4b1WrOm0VyTI1va3Oad0rgDQJnQZWyJuG/qWn3uT9KnIK960xX4jHz0+xYtSeoRIsdxeFbVtEtgyNfNZ7Mxuj07IJChbTdFSqJXxJhnMlm5vjhhwmDN86jPfbOXD5ztMrY4sdDleoRxqGm3gobxsNIZYz5MOfeb+Vzrth0j6zOJ3rXtuCsgO3f25vPIh57yGNZVFY6e1I07GchDX+d139M/+f91rnfTNEp5rPu8Bo/aVv911+mfGrFWGousSU+j5ljqRiZt/FZwW5q26vsa4lnbouKcrON6N8T9bydL3KD2sfRt3Y7b/nzwvwxa8VKSg/4++mibIb7tWbvy7iwvEnaXQTGO3Zxf5jYD94QTs8BuabJHnaArsRt556Q82D0z7C6jZ5E7YIcHrECMtobd5btL7GY86wK7S1lZkovUR5qw26Ni3b6AnyiD0Ogj6sM7sasYW67xiF/eETi9Bbu9nz1Yz+vn2O2k6ba+KvuzxG7axnUeHQ52lyQ6DqZ2C3Y7qU6/umOGsXcuAu7IuR8n0elPOCwK9XJHD3Obd7MenQD2Pvax3kY877B7h93fybIj0b9Dpe/HlCU///M/r7/+1/+6PvShD22QmZCTL730km5vb/X06VNdXFzorbfe0t3dnR4+fBieXgh3z/mLoCzJX/K+xaFh/XToIQJDUuTbhkAiZ3dKKSJ/ESQpjXmu1+u1nj59qqurqyAAEWYuQBAoEGoppYhU9jQfENUQ0IDm0dHRRn0RaizUu7u7IE37vtdyuQyBSZ+klCICWNr0ant0LfW8vr6O+jtRjoA+OzvTbDbT9fV1gJxHMpAaBOULIVEetumA4ALESdC9vT0dHh6G0GdsiGbm/d4vDoT0mxPoEN30Ef0wn8/j8B3fHQGgejQFfQPRTH7pUols2zbGCEIcEhRCm/4lp/7+/n5EDJC7uqqqqJuPSRj8RJPlyBFXYr3upBWRFEptGeFNP0uj04OdGyjJR0dHsW74zJUdiHgUW5/zRMij4ABGbGGDJKZ9HmnAuEGilwoBuxToH+bDt1IcLIdhiLMR+v7ZbZfulee9GBco9uwm8fMdWGfIMOYTzinWMn3iRgBGDk4SxhfZ5QDOWmJO0c/U09cb86r8blfe3QUD+Td/8zf1kY98RGdnZzEXWRMuo3EgkZrLz5JAxqLUeoQLOIjR4GvDlVbWOveAScx9PsNJKU25RD+Xkr5/Ptef7zrd3t3pfrXS3nw+RvtKzx40KUUeca7h2XU9pfmg7pVF8KS8ppRSHMKZqGd+thvGwzDmXU/KRlhVReqNJpOykiKVBwdWJuRbJlCRndJEFKQsnwaNAQt1lXOgazL4iGomNQjpWCCbObSUaO6UptQmLmPDyB3GVCOajQekDsN4iGjbthHNrGFKu9J1nVbDEIeEpvx+UrGkNEa944ygj5w8mJPTd70OchnnBs4BItQh2quUVM1m099pOoS173u1mdCp6jpy4fNu2p0wwjLBQq70qq7HPPFpOqjTxwQSnroQaR7tz3OltjFirtV1Pebaz+NS1fXGgaOspZmdORNzUqODoOu6iEqvqipSwvBdV1VSPzn9iZB3I5lDVL+3bfX9Xaff76ZoSidaWKd+0J6vTScz/PNvpYSDK22mWITMKB3gG/O1n1LieRrGMqKNuvm7nLzy3V1lVB26hTvAS2Pc1xN6vD+z7BdkkRM6u7Ir0ouF3RCPXdeFneD2cxm9TPFAHsduX8vS5qGI6MP0ldsplBK7wV0nWMsgG5cLVbUZjd4+B7t5ljRid1VVG+9yG6mM1naZQV08AOx52I08xl71sfHnO7nOPT7mzA/HAO8jl51+CCrjhIzmGt7nshfi020xn+PUiTa4c4VnI2P54X08c15gt2OJk+h+n8/LbdhNBLgT4DhvWEt+Xhxz0ue09w/OD7df6XNwpMTuEt+8zjvs3mH3d6LsSPTvYBmGMR/3Jz/5SX3sYx/T4eGhPvGJTwTB2zRNkKvutXQgQ8CcnZ3p4uIiolvv7u6ChJQURG1VVbq8vNwg011Qe/430sZAQnLK+d7eXpDVHHx6dHQU4Ni2rZbLpeq6jihlUigsl8sNwosFQ50vLy83iD7eyaIiih4v/oMHD9S2rS4uLiSNhzJeXFxof38/Dja9vr4Ox8Tp6elG5D5Cic+Oj48j17UrKQgXCDWEN+kgjo+PN5QEIhNQbPz629vbjee595p72GZIW+u6jvQfJycn6vs+tlrh8HBBSt/Sr4eHhxH17WDp6X1SSqGUSAryn6h8j0SnXqV30XPpQzK755n7cFhAiPZ9r7Ozs1CI6J/ZbBYR+B4R4JH9rgC584MfiFg/JNSdKsxZ+mM+n+vq6ir6xZVF5oQ7Dkg34oopgOMKY0rTrob1esxLjyIOwEOmA1AQ5fQTOxlQMEnr5AoCyj9KH5/x+49DokuKdb9cLjfSErmy7ooD62q9XscOGupANLpvV+MzVxJwahAdxPxBeZUm5Zp+pL88isHBvGmamA88yyPgWfvkXndFfld2hbJer/Xaa6/ppZde0mw208svvyxpVPZxEvocdQUUmSUpdlRt24khTTIHR1y5/RXcwFjx3RO+jkpnJ7jxz+ZzrapKf6EaD29crdeqUtpw6q7X6/EgUXOcRf7sdkyXEQen5f6Zz+eaa1KkI+d230t1rf0s6+7z7rvVaqX7/Hz0Axz1TdNof29PXd9rdX8/ErKZ7Oy7TverlTSfa55lVJImUt+MHwwcZfK5bsaUIsMwRZ1HFLVhlqRIl+LPg6Qd+l5D1tHaLh84mQnXKk2HUivXr83Ed4dhAnZL0bfteq37HJ0XO/7MIAlDOKWI5g8jMjsa3Alc536hXqQmGXJ9u65T33Xh+JDpPeRR7/M1zDPGNnC4s3zu2QHheXAh2zHSlPFVZsgqjXnHU3YgoDskSevc1ioT66T0SSmpzvrcCsJCipQ+PDcIlpTU5Tkya5q4JoIX8rtr9AlNKXb6PA+cIACzmAv9MCh1nX6kbfWHbat2mFILOL4zPm5Usv49cKIMqvhmi2MeMgvbwecL17puwLvdyex46YYunzE3mZ+MHXoj93jkmTQFP/B8rnNdgvnjdoP/OFHlBMqu7EpZXhTsRrYiKwgQK7HbcdRJU+oMdlOwV5EJ3EddsVPuDLsDp7dgN/YwO4aRO9iM6PkuD9wudezGzvFdxU7+UV/HbvrBn0f7eA8yGVnun2PnO6lb7nSVJjIcmenY7WQi9eRel8XuaPC283yvuxOXHrDmnEU43I1o3obdPuewvUvsdoLVHQxedz53+c93PMcdNLTXsZRS9pkHybnDhnXq88TtUudS1l8Hu90h5nb8Drt32P2dKjsS/TtcINI//elPB3D9lb/yV4Jge+ONNyRN20OOjo4iItxzeUFyd10XubVJEXN8fKzVaqX9/X09ePBAjx490pMnT/TkyZMgtxEknv+LyFtSiJAXGVJ2sVhotVpFvnHe5YKexQd5zPO2Rd565LkrJZBintO9bVudnZ3p7OwsHAfL5XJD2YFE5HqPICBNh0cwE/FKnQF/SUHaozB5BAIKgBOX1AEB67mgGAuPzOZ7hBYR6jyXdpErveu6iAguvXtEb/MsUlZAxBK5ICkcNAgwP43evbMAWLl1jvGBuOU+zyUIIPO3b6HzHOzUgzEB+HBKOGB7xLx7Ph0UUVQg21FmSq+6t7+MXHAvbul5dxDxHG/MN+Yy9WANs2bu7u50dnYW3/MsVxjcOSFN+eUgnJnXzC0Iag7UZbxYg99qJDprs1SE+76PaG4v7kgBVG9vb3V1daXb29sg1qk/1/AZCg5jxNpyZQy54EoVyntVVSGnKKWTxVNQsR6J5EFelA6mXdmVbWW9Xuv111+Pufm93/u9MYc5rJr1We6Y4R6fa8x1N4ZZf8j129vbwACcYqwB/kYBhQzwdF0YR+Gk63v9f1PSB/b29L1mxEAQt92YI5rnbUTvZNIwInYKBbm19V3X9Zj2ImMU6c/a9Vqr9ToI4kFSWq0isrnvxxQbva1fmSFM1HOTo4aHTGCTXmUvy94uK/jI20FT9HKbo7QhTQdpbNswHj4pTYZJk6Oqw6iyegyZnE8aU5q0+T3SSMKu12sNfa91246OgKpSZe9qmkbNbDY6CMwIw5jrDR8jfUom4Zu6jgh7JNYwTNHkjln0X5tJ8dhtk5L283OUZR8R3U5UVGlKkxL9rsmhyU6DuhqjuZX7wQnwlKbIfuoEmV6lpN6NuaqKtDJErCfmaP5Nf0LMd3nOMB/cIGdMyIHPYaXuBCYKXvl+KZMxWZ/a398f0/tgJPLc3D/DMOi9w6CPdZ1+Q1M0mxuyrmNhnLNGg5Q3kuRbdYCDZcx5JwXKEn1m6xdcjvln9SwNcSe9nCgBz6kP1zlhg86FnCrbwLjxXO8zHOUul5xc2ZVd2VZeBOxmLbkdR3EykOf5GvH1TLt87XcFdrt9CXZ7qlOKpxblOa57O4nN2kceuX3G/9ijjt3Ut8nYjWzwttN+aRO7kTtO9JV2m79H0kZ/O1Hq78ImdbLVsdttW7cxsfecN+G5Lk8dv0q8YB74c/ife9zuZT45DvBuMIOx8X4oyecNTLX6OhHrgW3uQPHiZL87B5zg5hkU3uEkrI8n9/F+50Kcb/Dnlm0rI9F32L3D7m+37Ej072JZrVb6tV/7Nc3nc/3ET/xEpDC4vLzU3t6eHj58GIS1p7UgQpm0I9fX13rw4IFeeeWVSJlQCuvDw0Pd39/rrbfeirzrLE4WDlvXIOu7rtPFxYXefPPNSDezWCx0fHwc5O7V1dUGSEK64d1/8OCBTk9PdXd3p69+9atB9LNd7vDwcOOQgr7vI5c0BJcTzBCFkGbDMMRhq0+ePAkibj6fa7lcxgGeTghy38nJiU5OTsKDLk1bXVCCIAf5zj1nKE+MJQIFwnCxWETfOrA4ecv7XOFAyJDrnUMru66LNDG8H6UO8JrP55HKBxKTZ1RVFXPMwce9/TgGEJpEGDgJyQ6Dm5ubmC8uBH1uSdog2GmbKyQAABEKPpcAAa71aGNXNjwCACUNpwL9sk3pcpCHAHYgLaMZUPKczOVenAkQ/aWCJWnDM8v7PdKe63kea5nUKPSdR5zggPNDaIkGD7JkS9mmqNAW5iO/6VtX0lkTyBzauVwug0SnDe4hRxlnzTA/WLflODEW9DXyAuOCg5RZV8xHlHDkA3XA6YBcYUwZBzeadmVXtpWu6/SVr3xFdV3rQx/6UCiC9/f3apomsMMdku4wRcH3g4hZHz7nmdOk10Ie4YxFNqHYIl/YtcIB2DjLMfTX67V+7v5efyclvQKZPeSDJLPDav/gQPt57VxfX2uV373O9WStQAiH4t/3QYiTAqY2JyjyI3J/971ub24iB3Zd11qt19MBnhgVyLGM+bRlyM+DQG2aMa3IXSZV+Q5CVxoJbqXN3KHSGCneSeOhoGYgSgoSF/I2CFsjnvv8/8y2HbfrtfphjMyviXbsph1ejLM75Nv1Oojf0Du6zR02kM8D2NRO6VuULM0AfZBxdp2dnimN6UncfElVparA8io/bzDDi3EYhiEOkOVwUeYSEdpcG4ZcP+0WIFVLV9eRUqWCzDZiYAOjIOgzsR5ty3OPvmGMcbRAjlcpaSiMRdl7hiGfBYCh7usRA38YpPysiORPYzT9X+57/U5KWue6oEO6Ax+9Bh2uDBDwc0i+ldIXfeYRek46cC26FPPKndvoa9Rpm2HO88uoQS9OeHmAwTBMhzHynZNpyLMNJ50F25T2S0kC7MqubCsvAna77ipt2kZ1PaUTBbt5d1tgN+veyTVsKrdZSuyWJhIeO5B+Qt75mVzhbC2wO3QBw27sYm8bfcr4IWccu915UGI3xclW50h4DzYcz8b+cuK/+wbYTYCcX9ttwW63K30+MEe8D9xGZixLcnXDaa6JIOYd3h/UxW1T72+fy87NlM9xotS5jhKHKNtsTtrvBKyPcWmrl0Svv8ev8/4ux93Hze/lef0Ou2Msdtj97ZUdif5dKiywu7s7/Zt/82/027/92/rEJz6hH/uxH4tFQf5nyLDj42OdnJzo8vJS5+fnWi6XETH++PFjSYpDPkmRAaF7dXWlqqp0enqq5XKprusifQEkZNM0Ojk5CbB1r+b9/X146/G0p5TiQFMUEScZIc8gXVEOXKCx6A8PD3V2dqb7+3tdXl6G0gDhDjnGs09PT6Ne5Kfm+SguRErf3NxImsg3vHXkS1+v16HAkHaD61FiECYALNGvCBNAsGmaiDzg8ElAxU++5hBOUs/wDiJkUZy8j1zg8U5yvN/c3ISwgvi+vr5+xhNdeg+dsIY8JRKBsd8gGTJpulwu413c78RlGeHrXlw+d6GOEkddHagAMn57fXgXyk8JeAh05o7XYcPgz3Vn7P0ZrojwTvfc8z9zlOtxdjDX6BvvU8aUHPD0MRHxzMnr6+vYEQJg1vUU2c9OBJ7NOkLRLQtzwQ92peB4YK4xj5mbHomCXEDesNOF9FGAIvKFcWZtumPKD5FhbrDu+B5nAd/hGGNXCgfHUj/GhDVZKhvUiagixpU5tSu78rzStq3+6I/+SI8fP9bLL7+sD37wgyFLkDco1OAZDmbOhAAfpQmfPAqGtZzSmG4Ih6ZHb7iscYPJ6+kOPoz2xzc3+lfrtX66qrQnBcmYqjEXOZHUK+SuGXrKhHufnYX7+/tjlPP9verZbIySTknKEdhETadh0N7+fuQvd4O17caDNWWRaL5jS30/HXQ5DJFqpKqm1COtXV/l90LYIv8DA4cpmgeCfQ3hnfUYMKBt2yB8Z/P5eC8HwOXIbMarwaDIfcSBrBC4vLMxo9uNO+Q/+enBq86c3+NwbRq5KY050xPGqBQ525X/bttWK4gBM9AgxKuUpGrzwHJZ1CCfQy73wyBRrzz3IM+7vlfddeqbZrwmE+th2KYUZHWd78NREUS5RkeLH/AaJLY2dxAw9mXEOmS4pEg9E8Y4f9d1jOOQ0uTswCHE/NXkrEl5vTTuHOl7Peg6/dAw6Nfys9HVwDYnVjySjftx9JakCIX5sM3wdX0FEg/yy/Um6uEkAfPOI159LTHPWJulIb7N4Kef+d53e/GsctcdxaMOXb/0aDavn4/rDrt35euVdzp2l/o173a7ym0nJ2nBs86wm7p6mg3sQV//2P1tgd1uM2zDburEOvZ7kD3rArudBC6xm2d4MJjjaIndXMM4eeoZ+hl7yyOBGQ+vJ04I6rMNu12e+w9lG3aX17iN6sFHvIv7HZcZJ/qseQ52u81bvt8JV4jQklj3Pnle2xjLkgz3750A3laoL+NXyviyne5ccPt6W3+xnvx6bESevcPuHXZ/u2VHov8JFKK0Hz9+rLfeeksf+9jHwpOb0niw5+Xlpd56660AOyIpJenk5GSDjDo6OtIwDLq8vNRyuYxrIRzxjJPmBCKKBeGEOYTUYrGILV13d3eRu53oYaKfpZHIX61WeuONN3R1daU333xTfd+HU+Dq6krSlIeNyHNpUipIG4ESwiGaRAq3bRtELjmqV6uVvvKVr2i5XOro6EjHx8fxbICV9DQInsvLS1VVFVHjt7e3EdWKcCUvNZ+1bavLy8sQRre3t5FCxIUepF/TNJHOYzabRbocwB2wQilDwDvZ7V5w6lhVVZCqRAN7JAV53VyIojyUnmUnhXmPk7L8HwZ9np9E+NNmnC9VVcWBm64AStNuBYATsIE4RlGgvhFxaCATRER2cqCcAvrUhboDxjyb+/0H5WobCHOPNHlPGRcAhBQygAR94x5cd2jwGaStk8woYvQ5JDrKuO/OcLIZ5ZXc+OxmKAteZD9tnLGg3axHdqiw9tyzfH19rZubm1C4IdFZd/TP0dFROHw8Ch0lCEWIeY9CIE2OEsaZXTU8C+MG5cWVPXcUUh9XGBhT2uqEPZ9tU4Z2ZVckbayB29tbvfTSSyGLJIXxza4g30nD924klI5TV5TdSEVmuEFMfVg3yH1wiDXL/13X6Q/qWr88m+n/JqmSNnZ33K9WWmY84lDI+3zwZ20OQiJ1ITzDMO3GKPQmp2MhIrvve60zoVDXtZosM6+urrRaj+e2zHMU3dDnfNUpqc1thRxGBhI13ma5opQ25HOVCewhywbOYYB4RfYEiWFyuZLGqPjsDKitLyVFyhkcDho2c+gyDsp1XmeMwUgaJHXrtbosc6umUZedBY0UKU+QVW4EDsMQDoJkbSa1ilIKopt0I0PXjTsFMvEbhjTGfFWpzvjKzoCNZw+TYyB/IClHBGbinNzrXdepr+spIj2lDRK6qqbUL101BVb0w6BEnfJ9gxTP7r0PiNYbpkPTqCeOCw3DRoQ6Rho4jl5XV1XsJGD3Q5WSNJ8r5XkXukKe7yk7Aqr8HnSPv9j3+oOU9PowBVmw5tzwdYPVDU0nqcri+pgXJ0p4JvPaI2Vdt3KjG90L3YT+8XzRHsTgRq8TKiW5BaYOwxCpG/1Z7kx3rPXAHCcovb1eXEZ6n+7Krmwr73Ts9uhnaRO7PW0rOz2x7z24pyQ8fZ1LimCS0iYDu2eG3euM3UTAI29KMhsMxjnA8/1sLGlKgeLOAcfu9RbsdptKmkh3l2PIJie+fff+Nux2+xDs5vnYS257SpuHlG7DbidM/T3IuZL4dpu3Mex2mw057k4Ix0SP+GbsqZt/7va+Y0pJQDtOOLaUWOTP3tYn27DbeQv683nYXToP+NvTMpVkv88t3uPYxnjvsHuH3d9O2ZHof0IF8uvTn/603nrrLX30ox9VVVV69OiR9vb29PLLL+v+/l5f/vKXY2ETwQrhvF6vdXBwoLOzs4h2fvPNNyNynW1ZLMDVaqXT09Mg5i4uLoIAIyq9qipdXFxE6pOrqys9ffpU19fXQawfHBzEtev1OrzbnqvYwdVTJrhSAREGCEKmIRQvLi4CoEgncnp6Gv0XEVxZ2HIAI4Q2fewR13znqR4QqsvlMgg1B2eiWiG+qRMeag7MdCKS+hFxjHCi3Shdfd8HOX13dxeChah5ouiXy2Wk72DsUSoQpKTKcVKZSGsAhXpwr6cgKcHRFSHGmNQ6LoBRJhzocHT0fR+ODCfR8fpKmwQ+48KzeZ5vaYNI5n04Glzgu+LFvGK+8NyScKUtKHCABfPAwQjHjxOxXmd3QPj6BRQBGAhw5hv3sY2U+yHZaaPPA3YKzGYznZycxHsoOOK2eX1dIaO9h4eH0Ye8q+s63dzc6OnTp7q8vJSkGAdPjwSAHhwchGKBE6CMdPE2MMaSYj4xf4icYU4z7qwffy/Xsg490galx/uAup6enm541ndlV55XkBevv/66bm9v9ejRo3A+1XUd270vLy83lNgyCoYdXii/pCMDB1iT/Phhv35oL/IopRSO1DKSzs/W+KO9Pb2Wkj7R92qqSn0z5WWVpjzifd9H3ugKwnk2U53lUNt1EdmLvCSH9P3dXZDtpBPZy3oLxGnXTek34hAnc0L21ndd38d3fN6izGskvsMB2vdRr/V6zFFeVTnafhgiDUmV9Sk31oQx2/dKTRMR9lWV83znaPwOAz6T0xH5V1WqM7lMFP16tRqJ/yxfiPqnT5UNlmg3BprhpRua3FtX1ZQjHoMsE8ykfJEUh3eCH7QPmTkMQ+QMV8a7hlRp2Ugkbzxkctd1UibocVoQOd9bfYaUDyNVTtFV1+P3ub/6YXRs9BkLcKLIxj8Ie3OsN82YlsZJdicjIp1Psh1myiQ46zBNh5jSH4xhqRcEOT8MU1qgvo+zBI5T0k9UlX5uC1kArrqxigxwBzp64jZZszFHi+/dAPVD7rjHHe04oz1alHu9b8FmMJd1uI0EcmKQNYhRXW7x5v7nvbcktDbG1L6TJnxnDe/Krnyj8k7Hbq4tbTnH7m32GLYqGOAyxW2dYRg2zuiCO9g37HaZJGnDhvQAJPqOtY8d4e+TpjSlHs0KdtMOD5TBViqx2+UEMqx0aPB+ZFPTbOZcL8lVggZd3rk8h2yk3dy/fg52u5Ol/N7/RtaVwUZOWnt96Qdsemx3l82UbeRqOIsL7CjlOs+lvr6L3e/3cXYCnbXk67HEbsaZOvj/jJmT6078V1uw2z9zkp814/ftsHuH3d9u2ZHof4KFRfb7v//7+uIXv6ivfe1r+smf/Mk4jBBierlc6vj4OCbkbDaL/z0iGg/07e2t3nzzTbVtG88qvVyQnNfX17q9vdXx8bEODw/DO060OSAjTbm6PQL46upqQ+hQFxa/51BiIbHQh2HYiE73QxI43JBo7pubmwAJSFly2gGWdV1HtIArDh7N6wBJXziZihKRUoqIdPdcu+Arvffcx/9E09L3LjjIf0eUunuB6SPeSYQzgtoFm4MhefH4HKcGc8nr46ApTSk9PN8XALC3txcOlNKJIG0e9unKFHPH6+zgx3hQv7I+XOdgTR5tIhsg4zlXgDQqrC8UMSK1eSbzpvTw+nY45i2g4hEppDyBHCelEnOQ9Drs8Oj7cWeGKw2MMeCIsuxkrzuCXOkBzNgpslqttFgsgkSnDUEg2Lz04v1cbses6zG1CxHlHJi6XC43diVwH3VCPtBv5DB3GeVKAtEmrsx6Tsj5fB7bWfl/f39f19fXG04PHBvIDOaKp90pjYu6HtPnfOpTn/qWD2XdlXd3GYZBT58+1cXFha6vr/XRj340lELWNljKOkRWMPc8qoo1yI4rsNSVXp7RNM3GGQPIPdatpxWTpu2gVVWpqyr9f4ZB5/f3+o8lVZlUpS4Q2CEbTNGvqukwRuQMhHrfjyk+2m5K11UjV9KYzzsMu4wLRFBXKUcD13UQw1Vdq8GYaaeDN92QhEyFeCVyvWma6SDQvo9r4oDMYVDV95HbvG3bkUDOxHRV12Nakfy/NKZ2YVw96mcjb3buoy6TwU1da7B0N65n9MMw5iNPKfKnQ3AHyZLnEulHNpzc0pSX3fF3GKRuyk0/z7IYRwRzV5oOl01pyiWeqs08p8MwqBsm8tjHmPoNwxC56ofc3ylNEeVVmnYgDbluSlMqsjpHhodxlu8bhpFkLw3elHWUHoPOiYk8XrSD8ZamXP11bh/16mSpZLJjeJ1112EYNN/bC9LenRkd5FVV6YNVpf90GPTP+80IP9dr3Ihn7YBp21Kt+bori+tfXddt6G7ocr4tHX3c9W83btFLXObgwKfN7ohnjW8jctBj3IFdyi43sl1fdP2DH9rLPW7Qv/766xuG/a7syjcq71TsRv77WV99gd2dYbeTdH6/Y7fbkJ1hN21irYHdHsjia97tDifTw3G7Bbu5nndK2tDp+wKvvM3eBicHqYvLTLe3HLsdT7nOx8qDcLwNzgWUkeJgt5Oa297lbXdZyNi5HfX1+sLlMePi2O3X+BhTP+97xxT+9/H1eQV2e9so9OF6C3Y7v+DktxdfO86J+NqgXhTq57m74U8o7sygXr4u+h1277D72yw7Ev1PoTCRf/3Xf1193+unfuqn9OjRI11dXcXEhIx7+PBhRIkfHh7Ggrq+vo7D/Xwr1tXVlc7OzmKR4z1LKQUpBdGFQHXF4fDwUC+//HKQ0Pw+Pz/XarXSkydPApiOjo708OHDUCZYGCgKCB1IS992Qn0BOwg6CH8UGKJTiYA/OTmRpCCxpYkEHIYhCOqqmg43RRjj8ccZQZ8grKiXe9DZQsc7yZHHvQcHBxv3eq5zovIPDw/jHTgRGAsnoEkF415OBweAAPIY4p/n3d7eRgoPiF/SfUBeStM2RffwuiKwWCwiUoModMYEQHNFyYUzSpcT1QhWnCbHx8cx3vRlqdiRUsgBjx8isY+OjmI+OOjf3d3p9vY2Ir5xNkCgOqnuBC9zxMFMkg4ODmIe0m8QvrPZLEhn6gYwsnuDubxYLHR3d6fr62t1XRd58+kj1g9OkdLTTL/e3t7G8xeLRcwFd1iwDsriJDokMp8tFgs9ePAgxgZw9TQq/LgS4kT1MAyxfdYP3vX3lwbBMEwHx3pf4EjgO9YP6x054+tnb29PBwcHYdSwnvm7aRpdXl7qf/vf/rcdib4rf6wyDIO+9rWvaRgGvfrqqzo4OAgHIbggKeSOy2tp2qlR7qxYrVYbqcVcDrgTFBnmxjFriPME/AeZ9Iu3t3rcdfrRlHQAtnadVjlNiZRzGIKnENIYfRoJ016bW3JJjUF9SBMywxmZyevIDavpkLCIAtaUmmWdcmqYfoych1DuMvHdZCKenOmpqiJFCHnZw7AHY5QPBMsEf991ajDQhpEQrzFYlI2AutZMm2dISApyOgjoTMbP5/Mx73aWbxERNkwpTFTXkSc8Ih27TuvsaEi5rbPZTPOMQ8MwHuAqacxfPgwajOyPCH6NB6Y2s1k4MHxMUia7+/ybv2VkR9/3QVSnPD7SeCBr3/ea20GwY8emKYe4RvIasigwKY+v8nfrHO0X8yH3ITnd1207RuUPg5rZbHQm5DELAzE7Yvww2Do7H5TnqSTNmibmITnvmzwvqjxHZXUj3cuepoNd67rWfDZTm0YHfj8MSrOZkqT/OCV9ISX9lhEArOmSVEOPJVAhDu61AuZvM8TduOcd/EYPATuRD07ulAQL8oRxchKk1Cl4v0c5OiFEfcMpZ3ID/C1xuIwcdRLJSSAP2ri/v9fv/u7vPhNtuSu78s2Udyp2k2oR2/Xg4GAj2EuabCDX01k30mbKDV93jt2+Fp28dmLSyUgnPFmrHlHuhFsZEASuOhfgdXHSECdHSUJyvdtJTriX2F32iwfxsGuA++gr7wfucS4Dm9ftkJlht5PkPh7cTzuxZ+BtfExKec/fXj/mXEnmYkf5QbDSZjoa6lpid/ndqsDucOQXtj9zmnnhEfklrrg97m10ZwXXOWnrThn6q8QNHCMpYzf18mucvN9h9w67v9WyI9H/lAqg/ZnPfEY3Nzd69OiRPvzhD+v4+Fjvec971HWdLi4uJElnZ2d6+eWXA2TPz891cXGhP/qjP9LV1ZW6rtPJyYlms1lsA0GYS9PCJdc2ubnbdjq48v7+Xk+fPpWkjbQhAPlyuQwhgiAEeG5ubnR9fR3kPakpWJwIHKJoU0o6OzuLSHdSxpQpTx49eqSDg4PIx+besvv7e11fX2t/f1+LxSIEJCQ0Ana5XIaQpr4oBQC5C0SEZN9PUfGAE6BA+1yQ460nAtxzPgNikKkQ9x61DwF/dHQU76BfITNdSLtQhdQlF35d1xGljJIIweuCk/YDQLTfvY6MBaQkn7u3ue/7aAttc5IeoQqJDjleAgRAzGG5i8XiGSWUecwOCZ7FuHI/16SUwtHh7wRgXYkCzEiRg2LHmOK08XRFEOykj2F+LxaLIM6Pjo50enqq4+NjVVUVa5A68H4Aif5ykp8+5ofdKShGpVJS5kIv5Q5tlBTedZRznuEkehA+5khgvNyZRAFQS0UERQtFjTlI6iDmNNe6woGcYK3SZ8xpotF5Fve5AsB12xSdXdmVb6YgK9944w2t19Oh2TgukbWSAp9Yb+yqury8DOMdp6lHfTkeoSCTRmmbU5r3gbusUwwf1tEvp6T7lPSTeU3w3P39/SCqhywjVFWa1XWkISF6mxRK7Xo8o6OZzTZSnjR1rYPDQ82aRverlbqMPxzc2ObooaZpNM85Vwflg74tomxtUTWs4SqN6TmGvtcqE6EcSklkMe0m0rnvushr3XbdGBldGEmBrdkR25ncoe51Xavrp8OyJampxsjnOusXVVWpyzKRCB4I5sDPcRLFZ5D37XqtVFWas4NsNhvHQ5m4cKOp79UzzkzM/B3R90N2DAQOa9NQHCQNadrCTduGXC/le5THrO97zTHk8rjQFpwlXXYGKOfJDyN9mHLUr9sph23oG1WlPu9w4BqlFI4Of6fyeNBeHD8zi9py3ajKeoE07jjgcN1Znrtd1wX5r5Q0z/g+B08ymYYh3nfdmEc9JS1S0o/Xtf4gJfXVFPnlxikGLD/ogaV+xHp3HN0md5wIgWhxXZQ+5b1eDzfSkRel4b8tis2JGic7vp4h7qRdqQ+4zlIa415fr4frpruyK3+c8k7GbicGS+yGqAbL3JYAu5Nh9zpjNznPeWdd17EjHYeBE7+dYTf3StoIspK0ERFbks8uR3wte/BMKb/cXi0JTp7rwW9852RgX2A3z2gMu9st2M21Lg/5jPfiHPFALDDHCV7Gw4lxH1ufpyUp6djNPbSFtpV1ZcxK0rXEBLfNItXesBmFX+af5zn0G/OKuTYz7HZM8s8cu7Zhd23YHTpgVW3MPyecsc2xBfcK7MbW9feXuLLD7h12fytlR6L/KRYm+O/+7u/qC1/4gv7wD/9QP/ZjP6b3vve9Ojo6isVKqpX9/f0gwt9880298cYbWi6XAcQHBwd6+eWX9fjxY7355psBdp7yAwKN51VVFUR8VVVBwi8WiwAoSUEon52dbXj+rq+v9fjx4/A+Nk0TeeJSGj2q5HW/vb3V1dVVEJbSRK5BdiMgEJIeeX9zcxNEH2kx3OPs0QAQoqTc4Pu6HlOJHB4eBuEMsEN6A9ikRkGBoi/dM43gcOHadV1E41ZVFQ4Lr8vd3Z3ato2DX9frdRCf9AFR4ESTAwpsUyuFMaktmDOeDgZi2oEG8HcljbHFkTIMU+51Vwo8t7x7Gpln5Ib35+Ikca+oC3CezZymba74OJg70JQCnHu8bQBu6amlv5ykpe8Zc7+fv6tqzK/tz2PucdDm6empXnrppXAIpZR0fn6u+/v7SPXD2HqdXMFgvq1Wq4hMOTg4iBQz2wjh54EV/cHYsP7c0eDPcCWKscUJRX52xsYdAh4B4NEazFV2eLjxwftQxnzMIdFZ3zyf61yxcnKd8XUF7EUE8l35ky/DMOitt97S06dPdX5+rg9+8IPhBPUIDpyvGGekbMPZCEYuFov4zue0Gxb+PJzJfMdaINcihSgp0pj9Wt/rY5J+INel7zppGNOptFIQlsi/pmnUrte6z/hVF4o9ZLfMuCS3uoYhHMpEp5MWo0pJms0i/zWEJ4Rol8nuoe/VSZFKZDabad22SlWlJtej63upGg/NJKK5MjyrqjECuZY0ZDIeWUC0cZXftV6vR0I7TVF1XZdzmg+bO2SCpCcqyvp8GAbN8s6zup7SxUS6mXw97WpNl6gb265PlLoUToNUVUoWdabc/33fRzqVQZPD14kFzy2vYdAqJVX5WT1GE1FWPBcniaZUKRDz/u5VzkmfJ8h0eKimlC29Pacujat8PZH+kmIHBHNUfR/kvhtwZQQ+Dgq/n79TJujZFUDUPTsKmtlMe/v7WuT0Zuird3d3arNTBsP3++paP5qSfkV0WdrAcjCNejGHv1UsckPc158HCJTXu44IeeOYXJJELrc8gAE9hGv4HBuhNMCd7PE2+zv8frB5W0CAky477N6V70R5p2I364q6YJM4cc+6Bbupu5Pc1Auy2+UAP3wPdmPbOmGJbKPf/DoniiEYIZe9Hi6XnPB37KZ9gdkFEcu7PGLdsduf59hN3b0gF+eG3WVEOIV2OQ/QGHZj3/Ac6u4R46XsRMZtw27aQt+5XYqcLZ04bgf7O8t3l7srHD94v39fEqNuJ5b3MUe9/7y/ygj8yvDVn0f/lPjJnIVbguMpsdvXpo+Jj+cOu3fY/a2UHYn+NinDMOirX/2qfuVXfiWi0YmyhXQlnQoR6HVd6+TkJAT1/f19CI+Liwu99dZbG+AmSUdHRyGUIAyJ3CVHHOQVedwgAyHer6+vdXl5GeQwxPDTp08jMpYUJr6Ni4UMqQvR7fmuqS9R9VdXV7q+vg6lBYKOyAE8lSxw0rcgGJqmiQM6AVhAx8GZOpG7HE80qVkcoH3MNoy4HA1wd3en8/PzUAAg+yGAETaAAYfKICiJRPdcVPQhhc8gi1NKOjo6irrSz0T7k/YHbznCG8LSSWwijyHhnUTGGUHdnOgMAqCuI6Ib0tzb7YoSgpa2u6LJnEHxcc8pQt3zrFMP7y8Uj4iklGIuSJtA7tvpnKCnndzP2oAMpu+Y90S3kG7mwYMHsZY9/QhbRiH2qU853jg1aG9KKaLjXfl0heJ5MoY28D5JGyBZXu9A6TnhmIOsffqRNnrON+5j/FByiOzZIHhyW32nA2Ncpq5B6fKofs9pWEapOFHvSt6u7Mq3U3DyfvGLXwxcQi4wp3GsXlxcxBr2FGYYc+x4wQHrcgAsckcg2I9RwLxG5iHHkalEl/3Ceq2f7Ht9JK+j27u7MY93VU3RuZmshHAlkhkScdY0IyErRZRwqsb0K+u21X3GiS6T9HV+ft00mvVj6hXeQbR7X1URSV1VY1R2qnI+6mFQPQxTnmo3dNpW6yxfwMO6riMiu+86rTrbRmoEumMQ+I3s6DJZr0zUlylEWjNo7pCThsn0zYahln+Ty1xpDGwQcsnwZ92O6U26vlfqupHshkDPhHnkfe/7Kfd8loFNXU9peIbNw7MiX7r1Z5WSZlnHIs97l8eqNmOLeYE85f66qsb65TkDbg92PXnou7bVUNeaQajQV5qMe8h0MAJHhnieGXAQ4hD0Ub/CMMQ5U+e+kUYCHdza39+PIAT+Zj6lqlI1TFvVh2HQrK71VyV9ISV9jefl8WYdbexeaJoNHdCx6OsZmrQBXUea9JdtxXUhJzL83pinaSKkqAeyqSQC0XPdkN9mhENkIa/KyDS/1vWHktQrSY1d2ZXvVHknYrenykwpRbAXunUZPORtdRIReVQSYQR8gd3IDe7DVvN38BmFujhh7ASur2cnTh27vc6dYXdpIz0Puz2i3e0jnuFkJM9yfCzrWs4bD0p0GenEK7arR9EzPo5J1N/JyDJq2Ovm97r89nSXJfnqOFpit/cl7XXyeptN6k4Zn2v+rvKd/jyfcyUZ77hVYneJeW5zfj3sZi44djvele3YYfcOu7+ZsiPR3yaFCfb666/rf/6f/2e9/PLL+qmf+im95z3v0fn5eSyIN954QxcXFxve6aZpdHh4GJGhdV3rPe95T3hcb25uglw/PDzU3d1deM19uxDkJ4d4QtzP53OdnJxENDJEK2kZHLhJsyFpgzzDEQARDUFNxDIKiOcOb9s2FBfPmSxpI9IZ4UgfIiCrqorrnDTuuk7X19fRp6XSQISAp4VAebi6uorUJfv7+zo9PY02EYXP4a1eqD/18oh2J3lvb283UofQFvoRJQ6B6adFA+YoErTn5uZmYzsh0QXcyzzxCAQnuiGdGfubmxvd399vpAThWUdHR1osFjo8PAyAhbD2POgOKtShJM5xPLgCwtyg/Z733r3LEL2e39wjnktlwgU9DhW2tnE/Y8cuCA71ZPyYb0dHRzo+Po5ULsfHxxF5DakLEU5EN0oFTghXRJifrCkIeF+7fL/t1HCXMYyFK1vbTsymD3xuoBByPf3h40gfUFeewe4XHHE+r91gYceEK8DM+YODgw1n3DAM4ajzSBXayviW4O4K+a7syneqXF9f67Of/awWi4VeffXVwFrm3XK5jB08HmUDfiJvOSsBWYOBThSXy25XbPneHVc4nD0Cpes6nfe9/te61k/XtT6UsZM0G9SLAyOJ7O76fowCTkl1zo3NAZG8DxnW973uLWoX4lTSRqQzZKtM8dZg23nB7UyGDhnXIGbdyOkzmR751XNbqoy1q5yGjTrsKacwybIbOduao1wayfKqriONSN00GrIR4iRvu15vpg6pqug/pfFwTqWJ/A88IMjBCIUuk+Tu9O/6XlXXxSGwIYPreswHn/tyg+iuqoj+Bv87Ah+Kesznc83Mkaz1OtLaeB50+r42uVpVldJsFmOC44Exc3yj/eu2Vd1P52lIil0BkiK/ee8kiBvi+Udg9zhxI387OyZ6I/FJObO3txeE/GDzbT6fa763N6bUycZ4bW2v8jzGmEaPOEhJ/2lV6RcLMoD5yZpycsmNdenZqDgvzAm/Dt1/27VOTLkh7oQd73Jj1+WSG+/o+a6jlUY4cseDOKiz6+7UnWsZ+20kSkn2vKiG+K786ZZ3EnYTNIRcYi05dpeBKXyGAwBCrXoOdnvUrtsTZaSztJnexGWpR9nyfj+HyLGbNvAO3omdfF9gt7fTsXtdYDdtYkwgEUuS11PYch/vSGnK6e0yG9uY5zt2B9Z23YZ87Arspr9LzKAOTm5igztOOHZ7EJhHldcFdvNsx27PDOAcAHVzcl/Shux2+c3ccCeIO3xK+e1453N1mx3H9wT1OUHsu+89lUuJ3T6HnQMoHQg77N5h9zdbdiT626z0fa/r62stl0v9wi/8gn7qp35KDx480Ouvv74h/B1UmcBXV1exUPb29vTw4UMdHR0FIU4e8MvLyyCfIAoRPERBP336NBZy3/e6ubnRzc1NKBaea4podYi35XIZJDKgub+/r4uLC61WqyDS8BQ6YU2qCwiz8kATP7SE1C57e3tBQAMopEcpPe78T7Q1pHDTNDo+Pg7AZpubg6oDpqQ4UJW/PTWLpMiNLk0pQzx9BW2nnYwD9SVdB0oNghTCErAmDxv56B34USycOHSAJ/UIBDeAQj/QR2xT5HkIYn5ub281n8/14MGDGBNJ4ZAYhiHai5AuFZXIKWuEtQMQjgzy+tEvgIQ7VXDQAOysF/ciu1JEPQATiFzfkskaoV28y5VQDrVkK5mn+PFDWvu+j/lZKirUl7lSpsHhPgcpUihRP+rsCjDpYJhHfMc9XhhrFHwUM8h/3sm1rvjRZ35o7/HxsY6PjyPNjQMzfYhzjwNhcVAwNxhfDAzewVwqFTVXjugTxvZFBfRd+dMrOHXW67U+97nP6dVXX42dWx4V4j8UN6x9Jw8yAJmJMekGpEeCsI6kZ9No+U6cuq61Tkn/v77Xe5pGJ1m2rI1E7rouCOn7bFSjjIcxbbLk7u5OXdtqlmVTbUZC30+HlNLGZjZTk2Xduh3TldR1PR76WdfqqyoOMoUQ7odBfXbCg2NVVWm+tzeS0Bipmhy1KRPXqao0dFP+73XG5r7rJEvNIilyo0ubB1ohq4lyp50Q7XGg5Ww2/g85kGVxlZJS00TKkrqqwiHRdtOBngOESSbTfY7hMPDUI8MwTBHvuR+ij/JhmF03pWQJx8UwOk/qutZ+PabRwcHR5Wcpy2LfjbBBoKQpt+jQ92oxmvQswdI0TTge2vVafT2m73GnCgQPDocwlnHEZDId8px6EHFO/nYcMsp9hWHfdl0cHCoj+Wd5Xs9mszHVi0WvxXbuutZg682Nxu9JaSNa33V02lBG7/FsJyD43HUT9BL6ku+2RbIxR5KNS2/z0gkr5JKPET/oNARooMtsi0rzHWROAFBHN/DLCMtUjCOl1M88cnRXduU7Wd5p2M0zPRjFSWS3me6eg91uB5BeFLuiKbDb16rv+GTtUzd0c7CHgmxZb8FuiHKP+HXsRo/377CraVdJVH4j7ObZnobFZWRJjDO+9DfjB1GLjKd+4djfgt08D7vVMcTlrjsdtj2L+jEntqVyAXP8vpLw9Pn0DLZrE7u5BqcDP7yTenh73A7dZnc7XnpAmt/LO5zL8TFtDLtnz8FuPtuG3V7fHXbvsPtbKTsS/W1YmGhf+tKX9L/8L/+LfuInfkIpJT1+/FhnZ2d673vfG4Q4keeLxSIAFPKXbWUQotfX10FyszCur6/jEEo8bSxWiM+UUkSEQ06T3xmizAlqlAGIstvb29iKRkTq0dGRDg8PlVLaOIh0Pp9HNCoRt1VVhYLgANx1XeR15/DT4+PjADpJkTKCBczBifQz2+/Ozs7iXvLOe9oSJ1FdUN3e3gZxWoKzb/lDyA/DoOVyGWQw9QzjLW/b410pJS2XyyBgXZBCIOIddcHmyts24YbwpI89nUjXdRFtvbe3p5ubm415BbHq17JjAcXA6+NeXFc2aAfjTn85kDFugDhOH5TD9Xq90ScAIamCcCbwHWOAYkY9HJyY5/5sSbFFDJKXdzG3pWnHgadb8X6qqjFSm7+lCZxwtPgc5wdS35UlV64AeeqKp9idUDjTHBjLSBMKZDN18nmM08rnkRsakqK9d3d3Ojk50fHxcaS48Wh55iMEvTvgGG+86U0z5XcsvePlrgVXvhlj3nNzc7OhkO7KrnwnyzAMury81G/91m/pwx/+sCTFbjDyrrJuXC5Kk2LLenADmd/MadYBzuwyOg0lHNmBnPGooz/qOv0jSX+nqvRgmHa+VPWY6qLNONtm4xhcms1mcUgoqTPqTARD4EKmE1Ud7en7yL0NpqxXK82RC+BDO22HHiTNPHIny+t2vR6d8RzwluXDRsSXNJGowxDR4etM+DdNE9HRyjKjsX4MGTkMWrVTbkzqWQ1jNHhVVeok1RiuKY1OCYy4qopI7T7joEdzaxgiF70wQG1eEXntmBp5vZk7w+gIaLMjInTC/F7S0EB4c5goc6eySClI8JRSOAgGScnIgjCc6S9t5kalv8E00r2ws4EI/2izFDnxlSwVS5oOMiXdizQ5A5DnbXY89N2Y9ob+44DVdr2OfpYUc1v5veQ6p49Yj76LzANX6J+mafSeutb3p6QvGC6jezCHymg38NKdv47nlPI53OOGKoX3QhiUZERva9H1Q/+NHCA4g4AX3/0Wc66fdst5mjzmqJNqvmvMn+H9URItfIZcfBEN8V15e5R3EnY7UexrlvWFjdxtwW5p2l3L+7mWQBiwe5u8cOxerVah07v9Qb2lKXqcPsZ+ZTduVU0HpTp20z63bdx2dXmEvl/KvGccocYPlOSo9/3KsNttNSfCnShm/F2Wb5tfbg+7LHf7pTbs5r30hRPIjt0e5cy7GFvu9z4s5x3fl7jgshxnD/ORa0vStSS53cbcRqAzH30OUhhnZD/3u9OFMXSi+FvBbu+7oevU9L2arlPdtuqqStph9w67n1N2JPrbtDD5vvrVr+pf/It/ofe+971BNq5WK52dnenRo0e6uLjQcrlUXdd65ZVXBGG+XC715MkTXV1d6eTkJMBfUgApkdKQkkRouieM50naAEpIQHJuQ6Du7+/r7OxMy+UyBBTtQWFwL640EXa8wxUOiGYn2p3Q6/s+cqcDeCx26uce3TJXc0pp49BMyGzq1fd9kOTSKGDIb41zwIHHAcVJW4+AZlsgZKQTetxPZDpEOQKQPPYOoO6tpO+GYYjI+JK4Rji2bRsODa8fypcTpRDn/ts9ttTZPfWlkgbh3HXdhjLqkeSMM0oY84J5xPsdyH3bFvceHBwEiX5zc7OhLD3Piwogu/JJ+6gDcwfApo4Q63zOmmLOUOfy+fQR1x8eHmoYhg2nlRPfOJ5ckeeZrB2PpOe+vu8jDQ+5xWnTNjD3XSp7e3sRIcNYMb4AI//z48A8m40HEp+enmqxWGzMEdrC7g/WsTsL8KZL2tjW6fPZx96dF2XbyvW2K7vy3SrX19f6vd/7PR0dHW0YqrPZLLaLg6OcZ4H8BlscczfIziyH/G9pwg83HCVt7MgC31m/r9e1fr6u9beaRo/291Wt12OecgxLjek8IHZTShE53PdjegxpJCp71x+aRrVy7mvWujbXLLnTIVz7fsq/jWwkIh5isx+GiE53A7GqqikFCMb+bKYZzu1h0DzLT5wDRGWHESBpSClIWw2bEdAdzth6yjsKIcv9RKYTeV/l+zn4chjGwzOrNKUn6aUpWnwYNKNO/eYhpCnlQ0X7PkgRnpOUI+wxsGWR4tWYL7yycfQ2c+ip0GWGidRPKSn1vbpcnyBLMv7Ws5nqpolxDgO/3dwanzQS1fRblfsxVVPam77vR8dGdtKs1+s4fNXJfZfqQ+47ZecEh5m6oVvZ3GF9dP0YtQ6xHiRMYey67kzb/NmswdlspqNhUJ8xqjSe0ZtK4qEkJHxbtevb6B3UbZvz2+voOgrkkb8HeVBiMd9RL9816hFvtIWdeOja7jDwSMUSe10H8zqXhri360U0wnfl7VfeKdjtUcgE50ibssEJQtrC+/wdbvtju7gskjaxGx2fdenr17Gb+pTkcondZZQrEcW8F9un3FldEprehy7HPWq4tAG5HxsvMCrf77LbyUK3q0s7u7QzqFdv2O1yzu1pnsE91NvrUOKPf+51LMeHv3GsgBH+/rbAbh8vn0fuXICnwLb0oM5vxrHgUd/bsNv7o7Q/+bwkqr8V7B6GQWf39/rRrtN/1HWata1mVaWvVJUuZjN9OSWthmHUr3bYvcPuXHYk+tu4MOk4Rfzg4ECLxUKnp6eq61oPHz4MUhZAx2MH+QQo+JaOm5sb1XUd6ULwCl9cXAQhyWcsJCJr+e729jYIZt+SFIZdJpmdcEQZKEnXuq6DhGRhI4DJ580ihtxjkQPYLHyi7b0dkI8IaZ7lUdPr9Trq655m3sUBqNK03QtBQc5mF9LukXTiEWKRqGuEmCsxjB0EcNM0QXz69jtAAsXCx4ax6Pv+mcMb2bozm83iwFgXfu5QYVdAVVU6Pj6OrXeucNV1HY4GQMP7wj37Nzc3G4pM3/cbW478IFKUHmkzt7WT6DhuABwAy9vPeLrDwT3YDvAe2e2KBfdLk3JAfy+Xy4huZm5wSBG7PFxBXK/Xur6+jt0aKIys77Ztg0xmbkmKHSDU07+jfwBD1o1HcLO74uTkZOO920h05r8rSjic2AXg65S5jDxiNwrKL+lcMCyY98wjCIfr62sNwxDzgbFijt/e3m44fJhLyIVhGGJ3ioM5v58+fapf/MVfjG26u7Ir383Coc6+QwU8IS2Vy1GUUdYdn/M/UW6+nRonlDsJHRPBDL5DxnpKpycp6R9Xlf6fda2jlLRu2w3CUVUVaTggiqtqPEi0zUTnXFOUtTQ5Cx0Tw8CAQO6nfJmr1UpV1wWxSl/MZrPIaz2YLK6z7Or6MR85h2dCNvOuZjabiP5cZyQeB6OG4Zb/ViZ5IcRDTvV9RF33+X1OPqeqCocDOtnBfB7EbBjzmvJr910X7W3X6yC7waANQx2Dpa61nx3tEPxJUgV5PYwpXZTnVsU5IrltXd9HupSEwzd/7n3BOGGwklaHa+pmOri+z06Jru9VZxJf1C2/rzaCAvInAiMyAc51TuYzZqTBUa5bGjtmjODHODb9a6Mdua+5t+/HVDesh4rxs23h6GH0PzoceiE4yfVN3ytlDPaoNycXGFfHXSeeWDe+ngk+8IAB10G9lOQLZRvp4e1iboLl6AdgsetK3r88i+ANj25Ev2D+OHlAHX0nm6cC8OuQpZ///Oc38irvyq58t8o7BbvD+ZfXJ2vXiUUnsfyZZbRzGUi0DbudnHXsLmWWk5M8H/nggVjYi06E82wPPnISUppSezgp6iQh7QS7S8LTHQJu72BrwJvwXvqWulAHHxvGfBt204fYh+CBk5Hc43ML2evyln6HEyhlMs912Uu9uaYx7HZHjttFPhY+j0rs9oC5ktCnr6ijt9kJXW9f2Q4fb+pUppZlvfxxsft7+l7/5Wqlh32vw65Tk5IaSa82jfZnMzWSZsOgL7etvpiSXpP0pnbY/W7H7h2J/g4qt7e3+sxnPqP3ve99+oEf+AGdnp6q67ogq3y7B9ukmOCXl5dBKO/t7QUZ37at3nrrLT1+/DiiTff29iJ3sRPMwzDowYMHWq1WkZLEyWoWMNuyIJBZlBDn5Mx2IQkY7e3t6eTkRNIo8J8+fRqEMYDKszyKdz6fbxDofiAJdYTgu7u7i7zVCNPb29s4wJQoZqL+PXc5ApxCGzyFCQKP9iwWC6U0psTB+eCkoLSp2EAMA3yQkESue249BKGTmYCvRwM7UOMMgOT1XOW0DyBHGZCk4+PjDcBFYQCMiZwHRCh4g5kXOAR8vrnDB1ArFUIUChw0kja2A5YEviudDiSuLPrWs9LDjcD3CAa8tgDS3d2dLi8voz7Mg8PDQ52cnOi9732vvud7vifexeG5zGX6CiUdZw3f+yGxHNrKHHaFBQUQJeHq6kq3t7eRm/3m5kYXFxfhbGEb6jYwdwW2VP7cM+35yPmM+UUEfVVNh836waCMDc4SP3SYFDL89vG4u7vbOLSW+cL9rkTzPXNnGAbd3Nzoc5/73EYky67syne7rNdrvfHGGzo+PtbDhw8Dn3y7sBu5YKakOOeCNe6pr25vb3VzcxMyWtLG1s1SBvpOpTLq6mnf6192nf6LrtNBSkr1eAhkpNCoxzzmtaUygdhMaYwqZndZSkl3+dBnj0BOdo+GMQ0Kcqtr2zHtRj3m3+Z/yNIuO8owlFKuW7seD8skDcgs91/gEPIgywBhgOT+8hQmVUoasryom0bz2UxKaTwkle2ombhft5t5Lh0POZBzNptpnnOe930f6W+GYVCliRiv89/9MCgNtrMn9xnkPs6AWT4ENIjx3EeQxvQvuspejlgfkPUpqRonm6pM2nd9P+abNzwIeZ2N+nlOHxMRjHU9OVQy+c0hsn2fo+izo6Ku6zGCy6Ifa3ZCDQWBn/8XBmd+ZhDruW6MacIozPexyyDmXHYCdV0XaWPQpWIc8zzAAOdQcN4FXvua8TFfzmb6SjbQS0IEPdW3RJcOcHQ638GFToUe4Jj/jYxwN5TdKPfAAP/MyRvfpekH1vEO17HolzLaFhnmzyzTsJVklBvYZfvW67XefPPNF84I35W3d3knYHfgRbeZT5niUce+flyGOXbfZuzm3tLmdcINm4O2S4r/qUO7BbvpW9952hTY7bafk7DeLr5zgt/f47YB/dp+HezuDbv9YFePlKYfnMx0eYss9z7jnU5sugz25/qzy4h1d8y6A8ftfNrm8hfb1MfV05+4k4J3l8FmvnOB95fErP/v5K/3He/0e7zvvA5ul/t8IljL6/fHxe7ZbKYfbVs9+jrYPcs65kckfSQl/aikL6akz1aV3uo6Xe6wO9rybsLuHYn+DilMvpubG/3yL/+yPv3pT+vv/b2/p1dffVXn5+cBrMvlUsvlUqvVKiJ0Wdir1Sq86GXKCaKXETKnp6fq+15XV1chwNq21fn5eWxZ8/QRLHrA0lN01HUdebXJhU7UMUQyKWEkBaFY13Xkg5YUB0UimFjgXdfFFjqEAik8JAUxh1CDSKTO7gmHlIPww0lBlDrPQ+Dw7IODgw1FCuEHyUuKHQhSruEeHBIIX49c4BlEVjMeHNroxKRvJ2LceZcLZOpcKlZOWBIhT/0QqjwfIHWB7mlNUBqdRK/raQcEObdpH306n8+1WCwkKerR9/0GuQ5As0OCPvFdAX44qB9KyTznc5QDjw5hHvM3Sg9znWv9rAHGkJ0PZ2dneumll/Tw4cMNMp5+539PW0JEPdHjpDmhP5lH7sxxRxL9/9Zbb+n+/l4PHz7U7e2tLi8v9fTp01j75bh5cYXK17d/hvJLvSRFe1iD0hQ9z3uZSzyDn+vr6wBjtp9B4tMPzAHWAu9zb/k2A8GjcaTnb6XblV35bpb1eq0/+IM/0Ouvv65PfOITeumll8KRWFVVnMHhctcxjjXk0W6SwpBALmLke6oxHFWsZ5d10mTgfLbvdVfX+um61lkmL3HQsibrTLgSAd5muS4pckqnqorc3JLUZBK7R570YxR337aRWqXPJO46p9eQxqjmKhOzvDNBzkqRW3yQlPo+iPSUxsjktm21zu+TpD6N6VCqXJeqGnO3B6FuRg4kb9e2Wq3XY174asqxSh3DWKzrKeVMJmub7BSoTN+AzA3iuTA8GXfqN9S1BiKXszyb5Qj5qppyyG8QyObcdGIdJ0Dl92KY5h0FKY0R6swxCO0qG6lVXUtdp9rbl/u1rmvNsh5HPYZhiINXlYnxiv6tpojzrm2DFPfDQTmgdoAQT0kVBLwyUV4Ynk4u1bl+rRRR6TgkcN4MwxApbdA/cUBDxnuKNMeSwOaq0q1hDTjoGOUOeJ876JKSgsA6ODgI7Lu7u3smKvV52L2NdPIACdfh3BD3AApp85yekghBJkH6u07oznYnJDzgwuvlcohSkmLUaVubd2VXvtvlnYDdHuji0e/SJnZ7gNHasBubCB3fg6WQXx556jt//Xlu07q8Ktc5BCXXIh/oC7fBqAeYCX7S19TfsbvcnUxdSiLc+4tnl7KsJHlLErjEbq7BZqQPvY+deCzJd5e3PsZuz7j9VqZOcez2oCgcFN4+nontTRucE2HeeP96X9JG5wh8fHwMGRufI18Pu13m+9zwnPX1c7Cbd3wj7H6lqvT9VaX+G2C3DIs0DPpAXeujda3Veq3PSPo/bm/1Ztuq3WH3uwa7dyT6O7Ccn5/r6upK/8P/8D/oZ37mZ/TKK69E5DSC8urqKognBGjTNHrw4IGqqtJbb70V3qerq6sgW+/u7oL46rpOT5480e3tbQg9hEIJSA7wpGGADIQorapKi8UiDvAkop0DR6XJgACMz8/PtVwuI0oXIQQYINz6vtfR0VGA193dXbSfk7wREBC20nTogz8fopb2+eGk1JOI6LYd84qTAgWh7OALKV1V1QZRTh3cS46gWq+nAxBJgwIZzw+OEid1ncB05UB6NifbNjDHw8tOAvdS0wae72lqIqorOySkKYd+SinqTD+jPEKK+lYg5gtKadkm35Ll3lEEOkQuiih5wSRt7JCAeC693yhvzA/vL9YJ40baG6L5cU4cHR3pwYMHevTokU5PT7VeryM6fD6fx/oiysDHg6gR5h3rlCh1B1DWH2uW/nn69GkoD1dXV3ry5InOz8/10ksvbShY24rPk/LAEda6K6Y+z91TTRoixpf+pTC2EPL0o0ekMC8YH5SjUgFF2fPn+vzelV15OxRw6VOf+pR+8Ad/MM4IYE1WVRU7jcAEvuOMB3YzIZNZh+AvMvn29nZjGyZyzeWHtJnTsK5rvTYM+vm+189UlR5pinia56jqcKStVnHgqKQxBUwmupVxc50dvXWWc+thiKhgyOSQnya7267IqZqJXQhbacqh3TQ5h3aacn+nNEZmuyEeRH897UjaIzoLg6mqInJZwxSBnXg3RHnu077rgoiu8uddP0UQIivrTNp2uW1dNx5epXxPGOLZQZAyMdwgTzUZkJXh8oZh0o+pXLpuTA8D6Z40OY9xJtS5HWG8t21EgktjhDn3U2/6OYzQeopC5z0YzhDofZ4LjGFnRj352TVMkWjMxy73qxvcXdcpETFluNMPwxTJ7+SSE/jVmEe+snFru5xrv67j8NNZ3v10cHCgw8ND7e3vq+86rZopTSIOaCcgVFX6d2mM9Ic48V10EDrS5lZ22us4hyMc3fbm5ka3t7daLBYb5M3zipMZToR538YY2Bzwgm5VRhJSnPRx3QwZFv2iCfPLIAh/pveJB3u8qIb3rrzzyjsBu339SBN2Y2eB3Z5+hec7gcmOWXaDBvYYIe7Y7XZXV2C3E7ulreYR4+Wa/0bYTbCZB0ZJz0Zg824fJ2nzYFUnOEvsdkLfCUi3nR13XH5R6L/6Odjttnv5PW3g+SVB7o4N76PQpWwHgD/Do9DpN7Db54LXn3H2HQDbsBtbuHQolZHOpRPB+5D5xrj4uDnmeN0du0m51HwD7G6qSv9pSjpMSbffJHZrGAMTmr5X1zTaT0l/oev0fbe3+q1h0O93nZ7ssPu57XyRyo5Ef4eWvu91fn6un/3Zn9WP//iP6z3veY9+8Ad/MIjk8/NzPX78WE+fPtXNzY2qakyr8NJLL6ltWz19+lTL5XLyxL3ySkRdk89ZUqR8YYHwXdM0EeFKhPf19bVSShH1i7AiqhwCnkhk7qmqKkhTCO+7uzs9ffo0ciTjoV8ul7q8vIx6I7APDg42SMi7uzudn59H/vfj4+MQiERBQ4CSToR0KRTIOMhM73uPwoWsdKFHuoyLi4uNbVeQ6KVS4R5x2r9cLtV1nZbLZaRe8RzxtAXikb4DjIgARmACaNS9BEa+o1+IIOc6ovGpO44bCGuUTN+ZQC56DrUkYh/gB2hdAUI54lkQ3xC1t7e3uru7eyZFizTtVmD8PNIdYEYpdMfQNqBCQWN+uqcW8hdSnbzn+/v7WiwW8fvo6CjmLvd7pD1zzneFUBd2XKzX60gt5FvDHKhwVDBO5HLEsfHkyRMtl8sg0elL+tuLK5DuqaafaTvKbVVVQaozJ6tqTEt0eHi4obwzxt7XHu3gaX1coXCl2ZV66ovCw9+0jef6+H49JWZXduW7XTBSf+M3fkMf+tCHdHh4qPe85z3hiLu7uwvlG8cUuOsGNmvy6Ohow2nNevZDv5A/vqUXp687mpFBXxgG/VxK+r83jc40YeFsNosoc6JqUza8WN9t2+qOQ7elkeDU5HRMmRAnf3mT68TnYO56vVaqKu3N50FS15nw7tp2fHaOhK6bZsOY6M3AdEx3vCMiuc2ErzKBXtW1hr7XHTipTOLnKGxI9iSpHR8aJD/tX63HHO3rnLprlnfebRjgZtjTdzFWaTqUPPKua4o6UkqR4gVTpe/HdDEaphQDpIIhZ7xyPclljgzGcRGkNzuBMqnQdp2a2Wwj37gbXZKCGE+ZeOfZHBwaOxcyYUSaHtKzNE0zHdLaT5Fs5KAXxq8mDGm7MSI++q6fouUizRDOVOZddvQQ6b+3txe50NGlQq+qa7XWVo/Wo//qutayqvRbeja/LcQBfexRWl4Yf9/hxf2sdxXPd2PXS0lycZ8TFV6PbeMJoYfu6tFnPk+laWu+43ZJsIDB6LdeShx3fcP1AH/nruzKn0Z5J2C3k3/SJnY7ic41JXazq9uLY7fr3jPDbkhbP3QVXR3ZQl2oL8SmY7eTw8/D7tI2QA56MBmfYY874erPLIl7bBvSbs63YHf9dbCbfuX/ErtLJyrfuS3k31Ef7m22YLdHjntwG/X21JzPw25kdGvY7XX31DtlG8AJrgW7nSwv+x8uwcfW7bhtmOLYBnZXz8Fu3v2NsPt7q0o/qG8eu5X1FmkMbsAZ367XatpWf66q9KNtqy90nf7V7a3e3GH3C43dOxL9HVqYlDc3N/qX//JfRp7gn/7pn9bl5eUUeZQBmPQSp6enur+/14MHD3R1daVhGHR8fByRujc3NxsRuuSX4rv9/X09fPhQkvTVr341wN7TiEiK3G8Iq+vraz19+lTHx8ch4FE2uMeffX5+rvV6rZOTkzj4chiGSGdRCgwEgUc0c2AlwnO9Xkd7bm5udHV1JUkRwQuYl4vdDR43dqQpXxeOAt/WhJOBKGH3qrogBATK6HSEJgrQ7e1tHIhI3vbDw8NwSvT95mGpHiHv29t4P8/mYBvq7BHFRJ9zrztTUkqhPEJuQ3ynlMIRk1IKRY0x5D0BTJrAizmzWq10fX2t9XqtxWIRTp6rq6tw9gASRHXjdWaN+JxA8fG8g5DMtMOVKOruoOwKAP10dHQUOxOapol5h2Nmm5eX+UC7GTPq7W1t21bHx8fxGe/1LXVVVUX0iG8Hx1l0cXERSi3vJHfbNtlyf38f+RpdQXLngUfvM5bMS57jaVx8d4PLMJSZbYeg8L6UUuxm8Z0AfI8zgLXrykWpcO/KrvxpF2Tm7/3e7wV+ffzjH4/dU1zDvMYR2HXdxiHXvsuDdYAsx7DgO3bJSIr0SW68UJCTb1SV/vEw6L9drTTk9G2kJVmv11q3bRgT/uy7uzt1/ZSeTCnnvG5brbPxDpkLKS3kozQeLJkNMFKE9N144Oh8Ple1Xut+tVIahjF1S2W74op+dqoyUrogt0w/SlUlta26NB4m1WbSoG6aSA/jBgEHbkIcV7muPN9lW1XXSuvpjI1ZjuiOHWm57jXPyZhTVdWY673QG2TP7to2oubXbRtpZDRMB39DHEO6c/ApEdjkd4f4VkqaMR8yGT1kcr3tOrXrdUTg07/R1pTUpWn7c9f3mmcyvm1b3ecAgDoT5jgJwAXGhsjwqrKdBXYdxmvfTXnvIcfD+JQiYj0i85UdLLmfHG+cHGmanC6m2oyqAnfdIE1Vpc+mpLU2CSBP8QaWuQHtZAFGO7oH5BaklBuxYNk2I5zveI4TJdsMdK5nDSNL+N/1HX+WG8auW5WkSOziyH3mz/PvkVncS1+X79qVXfnTLu8E7AYPPfWqB884OV1id2/Y7Xp4OM1T2pBHIac1yUePOIaMxAYv87qXpPG2Qr96oJo/A5uT/nKbt8Tusg2lXVfaJWWdZ4bdlWF3XWB3uwW7/dl8T/86Z8PfToJuIzTd2eABb95HvBtccPnPc538BLuxS3mHB+95f5bOBJ8T3vdlPzMvSoLYn+GR+9SVvvl62F2Swj43/VnzqtKPpqSZFLvk/rjY3WbMnTWNUtfpQ22rn7m7059PSb9X17rSDrtfxLIj0d/hhQm/XC71C7/wC2qaRj/+4z+us7MzHR0daTab6erqamPC++GdeJ0Rcu7BappGR0dHsUjw+iFY9/b2dHx8HIKVQzQPDw83InYh40oPLu+5ublR0zR6+PCh9vf345BGiH+iiJ00I+87wrvrug2B13XdBrnMfZ53HecAW9tY7KRuQSghYPyQBqIKPLrWPZaQyqSKYayIJpamqGmMptLTeHBwEABKJAP1IS0KRC1gvL+/H+N+cHAQwEfucMhrhKBHJDBWfqBm27bP5GP3VBm0i6hp3/bk3miEvEelu2LRdV2kkeF/nCzMcXYqXFxcRNS1NCk+zBOIeBQN30ZG/0G4kmKFg1whnaUpr5g7JnzNMW5E/AeRUG0e+OPgR51RoH2HA3OHfmc3AuPP+NAGcqvTZtaN981yuYzUTrzTyWlSApVjSTS7pHCo8eO5zJk/KBjsTuBZpZLLGuUH5QS54ko16wkjAqcJa43x8kh+xt7noKSN+fMiA/quvLMK6+23fuu3VFWVPvShD8WZAOzeYr4yl9np5QYR64ZrPApM0oaxAdazrj1Kx7dW932v19dr/b/6Xv9FSvpIJmTDkNBk/LMTjEMaIQ+IIu76XvNMcq455yIlVZmg5bDSLv/v5DLkaE0/1Ju5O4kih+T1yDQixoOgps/bNtKApJQi9cigkQQnNQ0K8qApok+aoqbp+5Dtw5jaZdZM54y4c49c4LMcYU3alDo/cz6fj3nl8042MKauqiDJeylS4RCV7VFnMtwp87H3fa/eDCplQhk5LE2pY6oqR29DBOS5Sg7xIfcL+cy7HJFF9Pq6bUfC36Id7+/u1Had9oYpj7uGIebJKhPxRPVz0Cr1Jff6IKlbrbTOukjX97FDgfkfkf5uIGoz/dcsO9Qjqj9tRk5B8jtiOKZJ0u9L+td9r1ba0JFw5jtuSptEE2PCd24kg1cRuW9Yhk7hpADfgc2se2+LG8BO2tAujzYrd/m5Ycy73BB3wsJ1H3d8O7FDXcKBYuu2fJ9Hy+7Krrwdytsdu8sIZg/aog6O3W2B3SXBiQ7tcgN8cnxxcrkkR+v62bzbru+7DHB7zR2I2EnSs3mZuwLLKCV2py3YjSxrnoPdfOc7khkjsBs7xrEbrPCgI+cNHLu9z3iH9+02QrlsrxO9bk952kyfw2Xd/DrfqUBqUSdMmY8lEe/fO4nNmDohT3+0ht203fvYn8kaKXdflNhd2noldn9Q0of7Xr02sXuV8XP2TWB3m79jF6AkrVcr3a9WUtvqo3WtH64q3Uv69b7Xr+2w+4UqOxL9BSgssqurK/1P/9P/pM985jN69dVX9dM//dMahiEOKHr69KnOz89DYJFChS1oHNa3WCxCcZ/NZgGcpGBZLpdB2L7vfe/bSDFCdDSLB9IekmuxWATR1vdjRLUfRgmAObnrxDukXwmkLGAidSXL5ZpTjgB0CAFAj2hkopghKokoBhghrB1Y2rYNpwEkMAIahYIoANpJ26TJs+6R2ggw3o93e7VaBWFOpLOf3E1fkQ8MB0VKY7Q04AE5CrAibCGQ6VsnfmkDucU8SgIy1aMbUMSIroeQhrgnUoD3cHgrjhFS/wDM7h2nzk6SM84eOY9w97mEYuPz2hVE6jCbzSLKnzlQKpS8E6cF84i6YwSjILnCw1g5MAJs9Oft7W3kwqevSW80n891fHwcjiq2X9KfEM2Xl5e6uLiIecrnnveeecU8uL6+1uXlZZDT1Muj5VC0eK8b+swN35WBwu6OE96HQuHedJQZHDPuMGA+0AbWSkop1rFHIZRjSz/tyq68HcowjDs/PvOZz+iNN97Qo0eP9PGPf1zSdEg1KazceccaQCaDNyi0HgWFrGHHSNM0Oj4+3timjFz09VnVtR5Xlf5xVen/MZ/rYZbnwzComc3GQztlGJzlD+Ru5BhPSV1e333fa8DZqknhbtsxL7eUFdM05jh3smDIJDuKP7m8Kwh6sN8MMHJ3c3Bkn4lR+itV1cbhpoxJXVURjdyu12qlaJs0pSEZ+l5DdgKEYUkkvUbSv+u6iTDP9anrnBPcCOsIYlDe7ZYxBjkGwkL2d7muEMg4AogcH3JfkIKnctzMfVbu0OFw2KquJxK9HlPcdJkwZ6yJMKf/UkpjtHrWIUjXgi7R9f2Uc5565jpF5Hy1uXuIuRSEU76W1C1BJuQ6VFlvRfdIaTPv+jAM8c75fD4+r51y1YNzXTdGupO/H+yifn0/Ho77O8Ogq0KPAyNdR3EiCT3OCRVfd8gE1vzGHLCoRbCT+9GtnJxy/SLaZe91csYjHHmmG+wlAVPKGv+cejqpVrYBWVTWozTCfefbDrt35e1S3s7YjT6OTj4z7MbWlybsZq1J26PLaY/beY7d24jcErtpDxG8bk85eegR1x7Zvo2sX2/BbrcB3UHp4yZN51E4Njgh6ZH0ZX3cKZEMuyWFjepy24vLspIIL50O2GylfHa5TvHANerG/MKGc1zA2et44tyK8wC8x5256RtgN9czJm7zOnZTh3oLdpekeDLsxv51+5q/3bbfht31MOivDIOqrEeV2N38MbG7L7B7Np+rSUkv9b2+p231PV2nT6ekN7tOaYfd7/iyI9FfoDIMY3qXX/3VX9VnPvMZ3d7e6r/6r/6riOI8PT3VkydP9Pjx48i37QQfRFfbtrq6utoAKICGCPDFYqEHDx5IGoUkBxmSfgICm1QsENGkTkGoQQTzfrbSsOi4F2HPs4kc7vs+Do6EZEwpheMAgXJ7exuR2xDlJycnG4BQ9gVtox5EZTsZyw8KjoONpA0CnW11RCtIU+47SXGYJABMGhhXVAAiV2ogpHke4E2Ocoh8QMT7lt8Onu7tdWIUYCNyGRLVD5+UFAQv+bAd3CBUnbyn39mmSIS2e1E9EsFzyjNWnjoIQQ4w0Ra/HyWSeUm9IPPJaY7DB4K2nBfz+TwcFjghrq+vdX19raurq0iBRF8RnUJ7IPJ9HrAG3BmEss79R0dHGwq4K2E4uHCYXF9fR6oU5nHXjZH+EPIQ9ZwlQKon5ra/AyCnnqwfcqCzg8KVQhwTrsygWNMOX4vUkfZ6pDlzxh1mnnvRDyd18v/Jkyf6R//oH+np06cvJJjvyju7rNdrfelLX9LXvvY1tW2rH/iBHwi5tre3F041P3jQHXvuMEKmu+xDViOzpFG2unPXlWHkbEpJN3Wt/7VptJeSXjVytoZc7XvVfT/lF9dEkPf5e57dNE2kPAkcyzJQaYziJi1Hp/HA0lkzptfoTd5vKOuZ6KQutI169H0vYYhnJyM/HIQK0Uqpm2bM0Z6jqhszoKUxEnoYBrUaiXKcACnfO2umHN+BS/bewQlpZcM6TQdTdm2rqh6j1XFUQNxH/FL+LMjzsUPiXUGm1LX6NG3NdaOM/pJypCBBD3U9Pbvv1acUxLswlDORvFqtInf7RrRbmqLKBykOfq1SirGC5B/aNtL54CSg3Xmg42DXMOCrKq5t21brttVB02g+m41zJjsyui3zAj1KKanTGEl2n9cIOk0ZKefrqes6vTkM+nTXqTVSxokNv5b1iL6LjuIRZawJMA5HtxvIYCZ6BLofTmccxe60dtLCjXPe6eQFz4+11U3b7uk/b1cZHekED/3sdXF9kO95rhN/3t6bm5uwaXZlV95u5e2M3cgIlzPIFCcZS0I2HIUFdncFdmO/eKAS78Fe57pt2O3v6AsZLSmId2zX0smw4RzNhfbCGdQFdvuOVPCWd1Nf6sD4VAV2twV209fsJHa57X3v/VvyBeCBE6OQyduw2+/1gMVyF4GPpb+3tJHL4EQfhzIwycfFHTL0h/8PxlSG3d539BnOIB+rbfPC5zTPWH2L2P3qMOj9W7AbPeHbwe62wO7QQYdBH12v9eow6NfrWr/ZNDrXqOPusPudWXYk+gtWWNi3t7f6xV/8Rd3c3Ohv/+2/rZOTE733ve/VycmJZrOZrq+v9ZWvfEXX19cRvex5qm9ubnRzc6O+7yMtCgvm/v5+g0jFYwXhhpB1cm6xWOjRo0d69OhRRL/OZjM9ePBAh4eHQaBCFHoEM9G9DnqQ5BwcOp/Pg9CDoOYgFEh5oo9RZjjUxcl8J5ndg+r5mAESlIHVaqXlchkAgMAuCWeUG6KbPSIc4YQy4tsCAQUHO+pBBDhR3svlMgjUy8tLXV1d6dGjRzE/MLT8QA7ISSefXUlCSHuEL+DredDpMyLhXdmgntzrOfe6boxEh+zl2YwDJ25zPZH/tNkBmjlSGpuuuPm1KB6Qy0Q3QwhDyFJHz3tI3SBrZ7OZFotFROzjOGH+cUCtK4TuWPA0Osx35kHf9xupX5bLpW5vbzfGg7bx03VdRF8zHtSD1DCsb8acswtwzDiQM68BWurp8xrnCTnVPQrAIzIAW5xjGAY8lzr2fR+ywJUhlCWcLu5YYd2gPOC8uL6+1h/+4R9uRKTsyq683Urbtvrt3/5trddrffzjH9f+/r6Oj4/jLJDVaqWrq6vACjAHjMPZh0xyRRnDa5sh5AYWTi5JIQvTwYH+aVXpja7TX6wqLbJMXq1WY0Ry1wXxSwRz33Ub21yrTJJDhpPzvC2U8q4d85N3bU67Uk0pnNZtO+JEJlkh8ztIZnBGm3kwq0zgKqXIC951nVY5eKDCua8p7Qr9REQ5sogtvER99/0YpQ2BXmdiuOvGaOYu15V+STYWRHmvzPC7v7/X/Wqlw5yrVppkIxHtTiQkZWI9Ozj4LuV2hQEsS02zXk+HiWo6/yMIFxWkcEqReqXK/Tf0vdpM/tSZdO+6Lsj+uq7Hg2PrWuqnyP8qX6thCLIfimHIn3d5LJq6Fogbuc3zfXWO2u+Zf90UzRbzOmMqaWgooQfksZ3PZmNOdwI61mt1s1ncD2kSRMYw6N8OYxS6R4b5VngwyKM3XRdC/6H/fUw9gIV16U5k1jdt8vNQPGjgeYY4dSCQAJ2M9pfEVEmuOLnB9+5sR78qySLXe2Kepilqkr/RiyFILi4uniGidmVX3k7l7YrdnMEEcXZg2O1Eo68/X6fShKUecIdeLk3YjVxx4tKD5CAiucdlBPf6+5xURsdPJqeph+OYYzfvARM84MvtE2lKi+HtL+WzjwXvXRfYvVqtIs887yn7l3GjUAcn62vDbooHPz4Pu3mnzxnkMXWg7WC3O3fKPsMO8+Anxtbr5vjic4J2+Rz1KObuOdjNnGifg91eT58T6/U6sHEbdmsY9P3DoNR1WhfYrW8Tu0ln59iNDhFzZRj0l2cz/SfDoM9J+t9XK725w+53ZNmR6C9gYQHd39/rk5/8pP7dv/t3+pt/82/qH/yDf6Dj4+M4/A8BcXx8rMViob29PV1fXz+zJcbTiCCs2rbV9fV1ELwO0rzbSegHDx4EwYaAIa83JLBvU4UIg1yFOK/rWjc3NyGgIAAhKt0AQciRu5xoXPck4l2EsHfiludwMAxEoDR5QodhjM737VuQ0kQy9/203W6xWEQdIFmpAyTp8fFxAAzEuBPoeB2lKUKB7UMQq+fn53r8+HFEEdPnvAOC3PP3URCipQJTfg9R7MQyOcQZB5QzgI1ICo+mp42MH6CHZ/rw8FCLxSLqQ4QH97oy5ylGiAqgnxgH97x6ihA+Y6eD51zzFC1BfhRKDs4mlClSJdH3zEMHfIAFRxEKGFHiHMzpB9t03Ri1v1wuA7gYJz80lWht5jvvYd1C1HuE+cXFhS4uLmK+MrZc4/0EUDKPTk5OdHR0FGtamqJZXAH1CJhyqxdKACQ6CrE0HWoKMc737gFn141H2qxW4wG1zP0XFcx35cUorIPXXntNX/7yl/X93//9+ot/8S9upEVDsXU5hYxzwxDDhHUiTTtDkGNO0nGPG7Lg32w207rr9Mt9r6/MZvqZ2UxHfa+b29vxff2UmqPKOsJqtVKqKs1yVPc6XweOaRgiej0M6a4LgnbdtuPveop6hwgWzlMI+/VmLsk+yybyrStNebWr/O5V36vvuilvesat2Xweec0h2OcYlMOYU52c3zKc2cvYJ+Xc4LmfIfTr/CxpMkiUcavNOgTp9YjWJ8reHdWBPSltRJIPmUT3NDobh6vm78n77sRybYbQMAzhHOi7MToror/MyO+HQeschd6kZyMXZ7PZSE5XlTpNqWUwNlOaotI9AioZweBGWxxkmus75Civ3LjAADeyu6xLdN2UAialKVKf+VBXtkMgjwl9D+44/r0+DPpNaUPPAb+kKf+q198dwOA268x1CXcYl9F2bsi6gY2Tn7nB/a5nlHKG9xJEgj5Endz49s94Ltf6Z67He1SayyR/h+svrnNyracK3GH3rrydy9sZu7kH+7Hvx1QzvNMJarDb12Qp130tUwfe7zaD6+LeT066lXmgsSvoL28T73a8cOz2wCZkoUdnOynrNuLcsNv7mfe6c8L5EewSx26Xz0HOahO7neSnT7iGd5Zzi3eXxLI/09/rZD94VBnOYVf6+PoY+1lgbmcx5n4ffeXOAcc+L96XtG0bdreG3ayL0qnyvLO03MYssfu9w6Af0nbsHmS5079F7NZzsJudll03BZX0fa/FMOiHh0EP7u70S/f3+q2q0v0Ou99RZUeiv+AFMurnf/7ndXNzo7/7d/9uRL1yWKHn8losFiEEOUl8uVzq/Pw8UnNAqJOfmdzRbkB4DnGEsudKJtqc4kKQSOa2bfXkyROdn59vRHQT4Xp6eqqUUvzPM4jGIWLZFzs/vu0JpeHm5kbn5+dB3mKQQBJKm4eCkEIC0CYtBaB9cHDwjIcVch4S1EEQMn1vb28DwC8vLyVNHldIaGkyrCB5IZUhuCHxOaCyrutwmABYkL0uePGIAsiQ8U7mO1iQJoc2+rMcmEm9Q12oK95wj1pgDkHM8jwcGqXiRz09TUlJ1jo4OxEuTWAIMLlBSx09pYuDPWlfUKY4rIf208d+n5PSjONyuQxnSNM0GzsucFQxtpDotMEJdJRFT2lEhDfz3clzFOq33npLd3d3Oj093ZjvZVonV7iaZjyA+PT0VEdHR8+MP232Pua5nroJhYF+RsmVNg/AwYHjcoN16mcQ0E5S2ngEyq7sytu9sD5/8zd/U+v1Wj/0Qz8UeILC7DII5xzOQdb/3d3dRgqylFI4Gt2g9ughdxKXRnzXdfpCXetnJf0lSR8zg8KdiLc3N/Ful8/DMGh/b0/Kjr4gNdOYOgVDv8oE8AARnMYo8roZD9pMVSW1m+mdkOmdRepwICnEsJTTilSVaq7v+5FUrSo1dT1Gy+frU1UFwRzyabWK6PqUUhD6dXZyEomNc5pnNNmZIE25wiOHeMaDrh+3Azdsz81jlapqJPLZEWYYrDRFcjupkTIJX2GQaUoL0/dTpHfX93EQZzgpNBlYODPBNA6YJco+/s/OC/LJz+dzNdlhISkcGsMwaMgEtjD8zYit7d2kjJnRb25MQzRkUrzO70j5uX2+v8uOgNiqbXMWPcgDATwaLPpYFsk1DPo/U9K9FIe8EmmJ7uRpWVgDTro4EeAEuuOr61A4jf07ftAJ2raN3Z985/qX34MeR2ADARUldjsBgn5GfbjODXEwugy8cGLF+9IJKt/pSd95qrtd2ZV3Qnk7Y7eTl04GOnbffB3s9vOHHLvXht1O3Pl7nMhtn4PdHmXr8oU2OpHrv12GcL1/7iSoE4zYGZ6qRpqw2+0LJ2KdRAdzaQ9Ev6fn8N3cbj+XctLJTicvvb4+3u6o8PI87GYsqD//8x7nPHynE/3qY+73uX1V1j/IZPvf5wbrwOW/O0p8jvu9fxzsHoZBfzUlHWjTvm1zYERVVZFScL1eS98CdkOOb8NuFdjd5z5q12sd3t7qP29b/eW9Pf2SpN/ZYfc7puxI9HdBQcj/k3/yT/T48WP9jb/xN3R2dhZ5j9lqRi5rvNaQfldXV7q7u4vFBvF6f3+vs7MznZ2dRSQ1glqaQJnFCcGIIHIS2cGFSFYOxZRGQHOCGiJc2sy3BSgR4Y1SAmFH9C2k3DBMETxEfBOZTb0h/F2wQ3ITHY+AwkvJIY4eCQzIkdYjvJ2ZtPcc6AhsyHHuJdq57/uNyGUMKKL3ScdxeHgYShGHvuIQoM6k7nFC1z3oVVWFQgEZX+5MQKGDyI1IOVMSq6qK9wMM0hQl7jm9+r4PZ4ofzsJuAkBP2szvhzHpAM3nkPju4XUAZ245eU6hTk7wMyZVVWmxWGixWEQ/sbvD8/0TVe5EN8od7yPtyHq91tHRkfb29kKhpd8ghjl/oK7rmG+0h2d5eiXWFGtkGKaDQdp2PAfh4uJiQzn1VEJBUHXTgbOsw+PjYx0dHenw8HBDBtA/Qb6YAuwKjo876YHcAcZadKXSlRjajVLBO5Azy+VyIyXUruzKO6FgVH3+85/Xzc2NPvKRj8SB4Mh+1gAyGWyT9EwkiK8lHJpEY7my644+X2+s29VqpT8aBr0u6WtVpb+Qkh6kpEbT+SLKMrjtOqX1ejzUMkfr1MiIYUrn0fe9dH+vNhOp0phmo2/HQx+bHPlNmpGkfBhp22qFkzRNKWA0jFHtlRHDtKUZhoiOx/jpujEifWbpvYiu5yDMbVuDq0wYz3JqkaHv1WuKgIbcrXJak2GYDgLtui4cBynrAm02ZB0Pm9lsA3NSShEh7X2NYeZO5q5t1UlaradDV1MeC9LUVKZDQU6DoVVda5Yx3vFKskizup7ymA/TGRaQ8r0Mpz2aqRoPVIUsX2djUxrT00Cup5Q0NM3GoanyOtKelOIwU+GchXDux6j6KkfD04+QBR4cgVEKQe76aUpJl8Ogr6Qpyh98RS9ED3K9zAMS2OGF7uRGKWuMNVcGMvCZR4r5zjInNtwwLn9Y5x7JVkYMun7kJIQTOa5PeWSqt2fbu3n2NkPciRlk2A67d+WdVN7O2M1acjKQOmMzSFPqEF+r6PLIIJ7t5zhRDwJffP16UA9cAHXkOupdRisjZ0qyFdntqTnp/zKqucRuJ5jLurn96lHyHrns5H+3BbtnW7C7N+x2Yr7EbsbfA7dKm9X5D5e7fv3Xw24PyCux28eyrqdDQX3uUN/SIeBzz/v3eSR66aDw690BVH2T2N0/B7uPh0HftwW771cr9Ybd6+8Cdivrmo7d96uV7u7vpWHQo5T03w6D/qDr9Itdpz/YYffbvuxI9HdJYdH8yq/8ii4uLvTe975XH/3oR1VVla6uriKnMVGcCAuIXLZ9EV1OyonFYiFpIl4dnFEIEL5EriPgLi4utFwuI9JYmtKMeHQyzwe0/Z1VVeno6CjIvaZpgkTmXQDrMAwbhDjeb8hISPFt29AgYaUp9yRgjgCnnZCx0rT9DCHOdi9pjF6+vr4OEIZgRjAtl8tIr0PfUB+ild3LijBDSSI62gGG+xkriHjIX496gGynXUT0Ilwh9FEEPT0Lc4B6sYuB9rlQd4IWQCNins/YFQBJC7nr7WbOEtlAnVwZKBVVryPPcbLajVAHSCL5mQOk7qFd7M6g76qq0snJSRjZzE0cIvQZc8sBulS2aBcOFhQk1hB9Sqod+svTvJB7frFYKKW0kauROhM9Xyr8Hq2BY2KxWGzMhzJqxJVWVyJZL06e01bmB20qFSr3yHMNCisGR9/3cdYDCuWu7Mo7qbAGvvjFL+ru7k5HR0d69OiRUkohFz2PpEdHsZ6QN8hnjDtJG7gtbUY7uYz275Cz8/lc/7pp9DuS/mpV6c9Xlapuik6WJtIzVZVmGVOIug4H6TAdbNVlsryqxqhwCPC264L4RTG/z9gx9P0YPZ7bUmXi20lYKZMC9nwixqtcB8hlKR+Mao48+lKSmpxPFoMwdrXlPnLHYy1pMLJ41bZBnOdODeK668atvo2RuFImRlLSGmMm9wc/0uYZLuHgze3ioCulpIFt2nU9HfxZTSlWhEGb69XUtfr8TKQn+dfdGR1zphoj5vmsJYiAtC5dFwewppwepsvj3ned2lynqqo2UtHg7PCINOqY8nvd4B2kcKYMwxj51Q+DaozLYTM9HnPE/+/zvEV/AXM+VVW6ys4Hj9ICu8roT0oZhciadZzjOegN7mxGLx2GIfQzHOZuuHtUvEePOdkGuVGSPG4oO7FRkhwlYe9tdezmnm0GvD/TiSDWsZNUO+zelXdaebtjdxnc4gSgP58AFT5z7OZ7TzHiGCRNtro0YbensGkMu7HHnITlGf58l1N+H6V+DnbPnoPdPKuMoHWyuNzd67YsMtHtbK+Hk5Du4OQdZb+5LPcc+r6D3m1Xl5P8MK+2Ralvw24PjPP+nxl20y4PAvQ0IOU4lPOy7LcIRDDspo7lj8+Nb4TdXFNi939SVXpUvItgBhl2d/2U6k9SpKH7VrG7ykEMpMTTMGg2n8e5OCtSETNH1mu9t23199pWv9Z1+j8k3e6w+21bdiT6u6iwAH7jN35Dn/3sZ/XlL39Z/81/898opRQpQyAGSW1yeXmp8/PzSA0CKQ3BfHFxEd4wFhCHqTjJSIStv+Py8jLyT5eeX2kSFAhrQJx0Hre3t+E1JVWFe9J9S5KkyGmN95lrERhOWpJKAwGDkPJIc1dqeJ4/BwWFZ5Arzb2btOfg4CD6EWFF1DDCkv4lav729nZDuXIwdQClTnhs3fNI3fAYEt1PfXivRzq5M6IkofnOHRcOrLTBCVGPEOY7Ii1w1pBPnrmDkejbDcu85/4DSHvkhhPnFO9D6ujbqEsHS0opHEuz2SzmArkI6RMUK+aQNDo1nKh3xdEJb3aE0H/sKGjbVk+fPtXR0ZGOjo5izbCWbm5uNg419br4GmOuLZfL6D/Gmyh4xtuVKObV/v5+OODoA9rD2qXvGGNI/r7v47kuA1gHXdc9M88YG+rPM7nPI2UYv7Zt9Uu/9Et66623NhSEXdmVd0Jhzn7ta1/TG2+8oaurK7366qs6Pj7e2HYsKWQGTjZkDGm0WEs42FwBBzN5FkaSp/GStJHqrO97vd73+qcp6QuS/pqkU2060HhHkyOW2/U6DrxENkB4y+Q1+cPdSAs5mcl5SUEId1kONLPZlP+6mg4DkxmEEZmMIdT3E7Gc7yGye71eR97ulAlYaUwd0sxmcbjpIGnIDt7AGBwBwxBR8+16/Uxu8DBekkWCVzmVTCb8h0wOx28zgprcV7OmiZQ3ysZ923WRR75r242o7TC4MuHdSBExRRodDi4Ng0rS0HUbh8bynTvT1+u16uw8gbgmEh2S3A27IM4hyKlfdkKUkWyRzsXa8YzRZwY8DhbSyLh+ydyKCPpcXxwYOMCfpqRfr2vV/bTVepvB6phH3dDlCIQgco4CtqHfsP5KEsLlAk52+g8sdSIdfdOxD93R0wzwftfXSuN5G5nlkZ+eTsEd19TNDX3vszLK0Pvjtdde0+3trXZlV95p5e2O3axbL9uwm98EpJTY7fiMfSRtx24n/5ERTuI6eS/pGTIX0s+fV0ZpI+/AYp7Pe5F9XtdVgd3ev8hUAurc1i5tXbeJvY6SnpGlzi+UeOREO3VwvPF3byNBfVy3kfhOAG/Dbmwqt03pG2+Dj5UTuKXdX/YR5XnY7fhT3vv1sJv6MifA7kcp6T/egt043CPV3hbsnhl2397dae9bxO7aSXBN2L2Cg8r42OV51rSt/kLb6s/Utf7ZMOh3d9j9tiw7Ev1dWBBSn/vc59R1nf7O3/k72tvb09OnTwNQIDYhBIlqvby8DFIT4o5UFQDGo0eP9NJLL8UihZSHHHTBxsJFaLOYHaxIgwHhenR0FCAKQX57e6uLi4sAo8PDQ0kKEhFhVkbUrlarjfQmbdvG4att2+ry8jIOQOVgyDLfNQQ10b7ex23bRjQ5bee9+/v7kbIDwrWqxpzXHP5YVWMEc13XkZaiqqqNHOZ42J2AL9OqkGfPU3wgeFEcUEpIoUJ6FsYCUJGm6CccKghXHzf6IYxp21XghOrd3d0zefaoPylGjo+PdXJyomGYDpV0gxBStqqqiAinP8kzD7B4dAfAi7HpY8f4ES3NNThYWCulJ9iB3ElhjFnmCP1L/9A2Ik2Y70TVs24YG3YQ4Ozh/ewcub6+DkcTIObKFs9D0WaHRNdNKX44/Ja5iBLl0Si0g3WEwuJbvNyQZ+4Qce9Osb7vdXR0FGR8ECummLpS5Uqhk/aAu/ft5z//+Y0DdHdlV96p5c0331Tf9/qhH/qhSBvhhpekDdnGmkMOexSrb8NkB40bYtvWYRlB1fe97tdrfVbSH/W9fqzv9YGUNtZj23UTRg2DcJev21b3d3dBdoPpHDgKEdrlqKBqNhvTpWQZU2tyBu7lHNzIzianWeGA0qbImVllor7rOlUYOcOUMsZ3SSWI7Owonc/nI3nebOaCRP4h26qUtMrGErKQSO7eZDGkuEf1VCmNKW36fkwB048R3L0Zzn035mDvcn/XdT0S6PWYOmVdOD57yPJMFA8ajbqIvMJAytf2XRdjQy51+q9t29gt0PVTjvWqqnS/Wun+7k7zvT3tpSllTm/OD+Ygh6o2s9kGsV9b/+Ik0TClACqdqoydcj2ZZ06iNLNZkPJOSDCfw+jvOqWmGSPxDXu+LOm2evZwuNIZjs7kxA44jg7kwRc8w7dBow/S36xJJya4R9ZO7i8jBHlG9K398H4PMHByizr4+zC60cf8UHnp2ZzI3g7aUhr+XO+BDE+ePNnQP3dlV96p5e2I3aX8wC538hTsdruL4LWqwO7STuCd/r1HXGOzzgrspg+ws10OuSx1TKIdjt0uk8Fut0+eh93ORYDdvMftKK+T9zUR6V5HJ709KtjtRtpVBi1xn5OWtNej9v1a77MSu33HFG2pqip2IXswHHXx8QcLcHDQPtpe9q/PxRK7ndD39zh2lwFVz8Pukmti/P+qpJOqUrsFuznLZRiGMdChbWNHI30T49K26r8N7NYW7B76Xut+PIwe7O67Ticp6WdS0m8Mg/7ZMOhmh91vq7Ij0d+lhcn/+c9/Xv/wH/5DHRwc6Ed+5Ef0wQ9+MITf3t6e7u7uIi3IxcXFRuTpYrEIYUHu7dlsFqQvJDfCdRiGSDkhjUKJBX13dxfPh8QnEh4hDWnINQih5XKpy8vLDZKS6FZyIW+LxGaRA9YAJ8Lk6dOnQYDyLtrlHtjT09MNIKBvUQbw/HPIqgs7oncRZimNB6VCWkIeE0VPVDKR2V3XhRI2n88jHYcfHIpgRBng2ZC85PgCvF0YSpN33r34AD9947m3S5DlMBcOB+V6BC1AT3854erb6iDcSxIcYFiv1xukPuOAk8Lb415aIrU9jQh1510Ac9/3sTbKLUweCUB9UWxcGaSgFABCOE/u7+81n8+DxMZJhWLip8+j6Hp/r9drXV1dxbPIq05d6H+IfcYHJxGfLZdLrdfrING5HtB1JwQecXdyeESAe+Qh7GknTjR2VuD0KIlxJwJK5YtrfVcBSjMKFc6LXdmVd3JBvj558kT/4T/8BzVNo+/93u/V6elpyHWcfo6njo0Yqxg/GDduNJWRWOC4tJkaAkOa9f5G2+r/fXen/+j+Xn+t63ScxrzckY4F53rfa2U5Jutc96oe05is7Z66ypHjkKSZTCWaXSmNh0pm/LrLDrqIwO3HCHKeQZqPvXxGhiQJfEtTGpJIRZJlW0S3pzHNSVXXU4qRbHCHEZ7lGEQIhkRdVWrm82ijO/VTVcXBoZXJOwh0J0T7vleXZTGEe5oGSFImdvM4B3E9jBHm4dSkb+hb5lk/pS9rMtk+ZFI9jKm+V8p907HDK42RXWWkW9u2QbRHHvxhUJ8/r5tGs3zvQB0zie3t8aj43p6brN0cKKph0JDHnTnd5MjyklhmXlNf6oBuMgyDbiT9Gz2bbxQ9Bx0RAr3rutjdx3oCE0sSwAnw8lnej3ze2/h4igEiJvncr+/7IpK/2jy7Bh2nxFonUvyZrlvyLNIxbiM6SiPcSf1tBJCTAruyK+/08nbHbv739FDIMSejWfNuO/LOvu+fuackRUvCWZqw+7bAbp7vgTPDMMT5VtLkECgJamwvt/fdgejyzbF7/hzsdj6gLbD7ebYKcqzE7taw22Wf258ue33+lH3jNjd97E5d7u0Mu7FlwWbexbtL7GbO0D7/HP7E6+gkNs/0dVA+1+93wt3/5nnfDHZTV+4/lfRBPR+7W8PbdSawm7290AG+W9jd5l2OrRRR6CXO7vW9/kLfqx4G/WJKuthh99um7FiFd3FhEXzta18LYfLhD39Y73vf+4LsXq1Wms1mevDgQQD24eFh5CGXFJHZkJgppTiM9PT0NCKb+74PcgzSfblc6urqKiJfPW90SikO5mRhuidyGAadn5+HcIA4dk+95yNHASlTaLjiARiwlQ6CD8EDyNM3pKJxhcG97ADl0dGRTk9Pg9jkUBhp87ANgIUo9ZOTE81ms8idznUoWBCc+/v70Q/uoWRcQ2BngtSj06Xp4E+PlKdA0p+cnMR3KSUdHx9rPp9HxLMrKBCWpBXBGeNzD0VCmnLRLZfLDUeHR1uQA96dJNzneebZFXBzcxOkLOmG/HNPVeM7JcqIasYUYthTs1B8+zRtY+14FEQJdG7c+oFD9/f3SinFQa5lzkCfk16IXL+6utq413d5oMwsFosgz5fLZRDbKNI3NzfhuOB9rCsHZ59rvn3UPeQ4bngea4jDV/k/IjyzcocS7IqPE+gopCi+rlh1XRdKfmlElErnruzKO60MwxBnVAzDoLOzMx0dHW2kEauqKnbNYEyzTqRJ7iP7pOlAM3fE+sFUfmgWEXIo4mGkSfq3bavP9b1+WtL3ZZI8QfQO44HeRDpDHIfM6Ps40DKlFBHjfd8HEZ7SGJ08SKqUjTtNB6lXmTxtM0lcDWNucPomZCryOF/vW3o1DJrv7Wk/nwNDtDfRSWFUpKTBnKzzTGpU9XRGifJ1VSZxVxDUTROkL6lGEtFKmagmArzrcu5MixiqMCyrMVLejVVI+r29vSDFlZLm2Qm8Wq3GPmmaSCPjcjbSppn8DDIdh3AaI8RXpLwZBg3duIuAMVnbmJCaJmk8iDRy1TZN7ApYr6f8pHUm0fmc6Hxyiq7X68ip75jDuNJ3VX4eY0cBT5yk2XCID1MKml8fBr1hBLRf73olwQqSNq4Dr9A3vfAMP6DPDV3HLU+BRpAD8x5dBF3SSROvRzhfbLzLQADa5rqp73xEf6GuTjTwWfk8Jz2cFCqvQZaUOs6u7Mo7vbydsVvSBrmJ3Pb1eXd3t2Gfuezt+ykVhBPW25x4FOSEYzfXu/1E35SpaLieZ/IeP8MNW6IqsBubCOzGIVEbdrtt6/aXE/TumHQSk9/IUY/2LSOlHbtbw26/3+tGZL2/m/aDCW770O7SfsI+LAnQckxctnfdZlRzbdjt405/+ed+f+n0Ke1L/i6j72nn18PuwK++118fBr0npY1dZeFwwVnSddJ6rfU3wO5Sh/jjYPe6bbX+FrH71WHQP0hJ/2oY9Ic77H5blB2JviuxGL70pS/p537u5/STP/mTGoYxLcRXvvIVSePCPz4+Vtu2AeS+jQfvedu2QeySaqJM0wJR515tz3eN532xWOill16KaO5hmPI5QxReXV1JmryjKCIIFEhP94hheLjQcQF9d3e3kUMaAtCJW2kCDjznpJDhmQjFuq51eHio/f39iAxm250fEEPxE6bn87nu7u4ijQvOiJTSxoGP0mbEuHs6ASWPHoB0530oYYwVTgQAkBQ3pMOYz+c6OjoKY5F6sCUPJYe+dgUHQGIsqC85uIm+YG54fvCqqiJ1EOQuEfqel5vPPLKZuXl9fR1R1RDVt7e32tvb0/7+fkR6lAocSlO5ZdGj+X1++ZxiPXhke9kPvIPDQlGWmL+sL4x1lFUfWxxT19fXsR2PugLUzO39/f1wQFxeXmq5XEY9SCfEekDJhuz3yIUy4pxxibQMuZ8ZF8htjIKqqmJO4oQrlU73fvNuV8bd+eHtZA4sFot3BaDvyruvDMN4vshnP/tZffSjHw0lFmxEhrhx68YnawhZhqxwx5005Yl0AwfD3Nc/ODUMg27bVr/Qdfr4MOj/UteaaVyf96uVVhlLIMMj9yaKfUpK2dHpxjEE6SBJmVRO5rRF3oxfd0HCD30fkcpVNUbEc5hUGJqZvA7jLeN+0zRjpFKW/0mKfO3ujqvrWvXBQRC2bTaUUpqi2ZPGVDVdNx1a1XVdpFIZMnE+QKJjSGVjL2XSnfdFJFLfb8hHpaSh7zXf29Ms118Zl+bz+fg8nKMYvWYoE/lOnfNki4NeN6KcMm5Uadx1ANFe4QzIbWsgGNo2yPaIumzGPO7Mv4p8tegS6+mw+Tq3b71aad2OKWWaTMJvEMVSpLuBwJemXPe9tdHnl8856nPR9/q3wxCpdChuxDP/PcqSteXOX9cB3OhEl9q21Z7ng3eQEOiB7oxHt+N6d6D7mnZyzNe3pytknnlgg0cFIis8tYSTSmVf+f/IoDKghHWM3u2E267syotS3s7YzfOcDMO2uTfsxu5zchh9fxt2cw1ytvkG2I2Nw+fY8mUakZK8rgy7S9ttmy1Q13WkAgW7nXx38tjJbv4vZR997E5Wf45jt8s97u/7Ppwh2LnMB7ft3QZzTsVxjblG8Tpi8yHLuZb+dDuMa7xNnpfbPyOYDtuU+vNuxzm4FMdu+pa6lM6PbwW7v6fv9dFh0PAc7GZHW11Vkeau/jrYXaVvD7v7bwO7j4ZB/1dJv1pVem2H3X/qZUei74qkSTD94R/+of77//6/18OHD/Wxj31MXdfp5OQkDjZxz23TNDo+Po6taEQjA84IBaKLSRfBdTyPdChPnz7VW2+9Fak/IO5JhYEgbdsxzziRtqXALj3OkHUsckDIo559sSOIEMooEzwXAICwLUEGYeeeY/cWO3noSgqCjbpANl5fX0c/SYrc0dxLX9Gv1B0vul+LA4PPqDOC1glankXqHtpKxH5d1xvpVTjY1evPsxgjz73uyg5KAkTw+fl59AdksjSS9zgAaANkL0oS7Vwul5Ff21OGEGHNfUSEkKaFOcZ4QZIzl3gWRDDkP+28u7sLIEMhJUIc54CT306gA1y0hXnRdWOecr6Tpu1xHpE2DEMQ4G7IA6A4R0itw/pkNwHXLJfLGB8OQHNyGvB38AU8ieqnbrSZiBCiXwDvrhsj6nFgsAbdcHDngc9h2ufKJuSCp6H57Gc/q/Pz8w0lYFd25UUpwzDo4uJCv/Zrv6aDgwO99NJLseaQF2A36wZZioOSa8odSTgR+e2FLdWcnQCW8vyqqnR7d6dPNY2WKekv971eWa2mSJ8clQ0eJE2pPqQx9UkYV8rbmPt+zPM9DKqHIQ7Q9PoPw5jqo8+fKbdZGZcgbImITilt5PUe+j5SnnBfsvqkTFAP0sZBldRl6Mcc5qvVSoOk/ezMXNtOpUFSM5uprqrx8/z8MMxy3XlPa7hMlDX1Inc8aUtqTenC5rPZGMU/TJHHVUpqMzE/aNoxV8/n8bxIgZKNSshoyOkggiFHuk5Ddm6nqop0LET2h44GudBP0VMQ3IPyluYst4PU78fUN8zDLllqNo158smd3uexS8qGdSYGSP0z5M+6ajqzhHnD/9SXfl+3rX61bfVYUxSW61YbBnZBorsB7qQJ13vAg+/CdOPTjWR0HK53pzZ6AM/GoHcDl3c5KeFGfEm8+fZz1xu939AHeZ4TITHfh2cd4JJCV3eywredv/HGG5HGcFd25UUrb2fsxpbh3cgb6dkoamnTKUddnDR2W9SJWq8/3/GZ6/nwDv5Ot9v9t8tgrw9t4V5+XF67XUkgku8ylqadABDPZTS5X+s2tZOU1NcdsTyLnfP0odfR30O9CCLyZ9EH4Qy3vva2ItM9v72naAG7S9yjrmWAogcuuo3rdaB/sal9XGgHfUs7+Myx+nnYTb+nttWP5Od0z8FudkdW1ZhOcJZ1JPKUD3oWu3134B8Hu9ffBnbPqkr/paRPDYN+Pddxh91/OmVHou/KRkFAcIr4D//wD+v9739/EHVEme7t7eno6EgPHjyIFC1N02x4qCEOWWTn5+d68803tV6vI40DygApPy4vL2NhAxqQ5URCO4k2m8308OHDiGb13NyQfIvFQpIiYlyavHyQhpB7RCM3TfNMHum6riNPvJOuPBMC0D2LDtru6XdnAOluXHno+zGi2OtFhDZKBYrW8fFxABSHoAKa5NTmHtKEAAjSJCgR6HxP+4hUd88kRD1j4cWVEdoEYevOEMaLqAJS0TDXDg4OIjoZIU9+fhwJKApOoEOgdl0XEf0oEiiSgDrjtFgsniFxmcdci0KD4oqziHlSVVUckulzmH66ubnRcrkMpwWFMaZ9p6enOj09jW183I/S4oDHs0iF0/f9BqFf9g2kOeNHPxK5DglOHn+iTvh7vV5HhPft7W2Q8cgG2ihN2/WQCb6FFIXdnSOu2DG2yA4iGRhbFEfmm++O4VqXVZ/85Cf19OnTZ7zru7IrL0phXoMb73vf+3R8fBzy3SNVwF3kgBuD7rRivbC2XaYiW9iOWmILzmZpxIvf6Tp9oev05/pef34YdGyRX1075qBUlgPI0xm7S3LEuJRlcxrTp7SZUK37fopGzngCQT4MY+RQ3TQa2nbKcdk0oQAToewGPilV3PB1PEe/qGez6TBL5QOiskHV5Xqlqor85UpjipCmrrU3n0fu7qYZD0El73u7Xkd0OX2kwkDTMEVDBXkMfucxqjKhLZOXwzDlMPcCMY/TQsOYhiaen9/ftW3kWu/6fsqrng26WdNEPvM4MDYba33uB3KjN9lwJWp8naPU63xvSinS/jD+npe9yfoJYziYc6HPdSMXv3J9B0lVt3nmCVj0DFnRtvqt9Vr/er3WWtrQnZxAB2NJ1TcUYxP9WxTwzQkvjyx0cgZ9ya91Q9yd8R6pSB1Y1+gzvJ/PnJBzosQjH6mf68Uug5zcot78tMWcK9dUeV1d13rttddeeEN8V97d5e2O3R4QxfoHuyH35gV2Q+pik0tTBLSTuqxzx24n0bG1nazGucD/0iZ2l1Hpz8NuP6+N+kGGUi/6N5zGuf0emEdAEM/x9Cj0UUmuPg8fIPs9Ut1tHSc0vfB877sN3SBNQWH8j63lRCht8ffzf2l3eSQyctvxqyT8SycK3ILPu9K5wHucZO++Sexu21YfWK/1veu1Wj0fu5vZTHvDeEZOY9jN4faSIhhgkDac9H9a2N1I+s/6Xou21S/tsPtPrexI9F15prBQbm5u9JnPfEZvvPGGPvCBD+jRo0e6ubnR2dmZHj58qMViocVioZRSkOCeBuTq6irybiMY7+7udH5+rqurK52dnenRo0cbUci+yD1yFoXh5uZmyqE5m+no6EhHR0chhHgHAocobQwE34rkIO8R2ERSuzAC5KXJQwu4Hx4ehuCE7IRUJM0IYHNwcBAEH2lEPO0F0dyQ6JCA9DFEM3Uk7QefHx4e6uDgIIQtdXCgJILeBaUrXnt7ezo4OIjrHBBdkLrnVFKQyJ6DjecPwxgh3bZtHEgLydk0zYZX2hUs2oeiQqQ4AOHOlrqunzm00hU7nBukdvG0JpD1KIw808HaFRvqSDoU8p/T703TRGohSHCIZ9oCoPI5/Y8jxN8jbZ7+LU0gxvOvrq5CcXCvuStDrFOejZNluVxGhLnnh/eIc64lcmW5XMauDvqdsxBI3cK8geDmee4RRyl2Y8G95z6mkPo+Rn54MQYBa0xSjOuOPN+VF724EffGG29ouVzq9PRUh4eHWq/XIVvYDcW1yH+MKz/DwB3POJx5jq9TafuhU2443HWd/g9Jv1PX+rH5XD88n0fOad4RxlyO0oak7TPZDMEqKXJVe9Q0B1sOw3SgKPKvqqox9YvJDg6ZbLsuoovojzj4OSU1loeaNCK1yVl0i2EYtF6t1GeiXJD6XT44tKrUa4yMrptG3WoVaWNm7IDre63a6RBn+jQOM81tpL4Q6HUm4om0j6h+c2pTXzBUGrEknj1NpiD0wc75bKaecRoG9VUl4dytKrV5jJRStE+Z1CBSfPC5kt9dpSlvapcjqOp6PLSViHXaT1+jfzW5vVW1ubPADxdNlR3U2vdBysfOuLpWY0Z7pBYaxpRE/3vb6tJynfochzCRtHVrNOvS+9wJDw9C8PXmZJCv03J9YYh7tB/EDzjL306We5RamWYRfPV6uY5M/cFg2sf8px95tr/fDfUYZ5uTXEd/etTpruzKi1re7tjtQTylbcU7wCKitPnfZYOTrv4ddj994QQq9XN7z9PFgA/bsBs7ErniwVzSs9jtZzpB6ru9Qh9gt1IXz9PebsFu323ubSyxA5nnttM3wm6Xozyb68Fut5HACI8md9LfI8/LgDCu5930P3ORujjm0f5t2L1tZ4HjybZ+6Ay7fVd3id2pbfWX2laDOcC3YXfK/T+jnVnvkKZDyqPPs77yrWL3um118B3GbnWdfmS9Vnt/r3/etup32P0nXnYk+q583XJ+fq6Liwt96Utf0ic+8Qn90A/90P+fvX9/tiS78jrB73b387rnPiMiIzMrS0JVqicqkGiooqCMAZsBYxhjmrY2bP4zzGZ+bWzGrA2GsQGMwhqKaZ5VUF10ISSVVJKQKvXMV0Tc13m6+54ffH+2f4/HjchIKVPKhy+zaxH33HPct2/3s79rfdd3ra3XXnstbxIJwclCXRRF/hs9lzebjU5PT3V2dpaV5Hxpt9ut1ut17snMIogimePUdZ1JPDKY8/lc5+fnWi6XB+TzZrPRfD7P5DYLOseYTqdZQYsKnpYevnkLCvsY+93NydizoLOYQKBCJHomcblcZlKauXIiUOoWoaurK11fXx8AEyADURpCOJgfSFj+xvulQ0U856BtxrAlCIZD4AQ6oMMCy5xChpKRp0+67xLvzpdnVl31DpCRlcbh8UUashuSm8RKJjmSEwC5y711EPJd7jk3z4InFhyQHXh8PJks2e91fX2dEyTb7TZvvOv3jnvuZZNcy+3trW5vb+90Qhzw3EGTDjPBrurn87zfs8VsCIRzuFqtFELIJDoEuSvVfX8A37h0u93q3r17+TveNE1WtOPMM3aeF6l3tnlG/Br5ngLgqGUYm++P4E4YDh/fO97nipjRRvskGQnUq6srPXz4UA8fPtTJyclTfUGHSUtJB+ss1VnuSHvy1ffmcLzgOO7Ec953qkr/cj7X96dT/fW61jwd82BdTyRwoRQIkECuqq4VSlobdrtdbqVSlt2Gk1VZat+2aiVVKNXqTskt1h0pb1JJEn633eYAKkiaJmK7rCqVrC+JQCZMYV3cbbe9Ajr2fTxjjPncVSL529gpvOu67vqc67As2tVanKMIg43R2qeVaGUiqzOBLmVFeUxkcgDXIApir6yr0vxFpdY2RgJzXZl4CSErwrP6qizz5qwot4KNO2/ymd4L4R1jt+nrPrW/8aC9TfPnz4II9CeTTnFf9G10MnEB8RBss1bmI13fdrfrEySJePFS9Ni2+nLT6NsDhRX+BkFtTmSEcGfg6P5TvlcDMsmxkvcPcZHXwEepJ9L419WKTrr797VpmkykDQN6vvuYky1OtHAd/PD34Q9jczWcJ9A9kHcCyudotNE+SfZhxu6qqnL1tB/TsduxjHVyKEQDu10ExTmGZK0ruYdEHsf3fbSkvk2IxwZOBEo9dhM/85qvS74WeSzMOsU4n4fdjoHMiRtz4AS6j9HH5KQ0/8IJYB73+zgca5oBdjOXvp77uJ1gdeU3cbBXLjjhPUxYOGfiAj3HFv8/c+MGXvHc13dgd9u2+sWm0avvgt0INLKPkHwdfobYrXC4sfmLYrfeJ+yuB9hdtK2+kEQdvzNi90/cRhJ9tBcyVOmf/exnc59yFgIW8clkotPTUy2Xy0xMo7BloZnP5zo7O8sqURYySMTj42Odnp5mAs9BYzKZZGJ+NptpuVzq9PQ0K2ZZcKbTqU5OTnLrDJwLSDnau0D2cQ1HR0e6uLjQdDrNPaVRKE+n09xnm4VnPp9nYpIM99XVVe4hzXiXy+VT6mWpb2EBEUsbDs/OshCxOA2TAk4YQhoDQpDwKPGlvm+4E5gcDyLU1c+YgzL97pk/5mG5XGbVvS+s3vvaM8BeKocxt95rC/XEcENbSHWuF5KaPn4kc2gnAtDiHELEMg53MqS+L5kTtp6Bl5T7bgNq7ih6rzcHKoJunpnLy8uDBJGr7YeANewJz71brVaSlKsIeN79umjlQi9F1OtS1xceFfp+v8/Xw/eSpA0VFI8fP85OF6+VZZmrDYYOOY4O48JhcEDnHnmCinuAspzn2J9lv6c8v/RupPx16ISNNtonxVC23bt376lKHk8Osr546yRXQBE88z32ShGSoCSKD9QyUl5DWbOm06mq2UzfKAo9qmv9uqSfi1Gzsmtxstvvcw9yqVOcF4W1d0nEs9QR4ZPJRPPFIq9TIQWkpdLGSnWdj6nQbxRGEAKO5rUrreOThDn0JUcxj0q6aVtF2zCa/u4hEdZSj52oodmUk37bTSIfghH8vhFmY4QCwVtM11Gkf+tE/EPOu3lAT8915o/NTifJXwkhZMLdAyaO27ZtVtSzThdtKyV1vPe0B3fAWIJOGb5zvXVSaoELk4ShtQWAvukpPUqzurx7U08YpM/IriFjTZqXOgWHVWrD4hULubIwBP2HEHJvfVfHgYcuFHAVugepfM947jgG30/O6ZuWu8/gSWUCcfwaxAzeJg2xBjjqATF+tWNrURQH73fs9u+xkwZDTGXM7jsydmIA7K5A3Ak+fB9Xbo422ifNPqzY7XtH8R7+xnrmpLKLWYbx3mQy0cKwGzJZ6tYe1i3e79jd3oHdrLPEi752cUzW8q1htydAnfSFOPb1mOPVht1OsDuRy1w4qehxj+PKs5KvHCMTsumewnd4TD8cg5PAzK+LsnyNdaW2YzfX67G5E+i1YfdQoJeT5pZc5vM+p0Pc8GsYYsAQ6zzxwPdhHoJ+KwSVkvbPwW72hXkR7GY/l1B0+7fs4FXeBbt37wN27/Z7bdbr7twD7N7vdvozbat5CPrnIWg7YvdPzEYSfbR3Nb5Yq9VK//gf/2P9zu/8jv7m3/yb+uVf/uVMVpZleZAJ3mw2mZhu2zars+nbzKLkilvUvLT7gNgF1Ok1uV6vcysZnP+bmxtdXV1puVxmkh+ABojJkNPH+ubmJpOj5+fnmSznmkPoN7WEdGQxAaxRt2Oe1QfIUehyTBY+nBDatoQQdHp6qsVikVXCvqC7QRICCMyPO1ne782B1QlxxkkiwI/NdfPjqgMUDJCYbdvmfuU4ZyzabEpKOSFzBFFLcOiZdQzCPIPYIDnA2JxEJ8nC3HN/2rbN2Wp3LDyx4dl2xuYKAQeTGLsWNdfX17p3716e89PTU5VlmduI8Myhencnbrfb5TG7k+LqAYzk0HK5zIpw5ujm5iaP050bbzFzdXWl1WqV5x1VfIwxq7x5TouiyL/zPeCZvLy81OPHj3V+fp6/ezwrPJNOhvNMAsZekubOp4O8P/dk4Ena4BxTQQBJznPtTvV8Ptdbb72VkwxDJ3W00T4Jtt/v9bWvfU3/7b/9N/3CL/yC7t+/n9clT/BmgjVhpzv0lDnjhHtCkXULLPAgl/WjKLrqFw/6mqbRt3Y7fX271Z+aTvU/TKd6regU1GxoGdq2+3/olNYQBYxhPp936mtwI8bDTS1DyP3Io6RCHfHett1mlRgEL2RqmVTVuxRkQQKH0Cmb2xS8oEqfzWaqJpPcJkQxZmLZzavUaDeT121wmSAn9r3J8zpJIBqCQvJBPFAiiVCw1oFz6f8NpcJJwR1jzP3KI4mBdA8naXPPXA6c5mgChqXjkBwgcSB1Sm+lucqJdUtClo+wAAEAAElEQVQOMDdNGhM94KeMpe2qD7phd616yrLrnZ7b9XCe/f5gs9PQNLlnuwf82dJzvd3ttEgvlUWhmKroyvTsfTkEvZ2ehZzoUK/qY+6HRMfQIJhQbzqZ5WpMjGPyL2QPvoG3kMF38O+nH9fVmihcScR7tRjPJBga7ZljHEPl3XC8zA1/Y46G6jRXiTr5A2GA+IIk/mijfVLtw4zdVNiytg2JTCdpi2dgtxO1TvoP407MiUUs47JhN+vY8D28zzdipBIZQtPXMDfHbmKbZ7U6Ga6HToizFt6F3Y4hrIn8Hxx24ZfHzsRAkOuFYTfjzjifjuMEOuZrvBOlQ1KbMYFHjAW84T3wJRjXN3wfz1X7HOzmub6rlSzXVxSFvhCCXi0KbZ6D3U0SHlAJKObd7nmZhB1D7G7fI3ZP3iN2y7B7t99ru9lo/S7Y/cttq2nT6J/EqO2I3T8RG0n00d6T3d7earVa6R/+w3+ov/W3/pb+zt/5O1osFnr06FEGIVpGHB0dZZU4YB5jzIScZ81Rvy6Xy9xu42ABSk4BX9Cjo6OsSqfPM3+DsCXooEx1uAmit/SAmGMxc0Dk3GTqWYgk5dYWtEAZOieou73sC4VsDizTvBwfH+v+/fsKIejy8jITuMOgBgBxUF4ulzo7O5OkPA8AO04PZbxkQQEoSuEwXxSdNOY+cY6m6fu1Q2jiKHGuoihyIoVjS52TNJvNMhEP4Uxm30lRT4YwD/4ergFVOPeMudput3nRR0XhKgR3yPhsWZY5wz50UnifpIPECokaEhpHR0d5Z3eeS0j0YSkgYOTOpztXPH/0vHcVCRUSJIC4bhRnq9VKdV3r8vIyO07cIxwRAuzVapWvjYCbtkaQ9SjnT09PtV6vdXNzc3AdOBuehPDvAOd1h5znCaebOWOs/PC957niGJ6AcUdlPp/r7/29v6dvf/vb722hG220j5mBtV/5ylf0C7/wC/qVX/mVnFAGi8AVD9C9Momgi3WH762X0g6DQvCTIMwrR7KKKUZ9vyj0PxWF/mJd69faVveKvp0WLVzcUQ+SSlqOpfNpEKgWSTFeVpWm6tuSSGn/hN0ut0AB0ynjreu6U3e3fQsOV3Llc8WoyWymxdGRgqRN2/YEbuz7ihc2JwRrUtcyZjafS+pLyRWC4n6vWJaqUhKAtiaMJSSFPWrtdICeYOa8baceR0UPmV2mBEOV2tWE0LVnye1qjIyR+sCySPOViXjD4oOgl+A0EdKx7ZXh+T3pnPsU6JMoUZrruumrscqyzJt+cd1NwuS9+nY2oShyr/yi6NX/sudC6lTuHsyX6b25JUFV6X+XclJl2OfXjxUH1zVMgqMy99YC/ItgAV8KrMWv8e+ak2au9IPIyNeW/As/H74QIgMvwedzBO2exPbrdRLHiS9+nJAp7PuLHzoUt/icDQn7qqr0+7//+3ry5Mkdq9loo31y7MOM3U6ugs3+3UeZ7NgtKa8BnO8ukpl1QDoUwLgK1wlS//twnXbs9jWLuIoxupDHzzmcT65hPsBu1m3mmzmq68M2nN4mx6/Pz8s9agy7fW12MpMYi787dmPMF2t49Qzs9meGvw8xzs/pSQxebwbYPayg93jaEyCNYbfjK+/z54U54r1g92lV6S9LuXrtWdjNhuvhjmvHb6uegd1102ifsFvPwe7Ndtu1uHsOdu/uwO5ygN2b7Vb1fq/4HOwu2lY/F6P+hxD0T0Lo9xLSiN0flI0k+mjvyfjCrddr/fN//s/18OFD/e2//bd1eXkpqd9MgC8kJJmTlbe3t3rnnXf05MmTnE07OzvLPd9oM8EmhZKygr1t29z/ywHCs2l1Xevq6iqT6JCJ9E4niMil3+HpnYpZFFiAWVAkZcBFHeuLNA4NQRHqa6lf+OnNTRb+6OhIMca8iQybKHI+5sBBmd+Zb2+x44saCxpgDHhzr0h6eFZ/WL7lrTy8lxeOG3PCtTspTyKFZAJA58kJFAl3PWuQ7TxHfu1+T7zfOJvv+HPnJLq3GvGeX574gYSmTzvPmJP6AKY7cijOjo+PM8nLvDMmPz7Pms89JDbPNNdAf0OuhWfj5uYmJ5r4HJUWjJGyUBTaEN/uJNF3HOKaXvu0A+KY19fX2alfrVb5vCRDcLD5PjIHOLa03PEMOo4Dz25hzg+ve899qd8wlOfJv3/uLAzL0UYb7ZNqrCff+MY3tFwu9cu//Mt5vQG3PaHHd5R1mnWL9VxSbnmG4w1Z5+2bwKK7Sjwdx7dtq/9lu9UftK3+RlHoV/Z7TUPQhMRc06isKs0SKUvPyoNjJoIbUpUSXKmvzmpMYYPKHWI8JJLYg9zcw7xpDnqTTyYTRUnzhFH7/T6r3qW+dB1FfA7gTNE1TXNHWXEIoWtNol7Z3MbY9wNPr7cxPrW25b7f6fPB3kdbGM7DtXkbl6ZtMymPT1PX9YFaKxPdMSqk4ErqkgRYVpxXqT+71LelCSHfk0IdmV3v92pj1KQs+36j7WFJN+pw2tm0KVnBtU4mExXTqdp0PMfSHCiqq1BgY9Ec+Ke5Ar8nk4leL0s9bvsesLwXTB2aK7y4/570d5zi2SAR7kEtATI41rZdWzXuNT6XB7H4MZ6wBgMZr+/Fw2ucFx/GA2GpJ9XdF6nrOlccegIcy8+IEfLMK+fj3viaw9zl5IeRN6ON9km3Dzt2D5N9kImIapqmeaqid4jdTsqBfUPsHqpj/bpZxxy7OcZd8afUq9A9KcB5GFMIh0pz5vuuFjv+viEh7q/f1Sbj3d7HeYbYzbrd3IHdnJ8xc9yJYffwnjKPwzENiWZX7js5296B3RyLvzuhTSLHcWmI3VLfwsZJe67NsfuzZan7bavtC2J3McBuWvfF2AkwnoXdTdvmzdhjjNolnGXvmCZhd5P8r2dhd73f5+R/nQQCxQC7dwm72xfA7p+R9Otlqf84YvcHbiOJPtqPZBDpf//v/31973vf02Kx0Oc///msTL25ucnKWxYLFOGPHz/WD37wA61Wq9zCBVIbgu/tt9/Wft/1SJd00PIE1bHUf+lZRMqyPNh9G7Dl+JDvLCCAvJO6kKoQ4bPZ7KDf13K51H7f9XGXlNXFTphCeNLihvP5zt8o4CF5vY0LpKmPH/AYlo+5chpVEw4RixrJB86XS5LuWES9HIuxAxpSX+YjdSQugD08HsBFOw4WVyoVpD4R4EAHGNDfm/vj5+UaOC+9vCHdeR5IWHgmlcAUVf5qtcrzenR0dKAegLR2R8YV0sMECvd+uVwePNMc3++dZ5D5TgFITjoz767c4P0Q3T7/q9VKjx8/1nq9PlCePHr0SCGETKAzJ3wnvESO3/k8iRHavkjK30MSDZ5c4DP+feRfSHjK0iRlEgDHy58Lrms2m+VEG98ZVznw/PLsuYM52mij9VbXtb74xS/q+vpaVVXplVde6Z11q+aRDjekovLKk4eucNvtdnk9pTKGJKCva1KfPPTvLOd5OwT9w7bVq5L++6rSz4S0UWXR99GG9IQIV+xaneQWKUklHdq+NHg6mahpW+1ZU6sqH8c/V1VVR4Z3A1ME12JUSOsN62ZRFAdtXGKMqhKGQtoq9q1M5CRl0amf26Zvw8K5PBnu53MCwjcXDWmOYiLDo6RyECi5sr6u647g9uCRYFk9IdAkH4TWMfl8RaFKfYIghl6dX1ZVbhETEmnu43b826c2LpDuRdH1G2UzUdRkIY2fcdbMd/rsZDLpyXfpgLCJ6fqLolOqxztIGJIj0+lUsar070NQrcPAkPEPn11/nj2Ybey8/l7mH/+Oz4GpvE6Qjb/rQfgwaeyKRSeQuP/4tdKhet2DcCdthr4SPiW+DO93kt0T4D5fHojznfH3+vzdlYwYbbTROvuwY7fHpt6WxYlDT0yyJrCWuP/P8bgmj4fc/x9+zsfJ+uU46uvQsI0Lx+McjG1IDHI9rrr2c70bdh8kvy0R4IS1Y7eTzsS+Q8zx47HGM8eO3X7f/Nye8HWx2fOwm7l30p3x+frO3Dke8VkXgPm99evnWHclUOCAptOp5lWl37iD1GX8w2cXH4+N04fYXRaH2B3T9TUD7KZn+b6us4/aJOwO6rG7LA6xuwa3TdyAOARRQ73fZ3FD03ZtCMt3we6/0DSat63+fdNoP2L3B2YjiT7aj2woZP7pP/2nms1mevvtt/WFL3xBb7/9trbbrS4uLtQ0Te757OAKOb1cLjO5K3WLMiTbxcVF3mQ0xph7hPPl5Ms6mUzyuVBXL5fLTLpDFhIEABIogBx8UZdzDCfzIMuXy2VW0UPeQcbTlob2MIBB0zSZHJ/P5zo+Ps4JBq4hhJBVADgCnG8ymWi9XucMspdu0W7DF1BISxZKyP/pdJrVyw4mgNhdIAig8J7tdpsVx4zdnQQP4JhP5prAjf97lhrnhdcXi4UWi8WBs+KqiqZpcksfNnyFuJaUN6O8uLjILUAIXFFS8zv3BWVBCCGf39/TNE1uTzPMwAPqPNvMibckcmfGkxfuABFMoxpj41KSPO5UeasanvH1eq0nT54cOKyQ4lKXkEKBgMOMc+qqfJ4/HB42sJX6zXk8eOf+cwxXsUPIb7dbXV5eHjifzBHtcLgWkhMc9+joSMfHxyqKXuUCwHslAPeEhJvP7WijjdYnyf74j/9YZVlqtVrplVdeyUE0m0V7qa6rgfh+DtVHvi6T+JV6RRvmCUTaU/FdZz2KIejNstTfLwr9fNvqLzWNXi0KVel9qIdQdaMuj23bbQhKQBBCJsunqdUbhLXUEcZlWaptmp74VR8kt2k9JsCcTqfdxpdcQyJ466YvQ24TIT+dTFSUZac0Su+NbaegVoxSWR4EbkWMqgnE1avCpoYd9MtkHumf7mqgHMwkwhm1VJMI7kwElF0/c8jvNvatW5q6Vs0Yku/GpqL5HGmOgq3TQVI1mXRzDsGeiO1MtqS5JKER1JVNF+GwH+d8sThIPGdCt+2VbDFGVSn5EVIwPKmqLrFh72mT7xRjzGr8IpHnISVneJ5/UBR6XX1bAFdXMcf+XXID1xir+0f+mSHRAHZSpeUBP5jvLQw4nhNlPj73t12Z6cTIkCAZYr8THnVdH4zNj+0klqvU8NepUuP+83y64pDvP39zwmq00Ubr7KOA3f7dZg3xeNKJdY/LEHv5GuLKcbDbSU1iFBfd+PozxG5v/8JxmgF2cz7EUrzX8cRjXiclPf7144DdTjgOSUjHbo7nIitf953kdl5E6lX0zLXfA09M8K+v5y44cwzxGBz+JBPDZXmAVXXdtc+9C7v5f/Z5LKHCMzoZYDcY4vHvMDnD8/yzRaFPS9q/R+xGfV43TRYyVM/A7maA3bHt+pZvNpuDSkiv+Nsn7FaqhKvUY65X1LVt24kh2latdNCyL/tqbfuUMGGI3bO21V9sGs33e/2zEbs/MBtJ9NF+LOOLstls9G/+zb/RO++8o5/7uZ/LxO319bXeeeedDCYA/XK5zBuFSn3mFLXq/fv39eDBg6zuhlCMsWu5sVwu8/kBfDKUvrCjCG+aJrdWYUHwPuuA5dXVla6vr1UU/UYVOAbHx8cHZS2UIIUQNJ/PM4nO623b5lIxlEQAuaQDJTME41C9O5/PDxS7gFLum2VkIY6Ek8wsZicnJzo+Ps4tXziWL5w4XswjCym/QyhzvyBJ5/N5XmD9vFwPSRIcGqlXrPv5WcgBe0CYZ4xzkzzwvuc4X8wHZHJRFDo+PtZ8Pj8oVWR+/TngXuEk0I6Fa+Jf5sH7i3JNUlciScLB1R207QHwuA53IJkjL79mjK6Q4Hxt2+rk5CSXTBKEQzpT3sZ3haTG2dlZvk/uEHGN7hzymrfk8ev1tcDLQKnC8LL129tbPXnyJCe5vK97Xdc5iUH1AM9kWZY6Pj7W8fFxHh/PgLfccYBvmuYTs7nJaKP9KMb380/+5E+0Xq91fn5+kKhcrVb5+0RCiiDLA0BXwSwWCx0dHR0k2jxAYz2S+mQc31sPWLOqLEZ9qa71jabRb1SV/ooON+8K6oKf7XarLZspVlUmxwnuy7LMxDmbVAb1ONiWZb95ZSKby6LIm48yJkm55zn9u+umK7MtQlCjfl+SKgVMfF4WUOYWL4lU9mRxbkETo6a2eXJuiZKSA2FQzt22rULsVPoiWArdRqBt20ppXuqmUZnIWKVEQZOCR4LEtrBepurbsUBIo2LPwWwK/FQUmpiiXOqxok3Jg9zixRSCENlsKIrvRXKYJEVWPColJZQ2kU3jdOKCueTaJgnruF/RCArZs/DFNEf+zOdrd2J+EOg7eZ7bBQ2CUo6DzwGug3X4Hx6kus/APDoB4sR9/l4Y6TFsHTAMcLkWBB+eqOcY+Bb4tsNjuzLQCaaiKA6qIJ0E8mtkLcEXxTcYbbTRnraPAnZzbGJT/s74JeX4HoKZ9w2xm885+c86OVSYc431Hdg9JJFZ7zyuAbtzspmEetu39BwKu/x3X9+H/eZ577AVi5PKOSEd+tYaLnwikcrnPdZ3cZpfM3Pu4/Uf1mp/PvyzPj7GAXb7/OzvwO5mgN3+HAyTH8P9z4ZxKscrn4Hdn5dyVeCLYrdil1hvOH5Sk5fPwe6pYXdj2I0QoywK7bsPdGryutZMqZouBMUBdkOixxjznjC04qN1oV+vrwPPwu62afRnY9Qf7ff6T5uNJiN2v+82kuij/djGF2u/3+tLX/qSvvWtb+nll1/WfD7X9fW1njx5kgGDXudku31Bu729ze03zs7ONJ/PD4i5ouj6mh8fH2eSbrFYZIKP90v9Jo/L5TI7Fb7hA+APYYnaZrVa5XN5Jt0BEdKTdiOoYSVlQrksy9zLnN8hktu21c3NTV86bI6G1AcuENSMjTFBOALE3srGs+x+HE8m+EarkJWQ0fRH93IurhVSc9i2BnCH+AVIfcMsVATMu4OSZ5FZyD1ZAFB5oOo91DabzUGvtLZtc5uT8/PzrF7GWSNYlZRJW66ZMbEBqWd4vbTREw6eZec+A/DMA84JiRwHGXcMACCeE5IQOAK+YQ3jXy6X+f5B7tP6hI16i6LIzrG3xwEE/Z753ENwUxnhjgTmDhLH4/uGA7/ZbFSWZSa13eGiXN0BmeeC98znc52enuYWSVw/z8HQoefnH/yDf6BvfOMbT415tNFG661tW7355pt6/PhxTraScPPKHq/k8mCR7zEJZQ/4pL5SizXbg2rWXh8LzrsnSW9C0L9tGn1V0t+S9ErTKLStyhQAEcRD6GYFHoS4kZVVWaqaTFQk7JGUCeUi9Htv8HtZllmtzXpelmWnJG/bXsEde+U3BDq9t0PRqeUhgIvkX2RFdCKWnzoOhIQFoVU6XhVCJqNryPmiyIR027Y9wZx8hJgI/NKCZdrJRILJpsm94UvIiBTcKc2ppNxLnISA0nVwbhTqbOzJNZVlmQNE5iC2rSKqxKbJwoQAyZ/wB9zMm6Gma2Z8ZVnmFjpsZkp/U91BWuSAMX12FYJeV68oJzjER2Oe8n2KT5eA89qQyAC3eN7wvRxDaUkHTrP5uiv2HMs8EHc8d9/lWQHtcA74znLdEPeMw8kYxuwtadw4ZlVVB23xGL9fDz9YCEFf/vKX9ejRozvHPdpoo3X2UcBu1hLMSd9mgN0u4PKEImu2x6yO3XzOhV5OCg6x2+NK6XDN9njS1/+MPUYg8ndsuPY7+Tsk8H0umDsnpL3dJuMlPnYy2wlnJ9kZ911xt3TYS9/HxVjumhvGAy74fQcjHbt5r2NMNcBuxudzP8SwuxIOw2TDcQj6lHp/5t2wu00+Qj6P+jYqZRJVcH2OT2VVaTqZ9GR32yXmy6o6ED2EhN3eepD9ZSRl/5B7FtK5mkS8F8wDz5Z972P74tj9N3Y73bStvqERu99vG0n00d5Xq+tuU8+bmxut12t9+tOfzgQzBCx9pz1Lvl6vcyaaErGbm5u8ANP3eblcKsao6+vrnOmkNQkENwsYbTVwEgB3zx5DrPL7+fl5VvTGGDOBCChJyiTe0dHRQXDTtm1uG8ImLiw0fN6DkGHJFf/ieNA2BJIYApFe1/SSd0BlgXTnxVvKkPHHOKfUO1oxPr3pSFmWGQi5Z9Jhht43UYX8Rg3N/XeS3EuBGAPnYLyArJPXkrL6G7LckyM4kUVR6PT0NCdrGJ+T895nz7OyOC+osBmjZ//9B+A6Ojo6SCx4iSJjZINWrtkJc54JnhV/nrl2Pz+VCsyDz89isciJpclkorOzM8UYc1Ihkw/qSXSAkzF5cmH4nOL88H3xtkm0fvFERwghtyRygpz3UgXgZDiJivl8njd95fvKdXFenx+pSzi8/fbbByWUo4022t1GwowE2NnZ2YHah/USYy3wXst8h8EBd9T9bwShrAvgJ3g5DJx5TxOjfhCj/p8h6NMx6tfrWp+JXbsRytjpiV03jQpTA0vKCqNJarMCuQ1uEHzs67oj4g2/c/DppKQTy6FXok1Q4VnfyjodV+n6KlNw5eNa0AghHULIPcCdiFA8bPfRNKlne3HYw5NWLJD1deyT1/TeHCbxgynCuP9K72dO/Bh8jjER4JXghZQTDVU6Zl3X+X60aexFUahOWDqbzVRZwN40TSbnacGyj1HRCBna8BShV3IFyH3GGrskQFQq4U6fA0feLAq9o55gzsFvepY9oPYglmfClYROejve8rwRnHqCGv8D3C2KIuO4ExND/4H3HiQG/Lk147OM2/0sV/ox92DxkMzwikjGAnbnhFXVt2bLz5IONyjjNX+eqeAbbbTRnm8fBewexhC+noDdTgbWA+z2sZQDXHbs5n3D9zAXHoP7Wgrusu5673g/rlcJDXHACV+PjZsBdvv67eRuMcBuj3k9eernHWJ3cQd28/5ygN3+/Hhc5nPDMfg894L5GPIpYHc5wG6O7ffEkynSYZ95x5LhPPs88uxWVaU/XxR6oH5T8hfB7uY9YrcG2O0byVdl2bWSQ9hYFJrN55o9B7t9A3XFqNrPl/wUNlNnrxravrwodld1rf9zjPqfQ9DtiN3vq40k+mjvu7E4fve739Vut8uqdFduQyLyXn4H6K+urtQ0TVYx8xNjzGVqbMQJyeZfbBZMNlKBiPZduHkv/aZdMQ3ZByHomVoIbgILANtJenp0c92SMok6mUzyhqkeoPiGjd5/fLvd5mzgzc1NzvQyXlf/olJHLQBQQJCuVqtMwnvGHidsuHBCLjtYQTrzGmToarXKc4ri2TfX9GSClwzxHHCtAJhnrR3gcRDW63XecLZpmrzJJeBwdnams7MzTSYTXV9f5w27APshwHpLFUk5GeGOm2f4q6o66FU+nU7zhqLuRLgaYbPZ5HYrw+8MbU+8zRAOkZPoXG/TNAeKD5xaNvTlbxDhJycn+XjuzHBMf5aZC+9n7oGzgzTPHckST9bwfp5tr87g+CQ3uC8kDnjOdrudTk5O8trBeV3174kFHIDVatUrSkcbbbQXshhjxl+UbV7l5Gs2jrvUB1iOI17RJemglZg76q6IYg0mgenlyQRd+xD0xyHou5OJPl8U+j9VleZFp/TeJ9U0xHOQOgK4tjZgSmSxOmI5Eui3XW/L3OYlJUNRexdleZAUhtRt0jrTtG3uUV43XQuSebq+drdTTNdbJZXTQSBNVZMFVCLIShVz9X6fzymCrNiplnIQXvYtzVzFROsTFFfca/e/SCpUSQEPAS/zf0I6DsR6tPHHROLvLSgmwRBj7MZWFKr3e+13u6wEq1PVEs/EfDbTfDZTUZbabbeqvQosxn4z03ioTBM+SbouSH9PpvDvJKnsFaOKVBXYlqX+o1XzDZPF7gv594XvgQebfr4hieMB/pAwGhIgruwE/xgbz+FdCfbheNzf4nOc28+H/zj8fjuWcvwhQcK18Xd8lGGFpK8LQ1LD/dXRRhvtxe2jgN28l7jGFdOuWHYlfG3YLelgvXMi38foIjDivaGgi/iE14bqbsZGLOPtYxy7PXYcJjKpdvcKXH+Pk9DlALsxH5ff6yF2cwyPbf1vQ3zy8fvYOaeT6TwLxIR+fY7dHv/S8tSfO8YzxG7HSH8u6zuwm/tC0mM6nWpelvqlquqEAnox7JY9a/hHjLF8Bna3d2C30vurO7B7lrCbakCIcEl5o3f8UNr4tU2jpihy0j/zAUagPwu766bR5A7snkv6HyX9sxj1zojd75uNJPpoH5jFGPXmm2/qrbfe0sXFhf7Un/pTmTyGMOOHthRSv+Mzi6ODAlnyk5OT3B4DtTPvg9C9vLzMC81+v9fJyclBCRfBCYsybTMgkQG329vbvJDTW7yua93c3Giz2ejk5CST/EVRaLVaqaqq3H6CAIjF6vj4WMvlMhPXtLOAaERFzyLN2DwrjbmDA0HuYOjgFWPUer3OwRUODkSopKyixlmB4KQXJkpglMNcA3PBZqkkJXwBlvrSQKkj/Zl/5vP29vbAKSPbC5iSQKjrWqvV6kBZ7uQ794qqBiod3Gnxfm04UpzbVQyLxSKDg/+NZw6n4fT0VEdHR/l5xGnBmWNDVxw97olndN3B4DkgMVPX9UESg+slAcF8eo9wnDHGyLG9kgBHjOfhgICJh6Xg7rRBllMBcHR0dPAejkEygkQHLXT4G8p89hQgacL3gnvuSYG6rvPc4ERIvXrGnTfmerTRRntxu7291Wq10nw+1/n5eV63PVhmHfXgltd8DZX6ANBbaHly0hNr6/X6QGnDd59jgSm7EPQHRaHvl6V+oyj0uaLQLJHhUd1mTpDAM+vtSHJ4mohaAqZ9ChLArrIsMwlPonSakpz06K73+7zxUwhdmxSFTo1NwMHn3XJgwvq73+fNNwmcFILibifF2G2UlYIwJwGYV5TtmcRPeAl+FuAIAWO6BuaCzVLLRKIXRZE3MJWUW9BwL1GkM597Kn5CyIrwNpHmSsFnZfcYkptnhoqAIGk6m6lK87yH1JUyUV6UZSbgnVBRSgIQqFaTSRcop2vzDURJFpSpfcpkMtH1ZKLvlqVKIx6Yy2E7E87pgbYTBd4ywAlwV9l5wMr7h8T3XYSQ+5P8+Fg88Mc4F2NyBaN/fz2g5vning0r8Zw84r34KN6T1kkdJ6PcNxyeb8Ts0Ub70eyjgN1O+rr4ijXWq6mnd2A3RK2ff4jdnAfs9s0pHYd437DNiAt03JyAhiD3c7G+E3M6gXsXdvscSE9jt7fScRU3c8G47yI4sdKwuxxgN3E0n/HjZHweYLc/M06++95ijjHMiwvohskQf0Z8fzIn0RkXySHO96cnE/18WT51rHfDbiWfQ/w/hM4vSH5kewd2F+k+1z8CdsuwGxU8vgsketQhdue2gGlMTV3nzdH9+5s3KH0Gdr8agv5vMer/HaP+ZMTu98VGEn20D9T4Mj169Eht2+pXf/VXtVwudXNzo5ubmwzGEJCe/fIsoht9nlG18qV2gCejHkLIvbjbts09v13ZOywbY+HbbDa6vLzMm5EuFou8uSgkPeA+nU7z5pUoaflhDEXRtYtBHe1qXydQ2XTVCfTZbJYXa297wcLm2WHpUJ0EEe4Z3uFncRocnAi03LmiVCeETmUv9ZtnuuOBc+YqAwdAfy9jpCc+ZKonCCBtXXXvLVEcyLyVDNlwSHQIWkkHwIyqHPKbNimUUbtKHqNNDM8GBDrPCOdgfKvVKqvFPSHiSQN3MNz5pDrByWuuw3vZ+zV4MorP8rwD7BDqw01YcBaGqgSvXoAA514yVp4Z3wyVRBZkuZ+b7wz/J4HVtp2anL0NJpNJvu8c34P6IWH/pS99SW+88cZ7WK1GG200NxKvMUa99NJLT30HCVqH1TOuXHEj0exJSw9WWSvAQ97nhJ077xz/rarSb0v6elHoN4pCP1PXatNm5JTYknDb7/fapL1X+AHbSEzmxL16/2A+n2d1dA4+UiBDEDZljxLDtzL9Hooib35JkBRjzJtZHajDIUEJQmPM7VAg2PP5zXeglQv3IpPOk4liwnpU9lJPAnCMIgSpqnK/9hCC2kSKB1Nm5fem+dnvdh05X5a5B7yUNiNtuk2zHAublNjguuir3rZ9K5kidBu21iloL4p+o1KIegVTlZd9O4HcDkVdCx+U+lhZVSpizL3xJ5OJyslEfzidKlhSlmfMW60NSXMP2nl9qAbEzwGjeJ+rGIcBKz7Q8PuEDzQ8Hq87ScYY/bvC+P175j4JRIc/R3cFx5A6XB/3iPehUPSN4nysrtLP34V0vDfffFO3t7cabbTRfjT7qGA3WMTxiN+J6aoBdm9fELulQ+z2TZw9FpZ60pa4dxgHe6zKNfnaOHydcw/jqOFa5+tvcQd2xxgPiE2fryF2g31Oojsp7tjtsSDxEmu033+vHuCc/M74hkkMj1P3ht0+1/yLyOwu7B7OIZZbpSRsmUwmOp5M9FenU01InNgz9jzsVugT70rkdVmWWSDQtO1BX/Q6+WLMBc91ZdhN5eDzsDuq843w3xA+sIeLbIwoz9MLHdH+HOwu3gW7H0j6202j/0fTaD1i949tI4k+2gdufHmfPHmir33tazo+Ptarr756kN32AMLJzaFKmI0Et9ttbpkCaKJ0Xa1WijFmItqVr5vNJpPTZVlmgv3s7EySci/touj7mh8dHenBgweZ/OMcbdvq5OQkt5LZ7Xa6vr7WZrPR8fFxzoijmi6Krke3q69RopNln0wmWdHrZC7jYWFzwtATAm5eYjUkbFn4mA+AD4B0oOOcVVXl1h20l3HSdOjwOBiy4EMSA4I4W/wURXGgLnbHrG3brCz38jMcCZwslMuALfcrK/KKXiEOeBwdHen09DS3Z6GKAEDxJII/i5JysoTNPCmjdPCkbQnz5M4F7+X4zJXfdwCY5A7qbRwr/k4CKsbDTXQYC/PogTSOKWNz4JWU77O/1rZtrpxwMHelun/vAFl30nDgcOKYI1fer9drLRaLXOGAcgLn0kvZPJkUQtA3vvENXV5eHjhOo4022nu3zWajt99+W9PpVCcnJwdrgxNukg6ceifuHKe9EgY8YC3iuCQAh6QfGIZfQLu0umn0tRD0zRD0ctPoz+33+tWEp6wT+7rf72RGsj6tWzvDYpTYrCmsZ5kwSOdjzSQQyn1nLSAMIaiJnXoJBXhsWzXSM9cmlE5DMpTemGI+UpBHb/MDRVU6DkFV03QtV7wEPwdeoVexQcTnwDem/ux2bt+4lB/ucTA1VpuCwhhjVpbzWkgBodL5UVFNEVBIXdsXysEhBnje0jlz1dtk0vUgZU+SlKDYpWcm+rOYxpiJmLLU4+lUX5tOc1WCX4M/e47RzJH7YGA5eOjv9bZxvN99I1cZuh/M+3ivB8ge3A6fmeF95jguTHE/hTG5AtMJoyHBwrldNenfZUgOzsv771KyuX/w6NGjLJIZbbTRfnT7KGC3V9dwjskAu2vDbm8zgagI7C7fBbs5n2O3x3NO5h4kjY2Y5H13Yfdw3eQ1zJMKHr8Mj+mYwPp6F3YzNo9tXRE9PLd/fojdxQC7ncj31/wa/ViMT9KBOGuoIm8H2E2CBuz2cw2xtRhgd1mW+sJ0qs8kXkXvAbupmKNy8UWwu2k7xbfPb547yOQQNH0X7G6bJif3qcJr49PYHQfYTevAKGk2wO6griLx3bD7QdPobzWN/smI3T+2jST6aD8xizHqnXfe0aNHj3R5ealPf/rTOj09zWAOsHnW1bNeANtut9PV1ZV2u10mOlEyk0GrqiofA1LaCUCAfLPZ5IUbYp4Fcb1eazKZ6OLiQovFQre3t5m4DyHktiy8d7PZZJW2LzpXV1e6vLx8SjWLApdFCcfANzThM94KxHtNQ+A6YHP9Q8CXejUBn/eEgrfJ4D2ooTkHbV9QN5M8GDoefu8gSu/ajNSz+BDYkMcAsCdSFovFAeHOdXMeMuo4Z/RNR7ntTgjJiKqqtFwudX5+njdrPT8/12w2U13Xur6+PlAi+L3B+YLAPjs7y+PnGUApTsKGecQhdCeOa8W5cCeH5AvKf3equDbvQc/f3fHl+ceh4HlCyc73Yjgungd3giGzXfnBayg/XB3npL/PC/cmOylpDm5vb7XZbHRxcaH5fK4QwgFJTuLHCQXa2nCPRhtttPfH1ut1bjt2dnaWv98e0A0xZ4gFfEfBHb73XrrN+yTd6cRLfXLVE7kEzLsQ9PW61p+Upb6zWOj/MploQuVSN7CutJvNntO6w9/ZbDKmROEmJdYVQiaRsyKrKFTEXrnb2DXwmXx9Rjq6ak6xVx5BZkdJMc0B4Yr36Gzbvnc6Cu62bSUCqBTYiX9jr7wrik4RT/Ig2P0hAHVCo2mabuNPmXorEd5K6zsEdg5AeR7aVtC1lXSAZ3mzrHQeyHT60Nf7vXapVU6UVWyluajT9U+Tz1BNJqrKUoskamjbVtuEFUUIaovi4N5AphMEf2M+VzuZqLLAFyzycnwnj5kT8NFVi0OfzAkix1Jw1gkG/j4UR3ggzjggZPheDMflRNDQ7/LvKNc09OOiPe/DefHAmnFzjVTGOSkxTA74mjH8+2ijjfb+2EcFu4ktyrLM8aDHjsRBw9aOHt9wHVQPDxORrGXETUNi1/HBldp3YfeQKGfd8riWOXTsvovMdhEh/+ccjt2OJX5/uMYhdg/XescX7pOLuRjfEHscu7Eh2UzMRaznY/TnyWPL+XyeuYS5Ybe3mOHzfq38Oy1L/en5XFPiQfV7orwIdpdFoZp7UBT9ZuYxHpDSd2G30nVUSTzwPOxmLxdaszh209ZOMWafyP09/C5wMir5ij8idjd1rV9pGhUx6rfLUvsRu39kG1mG0X7iFmPUkydPFGPU5z//+QNFMosQBDEkNYs7bVTW63UmLPf7vW5ubrRer3NbDs+Kx9hvdhBCyIu2b/4pKROJXoa0XC4VQtDt7a3eeecd7XY7XVxcZIW5pNx/2cuGrq+vM8l3eXmp29tbzWYzrdfrg0zxbDbLpCrHjDFmJyfGmMlExsR7UDLjrHh5U9u2mbTldwhj1Mx83pXxAAA/KNAhy3E6DvpwNX1fNxwrPosTwhyFEDLB7VaWXfsVFOQ8Jyz+OF2e0fUyJN4jKQMy57y5ucnOFAkGnIbdbqejoyPdv39f9+7dy4py2odQDhljzIkEnh8naql4QDnhBDrELkCH4tp/5xwAEUkK+gu6GpzEAK8zLvqeA+Dej8/L2fiBkGZ87nzx3KAOAIhxarnHnN/b/5RledCSiefEKwq45rs2FY2xa59zeXmZ2/vgWEG6Hx8fH1RPMNdUiJBMGG200d5fA1deeeWVg8DMnWowgr/7ukeiljWDIBksYs33gNSDNBKsHrQNicS2bVVMp/ovkl7f7fTL67U+3zR6MJ+rtACH3pKtBRq77Taruzfbrfa7ncqqUm2BvtQFV2yqmYOmGFUSxMTYtTlJ6iX6d2c1dwi5VDgUharQK9Xruu5KiweJ4ozThoE+/76+o0CHLI/pPJwTkpvzRymru5mjJqml2qbr5VndsaYWIaiw1m2Scrkx9wOVFq1vQlFIzWHpuCSVqY0L92W326lJyV0SDDmQa7oKusXRUd50urTk/n6/PyjRLpTUl3YMpWteV5W+bi3PXGTgQahjlJMbzCfPLed3ssRJJyfOJR0Ev0PV11AIAVbeRZIMSQu+Y5wvJ3/CoXqR762/5oG4f78ZG/Pj5BBzhH/jinYXaQwryMBvrtmJmtFGG+39sY8Kdvu+Wb4vkpOTd63PtHrh/8TV+wF28x7HbkhIrpk4hzE5EQn2cq2sp6xzvH4Xdvvnn4XdvgYPCXTGMJxrX9ed2GSNviseCqFvY+Nx9BC7+Z3zNXdgN88M94X5u4sIbxJ2Hxl2VwPs9gS01FdEO3a3bavPVJU+l/wGfJjmBbGb1nrsNYPAoL4Du/d117bOsTuqaw1XDrBbMao17FZIooGi6Al07k36e0zjyYn9qsoq9NKwu3mfsLttGv1CCPq7MeqftK32GrH7R7GRRB/tp2ZXV1f6T//pP2mxWOgXf/EXMyEOEUePaQCbzVI2m41OT08zmf3kyZO8ySStNNq2zS1aaLECoE6n0wyO3pYEEne9XufFFueBhZvWEnlBSyDsgLndbrPCHeDEKeB1lLohhEzUepZY6nuerVarPB/8DrA6SHPMpmnyDu0QnZDIqJ2HqnAvL4MEdkLdrx9wY+HEiRoqoCHaUelDzHowCDEuKW/8wsINOezJgkxgpM/5Is884Mzd3t7mJMR+v89VCzhpXOtisdDFxYVOT09zEoK2Mdx/WpdAVA/79EnKCg/uHZUNXLuknAhar9fZQXL1tY+NdiYeqO73+/w9kJSf3xBC7ofuoDeZTA72B+C+QBLwrFK+5UQ+G3dWVaXb29sMrA7M7AUg9f0HUYr4d8KTLVxXWZZarVa5PZAr69iPgOea540yMeaI43NMNrxdrVb5/n/SQH200T5o2263+t73vqeqqnT//v1c8QJm+EbbrFtgO3tIFEVxkBz2NYPvPGXajmUe8IJNBIIekLOWvB2CfhCC/ltV6a9NJvrltldJZ6JA6lqkNI1q9eojMFHq1q0ykZ1VItn3dZ1bp7AWleoCuTrhR5HGxwaiYIGT6RyzTf4DJHlRFKpR+JRpUykjVYcbc+benhaUK/07qarcU5xALyvnw6FCjXYnqPQVu16bCkEhxtyLnOOVZbc5q1LyAPV7JvuLXuVeFKkVS7p+EgsE+jFG7RIBvt/t1KRkMX3kaRkTikKzyUQL63fLswfm1HWdy5+rsuw3X0U5lgLX/zqb6aYstVQvDOB5zfcrPceQJJyDH8YGiZFVZuGw+tAFHpABCBX8mJANQ3Le8ZTvxlAV6a0anLTnPYwVIotx4hMxZq7T/RdwnrngO+kCmO12e0CUMVaelWGQ799xr1gbbbTR3l/7KGE3GOZxC2uGk+Ke0Cyfgd0kKv21Z61xxH6MrxlgN59hbKy/VNU6Wcy66rG9E9BOsjMOJ9R9HWVuhnPgmOFkONfoa7qT0MyXk8WOJU5+S4dty5zId+xmnqhQcFGct5xBhf487HbMKA27mdulpL8+m2kBsdt2fctfFLuzsCH5N6jJ93XXKk8Q422r/R3YHaS8Hwu+TNt2ivbcqkU9OZ+vjXi/aTq/Cl9JUmHYvd3t8p4x+HX4V+8Xdn+6bfV321b/qG21G7H7PdtIoo/2U7MYYyYov/zlL+szn/lMJnzPz8+z0hin/MmTJ7q6uspkLsTbarU6UH4TVEyn00yeA/ghhIM2KkdHR1l5zMagtMVw8tH7dLMItW2bM99ORko9IQwpSoaVxQ/iE6I1xpj7qKMKZm5CCDo5OckgxcabOB2u/C7LMicBQuhV9yyYkvIxKZ1iznAYpJ4QhRQGoDn3er2W1GfbveXHELi4HuaOf/mML7ruCHE/N5tNnjP+5mCOI8c1kSRhfpgPHCPOjzN3cnKis7MznZycHJDAVDdwX3mmaLWyWCzyeObzuY6Pjw/UBre3t7q5ucnPFM8LSR2cV8oRXS0uSavVSjc3Nz2xkFQZEM+u/Oe5QF3v6nYUJDzDJE1oMcOmq1Qb8P1hLtu2zeS1OzvT6TQT99wH7pNvUOqKe5ILJIYg52ldg7NK8uLi4iL3SOc1T75wnWweW9e1Tk9P9du//dv6yle+cvCcjDbaaO+fsca++eabOj8/z4GNt7PCwXYsY41gPWYtY032hOxByWvCKf5P8M26hyIGv4EgkGP/UNL/V9Jn21b/xxh10TT95pVJLS6lNS6trZDDbHyZk8rqeqLvdztFpaReGgObkdbp/9PZTEUI2kMuW+CW1WMpgGsojVevms5K7nTOoLQxZuhLfBX6Pt/586YYYh6atlXtGCh15ybwMoKfDU+DpJgI+/TBHFj72ur9zSHNY/JNGH8RenVjk85B8AgZ0batWhL0db+xeds0UiLylZ6T2XSqWQrEuXfgGJjatG03pnRfq7KvpGtC0FVV6UvTqSq7Ht+rw59lr8Jy4niIMe73QPCA83ep+JwYcOLcxQ2uvuO753urOBHmxM6wCo3vlxNKTsA4weKkFsfi3uMDe4WgJ8LxL/36ncDB1wPb27arIPvGN76ht95664AMGG200d4/+6hhNwYWsIb6OaR+/R8Stqw7vvbQmtTHwNzwf4RuHK+9A7s9Wck4IFkduzkmsT/4OVRWcx3SIXYP41fex/h8rXTRks+fk+KOWXeR5vUAu7PgwEjZYdKWRDHPj9+v4XOCAOt52D0kiEvD7iIE/ZWq0q+m1j4k4/fvAbsbT2ykuQC7i+RnNE2T99Kpk8/IZp+5yg38TeKEqEPsDslndOxmw/RAsrzt2gPehd34TWX6fk0Mu5v3AbtfiVF/sWn0r0fsfs82kuij/dQNwvHrX/+6Hj58qAcPHmi5XKptW11fX+vy8lJXV1eZcHOC/ebmRjc3N5nwxYmnhOv29jYrcvmbpLyAk0En+x5jzL3YWJidEIfIo3e61Jc3SR3QoKDPC3simRkTn4HIbNtug9LT01M1Tdeu4/r6WtvtVlXV9euezWaZXBxmmwEkSbk9B6/5ph2QuE3T6Ojo6GADx6Lod2p3At6TDoAx5KuknHDg+jx7LikvsMOSLADRS6x8sYac5bNcAwEi58DhoUceY+aY/B1whwgH0I+OjrRcLvM959nwbC2O0GKx0NHR0UEZGudeLpd5PlGeX19f55ZBnP/m5kaXl5e5nI17SDCMMwOxvdlsch94eu5zTldwMG4cWJ4BdzJdjbbb7TLJT7KI54PvgFdKQMI7gc18OKGNE+7qCO4BzxFjms1mucpD6jPePMOoyrkXw81hXVVAckHSwca77kCONtpo77/t93s9evRIy+Uyr48ktvjxvRLAIojKoVILbCModfWtJ6JZw13FNSwHZq0AX67rWr+/3+sbIeivSvpCCCqTsx/U9faeTCa9slxdeW1RFAcKcNa1GKOmqTopJgXTbrvtgq2i69ddJfIa1bcTqE3oy6ybpsmtS0pU0xZ4NkkdxTW2Fsjz3tYCMRlxodBv5pwDs6Lr5cn1KQWHrJgtZEbRb8AVQqdaD0Vx0J4G5X2QFNI1x0So5w1BCcJC6BMJBJkoqywY5u/ZNwhBs7LMyYPJZKLJdKqJKbp9LsG8EEK+r0VZdveESray1B9OJlqXpY4tIe3PJucHj8HRfA/tXHwfwDJvczZ8Jj3B6+pJcMsJG1cDEriCp05g58RPOp77Xx4Eu9qUY7pfxTEz2dD0+xURfPMcSYel3Vy7CzSGvWS5bvwG/GL/ro/YPdpoH6x9lLCbNdSFWE7UDTdClPTUOjvEbiqLeY342EVpXNsQu7l26VA574QvYyQG45hDEp7zeHzrSQfpaeweJgncwIKcvB5gsCd+/f8+PifUh+Q7P35PfV137HI1PsdChFW9AHZzX+EBwO6qLPUXbLwvgt1tjAdigzaR15n4NuyeDLC7NVHFELuLELRv21w16Ap3pXmj9d8uYXdj2F0n8p1qOYWg+g7sjup9VH5vm0b6MbFbbau/2DR61DT6X0fsfk82kuijfWhst9vprbfeUtt2bVaOjo701ltv6Z133smtGmKMWi6X+f9PnjzRfr/PmyB4FhQi0xf7+Xyee3BBukNWu5Iaso/F3heMm5sbXV9f6/T0NB+ThWmz2WSCU1ImpwHqm5ubvNBAID548CCXyLkaeDKZ6OzsTNPpNPeIhggeZpEBU5S6EKAOsjhFVVVlFTXODuBNooBWHt43G9Kb1iYOrJDpkO7Mob/XnQvvh8e9YsEvy67FCqAw3GATA+Cm06mOjo4y6Dq5jjPkjgLOR1VVORPufeUhw4uiyM/hZDLRyclJroBYLpd5PiD9uXY2gCXxQwscNoellQvPJY6qKyCYO4hk7pP3H4T4557iAHMskhA+98zNarXS1dVVJuV57iTl5BKEvLdQiTHmhM18Ps+lm9y77BTU/d4C/HA9/tzudrs8395XzTcJxmkn4QRYe8kebXN4drz8cbTRRvtgrWmaXFHFWkSViycISdKyHkLeeSKadZr1gDUdFRw4OVTXDIMHV6V5InW73erRbKb/pSj01arSbxSFPtu2mqbggSArhK4vJYTwLqnOOW9Qt2l5RZsxAt8UqM2Smqepa23TtYbisL+oBpgVQtd2Jcg2dwPP0rVWEAWJbMgBVuzU2lUqj0ZJ3tR1Jr1pbcLxlT5bpnM2Uiawa4QBUm6fghpfUq/iit0mXFlJNZlk0r40lbKHVU6sTCaTnrwPQa363uxUBDBnEPLgd1X2m1r7c8HzAnE+m0674JPXkq/3Tgj6mpEW+F7sp0LA7ko2xs9nPOjnecSv4bkekgn+zDNuvkeOcQfJB/UbdDM+fDdXOeLf4B9JfYDrYgYvs/cfD7gZD8TC8DvvvijjZVxOYvCd99eYM3AcwsTVdKONNtoHax817KZNqsfsLq6RlM9ZGnZLPXZLynEdY3TiGSUu8Y+rmrFhvMk5Ob//jWslztzfgd1N0+TWJr7mDtdyPz7z4MZnsaEan/ew/jLvjI8Y2yuM3IbY7WPi2OCcf74YYHf5AthNPA55nsnjttVfD0EvvQfs3iefjeR+bdjdxijVtdqi6Pqp13XuQ45fxTVNUoUgQoniGdgtnoGiV6E7duMvDbE73IHdeg52t++C3XXyAYff+buw+9f3e73etno0YvcL28g0jPahsu12q+9///u6urrSz//8zyuEkInMq6urDIY3NzdZie6BBFlDCE5IbbKe3gOdRQCFKwsLCnapBxInOXnfcrnU6elpJsCbpsl93XE6FotFbsWyWq0y2U6g4S1cWIwgwk9PT3VycqLVaqUnT55ovV4fkOMAGIuXlytJOgiAIDBxlCB8vdSXhZt2JQ5OEP44GQAoYwHsAApfxFnwvQ8ex3L1Ep+dz+cZ+NzBARyYJ56Fk5OTgwSKgxKtXXjNF3rPcPM5COT9fp/vDX3ySSygQmeOcQp43lCMk+Dx3vCr1SoT4Xwe1bmry3iOPInhSQbfRJR76kkgANLVETzLJGQeP36c54HvXgghb6qKs0wChXni/cwV3yP//nFvabNCCyA21j06Ojr4rnK/SRawSXBR9O1+2IAUkoJnknVgu93q9PRU/+E//Af9wR/8gaTeqR9ttNE+WGuaJldQXVxcSFIOfFB4SX2A7YG2BwCu3mLd8aB5qMht2zZXyYBXUt9qbKjEIQlZzWZ6s6r02yHolRj116tKrzT95k7VZKLZdKqQ1iDWVwIrb+HStm1u40Lid5ZwZLPZaF/XWWEUQt96BaX5UHXWxqgiEdMEdTFdU1CP7ZJy38627XpxlknRHZ38DKHfzLQocrsVgryMgbQBa3sFNHMJ6c6xeB9BXJtIFeYob5hFsI56K/SbpU0ThjVJidVawA2Gsfkpc8X/aYFDAOmfwd+rqirPPT5LbuXStvrfQtCmKDRpD1ukOHEiHVaLeSKf17hmFyO4b5MTCYbF7k85keTfhyGJTnKddnoE1sNA1hPZ7nN5ID4k7l1owOe9csx7BOd7HMLBtQ/JMe4z73VCiM/SO3k2m+n111/X97///TyG0UYb7YO3jxp2sy8V5/N2LMTGHPdZ2F0ZdkuH2D017PaqGl+Ly2dgtxOaQ/U41845ff5che4kOu8ZiuI89iYG41h3YbfH3f4+5tmxm7H5sbhG/j4z7B6S5a7g97ni/15l8Dzs9ufIsXvatvpcCKoMT94NuyHCC3ViAVTniA1a4vi2za/VTaMy+SVFCAplebBxfFZnx76VHXOr0G+GHtVtYr/ZbrWhFS74m/yz6WTS+WVgbxJdFCEohn4T+pwckrKS/i7s3tddz/V93bWOeRHsntW1/sei0O+GoO+N2P1CNpLoo30o7ebmRn/0R3+kz372s3rttddyZhElK32hyRoPv+TDvueoZyUdAAkEMyAym82y6n0+n+cMOMdDCX52dqbj4+Pc+gOy37PItGJhQ1BXK0nK79/tdrnXOwQhiYO27VrarNfrrID2AAmDbOW8Q2DzDU9IFEDMSn1mkvnyzVQIFCUdKKCdyHZifr1eZ8AdtmGR+qznXc4G94zjAraUw/G6pNxrnMoCSQeggFIaghpHRVL++9ApQZUOWb7f7zWdTrN6nDZAOC5DxxBCnP79s9ks3yv+xjh5noabh+JQ8GySCBj+3Z1Ad774LnhFA44JDvDNzY02m03eE4DxuUqvruu86S1OK3PoqhXuC88gRLmkrGjhWDc3NzlBQ9KkKIqDljGoN2azWSb9Xd3magOe5dVqlcf5jW98Qz/4wQ/yfI022mg/OaOi7N69ezo5OclrBrjnZKQrtzyp6vjB2u7m+M2aSNAFBvL3u0hOb+kVQ9AbZan/Vwj6CzHq822r+0XXimUymagh2FSflKuqric5axH4wVqcy+KTAqqqKk2T4tqJYakLhJqmU7AXRSElQrlOa1ediH0U4U1SF7G2tW2b26ZMUiDGBqRtOi5KpklVdeSz+r6WEPN106hOgbgS0R/KwzYgimkTVX4G6qdgQXhhc+LJbalPPk+qqts0i2OZog98Y/7BWf7uxAD3xANuF0UMyWtJug1B37XnieeSxDF453+TXbOrtHjdnwN8maHaC5/DCYTh5/l+DAkHiCbEDk6g5Oc5jQ9SxUUjQx/CiSr8PeYHf4xj4W8Nv6u8x30wJ/c9wB9+vzk29+/Ro0e5PeOI3aON9pO1jxp2s0YOyWgIV9Zv6RC7PY54FnazzvIax3BhjidJ7yKUHfOGRD7Hc1Ec7/H3IYoaJj45Jr8P1e3lALuH6+kQu4cE+rtht7digZMYYjeff7+x+zMh6KFdx4+C3fu6zvuxZIFBCL1wIWG3/z0k7EY4gO+Ez8RzBekdqI64A7vZSL7e7w/a9rVt2rcmxm7vG8NuiPvCsBvCf4jd7CdTJ+zO4oqYNpR/BnYvy1L/vaR/W9f64ojd72ojiT7ah9b2+72+9a1v6Yc//KF+9md/NoM6hB2bOdIOAoee7Jikg77g7tCzWEHeDftDOrkLOYyaG6CGLJzNZpmo9wUJwJf6Uh42lKTn+83Nja6urrTdbrVYLJ4iQbfbbd5c8vj4OPfHHmaymROAxtXgDuossk5MOtChqh9ukjJMSBCAeQa9aZrct55z8rqrrbi+oTPlCy/3kDKuoRKCa2Pj1KEKoiiKTK57SxlssVhouVxKUq5OOD4+1v379/MGoYCyO2p+7TiTjJ95v7q60ptvvqnVaqVXXnklk+W+US1ZXK7T1f3Hx8cHDoN0CP4eXPO8eVkin0VB7v1P/Z77vgAo5CGuSSTxvEJu5yy7+nY+HoCjTGe+UOZz/0hUeUmnA7/UKxy4B1yHP9tUKVCBQPWGpDsd99FGG+0nZ23b6vHjx7q5udHp6WleFzzpx1rqeOwqLdY4f48TlsNejZzXk7OSDnyDGLtKGg/OCPbrGPXvQtD/XhT6fFHot8pSL6dztY3tHZKuhTW9qWtVKfD2QKpJ636RcIMem/uY+mQqbeC53+fNoYKUSWPI74yKJGuTwojrjOrI9cqUca4KK9q2J9jLMm+MFet+s6g2Ru13u/6cKViLbdsR6WmsXF/sbkJ+vwy7GwIzCzjTjcjEe0zPAMEggWgmYBK57u1nsGoy0ZQqvBRk+ibX7gd4sO5quLZt9R1Jj8wHAWtoJXZ8fJyfScd43o8f5qQF6kdP9uf7ZCS5k9n+/LqCmzFntZs9206q+CZhUk9+u1/hooX+cerxnGPyOols9zWHx+J1fMUhueXfZ78uJ4Bcbclro4022k/PPorYPUxQspb5Wg1OOHYTYw4TmF4JjQCJ8fkaNRRn+TUM11qp37TU/+7r6hC7PSng+FUbdnM9fl4+67GQk9b+Xh8n670nerkPfI5nILct0SF2Q64P239Jh33rqx8Du/+cDpMxL4LdmUBOvhnjDYmUBrtl2I0v1KbPF+mnid1eMbmiL90vhZA3Hy3KtCn9c7C7Tb5fWVXdpqip6tCxm3FnDkcmBG27SsA6KdPZLwbsjobdFb4f31c9G7snbavfahr9Sdvq8Yjdz7WRRB/tQ230i769vdVrr72WCU42hGRnZxYcwBGAgdxj0eKLD7lK5szBiWymBw8sxGQTHbAhKFlkHMD4jBPo9+7d03w+1/X1tR49epSJWs/gQTwCat5eBRU5GXL6UpEwcHWUZ80BOJIDZBHdIMLpQ1aW5YHy3JXlfl6IV1cHM59k8x3gfY48gcFCnkEgOTfuwHg7HIhud5ZQ8kO+80wwhrIsdXp6quVyqaqqdHJyovl8rocPH+q1117L5Dp9wwmIAXMHeZIjnoy4urrS48eP82uQ0Tg6zItvYuMBLMkUnFVX4hNUA8S8j2cHxxXlN4kEHEXGxHm4t7vdLs8Z3znuIaQ3343dbnfQykfqKyF4HvlecBx3RtmMlAoPHxdJHI7NdXj5JeMjecOYFouFHj16pLfffvsTlQkfbbQPo4GHu90uB+NgCMlRqQ8I3CkfKstYa10Z5+2+pL66xwNRJw898cnP8NghBN3EqN8vCn1N0l+OUZ9vGhWWmK2qSrvtVmvGK/Uks5SDF/CgSiR0GzsFEL3Ni7LMfcXLsttQqm3bTEgfBOHqS9zbts2bnLrFttUu4W9ZdGXAVeoJHtS3Q/HrLcsylw83bZsDROazlTQtikya501CLYhs0/wzD23bSm0rWQCoGBXT9ZEAaNN5IeMZU25NZgEvaq4i9OX2BOCIEk5PTzVJooU9CY6BEjCLI0LQ790hMgCr/XkZVv3xnDnxguFjODHivov7jf6a/x+fAozF5/BxemIc9SbfCw92vULtrvYuXA/KPyfvOY6T+UNfd0jG+HeL6+CzPgbH96bpquVodzdi92ij/XTto4rdTnIPCXSwG1y4i+QdCu2cjGeMrO2OoZ4s4P1ujj0ek2PDtZK55vzD5KTzC57MHcb9PhdDrPEEho+DY/v8e4U9r4GBfl1e9eRzDzY8D7sRHO7eBbsvQtDPPAO713dgN5V8XF+DAj0R4lLnt0yeg93Z7zHsjok0F/MJzu73nd+ViHTZM8zm9VWqGHTsbtLz36brLlO1o383vA2fpKxCL8qyb1eTsLttmq6i8BnY7eO6C7uP93v93bLU/1wUuhyx+5k2kuijfeiNzPV3vvMdPXz4UMfHx7q4uMgkogM3/SK9N6R0qMBu2zb/nd7WqModOGjhQSsLHIjVapWdCqlbmGnJ4eDL+Dabja6vr7Xf73V+fq7z83PFGPXo0aPce937i9FCxQMyyNimabRarfKGjJDZkg42QxkagZCD/9Dqus4bzJycnOTj+zV5ttHbhUB2OsEeY8ybPTKvnlVmYWdRZwNRjuuOAuN10PcMPMdzZQBENS1JcPx4fo6OjnI1w3K51Kc+9Sm99tprmk6nOZCmp76T+QSi3o6F+anrOt9rni0Cc8/m838vYZOUkxfcf5InJCLo78+98IB86DzwvfAywJxpTg4azx0ke9M0eTPeEELuN8/95tkjwOe7yRxwP4qiyK2HiqI46J/OZqTcH56Jqqry+3jmmF93GEly8X3lGPP5XP/iX/wL/bt/9+/yvRpttNF+uta2rS4vL7VcLrPqyLFZOuzBTBAzxG6CJvDDN+ka4gLrH+skayaB6vC9HgCDJZsY9a/qWr+72+nX2lZ/jY2UY9S6bbWn5Zi3uGiarCqP6omAumlUxL60eEaQZmRn8Yw1izYuRXhaTexzvEslwNOU9AwhqIhJHT8ImJuma/MySf7AHrwounYxEOtFCNJ02hH7BJ2h7+sey1IhJQrAD0qdQ1GojIcKqjzvaQwcN4Rw0LalbbuWNfu67wUvpXZyqfrM8fDs7EwnaaN3iHnEEhwTPyKEoB+0rb5lCkf8HPdppMOWJjwv7ovwjHEuyGcSvNwbsMpJkqFwwgkJ7pUTHX4+D/S9FNsT9WA795tnb0gy4T+62t79Nfcf/JrwSfBBhupEJ1H8MwTivIfjfvOb39Trr79+MCejjTbaT88+qtjN31Da0tqT9XXYhjRjV9uryv114hySjSGEg7XrefHGkFe4a46Jl2eG3R7XDrHbiW1XpTMXvOax6zABwX1ysR9j9JjyLhtiRTvAbk9SOHbPn4Hdp4bdjP9Z2P1a22p5B3Zvd7tuX5YBdufWeTH2yuzkxxRlKdW1VJaZiC6KfqN1nocS3mKA3Yqxb2uHbxB6ZTokvex8XjVYlKUqdQKILVyG+r1imOv87BVFbi/TNqn9XnpPk+ZqEvr9b7x/umN3U9cKqdrvedh9vyj0f5D0222r9Yjdd9pIoo/2kbGmafTDH/4wL7Y/8zM/c5AZc6Dyftfz+Txv3gkoUz40m8306NEjbbfbvJEkoH1zc5Pbxszncy0Wi0xie3kOLVlC6NS9bEZZFF3Ll9vbW61Wq9znPMao6+vrvPGkAzyOCKrgzWZz0Jec1jW0qEGVC+HujgwgRnDn2Vzej8rdAzBvJeJB5DAbTvsO+shD7HOvcCpQO0uHJWWMDUKX65UO+6YDll5WN1QuODGLUj2EkOePPm3L5TInYo6OjnKLnJdfflmf+tSndP/+/QNHQuo3qoHM5vroxQ3hHkLIVQLcA9QcvgGZlyZi3jKHeeJeM4+QzACeO0SMCWeP++jOkjt5ENWujquqKl9T0zS5rQzPEgoBd+5QhjdN31rHKyv4ThwfH+f5cILCnV93sgjsPeFD1cF2u9VqtTog1qkeYJ4/aUA+2mgfZgMnCXhozXYQkKT3ec9MryDzZBv/kryWdLAu+v4g/PjayPrglWv+Xtby/X6vy/1ej6pKP5hM9H+NUeepfVSTcLSqqo4Mbp8uZ26bRq06FXpZll0bkxSw1U1fuaYUhEFke7BH4Eawxvtj7Hpm5qRs7Ht0Sv3aSWCWN/pMARjq933db6ouKW8EKknVdJo3QeXzGGXQIfYVYkrjyIFe23YbtZaHG4m1beoLn+6jj7dtGtVSnj/8uMl0mskc9vmYTCadku3sTEeLRVbM74x4dpKZMfznlHRwwYETEk6gOLkAFjmZM1T1cU4nd8BX3sv7XIgBMcM9dmx3PHNywX0AfBJ8JVdqOqkxvD73Fbw8G7LLy+ydEHfz76WLBRi3+2tOnCFoGT6vo4022ofDPsrYTeznfc43m02OgT0OHmK3r2Os554oBbsZkxPZUk/o+/z4+yvDbl9bpbvXQl+zveLYsds/k9uT2Ocxjwv9ej2h61g3xG7mYojdzJlXPcG5PAu7z87OsuCMeWS8Q+xWjPq1xD0MsbshmTDA7tbGHdVv6Mk8tAOyGz/tLuwO+Ff+3Let2pAEEYbdIQkpnoXdHKMoik4wsN+rNexGVEE1nrfTa2MnzGjTc1TifyUCP4auCnE6nXbHiTH7ccyD1Pl0z8PuIOkLbasnda3fHrH7ThtJ9NE+UgZp9vrrr6uua7300kv5iwxAnpyc6OTk5KCfM0To+fl5JmNRKUvS6empjo+Pc39tFgQ284SIR3ELqKBsd5IXIr2u60yws1DRQoZNGCDDcTwmk4mOjo4yYevARpuM2Wx2sBkk42HTU3cacBacSOU8ELnL5TKT14CzpLwzOYojlE3MD0AYY8yfL4riYE5ms5mWy+XB9QAyfm04FK4QgID2MjEA3zPQzIk7TijS3Ymqqkqnp6f5GZjNZrk3+sOHD/XgwYODucjAOyDUCUhvb2+zct/LqHEwuGeSDv4OUHEsd2Z8XvxeoBpHmY6T4KQ+m5ZQQeFOHHPGvXNVm8+/Oy2ZIFKvGofo5/nHmaFNi6sbmHf2DOA4XDdJLXdQvbWPKxz8+00veeaBeSKB8UkE8tFG+ygYyra2bbVcLvOazlrGGufJYNYpKq3AAG835XtVOKaw7pMg9CDNk3gcl/eSVGadUVHoW3Wt//tup0+t1/rCbqdX0rpDUFWUpSbp/5DEuYwYIqGqOtV222YVERuUogoq42Ff8mCkeZC6YCjGro9nqgKTesKda2OtR0nlIoMyEflR/V4UIYQuWIuduqpKx+d6FKNC0+TWNLIgUzEe4BqtWPI1mFrPFfrMSds0+adBGZfGXqR7gzjBsWUymWiZEuI+F7n3+iAojzHqqm31jZTYdowfYj3Xk8n9geLRSfm7FHnunziWSockBVjuJD7n4Pxci2Ob+yQ+bv4/VIB70pzr47Uh7rpy3gNlJ+V5n5/PiRofby6tTz9Oyvv3f7TRRvtw2kcVuzknVa3EyS5Y8v+7cEdSXuuIo4kreb+Txb5OD1+T+rWaddWxl/V3iN3hDuxmvP754ZzAK4AfdyU3GY9j95DYHyrtHbuJ0/lxnoFn4HnYjZjN58LHOMTuV9pWrw6wu40xk974P47dMf2wN0sI3eah+FUQ2jH5ONmPSu8pqyor06PUK87T/8HRvZHYIf2L3+SktKQ8Tnwn31x9iN25f3vRiynaAXZD2JfpOSpC6P033Y3d4QWxu20afaGu9cd1rS+N2P2UjST6aB9Ja5pG3/ve93R1daXlcqkHDx5kZfeDBw/yAu/EL4QeoAqYkymVejBDFXtycpI/D2CyGLE5Z1mWWd2OU9A0XW9xWpygNL++vtbV1dVBiwqU5DgNEIJ3ZfM5T9M0urm5yb3lyN470co8uUodsp9FkI1Z67rOKmAAFEJW6vtiswgDjEXRt25hnBCZZVnq5OREs9ksK+Z5HdCX+sQILU9IelxfXx8Q78wVRC7OD73u2AyTMeKIoOBeLpe6d+9ePj736uzsTA8ePMjK6+EmLe7EMN7dbqfr6+vskLFBLc+GO2N+rGHw7P3sPACXegU8Tqj3eXfSnPvCHLuzJB1uFsN8DsfFvXPSHgWaJweYc08i4UBPp9OcvOC7RlKIBBLj8EQM34OhMsQJfxxjSHSeyxBCTtL4LuyjjTbah9PAwe12q+l0qqOjo7z2k0D2IPyuYM7XBlcFu+LNE46cl9993eX9HiT7Xg6e4L3ebvXD/V5fD0FfCEG/2TSaFUXeRLMIXVsSL+dlU6qyLLvNRdOxmqbrWYlaqlLqW04iM113VK8eojQXX4DxokaC3G4TSS/pcEMpI66DqadQv9M/tAihawtTVblXJwFmJtW7Sc29zWPbV6vVKfldxJjLizNpmwJBJbVUURSq9/vu3Ckgbgb3fTqZ5P09uGfgIpudF0WhkMYPwe8qQP79g6bR99P844c4JvPvkLQe/t3x2okTzktgyrPluOd4CmnhVWeYn2NI5Duhz49/B4bX4e9z4t7VlZ4Ad3Ldy/fdZ3BfZUgi+fsJtIcBN373J1XFNtpoHyX7KGM38TproJPfrNWsv/yeE73pPBwL7HAhmJPbjgUcc1hl7Ng9VHpD0vs8OnHt5wZXiH1C6FvQuhDPE72M0efTKwGG2OZ4xTnABq/+dUzjvk9eELuHcetd2P35plHc7fLmnXueBZ4RHWJelPof8IVxJr8sJp8pGnaXRdGpuQ27IeMP/JgYc0Uh1YPef92xG6If/wQ/K4a+N3uR5gehAip6pfeE5EvVaQxVmkv2mSnKsiP9XwC78cNeBLurutZvNo2+Utdi29URuzsbSfTRPrJGZvz6+lq3t7daLBY6PT3NRCiE4+3tbVbKAhqr1Uo3NzeSlFWy2+1WUp8Fpz/z9fX1Qea0bVs9evQo94YGYFE3hxByC5ei6DZBnc1mGYA5Z4zdJpTb7TYr4L0dSghdn2cnnAEtCPFhoAdwOWnun3FSlEw1ym2cH6kPElGb0/KFORouoN5Tm3EAkijmaXOyWCwyoUrCYL1ea7PZ5D7lToKjJqdNiKujUP5D6HqSwAEDxT3vBSSKojioQrgrQBz+u9/vdX19rcePH2d1GeQxc+DOmWfqXYnOHHvbHXfc+Ly3ceG+osYG/LjX7iRyfPrS8xywoeezSs4BXw+s3Wn1Y/FZ2heRVKJdEhUc7qxhPFs8R5DpPKuuTqEf+2q1yt8tHMrlcqnJZKIvfvGL+r3f+707yY/RRhvtw2Os16xFnuAeJk0h8/hes4ZJyuuH446Xp26327xm+QbYJAw96PcgknWUxDbn5Zy3kv7Vdquv1LV+syz1ubLUvOzboSitTU44h0SwQ4h7MMXfnTRH0ZSVcSFkdTubhdKDHWVR0baKKdBCbU7Ll7rp9+HgHuTy5hSwMY5czZYUVpRKV5NJVqvTP71O6zVzReAXY+oRX/SlxnmzLVRUVdWp4RNJT5JAKbANZbdJ6mQ61cSU3GBcVjKmeSMwVTjcMA3sftK2+vcpCTvEOKlXbA0x1H84Hn/juRuej/vpJAlkh7eNAYMdG53ggNBx/4Hj+fmcvPLxOYHiZBGfd4LLhRvDpLafb0gYMb+uoORvtHDhe8v3iPeUZak33nhD3/3ud0fcHm20D7l91LFb0kFVra9lvgY64XyAwzYPGGPhGMPP+LE4lxPTLtQj/nTivrkDu/nd4x3HbmJLsAa1txPv+wF2e9zMvXSsImYE17gOxszYMlFb9BuI+lw5djt2ejLYX5Ok47bVp7ZbbRJ2y8jjVp3fNcRuiG9+JKkdYHdWgUu9inyA3RDvddNkXyhyT2PMwgna2IHdqMdbw24U4EO/j43fEV4EMBcCHT+g7TefzwmVROpPUqXjU4K0GMUs4xemm/XC2P3Sbqdf3O/1hxqx220k0Uf7yBtkOgRtLq9JgA3R6kogNvSkVzMKV5TbLJ5sEnlxcaGTk5NMXpItpwe0pEy6o5iFTCTb6oAaY8ytQGKMOZtPOdp+v88gM5vNtNlscn9vnJaqqnR7e3ug8Ibsd0Wyg78TrVw3YAvQsTADru54cO1evsUPJClOE0T7ZrPJZXTcH0hckhzModSDpge4TpC7Kp5+6/TxJqnhjgmOnFchEMw64euqqqE6ANBomq4v9+XlZb4GnELmlntMRQIBMOfkNUlZgR9jzONwUpuxu/pgs9no9vZWbdtmAjmEcLBpLvd8mPSg+sJ7jg8dN5we5p1n0kl0joVzxrXy3PLs4iSRJPEkwbCHOseEZPDSwM1mo5ubm7zHAJsH46i1bau33npLjx8/zucYbbTRPtzGGhNCyBsR47wTxLH2eSAuKa/Zw7ZnEIWsh6yrrCtUIYFZUt+T1d9DMOqBKuMggfhdSf+wrvXVttVfKQq9Erve6FVZqpxOVVog2zZNt5EUSciE0RC/RQpuUKYzP3kt82Ct6NuaeeBTFEUm7ssUmEnq1OTpumIK0ooUnPF7jDGT0b7G10lpViVSnUBQTaN9qobKlgh8VE4xnRuCvEo9OptEyBcpiR7btrv+0PcKzcnkNGdDwhlSvyzL7jOWfHYMcEXbt+tabyc/z9Vv0uFmaU4mDH8wT4B7yzwP5MEnzg/+IjxgrE5u+HdAdi+GRL6T13zOz8dzPPxecCxew5dy39eJKZ5fPwbvGfal9R9PBEBu8cM43RemDd2I3aON9uG3jzp2S4dVuuAKMZCT0B7rFkVxEF97XOTX4ngxTLg+C7vBOBe0MYahOv6ALLYY1T+HSpyY0HFvN8BuPzbGOJkTzsncEu968taP4zgyxG6P1TPWPwO7FaP+XF1rut1qlfyPLEaTMpmuEFTGVHEXeyU3qm7fL6auuz7jk/T8KEZFuwbayKEKr+taO/YcmUy6tnqhb4Hn2D0ULLRtqyb9lOl5UPKRQlEoGHbjM3E831ieY9HWryy71oBt0+S2M0Ps3td1p9AfYDevc8x3w+5mv9df3u/1/bLU2yN2ZxtJ9NE+NnZ5eamvfvWrOjo60sXFxQG5DFEJ8UeWFwWtlzBhNzc3ur291SuvvKLz83NJfeByfn6u+Xx+sKs2PaEBLZS4i8UiOwYsYu5MtG2b21MQ0KB6hyAm81+WZe7l7f3CGbuTnzgTACcbNjrRulqtckLAy83IILuqgOw9JH1d11osFk8pqVi8SVbc3Nzk8XC9BFOoqplXJ5oZMw4LJYTMMQS41PeLB+iHPdadpGUOuE+ovLlWd/zcUdrv95nMvby87MmRBMjMEc7MdDrN99zfx/xzHVQssDkqTgnmTgiJIe4DJZU829wDro+5879xDJ61oQPkATKvuYrCVRoO2NxHEjxOLKxWK63X61zRICmTCK6M4BnDkfQyzKurK+12u/w80T4pxqjHjx/rnXfeeYroGG200T78tt1u9fbbb+fSXyc0CfRcJcz6QmJx+L1HJXd8fHyw6TTJO3CR9Z61yPu58rrUV4Y58craVte1vizpOyHo0zHqzxeFfmk61SwFmbRDoU9lZS3TcuAl6y2exkkJMQFdO/gMmFeVZVZTQUDnSqqEYZT/ZpK+bRUmk6yEz3MXgmI6zz7NYd30G8PFROQrBVtseJXLqJPiizGTEIioB4siE/goy1s7Pm1wonqFogd6fq+5R04Ok0TQHYT3bV3rf93ttErCAfdbhsltxz9/H/PPs+JtA6RDYrubzkNVeC4FT8+YV2INyRf8FP8bxxgSHn79jtdDQsIJfSctvBqO63PSiWpAjjUkP9z/4DVXziNQceKG52m9Xmf/d8Tu0Ub7aNlHHbulfp0khoQghkAHnyZ3YLfUJzFrw24XHg0/45XfrMmeePX4E8woDbsRqkmH7U84D3PYDLDbidJhD3IX+fmYibUzqWt458dnHnjd7UWx25MC/tnTutav7XbaPgO7a8Pupiy7xP0zsDsUhdoXwG4S+vg8+T4YdlM1WHiyJEbFJAxw7OYYheFm3qRU1v4vkeScm7FA6OfPJl+HZED1DOyu9/tcjcizj2/4XrF7Wdf6i5L+2Yjd2UYSfbSPjUHCQbydn59nkg3CMYRwoMqF/Lu6ulLbtge92G5ubnIbEBaR/X6vxWKhk5OTg5IzJ2PLsswqW1TCtKOAJHTlEePxfurT6VQnJyeZgAQ4UfcCuPTKZmxFUWRV99HRUQYc+p6jOKdlymazyWp57yntm5KgQOezIYS86SiOgKsAOA9j8s1C6Y29Xq+fSlqwmLNos9iTqIBUB8xxsigbBJS5H17KJvUqcp8v5gLiF/Je6p05nA02haUnoG8uU9e1rq+vs6oaR4rx4Bi4Sh1nZ7VaHWzKiSJs2C+dZxaHivvGJrME/swVm61y3QAkc4+DyrjcmWO8zB2/83zzmtRvkOpJCXe61uu1njx5ckDcc688qdW2bZ5vroEkxGq10vX1dU781HWde7CHEPTlL39Zv/u7vzuS6KON9hE0DxibpslriHTYOsKVPVK/4TGBGWsXmEDSlgCItmsedDt2eBKRc1Fhw9rrwQbvqapKTVnq6zHqW5OJ/sJspt+KUcfsF1JY2bk6YriqKilhDkQyWJPbo6XPct4yja+NndqpSj5Gk8hrFUVWSMX0HjamIgjbN30ZOb3QHWcyqdz2fVYzcdw03YaosS9HlpSDybpp8qZdRezaudDDvbDgjWonJzhC7FrE+PVmAj35Bl4Fx30jeIS85545YV3Xtf5wt9O3k29BQpprdpz3hLIH1R6E+nOBr+Tvcfx0ApzX8A29yssJcX+WnewAGz3wvwvvhtjt99D/7vfclaN8FuEA852JiNC3f+F15tXnHz+L76grF/n8W2+9pe985zsjbo822kfQPg7YTexFxTJrFeudH5PPOBbdhd181slpb88CBvj66wSoi5+cnPZ1t30Gdrd3YDdzcdc6O0zwcn7paTy6C7s9ucw4/Pl4FnZ7JfHzsPuXdjuV223nz7SttN9nknybsDsT0sTfoa+GizFtyl6WOUEPduf3xW5fmgZMJQ5Wj91FCNnnKquqq6ALoWsRk+aqKks1IVX3mchgP8Bu4SOkeWLjUqVz5/eke5iFEunvIYQsWij5HjwDu8Md2C38vxfE7l3C7l8sS/1M2+rxiN2SRhJ9tI+hQTyHEPTSSy9llTjq3+l0mnurrVYrPXr0SLe3tzo9Pc3A5gv91gIvwH3YMw3FOUQhDgDZ4NvbW11dXeUgiKysq7+Pj4/zIseu1aiUUYp7GRXn5ZoZT133m4SuVqv8GUm5PA6Fd1EUead1su78HQId0tJJbRTXkLTupHCNngEmseBAPlx4WfxR2HNtGNdPUoD5GjoLJDNubm4Oglkvt3I191CJ7uT2er3OTsDV1ZWur6+zEppjQPZeXl4etHPB8cJZ4HXuByBF8ob5REGBU8aYPIvPfNJSiOfT5xtnEBDEWeEc3raHY+cSuQGJzrPP56R+01oy15IONoqRlBXk19fX+bnFgfRA3MkMd95I1tDKBVKexBSb1uIsjDbaaB9tA9uWy2Ve8z0hCX6wlwYtpIZqKTBtGDiDsR5EO+Z7MpP1kvJyX4c96ejtwKrpVF+dTPT1/V6fDkF/tqr0clFokgKhJvkMHkyhMMoJxnSdpQVPlB2j8A4haGrraGxbTdLfY+wU7eALqqqmbbPSvWm7zbXy/PB/pWAu/b8g+G/bTIoPQyYCQVcIuhUhbdYVD0vDvQ87JAMVSASQOWBM53Vf7EDNFnrl/bBl2Wq71R9tt9okzHYygpZqntQfJsKdQPekMdcKBg6JIvdznGjwloF3PVck0YdKSVcFuv/J8f1fJ9H9Wvw9/n8vr+de4udwfU6yD4/BfGB897wPOokL5t8FJaONNtpH2z7q2E3s6yplxs9azXmlwzUX7OY6fb11ch/s9hiIxKIr5D2W9Ng+471hN//H+D/X4KT6s+xZ2O2xs2P3ECsdu4d/83Pchd2Ob0PsLrZb/ULCoWaA3U1da7vZdCKC5EfRpg7imdcDlXBJtBBjPNhgvRhgt2LsfZDYJ/gr2qYUhWqb//yeqlKs675KL10b5yiKvuUeBDt+EOcbYndpzxL9zf1zz8Lu7W7XkfxNo7aqVNpcI+Z4UeyuU+Ji2jT6S22rfzJit6SRRB/tY2z0HF8ulwebGO73+7yxKKQdG1oCUAQMk8kkq7ABPv4OuKAGr+s6k94hBF1fX+dF8PLyUjc3N/kzUr9Qtm3f+w3S++zsLINsVVVZDS/1aiQIf8ZGptfJUYI1SOlh2RVAxiJKe5CyLLVarbLT433nchm5qaVxTDwgm06nWZmNwp+5dANEIZylnjBHIU4ig/tDkgCVAXNCz3TG4WPjPAAM88q8kAxAce7kb13XevLkia6urnRzc6PNZpM31ZGkq6srPXny5IA89yyuj4Ux4Gwsl8uDhABVAxzfkwRebs24XYHg7Xp4dpljyP6yLHOShqQIjgAEA/fSEyM4UB74Szp4JmiPhKO82+3yvgIQ3zhjrsDwwNodRG8Vw3eXnqokMdjP4JMO5qON9nGx/X6v29vbg30PpH6tAbfBQQ9qWVO8/HmYRGUddnz0TZm9xRhr/TAg5DgeOJO8LIpCG0lfKgp9dTLRZ2LUX5D0WtuqirHb8JOgPI2tJbgPfV9UxozKSLqjdUcK4MDMQHK77TagKooib1bVmt+S1/B0nayeqOZRd5VVpSDlljBuqL8IWhlfmYLJoig6JXzslV0kCVpf75VUi1WVN83yseWAL2HRgZih6NX0dcLVA/K3bfXlzUb/1RLfTniThHXifEg6OLb437wy0HF+iKEc1wkHPuMJbLCRuWQ+wUeuG79jSOLwzPpx/fvgf+Nz+FWMie8ZPgpzxfj8GE6ADI+Ln8e/B+THSKKPNtrH0j4O2C0pi4aG8dtQPX1Xhc4Quzn3ELsZhycciOH8mL5ODxOvfl2FYbfUk/3NHdjNeIachBPcrM2MwXkAV5wTu/v6Pxxbewd2u3K9uQO7Y9vqz242OhkkwIsBduOD5M3Om0allPuP55Zz6TxR0sSwu41RpXrsLpM/prav2Ks8WWD3Dr8qml/X9BPccTFJDQ52B0m1EfRt223+GULfii77DgPsxj9yf+4u7N7udt3f0/1SfBq7FQ6xG0X+XdjN5qVN0+jlttVJXev7I3aPJPpoH29brVZarVbabDZ6+eWXdXR0pKIoMok+m8107969TDqvVqvcy/zs7OxAocwCDngvFosciO12u9yz+ejoKJOx/I22FA7mkJeLxSL3Fpek+/fv6/T0NCulIYUheT3LXdd13rSTLDbnRK3Ma7PZ7OC8Ut/LLYRucxg26vS2GpCnkMIhhDyPbHAp9VlvnBGcGAJN7+sO2GOU6kEac+1s/EqGe7fb5eNx7avVKoMuTpk7aowNghtgOD09zckKrpXWPo8ePdIbb7yhJ0+e5GTA48ePdXl5qaurq9weBTLYN/X08kB3dlyFD0lOWxaSJDgw7kiRCfYkA/OHA+IVAcyDB8ee4FgsFjo7O9NiscgKvKFT5kE9DhPPBmPifTwr9PD3z7KvAGOUni55dxUK92qownNzkr4oCn3ve9/Tf/kv/+WA2B9ttNE+2ub7ZrC2kPRjw3DfR4JAuKqqHAx7otqDW2/BQVKVChmCPf7GOurGWkOy0tdW9n3IydQY9dWm0dfaVq81jX4jBP1SCFI6T9N0fTIJjvi9qqpMbFeUpyfCWVImvoO6gHCSyOkcMMeYA7C2aXKf0NxizvwAgucihJ40V1+OjwIsFEVWe2E5uVuWmcwuSLiGoH3oe2xyvLZtta/7jc/YKItEckuAqZ6oD6YEnM1mms3nfSIidq1rttut1sm3Y3P3x3Wtf7TZ6ColW4cVXmCVKw7vIoU9mZ0rAZLPAm7elWB2BSVz7cEsz+aQlHHiHePZdp/Fx+jXNaxMc58E41mhD7A/2/hbw8+4OcnjZP+zzL+PCE3eeOONEbdHG+1jZB8X7Pb4h2NBlHu/dF/vibmwYXWSdBjTQCg7OQ0eubgrGHbv78Duu85LvEtsOTw35/BY0tXm4RnYXRt2cxwX47k5LkoddiO24lq5j6sBdr9W1/qNzUZbw+4oKcR+A0/H7lAU/X4oyYfIJLekNo2xCKEj0SeTTF4XiYCHTG6bRkqkeGnY7QQ6bfQQQ2Ty3e4JszGpKs1nM1UD7G6lXI2oRMqHdNwYY9euriwPNpb3irzpdNr5XjrE7n3Cbiofh+332KzUsbttGh1KHA/vY1Tng56GoF+9vta/GbF7JNFH+2TY9fW1drudXnvttbwR43w+18XFhWazWVZdF0Who6OjTGoSgDiJHkLIyvHdbqf1eq2bm5u8SSfZcRTUUgfQAB+K3N1ul1XI0+k0t5R58OCB5vN5BhLAZrPZZPJ2NpvlUpvb21s1TZM3MAXYcEYAQMCXcXjrGZT4ZVlmYtqPM5lMMuHKtRMISTroLY4z5Kr43W6nzWaTQXuY6WYMENaclwQCc7DdbrMCfbPZ6Pr6WqvVKs8x1+vtZTw4ljqgWS6XevDggZbLpSRps9nkCoW3335b3/3ud/Xtb387twy5ubnRkydPMinMnHrWljnkuiDt+Z25h0yXlHvfT6fT3IOfa+VzPEtk8D3A5+88m9vtVsvl8kDB7mVey+VSy+VSp6en+fl0UtydRFcaoPBH3Q54O5lN4sSVZV7NQO93SQdj9+DeNwNyVT37Bkj9Jq84nk+ePNGbb775Pq4Wo4022ofFdrudLi8vc7s1SQdJbC97Zq3wxK7UBxdOKLoyzhPT4A3rJ3gOdhNUci6qYmgbR4WWk6UkBb8eo75VVXqtafTnm0Y/v99rmtY4L8+lf3iMMbdiyWXI6ol2FGwosmvwPV0/AZj30ma9JZQmccsGpUVSdheJMPcgvghBMsWdYq+iO1DAlaWqFNjlpGxddyqthFdbKxWeoMy+I6HrwoMDX8HanrXpXq5Wq1wV1jSNyqrSH+52+n5SJEIKMyaeE29vxrPkWOjKO8aCWID7PySUhwp0yBSw0SuuIBKG8+iKdJ43/DreM3zWhwkAnncnORxzfWyeAOB7xf/57vn7PBnAWIeJCRdL8FnmZLPZ6Pb29jnf/tFGG+2jah8n7AY/OYbHJ9Lhnhl3JRYZExyCYzcKdF9znQQfYjcGdnuFMusr5/LrcbV8fAZ2c17uAXPAsRGAgd2Omy+K3d6ytHkGdk+rSl/Y7dQk7N7vdnlTcj0Hu5X8lDympKKObavWsHuasLvZ7bq2eQPsjgPsRjXuZDUK8rppNJ1Mugo7xF/JfwqSppOJJobdtHqBFNdzsLtKRH5OGDihHroe7CGNSYbdCC7q/V66A7uLO7DbVfXlALtDGi9zcjZit6SRRB/tE2Tb7Vbf/e53NZlMdH5+ruPj40yi0tpjNptlVTjEIgsJ2VmcgLZt9eTJE73zzjsHwQjgBMiw8aMHYrTqWCwWOSN/dHSkBw8e6OTk5KD8ykl0X7QYI61JyEKj4qa8CvCE8AcsyP6jTKaHOgkBxnpycpLH7Kphd35Q00OQV1V1cAxXtTvg0XLGN36FoMWhQclPJrppmrxRJX3m2WTTCWWCXAdZ2qXcv39fFxcXORHStq3W67UeP36s7373u/rWt76lt99+WyEEXV1d6fHjx3lDTpwhDxa5fhTyXAPOAveKIB7HiZ7sMXYq+MVikecW54JEgjtPPqfupHilhDtKPANVVen09DRvWusllzzn3qIHh4/74wkCzkH1BfeL50rqeyRKh5UKPn5/lvy58GSKJwV4H5UVz1LJjTbaaB8Pa5pGV1dXKoquZZSvrayj4IiTo6xD/MsaGGPUZrPRarU6wEjew+d9HZX6NdbPKXWBHJs8+/s9CGWDbUn6blnq9abRSV3r14tC/11R6FhSaNvcNxOVObhFT0qlQKeoKk2qKiuynVRgXZ2lRGdWkYd+Ey2UU9Vk0pHYlmzmGC0kr2xjSiOgi6LoSpjLMr/uif8mKeDZ3LRN807Ct21bTapKsvvGZl0kACDzY9sqDHyNpmkU61r7utZmvdbV5aWePHnSJdZD0H671b/ebLS6Yx8WfgcvwSUna3gf10LAia833B/E30+CmNf8vE7s+GtDJbwTESSq8QfAdScqnMTgnN4v1X1KJ+69rN6P5eZJguF3YnhtQ0JmSIzdNS+jjTbax88+btjt6vChOAvsw8Bur9z1GA3R1V3YPTXsdmW+X7OT8EPs9rnMSu0BdrM+h2dgNwkE5mWI3cP75jyIzwXJhiF2c/z1eq1Lw+4Qgl7bbnV/s9HafBFJWV2uGDvf4Q7sLgxf8gbpht1Fwu6ork3dJP0/xti1fGnbLALQHfim5D+lF7PoIFdUx1784Ng9nc26v5Vl3pCUqj76qytda5BUDrA76NnY3STiX1JWn0vKn4E0p80f1xsG11bXtSp1QgjHboWurR5Vka/GqJcl/eAZ3/tPio0k+mifKEONVNe1lstlBlrffNM3jfS/058b4IJAd/LTFT959+eieIoERjmOenu/3+vo6Ejn5+e5N7q3s2ChpG0JIAhw+Y7ZKLodtCEl67rbdBSgpW3N8fFxdhZogcMYpX5DKJwYfqevNqVxkrJqeNirGifIs/OSlYxb4sDV5rRmYcy3t7cHqm5XQNFuZuiwecB5dnaml156ScfHx5Kk9Xqd27j84Ac/0Ne//nV973vfyyQufb1xGrxkDiAjsOW6YoxZpeZtWgAlHA3uE8kNLy/kmXEHwYN5rhnHgPvDMYfzS6kk/dA5Ns+Nn4dj87yg2uDvfAdwqjgnjuDQIc5qx/R94jvmCRlKFXHS9vt9Pi/fKRxJnJKmaXR5efkUQTLaaKN9vMwT0ST0nEyUemUT+OiEKEFjURQ5CHfyc6g8dtWWB5KsVb6eU6LsZdF+TE9IZrVTjHorRv1OWeoPi0Kfb1t9YTLRfa4ndqW+fv6qqtSkAKhKBDrqPTASJXpFVY8FXxDwSlgT1KneCTo9kYpaiuuAQM+qJ/WbeLUpkFQ6HmpzWrOgitrvdmraTh2We4BKuR0LSYOsrkvqeKWAdD6b5T1uJGmfxrndbnV9fa1Hjx71G7hL+sOm0be2WzWxL/nGID1cbOAKML9XTmLw+zBR7CpBVwA6ng7JDWx4TMdNT4Djz+TKgKI4GPsw0e4qRf7u1XHMAbjrKkYnk5wgGLYxcB9k+F0Zzhv/Ohk24vZoo3287eOG3cO11DkEX/OH2M3rEOh3YTfH4vPSIXFKnCgdqsYdu33fsSF+3XV9nrhwIZr/DbEZrw/FWxyTuWVuXPTk2M0478JuSfpM06hJ/MEQu2MSG+Q9VPBBlKrv0u8Zu5J4QCH0PcbVqbTxgSDL65T4z0rtdI0Q92r7DUHznjB2TPwg2qUURbc/zDS1j6nTsYuiUBF7RTjnR+nOPLI5aibfE3ZHkvQJu5u2lZL44kWwWwPsZtP5pm1VDrCbhIFjd7PZ6CTGkUT/aQ9gtNF+GoYqHTLz6Ogok3euNAY0AAFI9LqudXt7qxCCTk5O8iLlvbrLsutJvl6vc+sRJ10h0FnwUDLHGA96ehPgeP8x1Lm3t7e5JEvSQUuVpmlyMgDC2Uu3jo6O9PDhQ52fn2cClLYreWOPGLVer7VerzPwEyD6hqo4DwAnbU+kPnjyRAXX7Mqq7Xabry3GqMvLy4MWMizqELAcmx7pHIP5ZfwO6mzaenZ2pul0qqZptNlsdHV1pbffflvf/OY39c1vflOr1erAoWD8HrRSRujEN393MtudCYBM6nucQ9IvFovcYoXnC5W91KvZUXq7Qo174uo4d4ycRCfJ4uoK7g1kPteBUj730U3EN88Y3x2fS5xbHE0SJ07Yk7DhuDiOrvxwdTqOmh9zPp/r7bffzv3QRxtttI+/oWyTDjf/8jZSTlj6GkzASxKYNVrqA8jhxtm+Hvla6qWuXmrtSU7G4oGr71GBkvtK0n+oKn2pqvRrIehXYtTDplHRNJlwhlAOaa1kU2xarrCuNomMVoza17Vqux6U5VW6hrbtVN9Bykp1SqclZZVSmQJCqe+tWaUgNkpqaF+WgtptStjHGFWlNZ7NSXPArR6bOEZRlp0qPp2HALgInWre/Zs2RrWpSm21Wunx48d69OhRd2+LQusY9e/aVq2eJsXx6QjMHWdyQDwgf+m5y3MH7tLj14lpnhcv9R8SPH5sV6Hzfv7O6/gv+HaYKxCHRL8/p56853o5nleGOeHu8+MJ76F4Yfi3IcniP4xrtVqN/dBHG+0TZB837OY4CIQ8VuHnLrId7GZOHLs5L3G7K/A98etVQ4Vht8d1/jc3jxO9spjEJvdj2H/ecccJ/GHs6ed1URvYDcdxF3YXRaGXYtTnLCkfQlCALE/YXSbCWOkc8nsSgop0z4IkGXYHw+7tbtftJVMUuVpun56XyrCbxD/EOMl+CO9wB3az0WlRFKoMu2ufw6LIbfgYs0LXMq+quj1ugjqVegghJwgKw242W88b00O4F6mCL/Qb16u1jVMZ6x3YrQF2+zGrqtJtwu7Px6g/1ifbRhJ9tE+srVYrff3rX9dkMtGnP/1pnZycHAQ/ZVkekM+QfrvdLm9+gTLISdL1eq2iKHR2dpaBnd7olI1BaDIOyPkQwgGYSod9KqW+/IxABiU5xCJguF6v87EgQ6UODGezmR48eKBXXnlF0+k0b066Xq8PMvy+QQybiQKYTu46ibxer/XkyZPcVmZIortqGifJSfUQQp5fWtXQ8sT7w0l9Rp95k5TngLERfE4m3Ualp6eneS62261ub2/1zjvv6PXXX9ef/MmfaLPZ5L9LfQ9u71PK8XGoUF8zDifu/Zq5Zx400+KF5wECfbVaPeXE8DzeVfnAvLgzNyzXg9z3KgaCaZwdnFNXv/F+kkm8B1UBc+SBPE6wf55gn2vx4/JdIfHD/PIeTyJxj/ncaKON9smx/X6vR48eZfyjKuWuNdFJSE8sD5VSHJc1zoNhqe+9OVQhO+nqSjbJgpBkEAfDtZS1dlcU+s+S/tN+r4u21Z9tW32qLPWwqlSl45VVpaOjo7zp9p6+oh5IqVOgN2k8GUcSaT7x1iNpfGUIqlP1V5uUXrlvOgS+1G+aJeWNvCTlDUl3CStrq8BSjNq1bQ7EmIuqqrrAOM1ZZcS2kkoLpTz9wHMLlbrWLvVSpRQc7JWk70h6LKkaqAudGJb6zT+lQzIb34T3ugrR8dz9EQh0b2nG604uuwLMyWUnPIbqO3/OnGTy6/HxDt8v9YSRv5fxPUsdP0w+uCLSFZpc4/OUjk5E8fyNNtponxz7uGI3axpqcie8OV41wG7ic09gSv167NjNef14nmzdG3b72s5c8T7HX8cFxs6YhuR9vAO7Pf7yY3sCpLwDu0kQPAu7f0nSqaTNc7CbzT/xU8DuTHTjv4Sg4hnYreRPMed7euyb7xPbVnUSMkwSWY/gAHV6xuo0rpDG4WKAaoDdB34UyW3djd1BnX9FgiDjvHo/L483XfNTfd7TNZCEiKkikSTBe8HukO7xuaSZpK0+uTaS6KN9oo3WEq+//rp+5md+JpOTTgRKysQ4AL/ZbDL5yHE8oLp//76Oj4/1+PHjDGqQtyyOEPL7/T6XOUEkSn2m11XUk8lEJycnWQ1/fHysk5OTXBoGMKIIDiFk0C6KQtfX15Kki4sL/ezP/qyOj4+12Wy0Xq91dXWVW9OUZZmPwXG8xxxk93q9zgEjJPdqtcrzxeskDTxT7Q6ApKwop98a5zw5OdFisciEOr3rnKzGcHQAd1dTs2HssH/35eWl3n77bX3/+9/X7e1tPp/UlxiSJXdltqTsCDAnACTtdbxskPF5IoLnyZMfzKG/Duiz2awr1HAuIQM4jpPpzDPOpDukrkLwjX0Ytx+HjVFcqcc186zgaHJ/eC6dHOfeeMsZegwC5n58iHccOTYD/upXv3qgYhlttNE+Gcb6cXl5mTFxSASynnpQMNy0cRgkUhFGqwkCZm9FRlDvCfdhwOFrNBjO+klZO8f1gAlV0RuS/uVkotPpVGch6Od2O/180+i1xUKnp6e56q1OSfqmrnNvc8p96a2Z1cVKPS0TYd4kUh1F1X6/70qcQ8ivEwA6oZvbvKhTOnF9DWtxuvbZdKpJVfWEesJID3ixkAhzAjTFmHuXsifHsAfoNpX2X19fa5f2D6mqSo2kL7atJklM4NjoRAUt4twvceWjEw3cd6+QAh95nx9zSCr4c+ifd3LdSQo+Bw66mtEDXs7tYgRe83vmz+/Qv3XSx+8Pz6WfD7z383si3MfMsX0Oq6rSfr/X22+/PSbARxvtE2gfZ+xmrfN9vojPFgPsRmBHrERsOBSm8X/O5RuySodVyr6+M37HATcnun2PLcRUxIrEXI4NxQC7vcocPHoWdrdtm9vyXF9f572/qqrSiaS/mrB7s15norysKpUmENjv91KMmqVquNzKhWT0ALtDwm42HY2G3TLsbmPMyXw2e6cFiww/IzhMsr8osr9EJWAMnbq8uAO7vcVeWZYqGKthNyR8mZ5fxiCOr47kj22r8C7YXav3q2LbZrKf5yjyzA2wmzY5d2H3y5JekvTd537bP942kuijjaZOkfy9731PR0dHOjk5OdggEhABaCD7Qgg58wvYL5dLnZ+fZxU6rVHKssxErquc9vu9FovFgSPBIkhg5+VZEMEEPCcnJwc7n9OSxnuWHx8fZ7J8tVppuVzqU5/6lC4uLtQ0Td7U4+bmRpIygRxCyG0/GINn71erVf7dW3SgrMZZgdhGMe5tOTgPynYCMa6HHt5SBwAkGzabzVNKZs7DeCB0Ic5pP4Pim3vz5MkTvfXWW1qtVgdK9Ri79jA3NzcHiQ/Gud1utV6vdXNzk3vDM+84c1wvjpIHyd4GBgeNHnFt22alA84JveOWy+VB2aE7Ylyf91L3+eE12vYwh8N551mC7Od5w5FyJYIrLzgW3wdXrbua33voQWIwJ3zHXLXAd5G5K4pCl5eX+va3vz0S6KON9gm2pml0fX2dg7X5fJ6DUF///P+sUbyHtR2MICB2RZZXBYExJHUzST0gQ72ijCQ472GtHhKtrHN5M+fpVI/rWt/b7/W/zef69OmpfnOx0GfbVsv9Xhtrb0YJMq1SXI3XcO1FVw2EIqmNUar7vVoIBOkpWha9YpzgS6y5KbCb8HeIb0lKCrR0cZpaKznGgsqK8zAeep5O05xNLCEt9cltfJr9fq+ZERv/OkZ9p2lUpvZj3BNPSFP1NOw/O2yBMkzq4q+4im9IiENMcG/BdZLUTl5zz30zdSeOOCe/g8s+JqnvictxW5tj/7s/n4zFie+75sFJdCebhs+8+wE+juF1bDYbPXnyZMTu0Ub7BNvHHbudLJ/P5zo9PdVisciErbcm9dhriN0ewyEocuLe38v1DDHPk6BSvxYPK5c5P9iNEA3sHuIK5+E1YkXmrHoB7PakxM/HqFebRte7Xd4PpSyK7GPUTbfJem4Hqn7flwlJDZmCfIDd3v+8tLmpEUFSvc1zUNfabbeaTKcdcZ4+Sw/xtm1VTacqqyr3Um+G8zPA7uyLSWqlvCeNJBVgqPlHbHKa5zqd359b1PiuWg/q1PpsNEq/doXU/iZGNWl+78Lu5jnYrRhVSPpNSf8oXccn0UYSfbTRkkEA397eZoXRfr/PIIPqGsBmE06CquPjYy2Xy1yednV1pcePH+v29jYDrmdlJeXAip7frvqW+iAE4Dw6OpLUEcAQ/hC4bES5Xq8VY8ykPZuVNk2j4+Njvfzyy3rppZdUFIWePHmim5sb3dzcHOwg3ratlsullsulNpuNLi8v86adqNR3u91BX/TVanVAoANOEOTT6fQgWw7wSk+r0CFq6XVOj3kIdd9gFZD3zDmOCeeFzOXfpmnyBqpsaEK/9NPT00xo+9hijDo+PtZ8Ps9zTRYdYrttu/7t3Cd3lHC+uDbOgZPB/ac3vDsWbdvmljtHR0e57RDqbioa6E9O+6AD1Z+BIPcKB1SykjILjiELODbfCVQGkADugPF5dySHjq1vfOPKDZwrb4+D4+EKCwiQ0UYbbTSCSPAHQs+Teq5GJrCVdIDLJAzBUd9/wlVpUr9eDit+PLAmcPIEJW3O3A9gjfN2ZfgZrMHT6VRHx8faLJf61yHoX+73Ot7t9Mpup19tGp2E1Dc0Rk1sE6tNUqlDeDMX4I77F1HKPT9zspQ+3G1fNhxMEZWVbCR2Y1/KHdP1FqFv/dU0zVNqcwhnD1I5L0EtP+DRfr/Pm4IXRd9zdReCXm9bFUm84POHfwBmNk2T8QnMclLdN+KiWssJ7ax6C/0mdv5cQGhwHJ4Hfy484Q9R4c8PzxrPMfeKuZfdK8x/59kbCg6G6ks/1nC+h4TW0BgrJIsnIfwc/l0dbbTRRvukYDf8AIIi+AYnxHkvYiLEUb7+Pwu7uS7Gz9y4mIr3hAF2u7DNsYBzO3b7/Hiy2JOlnHf4827YPQtBf61tVRl2y7CbTT+3u53aptFkOu2S7rHbeyXfk0RwN6llCS3luPZ2gN0xvZ9rLw27aZc3eQZ2t4bdDXEtc9lNuBSC9obdeTNTSSHGg9Yvbfqd6sAsDEzEek6SJEFDEYKUCHP3p5i7tu2U6nGA3aSvixiz2r5p24P2OJDyeg52/6KkM3Wt8z6JNpLoo402sP1+rx/+8IeazWYHmePNZiNJT2V2p9NpJpzppX15eam33npLNzc3mRAHjNhcAwIVAn1YxiXpqSBLkq6vrzMxzbHYoGO1Wqmua81mMy0Wi0wKc+yzszM9ePBAk8lE6/Va19fXXSl0IiQ5/9HRUVa45x6pyRGh95pn//f7vW5ubrITwTygykbBDPkOue0gDYGKQ8Icc71UCEAAo5LmWnEGcKBwYnCMUEYz9/v9Xk+ePNHl5aX2+71OTk507949LRaLrFQjyQF5jlICMKTMzbP/3ht9vV5rtVrl58QDY+7JkETHqcK5YM5xOCTlfvc4AoDt8fFxJp4Jfl2hAHnAPUUl7m1dGBuOGOdBgc818jxgXmqIAgInhflyR8qVbziROJeumvB5kpTv8dXV1VPfl9FGG+2Ta23bZswlAckaIh0GyVKvuEIxJfX7ZLCJMuZBN3g4bB3mxlrvCUZPXA5V0VT0oOIisOTYXslW17VW263e3O30labR70q6iFG/GqN+dTLRq7OZqvS+TPymQKyu66wur6pKLQSGDvf7COqIbFRQBPCovdq2zf05W1uneT3GqN12q1AUmhmOZWV3UaisqtyCJrZt19c9kQSUXWPgCZi22Wxyyzl8gKqq9Ecx6odWPeit1ZzEHqrweD64n9wT7v3QLxuS6AeqMDu2k+tSj/tOxg+Vf/78SMrHgbAZChWG6nL/jPskXEsYzC3+i/sejs9cqxPvw7HmSoZnzBPvgxwacXu00UbDPknYjbBqSEpPJpODqmRXlIMjhWG3C8Ycu6WeyJZ67Pb2ojnRPcBuMMkJ7iF2+xh8bJxjiC8vit2fi1GfaRrtDbtbw276eocQsopcsW9ZJ/B2gN2KMZPGd2F3m4hkGXYXIWQyPou37sBu9muh9UtUv9cMm5vehd2MVYbduc2KYXc1mXTjUr/JahGCoLJDUXRE+AC7UatDyivGw97pkPzps47d0eYJRX6bEgpgd95gXtKfk/SvnvPd/jjbSKKPNtodBlF3cnKSF9zZbJYXfDLeAD5EcQhBt7e3urq60mq1yoFR27YHKmhaW+QenrbAspA50NFWhV7ZDx8+1PHx8cHxPWvOmFDGr9drhRB0//59LRYL7XY7PX78WE+ePNH19XUmKcmE09KEbDFkNGMviiKr4FGmN03Xw/vk5CQT1YwdUN5ut3ljVJwQV2CjkmZuuA/37t3L2fnVaqXb29tMoC+Xy0x8e5sSCG/AoCzL3GN8v9/r+vpaV1dXappGJycnuri40NnZmUIIWRVBkuP8/Dw7SvRYZZ64t4xP6jeXQeHvfdwhrQFxnBFId8Afx6ssy1xdQMufYSUAVQaeACDY9RKt29vbfF9cLca1uvKbz+92O52cnOR5k3oFg5MPrp5wJyrGmB1QVPK73e7AqeW5ZzNZPz5z5s/f1dWVvvjFL+bxjDbaaKNJ/R4KvukxwSMl2V7qzY/UVw75xpCsjQSfEInDXti8l39ZA0nu0iublmR+fA/sGA/BOsl7Ak0wkbUyxqhVUeimbfX9stR/ns30uarSa/u9Pt00moagWJZdj/QUaE0TXqFMpz/obDrNfTKL0KvJm7ruSpXTHCoFnlnFlbAN3KnS+fZ13YkE0tzt93vt9vvcAmY6maiaTBTbVjtwJwXimchQTxCAAbvdLl/7bDbLpMUmBP3HpsmbfUFoECB6EEtiH6zhHvJekrmuxvbgFkyCHHBFoLcQwCfwBLKrCfG5hiS/P0eS8ni8qow5coLJSSH8FOaN7wPPrf+eg+YBAeKqd4hyb4GAuWqfsflc4aNut1u98cYbdyraRxtttE+ufRKxm7UXTCLOYi1l7PxOrAm2cD2s884bSH07TOaQtZk1uR1gN+erE3aXht2In7hG4tHcpmSA3dKLY/ciBP1W06iKUY1hd5vwkI3THburssy+haT83t1upwY/hHv8HOyuU3s7qcfuInTq8aiOvI4xdvvIeCVAwu5J+n87wO4I+Z6wm01PERngp0DAD7F7xj1FCJfEEDLsphVLk5IAqMaj+qo/KgX57gi/Ib2vrtNG8Imgl80ZPl5r2N0YdgdJ/52kP5T06Mf7+n8kbSTRRxvtGRZj1FtvvaV33nlHDx480IMHD/LiTfsMwIrFGKIbkrCua93e3mbwXa1WBwACYev918l2A3gs6gSBx8fHunfvnpbLZVano4bnfXwGlfr19XUmnOu61qNHj/TGG2/kDTMZC8dZLBZZcU4w6hugeO94AHQ2m+n8/Dy3upH61h6Ub5VlqfPzcy0Wi7w5a9u2uTcaDoY7Aaj3Y4x5N+/tdnuwoaoHeEPFM+NzQp/NVMuyzPPGuGjhg3PCvK1Wq4NqhKOjo9x/fD6fa7FY5AQAPzwjJF1wSCDACZ4l5WdntVrlRAPzS6BNP3dKAelfLykrxX1TWZwlrpvkg6veIBL8GUbJQbKH54o2Kyg7MmliiQDmf6i+w0EkscA9w5qmyfNH6xjGCElAEuXm5mZs5zLaaKM909jg+ujoKCcjXTErPd1r2iuMCBxZ73xzY6+K8eCc4MzLyD1Yp3UblTxSr6hjfHzeVWsEySRxb29vtV6vc9DLNUynU9WTif5z0+g/1rUuQtArZak/Xdd6qW21KArNJhPNKH9P4ypT9RiBvqRcXhybRvu6VkiqtEla52nJst93G5TWCSuCpJD8krLs2rEovY/WMqVtyoaqKm+QlUqZUVENVXOeyOfezOdzVZOJvtI0eisps5hHL8WXdPA5D4h9b4+sqFevsnYlXR570ffPhWTgnE7ceNJ6WFko9dWNkDVuw2Qy91vqE+T+DIP9PJueBOB5hNAYKh1dwIE56eTtB4bvYf782XbLSRRTYI422mijDe2Tit20tPS1Hm5g2LrGEwJD7MY4FopyYjSpx27mitcnht0eRxP/DzdUlfrWH14NFd8Ddk8mE73UNHo4wO7pZKK9nsbuKpHCVapkG2I3iusYo+qmyZVu74bdhWF3bNu86Wc1wO7KsJte7c1+nzdyj+r3pVGM2qWWdpOkQGdD0PAM7G5R/KfPN23b7RlTFB1pnp7lwrC7jVGl+r7o3Ada07SpBU6RSHEsPgO7o6TCjvM87D6S9DlJ//bdv9ofOxtJ9NFGe46xKL/55puSlDcMhUSnx/VqtcqAu91uM0BD9p2fn+csOQS693fz/mZssIL6nCBpOp3q5Zdf1r1793R2dpYJWM+Ao1D2YAjl9MOHDzWfz3V5eak333xT77zzjuq6zn2rUduj4EZRPJvNepApirzDuG8UCvl+fHycs+0ewEHEnp6e6uzsLF83cwWIQ8CicmcMBH2ozN2hITgF9MmOO5GNkxJjzL3FY4y5xzqbvjBWnCMnx6V+t3MIa+7P8fGxqqrSarXKzgREc1EUmXwnkSJ1m8QCWrvdLjtYKL+Xy6Wqqjropz6ZTPLz4skVsvYkItxR8kqG3W6n5XKZn29Xo3EfGGsIITuBPFs88ygtGO9QdSfpIIEgKSvVOQ6VBjzfKBSyEsACcf7P+N5+++0xEB9ttNGeaSQIb29vJSknYsFmV7CxbnlLNQIG9vzwip0cuKS1nuOy5kPQuqKNSiFairHuEax732zGD3ahZNtsNrq9vc04A+aRbHc1s0LQo7LUD5tGv9+2uheCfnYy0Z+ZzfSwqvSyJKUxT1Nw3ia1VVZAQ7JTiZd8g6ZNG3Gl/7eJAC9M5d5AqCfVOirzsiy7ljApKJS6kuRQFFnxlQPipCp3P4J1n0Qwie5bSb/X9i1mwBGqlbgXXnGFX0XC2Ell7o8ryTkW+DQs6ac8Pfcxbfp+6jwzTmRLvVJvWAHmpMxdxLuT7dxzJxvAVn+2GMfwmR2S4syxqwnxqXx8kChO1jAvmBMtJMGHiYLRRhttNOyTjt2ugoeIpsLckwDEu8S2jmGeOPW4nkTwMGHsKnfmlON4bO4YIin/vxxgN/PxItgtSb/Wtrlq7i7s9g3Mn4fd4QWwuzTsrlN1XNM0ms5mmibs3jd9P/WySD3JudaU6KctXpuEBhlDY9cGxbG7NOzOSnIpK9jznBdFpwq3Z4vqvHKA3UVpbWGStY3tOZPGCPY2batSVm2RnqMmYXf5DOxuDLvbZ2D35yT9nqRPWm34SKKPNtoLWNu2euONN3R1dZUXfshb2qEsl0vR2oQs9OXlpY6Ojg6IZDLJdV3nHnC04XAVOSAAqXt+fq7lcpnJVw8KXS3l6mIWPnqjxxh1fX2tJ0+eqG3bfB2USEEOk8WvqiqTzlLfYgQwJ/ii3YekXKrmQF6Wpe7du6eLiwsVRaHLy0ttNhvd3Nwc9AidzWY6Pj7W8fFxnl+AnePQq52+6wSHzAWEMXMO6QyZDeB4D/vj4+OuHHyzyY7CMHB1BTdl4Yx7uVxm5w6Snewuzg1gf3t7m1XmJFJQobNh7Pn5eSaZeW64BhIf3H/UASF0m9/S+kVSfram06lubm4OVGhDFRtj2O/3uWJht9tlFQVkvqvqSCZxzFwupj7DP3Q2vf++Kz9I9ri63tUNXgr4zjvvHDgOo4022mh3WYxRNzc3ucenq5CoCvO9IQgAaT3mwahX7Hh/UjDXg0sPTkmKk/T1kmLGyDos9T0xSTZ6Bdxms8l+gqvnfKMzxuEtRq6qSt+YTPQnZalFUWgu6dUYdX861S8Uhc4kTWnJIXWlyCkYXMxmmiffYJv8G9qLxKS+KhP2TqfTriRYUqm+FDqkYL5I+Cp1KihVlcKAMIa8b9rDDeaYH6/gmk6nKqtK/7mu9ST5AK6elvokLPeFOcdf8HuHGpB7yr0Cf7iHrkz3ii0Uf07UcA2uPhz+7gl/xuyKeVdeOoHNPedeg9dekefqTcdTns98H0Pfgo158rE6uc7rfm/wC3iPzzn+gfsno4022mjPshG7D1uM+PVz7fzuJDXjgUD3KuUhdnN8sNtxxRX2cAXgLhg7TPY6kf4i2F1VlY7qWp97Qeym53ioKk0Mu0PRbYKeW6rEqBbsahrtXxC7y6rq2pck8cAQuxVCJq6r9Pu+rlXv95kcL4p+Q/adYXdr2B0kteqxO2+UOsDuffLHigF2NyQdkgo9J6tjlNp+A/hnYTdtZWiTMxlgd+6dnj5bN41Wz8Huc0mvSnr9Gd/lj6uNJPpoo72goTiXOhXxSy+9lBcoAh6ISFfcOlDSG5t2Ik3T9bImeIIsRTF9dXWlzWZz0DsMgITQdAJzmFGmF/rp6amqqtLl5WVWoNOXnCy3K50h+yHEIdwXi4Xm83lfVpVIY8hNsu1O7FZVpdPT09wOB/W590ZjTkkUkA0n4QCJTnmfOypSv2kn98mdDa5lt9vp6upK8/lcFxcXOj4+ztdxfHycQRIA943FiqLIhLurslEazOfzfJ9wuHBySLDgxDDX7vzxvDRNkzc35TmhhQ5gDpnvyjDvR+6OGNUB/hzybHHvCLJpk8L95fkk+cCzisoOZ8wVecwPx8zZ8ATQVEr4fcLJ9GcBx9aDfFfTuaM32mijjfZu5kqko6MjSRZQFP1+C77WEKR6afOwuolg1DGHtZi128ufPdj2RLNjOsopsLwoirx5OOs9a6BjlivcXB0HhrJ21kWhVVHo60WhrzaN/n1dq61rvbbfa9G2+nNlqSNJLxeF5rNZbq/VpIAL9VLeXApMm0xyj1JatZQpsS9a1KV5p69mWZb5OIrxYEPR0oJzqpRICnPfJtOpvhijfjd0m3CBRU4CE7SDtcw3c8J94h66go6xIGbwewlZwDFRHfKcOJHgpInfc9q+QDTwXkgNJ9B5jjmOdFhq7Sp7sJNx4Et5UO2kudRvMMoPr3H9Hog7CeUkSX8rDxWRnhAfbbTRRntRG7G7x26vZEJkxXVlolfKxDfYzRrtFUvMKbF/adjNucBJiH5PsA6Tpo5TxQtgN3H7nwlB91If8nfD7qbt2qxUk0nXyqWuVaZ7VBaF9obdk0RW13Wdk/cQ4Y7dsW01XSw0eQZ2K4SsLPd7jq+DX5T5lITdebPP0LVwaRJ2F8nniXdgNxV+OfmQsLu4A7tRsjPfimmDVJ7TO7BbJD2qqmsVU9f5/ZGfGHPf9rZNVYZFoedF3VNJf1nSd9UlBz4pNpLoo432I9h6vdbl5aVefvnlg/YTDuS+u3VRFLn3ub+HzCvkICqo6+tr3dzcHCjVAf0h2Yu6B5U1ZP1+322eiUJ+vV7njUR5D8GQb4zqjgA90VFqA7QAO2Tx7e2tLi8vcz94Mt9lWero6EgXFxc6OTnplGzJQXHV1WKx0P3797OinQXfx+RBJQQu1wxYc0wAHOKfMe52uwPHgmsjYeDlchjH9xJuxl+WfU91VOSLxSIrHbxiwINMzo/DwdiPjo6yCj+XT1nGn4RHCOFgF/qiKLKSHcekLLu2OIvFQldXV9lxgZj3IJxd7UlUhBAysOMEEjR7f1RU/lJPirsT4sGzJwo4Bs4bY8LJ434OnUVJ+s53vjP2Qx9ttNF+JKON2HK5PKiEITDyIGVISrrSigDT1cYkA31fCU9WusoKTEAJNVR0oXr2tXO322XsdzzwoNeTjpCxfs6hom+322mTWs09Tmvzfw1B06LQn5pMdLxY6OFspj8taVfXutemTUDTfE6SfwJhQL9NVFqhKFSGoDIFeG3bquGaq0ohBYpt03S9RNNnqrLMvUd9M07H4clspquy1L+sa9VVpcmApPU5zUotwyRvGwZRAfmcA+iBDVuNcTyS9RAi7otg/N83jgsh5GfAlX8k451Q8OCe6+NZgeyQekUjn3HyxZ/noZqS//uP43dW/YW+Rc2wxYsnv/13Sbq8vOyD+dFGG22092Ajdj+N3bSJdYER2AYuS327G19/qwF2OznuY/J1nGuGmPdj3qWufxZ2o2yv67rbZPwFsbtpu17i0wF2Twy7y6LofA9JntrN5+cc6XhgN5uqO3bn/ubpc7vnYLdiqribTlVNJtqaIjwL3gxz66SQB7tpr5Jx+g7srpMKPfsVSXgQpax0b9K/oW3VgtED7C4Nu/lsiLHzxQb+miRdvQB2v6Suj/pIoo822mjPtRhjbklydHSkV199NYOZK4hpGeIZckkZ0CEIIaTbttXV1VXeWIUyK0hNgjV3HlAQA2yA5vX1tVarlU5OTtS2be677QEaGXmIds+e397e5j7mEK7eYyxnTuta19fXevTokeq6Ptjsczab6eTkJCuYCThdDTCbzXRxcaHz8/P8HlqHAOAEuADWfr/PZX4EktLhTuA4EZJyz3rIfMj5xWKRSXaSBFKvfPASaVeHA2Dz+VxnZ2f5Wo6OjjLBzH0lASJ1SYGbm5t8Lohnxk+bF8huzuWk/FAthiPCnEkdaB8dHen09DQ7RziaHHOo4PBkCop270XoDh1JIqoWuFeeFMLpwiHE6cQZJeHgpeh8N4bKeW9rNJaDjzbaaD+Ogc9ehcSa5dU9BLysn1JPFIK/vk6xJg7Vwo73wyAcXAe7pL5NFglRb43lQbQnd6V+g0oCdnBO6tuYDAN2/ALW5ay6K0u9MZvpejrVW0WhL8WoTYwqmkYrSW3Zbbj1YLHQF+bzrDjfp7X5UyHoIkZN0jWDBTUkQ9NoImXS3cdVFkUm0Nf7vXYhaJH8im1Zqpa0qyp9uar0JUlrC8K5TlfyuWKa+aiqKu9pwzyS5PfPcQ+puBuWmoNF7peBV8yxB8L+DDEvYB+fR+TgBIakfMy7VJDe+sUT2q60dJKGZLUrBznPXWR4Vt8lP8T9OT43fMZ4zYn40UYbbbQf1Ubsfnfs5vPEkly340xZlgeV5Y4zXGMxwG4SBBznrnGBD1K/L5ZzAlwr8wWelvrRsXtq2N3GTiE+MezeJewuE3kc1am0UXG/G3azf0vsHqKs5s5Jm25SpQF2b4jTdYjdbewq8XgWp5N+s9Q2xrwZO21WiqJQgQq97nqk0w89yCrI0vhy4jqEvDGpY3c1mfT72YD5bdu1l0kiBpTybUpa7K3y8Fl2Kumzkr72Lu/7ONlIoo822o9oEJKAL5uOAjhF0bXTAMwAanqMO4BDzu52u6ww9iz4druVpNxjjWBps9lkMh9QRkVO6xnU1ZDRToxCZtKqBFIbgF4ul1lVvlqtDnqdA2z04Ya4ZVNMAjtI5KqqcqYf8pUe6Ofn5zo6Ojog2Ll2z2pzPjZogaiGxGbOvK8883l6eqrlcnmgYmBzVEl5F/hcNpbmt65rLRYLHR8fHyiySRCcnZ3p5uYmb3RKqxepJ9lxVHAcKKFDBc5rXu623W613W474iD1+AOcIcxxcphXSh2rqsrJC9/QFkX3yclJbj/kqnXv34dSXDosq+MYkNnMN/eH74arFriXVA7M5/O8GSvPw1AZx7+cryiKnOAZbbTRRvtxzNd5AjInDgn6PIHM+50kBAc9wHTC1ANXAmWvViO4IsAm6Jb6AJN1lrEcBERp7fWAc1gC7klKPg8R4KXyVHv58XxcddPoum21LQqFVB3Wzuf6/yUMrutaNWNLBPo0jXnfttrVdae82u/1CzFqVhQquLYUqBZFt8FVJanc7XTTNPrhbKaz6VTn06lmKaidTiaqLcnOvLoPBrngbVHAfnwp97VcVU2g7uq+4TyDd9wLf1YgqcEux0+CaYJ2/BiO5VV3Tli0bZuJEYgGV/X58b2ibkhoM+4h2e3PB+/F30NxyXwyBh+H2/AYTtiPNtpoo/2oNmL3e8durz6isptKYF/fGbMnErhmYjV/H+fwH0l5PuE/DlqwJbwGu78Wgv5S2+rkBbC7GmD3xLC7eRfsLmyeGwSBRd+/PEhqUqK/LEs1dd21lKuqrBKXYXdzB3bPDLuproOMnk2n3SalTZMV5NPZTFXZtXcZYjcEOfegadtMZnuPdJEkUt8qr227jd6bZ2D3jvEZdntbvWjYXb0gdpeSflkjiT7aaKO9B4ux26wT5bmX9p6cnGTFLQQ574WchqyVlAlPgJS/edYYRRQtOPhMVVV5Q0jI/bOzs9yuhEUUYjmEoPPz89zHE9KbDCutWFBWX19fHxC+ADPnfvnllzNJXVVVVtI7iU+pHCA8nU51fHyc25vQ8sZbygDk9FznR1IenweSAAWk7Xq9zr3Wz87ODlTyODqAsqsWyPKXZbeZ6Xw+z+T1dDrNfd6LoshzEGPXbxyl1vn5ue7du6f5fJ7b49Dbns1HIfxRxbOhKODPfOD04DiVZZlVYKgXmKvFYqHT01MtFotM/E+nU61WK00mk5xIkHpVAIkZNhd1ZZs7ldzD29vb7ECgXmc8OK2e1ac3Huf3Pu7DUnEHbJ6x5XKp6+vrfP2jjTbaaD+uoSbzNlist6zjrHuscQRNrsIFDwk+hyphLy/3oN3X16zWHlR0+drom3x7qXdWkMfDtl+su15F5gRnURS5UowACzWeq66HhKnPEYE6xwshaBejmhDUqCMx9nWtXfppJP1hGl8RgqbV4UZrkhTrWkrzcDqZqJ3NtCtLxaLQpCw7wj0FnGCv3wtwB5x3QoSWbq5IlPp+42AtvhH3hXPxGu/3/WGYnwMlW1kejMED+yFxg8/Ec8fnfWyuHne1IISLv5YD5JSQ5tnDx3P1Os+g/0CWeDUcz3cuB7fn043njIT92MpltNFGe79sxO4PBrudWB3GcpKeqj4eYrfPA/EhZLtXRYGl6xj1/4lRf1XS/R8Du8uiUPkesBsCfVJVqsqyU2UbdheG3S3V7iEoJqV22zQKKfkvda3tnoXdZdHt3zLE7lAUuTd62zS96t2wuzXs3u92XY/ysszqdVToQ+xGbU8ywPesaRAMxK4FDap2DLX8dDLRdrfL1/9u9qr0VBudj7ONJPpoo71PRl9yyOflcpmBCjL8+vpa19fXGUAod3KQBsAcOD3LzHn875Dibdu3d5Gki4uLrAqHsLy5udHV1VUmhnOWtuj7ZRIw4QjghLBByLC89/79+zo7O8uqdlRYHAOghiSH0J/P5xloATbmwwM0+n1TxkdCYTKZZLW295rzXm2owc/OzjLBT8CLU+V9wJkD3/j17OxMknJp2nK51Pn5uc7Pz3N7Fj6DCnw+n+vll1/W6empJOnq6ir3oINE9mQCSn53GriG4+Pj3HJnqJzjGUBVT2KC5w/nkoCaxA7Eu/deJcGDI4dRDYHTRUKDe0Egzni5z658Q8lAUoln2cl43/yM68dRlqSvfOUrOYEy2mijjfZ+GOsTJKHv/eEqLIJgJyjvUvJ6mfNQoexqZ7CGwJUScUkZ3zgeY9hutzm4ZJ309dKJW1ehEfAPy7aPjo5y4OcY6sE96zrjJkh3tR2YxdxwDqqRCHidcCZBzDE4F2OEUIaUcNLYFX3DeeR8kOFcKwl2/A4w0MkH5pYqQkk5Ee3PhpfouwCBecBHchUe88Mc+VxKh76eEzDMpQfoTkiQSB8+kxj3H9+Ieef+oS7kPvo94JkCo71U36sGmQcn7fH1JpOJ3nrrrbGdy2ijjfa+2ojdHw/s/l4I+p9i1OfqWr/Utrr/E8LuqYsHDbtj26qYTjWZTjtFd5qfUBQKPANpLoPuxu5QdJV2QdLEyfWE3bTA2xLjhtTPPVmUVDeNiqbRPinf67rO7WpCUSgmDG5fALtpkVfv99rt97n1TVl2m8DLE+4JuzVi93NtJNFHG+19NAIHFMeQ2nXd9Q2/urrK4CMpb0BCyw4IQsBmqBK+vLzMSmfaj9ze3mZlM+r0pmn04MEDnZ6eZgL09vZWt7e3meiF/KRsytXfEKnezx3lEiBGEmA+n+vk5ORA1b7ZbDJQAmZOqIbQ9yMHkOnDTXke7Vpoj0JyQtJBS5q2bXNpF3MGiX98fKyHDx9mkt9bvhDc0VbEe67huCwWi6zm3263GdQXi4UuLi7y/HP/qqrSxcVFJqtfeeWVvGnpzc1N7jF/dHSUlfLMEa10/PzS4eYvriTgXy//k5TvB8kT5oHn5OzsLJPYrnrjOc2AmzL2TkrgJKLq8FZFtGQh2eLXQYJE6tvm7Pf7XEnBtXNObL/fa71e5zYuOKyjjTbaaO+3uWrprjXNlb1OZLpK6ymlUehLwL3KjFJtMJ6/t22bg2POA2E5VJm5ys0VZZKeSna78ov3emBKIAnxCXZIhz2yJeWAlKCb5D8YBLkKnhDEcj0cDwLWyQgPsJfLZZ4LV7B58tkJae4hyXHwiXuK30IVIIE4YwQXaTPHvcW38L1M8BeYZ67dq9m4V8wjr/GvEybcM87BPZ1Opzlx7huf8+yBpS5qcOKd+caf4P7yWX9G/Dl2UofPOunhrdr8eRx+lzwpPtpoo432QdiI3R997N63rf5N2+qLk4n+6mymX59OFT9A7C6rSmWMKtO1x7bNe7QURZEV6mwuGooi/1uEoOIFsHuferHPZzNNDLurslRh2N3GqNKwO0qKA+yG2K6oOo99v/OmrnOLGq6jCSEnBiaTSddXvWm6zVGp+L8Du2kbQxuX96IsP5Z0T9I7L/j+j7qNJPpoo30Attvt9PjxY63Xa11cXEjSQY9yel8DOKiAN5vNU2rpEEJWkG82G81ms9xDvK7rg8AKohL1dFEUuZf57e1t/rzv2k1/bgBmtVqpbds8RhTgZFgduCG96b8Nyc2CjDPCa07SAjb08+ZYy+Uyk/Bt22YF9+npqY6Pj/N1kqAApGm9Qtb89PRUDx8+1EsvvZT7oQ9Va2Ssve8cThPzenp6mufm4uJCTdPkzVgZJ9eHAn0ymeill17Km446qZ9L2NZrSV0GG8cAp883JuX+MDYC36Ejxe/L5VLHx8e5hRAbnqICp5WL30+O7ZUA3C8cQM6ByhzHBocGB4vnBYUAThJJBpIkJBbats1qBXf2XMExn8/1zW9+M1dYjDbaaKN9EEZF0X6/z4GZt9BCzUSgigoYjPQAHKwZrplgvhOo4A/rOYE6a+CwJJnxeFKYoNvVYpzH25158hyimUA5xpiV005+cmwfM8Eox4Kw5jiowDiHHwdSwpVkEACz2ewgCGdeOS4VVyTMHYMZC+dlboabiLqyKsZ40N7NlWz4E35v+SykiCvgGQ8kDfeK17x1WS4VN6WfVy8yVn82hkl0ju1qQsYNMePJac7l1Y/8jedlqCqEqOBaeCb9WWMcfh/wSR4/fpwT8KONNtpoH4SN2P3xwO6rotDvzGb6flnqt2LUvQ8Au0MiyZWwm/7mmcweYHcoCqmuO/W2YXfkHHdg9zT9fyLlVi6ovrOQMsauLYzSBqFp3G3TqEnzEdtWjQ6xW+n5jG2bNy7NSW+qCWLslOzpM7xviN30Uvf7AHY/eo/YvZR0XyOJPtpoo/2YBvm42+10fn6eld1squg9s9goc7FY6OTk5IDE9B6Wk8kkt00BFGaz2UHW+OjoKPdBx6GghzVEMKBzdHSU22sURaGbm5usemJzjNvb20yqU54MSEmd47BYLHIrFyfcUTN5MOYlxN6qg3mZTqfZCSIrzt+Oj48PStSm02kmnslKs8nrK6+8oldffVWnp6c5cQCIkrmmh72XM+O4oJhGNS4pzzXg49dAixey8C+99JLm83kmyyHkCWg9Q46aYbVa5b75OBSuMpCUHT/KDcnQ40AxTyQHXMHGfeVZwpmh3JFzetk3zw0kut8vxs2c+jG8vJF5hcBvmia3HeKee0DPe+j33zSN3nzzzbEf+mijjfaBG+sziV1XgrF+Eqiy2RZ/G5KYBIoEw8N+omAkaz3YCaaDaazB4CcJVtZr3xiNwJzPgQ9O6kp9IO+VR16i7T+sy6zTHgBz7WCwVzHxN9Z4x1h8HBKozLdjGPMO7oN7JLa9/NyVcATrPka/BlfhQX4QcCNkAG/AaebFfTfUdO7vuSKcc2FOdrsqcVgOPmzZ4vfVX/d74ffH/Rruv1e3MW5Xm3MM5oY5jfFw81au09uvuWqSBDjjwIccbbTRRvsgbcTujwd2V9Op/jhGfU/SF6pKv9m2miQF+POw+yhhd/0u2F2VpVrD7t1+r61hdznA7rzxp9JmpGDoC2J3leZMz8FuhaCYMHO330vpHrQxKjwHu6MdozHsVrr/VZrTeAd2K70Odsc29UtPBP3t7W3esHW0p20k0Ucb7QO27Xard955J7cvoa0IxKPUKddns1km0KU+67vZbNQ0fV9sVwT7+8iSQ7qiQPeypuVyqZOTk+wQQH7TWxwVOgHk7e2tbm5uMvgBspPJJAeYkOg4CRC0ZVnmth5Sn+kkk8zvZJdRs/MejknLFxTWHrQyTghc5umVV17Rpz71Kd2/fz+PBQWBzwNKeDLHABpzyHyiTGdzUOaUDVyn06leeumlfP9OT091fn4uSdpsNrl/Hfd2vV5nkCXxQOsSKhLcYcIZY07pT+49SjnW6empTk5OcqYb58lbvvjvTljjlKCeoJUO5XHMNZujksBw54/nk+cWI0uP88Tz7+1deC5cNYeTOQbho4022k/SULaBeSjChqXhBNmuuCLIZE31vqVDgpKkLGs1a6ETmgRpw0Cc9Zugm8+QGIXsJZD2EmpvBeZkLmMfGp/lOj2Rj1qNY3JdBLfDQJxjEdgTkB8fH+eWZ0Py2OeBRK8fi+uHEHHVHudgvrw3OPuHgG1Ufvn+IFwz1VpOpDD/bALHe7nHfp08L64KhFAfKvc4D/OADcvjuVf4ME5ie4LaCSU+x/Glvo3AZrM5wFvGO7wef/6cEOF9Ts6PNtpoo/2kbMTuQ/uoYve2qvR7TaOv17V+oyj0uedg9+xHwO5d03Q9wu/AbjbXLEJQ3TSdqrvs2rDQuzy8C3aXz8FuNv2Mehq72zRftGBhzCXPYbq+UHTqdcj2erPJLWny+Uxt7tgdiq4PfNt2G4xGqVelj9j9QjaS6KON9hMwVMYQhp4Z3e/3B+pusoQQ29vtNrfnQJEMYQyAQ2RDqK5WK11fX0tSVqSXZal79+5lNbQDZIwxb1gqdcQvmz56Bh+SFALVwWOoZvI+cMyBB3KMl7YltEIBkAnuIK3p8+1A7pnxpmk0m8306quv6md/9mf12muv5ZY3OCOQ07R2od2Il2Tj5OBQSMoOGONnjm5ublRVle7fv6+XXnopXxOOBAR9CCEnAFCgM/+u7mID1WFpFZ8JIWi1WmWHCRUY5yBJ4y1qcEhwlJgPAD/GmFvI8Dzudrt8/1EX8FkSL1VV5d7/PKtF0Sn8r6+vD8oYvezQFQE4lr5hD9fNv0VR6PXXX9ft7e0H9wUdbbTRRrvDWJtZuyBkpT4IJznJ7+C0r3FD9TPrOTjjgZ6XzxL40YLNP+eqNQJnb8HlQawTqP43MIQ115XMYJ2rjMFH1nFwzNVwHIeg1P0M1n7+z7yA8aenp7mFGpgwPJYnvJ1M9jJ95tPV4pj3SqUaD8xHYOCYNCSivaUKPoQngTFXvnEvfcyudPOqMq7Nz8V9kPrEONfC+yHpuT58Nz7r5I1X1DFGcNwrwoYkEdfl8zq8ZiyEoMvLy7GVy2ijjfYTtxG7Px7YvWtb/UDSP5X05brWn9nt9MoAuwvD7qauM5H8btjdGHaLuFOH2N2me6k0NjbhjG2rIKl6Aexu0nsdR2kho9i1dGmaRvu61v4O7K7uwO6iLBXhVCYT7QbYXSbsRlUfpaycvwu7/frB7v2I3c+1kUQfbbSfkDVNo7feektXV1f6zGc+kzfDJOu72+20Wq2yShoCHQDmva7+pde3E6K0ySBookf1K6+8koleV4VDzK5WqxzkbTYbXV1d5dYkqJOHBDRKcanvUw5ossEphO56vc4EObt2My9ksXMpV3IY+PzZ2ZlOT08P1FyuoELx/uDBA7322mt69dVX8wafqPGZO0hgQJIgkaDZHQ7AiA1WfQMv2rRcXFzo4cOHOjs7y/OFIt2dKObFVQJcI4A7VJ4Ny75QZJNwceduMpno/Pw8J0lo5cN8EiBzDyRlJ45nhHuPEoJjzufzTN5TUeGJHO4j/2cnep5B2ri4ooO/uboD50LqlRJk5seM+GijjfbTMHB1u93q/Pw8J/4kHajJULwRhDtJyXFY70ksEtBJfRBOIAkmsd8I66WkHJz5pmYkRME8iGHGgp/gFWWSDgI/xzmCa34ncGedh0z14JjErSfZZ7NZPrYHmJxb6jacphqNMnyCb4J2LwVn7u8KBj0wd7zxKihJuaXbfD7P8wXZ4cSydLhhKOfmHJxz+H+u2QkYrwbjuvAxOLfv0YIf4D1yMQhzxuVtBKhM87Y03PODEnL1vVY5prcxwCcbtgpwEYPPO//6fI822mij/TRsxO6PD3Y3bav/Wtf6iqQ/v1joryyXupewezqZaJrws20a6QWxO3QnldL/Qwgq0jWyQWcNHlIdnsZI//TFj4ndUT2h3iS1u2N3lLpNThN2t4bdcYDdjLVIcxKCbYCa7kXJ/0l0SIruuxh2v9eoeydp9R4/81G2kUQfbbSfoLVtq/V6rW9+85t6+PDhQRYYYpwNQdkElNYvKNQJyC4uLnRycqKjo6NMsG6329w+BFX3brfTvXv38gabXh4GyUwfblTQ19fX2m63Wi6XWiwWGXjpPwYAEXyiZAYYvc0JZXVsEHl0dJQdAoCWABLAYYwxdpt1XlxcqCiKTALjqKCo3+/3Oj8/16uvvqqXXnpJ9+7d02KxyMpz+qzT7gRwdmAH1ABBEgIQ4tfX11qv1weBIaT12dlZTnaQ2ABIy7LbULRt27y5rJev4RCxQStl4Z4tp90JxDPzhMUYdXR0pPv37+fe9bRTQRUA8U8gj2NB1QHPjzuRZ2dnOjs7y+o0kh3TabfhLPOH8zidTrOa3jc1XSwW+fO837PhQ5Ub97UoCt3e3o5KttFGG+2najF2ZdKPHz/Wcrk8IBUJrj2AJGgFr1mDqeby9lbeXkTq+3c3TZOJXq9e8yCW4B1cJLnplT9S30PVA1TG6qSvl0oThHvgDi5xPXf1PSUopkLOFXKepOZ1sA9/AyW4l3UT1HM94IPUB8mukpOU30/vW/8bPgeVVKjQ8bEk5Yotks08B/yNMeBjeIKfa3OiwOfOnyva13mbFd7PmN3vGT4znJd5KIoiX5sfy3v2Mrfup6DIg4QH3yEAPLngKslhQoDXeBZHG2200X5aNmL3xwu76/lcfzib6fvzuf7GZKLPo0KfTjMxXLwH7J5Np2oTAY3KvG0ahaLIm3QWZZn7sduD9ULYvU8q9yF27xPW1swvor3ZTLP5vOtNfgd2s/Fp0zS5Fcxd2F1NJookUBJ2FyEoGnYrhE6BPsDu/Y+I3Y8lfe89f+qjayOJPtpoPwXb7Xb6wQ9+kNtvnJ2dqSzLnLFer9e5jIp2HoBsXde5PziE9maz0Wq1Omif0batrq+vdXR0pIcPH+rk5CSXNkl9mdV6vdbl5WVu+QKYsss2KmwABxAAhIblZ1KnDCeTDwjSa9RJXYAUMHenBdL94uJCVVVptVppvV5nZTdOwc3NjZbLpR48eKDz83NdXFzkti8Qu2TT2TSMsXMMCGQ2wALkmGPm0tvb0FPddyH3TVXoL082nwSHK6+9HI8e8KghmBvGyLVAQjtYtm2rBw8e5Lm6urrSarXKxADg6g4Wz5ST3jwDPEPn5+c52VGWpU5PT/N8uCKefupN0+QESlEUWfXvigqcL6kvoeS54Z7xe1EUurq6GjcUHW200T4U1jSNrq+vs3KNTa281NbLtX2ta9v2oD+qdKhG8xJu1HFUgrnqTepL1dm3AryQDvuleuDL+jpUSQ/VZeAjYwafPTAcVk0dKMbSWk8LOnwECACuxROt+AdeOg4WgRP4L35eCGQCba6JOUbhR5LfjwO28hqf8U3duEcEx66kA7upzMOHYS4d3zmPKweZN9/cnc20Iapd0c2xeKY8cOYZwE+DFHJ/jvlwjPV9SIYt91ChD6+X58+rAf19/E412mijjTbaT9tG7P54Yfe6LPXPy1LfnU71V6dTfdawu6wqleoU3i+C3eUAuyHNla4F0rqNUZPQ9Tp/L9hdGHZHHWJ3vd8rpDkpDbv36XND7K4SdjeJnI8Ju2uq5xJ2FyGoSder0PVglzr1egxdP3VJnbJeyr+D3eOGou9uI4k+2mg/JWuaRjc3N3mTyIcPH+ZSMwA+hJCJTWw+n2flMwT67e1t/tzR0ZFCCLq+vlZZlnrw4EHezBQQcyIVBfqwtzXHkpTbfbgq3su1nFAHPMlIA8q0gUHVzLXyedT0vjHL2dmZ5vO5bm9vdXV1paZpcmuXyWSS+2SfnZ1puVwebD7KxixeejeZTA42LkEltl6v9eTJk7zhJ8APAQyB3jRNJsrdWQLc6dFWlqVub28VQvj/t/dnPZakWXou9prZnif38JiyqrK6WgQaZHPCwSEh8ELX+pP6FboQJAKCQEISQVIki336dFV35VBZlXNE+Hbfgw17MDNduD/Ll+2IrM7MysiM8FgPEIgMd9tmn5l5+vutWdPp1BzzkjqbH/9Oqqp6aW08R8SX8jT6xHM8w1Qnk4maprFgAM+c+/L94dgAlmVp4i/JfvZwmG82G8s4oBf6adUB/+b98ezYRLJ54eeYjZPvf8+6/Ibw8vLS2uYEQRC8CfiAdpZlFpglY5eg7amBjHOT3+NkomHs8nXfr5sKLe+kRA/83AmylLwDVFKnTZkPUvuyaX9uX2aNc8BXP/E1n63tz8u5KUf2rb18xRnVRX5ehp8Rcmq049zwmXdoMM4IPsuaeQe+bd5wOLRngc76rGu/d0B7uVdviPs9GT8HPkvvNNvOO625H/YAtLLjfgiY49jheNbAc8a5z/p8AJxnz337QXY+c5F/+yx63gWOF94z98If1uQdRBxDUkcQBMGbQmj3/dLuNMv0cb+vq35f/0ua6p/v9xoniQa3etp+B+1OnHZn6c3AzrZplDrtTr+ndie66Ueuprnpw3483rRwuV1f70S7d/u9mu+g3c1tlnm/31f/VrtF0OD2Z6S9vTbPj1Y2rW5aunBMWRQ32fPfgw+l79wC5m0mnOhB8BNzOBz0+eefazAY6L333jMRIcOY7GeEiMgv3yuKQnVdm9N7MBiYo5phH76USrqLoNOihGxt2nvgmO31esrzXKvVynqfI6zSnTCxMcAYJUMeJzlRah/Rx4mOeNJSxGc9T6dTHY9HrddrlWWp2WymBw8e6OzsTE3TaLvdmuFIljnPjc2AH2DqxZPr7vd7rVYrrddrayPSNHe97DAIq6rSZDLRgwcPbFgrGwyuRUkbAsfm4ng8Wma6N1R9zzaMVpznCGqWZZ3njfN5Op1ab/cnT57o0aNH5vAvikL9fl+z2axzvclkYhuTuq4tu59sCnrbcW6y89M0ta/xfBByMs8JzEiyzQ4bUjZCCD4tZHBg+I0VP58EmcIQD4LgTaRpGq3Xa2XZTcsuM8BunY9+IDS6TkaRL1NGN72xiyZTveOv6QPOvtQbPcWIQ6v93AqCufyu5b/5Hez7kEqyvYdvSeINca6LthOAR4cJ0NIKjr2BD8T6cmXW5Y1HKz2+xWdkU+HFubh/b9gej0cru+YZ+zkb7B9Oq+R8WfypEc5+yj8T7zzna+iXd37zfCSZruI04J36tjL87PD+uC/fT5fsSvYV/Iz453GaSe4Ncf8sfKb6qcOFvaMPGJz+P8G+KrLQgyB4Ewntvl/afej39V+aRv+pbfV/SlP9iyzTsGmUfAvtTk60u3f7tfp4vHEIt605nwe3z6eVNPuW2j1w2t1wX7dDTdHuwXCowa12H+taBwL5J9qd6E67aT9j99brKbvNVE8kHZvbnuZJcpetfqvdyW12eqI7p3fT3LSU+XO0+9n3+tTbSzjRg+AN4HA46JNPPtGXX36p999/X++//745yREsIt4+QovI4aTGMU12O61NMOYQExzD6/XanNyc12fC7/d7XV5eqm1bLRYL++XNL37fKw3jDQGkv7bPyOr1etZWBscwWdgYm/1+36Z8S9J6vTYH94MHD8yJnee5qqoy8ScT/TSzjAGmCLcvhSvLUtvtVtfX1xZtx7j12e5lWWo4HOrx48eaz+cmMjjJaX1D5jX9yHEik/nNWtmsILZ+Q0VpGBsRxJl3x/NnOOhsNtPPfvYz6ztOlvpisdB4PLa2Lr48j2DJdru1DR0tanyVA45/ghEEBLwBX5alBSi885/3jUHNf1dVZdUPbF6B++P9+M1iEATBm0bTNLq+vtZmszHdwtD0lTVoIMYUv+cwdNF4fpcS/EWvpLugNXMzJHVaZPny7bqubQaGz+DCcOS/+TdrQCcJlPr1+7kl0l1LOG8w0r5M0kutvTCEfR9YH1D2zgD0hGfs149O0IKM/QfP2GfM0WaF3rQ4oblndPbUEeKvzXV9JR9OA6/pvIvTjEDvuPYO6tNMNhwpOGDIhuTZsHbunZ8lMihxgPisOF/O77PI/TGnzn/eJT8L/LevQmT/AafvJwiC4E0mtPv+aXfRNPr3vZ4+kvR/bhr1voV2Z2mqvtPuLL3phV43zU27lNv7kNPu4Q+g3Q2tboZDjYZD9fp96US7+067WVPbtjoeDmraVu2J8593eard++NRO6fdndD3yfv5vupdSVp+z8++rYQTPQjeEBCNDz/8UE3TaLFYaLPZdLJz+RsHJsJLCxEc6EmS2NBLfqEjfjjCye6m7QrOToS7aRqtVisVRaEnT56YuCK2bDaSJDEHKwJDhBkxx6ntB3AQsScTms0HU76TJNFqtdKLFy9UVZV+9rOf2eDM/X6vPM+tbQkDXHBqkzEtyZ4LZWNkb+92O5VlaW1ieF7SnbOfQAaDS8/PzyXdlWfT83s2m2k+n9tQTzZJPtMcx7rPasiyTFVV2XMdjUY6Pz+3DHc2bTihEUafyXZ+fq75fK62be0aVCCwuSJLn+uzUSN40batfca3sNlut/Z+CbTs93vLJCeLgfY8vqQdQSbgkGU3w0/W67Vlt/sesvz8ETS6vLzUZrN53f/bBUEQ/FnwO3C5XJp+oqXSXTYvv9P53YgWYISj8ZROU8Lrg9XoCwFqvu4NTLTgcDjYIDVJnWw11uYHjnEvPuDuM/H873V01WsKgWHpZg9ASw+0Ed3xZdq+dQj7BNaCLvih2iQKoOlt29pQb6m7P2GwGll00l3mni9D985n3oHPVmN/xF6GrDnvkKDcn/fA/swbst7x4t+zvwaODBIfeCZc3/+s8HPl7yFNU+sji5PDZzP6/SNr4nPe8cLxPC8yBzkv98Qz8u1gqNILgiB4kwntvp/a/bGk/0vb6t8ej/o/NM1NH/N/RLuPvN/bjGyej26/lvV61trl+2p367S71Y0znntI0lT7W41Vkqh3+8wS926P+H5u15Tefi6lmls3meXN7b2kyc2Q1N1uZ9ntViGgl7W7KEvtv6d2l5K++l6ffHsJJ3oQvEEgHh9++KFFOc/OzkyYcExT1pVlmWVP4xQla5x2LEQ+ydxGwHBkki3NRgBBXK/X2mw21j4FAYeiKCTJ2n+wKaBFiG/D4QehkvGOoLGBGI/Htm7pJgP9+fPnncGhDAwlm3m/31uLG9/Lm1YkOGXLstTV1ZUk2aBNstD3+70mk4kuLi7MCY6oeYfvfD63PnFZllnGNq1veAa0fkGcD4eDiqIw45NNwKsyCnw/dYILbIrYYJEZwPHn5+fKssyOp20LbWUk2QZIUmdiOYY+E9bpeU77Gb/JGQwGOhwO2m631stfUueefCk4z54NIxUHnNf3QpdkGRr0549M9CAI3iaaptFyubTf72ir1B3gKL26hylGPCXdaD06gEajJThHTzOi0T5v0HvQBTPekrsepegC+GFqOFP5vc1xrzLCqaJDj/gegX7fZoysMtaDUce9E2gm6OrPcRqcpyWbd/h6p0aS3PV8PW11wnP2zmqMed4jTgvvQOY+fFm3z77zjgWOo0oOg963w8Pw9j8nXJufM/YN/rn5NePkYD/ng9TegeADA95hfprRiPPdPwPui59TevyGbgdB8DYR2n3/tPv6cND/ta51kST6t5L+RZZ12p+cand6+wyPvOtbJ3SrW2d7v299x7+PdreSZZJzv4NXaLfa9saBfqvdtdPuGr9KkkhOu3WblX6q3XLa3d6ug8/qdj3HE+3+vur9O0n19/zs20o40YPgDaSua61WK/sFfHFxYSLiB49Q6iTJ+kfP53ObOo5geccnIslGAZFDUHq9njmdx+OxHjx40BGyprlp4dE0jc7Pz3VxcWHZ7Nvt1nqbIzDj8dgCApJM5NigkEmP85sSu8vLS+V5rvF4rKdPn+r8/Pxm4MZuZ4M+yUJH7B8+fKiLiwu1bavtdmtBhdVqpc1mYwNBcXQfDgcNh0M9fPjQnNEYn7vdTqvVStvtVvP53O6RrO35fG6bkdlsZq1ZuH+/KcJZj2DTVoUsbbIFJNl78053Ng1t21pkvt/vW2scMgMQct4XQspz6/V69gzY+HEev5lhE0OGP/e23W4tuIKDXVJn80i2OsELAjU+Q5+fT2+0k93OM+TnMgiC4G2B35/oG62xpK5RRYWQJNMB30cV49yMJ5dFzO90328brWBYtDdQOR9ZU+gIQWCu43tkkzXtK8ykO8cr98A+gmwwfo9TPUXw3Ouad/KifQR+eR44bCkr98Ff1sneAYOWNfmsaa+F3tGBnvp+rt5hzv6FZy/dOY99ViJOaJ4N3+McaCJGM5nolK1zbo7zTno+739e0HoC6jhJTlsO+DJ3KsLY/0kyJ46vIPOf9w4JstU4/jSIYEa6ez9BEARvE6Hd90+7j3WtryX937NMv0kS/Zum0S/rWuk3aPexrs3JnKY3fcPltDv9M7RbVDi0rbI01XAwUP9Wu1tJR6q6+30NXqHd+91OraT+rXZnTrvJVq/rWodb7e7davfxRLt1m4Xe3P5MHW/f6fHP0O6DpI++1yffbsKJHgRvME3T6PLyUk3TmDNbuitBQkjJMvdRcPql7/d7bbdby25mk4Dh5UubiCRvNhslSaKLiwuNRqNODzGcz4vFQg8fPtR8Prc1IH4+es4aEWafFU0QwJdsrddrvXjxQvv9XrPZTGdnZ9bGBQerd6CfnZ3pwYMHeu+99/Tee+9pOp3q+vpa6/Xasp5pC4Ios/EZDAZ68OCBHj58aFnu0k3EnVYyDDZByKfTqR4+fKjhcKg8z61VSpIknez24XBow1tZry+3xmFMJNn3kPODXtl0sFEjW5yNC8fwnDmXLzPjZ4Y2OTjIiT5TtcA7phedj/SXZanr62vLqvdZDr4HoCT7GToej/ZseH5sqNhosrHiZ7PX69m7C4IgeBshWIvRy+936W5QpM+g8gYYDkxaeZFldurMle7Kzb1BnSRJxwhnPWjJcDi0CiP0wJf0gu/nibZ4pwK//7k3ysDrurZhZD44i2GLEc46ZrOZBdoxvDHW9/u9pG7/WALG9GpFU3geVNoRoEZvMPhpLeZL0P3AbT/Lg/X6wL/vCeuNZdbl90voHskPvHuvt76nrF8v90TWHfePNvMOfKk+74p1sL9j30bWHPsO38qFe/MzX/iZ9NVw/PEaznV5d0EQBG8jod33T7vbJNFHkj44HvVe2+rfJon+MknUP9HuntPu9laDM6fdgz9Tu/u9npoT7RZ66rQ7vc0YP/wJ7e71+8pw9EtqbvueN02jQb9/M1AUp32W2XXa9m5Q6vFwuBlQettK5vtq90bSH7/XJ99uwokeBG84bdvq6urKHJ9Pnjwxx2WWZdput+aw5Jd7WZaWYYSYEM1M01STycSylHzJbpIkKorCnOREqE+NJdqfnJ2dmbOYKDrCzH/3+31ziM5mMxMaWtHw3zjIr66u1Latzs/PNZvNbOAL2eH0aqPVzZMnT/QXf/EXev/99/XgwQO7/+vra8uExvmNo9n3Tn/06JH1jqcELc9zvXjxQuv12iLsh8PBnPaLxcKeBRuIuq4tU5v17XY7rddr7XY72/hwD0TW2Vz5d+A3OVz7eDxqMpmYU5qgA851niXGPb3neH9+8CzZ4WxE/CaRzctsNjOjua5rFUVh1Q4IPeV2bOh8NgUDTv2mEfH3peFsNPkZ8ccHQRC8zTB4mYCxN8LRZW8w+vZXvjTal1B7o5jflb60mGDxqcMTA5gZF+gu2s55T/9bUicDjCA812XdVA8x6BxtoAcr5eZpejP/Yzqd6uzsTGdnZ6Zn3uHrM84wxH3/Vdq4+WxptITh6pIsM48SeYLSvq0a+yMC277snD2Nz7jGWPeggVZiLdm12HNId1ngPjvdG93e+e4rzHxlmW8pALwb71jn3fJz5rPjT7PQfVDbBwckdc7HffuyfX//QRAEbzuh3fdPuw9tq897PX3eNHog6d9I+lc3D+Ml7W6cdvdvh3H+udqd9XoapTfDS79Ju5P0rg/7qXYnt07zrNe7GSRKFjoO8ePxpj96mtrw0CRNld3+HNVNo1S3+xKn3Wly1+Llu9JI+q+S9t/r02834UQPgreAtm0tm7xpGv3qV7+yIY04ZIkO45Qkgm7i4SZd+zIo38/LH0e5EkYj6xgMBubY9n3BiqIwx3jT3PRGx5FM2xTwGVC+RKwoCqVpqocPH2o2m5nTmIFdZLv3+32dn5/rvffe06NHj/TLX/5ST5480Xg81vX1ta6urrRcLi1ggOCTMU0ZG5nufpjJdrvVs2fP9OLFCxMuDMvpdGqZ9zh9J5OJBR+urq60Wq0sy3u9Xmu73drAUEm2ycCoZkK5z2zLsswGgZZlaU5znzHOZo1hrDxLn9VA5J+edVmWabVa6XA4dAaw+lJAn1FuJXG3rXpOAy7+PfLzwUaKjQ5wX2yCcPL7noGj0cgyEYIgCO4DPivq/Py8U97N73L/uxEnKQYZ2WRol3do+t+rp1ln3smLQYdx7CufvOHts9U4pw+y+rJl1ot2okd+8BfOZp+1h5ZNJhOdnZ3ZUHDKydE8WpJQcs51ycTmPrhXZr+wJ+L+0CKcCRiOGOqnlVBU8vFv7yTAUCcjzj8Xnhvtz3BG+8xxjvVf51nieOC5cj7eObrqs/C4P/9e/H37DEK/Tu9MB47nZ8Xfm8+KZG2nmfZcKwiC4D4Q2n1/tftLSf83Sb9NEv2vkn7htPtwPN4M93zN2t02zU3rmCxTz2l33TRqnHYnktpbh3mSJMqcdrfqanfitFtJcjNcVHfa3UhKXqHdh++p3c8l/c33+uTbTzjRg+Atom1bLZdLNU2ji4sLEwofnS6Kwn650sebYZj00saBzi92MrQRB8TfCzHGIQMtyT4+Ho/m3MZRu9lszFFLxjaiQ8Y3QkMUmQ0JA0SJiJNx7wd2zudzPX36VI8fP9ajR4/03nvvWa/vPM8tGxwH+mw2s17xbBJwPuMEL8tSm81Gy+VSz549s4GirH84HJrDnQ2DL2NbLpf66quvVBRFxxmcpqnOz881mUw6vdF5fj7TgA0az4rsgH6/3wkmsKmaTqdaLBZWDcAmic0HmQNkqhOhb5rGNj++FNsHT3gv/PfxeLSerJzXlwPys8KmU1JnLf5n2L9zjHnO5UsfgyAI7gsETMfjcce4Rl/5HS7dlXj7383eWMZg+qZyYv/732dY+cojjFcMZNpxEFhHa7wx6EuV+Z3P73Eq3NARP/8Dh3K/3+8EyJkn4nXBsr9ujXkMbgxggsLcO7rm26l5BzMOCIxFtIwAMp8jgQAnCVl3/X6/0xvdOyZOW5vwrGiR56vKfLAcBwP7Id6hz0Dkvfk9Ge/cO2549/5nxjtxeAa8M3889+D3fJJeWgvHsUcBfy7WFwRBcJ8I7b6f2n1sW/22afTbptH7aap/l2X61a2+ZWmq/g+s3QOn3eZAT1MlaaoWDb51rnvtriUlr9Du5jZj3Wt36tYi9PhWu+vj8WZQqrra3dS1mu+h3QdJ/0nS7jt/8n4QTvQgeMto25v2LmVZarFYmJhJUp7nJjJEXn1JE+JU1zeDHKuqskjtqQD4EiyGi9R1bZOpMRRpYULEGKc9QocgkwGPIUYE3Dvyp9OpptOpiSzGJ0Mqj8ejRqORDRCdzWY2FLTX62mz2Vh2PsEFssc5L4758XhsPdaqqtJ6vdbl5aW+/vprLZdLK83j+VG2Rp9zNgsMav3yyy+1XC6t3UpVVToejzZ8lWx9etcPh0MzRhFjn5Hd6/VUFIX9m3JCss2n06kePHhgLXLIbucYSbaBm06nyrLMAgVt29pAWiL7bG74PA5xL+Q+a833fqVigWi4JAuonG6IOK/fZNIjr6oq618fBEFw30AXvMZJdwPKTntqnzo70QmCrXzdZxpjfPP7n9/BGHX82wczCXhihPvz+MC7zxLzzgDuhfVjuHtt6PXuZnmgw+wtyB7DAPYZa/68GPpo3akRzqwR7hFjGo31AXu0aLPZqCxLexdeh5k74rPxeFbSncPEZ3X5cnzW6jPWuHcy2TgPx/j3yDHcJ9WAku6MZveeWT97LO7V4zPQ/X6Me/Il7f4c/lgfAPfJGkEQBPeR0O77q9112+rTXk9fpanO21b/tG31V72epj+idh9109e8vnVot21rbVlIK0vS9MZJfvuz05xody/L7DOtO0fjdR4nf3rTV/1420v9+/A/Jf3t9/rk/SCc6EHwluKHeAwGAxMZBJPIOILvf5EfDgetVitJsgGWSZLY9xEJWn7Qb1tSJ5t8t9vp+vpaeZ53IstsHhCt0WikyWSitr2Zfo6AY3RRGuaj4Yitj3Jz7Hw+tyGb5+fn5szebDadLPjJZNL5w8AU/hClXq1WWi6XWi6Xury8VJ7nZgDP53MbniJJ2+1WRVFYf7br62u9ePFCX331VSdTgRY2Dx48UL/f12az0Xa7tdYsRM25V7IKeGe+Tx1taNgMMGz1/Pzcsv3JsPeReHrPjUYj7XY726gQROB9++fts9Clbp9X3hvXYhPis9l9lobPsmfD4SsT+DlhY+JbBwVBENxHMKQxeslOw+DGYPNGn3d0ogt8ls/4LGVvtHKMLyf3/UsxAtkH+D9eh30JOEYgQXXf79U7D3yGlDfW0WKMaSqYfHs5/wcnAn8IyPoy8rIsO2X2GPHe2UHGGpV4zPqQZF9nDadOAo5B97hP/+zIPCOYfJo1jnHv+9r69+zL/Hl/vq0aX/NGuM9yfFWmuJWO3zpcWLN3ivt7OHW6gM9uPM22iyz0IAjuO6Hd91u766bRH49HfSDpSb+v/2OW6Rd1rcdNo/GPoN31rXYn0l0rlqax4aCZ026yx5MkUUtFWuYGiHIeyY5N01SJ0+5+r6emru8y1r8Dfyfp//WdP3W/CCd6ELzFkJW+3+/14MEDa32CCCJ8lD0RpWUYKb20m+ZmqGee51auhVjSe4yINI5ystCvr69NILzDlL8Hg4FlZyOUfD9NU8sSn0wmnVIrhIVINRsV35JmNptZm5I8z7VarZTnueq6fsmJTj85BnziBN9ut1oul1qv1+bo9s7l8XisxWKhNE0tY532OKvVSqvVSl9//bX2+73Ozs7MIV7XtTn7afdCxJwe7GwueHZ1XVtlwG63s+v4TPVer6cHDx5Y33ic02T+01ee98dg1KIodH19bc+c9yHdZZVLd8NhyLRnY8P6aA3Du6KPPj9zfriOz9CzXnO3k9W5JzZMbXvT9z8M8SAI3gWqqlJd1xqPx5aN5LObMM7QXgLKVHqho/wORq99CbikThk3WWz7/d5+z6O1kjrajYag+b73pw/Q+7kYnENSZyAZRirrOu25WlWV9f88NcRfZYTzLOiHil76NipUV/lsMDSHJITtdmu6SxAYvcIIZv/BOti7eAOY/QL37dum+PJ8Egr8vBDePaXs6KfXWFrZ+ffBffr37Hua+6xxHyz3ThLeDZ9/VWm6z670rQf4GZEUWehBELwzhHbfb+1WkugyTfX/aBqlTaO/TFP9u9FI/2YyUToYiCeW3b77ww+o3WmWmWObzPHsRLub27Yv31a766ZRyn7k9megl2VqdaPd38XqbiX9WtK/1007l3eZcKIHwT0Ax/F0OtXDhw81nU47PaaLojBxQLww6HCq53lufcIxjHzJFeLP8E3+LsvypVYx3vmLwJVlaa1IcKj6vudJknQctpIs4ow4eiHkczjzyRDHSU9rGBzovryMwEBVVbq6ujLHeVEUKorC1jkcDjWfz80xzrNk85DnuZbLpeq6tkx6nhcBjP1+r8vLS11dXVkWOoY1Gw42XIgvrV/ITJfuMhzOzs709OlTPXjwwAbJ0prGG+He2V0UhWXo09aGY3HgS7Lr0ms/TVPb3LARoFqA432mhM9IJxvdR+gJAlDZQCsZMuWpjgiCIHgXQPOoGsJQ9VU+vr+1H1bpDXP0BiPL6zHZWRjhvp+qz0rm+NNycn6v83VJZhB77ffZy6yVr3mj1fcKZf1+Fgb34nu0+jJz6W6gGPeBM4J1+vZkPAO/v2AfxD4ErfJl33VdqygKCzb7lik8C+/EOH1nvmUKjgsC/+g8zgbfW5Xnk6Y3bdoIyr8qk807WKhU8+Xl3BNa74128O+PNXgHA8fzM9EpH3dViUEQBO8Kod3vhnYfk0SfDofKZzP9djTSL3o9/cXxqH/Z72va72v8A2j3/nBQ/Q3arVvtznxg5fZnME2SmyGkTrsTp92JutqtW4c6z+RY16q+g3Y3kv6LbjLQY3JZONGD4N5Aj/PdbmfCggMahy3iSKZ2294M4izL0oaG+DKz4/Go9XrdcZRTPkWZEiLLefM81+FwMMcuBuJut+sYcggZAoiQngo1wntaRjwajTrZ7QgmPcdpw0JrGhzo3jlM9jmZ9ZTI7XY7y8inVQ6BAwzVPM/1/Plz9Xo9PXz40LK7iY5Pp1O1bavNZqNnz55pt9tZcEPqRqH9BouSv6qq7D34CP+jR4/0+PFjay/DvWKUE/GmLx3PZr/fW196SZb90DRNZ4BonufWA4+AAEEUAgC+/Ey6K030k9PZNPnKA0n2TP3PzuFw0LNnzzqGfRAEwbuALxFHn7wR67ON0HLprgqIrLNTw4zWaV5D+d5pGw/flossNV+OLsn6rZ46Wn3Z92mmMvgsOOsBenvPaCpGsA92sxfwbUjYT+BUwNhkHf6zOCvYB2GEM/SbIDvPs2ka00jmnWAE89y5H/9OuD/uw2s3mumr4iSZRmPA84zJZOTZcE9c37cS4L7Qb653+kxOsyW5nt+DnL5jnwUpdVvT+P0K7e+CIAjeJUK73y3tPgyH+kTS73s9/ffBQKM01ftNo7+UNM8yPU1T9W4zyb+Ldh9OtLs+HnV8hXa30s1AUt30R291k5UuSWmWKb09rm5uWsCgyl6721vtrr+jdq8l/XdJ/1/dONODcKIHwb1ju93qo48+0i9/+UuL5tIug0guxpHPOr64uLAMYb6/2WxUFIXqutb5+bnKsuyIqxcg39/MT+6WZAYXQu5Lztgw0N8dRzqDTGazmW0+EB+cxL4vPJnkTdNoPp/r7OzMSu1omcL1yV5frVYm0qydtY5GIxPooijsvslA9210/GBT7j/LbgZ5vnjxQuv12gxmvxnib18OV1WV8jy3f0t3DvfZbKZHjx51eqGTbe/LuMkG4B0TWPAZ4H6qOpshBucQ6ODfPH82A7xDHwhgI8TP22lP9LZtbUCqJDs2yzIbEBMEQfCust/vtVwudXZ2Zr9nvfHnNcFnHaNzPpsMXeT3ru+TLd1lR2M8cj7f+1R62dkKfBaHqjfYCY6jMT4LDoMagxUjmnujgupVfVpxGlDOjjPBl55Ld5l2PCfwWWyU4hMYJqOOkmuCz7vdznTKG9f8je7x3+ipf04EthnMhjFLFrp/xr61mh+I5jPAvUHuHRF8jz0O2st5fbn3qUPd78m4V//zxP6F4/l8ZKEHQfCuE9r97ml32+8rbxr9b5L+W5oqzTK9n2X6paR/fjhoeDwq/Ue0u3banb5Cu5Pb9adJIiWJ9Art9u1ZfE/05taJ3uv11L/Vbuudfqvd+2+h3QdJH0n6f0pa/qNHv1uEEz0I7iF5nuvjjz/WYDDQP/kn/8T6f+N05hc6jsuzszNNp9OX+nPRBoShj03TdJzRCAKRZRzyPuPZlylzbi9sOG8RVp8Jvlgs7FpEqHEGU66F+JKFPh6PO0NKvVHqxXKz2VjWPFFrvxlBNCk9oz9bVVXabDbWA32xWKjX61k7ErK4D4eD1uu1lstlx2mN0cumgBYylKdhlPpSOp7f+fm5Hj16pMlk8lK7GV9ayOATMuuzLLPMeHqX8ky4b+6dNbAmztnv923A6Sk+i582O76PKkERKgMYrsOmwgdjgiAI3lUOh4Ourq6UZZkePHjQGVSJgde2rTkuaYnmy4/JTNvv952hjz7o6TOQMaZpteaNcB8090FdPuuzt3w2GXopdbOrMSj9EGmvu94I9/sG7ouMa7K80HOf6eed0wwjk9TprUqQnJJxKr/IBCMoT+YYa+APexUf+Gd/wbF+/fRCp++tL1lHI32JvQ9Ko7k+Y5C/eSacwzvVeVc+IxD8foxr8ez8M+ccvs+svz//dxAEwbtKaHdo97Mk0RfHo/5zXWucpvoX/b6mkv6yrjWU1HPaXTfNzcBPEs2aRoem0eF4VCspu3XM93u9G+c4nGh3c3ufvX5fKdnqtw707Pbnon+i3UKzbx3zr6KS9PeS/n+SvpK+U9/0d4VwogfBPQWx+uijj/TXf/3X1gcbhyYO9fl8bv3cMMoQt91uZ05qnLGnmUwch5N9OBx2Ng/SnfOadi44lHG+4kBGONP0boAoQkZG+Xg8tixphJP7HQ6Hmkwm1jbFizibhKZpVBSFDQjFkc1mIEkSzWYznZ+fK8syc2j71iiHw8GyqhncSl91hn0yyHOz2djz8mvAUb1er7VarawHunQ3WEWSGdSDwUAPHz7U2dmZtWGhdI7zJclNz3Lf675tW43HY8ty931NcZr7d4Rz3zvlfSscPsv1CILQZ5+NHBshnAAERQhEsDksikJfffVVtHIJgiDQnXG8XC71+PHjuzLc9q512vF4tIqfVxmrHC/dBa69dvvrcCzl6JzHn5OMNJ9J5Y1wfxznOa1Y8n1aJXXWQbWYN8IBvcGAx5jGGPZl2QTZ0U2fBYbBTla17zXL85Ru9jr0bPXPkLX4dfi9D/fkM/9IPECXCS77jG/WTt9UH+z2TgSerQ9O++vwnE4z0H2vXo5lP0ImoK8UZF3ci3es+PfNXJxwoAdBEIR2h3bfDk2VtOn19ExSczyqnyT6q15Pv2xb/aJp1CcjXl3tpg1LlqZKTrTbWrkkiRreodPuNEmUOu3OnHaLDPe2lb5BuxtJV5I+lnTp/g51/2bCiR4E95i2vel5/nd/93f6xS9+oaqqOr0227bVZDLpOFVxoPq+3L4sDEcrTmWczJLMgU7EGUH1n/FZ6DiwEUd++SPIUrdkmWgvEWSOxdAjC9oPacExj1giHnmea7fbdVqpSNJ0OtWTJ090fn7eCQSQmX84HDpDU3C+b7dbuzcy21erlfI813A4tGtzT2SuX11d6fr6WkVRWHY5x/uJ5T//+c/15MkTqxjIssxKAXkHfG0wGFhggrVilPNvnw3Az4rfsFAyx3Nl08JzJeDine60sfFR/CzLNBqN9ODBA41GI8tY53n74EEQBEFwA7MiFouFZZv50uvTQZFo5amBLHWHR/K73P/exXj25zn9DEamz+bC0OY6GH2siTVgCGJAcy7fQsRXuUnd4LfXJnTRl2PzPKbTaactHetA/0/Ly8lc8+1JSAwgG/D0XGS/8cc7oX2Qmc/M53MLuHMd3h3vAAdGlmX27vwzk+7auvmsc56Tf144VbwD3TtgONav81UOEJwn7DN8mTk/nxH8DoIg6BLaHdrNMztKqtJUf5em+t+bRoe21UXT6C8kPWxbnUvqta2a2+fRd9qdOO1OpLssc+d0H/T7StJUcsckaapBr6fReKx+r6fD8djpk747HLRtGn0t6blu2rXUkv4gKazxb0840YPgHaAsS3300UdWZoZY+vYcXlx8mRUiS9bwq8QJpy5C7jOcpZtf+n7gCBHtPM/NsS/Jrsm5EHt6kJGBTlY868fRS6a0dCeYOPER7aqqrF+aF9G2vek/d3Z2pocPH1q2Puch01zqlkKThU0mPNn1m82mM5SVCLx045DfbDa6urrSarWyzGx6rw2HQ3Pyl2WpxWKhJ0+e6OzszO6P58nayUxnE4LA+1Y+GMv0ISd44LPkCTjwTInC+5JvjpVk2fmch00RmzEqA2gnw3n6/b72+72ur68jky0IguAVHI9HLZdLq87CiDw1wr3uYpx6gxYd9XouqZOB/KoMZ0lm0PlScd/X9fSanOub+nT79WO8+kzpU8OXNfn+r75EXpKVWFOphjHL2rzByzU4H9l0PEOy1Li/08xA9g5+ZgiBfwLWPuMQ5wD3d9paBae337twHGt6lTPDf57nxPPGscE5TvXZv8fT7/GMuCf2iP787CmCIAiClwntDu0+1e5DXauqa30o6TeSDm2rWdMobRr9ddPoLMv0z7JMk35f/V5PbXPT8zxNEutxLkk1SXlttyVLkiRKdaPdg9s/e0lV0yhvGv1DlmlZ1/r/VJVKRY/zP5dwogfBOwLCs1wutVgsTLC8IOEMRix9ZnhZlpY1TKsTP7DztGwLsceBjlASrc3zXOv12pzH9DT3ZWE4eiVpMBiormttNhulaarpdGq9t/1GgrJnDD02DZyLKLXPZpduNhvn5+d6+PChxuNxJ4pO33AiznwdIxIHNQJ8OBzMic7GoaoqE9ayLLXdbs0xzz0wkLVtW5Vlaa1gHj9+rKdPn5qDnGfZ7/c76ySQQJkamWTcv/85IIAgdaP9bALY1PjNHxsIrsemhZ54nItMBQIcZLIRNOn3+zoej9ZDPgiCIPhm0I3TMnBvaHqDETBK+f1OuTRGsD/PqSGO1vhj0QpavfnMOK/F3tHrS699pdk3Gd8+Y4778/fos+2kG8NxNBpZUN3fB/sZf16cApI6PWG5FvsEnx3IZ/1egiA9+yA/SJ0AtW8vhzHts8NZJ8/5NNvv1GHOevia33f5jEKcAjhGfLaeP4+vLjt1zngniR9yijMigt9BEAR/mtDu0G7e06u0+7JtdWhbfSZpmGX6T/2+Zr2e/jpJ1CaJ/ipJtLh9L+ObE6kmyHH7DtZtq0w3PdcPWabfZZmyXk9JmurvDgctj0cdskxXTaPr3U5FaPcPQjjRg+Ado65rrdfrTvsThkjiDEasmqbReDy2tiu73c4cuUmSmKNVkmWUk2WOQCRJYs5YnMhkYWOI4diWZJnPkqzVy3w+V5Zl2m63aprGMpt9EIBrIfDe0VsURWdwqRdynO/D4VCz2czuzw8eQczpP+5L3dhg8Bmc/6vVSpvNRlmW2XNlU0SG+X6/t6h2lmWazWYaDAbmgN9ut3r69Kl+/vOfW6916S5DjA0Pvc7pC+erCHz03Wfm06qH93Xq/CbT3bdxIYDgN0QMf6FnnM9QYAAMpeAEDGazmY7Ho9brdRjiQRAE3wK00js4/VBo/7u0bVsLsvqMLX7n++wpDM1TJyv66Put7vd7lWVphqw3FHHcSrI9AK3V0EhfjeYzqH1WnXcK+IHXXnt92xH6pJ62gPMBZgL9GMPeAPdZeOjpbrfrHMe6/PP0a0YrfaB+Op1qPp+bgS7pJWeFD/qzdp8ZzjE+u8+X8vvngX4T7PaOB/YC/hl6Xfef52u+TQDrZA9EVV4QBEHwpwntDu3+Ntqd9Xoqsky7NNX/u23VJon+S5reOM6bRr9qGqVtq7JpdESnk0SfJonaNFXv9hyt0+7qeFSdJEoGA6Wh3T8o4UQPgneQuq5VlqV2u531vNxsNvbL3k/Bnkwm5oz2zlsGa1ICRVTaC9V+v7dM9Vc50HF289/z+VxnZ2fW6uN4PJpjGycsWeiSLDucjPBer2dTtBGr7Xar1WplDnu/EWGjIsl6kSO+OIrJwEeIEVIyBLyTnQ1LWZa6vr5Wnud2De/0RlxxfPOciMTTs304HOoXv/iFHj582DkPgQIyHPb7vWV7E2nnXRIAISBx2gv9tE2LpE4fdG+Yp2lqmed8Nkluhplyfd41ARbeO4GEyWSiNE212Ww6m6kgCILgT+ODxgQ8fVYwRij6Jt0NJ/MVRT7Y7MukMXbRBH7/eyOcz/jKL1qJcU6Czr6s2f++R2vQEu7F9+Xe7/edIdTAvaBx3rj1Bjsazb2d9lP1hjrf81VaXAMj+dRxQFCZwDFrJji+WCxsaLt3Zvtnh6b7zDX/Ltlj+Gt7o5x367PQfZaiv+apQS/dOU94pmg9a2KdOHaSJAkjPAiC4DsS2h3a/X20u0kS7Y9HHZpGv5F0bBrtJCVOu7M01SBNlfZ6yvp9ZaHdPwrhRA+Cd5imaXR1daWiKKzUjFYg9BwfjUYmmggFDtLBYNARGBzivt/YeDy2DOntdqvr62vrN4ZTezweazweazabaTwemxjiqCfCTKa5JBsQ6tux+LYxOHxXq5UuLy9N8CTZRsRvJIjCE3XH0VyWpfI8N6H1ZV9ErX1ZlySt12stl0v7HFlhp2V4XuApmaYVTNM0evTokZ4+farxeGzPivOxMaLVzGKxsOeEw5r1U2nApsJn4FOmR7ucLMtsA8WxPnOC58Nn+/2+OctZ33A41GQysWfFzxQ95vI819///d9b9UEQBEHw7Wnb1gxGDKlTA53fyRzP72ff19NrAcFj9Mxnp2EUe8MUTSWbzBvdpxor3emdLw9nDT7r2WeVed2S7uavnJaQS3dGPQYqesX30c5TIxz9lWRVYgToMZz9H9bMc2W9ZGifloL743y5++ncGZ6/z+Tzhjhr9Jlu6LPPCPROl9PScm/k+3YtnJdWMDxvfqZ4n4fDQS9evOiUqQdBEATfjtDu0O7Q7vtBONGD4B2HLGEyj8mOnk6nOjs7U9ve9ATnFzjR2dPeZ21708d7vV6bmJDdLcl6oBdFodFoZL/U6QXuv0Y0eDKZWP90IuZck+PITud7fKZpGm23Wy2XSxVF0Rn84adr+55pfnOAI3+z2Wi73ZqDHmcyjmnJRYxvNxiXl5daLpednuvSzYaBFjo4+sk8oNyPbIH5fK6nT59qPp+b0Htnv++7Tnb3brfTZrPptMlhkOp2u7WAhW/7wjsgyu83cYi0z7DH4U4LGXrTswHDgc77IKOAY/v9vmXp+wyFIAiC4NvD71f02Geq+d/xcJothm5L6vRKle6MVv89b/Rj+KEV3sDl6xiTkjrDyH01ltc0PuMz59AOjEiGafusMkmdrDy0yGeWYZyyd/Bl1d6wLcvSjH/PqZHKnuG0Ao99z2w203A4tLWyR2B97F3IEGO9vlQd7eQdosl+3+UdKa8yxPmbvQhVdLwj34fWz7hhnf49Z1mmzWZj7zQIgiD47oR2h3aHdr/9hBM9CAK1bav1eq0kuWnTcn5+rtFopKZpLNPZtyTBqeunbdPCZLvdKk1Ty2KnJ3hVVcrz3ISUSC69t8nEZgDndDq19i+0AUFUyU5nErckc+Ai/k3TaL1eK89zSTcbCz8cFCczmwtElf6gRVFotVpptVqpLEsTMBzP19fXkmTZ7UTY1+u1nj9/ru1228ksQDx9trd3sPu+6oPBQGdnZ7q4uLBNii+ZI9J/dXWl/X6v+Xyu/X6v7XarzWbTiazvdjvlea7NZqN+v6/JZKJer2fvhKwF/44Hg0EnAOIDDtwvmyI2G7vdToPBwKoJ2ID4zw0GAx0OB/3N3/xNlJUFQRD8AOx2O9M1Zo+gJRhTGFeSOoYcv6OrquoMD/MZcujeae9PX63kW5QxV4RgLq3ICMD6cmhJtj7W5bVZkmmJ1B1chr5iWGLo4jigIo59AfdM+zeO55xoJVp8ajyzR+CefWYYxiyVWAxuZ/2+HJ39ElV9ZLbhCPH3hzPB67/PeqMNm69S804U77RgPZIsk431sydhj+fLz30W4FdffdVxYgRBEATfj9Du0O7Q7reXcKIHQSDprmSsLEvriX3aQxMR8iVGOL6vrq5sUOR0OtVwOLRf3vT4Rjj5b9+LDSdw27Y6Pz9XXdeW7T2ZTGxTcXZ2Zn3E8zx/qVwMBzPfJ/ubzQaZ3bRpYfPg25jQKma1Wmm73dp9EDRYrVbWbsb3VauqSi9evDDHPeJIqxSiyWyaTjc7kmyzMp/PzUHto8lseFarlWWhS9Jms9H19bVlxyPmBC/qurYM8SRJrNyOzQWReIIfOPn5Q9YEX+e9+Y0NWeg+s4FIPNf96KOPIgs9CILgBwTD2xtNvhz81Bj0RjjzUSS9lK2FIcg50GE/jNL/nscIxwj2GWrsCXzml9dE1sP5fLnz8Xg07cEx4LPE/L6E8nUMWO94YF2Ur/ty+KIoXurDioNAuisD99liPEfAEPeOD/88aQNHJpuklwa+YdSTzUb1nC/T9vuF0xL+076q7N14X7y703J9PzSOZ8b3kiSx6rogCILghyG0O7Q7tPvtJJzoQRB0aNtWq9XKSrFwfp6dnWmxWGg6nZqzHUf3drvVer1WlmWazWY23BNnbVVVWq/X5kyWbnqLkxVNxnlZljo/P9dwODQnL21Umuamv/p0OrVWJj7KS9Y7jv+iKFTXtUXPt9utJFlbEhz0fvDGaDSyLPSiKKz8icz5LMu02+20Xq9fam9S17U5toku9/v9zvBV+s95R7UXVEQwyzJzUhMEIEMB0b66ujLHNmvdbre2ueBZbLdbVVVl5+TreZ7btHg2LzwDNjxEudlssHY/GZ7nTPUBGy9fqcB97/d7/f3f/31koQdBELwGGOblS61Ho5HNPJFkGnnaEo1splODD53w5eIYwGjS4XDo6IsvHyfzbTAYWIWUX6MvM8ehgA5yfknmCEBXON5nZp0O+0bHCFaT+ecNUALspyXxVMj5QPlpCTx4I907KU5b3x0OBys5J3jNbBUMft8ajiC/f0b+62gtz+C0NdvpM/LZed4Z4geJescF913XtV68eBGZbEEQBK+B0O7Q7tDut4twogdB8BJt21o2ddM0eu+99zSfzzWdTiXd9dIuy9IELMsynZ+fazqdmjOYFiG+zGq/35sDHTEj8rxYLLRYLMxJn6apOdrTNNVsNpMkXV9fd/qcI0C0ePHRcBzoZVlqNptZ9N5nxyO6RPURcTY1OMCbpun0equqypzGZVlqtVp1hotMJhNzhrNW3xOdCeFegH15G5Fxv8k4Ho+6vr7Wer3u3M96vbaNAe1j8jy3NXnnOEEEIvY+E8Fn3bO5YNM0mUw0n8/N+Y/TnmALAQsi8KfnJQM9stCDIAheDz4ji/6eGOG+p6mfCcJMEjSTwCka7jPPvNFG9plv/4V2+D6uDJlmoJovx/YGJX+zDvYaGPG+X6pfE+tkrb6KDo3ja76yymeYcbzPDPNl4d7YZc3gS8T5zKnhyz6B1mc8X0rnWSsayjA4P0wOJwfXISnBZ6jx/DDCeRfMvUGb/fPj/L4knfPiMAiCIAheH6Hdod2h3W8P4UQPguBPQm/wn//850rTVEVRKM9zK61CtGazmebzuYkLAovjl6hxkiTWc4yM8f1+r9lsZj3Ayeaez+fWJw6huLq60mq1MoFA7MlK9+VSw+HQMsclWWZ8nue6urqyKH6WZZ3AAELKuRja4aecI/hsFrbbrT0PAgUMD/VldjjG/ZAVnNk8O+7N9zkjSs/aiZbnea7r6+tO2Vea3gwZZYAnGy02LHmeW5AC0WWN/p6pQmjbVqPRSIvFQrPZTFmWWSuYJElsYKhvC8PGYjQaaTweq65r/frXv9ZqtfppfpCDIAjeITDyaGH2TZlgtG/zRpwvd+a/T8uJMX4JDKM7lH+jYwRjMUK9TmFMnpZXE2CmagnjGY3268SAxwHgz4W2SuoEuIEgOV8jqO4z9k7LqX1fVTSQZ8ex6D3r86XqwL85B/dJGzY/w4V7wqHgHSan5ek+aE8mod9z+Oo3dN8b9Wi3H4b25ZdfdtYeBEEQvB5Cu0O7Q7vffMKJHgTBn6RtWy2XS/3617/WeDzW48ePzdFMxjNC7J3QZGAjmEBEmExmnLD0Oq+qSkVRmBMa53nbttpsNloulyauCIfvweYHp3CN3W5nfdXJ5L6+vrbPSDeiRBa7dwjXdW190n0JHRsQHPiUmpGZz/0TRUYYpbvedQg0mwAyAwg0IJw+s/vq6kplWWqxWGi/32u9XquqKssOp7UMWej7/d4c6JLs+fIu2IzxPIlaTyYTE/csyzSfz7VYLGzQC5uH04oCfh7oBTebzdTv97VarfT8+XN7Z0EQBMHrpSxLffXVVzasG+PuNEPLG7Le8JPuMrX4nK8y8jqNoewNWdjtdjavw+uKN6g53l8DPfZ9Uauq6hyPccm+4NQoJejt9dYbnxi2PoDMvaKN4LPvfLCYf0vqGOvsR+q6tvZxDCTb7XadrDpfAk8VHGuRXs5kYz2+jFu6G3bO8/DvyK/ZZy/6Enn+JvuN9nZRQRYEQfDjENod2h3a/WYTTvQgCP5RmuZuOGhZlnry5In6/b4JN5ncCA19wMuyNAe3dBc9revaepSTxZwkN21Grq+vzelNVJeNAg5kHMY4t5Mk0XA4NEFBPBF/hJmhILQhIaPaC50Xbtq4+HPRCoUNzOFwUFEU9hkGkfqSN5zmZJlzv2wMuCYZA5Tx4UDnHZB1TvBitVpps9nYQBjOdzgctFqtrCUP98da6e/uN1s8a+nGge6rBWjjQj90AgYET/j5OBwO1qoGJ/pkMlHTNPpv/+2/6fr6+sf5gQ2CIAjMsCMLajqddsqZvTHK72yqsHxpNjrP+SRZEBkj1g8kQ4sxFPkeAVevswSYfWaWNzrRNsrBWY/v8Yl2eqPUn4vz+So5tJLj2av4/cppn1If1D+9Js+E+8EwZt3MJmnb1vYi/t55F7vd7qUSbF+e7zP2WAvPot/vdwzsfr/fySzk85T28z596TlOAb7/xRdfRCZbEATBj0hod2h3aPebTTjRgyD41rTt3YDO+XwuSZaBjtjyy5yBowwl8dHa9XptGdK0gGFAZVEUFo0lat3r9VRVlV0bkfU94RA0H3FH0Phv1oUYs9nwJV+c3wsbGe30Vqd/u888JwhAFrkvJZPu+pnjiEb8EXie73A41GQysc8kSWIbqdVqpaqqNJvNbD18llI83gMZ6v7cbEQkWSYBz4D7HY/HVhXApmo+n5tj3/e9o9SwKAoLahBA4VxZlun3v/+9lstlpxQvCIIg+PHwBrQkm+fhjWYqsGiP5oPBGJAYzwSu0VjfLxU9QWe59qtKzPkMGuy10a/NG6I+6Oy125d8+6w42rXRA9Yb6D5YjRHrz8m1Tvuk+lJuqt/Yu5xm0JG55vXcB++BHq8cC5zH3xdr8GX0fhA7gW4/mJxjfQ9c9iA4VjhXmqaWuBCZbEEQBD8Nod2h3aHdbx7hRA+C4DtDVvpgMNDTp081GAxMhOkdjjP8dDAmQ0EZLtq2rU289mVnOHYR8tP+akRk6TEudUV+t9upKAoTEdqcEA33EW+/EUD4fWsUHPgMUqXE6ng8doamtm1rbVj8wA82IqPRqDMFnc/Reob2J37zguDmea7NZmNlXgwSPT8/1/F4VFEU1lqGvvW+TxrnYSNDJJ/nmmWZptOpZrOZxuOxfW4ymVgbF99Ch/eKkEvSYrGwd+p79f3N3/yN9XEPQQ+CIPhpwAhEn8gu87qLlvuKKsqxKfn2GWv+d/qpkYzmgDee/awTzsE5TwO+vuTZZ5J5Y1VSp+QbJwFGONl0vgSekm3prs0az4L14njwpfKnRjEl1P777AlOh6kR8B6NRp1SfBwC6L4PgPPHP1/WQCUeM1T4DPuv06ozn9nGvTPAjmQH3svXX39tpfxBEATBT0Nod2h3aPebRTjRgyD4XhDZvry8tCioL/8aDodaLBYmAmVZ6urqSldXVxoMBlosFlosFnY+HMcIElHz0Whk10NkKF/z4oeoEC1mICrtX3D4MsmbP15w+UM/Nxz2RJ4RY5z2ZKUzgXwymdhzQLT9xoaMeV/2RbY69+eHe3pnelEUtnaezWKxUNu21mYHIT117J+W/SH4BBiGw6Hm87nm87kFAPb7vTn1fd9z1uWj4f5YSgrZAPzP//k/9ezZs3CeB0EQvCFQ9UU1kc+sIjDtM9MIIPM9fv9Ld8Y358EYxuAj8CvdZYFh6J9+FgMcffTzOrxxe5pJ5gPj3mD1BjO6LMmM8LquzbHAGk6NcJ915zPtvBPgtJ+rvz5OAP9Z336O+8Ro9w4H1sFz4915JwVGuH9W7I3QY++88CXrJBL48n72Ll999ZW1hAuCIAh+ekK7Q7tDu98MwokeBMGfRZ7n+vzzz9Xr9TSfz82BOpvNzHnNAMzlcqkkSXRxcaEnT55oNpuprmtz/tJ+hEGdbAYobUrT1DKnB4OBDe/0zney1vM813q9liSNRiPbeDBUE+HGGY/Q+fItSS9l0ydJYqV0COZgMLD79ZFvoumSrB0KX6N9jc8m8NPTcXofDgdVVWV92XCk0zaF1i0MPSEIIHV7tfnAAy1cmqbRaDSywa7j8dg2F7zH+Xxu98LnKH1jfcfjUZPJxN4RG4O6rvXhhx9qtVpFFnoQBMEbxOFw0Hq9tt/ZVHedGnV+tsh4PNZ0OrUqI2+se63xQ7X8oC7+/aoBaARpfYWUzzzzfVb5GyPTG+K+JJzPcw1/PGvhfjmfN8Ql2felOyOYALw/jy8h98/C/02w3FfYsfc4zdjjb1+lh45SwUZVHAkG3Kd3pvhzcH8+acBn8ZHJ1rY3A+Wjn2oQBMGbRWh3aHdo909PONGDIPizoWRot9vp/ffft+xxBK2qKuV5rl6vp7OzMz19+lTn5+eS7gTY9xIrikJJctdzm2grzvV+v28DSYk203eNwZmbzUaHw8F6t2+3W202m04mtqSOgOGkz/PcnOeTycQy6RF2HPtE5P0wTR/5Rugmk4lN9UZ8d7vdS0LuRZNjfUuX/X5va8OJzTBWP5CEDc1ut7MhrL7Ej1Y1CDk9z7kvMhqm0+lLUXcf0GBNPAOeD070//Af/oM+/vjjcJ4HQRC8gRAsprLJB4v5Pj1WCbj66jC04VRXMewx7tAzMsdOM6zQF1qu0f9UUqekWlLH0AYMX1/ujiaiW+gbxxMQJ0jMOb2x67/P+tinfNNn/LHewPZrQ6NJHPCf53s+wM4fAuHoOW3T/PfRaJwHPuCPwc2aaMHH86FM/5NPPtHV1dXr+JELgiAI/kxCu0O7Q7t/WsKJHgTBD8Z+v9fnn3+uX/ziF7q4uLBe33meq2kaLRYLPXz40DLWd7udTR6XbhzatCa5uLiwaPpgMFDTNOYEn0wm1hbFZ5DTxoR2KGSQF0WhzWZj/cwQOjLGJZmzmFI22s0MBgNVVdUpY0PgpG7EnGN8lN4PcaHMzQ8jkdQp0+JeyD5vmsbu309hl2QtchiairO8ae564JHl71uw+HI2nOU+mMA1Z7OZnZfhsd5Zz9f90BbK0Kqq0meffWYBkXCkB0EQvJnUda31eq3FYmEBUbLI2vam5RfBYoxenzlGC7DD4WAVTWgVpc4+k8tnWHEdzufLyWkXhmZyvM86w1D2Okc7MT53aoiflqy/qsQcvffOBu7X4x0Cfj/StnfD1P3+QLors6cSD0321+Kzp/sD70zwBjffx0DnHfqyeH//GOJ+L0CQfb1em1MlCIIgeDMJ7Q7tDu3+aQgnehAEPyi73U6ff/65xuOxZUvv93uNx2MtFgvNZjNJN21giqLQ8XjUaDSy1i70QadVCdHk3W6nqqqs7zaOcuku4k6PcYZ04gC/vr5WnucvlZIhPDh+iXovFgudn5/b8BAvqgiid4TvdrvOoBU+4zciiC6Ci0hKd9nw3L8vI5tMJpLuIvpsQMhmX6/X5hxH8Gn94tc8Ho81Go1MyP2wFia+E7RI09SyFigJpATNb6LozU62As9gOBzqP/7H/6jf/va3tq4gCILgzQVj3FdSYShSXSTJyrMxZgnyeo0goIumUP3kK7SkO82hogwjGyOaYDL40mgy5byWDodD2z/47LJXlXpL6qyT8/MHPccwPi3LltTRfHTRl1rzXLk/MvfQVW9gcyw9WH2GGcdxLfYRXP80k43APvuU04y50/6zfL/X6+kPf/iDnj9//sP8UAVBEASvldDu0O7Q7h+fcKIHQfCDs9vt9A//8A/q9/v62c9+ZlFwhHi/32u73epwOGg2m+n8/FzD4VCr1UqSzElO6xYcyPQPwwHse5uREY2IDQYDczJvt1sTc5zyONn5bxzLaZpqPp93ssc5J6JP5J1IuxdKxA+HPE5tn5nORiVJEnOAc79ci/tlo1JVlX2G6zNMlOfKeTiW700mE+uF50UXJ7rf2JC5MJ1OzfnvN1F+w0BPOL7Os/3qq6/0hz/8obOBCoIgCN5s6rrW5eWl6SDa5nujUrLNXJIsy6wPKmXMBGMxQk9bnGEEeh33xjx66Id1ob8+AO7XhZ76HqjoLvrmM+ZYozfCvZOAarfT0m//felO8/k6gWWO9SXz3CMDyU77sfpMNsrafd/X02d2Cp85zYrjGtynN/a5tzRNtd1udX19bc88CIIgePMJ7Q7tDu3+cQknehAErwUyxT/99FP9xV/8hS4uLkwEyRwfjUZaLBbWT3y325lgkuXMuUajkSaTiW0EiAj7KCznHwwGOhwOWq1Wlu1OVJ5It+9tzjmrqur0k8NRTFa3z4jHsd00jfVd96K93+/NEb3f762HGw50ItlEncuyNKczmQLT6VSSbLo63/cbE1rb+GACrWpwns9mMzuO90LmPn3lCST0ej1Np1NlWWbXZXiJz+SnPz1rIXI/GAz0t3/7t/rNb35jxwZBEARvBxijq9VKZ2dnZthhwGFYY/TydUCH0TYC1eiGN8QldYxwqppofeZLqdG509Jmrv+qr2Fworv82wfb+YxfP+s97UfK/sWvmaC2vzZ6yDX997lnvwfxz41ep/RMZd/gHQjsfXyGHZ/z9+qz2Px1vJMCgz7LMn399deRyRYEQfAWEtod2h38eIQTPQiC18rhcNBnn32msiw1n8/1s5/9zP7bDwctisIivNJdqVaWZRqNRhqPx+ZspiTtcDhYpjUtTnwfdnqF45yfTqfWM47INRndeZ6rqipz1NNTHKe5dCNUfA2h49q+lIshJExBPxwOtmnhevQs2263HVGU7nqSc08cj4BWVaXBYKDz8/NOSZl3ovsMdAabEgnf7XZarVaq69q+zgaHoaUMMaW9zmmEv6oqew7S3cbio48+0m9+8xvbkARBEARvH03TaL1em57M53PTXJ9hhcHsS64xDr0RznHonc+8wrBsmsY0zJdeUzV22vuUgDCVV74027d885l1vmSba/A51uEz4rgua0ML6RXrdQ5nAsF570xgTX5Am/8c6+L7/Dl1Avig7SjkAAAAL5tJREFUvqSOIc4eg7X5wWu8G56Lz/RL01RXV1d6/vx56HYQBMFbTGh3aHfw+gknehAEr53dbqcvvvjC2pO89957FmGmZUhVVda/+3g8WgsY/jRNo6IozNlOCRoRc4aXjkYjy9r2LVkmk4lms1mnrxmbgv1+r/V6bZF3nOaHw8HaziDaXrAplWM9XqgfPnxoA1v8VO+iKLReryXdRZXTNLVn44Wadfrp5gjodDq1Z+V7rNNGhv5yo9Go0wanLEtdXl5quVza8/FlfzjJi6JQVVWdQTX8TdY+mfh+Qvjvf/97ffLJJz/Jz1kQBEHww1HXtTabjRmDzDTBgPVGM/pwqicc5wPBkjrVU74UHG1FZ/3cDvTX9wdlZgf6yXGUk2Oc8hm0DD3ne/ztA+O+zZnfd/iMPG8o++fgz+k/4/vLnvY6xXnh/7B+9LssS3s+Prvv1JHhHQ38TbDft6jjHq+urnR9ff0j/4QFQRAEPzSh3aHdweslnOhBEPxo7HY7ffjhhzoej/r5z39ujuyyLCXJsqJx+vqSMwZpIry0S+n3+9rtdiqKwo6TpNFoZBnV9PhGqP008ePxqM1mY/3FD4eDRYurqtJms5Ekc4TzB/HjeM7Xtq0Wi4UNNeXf9FLfbrcqisIi2bSYIap/Wh7GtXHuk03AWpum6QQLfBY8xxGZr6pKz58/15dffqmyLC1DnT8IOdnvZKb7TYevAvCbjH6/rw8++ED/9b/+18hCD4IguEfUda3lcqmmuWlf5suhpbseo6ca6UuzfTmzL13mHBjRlEp7IxxDlz8Y1LQlI0jNOai4ktQxVKW77C+O93rFngNDlT2JvxYajS7780rqlJL7Z0Cm2mkJPM8XQ9w/Q99erigKbTYbM7JPe95yXdbItdFuX1Lus/DSNNVyudTnn38euh0EQXCPCO0O7Q5eD+FED4LgR+VwOOj3v/+9vvzyS/385z/X48ePVde1xuOxCS5OdMQVJzXCIsmyrOu6Vp7nyvPceqfjxEb0xuOxZYUj/AwFpV1LWZYmwGSVF0WhpmnM2UxpGGvZ7/eWsU0E+ezsTMPh0K7Btcnu3u12NtSFliv0YGvb1oao4iznWRC5pt8aLVXYqPh1I8x+4Gme53r27Jk+/fRTPX/+XIvFwlq9jMdjjUYju3ZZltbqRVInW+FVsGn64osvtFwuf4SfoiAIguDHpGkaXV9fa7vdaj6fazKZWBYaBqXvfYoB6oPDHEM2FlpHFhyGMMYqGVm+coy/MfB9n1OMTDLk2Ef47DVfru2r0hi05vvC+ow7HAPcrw9QYwT7cndvIPuSbQLe/BuHABov3Q0Lk2St1ZjxwpB2b4xzbe6bdRGI/yYDm/WRSBAEQRDcL0K7Q7uDH55wogdB8KNDz/KPP/5YZVnqV7/6lUajkTmJGf4pqeMYRtjSNLV+40VRmEAlSWKfRfAQYUQK57nvS+4dzz7iLknz+dwc4Ti7JVl5Fq1jdrudtU6p61rr9VpZlun8/FxJktgxw+FQi8XCBn0imJKsdQvtZHCis3nwpXH0fJ/P5/Y5SuN8vzQy/a+urvTpp59quVyq1+tpPp/bwFGc5QQU2NjQr55NiS/b84NdB4OB/vjHP+o//+f/HFnoQRAE9xSyuq6urnQ4HGwuB/rks7u8Ee4zvtA8NMtnxHkj3g/W8ga4723qjXy0z2em+XMCgXQ0jEHcp0byaDSSJDsmyzILap+e0zsHpLs+sKdGOPdd17UGg8FLpeNeO3FklGWp9Xpt1WG+yox9Etf2ewXO5417nxHIcavVSp999lnodhAEwT0ltDu0O/hhCSd6EAQ/CYjM559/bpnUjx8/NvGU9FLPNulu4CgOdLLAGd7JQA/Emc/RdgXn936/N0GldAwoGaOvuN8M+FI0+rMfj0cNh0NNJhNJsl7hFxcX1mqF9S0WC52fn1ubFBz2WZaZQ56yu8lkoiy7G4zKf9O2hfUTGPC901knjvFPP/1Uz549kySdnZ3p/Py8M9yVNjPeac7zBj90lOebJImKotAf//hHlWUZYh4EQXDPaZrG+q1S0UTAWuq2I0MrfB9RbwjTR/XUuPWtzTAyfVaZz5DznyF4joMAg9T3L8WYR+sIkOM8oJKN65NpR7Cfc9Gj1e8P2IeQNefX5YPPp0H7Vxnhx+NR6/VaeZ5Lkq0BQ5yKOD8EjWfI85dkjgDKzlnT4XDQarUyZ0gQBEFwfwntDu0OfhjCiR4EwU9K0zT6+OOP9Yc//EF/9Vd/pX/9r/+1JHUGVxKZJQpMdjXCThkZmdvSXQsSxAfnM9Fzjt3v95Luplwjbog518WxniSJZdJXVWXRZYQcQR2NRprNZp3hnbPZTBcXFxqNRi9tKoii7/d7a/PC1xHUuq4t+52se5+FThY55+Zenz9/rk8//VT7/V4XFxc6Pz/X2dmZ5vO5hsOhjsejDVBlw4Bznk1Ir9ezoSq8N8roLi8v9etf/7oj/EEQBMH9pW1bXV1dabVa6eLiQk+fPpWkzvArb0x7Q5jvYYBjOEt3BrsPXntj3A/Alu6C3hi3vqcomuT/pq0b+wM0jePROj8AbDAYaDwe29cwoH3pO1rug/g+qM1zkdQZvub7zp6WllMKTss7Pyycoersi7yBzTPGueEdFz7LrSgKffnllxH8DoIgeEcI7Q7tDv58wokeBMFPDuLzu9/9Tk3T6K//+q9tGIfPiGbgJaIznU6t17lvyYIo+oGbvn8aJVU+wu2d4b60DEeydDeMpCxLFUUh6a5HnHcgDwYDnZ2dmSO8aRpNp1M9ePDAJqSzZsT7eDxaj3Oc7xxHpjlta9I0tWuy4cFpTnnbbrezli9ffPGF1uu1Oc4Xi4Vlofd6PQsI8Jyluw2Lz8gn6MC7oG3N7373O1tHEARB8O7QNI0uLy/Vtq0eP35sQVyMQHSKnp+SbP6JNxg5FwFstJyALV/35c7SXZm5/zrH+2NOh6H58nPIsswGfWO4YoTTSs1XpPn7Yw9xOnCM+SWnQ8NYI5/nfATG67rWZrPptIrzPVXJZPOaLd3tp3yZPo4Lv2fY7Xa6vLyM4HcQBME7SGh3aHfw/QknehAEbwQI0gcffKD1eq3hcKj333+/U2JGGRlOatrAIPwI+263s8xwBI3o+XA4NCH05WLD4VDj8dg+Q1Y30XGflb7dbjvRY44jCj6dTjWbzUy46UE+nU47JVxk2jdNY61UZrOZptOpJFnmfFmWev78ua6vr01UEV+y2rlPytvattV2u9V2u1VVVRqPx3rw4IEWi4U50RmAmue5ifHhcDAn/Kta5NAihmDGfr/Xxx9/HGIeBEHwjtK2rZbLpXa7nXq9nhaLRacUnD8YugSXfcYZBqQvX0af0Vc/7IvP+JLu0/6ikizLDb3yn+c4rsngboxpH1z3Q9IwZv1AsNOKNLLUaDvnh5FJ3Yw2n3nGPgMjmzkxGOJksvlrc00MefYCp9l6PnOurmtdXV1F8DsIguAdJbQ7tDv4foQTPQiCNwZE98svv1SapqqqSv/yX/5LE9/BYKCLiwtNp1MNBgNz9J62bjkcDur3+50yLVqRIKI4xf3QEUmdwaO+51rbthaRfpUDnTVNJpNOP3OEnH5sOOi3260NG0mSm8Gjk8lE0+lUSZKoLEvleW6DYJ4/f24Z6KxxsVhYhJ77HI/HlqHPevv9vqbTqc7PzzWbzcxRz3UYSIojng1LkiSaTCY2yZwAxXa71Wq10m630z/8wz90NgNBEATBuweBW7LQnjx5Yt9DmzByfWWYdDc4C53nv9F19gC+jyn/fZo9hpHsDVuu5XUKIxyDtd/vd3qi+mwwjPDj8dgpKee6PtCMPpPFlue5GfuscTgcWlCadeAEQNNxXGCI+6Fk0l3pPWvwJeWSOkPU2Ouw/6jrWi9evIjgdxAEwTtOaHdod/DdCSd6EARvJE3T6Ouvv1aapvpX/+pfqd/v6+zszPqf53luUeIkSazErKqqjiAiRGSg0w6FIZ2+/IyoclVVKsuyM82b7Gui54ho27Yaj8fW8oRBLb4tDL3jiFBvNhutVivt93srZRsOh5rP53Zvm81G2+1W6/Vaz549U9M0mkwmJu7z+VxnZ2dKksQy73GWDwYDu/fxeKx+v2+Z8JPJRJPJRL1eT/v9Xnme22BWMuPZcBAI8AGHPM+1XC7t2OVyGWIeBEEQSOoa5E+ePDH9RTfRGx/8lmSBYLQVY9hnbvE1b6jzb0lW8o3mouu+DNxXoFHZRbAcvec+/DkILmPI8j0/LwSNZ05Jnudq29b2A1TSjUYjSTJj25eTE6TnHnwZOOtjLV6v2W80TfOSEU61XlmWdmwMAg+CIAggtDu0O/j2hBM9CII3FrLSm6bRP/2n/9Sc1Ov1WkVRdBzFaZqqLEvLCvctTwAx9v3EpbuSNUQQkUUAD4eDiqJQnufmxOdz/X7fnOhkkvseZr6UbL/fqygKXV9fa7PZWFR7sVhoNpup3++rqiptNhtdXV1pvV7r6upKh8PBSuwOh4NGo5EePnyoyWSioiiUJIlloA+HQ+12O0nSZDKxrAEyCfibYaJFUVjZmm/RwuR2NiU8g6urKy2XS+33e/32t7+1waxBEARBAJvNRm3b6uHDh2boUj3mM7jQNf5NZpvHZ72dlpFjMJ9mwFF+TXYZjgA+R2WXLwU/zZTDaMeYr6qqE3xnj0CGHlVsDPr2mWuUaRNk556plGP/Id1korEvYY38Tfs2niNODYxyjHpf9o4Rjsa/ePHCrhUEQRAEENod2h3844QTPQiCN5q2bfX111/r8vJSjx8/1j/7Z/9MZVlqv98rTVMTUBzHi8VCk8nEIsqIF6KFkPmBnJJMUOkPPhgMLHt9t9vZpsK3Nun1eua45vOUcxGpP41ybzYbbTYblWVp/dPn87kJ83q91uXlpS4vL3V1daXj8WgZ6k3TaDwe6+HDh1osFuao94M/iWxPp1P1+32VZWnRdj84laAAG4f1em2bpMPhoPl8LklW3ufXRqZ+RMODIAiCb4JA7XQ61aNHjzrt0DCWCWZT+eUD2b6/6quGekmy83CcL+NmCLZ0N4wMI3swGFgmm8+i47zegCa4zPBujGf2CLQ6IxhNOzg/gwUjfDgc2j14A5t7Yo9BVh73R/AejcY5wJBv9gPMYpFkxjmVdOxN2PcEQRAEwSmh3aHdwZ8mnOhBELzxUEr15Zdfarvd6le/+pWGw2GnB9t+v9doNNJisVDTNMrzXFVVaTabdUSbzGlEGofzeDxW0zSW4T6bzWzAJq1Xzs7OrJSLNi4cR9SbfmrH41Gj0ciy3mnDQiS81+vp7OxMZ2dn1lplu93qxYsX5kQnA51rTqdTPXjwQLPZTJKspzobgqa5GfpJVrqPpvvNCaVqRVFot9tpvV5rvV6raRqVZSlJms1mtjFhA3J1daXNZqNer6cPP/wwstCDIAiCP0nTNNpsNqahDOXC+CQgjab7AeKSOsO3/DkxWgkMY5z6YDZGKlos6aUepoAh61uwsXfwPUypUvNGOFVmZVmqKAozwrkmFWvck3dG8DyOx6MFvE97w7JOjGjuleHjfF5S57mxFyHDLk1TLZfLyGQLgiAI/iSh3aHdwTcTTvQgCN4KEOP1eq3f//73WiwWevLkiXq9nq6urqyNS5qm2m632m63lh1O7zWcwQg3UW4yuIui0GazsQzyuq613W5V17XOz891dnZmA0v7/b5ms5k58Yks+xI1hBghZ7r4YDDQbDbT2dmZsiwzEcd5vlwuVZalFouFxuOxpJvWLAxVZegqUXXax+z3e+t/jtNeuoviU3pHZBvH/dXVlZWK4YSXuoGG7Xar6+trSdLXX39t4h8EQRAE/xi73U7X19caDocdHZNkOk3Fls/e8oPBvPEu3bVmo+xbUqdsumkajUYjG+xNNRol2Og1mXBc79QQ53p8lvOh+0VRmCF+PB5faYRT/k75NgPLOD8l5r7VHHsXSR2HgO/xyr6DfQmf4xlwnCTlef5Sm7sgCIIg+CZCu0O7g5cJJ3oQBG8d2+1WeZ5ru93qyZMnSpLEHNJlWWqz2UiSZYk3TaOqqrTdbk18cWgTkc7zXKvVSrvdzrLZ1+u1ZYPTcgWxozUK56a1DGVso9HInNGUa0k3Du3RaGQOeBzZ19fXurq60mq1UlVVluUu3Yj/YrGwFi1VVdk1idqTHTCfz5Ukibbbrfb7vZW1sY48z1WWpW1cVquVtWWhnYuP/O92Oztut9vpo48+0ieffBJiHgRBEHwn/PCu6XQqSRqNRp0Ar6ROj1MC0L7HqR8ITr9TDGC0jIwyNB4jnGFgnBuDmL8pE5fusuakOwPd90DFyCVbzGek8RlK3Sl/55p+yBoVZTwjP6hNku1ZMMIJklPajXHPuSR1jqvrWldXV7q+vo5B4EEQBMF3IrQ7tDvoEk70IAjeStq21Xq9VlmW+uUvf2l9yIgmLxYLcyAXRWFlUH7oJyKHiDKVvK5rc8SfnZ3ZsFAc7zjMib77XmgMOvHRbgSfa/qBpQwPZdhoVVXq9/u2SaEPOsNTyVpHyDl/v9/XZDJRmqY2eLXf71sLF9ZaVZVF/cnYZ52SbO3crx9qkiSJlstlONCDIAiC7w0B27OzMzNImVviM8HQHzSW7DO0m9Job6ijb35OCfrmje5XlV1jiLMmSWbgSt0erlR0oanH47FjUKPLnI/MN29c4xxgP8FzwVkAZPNxHzgzuGdJtnbul8+g1zzHIAiCIPg+hHaHdgc3hBM9CIK3msPhoM8++0zPnz/Xr371K/V6PSsBk27EZ7lcWnb36WeJlCPKON1Ho5EuLi40m82UZZn1M0c4pbsIMg5sHOn8TSQcQTwcDibMVVVps9lY+xYmgkvSeDy2yDflZwQJiqKQJOvXTu91Ss6KotB6vZYkW6ck2ziQwU6vNV9yxrObzWY2UJXjer2e/vZv/1ar1er1vtAgCILg3kO1V57nOj8/fymTDO0hQ8xDX1IC4sBAL3qY+pZkZMBxbR8QxzgngwyD35eEYxzTr5Xgsjd2MajZJ2AY42iQZOegfyvH+Gw+NFnqZrJ5p4U36Hl2/p4pIU/TVM+ePbP9RRAEQRB8X0K7Q7uDcKIHQXAPIGP6gw8+0C9/+Us9evTIxG69XquqKivjkm6EqygKbbfbzlAU38v8wYMHmkwmHef1brfrnEOSfd5P8pbuBqn4kjbpJsJ+PB6V57m+/vprPX/+3DYJONl99B2RpuRNunGyI/79ft+i/4fDwbLZWTtUVfWSA56gAWvGgU7bGhzvkixrPoaaBEEQBD8EZF1dXl7q7OxMk8nEjE2CuD6zC53c7/dmfPJ130rNG8RkvHnjVlLH8D81fH0mm8+E43zb7daGkHE8xrzPLvNGsXTXB/ZVhjrGNnsAIADPOX0lmN+HsMfxwXueccwwCYIgCH4oQrtDu991wokeBMG9gF5qn376qdI0tWzu3W6nwWBgU7TbtjWHsh/mQdY37VuGw6E50PM8t95kbAoQfXqt+Yg3EWR6wFG+xeCRPM+1XC719ddfqyxLDQYDE0ofTaf8DId5r9ezoS51XXcc6JIswt62bSf63zSNtaxhDYgyjnQCAXyf0rS6rvXgwQP9j//xP7RcLn/8FxsEQRDca+q61mq16gwG80a4HyJG6bjPTPMGuC/p9lVmaKv/4weQYRDzPa6HruMEKMtSeZ5b6TYt1byzACMco9i3gPPazmdOjW0gCI/+nxrTp71gfes4WsF9+eWXKsvyx3iNQRAEwTtEaHdo97tKONGDILhX7HY7ffDBB+r3+/rFL36h6XRqIkd2NaKEc71pGg0GA11cXGgymUi6i5ozeATHOBFo3+ONsjSc171erzPAlAxwP0j08vLSHOtsLsbjsWW0E7HG6T8ajWywKA73055tTBmnlQ0RfErYcP4j0r6UrN/v26DU3W5n11gsFlqtVlqtVhEND4IgCF4LZLUxIHswGFhwGr3CWPUGepZl1s5MustGw4DFuPa9U/1xvvwbA9r3QeV6BMSLorD5KqyPFm6+H6skM6D9cDLfy5V1HA4HK2eX1HEM+GFmfq3+nthvsMdp25uh6QwhD4IgCILXQWh3aPe7SDjRgyC4d+C8/uyzz/Tee+9pMpl0ep9Ld/3CcSKfn59rsVh0SshwPjMEBOc4ZVevmsRNj/R+v28Oe5zl0k2P9tVqZY5xBpL4XnBsPBD6Xq+n+XxurWD4mhfyqqq0Wq1U17Wdwz8Lvo5Y4xD3Gwg2Gnmeq65rzWYzLZdL/eY3v4le6EEQBMFrp65rrddray3mjXHpLtsLQ3Q0GllLNoxQPoMOYmD7CjGMWd+f1Bv4GLV+UBpt1XzvV/YQGMO+yothZWi5N/aBfQbX9yXprNN/3Zec8yy4XzL9BoOByrLU8+fPrSVbEARBELwuQrtDu98lwokeBMG95XA46IsvvrD+4KPRqBP9zbJMg8FA4/FY0+m008uN7HWi2TjG/RARosQMBEHYcbDTS53r0Vc8z3P7GiJJC5kkSWzwCNeczWYajUa2OfAOe5z9q9VKeZ5rNptZaxsc+fv9vtNr/XQwC8ez3sPhoNFopMVioU8//VTr9brTLy4IgiAIXhdN02iz2ZhuUXGF9jFIDI08LYX2fUXRegLFHMv30DZKqtFIdJjPoZEY9JwDQ5uqL9bmjXCMaG/0s46qqrTf7zUYDCTJSuFZi+/XigZzDV+2jhHOnJb1eh1GeBAEQfCjEdod2v2uEE70IAjuNXVda7PZmHN7PB5LUqcHGxneVVVpt9uZsOEUHwwGJpJ8j6j2eDw2ESSyTcY7x0ynU0lSnudarVY6Ho/WxoVyMh8dJxo9GAw0nU5tYIsfSkI2edM0qqpK6/Vag8FA/X5fRVGYUHMfvV6vM6QEJ32WZdYGhvKxfr+vxWKhzz77TF988UU4z4MgCIIfFaqoJHVmf1CFRSCasmkfIEbjMMI5H0FnDFZvwGNwcz6qyiRZ4JwerlzD90bl2j5A74ekgV8jmWx8xvdW9cFu7zyQ7hwIvlUd+w+M8M1m8/pfUhAEQRA4QrtDu98FwokeBME7Qdu22mw2attW5+fnGgwGHSEvy1JFUVi/dBzblJv58jAc1zihGRYqydrGsIkgGl9Vla6urlQUhTnyTyd1+0Eo9FZnwKmPYvuM+SRJVFWVkiTRaDSysrXxeGxiz2aCqDmBgV6vZz3aGX4qSZPJRKPRSKvVKoaaBEEQBD8pBH9Ho5EZod5A9VVjGMeUab/KoMWQ971ayYBDi72xW5blS31PwZdq+96tPlPOH+sNfzScIPfpEDKcCOw//P1RZeZL39m3kHkXBEEQBD8Vod2h3feVcKIHQfDO0LatttutRZjH47GyLFNZluZgJlpNj/LJZGJTvYmOM6STnuYMHsVxjdAizDiqfbY4UXOEH0e3nz7uI/GSOuJL33J6qg+HQzVNY+1jaF1DVL8sS223W0l3Wfg8D5z+tHcZj8f64IMP9Mknn0QWehAEQfCTs9/vzbj1Jdh+IBdGMAPByEyT9JLhK6lTRi3dZZpxPHrrM8445rTPK5/hz+nXJXVKt1kPhjfl5twbEJiX9NLQcgxwrtfv93V5eanr6+vX8QqCIAiC4DsR2h3afR8JJ3oQBO8Ubdvq6upKq9VKjx490oMHD0zMRqOROcbplX48HrXZbMxRTZR4MBjYxO79ft+Z4u2j4XVdqygKaynDEBU2CJyXzHjatFD2dlrOxoTxqqo6ZWmSzLG+WCxsYyHdZAKs12sVRaHhcGjtYYqisN7pnOv8/FxXV1f68MMPOxH7IAiCIPgpIeA9mUw0Ho9No6jckmT9VqnY8lpMkJySa/qW+syzpmk639/tdmYgo5N8z/dsPR0+5o1pPzzMD/bmGIzz4XDYMeB9P1fui+N9/1Uy/cqy1HK5jOB3EARB8MYQ2h3afd8IJ3oQBO8cOKSfPXum/X6vx48fazweW3SZfmrH41Hb7day1yVZexOE93A4mHiSwY5Tm97pOLz9AFKc69JN+xTKuBgmMhqNrOUKayYjHic660jTVNvtVlVVaTqdWv92It7b7dZa2UynU2VZpqqqlOe5er2eBoOBCX1d17q8vOxE9YMgCILgTaBtWwsYT6dT02bf15Th3mTASeqUjGNM+6FnZMJxDTLl+Iy/vh84ToUYwXj2AP5cBM0xoIGWasfj0YLw4DPpuJbvperb0VF1VpZl6HYQBEHwxhHaHdp9nwgnehAE7yxt2+r6+tqcyxcXF53ea7vdzoZ00pYFYSc6jZOb//bRZhzoZKBzbunOGX92dma9zMkMJyOe3umIONf3E8xHo5G1d6EkjM8cDget12tbw2Aw0HA47Ij7dDq1DPjJZKLLy0t98cUXP+p7CIIgCILvAoFkWpCRGeaNXoxsDGU0GOOV40+rvk6NcM7tjXAGpqG1lHf7fYDPfKNs3TsBMLZp3+Y/4+eeUOZ+2kOVYD4DxWMgWRAEQfAmE9od2n0fCCd6EATvNDjSV6uViqLQgwcPOuVbaZpqMBjYMFHKtsg6l2QlY4jvfr+3jHH6nSPCPnp9fn6u2Wym4/GooijMYT8ajTSbzawEDVGmdzmbAiLx9DWfz+e2uTgej7q6ulJVVdaHfTQaSbpx4DdNo8ViodFopKqqlGWZ8jzXp59+apuFIAiCIHhTIVB9OBxsJglBZoxbDGvfJg2d9AO/+DdGPJlxXgspK6dSDCMc45zKLp/J5o1woGyckvXhcNhxJDBnxQ9ak2T3gROAQWv7/V7r9Tp0OwiCIHjjCe0O7X7bCSd6EASB7nqlV1Wl2Wxm0W16pG+3Wx2PR8sSx5HOJmAymShNU8teL4rCJoIzWGQ+n0u6cbqPx2PNZjO1bdtpzzIajazMzYssg0gQdo6l/Qz93dg4rFYrbTYbTadTG6CapqkNUJ3NZjaMtGka5Xmu3/3udxEND4IgCN4qqqrS8Xi0lmneeKV6i0wztJChZqel1vQ4pdRbkrVI4/jBYGCZbWS9eSMcRwBGOP1fMZTJgntVH1Y0ut/v29pYX13XNo+FYPd+v9fl5aXtM4IgCILgbSC0O7T7bSWc6EEQBI6yLLXf7zUYDPT06VMNh0NrszIej7VYLExs6StOprfPKCe6jbiTWb7b7ZSmqWWNk0VOuxWc9DjLq6rSbrczASfajiOfNjK9Xs8i3GVZarVaqdfraT6f2+aEISe9Xs9K6AgC5HmuPM+tZ3sQBEEQvC1gqGZZptlspizLdDgczHgm8I1RS2s22rNhhGN8U5GG3td1bTqdJEnnWCrTMP4JTvseqnyN46h0w2mQpqkOh4PtEVivpE5JOxVoBNB9Nl0QBEEQvE2EdgdvI+FED4IgOKGua5VlqRcvXujRo0dar9fq9/u6uLhQv99X27bmQPfZ6kVRaLvdWsY4A1KGw6GVqyVJotlspsFgoLIsTXQ5L1njh8PB2sKQaS6pI9J+o+Cd6ldXVzoej7q4uDAxpz0N1yBDnl7sn3zyiUXcgyAIguBtg/Lvoig0mUxML8fjcafVGT1XMZzRW591Rkk2bdokWSYZfVd92TmZZxjN6K0vP/fHo+tk2LGvaJqmUz2Gzksyg91fg7kuQRAEQfA2EtodvG2EEz0IguAb2G63KstSo9FIFxcXmkwmNnC0qirL/iYrfbPZdCLhlGjR6qVtWw0GA/V6PRVFoTzPLTJdVZX6/b45t7kGmeZe/OnBRgY7DvQkSZTnuQ6Hg87OzjSdTk3gOSdZ6NJd9H+1WkU5WRAEQXAvIECM3vX7fcsuo02az2zz1V6+ZRrGNT1WyTgjE01Sp/8pBjKZZn4YGoY318QoZw9Ay7bhcKh+v2+f9ZlsfnA4hjtrDYIgCIK3mdDu4G0hnOhBEAR/grqulee5nj9/ruFwKEnm/B6NRtazPM/zzgRx34+Nid+Ulu12O+V5rjRNbbAn0fD9fm991Wjb4nvAEX0vy9JK3dgs7HY7lWWp4XCo6XRqkXCGnaRpqsVioX6/b5uJL7/8Up999llkoQdBEAT3BvqeFkXR6bHqy6p91hkGN1qIce2Ndo4nE46Sb4xwdJrSbz8YDcPdZ7lRYYaDgN6srIXPJ0liAXuy2zabTQwkC4IgCO4Vod3B20A40YMgCL4F2+1Wf/zjH7VYLDo9xXGgH49Hi0AzmCRJEvX7fY1GI00mE+uJXpalJNk52rbVaDSSJG02GxNq2sQwAIWs8rIsdTgc7HqnfeJo10KvNfqek53uI+Rff/11ONCDIAiCe8l+v9dqtTJDlowwjGqyzhgOhiZjsKOzHC/JDPu2be2/d7udZZmd9lflnL73K9fDsGa/wB5CuqsWG41GL2Wy5XkeRngQBEFwLwntDt5kwokeBEHwLSmKQvv9XqPRyPqbrddrK+PCEU6bFfq5zWYzDYdDHY9Hm0TOOXCOJ0misiytBzplbJI6g0dwltMaJkmSjpD7IadE16uq0mw209nZmQ0ePR6P+vTTT+1cQRAEQXAfYZAYuk3lFqXeGM5UkGEUU0lGOTlZahjLp71aqSjzQ8U4n++PytfIWKM83FePcc3BYGBOBNawWq2iFDwIgiC414R2B28q4UQPgiD4DhyPR223W3Omk/k9m82s5xoCOxgMNJ1ONRgMJHV7vXkHuCTrgd62rTnke73eS0LORG/6p/sIvC9box0Mg0dxoHOdDz/8UM+fP48s9CAIguDew5wSDHLKur0W+3LwU4Oadm3oLMFngtXSTZabN9SlrsGN8Y4BD1SukfHm+7DS0o3rLJdLFUURwe8gCILg3hPaHbyJhBM9CILge4CT+tGjR7q4uLB+5mSN9/t9TadTywo/HA4WPccBTi+1w+FgQ0aIXBNdl2R91iVZCRsZ59KdA53Nwn6/t0Gh/X5fZ2dnGo/H1nomz3Ot1+twoAdBEATvFPQ9nUwmGo/Hpp3oYZqmGgwGyrKsk1Um6RszzjCa+T4Q5JbuSrk5ju8T+CbbjcA5M1MIprO/8IPUgiAIguBdILQ7eJMIJ3oQBMH3pGkaXV1d6ezsTFK3/Gs4HGo4HHai04fDwaLTHO8Flkg5JWtEvRlu4jcQk8nEIvBZllmbl91uZ+ciA302m+lwOGiz2Wi1WunTTz9VVVU/2XMLgiAIgp8KZoswLNwHlHu9ns0fwXimN6rvl+pni6DXp5VhHMcfBoGzBl8qzj6Bz45GIw0GAzVNo91up91up9VqZU6BIAiCIHiXCO0O3hTCiR4EQfBncDgc9PHHHyvLMj18+NAc5IgtoumndCPsXoAldaLkWZaZCBMxPxwOGg6Hmk6n5lxH7OmnTruYyWSi0Wik2Wymtm21Xq9tOOp2u/1pHlYQBEEQvAEQBGd2CUY22WgY5/zd6/U6RrUvIfdl3wTD/bEMJOv3+2Z8U2HG4HBKzqlUGwwGattWu93OBqxRYRYEQRAE7yKh3cGbQPqPHxIEQRD8Kcgmf/bsmTabjYlwXdedTHRKu8hYZ2I4AoywM1WcsjGGgyZJoslkol6vp/1+b5HysiyV57m1g5nNZppMJppOp0qSRKvVSqvVSpeXl5GBHgRBEASS6XSe59rv92aEU3KNxqLPfN0b4qdGuM9qIwDOsDP6o3L84XCwFm0Ezn3GG1lsDAMPgiAIgned0O7gpyYy0YMgCH4g6rrWcrnUbrfTcDjUo0ePOuVkRKLH47G1d8GhTlTcDxWVZCJMFnuSJCrLUnVdq9/va7fb2aCS4XCo8XhsPeEkabvdar1ea7lcarlcxlTwIAiCIHAQjD4ej1bJ5XuXopv9fr/TWo3PSjdZcAwmk2TVY37ot+/BShC9bVsbasZxkqw9G1Vm0Us1CIIgCO4I7Q5+KsKJHgRB8APSNI02m42KolCv19P5+bllnx+PR43HY8ss99FphpaMRiMT46qqlOe5mqbReDzuONBp9VJVldq2tR5sw+HQIuh1XasoCpVlqe12Gw70IAiCIHgFbdt25pOMRqNOX9Ver9cZRuah5yqZbBjhGNlJkti/qVRD/zHAKTnnmpSK7/f7MMKDIAiC4BWEdgc/BeFED4IgeA3Uda1nz55pt9uZ43wymShNUxVFof1+b45upnwPBgMNBgNr17Jer3U4HMyBXlVVZ0PAv8k8T9NUu93OouWI+Xq9jjYuQRAEQfCP0Lat8jzX8XhUv99X0zTWD5XqMYxlMs+yLDMNrutau93OqsUk2XBweqnybwLmGO/+GM4TpeBBEARB8KcJ7Q5+TMKJHgRB8JpomkbX19dar9eazWaazWbmQGeoqCRzeA+HQ8sw32631hYGx/vxeNRoNDJnuc9Il2SDTNI0tdYv6/Vaq9UqouFBEARB8C1o21ZVVWm321lwGyOcnqiSzBAnI42MOErLMd4JfnuDm+Olbv9V38otgt9BEARB8O0I7Q5+LMKJHgRB8BohKr1er9U0jYbDYcd5Tu/y0Wik8XisNE2V57m22631WtvtdjocDja4hPYwWZZZydhwOLTMcxzodV1bu5cgCIIgCL49BKYp7SZg7QeQodPMPWHIWZqmnT6qWZZ1suAIpLMHqOvajHBfMh4EQRAEwbcntDt43YQTPQiC4EegbVttNhtVVaVer2cRcgR6MBhIkvI8N4f7YDAwh/lgMNBoNDKBRrwZVirJ+rYNBgO1batnz55pu93+JPcbBEEQBPcBMtTSNLUyboxxr8UY7d7oPu2ZigHvZ5T4wLp0sw/w2h4EQRAEwXcjtDt4XYQTPQiC4EfkcDjocDhIkhaLRSd6nee5TRmnD7okDYdDE3ImhlNahsgfj0fru962rb766itdX1//VLcZBEEQBPeGpmksm402a5JMlyn9ppcqRjrHYYSTyYYxz3n7/b7tA6IUPAiCIAj+fEK7g9dB+lMvIAiC4F2kLEttNhsT491up+12a+VkvV5P/X5fk8lEs9nMWrdQTsYxvo1Lr9fTeDxWWZZarVY/9S0GQRAEwb2CFmoY1XVda7/f25BwMt76/b4Gg4EZ274XK/ot3RjoaZqq3+/reDyGER4EQRAEPzCh3cEPSWSiB0EQ/ERcX1/rcDh0erQh4MPhUKPRSFmW6XA42KRvWr/Q422329mmYDKZ6HA4aLlcRh/0IAiCIHgNVFVlhjfaTfYa1WFkrdFb1We3MSuFUnBmnZRl+VPeVhAEQRDcW0K7gx+KcKIHQRD8hOR5LunGeT6bzTQcDjUejzUej02cq6oyB3q/31e/31eSJOZAT9PUBpZ+9dVXEQ0PgiAIgtcIbdmSJLHANhVkGNunRrgfRIYhT6u27XYbA8mCIAiC4DUS2h38EEQ7lyAIgjcAItk4xOnNdjoUhWj44XAwB3q/31eWZTYcJQiCIAiC1w8GN0Y1fVTruu70T/U9VX35eJqmqus6jPAgCIIg+JEI7Q7+HMKJHgRB8Iaw3+91fX1tfdv4u23bznTw4/Fok8T5s91u9ezZs2jjEgRBEAQ/IlSMYWTzN3rMLBNKxNFt6Ub3qUgLgiAIguDHIbQ7+L4k7bf0uNA3KAiCIHi9ZFmm8Xisn/3sZ5JuergdDgcNBgMNBgPt93sdDgcrKzsej9psNjZ9PLhf/DmBkdDuIAiCH4ckSdTv9zWbzSTJSsKpIkOzCYo3TWOB8uD+EdodBEHw5hPaHXi+zXsNJ3oQBMEbyng81tnZmfb7vTnWEW6c6MfjUWVZhpDfY8IQD4IgeHvo9XoajUZW+t3v9zsDyTDE6c0a3E9Cu4MgCN4eQrsDKZzoQRAEbz30Qp/NZsqyzKLjiPnhcAgxv+eEIR4EQfB2QR/VwWCgNE3VNI0Z4NJd39Xg/hLaHQRB8HYR2h2EEz0IguCekGWZDRClP9tut1Nd1z/10oLXTBjiQRAEbydJkphuJ0liw8yieuz+E9odBEHwdhLa/e7ybd5xDBYNgiB4C6jrWrvdTtJNdvp+vw8HehAEQRC8wWB4SzdGuR9aFgRBEATBm0dod/CniEz0IAiCt4g0vYl9RinZu0NkswVBELzd8Ls4jPB3h9DuIAiCt5vQ7nePH7SdSxAEQRAEQRAEQRAEQRAEQRC8a0Q7lyAIgiAIgiAIgiAIgiAIgiD4BsKJHgRBEARBEARBEARBEARBEATfQDjRgyAIgiAIgiAIgiAIgiAIguAbCCd6EARBEARBEARBEARBEARBEHwD4UQPgiAIgiAIgiAIgiAIgiAIgm8gnOhBEARBEARBEARBEARBEARB8A2EEz0IgiAIgiAIgiAIgiAIgiAIvoFwogdBEARBEARBEARBEARBEATBNxBO9CAIgiAIgiAIgiAIgiAIgiD4Bv7/VmKCrCrOSgkAAAAASUVORK5CYII=",
+      "text/plain": [
+       "<Figure size 1500x500 with 3 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Text features:  ['other', 'other']\n",
+      "Array shape:  (2, 1024, 1024)\n"
+     ]
+    }
+   ],
+   "source": [
+    "image_path = \"./examples/patient0500_2CH_half_sequence.nii.gz\"\n",
+    "text_prompt = \"left ventricle & left atrium\"\n",
+    "slide_idx = 0\n",
+    "image, masks, text_features = run_inference(\n",
+    "    inference_config,\n",
+    "    image_path,\n",
+    "    text_prompt,\n",
+    "    is_CT=False,\n",
+    "    slice_idx=slide_idx,\n",
+    "    site=None,\n",
+    "    HW_index=(0, 1),\n",
+    ")\n",
+    "# Print output type of masks\n",
+    "print(\"Text features: \", text_features)\n",
+    "print(\"Array shape: \", masks.shape)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 3.6 Histopathological Analysis and Cell Phenotyping of Neoplastic, Inflammatory, and Connective Tissue Cells"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "In this example we are submitting a single image representing a portion of a digital pathology H&E slide."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 2000x500 with 4 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Text features:  ['other', 'other', 'other']\n"
+     ]
+    }
+   ],
+   "source": [
+    "image_path = \"./examples/pathology_breast_1.png\"\n",
+    "text_prompt = \"neoplastic cells & inflammatory cells & connective tissue cells\"\n",
+    "\n",
+    "image, masks, text_features = run_inference(inference_config, image_path, text_prompt)\n",
+    "\n",
+    "print(\"Text features: \", text_features)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 3.7 Perform Single Cell Analysis\n",
+    "The example below shows how to process MedImageParse output to visualize individual cells by appearance and classification using the output from the previous query."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "MaskImageFilter (0x7ffdf8184c50): Support for pixel type 32-bit unsigned integer for the MaskImage input has been deprecated and will be removed in future versions. Implicitly casting input to support 'sitkUInt8' type. MaskImageFilter (0x7ffdf8184c50): Support for pixel type 32-bit unsigned integer for the MaskImage input has been deprecated and will be removed in future versions. Implicitly casting input to support 'sitkUInt8' type. MaskImageFilter (0x7ffdf8184c50): Support for pixel type 32-bit unsigned integer for the MaskImage input has been deprecated and will be removed in future versions. Implicitly casting input to support 'sitkUInt8' type. "
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x500 with 4 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "from processing_utils import plot_instance_segmentation_masks\n",
+    "\n",
+    "plot_instance_segmentation_masks(image, masks, text_prompt)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 3.8 Radiological Analysis of Left Lung, Right Lung, and COVID-19 Infection"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The following example shows how the model can leverage its training data that contained a dataset of COVID patients to segment lung pathologies typical of a COVID infection"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 2000x500 with 4 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "image_path = \"./examples/covid_1585.png\"\n",
+    "text_prompt = \"left lung & right lung & COVID-19 infection\"\n",
+    "\n",
+    "image, masks, _ = run_inference(inference_config, image_path, text_prompt)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 3.9 Ophthalmological Analysis of Optic Disc and Optic Cup"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The image below is a photograph of a retina obtained using fundus camera. MedImageParse successfully segments portions of the anatomy in the image."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1500x500 with 3 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Text features:  ['other', 'eye anatomies']\n"
+     ]
+    }
+   ],
+   "source": [
+    "image_path = \"./examples/T0011.jpg\"\n",
+    "text_prompt = \"optic disc & optic cup\"\n",
+    "image, masks, text_features = run_inference(inference_config, image_path, text_prompt)\n",
+    "\n",
+    "print(\"Text features: \", text_features)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 3.10 Endoscopic Analysis of Polyp"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The image below is a frame from colonoscopy video with a large colon polyp."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x500 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Text features:  ['other lesion']\n"
+     ]
+    }
+   ],
+   "source": [
+    "image_path = \"./examples/C3_EndoCV2021_00462.jpg\"\n",
+    "text_prompt = \"polyp\"\n",
+    "image, masks, text_features = run_inference(inference_config, image_path, text_prompt)\n",
+    "\n",
+    "print(\"Text features: \", text_features)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 3.11 Dermatological Analysis of Skin Lesion"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The image used in the following example is a high-resolution dermoscopic image that is resized to send it to MedImageParse model."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x500 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Text features:  ['other lesion']\n"
+     ]
+    }
+   ],
+   "source": [
+    "image_path = \"./examples/ISIC_0015551.jpg\"\n",
+    "text_prompt = \"skin lesion\"\n",
+    "image, masks, text_features = run_inference(inference_config, image_path, text_prompt)\n",
+    "\n",
+    "print(\"Text features: \", text_features)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## 3.12 Ophthalmological Analysis of Edema using OCT"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The following image is a slice from an OCT scan, a type of eye exam used to evaluate the health of the retina. Note how MedImageParse is able to identify and segment a pathology in the scan."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x500 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Text features:  ['fluid disturbance']\n"
+     ]
+    }
+   ],
+   "source": [
+    "image_path = \"./examples/144DME_as_F.jpeg\"\n",
+    "text_prompt = \"edema\"\n",
+    "image, masks, text_features = run_inference(inference_config, image_path, text_prompt)\n",
+    "\n",
+    "print(\"Text features: \", text_features)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# 4. References\n",
+    "\n",
+    "For further details see:\n",
+    "\n",
+    " - [BiomedParse OSS Github project](https://microsoft.github.io/BiomedParse/)\n",
+    "\n",
+    " - [BiomedParse Paper](https://arxiv.org/abs/2405.12971)"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernel_info": {
+   "name": "biomedparse"
+  },
+  "kernelspec": {
+   "display_name": "azureml_py310_sdkv2",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.10.14"
+  },
+  "microsoft": {
+   "host": {
+    "AzureML": {
+     "notebookHasBeenCompleted": true
+    }
+   },
+   "ms_spell_check": {
+    "ms_spell_check_language": "en"
+   }
+  },
+  "nteract": {
+   "version": "nteract-front-end@1.0.0"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageparse/sematic-segmentation-demo/processing_utils.py b/sdk/python/foundation-models/healthcare-ai/medimageparse/sematic-segmentation-demo/processing_utils.py
new file mode 100644
index 00000000000..094819b8610
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/medimageparse/sematic-segmentation-demo/processing_utils.py
@@ -0,0 +1,495 @@
+import numpy as np
+import matplotlib.pyplot as plt
+import pydicom
+import nibabel as nib
+import SimpleITK as sitk
+from io import BytesIO
+from PIL import Image
+from skimage import transform, measure
+import urllib.request
+import json
+import base64
+import cv2
+
+
+"""
+    This script contains utility functions for reading and processing different imaging modalities.
+"""
+CT_WINDOWS = {
+    "abdomen": [-150, 250],
+    "lung": [-1000, 1000],
+    "pelvis": [-55, 200],
+    "liver": [-25, 230],
+    "colon": [-68, 187],
+    "pancreas": [-100, 200],
+}
+
+
+def process_intensity_image(image_data, is_CT, site=None):
+    # process intensity-based image. If CT, apply site specific windowing
+
+    # image_data: 2D numpy array of shape (H, W)
+
+    # return: 3-channel numpy array of shape (H, W, 3) as model input
+
+    if is_CT:
+        # process image with windowing
+        if site and site in CT_WINDOWS:
+            window = CT_WINDOWS[site]
+        else:
+            raise ValueError(f"Please choose CT site from {CT_WINDOWS.keys()}")
+        lower_bound, upper_bound = window
+    else:
+        # process image with intensity range 0.5-99.5 percentile
+        lower_bound, upper_bound = np.percentile(
+            image_data[image_data > 0], 0.5
+        ), np.percentile(image_data[image_data > 0], 99.5)
+
+    image_data_pre = np.clip(image_data, lower_bound, upper_bound)
+    image_data_pre = (
+        (image_data_pre - image_data_pre.min())
+        / (image_data_pre.max() - image_data_pre.min())
+        * 255.0
+    )
+
+    # pad to square with equal padding on both sides
+    shape = image_data_pre.shape
+    if shape[0] > shape[1]:
+        pad = (shape[0] - shape[1]) // 2
+        pad_width = ((0, 0), (pad, pad))
+    elif shape[0] < shape[1]:
+        pad = (shape[1] - shape[0]) // 2
+        pad_width = ((pad, pad), (0, 0))
+    else:
+        pad_width = None
+
+    if pad_width is not None:
+        image_data_pre = np.pad(
+            image_data_pre, pad_width, "constant", constant_values=0
+        )
+
+    # Important: resize image to 1024x1024
+    image_size = 1024
+    resize_image = transform.resize(
+        image_data_pre,
+        (image_size, image_size),
+        order=3,
+        mode="constant",
+        preserve_range=True,
+        anti_aliasing=True,
+    )
+
+    # convert to 3-channel image
+    resize_image = np.stack([resize_image] * 3, axis=-1)
+
+    return resize_image.astype(np.uint8)
+
+
+def read_dicom(image_path, is_CT, site=None):
+    # read dicom file and return pixel data
+
+    # dicom_file: str, path to dicom file
+    # is_CT: bool, whether image is CT or not
+    # site: str, one of CT_WINDOWS.keys()
+    # return: 2D numpy array of shape (H, W)
+
+    ds = pydicom.dcmread(image_path)
+    image_array = ds.pixel_array * ds.RescaleSlope + ds.RescaleIntercept
+
+    image_array = process_intensity_image(image_array, is_CT, site)
+    # Step 1: Convert NumPy array to an image
+    image = Image.fromarray(image_array)
+
+    # Step 2: Save image to a BytesIO buffer
+    buffer = BytesIO()
+    image.save(buffer, format="PNG")  # or "JPEG", depending on your preference
+    buffer.seek(0)
+
+    return buffer
+
+
+def read_nifti(
+    image_path, is_CT, slice_idx, site=None, HW_index=(0, 1), channel_idx=None
+):
+    # read nifti file and return pixel data
+
+    # image_path: str, path to nifti file
+    # is_CT: bool, whether image is CT or not
+    # slice_idx: int, slice index to read
+    # site: str, one of CT_WINDOWS.keys()
+    # HW_index: tuple, index of height and width in the image shape
+    # return: 2D numpy array of shape (H, W)
+
+    nii = nib.load(image_path)
+    image_array = nii.get_fdata()
+
+    if HW_index != (0, 1):
+        image_array = np.moveaxis(image_array, HW_index, (0, 1))
+
+    # get slice
+    if channel_idx is None:
+        image_array = image_array[:, :, slice_idx]
+    else:
+        image_array = image_array[:, :, slice_idx, channel_idx]
+
+    image_array = process_intensity_image(image_array, is_CT, site)
+    # Step 1: Convert NumPy array to an image
+    image = Image.fromarray(image_array)
+
+    # Step 2: Save image to a BytesIO buffer
+    buffer = BytesIO()
+    image.save(buffer, format="PNG")  # or "JPEG", depending on your preference
+    buffer.seek(0)
+
+    return buffer
+
+
+def read_rgb(image_path):
+    # read RGB image and return resized pixel data
+
+    # image_path: str, path to RGB image
+    # return: BytesIO buffer
+
+    # read image into numpy array
+    image = Image.open(image_path)
+    image = np.array(image)
+    if len(image.shape) == 2:
+        image = np.stack([image] * 3, axis=-1)
+    elif image.shape[2] == 4:
+        image = image[:, :, :3]
+
+    # pad to square with equal padding on both sides
+    shape = image.shape
+    if shape[0] > shape[1]:
+        pad = (shape[0] - shape[1]) // 2
+        pad_width = ((0, 0), (pad, pad), (0, 0))
+    elif shape[0] < shape[1]:
+        pad = (shape[1] - shape[0]) // 2
+        pad_width = ((pad, pad), (0, 0), (0, 0))
+    else:
+        pad_width = None
+
+    if pad_width is not None:
+        image = np.pad(image, pad_width, "constant", constant_values=0)
+
+    # resize image to 1024x1024 for each channel
+    image_size = 1024
+    resize_image = np.zeros((image_size, image_size, 3), dtype=np.uint8)
+    for i in range(3):
+        resize_image[:, :, i] = transform.resize(
+            image[:, :, i],
+            (image_size, image_size),
+            order=3,
+            mode="constant",
+            preserve_range=True,
+            anti_aliasing=True,
+        )
+
+    # Step 1: Convert NumPy array to an image
+    resize_image = Image.fromarray(resize_image)
+
+    # Step 2: Save image to a BytesIO buffer
+    buffer = BytesIO()
+    resize_image.save(buffer, format="PNG")  # or "JPEG", depending on your preference
+    buffer.seek(0)
+
+    return buffer
+
+
+def get_instances(mask):
+    # get intances from binary mask
+    seg = sitk.GetImageFromArray(mask)
+    filled = sitk.BinaryFillhole(seg)
+    d = sitk.SignedMaurerDistanceMap(
+        filled, insideIsPositive=False, squaredDistance=False, useImageSpacing=False
+    )
+
+    ws = sitk.MorphologicalWatershed(d, markWatershedLine=False, level=1)
+    ws = sitk.Mask(ws, sitk.Cast(seg, ws.GetPixelID()))
+    ins_mask = sitk.GetArrayFromImage(ws)
+
+    # filter out instances with small area outliers
+    props = measure.regionprops_table(ins_mask, properties=("label", "area"))
+    mean_area = np.mean(props["area"])
+    std_area = np.std(props["area"])
+
+    threshold = mean_area - 2 * std_area - 1
+    ins_mask_filtered = ins_mask.copy()
+    for i, area in zip(props["label"], props["area"]):
+        if area < threshold:
+            ins_mask_filtered[ins_mask == i] = 0
+
+    return ins_mask_filtered
+
+
+def read_image(image_path):
+    """Read image pixel data from a file path.
+    Return image pixel data as an array.
+    """
+    with open(image_path, "rb") as f:
+        return f.read()
+
+
+def decode_json_to_array(json_encoded):
+    """Decode an image pixel data array in JSON.
+    Return image pixel data as an array.
+    """
+    # Parse the JSON string
+    array_metadata = json.loads(json_encoded)
+    # Extract Base64 string, shape, and dtype
+    base64_encoded = array_metadata["data"]
+    shape = tuple(array_metadata["shape"])
+    dtype = np.dtype(array_metadata["dtype"])
+    # Decode Base64 to byte string
+    array_bytes = base64.b64decode(base64_encoded)
+    # Convert byte string back to NumPy array and reshape
+    array = np.frombuffer(array_bytes, dtype=dtype).reshape(shape)
+    return array
+
+
+def plot_segmentation_masks(
+    original_image, segmentation_masks, text_prompt=None, aspect_ratio="auto"
+):
+    """
+    Plot a list of segmentation masks over an image with a controllable aspect ratio.
+
+    Parameters:
+    - original_image: numpy array
+        The original image to be displayed as the background.
+        It should be a 2D (grayscale) or 3D (RGB) array.
+    - segmentation_masks: list of numpy arrays
+        A list where each element is a segmentation mask corresponding to the original image.
+        Each mask should be a 2D array with the same spatial dimensions as the original image.
+    - text_prompt: string, optional
+        A string containing mask names separated by '&'.
+        If provided, these names will be used as titles for the masks.
+        Example: 'Cell Nuclei & Cytoplasm & Background'
+    - aspect_ratio: float or string, optional
+        The aspect ratio for each subplot. Can be a numeric value, 'auto', or 'equal'.
+        - If 'equal', each subplot will have equal aspect ratio (no distortion).
+        - If 'auto' (default), the aspect ratio is determined automatically.
+        - If a numeric value is provided, it sets the aspect ratio as y/x.
+          For example, aspect_ratio=1 makes y-axis equal to x-axis.
+
+    The function displays the original image alongside each segmentation mask overlaid in red.
+    """
+    # Ensure the image has at least 3 channels (RGB)
+    if original_image.ndim == 2:
+        # Convert grayscale to RGB by stacking the 2D array into three channels
+        original_image = np.stack((original_image,) * 3, axis=-1)
+    elif original_image.shape[2] > 3:
+        # If more than 3 channels, take the first three
+        original_image = original_image[:, :, :3]
+
+    num_masks = len(segmentation_masks)
+
+    # Create subplots: one for the original image and one for each mask
+    fig, ax = plt.subplots(1, num_masks + 1, figsize=(5 * (num_masks + 1), 5))
+
+    # If there's only one subplot, wrap it in a list for consistency
+    if num_masks == 0:
+        ax = [ax]
+    elif num_masks == 1:
+        ax = [ax[0], ax[1]]
+
+    # Display the original image
+    ax[0].imshow(original_image)
+    ax[0].set_title("Original Image")
+    ax[0].set_aspect(aspect_ratio)
+
+    # Remove axes for all subplots
+    for a in ax:
+        a.axis("off")
+
+    # Generate mask names
+    if text_prompt:
+        # Split the text prompt into mask names
+        mask_names = [name.strip() for name in text_prompt.split("&")]
+        # Check if the number of names matches the number of masks
+        if len(mask_names) != num_masks:
+            print(
+                "Warning: Number of mask names does not match number of masks. Using default names."
+            )
+            mask_names = [f"Mask {i+1}" for i in range(num_masks)]
+    else:
+        # Default mask names if no text prompt is provided
+        mask_names = [f"Mask {i+1}" for i in range(num_masks)]
+
+    # Overlay each mask on the original image
+    for i, mask in enumerate(segmentation_masks):
+        # Set the title for the subplot
+        ax[i + 1].set_title(mask_names[i])
+
+        # Create an overlay with the same dimensions as the original image
+        overlay = np.zeros_like(original_image, dtype=np.uint8)
+
+        # Define the mask threshold (assumes masks are in the range [0, 255])
+        threshold = 128
+
+        # Set the red channel where the mask is greater than the threshold
+        overlay[mask > threshold, 0] = 255  # Red channel
+
+        # Display the original image
+        ax[i + 1].imshow(original_image)
+
+        # Overlay the mask with transparency
+        ax[i + 1].imshow(overlay, alpha=0.5)
+
+        # Set the aspect ratio for each subplot
+        ax[i + 1].set_aspect(aspect_ratio)
+
+    plt.tight_layout()
+    plt.show()
+
+
+# Combined inference function to handle both NIFTI and RGB inputs
+def run_inference(
+    inference_config,
+    file_path,
+    text_prompt,
+    is_CT=False,
+    slice_idx=None,
+    site=None,
+    HW_index=(0, 1),
+    channel_idx=None,
+):
+    """
+    Runs inference on the provided image and text input using the specified configuration.
+
+    Parameters:
+    - inference_config: dict with endpoint URL, API key, and model deployment info.
+    - file_path: str, path to the image file.
+    - text_prompt: str, text prompt for the model input.
+    - is_CT: bool, True if the image is a CT scan (only used for NIFTI).
+    - slice_idx: int, slice index for NIFTI images.
+    - site: Optional, additional parameter for NIFTI images.
+    - HW_index: tuple, used for indexing height and width of NIFTI images.
+    - channel_idx: Optional, channel index for NIFTI images.
+
+    Returns:
+    - sample_image_arr: np.ndarray, the original image as an array.
+    - image_features: np.ndarray, the decoded image features.
+    """
+
+    # Get file extension from file_path
+    if file_path.lower().endswith(".nii.gz"):
+        file_extension = "nii.gz"
+    else:
+        file_extension = file_path.split(".")[-1].lower()
+
+    # Read and encode image based on type
+    if file_extension == "nii" or file_extension == "nii.gz":
+        image_data = base64.encodebytes(
+            read_nifti(
+                file_path,
+                is_CT,
+                slice_idx,
+                site=site,
+                HW_index=HW_index,
+                channel_idx=channel_idx,
+            ).read()
+        ).decode("utf-8")
+        sample_image_arr = np.array(
+            Image.open(
+                read_nifti(
+                    file_path,
+                    is_CT,
+                    slice_idx,
+                    site=site,
+                    HW_index=HW_index,
+                    channel_idx=channel_idx,
+                )
+            )
+        )
+    elif file_extension == "png" or file_extension == "jpg" or file_extension == "jpeg":
+        image_data = base64.encodebytes(read_rgb(file_path).read()).decode("utf-8")
+        sample_image_arr = np.array(Image.open(read_rgb(file_path)))
+    elif file_extension == "dcm":
+        image_data = base64.encodebytes(
+            read_dicom(file_path, is_CT, site=site).read()
+        ).decode("utf-8")
+        sample_image_arr = np.array(Image.open(read_dicom(file_path, is_CT, site=site)))
+    else:
+        raise ValueError("Unsupported image type. Use 'RGB' or 'NIFTI'.")
+
+    # Prepare the request payload
+    data = {
+        "input_data": {
+            "columns": ["image", "text"],
+            "index": [0],
+            "data": [[image_data, text_prompt]],
+        }
+    }
+    body = str.encode(json.dumps(data))
+    url = f"{inference_config['endpoint']}/score"
+    headers = {
+        "Content-Type": "application/json",
+        "Authorization": f"Bearer {inference_config['api_key']}",
+    }
+    deployment = inference_config.get("azureml_model_deployment", None)
+    if deployment:
+        headers["azureml-model-deployment"] = deployment
+
+    # Send the request and handle response
+    req = urllib.request.Request(url, body, headers)
+    try:
+        response = urllib.request.urlopen(req)
+        result = response.read()
+        result_list = json.loads(result)
+
+        # Decode image features from response
+        image_features_str = result_list[0]["image_features"]
+        text_features = result_list[0]["text_features"]
+        image_features = decode_json_to_array(image_features_str)
+
+        # Plot the segmentation masks over the original image
+        plot_segmentation_masks(sample_image_arr, image_features, text_prompt)
+    except urllib.error.HTTPError as error:
+        print(f"The request failed with status code: {error.code}")
+        print(error.info())
+        print(error.read().decode("utf8", "ignore"))
+
+    return sample_image_arr, image_features, text_features
+
+
+from processing_utils import get_instances
+import cv2
+
+
+def plot_instance_segmentation_masks(
+    original_image, segmentation_masks, text_prompt=None
+):
+    """Plot a list of segmentation mask over an image."""
+    original_image = original_image[:, :, :3]
+    fig, ax = plt.subplots(1, len(segmentation_masks) + 1, figsize=(10, 5))
+    ax[0].imshow(original_image, cmap="gray")
+    ax[0].set_title("Original Image")
+    # grid off
+    for a in ax:
+        a.axis("off")
+
+    instance_masks = [get_instances(1 * (mask > 127)) for mask in segmentation_masks]
+
+    mask_names = [f"Mask {i+1}" for i in range(len(segmentation_masks))]
+    if text_prompt:
+        mask_names = text_prompt.split("&")
+        for i in range(len(mask_names)):
+            mask_names[i] = mask_names[i].strip()
+
+    for i, mask in enumerate(instance_masks):
+        ins_ids = np.unique(mask)
+        count = len(ins_ids[ins_ids > 0])
+
+        ax[i + 1].set_title(f"{mask_names[i]} ({count})")
+        mask_temp = np.zeros_like(original_image)
+        for ins_id in ins_ids:
+            if ins_id == 0:
+                continue
+            mask_temp[mask == ins_id] = np.random.randint(0, 255, 3)
+            if ins_id == 1:
+                mask_temp[mask == ins_id] = [255, 0, 0]
+
+        ax[i + 1].imshow(mask_temp, alpha=1)
+        ax[i + 1].imshow(original_image, cmap="gray", alpha=0.5)
+
+    plt.show()
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageparse/sematic-segmentation-demo/requirements.txt b/sdk/python/foundation-models/healthcare-ai/medimageparse/sematic-segmentation-demo/requirements.txt
new file mode 100644
index 00000000000..ad105febf1f
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/medimageparse/sematic-segmentation-demo/requirements.txt
@@ -0,0 +1,10 @@
+numpy
+scikit-image
+pydicom
+nibabel
+SimpleITK
+Pillow
+matplotlib
+opencv-python
+requests
+urllib3
\ No newline at end of file

From 4c46ed3ea844ffc14f17d81c9127dec60bace197 Mon Sep 17 00:00:00 2001
From: Jameson Merkow <jameson.merkow@microsoft.com>
Date: Wed, 16 Oct 2024 21:21:27 +0000
Subject: [PATCH 2/8] add code owners for healthcare-ai

---
 .github/CODEOWNERS | 1 +
 1 file changed, 1 insertion(+)

diff --git a/.github/CODEOWNERS b/.github/CODEOWNERS
index e9c7ca87102..3ce8438c638 100644
--- a/.github/CODEOWNERS
+++ b/.github/CODEOWNERS
@@ -21,6 +21,7 @@
 sdk/python/foundation-models/cohere/command_faiss_langchain.ipynb @stewart-co @kseniia-cohere  
 sdk/python/foundation-models/cohere/command_tools-langchain.ipynb @stewart-co @kseniia-cohere
 /sdk/python/foundation-models/nixtla/ @AzulGarza
+/sdk/python/foundation-models/healthcare-ai/ @jmerkow @ivantarapov
 
 #### files referenced in docs (DO NOT EDIT, except for Docs team!!!) #############################################################################################
 /cli/assets/component/train.yml @sdgilley @msakande @Blackmist @ssalgadodev @lgayhardt @fbsolo-ms1  

From 4fd70c8cb83e3cb6ae0e5a68f7215a1f31048511 Mon Sep 17 00:00:00 2001
From: Jameson Merkow <jameson.merkow@microsoft.com>
Date: Wed, 16 Oct 2024 22:20:01 +0000
Subject: [PATCH 3/8] remove binary files

---
 .../cxrreportgen/cxr-deploy.ipynb              |  10 ++++++++++
 .../cxrreportgen/images/cxr_frontal.jpg        | Bin 209739 -> 0 bytes
 .../cxrreportgen/images/cxr_lateral.jpg        | Bin 156869 -> 0 bytes
 .../medimageparse/images/pathology_breast.png  | Bin 975931 -> 0 bytes
 .../medimageparse/mip-deploy.ipynb             |   7 ++++++-
 5 files changed, 16 insertions(+), 1 deletion(-)
 delete mode 100644 sdk/python/foundation-models/healthcare-ai/cxrreportgen/images/cxr_frontal.jpg
 delete mode 100644 sdk/python/foundation-models/healthcare-ai/cxrreportgen/images/cxr_lateral.jpg
 delete mode 100644 sdk/python/foundation-models/healthcare-ai/medimageparse/images/pathology_breast.png

diff --git a/sdk/python/foundation-models/healthcare-ai/cxrreportgen/cxr-deploy.ipynb b/sdk/python/foundation-models/healthcare-ai/cxrreportgen/cxr-deploy.ipynb
index be0b5b6a452..5884cff76d8 100644
--- a/sdk/python/foundation-models/healthcare-ai/cxrreportgen/cxr-deploy.ipynb
+++ b/sdk/python/foundation-models/healthcare-ai/cxrreportgen/cxr-deploy.ipynb
@@ -331,6 +331,16 @@
     "    print(\"\\n\".join(findings_str))"
    ]
   },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "**Download the sample data**:  \n",
+    "   - Use the following command to download the dataset with samples into your working folder. Once you download, make sure the files are in the `./images` directory located in the same directory as this notebook so that all paths in this sample work out of the box.  \n",
+    "\n",
+    "      `azcopy copy --recursive https://azuremlexampledata.blob.core.windows.net/data/healthcare-ai/cxrreportgen-images/* ./images`"
+   ]
+  },
   {
    "cell_type": "code",
    "execution_count": 4,
diff --git a/sdk/python/foundation-models/healthcare-ai/cxrreportgen/images/cxr_frontal.jpg b/sdk/python/foundation-models/healthcare-ai/cxrreportgen/images/cxr_frontal.jpg
deleted file mode 100644
index 5f160e911119f66e35a741ad9dd15a5c044d3220..0000000000000000000000000000000000000000
GIT binary patch
literal 0
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diff --git a/sdk/python/foundation-models/healthcare-ai/medimageparse/mip-deploy.ipynb b/sdk/python/foundation-models/healthcare-ai/medimageparse/mip-deploy.ipynb
index c5ccc238f44..42d468ec89d 100644
--- a/sdk/python/foundation-models/healthcare-ai/medimageparse/mip-deploy.ipynb
+++ b/sdk/python/foundation-models/healthcare-ai/medimageparse/mip-deploy.ipynb
@@ -158,7 +158,12 @@
    "metadata": {},
    "source": [
     "## 4 Test the endpoint - base64 encoded image and text\n",
-    "We will use two chest X-ray images, one frontal and one lateral, from the 'images' directory."
+    "We will use one digital pathology image to test the endpoint it will be located in the 'images' directory.\n",
+    "\n",
+    "**Download the sample data**:  \n",
+    "   - Use the following command to download the dataset with samples into your working folder. Once you download, make sure the files are in the `./images` directory located in the same directory as this notebook so that all paths in this sample work out of the box.  \n",
+    "\n",
+    "      `azcopy copy --recursive https://azuremlexampledata.blob.core.windows.net/data/medimageparse-ai/cxrreportgen-images/* ./images`"
    ]
   },
   {

From 7416f043fe3a35e40d520aaa9f966d60283184e2 Mon Sep 17 00:00:00 2001
From: Jameson Merkow <jameson.merkow@microsoft.com>
Date: Wed, 16 Oct 2024 22:22:41 +0000
Subject: [PATCH 4/8] fix typo

---
 .../healthcare-ai/medimageparse/mip-deploy.ipynb                | 2 +-
 1 file changed, 1 insertion(+), 1 deletion(-)

diff --git a/sdk/python/foundation-models/healthcare-ai/medimageparse/mip-deploy.ipynb b/sdk/python/foundation-models/healthcare-ai/medimageparse/mip-deploy.ipynb
index 42d468ec89d..e3c0bf80c33 100644
--- a/sdk/python/foundation-models/healthcare-ai/medimageparse/mip-deploy.ipynb
+++ b/sdk/python/foundation-models/healthcare-ai/medimageparse/mip-deploy.ipynb
@@ -163,7 +163,7 @@
     "**Download the sample data**:  \n",
     "   - Use the following command to download the dataset with samples into your working folder. Once you download, make sure the files are in the `./images` directory located in the same directory as this notebook so that all paths in this sample work out of the box.  \n",
     "\n",
-    "      `azcopy copy --recursive https://azuremlexampledata.blob.core.windows.net/data/medimageparse-ai/cxrreportgen-images/* ./images`"
+    "      `azcopy copy --recursive https://azuremlexampledata.blob.core.windows.net/data/healthcare-ai/medimageparse-images/* ./images`"
    ]
   },
   {

From 9af3c91082348f1ca5749fab8c8e1c5adeecd6f7 Mon Sep 17 00:00:00 2001
From: Jameson Merkow <jameson.merkow@microsoft.com>
Date: Thu, 17 Oct 2024 00:07:54 +0000
Subject: [PATCH 5/8] fix exam parameter notebook

---
 .../data/mri_sample_features-sm.csv           |   75 +
 .../exam-parameter-detection.ipynb            | 4607 +++++++----------
 .../exam_parameter_helpers.py                 |    2 +-
 3 files changed, 2057 insertions(+), 2627 deletions(-)
 create mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/data/mri_sample_features-sm.csv

diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/data/mri_sample_features-sm.csv b/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/data/mri_sample_features-sm.csv
new file mode 100644
index 00000000000..d78ca420e7b
--- /dev/null
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/data/mri_sample_features-sm.csv
@@ -0,0 +1,75 @@
+,batch,series_path,n_files,series_loaded_correctly,series_error_description,series_reader.Execute(),reading metadata,SpecificCharacterSet,ImageType,SOPClassUID,SOPInstanceUID,StudyDate,SeriesTime,AcquisitionTime,AccessionNumber,Modality,Manufacturer,SeriesDescription,ManufacturerModelName,PatientName,PatientID,PatientSex,PatientAge,PatientWeight,EthnicGroup,BodyPartExamined,ScanningSequence,SequenceVariant,ScanOptions,MRAcquisitionType,SequenceName,SliceThickness,RepetitionTime,EchoTime,NumberOfAverages,ImagingFrequency,ImagedNucleus,EchoNumbers,MagneticFieldStrength,SpacingBetweenSlices,NumberOfPhaseEncodingSteps,EchoTrainLength,PercentSampling,PercentPhaseFieldOfView,PixelBandwidth,SoftwareVersions,ProtocolName,TransmitCoilName,AcquisitionMatrix,InPlanePhaseEncodingDirection,FlipAngle,PatientPosition,StudyInstanceUID,SeriesInstanceUID,SeriesNumber,AcquisitionNumber,InstanceNumber,ImagePositionPatient,ImageOrientationPatient,FrameOfReferenceUID,PositionReferenceIndicator,SliceLocation,SamplesPerPixel,PhotometricInterpretation,Rows,Columns,PixelSpacing,BitsAllocated,BitsStored,HighBit,PixelRepresentation,SmallestImagePixelValue,LargestImagePixelValue,WindowCenter,WindowWidth,PregnancyStatus,ContrastBolusAgent,ContrastBolusVolume,ContrastBolusTotalDose,ReceiveCoilName,RescaleIntercept,RescaleSlope,LossyImageCompression,2050|0020,RescaleType,LowRRValue,HighRRValue,IntervalsAcquired,IntervalsRejected,HeartRate,ReconstructionDiameter,ImagesInAcquisition,NumberOfFrames,PixelAspectRatio,Report,Topic,png_path,features
+0,,1.3.6.1.4.1.55648.5038827238981423891694615695320079/1.3.6.1.4.1.55648.5038827238981423891694615695320079.1,112,True,,102.4836142,0.000213385,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS3D\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.5038827238981423891694615695320079.1.1,20200711,,,44248763,MR,Siemens,I_AAspine_scout,MAGNETOM Vida,Patient_8239612948779919072,Patient_8239612948779919072,F,047Y,61.2349,,LSPINE,GR,SK,PFP\PFF\CG\RG\PER,3D,*fl3d1,1.7,3.3,1.27,1,123.25959,1H,,3.0,,240,1.0,100,100.0,548.0,syngo MR XA11,I_AAspine_scout,Body,240\0\0\240,COL,8,FFS,1.3.6.1.4.1.55648.5038827238981423891694615695320079,1.3.6.1.4.1.55648.5038827238981423891694615695320079.1,1,1,1,-200\-64.35\200,1\0\0\0\0\-1,,,-64.35,1,MONOCHROME2,240,240,1.66667\1.66667,16,12,11,0,0.0,485.0,44,122,,,,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain with bilateral lumbar radicular symptoms, worse on the right. M54.41 R20.2 M62.830 R26.2 M54.42 Comparison PHI: Lumbar spine radiographs from PHI/DD/YYYY. Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial proton density images. Findings: Coronal localizer image 68 of series 1 provides limited visualization of mild levoscoliosis in the lumbar spine, centered at the L3-L4 level. There is minimal retrolisthesis at L3-L4. There is no evidence of fracture, spondylolysis or osseous neoplasm. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the L1 level. The T11-T12 level is visualized on sagittal images, without significant spondylosis, facet arthrosis, disc bulge, disc herniation, or stenosis. T12-L1: No spondylotic changes. Facet joints are unremarkable. L1-L2: No spondylotic changes. Facet joints are unremarkable. L2-L3: Minimal spondylosis. Minimal bilateral facet arthrosis. Mild disc bulge. ----- Page Break ----- L3-L4: Minimal spondylosis. Minimal bilateral facet arthrosis. Mild disc bulge. L4-L5: Minimal spondylosis. Mild-to-moderate bilateral facet arthrosis. Mild disc bulge. Small right foraminal disc protrusion, without compression of the exiting nerve, sagittal image 8 of series 5. L5-S1: Minimal spondylosis. Mild left facet arthrosis. Broad-based but small right paracentral disc protrusion, mildly effacing the ventral thecal sac and encroaching mildly on the right S1 nerve root. See axial image 27 of series 8. The visualized paraspinal and abdominopelvic soft tissues are unremarkable in PHI appearance. ------------------------- IMPRESSION: Mild lumbar levoscoliosis. Minimal retrolisthesis at L3-L4. Spondylosis and facet arthrosis. Foraminal disc protrusion at L4-L5, without compression of the exiting nerve. Small right paracentral disc protrusion at L5-S1, impinging mildly on the right S1 nerve root. M41.26 M43.16 M51.36 M51.27 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.5038827238981423891694615695320079/1.3.6.1.4.1.55648.5038827238981423891694615695320079.1,1.3.6.1.4.1.55648.5038827238981423891694615695320079/1.3.6.1.4.1.55648.5038827238981423891694615695320079.1.pkl
+1,,1.3.6.1.4.1.55648.8812480238163694177849768746455966/1.3.6.1.4.1.55648.8812480238163694177849768746455966.5,26,True,,22.39013553,0.000165462,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8812480238163694177849768746455966.5.26,20190703,,182737.8225,149310240,MR,Siemens,AX PD,Skyra,Patient_5076011395708186891,Patient_5076011395708186891,M,035Y,74.84275057,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.260196,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.8812480238163694177849768746455966,1.3.6.1.4.1.55648.8812480238163694177849768746455966.5,5,1,26,-94.913505792548\-11.216131843641\-125.61064243882,0.99967193495787\-0.0102013678856\0.02349371300715\3.021656e-008\0.917260154321\0.39828860050849,,,-108.283033,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2069.0,697,1445,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain with bilateral lumbar radicular symptoms. Lower back pain with right sciatica, M54.41 Numbness lower extremity, R20.0 Lower back pain with left sciatica, M54.42 Lower extremity paresthesia, R20.2 Comparison PHI: None Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial proton density images. Findings: The alignment is normal. There is no evidence of fracture, spondylolysis or osseous neoplasm. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the L1 level. Lower thoracic intervertebral levels from T11 to L1 are visualized only on sagittal images. At these levels there is no significant spondylosis, facet arthrosis, disc bulge, disc herniation, or stenosis. L1-L2: No spondylotic changes. Facet joints are unremarkable. L2-L3: No spondylotic changes. Facet joints are unremarkable. L3-L4: No spondylotic changes. Facet joints are unremarkable. L4-L5: No spondylotic changes. Facet joints are unremarkable. ----- Page Break ----- L5-S1: No spondylotic changes. Facet joints are unremarkable. Axial images PHI of series 5 demonstrate bilateral renal atrophy, with multiple small renal cortical cysts. ------------------------- IMPRESSION: Normal MR appearance of the lumbar spine. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.8812480238163694177849768746455966/1.3.6.1.4.1.55648.8812480238163694177849768746455966.5,1.3.6.1.4.1.55648.8812480238163694177849768746455966/1.3.6.1.4.1.55648.8812480238163694177849768746455966.5.pkl
+2,,1.3.6.1.4.1.55648.6926589987617370675449629801671450/1.3.6.1.4.1.55648.6926589987617370675449629801671450.5,21,True,,14.57460666,0.0001688,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6926589987617370675449629801671450.5.21,20191227,,114715.9675,340201839,MR,Siemens,AX T2 STAR,Skyra,Patient_0549750665532107557,Patient_0549750665532107557,F,048Y,77.11071271,,BRAIN,GR,SP\OSP,SAT2,2D,*me2d1r3,3.0,420.0,12.0,1,123.25999,1H,1.0,3.0,3.54,397,3.0,100,100.0,220.0,syngo MR E11,AX T2 STAR,Body,256\0\0\256,COL,30,HFS,1.3.6.1.4.1.55648.6926589987617370675449629801671450,1.3.6.1.4.1.55648.6926589987617370675449629801671450.5,5,1,21,-84.142383575439\-28.082021994168\-166.49966807319,1\0\0\0\0.95013451358537\0.31184035353671,,,-149.4399735,1,MONOCHROME2,512,512,0.3515625\0.3515625,16,12,11,0,0.0,752.0,359,782,,,,,,,,,,,,,,,,,,,,"MRI-3T CERVICAL SPINE NON CONTRAST History: Cervical radiculopathy. History of subtotal thyroidectomy. Technique: Sagittal T1, T2 and STIR images were supplemented by axial gradient echo images through the disc spaces. This study was performed on a 3.0 Tesla system. Prior examinations: None. Alignment: Reversal of cervical lordosis centered at the C4-5 level. Disc spaces: Advanced degenerative disc disease at C4-5 and C5-6. C4-5: Central disc herniation with minimal compression of the spinal cord but not the C5 nerve roots. C5-6: Disc herniation and endplate osteophytes with mild compression the right C6 nerve root. Spinal cord: The spinal cord has a normal signal. Specifically, there is no edema, myelomalacia, intramedullary mass, syrinx or demyelinating lesion. Craniocervical junction: Normal. Vertebral bodies: No compression fractures are seen. Posterior fossa: Normal. Paraspinal soft tissues: No primary aerodigestive tract lesion or pathologic nodal mass is seen. Thyroid gland: Not evaluated on this MR examination of the cervical spine. Bone marrow signal: Mild reactive endplate edema adjacent to the C4-5 disc. ----- Page Break ----- Facet joints: Normal. ------------------------- IMPRESSION: Reversal cervical lordosis with advanced degenerative disc disease at C4-5 and C5-6. Disc herniation at C4-5 with minimal compression of the spinal cord and left C5 nerve roots. Disc herniation and endplate osteophytes at C5-6 with mild compression of the right C6 nerve root. ICD-10 Codes: Spondylolysis Cervical (Spine Cervical) - M43.02 Cervical Disc Degeneration C4-C5, C5-C6,C6-C7 (Spine Cervical) - M50.32 Cervical disc disorder at C4-C5 level with radiculopathy (Spine Cervical) - M50.121 Cervical disc disorder at C5-C6 level with radiculopathy (Spine Cervical) - M50.122 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.6926589987617370675449629801671450/1.3.6.1.4.1.55648.6926589987617370675449629801671450.5,1.3.6.1.4.1.55648.6926589987617370675449629801671450/1.3.6.1.4.1.55648.6926589987617370675449629801671450.5.pkl
+3,,1.3.6.1.4.1.55648.7163905270587090166361159943983968/1.3.6.1.4.1.55648.7163905270587090166361159943983968.11,40,True,,36.56240487,0.000155449,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7163905270587090166361159943983968.11.40,20171230,,113019.8725,986746658,MR,Siemens,AX PD FS,Skyra,Patient_8203684339499781971,Patient_8203684339499781971,M,029Y,72.57478843,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.256886,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.7163905270587090166361159943983968,1.3.6.1.4.1.55648.7163905270587090166361159943983968.11,11,1,40,-164.96406083346\-75.833233917224\-45.965403703111,0.97541361515026\-0.1562546971672\-0.1554115471666\0.145254456222\0.98616667967606\-0.0798525068131,,,-76.79401946,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,2621.0,841,1725,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M25.561 Right knee pain TECHNIQUE: MR imaging of the right knee was performed without IV contrast on a 3.0 Tesla high-field wide-bore magnet. COMPARISON: None FINDINGS: LIGAMENTS: There is a chronic high-grade ACL tear with a thin ligament remnant visualized. The PCL, MCL and lateral collateral ligament complex are intact. EXTENSOR MECHANISM: Intact. Doctor FIRSTNAME LASTNAMERTMENT: The lateral meniscus is intact. The articular cartilage is preserved. Doctor FIRSTNAME LASTNAMERTMENT: The medial meniscus is intact. The articular cartilage is preserved. Doctor FIRSTNAME LASTNAMERTMENT: The patellar and trochlear cartilage are preserved. BONES: There is no fracture or osseous lesion. JOINT FLUID: PHI is no joint effusion or loose body. MUSCLES/TENDONS: Intact. NEUROVASCULAR STRUCTURES: Unremarkable. SUBCUTANEOUS TISSUES: Unremarkable. ------------------------- IMPRESSION: ----- Page Break ----- Chronic high-grade partial-thickness ACL tear with only a thin ligament remnant visualized. ICD 10 - ACL (Anterior Cruciate Ligament) Sprain/Tear, S83.511S Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",42,1.3.6.1.4.1.55648.7163905270587090166361159943983968/1.3.6.1.4.1.55648.7163905270587090166361159943983968.11,1.3.6.1.4.1.55648.7163905270587090166361159943983968/1.3.6.1.4.1.55648.7163905270587090166361159943983968.11.pkl
+4,,1.3.6.1.4.1.55648.0830985849733100617725857380785986/1.3.6.1.4.1.55648.0830985849733100617725857380785986.4,80,True,,56.54021978,0.000220299,,ORIGINAL\PRIMARY\OTHER,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0830985849733100617725857380785986.4.1,20180308,101618.827,101618.827,946723504,MR,Hitachi Medical Corporation,S-Map,OASIS,Patient_0910681905209802957,Patient_0910681905209802957,F,023Y,65.772,,LSPINE,GR,NONE,,3D,S-Map,10.6,4.0,1.0,1,49.399502,1H,1.0,1.16,10.6,32,,35,120.0,,V5.0C,S-Map,,0\32\32\0,ROW,5,FFS,1.3.6.1.4.1.55648.0830985849733100617725857380785986,1.3.6.1.4.1.55648.0830985849733100617725857380785986.4,4,0,1,210.4057\-134.7956\170,0\1\0\0\0\-1,,-1908.0,-210.41,1,MONOCHROME2,64,64,5.3125\5.3125,16,12,11,1,0.0,100.0,706,1411,4.0,,0.0,,RAPID Body,,,0.0,,,100.0,100.0,0.0,0.0,0.0,340.0,40.0,1.0,1\1,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain M54.41 Lower back pain with right sciatica M54.42 Lower back pain with left sciatica M79.605 Left Leg Pain CLINICAL HISTORY: 23-year-old female with low back pain radiating to both legs, left more than right, worse since previous exam. TECHNIQUE: Sagittal and axial images of the lumbar spine were obtained on a 1.2 Tesla open MR scanner. COMPARISON: A previous MR scan of the lumbar spine dated MM/DD/YYYY was available for review. FINDINGS: No fractures, lytic, or blastic disease is identified. The conus is normal in signal and ends at the level of the L1-2 interspace. The thecal sac is mildly anomalous as it ends at approximately the L5 level with the more distal roots coursing through intraspinal fat. No abnormal intradural filling defects are demonstrated. At L1-2, L2-3, and L3-4, the discs are preserved. The canal and foramen are clear. At L4-5, the disc is abnormal in signal, bulges slightly, and demonstrates a focal projection into the midline and right side of the ventral epidural space consistent with a herniation. The herniation extends slightly inferior from the actual level of the interspace in the ventral epidural space. A very subtle degenerative retrolisthesis of L4 posteriorly on L5 accompanies these changes. The configuration of the facets plus the bulge and herniation cause a mild to moderate bilateral lateral recess stenosis of the canal through which both L5 roots traverse. The herniation causes minimal if any defect on the thecal sac due to the configuration of the thecal sac with a relatively ""early termination"". The foramen are clear. At L5-S1, a focal projection of the disc in the midline extending to the right is consistent with a herniation and is compressing the right S1 nerve root in the lateral recess. The foramen are clear. ----- Page Break ----- ------------------------- IMPRESSION: No change from the prior examination. Herniations at L4-5 and L5-S1 are present. The distal thecal sac is mildly anomalous with an ""early termination"". ICD 10 - Herniated disc L5-S1, M51.27 Herniated disc lumbar spine, M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.0830985849733100617725857380785986/1.3.6.1.4.1.55648.0830985849733100617725857380785986.4,1.3.6.1.4.1.55648.0830985849733100617725857380785986/1.3.6.1.4.1.55648.0830985849733100617725857380785986.4.pkl
+5,,1.3.6.1.4.1.55648.9271509911215736097430470298655235/1.3.6.1.4.1.55648.9271509911215736097430470298655235.6,105,True,,92.65505552,0.000220299,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D\DFC,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9271509911215736097430470298655235.6.1,20190125,,143323.07,789776100,MR,Siemens,AX DWI_TRACEW_DFC_MIX,Skyra,Patient_1940082846726627859,Patient_1940082846726627859,F,055Y,86.18256126,,ABDOMEN,EP,SK\SP\OSP,SFS,2D,*ep_b50t,5.0,6000.0,51.0,2,123.256886,1H,1.0,3.0,6.0,106,35.0,100,80.597015,2330.0,syngo MR E11,AX DWI,Body,134\0\0\108,COL,90,FFS,1.3.6.1.4.1.55648.9271509911215736097430470298655235,1.3.6.1.4.1.55648.9271509911215736097430470298655235.6,6,1,1,-171.66150712359\-136.88067722321\116.45957143175,0.9997806834792\0\-0.0209424196753\0\1\0,,,112.8390226,1,MONOCHROME2,216,268,1.4925372600555\1.4925372600555,16,12,11,0,0.0,1155.0,310,798,,,,,,,,,,,,,,,,,,,,"MRI-3T ABD/ADoctor LASTNAME /LIVER PRE AND POST IV CONTRAST History: R93.8 Abnormal Radiologic Study C64.2 Malignant neoplasm of left kidney, except renal pelvis Technique: Magnetic resonance imaging of the abdomen was performed on a 3.0 Tesla ultra high field wide bore system. A multiplanar multisequence examination was performed with images obtained before and after the intravenous administration of 8 cc Gadavist. Comparison: MR abdomen MM/DD/YYYY. MR abdomen MM/DD/YYYY. Findings: LIVER: Smooth hepatic contour. No suspicious focal lesions. No biliary ductal dilatation. No perihepatic ascites. Patent portal, hepatic veins. Moderate hepatic steatosis. Anterior right hepatic dome 0.9 x 0.8 cm enhancing nodule (series 19 image 20) is overall stable dating back to MM/DD/YYYY with associated faint T2 signal, favored to represent atypical hemangioma versus other lesion such as FNH. Centrally located hepatic dome 0.8 x 0.7 cm nodule (series 19 image 26) with faint increased T2 signal is also favored to have similar differential. GALLBLADDER/BILIARY TREE: Surgically absent gallbladder. There is no intrahepatic or extrahepatic biliary ductal dilatation. . Extra hepatic biliary duct measures 0.4 cm. SPLEEN: Splenomegaly, spleen measures up to 16.0 cm. There are multiple mild to moderate T2 hyperintense lesions within spleen without significant restricted diffusion and demonstrates uniform enhancement postcontrast, similar appearance dating back to MM/DD/YYYY and these are favored to represent multiple splenic hemangiomas. ----- Page Break ----- PANCREAS: Scattered pancreatic cystic foci. No abnormal pancreatic parenchymal signal. No abnormal enhancement or pancreatic mass. Posterior proximal pancreatic body 0.5 x 0.7 cm cystic focus (series 11 image 17) is stable from PHI/DD/YYYY and overall stable from PHI/DD/YYYY with additional scattered punctate cystic pancreatic foci also overall stable. There is no solid or suspicious pancreatic mass. No main pancreatic ductal dilatation. There is no pancreatic edema. ADoctor LASTNAME : No discrete adrenal nodule. KIDNEYS: Normal size. Symmetric enhancement. No hydronephrosis. Left kidney lower pole hemorrhagic/proteinaceous 1.8 x 1.7 cm nodule (series 24 image 75) at the site of prior neoplasm now demonstrating no enhancement. Previously in this location, nodule measured up to 1.7 x 1.6 cm and is overall stable. BOWEL/PERITONEUM: No bowel obstruction or abdominal ascites. ADENOPATHY: No significant abdominal or retroperitoneal lymphadenopathy. ABDOMINAL AORTA: Normal caliber. IVC: Patent. MUSCULOSKELETAL: No aggressive osseous lesion is seen. ------------------------- IMPRESSION: 1. Postablation changes with now nonenhancement of overall stable anterior left kidney lower pole nodule, demonstrating hemorrhagic/proteinaceous change. 2. No suspicious hepatic lesion. Arterially enhancing foci within liver, stable dating back to XX favoring atypical hemangioma/FNH or cyst with hemorrhage among other lesion. 3. Scattered cystic pancreatic foci from PHI, no pancreatic edema or pancreatic mass. No ductal dilatation. Attention on follow-up MRI/MRCP imaging may be obtained as warranted. 4. Splenomegaly with findings of multiple hemangiomas. ----- Page Break ----- Additional codes: Fatty liver. K76.0 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.9271509911215736097430470298655235/1.3.6.1.4.1.55648.9271509911215736097430470298655235.6,1.3.6.1.4.1.55648.9271509911215736097430470298655235/1.3.6.1.4.1.55648.9271509911215736097430470298655235.6.pkl
+6,,1.3.6.1.4.1.55648.0076129123627976375036614513064281/1.3.6.1.4.1.55648.0076129123627976375036614513064281.4,15,True,,5.804111242,0.000277758,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0076129123627976375036614513064281.4.15,20190611,171942.154,171720.5125,616099027,MR,Siemens,SAG STIR,Aera,Patient_0831657626346594972,Patient_0831657626346594972,M,056Y,101.1511114,,SPINE,SE\IR,SK\SP\MP\OSP,IR,2D,*tirR2d1rr19,4.0,3500.0,93.0,2,63.673045,1H,1.0,1.5,4.72,380,19.0,80,100.0,190.0,syngo MR E11,SAG STIR,Body,256\0\0\205,COL,150,FFS,1.3.6.1.4.1.55648.0076129123627976375036614513064281,1.3.6.1.4.1.55648.0076129123627976375036614513064281.4,4,1,15,38.072010141183\-105.06024169986\43.040520736346,-1.37e-013\1\4.895e-012\0.02792158782826\4.897e-012\-0.999610116462,,,39.25892617,1,MONOCHROME2,256,256,1.015625\1.015625,16,12,11,0,0.0,669.0,158,399,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain M54.42 Lower back pain with left sciatica M79.605 Left Leg Pain R26.2 Difficulty Walking Technique: Multiplanar, multisequence MRI of the lumbar spine was performed without the administration of intravenous contrast . Findings: Priors: Lumbar spine x-ray MM/DD/YYYY The vertebral bodies are normally aligned. Vertebral body heights are maintained. Bone marrow signal intensity is normal. Mild loss of T2 signal involving the intervertebral discs of L4-L5 and L5-S1 compatible with mild disc degeneration. The visualized spinal cord demonstrate normal signal intensity and caliber. The conus medullaris terminates at expected level. At L1-2: Shallow disc bulge without significant spinal canal stenosis or neural foraminal narrowing. At L2-3: No significant spinal canal or neural foraminal stenosis. There is mild thickening of ligamentum flavum and facet arthrosis. At L3-4: Central disc protrusion effacing the ventral thecal sac. There is thickening of ligamentum flavum and mild facet arthrosis contributing to mild spinal canal stenosis. No neural foraminal narrowing. At L4-5: Shallow disc bulge without significant spinal canal stenosis. There is thickening of ligamentum flavum and facet arthrosis. There is mild left-sided neural foraminal narrowing. The right neural foramen is patent. At L5-S1: Asymmetric right-sided diffuse disc bulge with a superimposed superiorly oriented right central disc extrusion which moderately narrows the spinal canal and impinges the descending right S1 nerve root. There is moderate right-sided neural ----- Page Break ----- foraminal narrowing with abutment of the exiting L5 nerve root. The left neural foramen is patent. ------------------------- IMPRESSION: Multilevel spondylosis most pronounced at L5-S1 for which there is an asymmetric right-sided diffuse disc bulge with a superimposed superiorly oriented right central disc extrusion moderately narrowing the spinal canal and impinging the descending right S1 nerve root. There is moderate right-sided neural foraminal narrowing also this level. Mild spinal canal stenosis at L3-L4. Mild left-sided neural foraminal narrowing at L4-L5. ICD 10 - Degeneration lumbar spine, M51.36 Spinal stenosis, M48.06 Herniated disc lumbar spine, M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",67,1.3.6.1.4.1.55648.0076129123627976375036614513064281/1.3.6.1.4.1.55648.0076129123627976375036614513064281.4,1.3.6.1.4.1.55648.0076129123627976375036614513064281/1.3.6.1.4.1.55648.0076129123627976375036614513064281.4.pkl
+10,,1.3.6.1.4.1.55648.025480173746947695229457168626793/1.3.6.1.4.1.55648.025480173746947695229457168626793.5,30,True,,27.53652334,0.001057863,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.025480173746947695229457168626793.5.30,20200331,,,229265269,MR,Siemens,AX PD,Amira,Patient_420132312414691501,Patient_420132312414691501,M,055Y,104.3262584,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,42.0,1,63.676639,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.025480173746947695229457168626793,1.3.6.1.4.1.55648.025480173746947695229457168626793.5,5,1,30,-91.78223991394\-36.449618810549\-117.45195403325,1\0\0\0\0.93437690252199\0.35628612663619,,,-96.7578995,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,3079.0,928,2091,,,,,,,,,,,,,,,,,,,,"EXAM: 1.5 Tesla Lumbar spine MRI without contrast. HISTORY: M54.5 Lower Back Pain TECHNIQUE: Axial and sagittal multi-weighted images of the lumbar spine were obtained. COMPARISON: None. FINDINGS: CONUS: Terminates in normal position and demonstrates normal signal characteristics. CAUDA EQUINA: Unremarkable. OSSEOUS STRUCTURES: Vertebral bodies are normal height without fractures. ALIGNMENT: No vertebral body listhesis is present. BONE MARROW: Normal bone marrow signal. No focal osseous lesion is seen. PARASPINAL SOFT TISSUES: Paraspinal soft tissues are unremarkable. T12-L1: No disc herniation, central canal, or foraminal stenosis. L1-L2: No disc herniation, central canal, or foraminal stenosis. L2-L3: No disc herniation, central canal, or foraminal stenosis. L3-L4: No disc herniation, central canal, or foraminal stenosis. L4-L5: There is what appears to be a large disc herniation with cephalad extrusion of disc displacing the thecal sac and causing left foraminal stenosis. Other etiologies such as a nerve root neoplasm cannot be excluded on the basis of this examination therefore repeat examination after intravenous contrast injection is suggested if surgical intervention is contemplated L5-S1: There is a disc bulge with superimposed protrusion with small annular tear on the left side causing moderate left foraminal stenosis. ------------------------- IMPRESSION: Large disc herniation at L4-L5 with cephalad extrusion of disc displacing the thecal sac and causing left foraminal stenosis. Repeat examination after the administration of intravenous contrast is recommended if surgical intervention is contemplated. Disc bulge at L5 measures 1. Superimposed left disc protrusion on the left side causing ----- Page Break ----- moderate left foraminal stenosis. ICD 10 - Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",33,1.3.6.1.4.1.55648.025480173746947695229457168626793/1.3.6.1.4.1.55648.025480173746947695229457168626793.5,1.3.6.1.4.1.55648.025480173746947695229457168626793/1.3.6.1.4.1.55648.025480173746947695229457168626793.5.pkl
+12,,1.3.6.1.4.1.55648.9978425181315856549510652922507042/1.3.6.1.4.1.55648.9978425181315856549510652922507042.9,156,True,,53.63653946,0.000242472,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9978425181315856549510652922507042.9.1,20190801,,94316.005,831204228,MR,Siemens,ToF ROUTINE .7X.7X.7,Espree,Patient_8431902490278952429,Patient_8431902490278952429,F,075Y,113.3981069,,HEAD,GR,TOF\MTC\SP,PFP\SAT1\MT,3D,*fl3d1r_t70,0.699999988,37.0,7.0,1,63.66089,1H,1.0,1.5,20.3,205,1.0,100,80.0,100.0,syngo MR B19,ToF ROUTINE .7X.7X.7,Body,0\320\256\0,ROW,20,HFS,1.3.6.1.4.1.55648.9978425181315856549510652922507042,1.3.6.1.4.1.55648.9978425181315856549510652922507042.9,9,1,1,-79.783466563809\-76.01610360821\-85.625603846913,0.99990158786779\-1.96275934e-007\0.0140290619586\2.05078e-010\0.99999999990234\1.397605034e-005,,,-84.49682774,1,MONOCHROME2,320,256,0.6875\0.6875,16,12,11,0,0.0,378.0,159,364,,,,,,,,,,,,,,,,,,,,"MRA-HEAD NON CONTRAST History: I67.1 Aneurysm Technique: Diffusion images were obtained through the entire brain. The intracranial arterial circulation was evaluated using a 3-D time of flight technique. MIP, subvolume MIP and source images were all reviewed. The study was performed on a 1.5 Tesla system. Prior examinations: This study is interpreted in comparison to prior examinations dated PHI MM, YYYY. Findings: Visualized distal cervical and intracranial segments of the both internal carotids arteries are normal in caliber. Right A1 segment is hypoplastic and there is well-developed anterior communicating artery. Anterior cerebral arteries are otherwise normal in caliber. There is susceptibility artifact related to anterior communicating artery aneurysm coiling. Again seen 1 mm focus of flow related enhancement at the base of the coil mass, similar to prior study. V4 segment of the vertebral arteries, basilar artery and posterior cerebral arteries are normal in caliber. Diffusion images do not demonstrate any acute or evolving infarct. ------------------------- IMPRESSION: Stable examination demonstrating coil embolization of anterior communicating artery aneurysm as above. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",10,1.3.6.1.4.1.55648.9978425181315856549510652922507042/1.3.6.1.4.1.55648.9978425181315856549510652922507042.9,1.3.6.1.4.1.55648.9978425181315856549510652922507042/1.3.6.1.4.1.55648.9978425181315856549510652922507042.9.pkl
+13,,1.3.6.1.4.1.55648.287477120624608703568803014847724/1.3.6.1.4.1.55648.287477120624608703568803014847724.4,156,True,,170.5199757,0.000389814,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.287477120624608703568803014847724.4.1,20170227,160056.285,155911.15,255267751,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_4666782467963544290,Patient_4666782467963544290,M,042Y,80.73945213,,HEAD,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,28.0,7.15,1,63.673238,1H,1.0,1.5,17.4,319,1.0,100,100.0,120.0,syngo MR D13E,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.287477120624608703568803014847724,1.3.6.1.4.1.55648.287477120624608703568803014847724.4,4,1,1,-87.541762132945\-94.327068857881\-96.481328148438,0.99880187125684\0.01243302820387\0.04733119250053\-2.90189e-010\0.9671878452327\-0.254062338874,,,-112.8559824,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,414.0,125,318,4.0,,,,,,,,,,,,,,,,,,,"MRA-HEAD W/O CON HISTORY: CLINICAL HISTORY: 42-year-old male with dizziness, syncope. Previous MR imaging exams from PHI/DD/YYYY demonstrated low right frontal encephalomalacia consistent with a prior trauma but otherwise were normal. TECHNIQUE: Initially, an axial diffusion weighted sequence for localization purposes was obtained. Then a three-dimensional time-of-flight data set was acquired over the cerebral circulation. The data was reconstructed into axial images and also reformatted into three-dimensional renderings which were reviewed in multiple projections. COMPARISON: No previous angiographic imaging was available for review but the MR imaging of the brain from PHI/DD/YYYY was available for review. FINDINGS: The initial imaging did not disclose any acute infarcts. Midline structures remain normal in position and ventricles normal in size. Angiography demonstrates the right vertebral artery is well-developed. The left vertebral artery is hypoplastic with the dominant flow into the left PICA. Only a small hypoplastic segment flows from the left PICA to the vertebrobasilar junction. The vertebrobasilar junction is normal. Both aicas, superior cerebellar arteries and posterior cerebral arteries originate from the basilar artery. The P1 segments of the posterior cerebral arteries bilaterally are slightly hypoplastic and a significant contribution to the distal PCA territories arises from the carotid arteries bilaterally. The internal carotid arteries bilaterally flow into their respective anterior and middle cerebral arteries. Well-developed posterior communicating arteries bilaterally are present and flow to the posterior cerebral arteries. No intracranial aneurysms or vascular malformations are identified. The vessels taper normally. No stenoses or occlusions are identified. ----- Page Break ----- ------------------------- IMPRESSION: Normal examination. - Chronic cerebral ischemia I67.82 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",73,1.3.6.1.4.1.55648.287477120624608703568803014847724/1.3.6.1.4.1.55648.287477120624608703568803014847724.4,1.3.6.1.4.1.55648.287477120624608703568803014847724/1.3.6.1.4.1.55648.287477120624608703568803014847724.4.pkl
+14,,1.3.6.1.4.1.55648.9546175307127883835638757875701009/1.3.6.1.4.1.55648.9546175307127883835638757875701009.7,64,True,,54.77894974,0.000166178,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9546175307127883835638757875701009.7.1,20191106,193359.216,193019.3025,618618044,MR,Siemens,COR 3D T2 IAC,Aera,Patient_6770959155440041492,Patient_6770959155440041492,M,041Y,106.1406281,,HEAD,SE,SK\SP,PFP\SAT2,3D,*spcR_88,0.600000024,1200.0,263.0,2,63.676337,1H,1.0,1.5,,297,82.0,100,100.0,345.0,syngo MR E11,COR 3D T2 IAC,Body,0\320\320\0,ROW,150,HFS,1.3.6.1.4.1.55648.9546175307127883835638757875701009,1.3.6.1.4.1.55648.9546175307127883835638757875701009.7,7,1,1,-86.434728409995\-26.977496743738\36.612202468199,0.99631192298774\0.07758850040259\-0.0366411888146\-0.0356171959756\-0.0145411591418\-0.9992597110069,,,-20.57512523,1,MONOCHROME2,640,640,0.28125\0.28125,16,12,11,0,0.0,430.0,167,420,,,,,,,,,,,,,,,,,,,,"EXAM: MRI-BRAIN PRE AND POST IV CONTRAST HISTORY: G40.89 Other seizures TECHNIQUE: MRI of the brain/IAC without and with intravenous contrast. Examination consists of multiple pulse sequences acquired in sagittal, axial and coronal planes including T1, T2, and diffusion weighted images as well as thin section axial and coronal images through the internal auditory canal after contrast with thin section high-resolution axial T2-weighted images through the internal auditory canals and cranial nerves. Study is performed on a 3.0 Tesla magnet. Contrast dose: 7cc Doctor FIRSTNAME LASTNAMERISON: None. FINDINGS: Internal auditory canal MRI without and with intravenous contrast: CRANIAL NERVES: No abnormal enhancement or masses on postcontrast images. The visualized cranial nerves are unremarkable. Specifically, the 5th, 7th and 8th cranial nerves within the internal auditory canal are normal and I do not see a vestibular schwannoma. No abnormality and Meckel's cave. COCHLEA, LASTNAME, FIRSTNAME MIDDLENAME :Unremarkable. CAVERNOUS SINUSES: Normal. Middle ears and mastoid:Clear. Brain MRI without and with intravenous contrast: INTRACRANIAL HEMORRHAGE: None. MIDLINE SHIFT OR MASS EFFECT: None. VENTRICLES: Within normal limits. SULCI: Within normal limits. DIFFUSION WEIGHTED IMAGING: No restricted diffusion or acute infarct. Doctors. NAME RENCHYMA: Normal brain parenchymal signal characteristics and morphology. Normal myelination pattern. POST CONTRAST IMAGES: No abnormal enhancement or masses. ----- Page Break ----- MIDLINE STRUCTURES: Within normal limits. No LASTNAME malformation. VASCULAR FLOW VOIDS AND MAJOR DURAL SINUSES: Patent. SKULL AND OSSEOUS STRUCTURES. Unremarkable. VISUALIZED SINUSES: Clear ORBITS: Unremarkable. SOFT TISSUES: Unremarkable. ------------------------- IMPRESSION: Normal MRI of the brain/internal auditory canal. Specifically, trigeminal nerves are normal. No evidence of old palsy. ICD 10 - Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",38,1.3.6.1.4.1.55648.9546175307127883835638757875701009/1.3.6.1.4.1.55648.9546175307127883835638757875701009.7,1.3.6.1.4.1.55648.9546175307127883835638757875701009/1.3.6.1.4.1.55648.9546175307127883835638757875701009.7.pkl
+15,,1.3.6.1.4.1.55648.3849378917505821756428516770435451/1.3.6.1.4.1.55648.3849378917505821756428516770435451.15,80,True,,73.51131034,0.000135899,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3849378917505821756428516770435451.15.1,20180513,,112030.15,807142335,MR,Siemens,COR T1 FS POST,Skyra,Patient_9298027890665281668,Patient_9298027890665281668,M,057Y,86.18256126,,ABDOMEN,GR,SP\OSP,PFP\FS,3D,*fl3d1,3.0,3.0,1.1,1,123.231171,1H,1.0,3.0,,243,1.0,75,100.0,600.0,syngo MR E11,COR T1 FS POST,Body,0\288\216\0,ROW,9,FFS,1.3.6.1.4.1.55648.3849378917505821756428516770435451,1.3.6.1.4.1.55648.3849378917505821756428516770435451.15,15,1,1,-198.81926953793\-121.39156627655\209.10842610896,1\0\0\0\0\-1,,,-121.3915663,1,MONOCHROME2,288,288,1.388888835907\1.388888835907,16,12,11,0,0.0,235.0,131,327,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: Follow-up Bosniak 2F cyst. Q61.8 Other cystic kidney diseases An MRI of the abdomen without and with 9 cc Gadavist was obtained on a 3 Tesla ultra high field wide bore MRI. Examination was performed under moderate conscious sedation, with intravenous medications administered by a board certified anesthesiologist. Pulse oximetry, heart rate and blood pressure were continuously monitored. Comparison is made with abdominal MRI from PHI/DD/YYYY and MM/DD/YYYY. Kidneys: There is no drastic change in known complex Bosniak type II F cyst emanating from the midpole of the right kidney posterior laterally. It demonstrates 1 cm hemorrhagic nodular component superiorly and multicystic/multiseptated morphology. It spans about 5.2 cm in longest length. Widest axial dimensions measure about 4.5 x 3.5 cm. Dominant cyst from the left kidney now measures up to 6.4 cm. There is no other suspicious renal mass. There is no hydronephrosis. Retroperitoneum: There is left-sided retroaortic renal vein. Abdominal aorta is not aneurysmal. There is no suspicious adenopathy. Liver: There is no hepatomegaly. There is no suspicious mass. Spleen: There is no splenomegaly. There is no suspicious mass. Gallbladder/biliary tree: Gallbladder is not pathologically distended. There is no biliary dilatation. ----- Page Break ----- Pancreas: There is no pancreatitis. There is no pancreatic ductal dilatation. There is no suspicious mass. Adrenals: There is no suspicious adrenal mass. GI: Visualized GI tract shows nonspecific, nonobstructive bowel gas pattern. Bony structures, abdominal wall, soft tissue: There is enhancement along the posterior aspect of the lumbar spine, perhaps sequela from spinal stenosis surgery. Correlate with patient's back symptom. ------------------------- IMPRESSION: No drastic change in known complex Bosniak type II F cyst from the right kidney. Follow-up study can be obtained in one year. Renal cysts. N28.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.3849378917505821756428516770435451/1.3.6.1.4.1.55648.3849378917505821756428516770435451.15,1.3.6.1.4.1.55648.3849378917505821756428516770435451/1.3.6.1.4.1.55648.3849378917505821756428516770435451.15.pkl
+18,,1.3.6.1.4.1.55648.0720082802962927096358782385236584/1.3.6.1.4.1.55648.0720082802962927096358782385236584.5,30,True,,24.70319104,0.000187397,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0720082802962927096358782385236584.5.30,20200409,,151245.2825,634035016,MR,Siemens,AX PD,Skyra,Patient_6121328862179253092,Patient_6121328862179253092,F,032Y,63.50293988,,TSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.257323,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,HFS,1.3.6.1.4.1.55648.0720082802962927096358782385236584,1.3.6.1.4.1.55648.0720082802962927096358782385236584.5,5,1,30,-113.58798904143\-21.735254525324\-512.34158845935,0.9988365101635\0.01459871747231\-0.045961977901\-2.2530013e-008\0.95307886780255\0.3027221031709,,,-486.6394721,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2186.0,897,1854,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post motor vehicle collision in MONTH XX. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: No prior studies available for comparison. FINDINGS: There is apparently a transitional vertebra at the lumbosacral junction, which corresponds to a lumbarized S1 vertebra, with a well-formed S1-S2 disc space. This was determined in conjunction with the thoracic spine study performed on the same date. Accordingly, there are 6 lumbar type vertebral bodies, and the conus medullaris is situated at L1-L2. Sagittal images demonstrate mild accentuation of the normal lumbar lordosis. Evaluation of vertebral configuration demonstrates mild anterior wedging of the L1 and L2 vertebral bodies, which may represent normal anatomic variation or possibly mild chronic compression deformities. The remainder of the lumbar vertebrae, as well as the lumbarized S1 vertebra, maintain normal height. Vertebral marrow signal is normal. There is no evidence of marrow edema or marrow replacement. There is mild generalized loss of disc signal in the lumbar region, on the T2-weighted sequence, which reflects early disc desiccation. There is mild associated disc space narrowing at T12-L1, L1-L2 and L2-L3. The remainder of the lumbar disc spaces, including the well-formed transitional S1-S2 disc space, maintain normal height. There are intraosseous discal herniations at all levels from T12-L1 through L4-L5. At L1-L2, there is also left paracentral posterior herniation of the disc, which deforms the left ventral thecal sac. ----- Page Break ----- There is no evidence of disc bulge or herniation at L5-S1 or S1-S2. The facet joints demonstrate normal alignment. There is no evidence of central spinal stenosis. The neural foramina are bilaterally patent. The conus medullaris is normal in position (L1-L2) and appearance. There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Transitional lumbarized S1 vertebra, with a well-formed S1-S2 disc space. The numbering of the vertebrae was performed in conjunction with the thoracic spine MRI performed on the same date. Please note that the lumbar vertebrae are numbered accordingly for the purposes of this report. 2. Mild anterior wedging of the L1 and L2 vertebral bodies. 3. Intraosseous discal herniations at all levels from T12-L1 through L4-L5. 4. Left paracentral disc herniation at L1-L2, with mass effect on the left ventral thecal sac. 5. Lumbar hyperlordosis. The above findings may be compatible with Scheuermann's disease. Please correlate clinically. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.0720082802962927096358782385236584/1.3.6.1.4.1.55648.0720082802962927096358782385236584.5,1.3.6.1.4.1.55648.0720082802962927096358782385236584/1.3.6.1.4.1.55648.0720082802962927096358782385236584.5.pkl
+19,,1.3.6.1.4.1.55648.1230283613105040750105630811260055/1.3.6.1.4.1.55648.1230283613105040750105630811260055.3,44,True,,38.03661966,0.000186682,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1230283613105040750105630811260055.3.44,20170726,,110308.91,293216622,MR,Siemens,AX PD FS,Skyra,Patient_8895259770386526131,Patient_8895259770386526131,M,017Y,79.37867485,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.158158,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.1230283613105040750105630811260055,1.3.6.1.4.1.55648.1230283613105040750105630811260055.3,3,1,44,-140.77108764614\-76.481927872047\-51.234939575195,1\4.897e-012\0\-4.897e-012\1\0,,,-51.23493958,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,2550.0,769,1370,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M23.601 Right knee ligament injury M25.361 Right knee instability M25.461 Right knee effusion M25.561 Right knee pain TECHNIQUE: Right knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Ligaments: The anterior cruciate ligament has a disorganized appearance, indicating the presence of a complete tear. The posterior cruciate, medial collateral, and lateral collateral ligaments are intact. Menisci: A small longitudinal vertical tear is present involving the outer third of the posterior horn lateral meniscus. A longitudinal vertical tear is also present involving the outer third of the body and posterior horn medial meniscus. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. Effusion: A moderate knee joint effusion is present. Cartilage: There is preservation of the articular cartilage in all 3 compartments. Bone Marrow: Bone marrow edema is present on the weightbearing surface of the lateral femoral condyle with minimal associated depression of the articular surface. There is also bone contusion involving the posterior aspects of the medial tibial plateaus. No displaced fractures are identified. Popliteal fossa: A small popliteal cyst is present with associated fluid indicating leakage/rupture. Popliteus muscle and tendon are intact. ----- Page Break ----- Iliotibial band: The iliotibial band is within normal limits. Posterolateral corner: The posterior lateral corner is unremarkable. ------------------------- IMPRESSION: Disorganized appearance of the anterior cruciate ligament indicating a complete tear. Bone marrow edema in a pattern consistent with a complete ACL tear. S83.511A Longitudinal vertical tear involving the outer third posterior horn/body medial meniscus. S83.221A A vertical tear involving the outer third posterior horn lateral meniscus. S83.261A Moderate joint effusion. M25.461 Small ruptured popliteal cyst. M66.0 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.1230283613105040750105630811260055/1.3.6.1.4.1.55648.1230283613105040750105630811260055.3,1.3.6.1.4.1.55648.1230283613105040750105630811260055/1.3.6.1.4.1.55648.1230283613105040750105630811260055.3.pkl
+21,,1.3.6.1.4.1.55648.190618363493832554796554808738880/1.3.6.1.4.1.55648.190618363493832554796554808738880.6,29,True,,26.20367527,0.00016427,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.190618363493832554796554808738880.6.29,20200116,,90455.27,485163496,MR,Siemens,AX PD,Skyra,Patient_2051413952199317057,Patient_2051413952199317057,M,074Y,65.77090202,,CSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.257006,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,HFS,1.3.6.1.4.1.55648.190618363493832554796554808738880,1.3.6.1.4.1.55648.190618363493832554796554808738880.6,6,1,29,-54.532194436303\0.68605571466536\-581.82759761085,0.99921042096498\-0.0227753640732\0.03255483721835\-3.8786987e-008\0.81938531088511\0.57324315286422,,,-474.5909215,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2012.0,735,1534,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5. Status post motor vehicle collision. TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is maintained. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of fracture infiltrative process. The vertebral body heights are intact. Intervertebral Discs: There is multilevel disc desiccation. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: Broad-based right paracentral and right foraminal disc herniation with extrusion measuring 4 mm in PHI dimension with mild to moderate thecal sac compression. Marked right subarticular stenosis impinging on the right descending L2 nerve root. Right neural foraminal narrowing narrowing the inferior aspect of the right neural foramen. ----- Page Break ----- L2-L3: Disc bulge and bilateral facet arthrosis with ligamentum flavum hypertrophy with mild central canal narrowing mild bilateral neural foraminal narrowing. L3-L4: Disc bulge with superimposed right subarticular disc herniation with right subarticular stenosis encroaching on the right descending L4 nerve root. Bilateral facet arthrosis. Moderate left and mild right neural foraminal narrowing. L4-5: Broad-based right paracentral and right foraminal protruded disc herniation with mild thecal sac compression. Marked right subarticular stenosis impinging on the right descending L5 nerve root and moderate right neural foraminal narrowing encroaching on and possibly impinging on the right exiting L4 nerve root. Moderate to marked left neural foraminal narrowing with possible impingement on the left exiting L4 nerve root. Bilateral facet arthrosis. L5-S1: Right paracentral protruded disc herniation indenting the thecal sac with right subarticular stenosis encroaching on the right descending S1 nerve root. Bilateral facet arthrosis. No neural foraminal narrowing. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L1-L2: Broad-based right paracentral and right foraminal disc herniation with extrusion measuring 4 mm in PHI dimension with mild to moderate thecal sac compression. Marked right subarticular stenosis impinging on the right descending L2 nerve root. Right neural foraminal narrowing narrowing the inferior aspect of the right neural foramen. L2-L3: Disc bulge and bilateral facet arthrosis with ligamentum flavum hypertrophy with mild central canal narrowing mild bilateral neural foraminal narrowing. L3-L4: Disc bulge with superimposed right subarticular disc herniation with right subarticular stenosis encroaching on the right descending L4 nerve root. Bilateral facet arthrosis. Moderate left and mild right neural foraminal narrowing. L4-5: Broad-based right paracentral and right foraminal protruded disc herniation with mild thecal sac compression. Marked right subarticular stenosis impinging on the right ----- Page Break ----- descending L5 nerve root and moderate right neural foraminal narrowing encroaching on and possibly impinging on the right exiting L4 nerve root. Moderate to marked left neural foraminal narrowing with possible impingement on the left exiting L4 nerve root. Bilateral facet arthrosis. L5-S1: Right paracentral protruded disc herniation indenting the thecal sac with right subarticular stenosis encroaching on the right descending S1 nerve root. Bilateral facet arthrosis. No neural foraminal narrowing. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.190618363493832554796554808738880/1.3.6.1.4.1.55648.190618363493832554796554808738880.6,1.3.6.1.4.1.55648.190618363493832554796554808738880/1.3.6.1.4.1.55648.190618363493832554796554808738880.6.pkl
+22,,1.3.6.1.4.1.55648.5530449709521595084044426186415862/1.3.6.1.4.1.55648.5530449709521595084044426186415862.13,696,True,,566.4126196,0.000199795,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.5530449709521595084044426186415862.13.1,20200501,,,657641080,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_1700484029959711627,Patient_1700484029959711627,M,074Y,113.3981069,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.147493,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.5530449709521595084044426186415862,1.3.6.1.4.1.55648.5530449709521595084044426186415862.13,13,1,1,-108.43942093849\-110.48192772269\-58.596055231988,1\0\0\0\1\0,,,-58.59605523,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,947.0,445,911,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (6.2 ng/ml), no biopsy. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 11 cc Gadavist was administered. FINDINGS: Prostate size: 5.6 [transverse] x 4 [AP] x 4.3 [CC] cm, about 50 cc in volume. Lesion : 1 PI-RADS Assessment Category: 4 T2-weighted images: 4, circumscribed, homogeneous moderate hypointense Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: Positive, early hyperperfusion Size: 12 x 7 mm as measured on image 12 of series MM/DD/YYYY, ADC/ax T2 Location: Right peripheral zone, posterolateral apex. Extra-prostatic extension: None. Lesion : 2 PI-RADS Assessment Category: 4 T2-weighted images: 4, circumscribed, homogeneous moderate hypointense Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: Positive, early hyperperfusion Size: 6 x 4 mm as measured on image 11 of series MM/DD/YYYY, ADC/ax T2 Location: Left peripheral zone, posteromedial apex abuts the left urethra. Extra-prostatic extension: None. Lesion : 3 ----- Page Break ----- PI-RADS Assessment Category: 4 T2-weighted images: 4, circumscribed, homogeneous moderate hypointense Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: Positive, early hyperperfusion Size: 4 x 2 as measured on image 12 of series MM/DD/YYYY, ADC/ax T2 Location: Left peripheral zone, posteromedial apex, right behind and slightly lateral to lesion 2. Extra-prostatic extension: None. Additional peripheral zone findings: Scattering linear/wedge-shaped T2 hypointensity representing fibrosis. Additional transition zone findings: Heterogeneous and enlarged, consistent with BPH, distending the bladder neck with slight intravesical extension. Bulging stroma-type hypertrophic nodule at the right anterior apex into anterior horn of peripheral zone, and at the left posteromedial base Bladder: Unremarkable. 50 Seminal vesicle: Unremarkable. GI: Nondilated bowel. Sigmoid to descending colon diverticulosis. Lymph nodes: No adenopathy. Osseous structures: No suspicious lesion. Additional findings: None. ------------------------- IMPRESSION: 12 x 7 mm PIRADS 4 lesion at right peripheral zone, posterolateral apex. 6 x 4 mm PIRADS 4 lesion at left peripheral zone, posteromedial apex. 4 x 2 mm PIRADS 4 lesion at left peripheral zone, posteromedial apex. ----- Page Break ----- BPH. Sigmoid diverticulosis. PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.5530449709521595084044426186415862/1.3.6.1.4.1.55648.5530449709521595084044426186415862.13,1.3.6.1.4.1.55648.5530449709521595084044426186415862/1.3.6.1.4.1.55648.5530449709521595084044426186415862.13.pkl
+24,,1.3.6.1.4.1.55648.294896175372573439752108253628184/1.3.6.1.4.1.55648.294896175372573439752108253628184.10,696,True,,665.7491643,0.000365257,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.294896175372573439752108253628184.10.1,20180131,,,770251383,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_1309985081224858890,Patient_1309985081224858890,M,063Y,104.3262584,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.239768,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.294896175372573439752108253628184,1.3.6.1.4.1.55648.294896175372573439752108253628184.10,10,1,1,-108.26641726026\-102.69796319352\-18.005281405711,0.99998702842832\-0.0011804201648\-0.0049547536102\-2.16575e-010\0.97277448056112\-0.2317537701291,,,-41.86662933,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,767.0,345,732,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (11 ng/ml), negative biopsy in PHI. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 10.5 cc Gadavist was administered. FINDINGS: Prostate size: 6.2 [transverse] x 4.7 [AP] x 6 [CC] cm, about 91 cc in volume, markedly distended and the bladder neck with slight intravesical bulge. Lesion Localization: PI-RADS Assessment Category: 3 T2-weighted images: 3, heterogeneous noncircumscribed moderate hypointense. Diffusion-weighted images: 3, focal moderately decreased ADC and mild increased signal on ultra high b-value images. Dynamic post-contrast images: Equivocal, no focal early hyperperfusion than the background of diffuse left peripheral zone enhancement Size: 5 x 3 mm as measured on image 9 of series ADC Location: Left posterolateral peripheral zone, apex. Extra-prostatic extension: None. Additional peripheral zone findings: Patchy T2 hypointensity with linear and wedge-shaped fibrosis along the left posterolateral peripheral zone, worse from midgland to apex including the above described lesion which therefore may also be a part of the inflammatory/postinflammatory process, and corresponding diffuse hyperenhancement on DCE than on the right, more so at the base. Additional transition zone findings: Enlarged and heterogeneous consistent with BPH. Bladder and Seminal vesicle: Unremarkable. ----- Page Break ----- Lymph nodes: No pathologically enlarged lymph nodes, the largest left external iliac lymph nodes measures 8 mm in short axis, 7 mm on the right. Osseous structures: No suspicious lesion. Additional findings: Partially seen bilateral hydrocele, large on the right with a 5 mm T2 low signal nodule at the posterior dependent portion of the fluid, suggestive of scrotal pearl/stone (series 2, image 14). Multiple hemorrhoids. ------------------------- IMPRESSION: 5 x 3 mm PI-RADS 3 lesion at the left posterolateral peripheral zone, apex. Left peripheral zone inflammatory/postinflammatory findings as described above. Please correlate clinically and consider follow-up MRI in 6 months to assess for interval change. N41.9 BPH with prostate volume around 91 cc. N40.1 Partially seen bilateral hydrocele, large on the right with a 5 mm probable scrotal pearl/stone, correlate with ultrasound. N43.3 PI-RADS? v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.294896175372573439752108253628184/1.3.6.1.4.1.55648.294896175372573439752108253628184.10,1.3.6.1.4.1.55648.294896175372573439752108253628184/1.3.6.1.4.1.55648.294896175372573439752108253628184.10.pkl
+26,,1.3.6.1.4.1.55648.9781437205127314661522304831238509/1.3.6.1.4.1.55648.9781437205127314661522304831238509.7,40,True,,33.07504797,0.000170469,ISO_IR 100,ORIGINAL\PRIMARY\M\ND\NORM,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9781437205127314661522304831238509.7.40,20161108,,161304.065,440883155,MR,Siemens,AX PD FS,Biograph_mMR,Patient_6978381356535069823,Patient_6978381356535069823,F,068Y,72.57478843,,,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_12,3.0,3400.0,37.0,1,123.254263,1H,1.0,3.0,3.0,383,12.0,100,100.0,237.0,syngo MR B20P,AX PD FS,TxRx_15Ch_Knee,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.9781437205127314661522304831238509,1.3.6.1.4.1.55648.9781437205127314661522304831238509.7,7,1,40,32.912379980611\-136.60351110365\-71.491880723026,0.99368513717656\0.1010045829299\0.04886637270724\-0.10093485694\0.9948853976454\-0.0038987442142,,,-72.87441723,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1499.0,518,1081,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST History: M25.562 Left knee pain M23.602 Left knee ligament injury Technique: MRI of the left knee was performed on a 3.0 Tesla Ultra High Field Wide Bore MRI unit with sagittal, axial and coronal proton density pulse sequences including fat suppression techniques. Findings: BONES: There is no fracture or avascular necrosis. Signal arising from bone marrow is unremarkable. There is no focal osseous lesion. LIGAMENTS: There is slight attenuation of the ACL at its femoral origin indicative of a remote low-grade partial tear. There is mild scarring adjacent synovial reflections. The PCL is unremarkable. There is a mild sprain of the MCL with mild stranding soft tissue edema. Fibulocollateral ligament is intact. Distal popliteus tendon is intact. MENISCI: There is a small vertically oriented tear at the periphery of the posterior horn medial meniscus extending to the inferior articular surface on series 4 image 10. There is also shallow tearing along the superior articular surface centrally. The lateral meniscus is preserved. JOINTS: There is preservation of cartilage along the femorotibial compartments. There is partial thickness cartilage loss along the inferior and central margin of the trochlea. There is a large joint effusion. MISCELLANEOUS: Quadriceps and patellar tendons are intact. There is insertional semimembranosus tendinosis and mild semimembranosus bursitis without a tear. Subcutaneous tissues are unremarkable. ----- Page Break ----- ------------------------- IMPRESSION: Slightly complex tear of the posterior horn medial meniscus with vertical component peripherally and shallow tearing superiorly. Evidence of previous low-grade partial tear of the ACL at its femoral origin. There is a mild MCL sprain. Semimembranosus tendinosis and bursitis. Partial-thickness cartilage loss at the central trochlea. Large joint effusion. ICD 10 - Medial meniscal tear - complex, S83.232A Chondromalacia, M94.262 ACL (Anterior Cruciate Ligament) Sprain/Tear, S83.512S MCL (Medial Collateral Ligament) Sprain/Tear, S83.412A Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",9,1.3.6.1.4.1.55648.9781437205127314661522304831238509/1.3.6.1.4.1.55648.9781437205127314661522304831238509.7,1.3.6.1.4.1.55648.9781437205127314661522304831238509/1.3.6.1.4.1.55648.9781437205127314661522304831238509.7.pkl
+29,,1.3.6.1.4.1.55648.2094288831347613453061927480435148/1.3.6.1.4.1.55648.2094288831347613453061927480435148.7,40,True,,34.67279911,0.000265837,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2094288831347613453061927480435148.7.40,20180925,142327.734,142332.9925,681145179,MR,Siemens,AX T2 FS,Skyra,Patient_5228465472902040895,Patient_5228465472902040895,F,049Y,81.64663699,,SSPINE,SE,SK\SP\OSP,SAT2\FS,2D,*tse2d1_9,4.0,3000.0,46.0,1,123.255832,1H,1.0,3.0,5.0,387,9.0,100,100.0,220.0,syngo MR E11,AX T2 FS,Body,0\256\256\0,ROW,136,FFS,1.3.6.1.4.1.55648.2094288831347613453061927480435148,1.3.6.1.4.1.55648.2094288831347613453061927480435148.7,7,1,40,-113.24498748779\75.478225941669\-232.16484896693,1\-3e-015\3e-015\0\0.71218854856479\0.70198822731808,,,-218.3299728,1,MONOCHROME2,256,256,0.703125\0.703125,16,12,11,0,0.0,999.0,442,957,4.0,,,,,,,,,,,,,,,,,,,"HISTORY: Lower back pain with possible dysfunction of the sacroiliac joints N94.4 Primary dysmenorrhea N92.6 Irregular menstruation TECHNIQUE: Sacroiliac joints imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Degenerative disc disease in the lower lumbar spine with small disc herniations. No evidence for compression deformities. No sclerosis or erosions at the level of the sacroiliac joints. No evidence for bone marrow edema. Overall, the bone marrow signal is age-appropriate. Several fibroids are present in the uterus. ------------------------- IMPRESSION: Degenerative disc disease in the lower lumbar spine. M51.36 Fibroids in the uterus. D39.0 No evidence of sacroiliitis. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",18,1.3.6.1.4.1.55648.2094288831347613453061927480435148/1.3.6.1.4.1.55648.2094288831347613453061927480435148.7,1.3.6.1.4.1.55648.2094288831347613453061927480435148/1.3.6.1.4.1.55648.2094288831347613453061927480435148.7.pkl
+30,,1.3.6.1.4.1.55648.080510903137114412907651345400657/1.3.6.1.4.1.55648.080510903137114412907651345400657.7,35,True,,28.19012165,0.000959158,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.080510903137114412907651345400657.7.35,20200605,75950.046,75836.19,511624592,MR,Siemens,AXI T1 PRE,Espree,Patient_7649998750438543426,Patient_7649998750438543426,F,071Y,74.84275057,,,SE,SK\SP,SAT1,2D,*tse2d1_3,4.0,578.0,11.0,2,63.647629,1H,1.0,1.5,4.4,189,3.0,75,98.4375,150.0,syngo MR B19,AXI T1 PRE,Body,256\0\0\189,COL,175,HFS,1.3.6.1.4.1.55648.080510903137114412907651345400657,1.3.6.1.4.1.55648.080510903137114412907651345400657.7,7,1,35,-85.779117076793\-31.573857257594\-505.86288721317,0.99933703829495\-0.0041326757811\0.03617187972411\-5.5499475e-008\0.99353638274948\0.11351412314364,,,-495.5553032,1,MONOCHROME2,252,256,0.859375\0.859375,16,12,11,0,0.0,2278.0,742,1606,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST History: M54.5 Lower Back Pain M79.605 Left Leg Pain Technique: Sagittal T1, STIR and T2 weighted images were supplemented by axial proton density images through the disc spaces. This study was performed on a 1.5 Tesla system. Findings: Prior examinations: This study is interpreted in comparison to prior examinations dated MONTH MM, YYYY. The patient status post L4 and L5 laminectomy and L3-S1 posterior spinal fusion as well as L3-L4, L4-L5 and L5-S1 anterior spinal fusion. Please note that integrity of orthopedic hardware cannot evaluate with MRI. There is postsurgical seroma at the laminectomy bed without mass effect on thecal sac. There is straightening of the lumbar lordosis. There is trace retrolisthesis of L2 on L3 and L5 on S1. Vertebral body heights are maintained. The conus is normal. There is no prevertebral soft tissue swelling. There is bilateral renal cysts, largest on the left measuring 4.3 cm. L1-2: There is mild disc bulge and bilateral facet arthropathy. No significant spinal canal or foraminal stenosis. L2-3: There is retrolisthesis uncovering disc material. There is bilateral facet arthropathy and ligamentum flavum buckling. Findings combined resulting mild to moderate spinal canal stenosis. There is indentation upon descending both L3 nerve roots of the lateral recesses. There is mild right and mild-to-moderate left foraminal narrowing. L3-4: Status post posterior decompression. There is mild right foraminal narrowing. L4-5: Status post posterior decompression. There is mild left foraminal narrowing. L5-S1: Status post posterior decompression. Mild to moderate bilateral foraminal narrowing. ----- Page Break ----- ------------------------- IMPRESSION: Status post L4 and L5 laminectomy and L3-S1 posterior spinal fusion as well as L3-L4, L4-L5 and L5-S1 anterior spinal fusion. Multilevel degenerative changes as detailed above. ICD 10 Codes: Degeneration L1-L5. M51.36 Degeneration L5-S1 level. M51.37 Lumbar facet degeneration. M47.816 Lumbar discectomy with spacer placement. Z98.89 Lumbar surgical fusion. M43.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.080510903137114412907651345400657/1.3.6.1.4.1.55648.080510903137114412907651345400657.7,1.3.6.1.4.1.55648.080510903137114412907651345400657/1.3.6.1.4.1.55648.080510903137114412907651345400657.7.pkl
+31,,1.3.6.1.4.1.55648.8710517020478193577103209122273244/1.3.6.1.4.1.55648.8710517020478193577103209122273244.7,27,True,,18.27570295,0.000168562,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8710517020478193577103209122273244.7.27,20191121,,175656.44,345495570,MR,Siemens,AX PD REPEAT,Aera,Patient_6892459028295909730,Patient_6892459028295909730,M,030Y,99.79033409,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,2410.0,43.0,1,63.676291,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD REPEAT,Body,320\0\0\240,COL,133,FFS,1.3.6.1.4.1.55648.8710517020478193577103209122273244,1.3.6.1.4.1.55648.8710517020478193577103209122273244.7,7,1,27,-87.793588010509\-50.797512350875\-69.023436648376,0.99983598007474\-0.0060069634306\0.01708593978468\2.9348589e-008\0.94339511947106\0.3316709944481,,,-46.67035401,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,1546.0,611,1316,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post injury in MONTH XX. TECHNIQUE: MRI of the lumbar spine was performed in a 1.5 Tesla high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: No prior studies available for comparison. FINDINGS: Sagittal images demonstrate straightening of the normal lumbar lordosis. Vertebral height and configuration are normal. Vertebral marrow signal is generally normal, although there may be minor endplate changes at L5-S1. There is mild disc signal loss at L2-L3 and more significant disc signal loss from L3-L4 through L5-S1, on the T2-weighted sequence, which reflects disc desiccation. There is associated disc space narrowing from L3-L4 through L5-S1. There is mild anterior vertebral spurring in the mid-lower lumbar region. The facet joints demonstrate normal alignment. There is developmental asymmetry of facet joint orientation/configuration at L5-S1, which results in relative developmental narrowing of the left neural foramen at this level. There is no evidence of disc bulge or herniation at T12-L1 or L1-L2. At L2-L3, there is annular bulging, which flattens the thecal sac. At L3-L4 and L4-L5, there are annular bulges, which flatten the thecal sac and encroach upon the neural foramina bilaterally, to a slightly greater degree at the latter level. At L5-S1, there is posterocentral herniation of the disc, superimposed upon annular ----- Page Break ----- bulging and posterior vertebral spurring. Findings result in ventral canal encroachment with mass effect on the thecal sac and S1 nerve root origins, as well as bilateral foraminal encroachment. There is a slightly greater degree of left foraminal narrowing at this level secondary to the asymmetric facet joint configuration described above. The central spinal canal is developmentally small in the lumbar region. Canal caliber is further compromised from L2-L3 through L5-S1 by the aforementioned disc pathology. Consequently, there is central spinal stenosis from L2-L3 through L5-S1, which becomes more significant at lower lumbar levels (mild at L2-L3, and moderate-severe at L5-S1, with more intermediate grades of stenosis at L3-L4 and L4-L5). The conus medullaris is normal in position and appearance. There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Annular bulges at L2-L3, L3-L4 and L4-L5, which result in: A) mass effect on the thecal sac at all levels. B) bilateral foraminal encroachment at L3-L4 and L4-L5, slightly more marked at L4-L5. 2. Posterocentral disc herniation at L5-S1, superimposed upon annular bulging/vertebral spurring. Findings result in: A) mass effect on the thecal sac and S1 nerve root origins. B) bilateral foraminal narrowing (slightly worse on the left secondary to developmental factors). 3. Central spinal stenosis, L2-L3 through L5-S1, with more significant degrees of stenosis at lower lumbar levels, especially at L5-S1. The stenosis is secondary to both underlying developmental factors and superimposed acquired disc pathology. 4. Lumbar straightening, which may be related to muscle spasm/pain. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.8710517020478193577103209122273244/1.3.6.1.4.1.55648.8710517020478193577103209122273244.7,1.3.6.1.4.1.55648.8710517020478193577103209122273244/1.3.6.1.4.1.55648.8710517020478193577103209122273244.7.pkl
+32,,1.3.6.1.4.1.55648.7925148802944444040115562327133833/1.3.6.1.4.1.55648.7925148802944444040115562327133833.12,60,True,,44.32044911,0.000166416,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7925148802944444040115562327133833.12.1,20170207,,174941.4775,251914963,MR,Siemens,AXI DWI_TRACEW,Skyra,Patient_2727880532896086523,Patient_2727880532896086523,F,074Y,90.71848554,,BRAIN,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,6400.0,98.0,1,123.220849,1H,1.0,3.0,4.8,143,71.0,100,100.0,1040.0,syngo MR E11,AXI DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.7925148802944444040115562327133833,1.3.6.1.4.1.55648.7925148802944444040115562327133833.12,12,1,1,-136.54237956057\-108.33540219833\-74.029767000299,0.9805705518092\-0.1244125766257\0.15166708180077\0.14409860895139\0.98143603307892\-0.1265658084658,,,-70.20933315,1,MONOCHROME2,192,192,1.3541666269302\1.3541666269302,16,12,11,0,0.0,2504.0,317,787,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN AND IAC'S W/O History: Episodic left-sided pulsatile tinnitus with clinical concern of spasm of the tensor tympani muscle or skull base lesion. H90.42 Left ear sensorineural hearing loss H90.8 Mixed conductive and sensorineural hearing loss, unspecified R55 Syncope G45.9 Transient cerebral ischemic attack, unspecified Technique: MR imaging of the brain and temporal bones was obtained without the use of intravenous contrast on a 3.0 Tesla system and included high resolution T2-3D images through the temporal bones. Priors: No prior studies are available for comparison with this examination. Findings: Within the brain parenchyma there is no mass, mass effect or edema. No acute or evolving infarct is seen but there is mild white matter microvascular disease in the chronic cortical infarct in the right frontal lobe. The ventricles and sulci are normal for a patient of this age. No abnormal extraaxial collection or mass is seen. Normal signal is seen within both the intracranial and extracranial vascular structures. The visualized portions of the trigeminal nerve, Meckel's cave, the cavernous sinus and central skull base are normal. No mass lesions are seen within either internal auditory canal. The otic capsule structures are normal in appearance. The skull base including the region of the jugular foramen is normal. There are no lesions along the acoustic pathways. The orbits and paranasal sinuses are unremarkable. ------------------------- IMPRESSION: Mild white matter microvascular disease with a chronic cortical infarct in the right frontal lobe. ----- Page Break ----- ICD 10 - Chronic cerebral ischemia I67.82 White matter disease, unspecified R90.82 Stroke/Cerebral Infarction I63.9 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.7925148802944444040115562327133833/1.3.6.1.4.1.55648.7925148802944444040115562327133833.12,1.3.6.1.4.1.55648.7925148802944444040115562327133833/1.3.6.1.4.1.55648.7925148802944444040115562327133833.12.pkl
+33,,1.3.6.1.4.1.55648.8944725815375872155264437320989369/1.3.6.1.4.1.55648.8944725815375872155264437320989369.11,696,True,,251.6748562,0.000206709,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8944725815375872155264437320989369.11.1,20170605,,,41922543,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_2828165920864654967,Patient_2828165920864654967,M,065Y,99.79033409,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.239775,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.8944725815375872155264437320989369,1.3.6.1.4.1.55648.8944725815375872155264437320989369.11,11,1,1,-139.43578166721\-81.928933624522\-63.37443835082,0.99999845908257\0.00024120750349\0.00173886498236\2.7303534e-008\0.99051352541594\-0.1374152683223,,,-73.78662909,1,MONOCHROME2,160,160,1.4375\1.4375,16,12,11,0,0.0,666.0,337,699,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Gleason 8 prostate cancer on multiple biopsy cores in PHI XX, on Degarelix. PSA dropped from 20 to 5.8 ng/ml, R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 9 cc Gadavist was administered. Comparison: Pre-biopsy/pre-treatment prostate MRI dated MM/DD/YYYY. FINDINGS: Prostate size: 4.1 [CC] x 2.7 [AP] x 4 [transverse] cm, about 23 cc in volume (33 cc previously), shrunken due to hormone suppression. Please note 2 lesions have been characterized on the prior MRI and the following descriptions are for comparison purposes: Lesion 1: Mildly shrunken PIRADS 5 lesion along the right anterior to lateral base to apex of the peripheral zone with transition zone extension abutting the right anterolateral aspect of the urethra, measuring 2.4 x 1.5 cm on series 6, image 12, compared to 3 x 1.9 cm at the similar level on prior study, and 2.5 cm in craniocaudal length compared to previous 3.3 cm, representing response to Degarelix. Infiltration of the right anterolateral capsule/fibromuscular stroma with less bulging contour due to tumor shrinkage. Lesion 2: Shrinking PIRADS 4 lesion at the right posterior midgland to apical peripheral zone appeared as a satellite lesion extending from the dominant lesion, measuring 1 x 0.7 cm (series 6, image 11) compared to previous 1.3 x 1 cm, abutting the posterior capsule therefore capsular/perineural infiltration cannot be excluded. Additional peripheral zone findings: Linear and wedge-shaped fibrosis along the left ----- Page Break ----- peripheral zone, more so at the apex (PIRADS 2) with further decreased T2 signal due to hormone suppression/glandular shrinkage. Additional transition zone findings: Slight hypertrophy and no intravascular protrusion. Bladder and Seminal vesicle: Unremarkable. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: Unchanged bilateral fat-containing inguinal hernia. Indeterminate kidney-bean shaped mass with T1 hypointensity and T2 hyperintensity behind the left femoral greater trochanter is without significant interval change, about 6.3 x 3.3 cm. ------------------------- IMPRESSION: Mildly shrunken right-sided PIRADS 5 and PIRADS 4 cancerous lesions due to hormone suppression. C61. No evidence of pelvic metastatic adenopathy or osseous metastasis. Indeterminate 6.3 x 3.3 cm mass behind the left femoral greater trochanter. M79.9 Bilateral fat-containing inguinal hernia. K40 PI-RADS? v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.8944725815375872155264437320989369/1.3.6.1.4.1.55648.8944725815375872155264437320989369.11,1.3.6.1.4.1.55648.8944725815375872155264437320989369/1.3.6.1.4.1.55648.8944725815375872155264437320989369.11.pkl
+34,,1.3.6.1.4.1.55648.9241682804340268012094860221668567/1.3.6.1.4.1.55648.9241682804340268012094860221668567.6,203,True,,155.3358591,0.000174046,,ORIGINAL\PRIMARY\OTHER,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9241682804340268012094860221668567.6.203,20170213,,111046.96,60688216,MR,Hitachi Medical Corporation,MRA Brain 3D TOF,OASIS,Patient_6262892104273536813,Patient_6262892104273536813,F,080Y,86.184,,BRAIN,GR,NONE,SP\FC,3D,TOF,1.0,22.0,8.7,1,49.415416,1H,1.0,1.16,0.5,256,,70,100.0,,V4.0C,MRA Brain 3D TOF,,0\288\256\0,ROW,25,HFS,1.3.6.1.4.1.55648.9241682804340268012094860221668567,1.3.6.1.4.1.55648.9241682804340268012094860221668567.6,6,0,203,-110.3298\-97.37026\-68.46413,0.985785\-0.077929\0.148844\0.078807\0.996889\0,,-1711.0,-52.47,1,MONOCHROME2,512,512,0.4296875\0.4296875,16,12,11,1,0.0,159.0,155,311,4.0,,0.0,,RAPID Head,,,0.0,,,100.0,100.0,0.0,0.0,0.0,220.0,203.0,1.0,1\1,"MRA-HEAD W/O CON HISTORY: R42 Dizziness/Vertigo/Loss Balance/Whirling Spinning Sensation R55 Syncope I10 Hypertension R22.0 HEAD Swelling/Mass/Lump Doctor FIRSTNAME LASTNAMERISON: None available.. TECHNIQUE: 3-D time-of-flight intracranial MR angiography was performed. Multiple MIP images were generated. The study was performed on a 1.2 Tesla magnet. FINDINGS: Intracranial internal carotid arteries: Patent bilaterally without significant stenosis. Anterior cerebral arteries: Patent bilaterally without significant stenosis. Middle cerebral arteries: Patent bilaterally without significant stenosis. Intracranial vertebral arteries: Patent bilaterally without significant stenosis. Basilar artery: Patent without significant stenosis. Posterior cerebral arteries: Patent bilaterally without significant stenosis. Aneurysms: There is an approximate 3 mm broad-based aneurysm off the lateral portion of the cavernous segment of the left internal carotid artery (series 6, images PHI). ------------------------- IMPRESSION: Approximately 3 mm broad-based aneurysm of the cavernous left internal carotid artery. I72 ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",50,1.3.6.1.4.1.55648.9241682804340268012094860221668567/1.3.6.1.4.1.55648.9241682804340268012094860221668567.6,1.3.6.1.4.1.55648.9241682804340268012094860221668567/1.3.6.1.4.1.55648.9241682804340268012094860221668567.6.pkl
+35,,1.3.6.1.4.1.55648.3079392149280414786454528200741143/1.3.6.1.4.1.55648.3079392149280414786454528200741143.5,25,True,,19.11693931,0.00016284,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3079392149280414786454528200741143.5.25,20191128,,174701.0375,933810336,MR,Siemens,AXI PD,Skyra,Patient_4558857101152141140,Patient_4558857101152141140,M,048Y,83.91459912,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.220366,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AXI PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.3079392149280414786454528200741143,1.3.6.1.4.1.55648.3079392149280414786454528200741143.5,5,1,25,-81.325301170349\4.0126948246095\-104.46947241333,1\0\0\0\0.82511351385742\0.5649669806722,,,-88.46621355,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2336.0,849,1761,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain radiating into both lower extremities. Status post motor vehicle collision in MONTH XX. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: No prior studies available for comparison. FINDINGS: There is a transitional vertebra at the lumbosacral junction, which will be designated ""L5"" for the purposes of this examination. Please correlate with plain films. Accordingly, the L5-S1 disc space is transitional in nature and the conus medullaris is situated at T12-L1. Sagittal images demonstrate a normal lumbar lordosis, with retrolisthesis at L1-L2. Evaluation of vertebral configuration demonstrates mild anterior wedging of the T12 and L1 vertebral bodies, which is related to chronic compression deformities of their superior endplates. The remainder of the lumbar vertebrae maintain normal height. Evaluation of vertebral marrow signal demonstrates Modic type II endplate changes at the superior endplates of T12 and L1. There are also mild Modic type II endplate changes at the L1-L2 disc level. There is no evidence of marrow edema or marrow replacement. There is nearly generalized loss of disc signal in the lumbar region, on the T2-weighted sequence, which reflects disc desiccation. There is associated disc space narrowing at T12-L1 and L1-L2. The L5-S1 disc space is also much smaller than the more superior lumbar disc spaces secondary to its transitional nature. There is anterior vertebral spurring at T12-L1 and L1-L2. At T12-L1, there is a prominent inferiorly directed intraosseous discal herniation, which involves the superior endplate of L1. There is also annular bulging at this level. ----- Page Break ----- At L1-L2, there is left foraminal herniation of the disc, superimposed upon annular bulging, and associated with posterior vertebral subluxation. Findings result in foraminal encroachment, more marked on the left, and flattening of the ventral thecal sac. There is no evidence of disc bulge or herniation at L2-L3. At L3-L4, there is right foraminal herniation of the disc, superimposed upon annular bulging. Findings result in foraminal encroachment, more marked on the right, with impingement of the exiting right L3 nerve root, as well as flattening of the ventral thecal sac. At L4-L5, there is right foraminal herniation of the disc, superimposed upon annular bulging. Findings result in foraminal encroachment, more marked on the right, with impingement of the exiting right L4 nerve root, as well as effacement of the ventral epidural fat. There is no evidence of disc bulge or herniation at L5-S1. The facet joints demonstrate normal alignment. There is right facet joint arthropathy at L4-L5. There is facet joint hypoplasia at L5-S1, as well as facet joint asymmetry. There is no evidence of significant central spinal stenosis. The conus medullaris is normal in position and appearance. There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Chronic compression deformities of the superior endplates of T12 and L1. 2. Prominent inferiorly directed intraosseous discal herniation at T12-L1, which involves the superior endplate of L1. 3. Annular bulge at T12-L1. 4. Left foraminal disc herniation at L1-L2, superimposed upon annular bulging, and associated with retrolisthesis. Findings result in: A) foraminal encroachment, more marked on the left. B) flattening of the thecal sac. 5. Right foraminal disc herniations at L3-L4 and L4-L5, superimposed upon annular bulges. ----- Page Break ----- Findings result in: A) foraminal encroachment, more marked on the right at both levels, with impingement of the exiting right L3 and L4 nerve roots, respectively. B) ventral canal encroachment at both levels, with flattening of the ventral thecal sac at L3-L4. 6. Right facet joint arthropathy at L4-L5. 7. Transitional ""L5"" vertebra and L5-S1 disc space. Please correlate with plain films, as the lumbar vertebrae/disc spaces are numbered accordingly. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.3079392149280414786454528200741143/1.3.6.1.4.1.55648.3079392149280414786454528200741143.5,1.3.6.1.4.1.55648.3079392149280414786454528200741143/1.3.6.1.4.1.55648.3079392149280414786454528200741143.5.pkl
+39,,1.3.6.1.4.1.55648.2704729700034707005407758276523900/1.3.6.1.4.1.55648.2704729700034707005407758276523900.5,25,True,,19.12792611,0.00015378,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2704729700034707005407758276523900.5.25,20190903,,180724.145,576699926,MR,Siemens,AXI PD,Skyra,Patient_5158084821974252104,Patient_5158084821974252104,M,048Y,102.0582962,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_12,4.0,3000.0,36.0,1,123.220432,1H,1.0,3.0,4.4,276,12.0,70,100.0,320.0,syngo MR E11,AXI PD,Body,320\0\0\224,COL,171,FFS,1.3.6.1.4.1.55648.2704729700034707005407758276523900,1.3.6.1.4.1.55648.2704729700034707005407758276523900.5,5,1,25,-87.291084289551\-18.765941697269\-79.706508474453,1\0\0\0\0.82412618087298\0.56640624819976,,,-55.05907379,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2104.0,895,1803,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post motor vehicle collision on MM/DD/YYYY. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: No prior studies available for comparison. FINDINGS: Sagittal images demonstrate exaggeration of the normal lumbar lordosis. Vertebral height and configuration are normal. Vertebral marrow signal is generally normal. There are localized Modic type II endplate changes at L2-L3 posteriorly toward the left. There is also localized Modic type II endplate change at the anteroinferior corner of T11, in association with an intraosseous discal herniation. The lumbar disc spaces maintain normal height. There is loss of disc signal at the L2-L3 and L3-L4 levels, on the T2-weighted sequence, which reflects disc desiccation. The remainder of the lumbar disc spaces maintain relatively normal signal intensity characteristics for the patient's age. There is no evidence of disc bulge or herniation at T12-L1, L1-L2 or L2-L3. At L2-L3, there is mild left posterolateral vertebral spurring, in association with the aforementioned endplate changes, with minor left foraminal encroachment. There is no evidence of disc bulge or herniation at L3-L4, L4-L5 or L5-S1. The facet joints demonstrate normal alignment. There is facet hypertrophy from L1-L2 through L4-L5, with an anteroposterior orientation of the facet joint spaces in the upper lumbar region. There is also facet joint arthropathy at L4-L5 bilaterally. The hypertrophic facet joints encroach upon the dorsolateral aspects of the central spinal ----- Page Break ----- canal, especially from L2-L3 through L4-L5. There are facet joint effusions at many levels. There is narrowing of the bony central spinal canal in much of the lumbar region secondary to the hypertrophic facet joints, especially from L2-L3 through L4-L5, which is compatible with central spinal stenosis. There is also increased epidural fat in the mid-lower lumbar region, with secondary constriction of the thecal sac. This is compatible with epidural lipomatosis. The neural foramina are bilaterally patent, with the exception of minor left foraminal encroachment at L2-L3, as noted above. The conus medullaris is normal in position and appearance. There are no prevertebral or paraspinal abnormalities. There is nonspecific edema of the posterior subcutaneous fat, which is likely related to patient body habitus. ------------------------- IMPRESSION: 1. Mild left posterolateral vertebral spurring at L2-L3, associated with endplate changes, with minor left foraminal encroachment. 2. Bilateral facet joint arthropathy at L4-L5. 3. Central spinal stenosis from L2-L3 through L4-L5, which is secondary to facet hypertrophy and epidural lipomatosis. 4. Intraosseous discal herniation at T11-T12. 5. Multilevel facet joint effusions. 6. Lumbar hyperlordosis. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.2704729700034707005407758276523900/1.3.6.1.4.1.55648.2704729700034707005407758276523900.5,1.3.6.1.4.1.55648.2704729700034707005407758276523900/1.3.6.1.4.1.55648.2704729700034707005407758276523900.5.pkl
+40,,1.3.6.1.4.1.55648.9394126555078996449048804019492902/1.3.6.1.4.1.55648.9394126555078996449048804019492902.6,28,True,,22.44541502,0.00036335,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9394126555078996449048804019492902.6.28,20180913,,191026.185,74279605,MR,Siemens,AX PD,Skyra,Patient_9750141990486532995,Patient_9750141990486532995,M,037Y,90.71848554,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.239677,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,165,FFS,1.3.6.1.4.1.55648.9394126555078996449048804019492902,1.3.6.1.4.1.55648.9394126555078996449048804019492902.6,6,1,28,-124.748317261\-26.782614002874\-162.93944935798,0.99815162538823\0.02988882129124\-0.0529149420926\2.1546653e-008\0.87070095486103\0.49181281724259,,,-136.0429203,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2076.0,730,1565,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: Five lumbar vertebral bodies are assumed. Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is straightened. There is no significant spondylolisthesis. There are no focal aggressive osseous lesions. The vertebral body heights are intact. The conus terminates at T12. Intervertebral disc height narrowing and disc desiccation is present at L4-L5. The findings at the individual levels are as follows: T12-L1: Only evaluated in the sagittal plane. There is no significant central canal or neural foraminal stenosis. L1-L2: A shallow broad-based central disc protrusion does not contribute to significant central canal or neural foraminal stenosis. L2-L3 : There is a mild disc bulge with a superimposed right paracentral disc protrusion, which indents the ventral thecal sac and contact without displacing the descending right L3 nerve root. Mild left neural foraminal narrowing is noted with abutment of the exiting left L2 nerve root. L3-L4 : A mild disc bulge is asymmetric to the left and results in mild left neural foraminal narrowing with contact of the exiting left L3 nerve root. Mild flattening of the ventral thecal sac is noted. L4-L5: There is a mild disc bulge with a superimposed broad-based central disc extrusion, which moderately thinned severely narrows the central canal and impinges upon the ----- Page Break ----- descending L5 nerve roots. Mild-moderate right, mild left neural foraminal stenosis is noted with abutment of the exiting right and contacting the exiting left L4 nerve roots. There is moderate bilateral facet arthrosis. L5-S1: A shallow central disc protrusion does not contribute to significant central canal or neural foraminal stenosis. Mild bilateral facet arthrosis is noted. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: A disc herniation at L4-L5 results in moderate-severe central canal stenosis with impingement of the descending L5 nerve roots and abutment of the exiting right/contact of the exiting left L4 nerve roots. Additional findings at the other levels, as above. M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",49,1.3.6.1.4.1.55648.9394126555078996449048804019492902/1.3.6.1.4.1.55648.9394126555078996449048804019492902.6,1.3.6.1.4.1.55648.9394126555078996449048804019492902/1.3.6.1.4.1.55648.9394126555078996449048804019492902.6.pkl
+44,,1.3.6.1.4.1.55648.406137332923785370722864043098193/1.3.6.1.4.1.55648.406137332923785370722864043098193.18,80,True,,75.45318675,0.000169992,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.406137332923785370722864043098193.18.1,20171228,,123427.115,754746442,MR,Siemens,COR T1 FS POST,Skyra,Patient_4090438029950958997,Patient_4090438029950958997,F,068Y,73.93556572,,ABDOMEN,GR,SP\OSP,PFP\FS,3D,*fl3d1,2.5,3.0,1.1,1,123.158204,1H,1.0,3.0,,283,1.0,75,100.0,600.0,syngo MR E11,COR T1 FS POST,Body,0\288\216\0,ROW,9,FFS,1.3.6.1.4.1.55648.406137332923785370722864043098193,1.3.6.1.4.1.55648.406137332923785370722864043098193.18,18,1,1,-202.79517316818\-94.89457821846\189.87951043993,1\0\0\0\0\-1,,,-94.89457822,1,MONOCHROME2,288,288,1.388888835907\1.388888835907,16,12,11,0,0.0,276.0,162,392,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: K57.32 Dvtrcli of lg int w/o perforation or abscess w/o bleeding N28.1 Cyst of kidney, acquired MRI of the abdomen was performed pre and post 7.4 cc of Gadavist contrast material. IV contrast with multiple sequences in coronal and axial planes. The examination was performed on a 3 Tesla magnet. Examination was performed under moderate conscious sedation, with intravenous medications administered by a Board Certified Anesthesiologist. Pulse oximetry, heart rate and BP were continuously monitored. Comparison: Note is made of prior CT of chest dated MM/DD/YYYY. No additional prior studies are available for comparison. Findings: LIVER: The liver demonstrates mild signal dropout on chemical shift imaging indicative of mild hepatic steatosis. No focal hepatic lesion is present. The liver measures 17.5 cm in craniocaudad dimension. GALLBLADDER/BILIARY TREE: The gallbladder is present. There is no definite cholelithiasis. There is no biliary dilatation. The common bile duct measures 0.6 cm in diameter and slightly tapers more distally. SPLEEN: The spleen is unremarkable. PANCREAS: The pancreas is unremarkable. The pancreatic duct is not dilated. There is apparent drainage of the main pancreatic duct into the minor papilla. A branch duct is noted communicating between the dorsal and ventral ducts. Findings have the appearance of partial pancreas divisum. ADoctor LASTNAME : There are no adrenal masses. KIDNEYS: The kidneys enhance symmetrically with no evidence of hydronephrosis. Small ----- Page Break ----- cortical cysts are present in the left kidney with the largest in the upper pole measuring 9 mm in diameter. This demonstrates a thin internal septation. Right renal cortical cysts are also present. 2 adjacent cysts are present in the upper pole of the right kidney with the larger one measuring 2.7 x 2.6 cm. Additional smaller cysts are also present in the mid and lower pole cortex. Few measure less than 5 mm, too small to adequately characterize. These are otherwise simple in appearance. BOWEL/PERITONEUM: There is no bowel obstruction. Diffuse colonic diverticula are present. A small umbilical hernia containing fatty tissue is noted. The opening to the hernia sac measures 1.7 cm in transverse diameter ADENOPATHY: . There are no enlarged retroperitoneal lymph nodes. There is no free fluid. VASCULATURE: The abdominal aorta is of normal caliber. The IVC is patent. The splenic vein, the portal vein and hepatic veins are patent. MUSCULOSKELETAL: There are no aggressive osseous lesions. ADDITIONAL: There is no free fluid. ------------------------- IMPRESSION: Bilateral renal cysts including a small cyst in the upper pole of the left kidney demonstrating a thin internal septation. N28.1 Colonic diverticulosis. K57.30 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.406137332923785370722864043098193/1.3.6.1.4.1.55648.406137332923785370722864043098193.18,1.3.6.1.4.1.55648.406137332923785370722864043098193/1.3.6.1.4.1.55648.406137332923785370722864043098193.18.pkl
+45,,1.3.6.1.4.1.55648.2955933643335459661221397717192890/1.3.6.1.4.1.55648.2955933643335459661221397717192890.8,104,True,,113.1206462,0.000192642,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2955933643335459661221397717192890.8.104,20190507,,92448.725,577422659,MR,Siemens,SAG 3D ANGIO PRE,Skyra_fit,Patient_0116375306285395741,Patient_0116375306285395741,F,061Y,72.57478843,,ABDOMEN,GR,SP,,3D,*fl3d1,1.100000024,2.66,1.02,1,123.230065,1H,1.0,3.0,,286,0.0,100,81.25,1095.0,syngo MR E11,SAG 3D ANGIO PRE,Body,0\352\286\0,ROW,19,FFS,1.3.6.1.4.1.55648.2955933643335459661221397717192890,1.3.6.1.4.1.55648.2955933643335459661221397717192890.8,8,1,104,91.854069106111\-150.22946679592\215.15570678811,0\1\0\0.01745241007718\0\-0.9998476950929,,,95.59506491,1,MONOCHROME2,352,286,1.1363636255264\1.1363636255264,16,12,11,0,0.0,766.0,186,440,,,,,,,,,,,,,,,,,,,,"MRA-3T PELVIS PRE AND POST IV CONTRAST History: I10 Hypertension R 10.9 abdominal pain MR angiographic assessment of the pelvis was performed on a 3 Tesla magnet after the administration of gadavist intravenous contrast. Three-dimensional reformations were created. Additional pre-IV contrast sequences were obtained pelvis. Please refer to MRA of the abdomen performed on same day ILIAC ARTERIAL VASCULATURE VISUALIZED: The iliofemoral arterial vasculature visualized to the level of the proximal superficial femoral arterial vessels bilaterally is widely patent, uncompromised and otherwise unremarkable. The visualized proximal IVC and iliofemoral venous vasculature is also. ASCITES Doctor FIRSTNAME LASTNAMETHY: There is no definitive evidence of ascites or adenopathy throughout the study. PELVIC STRUCTURES: Uterus is retroverted. Grossly the uterus and adnexa as well as urinary bladder appear otherwise unremarkable but very limited for assessment GASTROINTESTINAL TRACT: The visualized small and large bowel appear grossly unremarkable limited for assessment. THE BONY AND SOFT TISSUE STRUCTURES: are grossly unremarkable. The remainder of the study is unremarkable. ------------------------- IMPRESSION: Unremarkable exam Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ----- Page Break -----",62,1.3.6.1.4.1.55648.2955933643335459661221397717192890/1.3.6.1.4.1.55648.2955933643335459661221397717192890.8,1.3.6.1.4.1.55648.2955933643335459661221397717192890/1.3.6.1.4.1.55648.2955933643335459661221397717192890.8.pkl
+46,,1.3.6.1.4.1.55648.56832171361507867341615807729177/1.3.6.1.4.1.55648.56832171361507867341615807729177.4,93,True,,86.05433297,0.000192881,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\NONE\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.56832171361507867341615807729177.4.1,20171113,,143532.16,978185373,MR,Siemens,AX DWI,Verio,Patient_8373884500704100942,Patient_8373884500704100942,M,080Y,90.71848554,,,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,5102.0,106.0,1,123.184452,1H,1.0,3.0,4.8,120,1.0,100,100.0,1250.0,syngo MR B19,AX DWI,Body,160\0\0\160,COL,90,HFS,1.3.6.1.4.1.55648.56832171361507867341615807729177,1.3.6.1.4.1.55648.56832171361507867341615807729177.4,4,1,1,-114.22387646942\-132.62191220271\-73.692930303002,0.99856967082755\0.04029432691983\-0.035142278262\-0.0470912999157\0.97408964517238\-0.221205272632,,,-104.2268272,1,MONOCHROME2,320,320,0.796875\0.796875,16,12,11,0,0.0,1735.0,305,582,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN PRE AND POST IV CONTRAST History: R55 Syncope R42 Dizziness/Vertigo Technique: MR imaging of the brain was obtained both before and after the administration of 9cc of Gadavist intravenous contrast on a 3.0 Tesla system. Comparison examinations: There are no prior studies available for comparison with this examination. Findings: There is a small chronic cortical infarct in the right postcentral gyrus with a small amount of hemosiderin staining. No other chronic infarction is seen. Within the brain parenchyma there is no mass, mass effect or edema. No acute or evolving infarct is seen but there is mild white matter microvascular disease in both cerebral hemispheres. The ventricles and sulci are normal for a patient of this age. No abnormal extraaxial collection or mass is seen. Incidental note is made of a venous angioma in the right inferior parietal lobe which is not a finding of any significance. The intracranial vascular structures are otherwise normal. The orbits, paranasal sinuses and temporal bones are normal. ------------------------- IMPRESSION: Mild white matter microvascular disease with a small chronic cortical infarct in the right postcentral gyrus with a small amount of hemosiderin staining. No acute or evolving infarct is seen. Chronic cerebral ischemia (Brain Parenchyma) - I67.82 White Matter disease, unspecified (Brain Parenchyma) - R90.82 Stroke/Infarcts (Brain Parenchyma) - I63.9 ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.56832171361507867341615807729177/1.3.6.1.4.1.55648.56832171361507867341615807729177.4,1.3.6.1.4.1.55648.56832171361507867341615807729177/1.3.6.1.4.1.55648.56832171361507867341615807729177.4.pkl
+49,,1.3.6.1.4.1.55648.8697086588741225153051605587771712/1.3.6.1.4.1.55648.8697086588741225153051605587771712.2,48,True,,38.05279517,0.000551701,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8697086588741225153051605587771712.2.1,20170825,,111017.0425,409938763,MR,Siemens,AX DWI_TRACEW,Aera,Patient_3807812588955738022,Patient_3807812588955738022,M,037Y,106.1406281,,ANGIO,EP,SK\SP,PFP\FS,2D,*ep_b0,5.0,5500.0,115.0,2,63.673489,1H,1.0,1.5,6.0,143,71.0,100,100.0,815.0,syngo MR D13E,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.8697086588741225153051605587771712,1.3.6.1.4.1.55648.8697086588741225153051605587771712.2,2,1,1,-114.9999961853\-113.74698412418\-79.02409362793,1\0\0\0\1\0,,,-79.02409363,1,MONOCHROME2,192,192,1.1979166269302\1.1979166269302,16,12,11,0,0.0,456.0,125,331,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN NON CONTRAST History: Moyamoya disease treated with pial synangiosis. I67.5 Moyamoya disease Technique: Sagittal and axial T1 weighted images were supplemented by axial T2, grad echo, FLAIR and diffusion images. This study was performed on a 1.5 Tesla system. Comparison examination: MR the brain dated MONTH MM, YYYY. Findings: Since the prior study there has been a left parietal craniotomy for the pial synangiosis. Under the craniotomy site there is no large undrained collection. There is a chronic infarct in the deep white matter of the left frontal lobe extending into the putamen with wallerian degeneration and atrophy of the left cerebral peduncle. No other infarct is seen. Within the brain parenchyma there is no mass, mass effect or edema. The ventricles and sulci are normal for a patient of this age. No abnormal extraaxial collection or mass is seen. Normal signal is seen within both the intracranial and extracranial vascular structures. The craniocervical junction is normal. The orbits and temporal bones are normal. Mild mucosal disease is seen in the maxillary sinuses and ethmoid air cells. ------------------------- IMPRESSION: Postoperative study following left-sided pial synangiosis. Chronic infarct in the deep white matter of the left frontal lobe and putamen. Stroke/Infarcts (Brain Parenchyma) - I63.9 ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.8697086588741225153051605587771712/1.3.6.1.4.1.55648.8697086588741225153051605587771712.2,1.3.6.1.4.1.55648.8697086588741225153051605587771712/1.3.6.1.4.1.55648.8697086588741225153051605587771712.2.pkl
+52,,1.3.6.1.4.1.55648.9431494696352837143467064372695151/1.3.6.1.4.1.55648.9431494696352837143467064372695151.10,812,True,,191.3907232,0.000368118,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9431494696352837143467064372695151.10.1,20200121,,,809260808,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_972730936215732534,Patient_972730936215732534,M,073Y,86.18256126,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.255854,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.9431494696352837143467064372695151,1.3.6.1.4.1.55648.9431494696352837143467064372695151.10,10,1,1,-99.74609375\-89.105340957642\-48.703125,1\0\0\0\1\0,,,-48.703125,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,298.0,155,364,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Prostate cancer, on active surveillance. Elevated PSA, 11 ng mL. C61. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 9 cc Gadavist was administered. Comparison: Prior prostate MRI dated MM/DD/YYYY FINDINGS: Prostate size: 5.3 [transverse] x 4.6 [AP] x 6.8 [CC] cm, 86 cc in volume, previously 84 cc. Lesion: 1, (or stroma-type hypertrophic nodule based on sagittal T2 of both studies) PI-RADS Assessment Category: 3 T2-weighted images: 3, hypointense with obscured margins, not contained within BPH nodule Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: None, no early hyperperfusion Size: 15 x 13 mm as measured on image 7 of series MM/DD/YYYY, ADC/ax T2 Location: Midline anterior transition zone, apex. Extra-prostatic extension: None Lesion: 2 (previously described focal inflammation with decreased enhancement but focal diffusion restriction) PI-RADS Assessment Category: 3 T2-weighted images: 3, heterogeneous, noncircumscribed moderate hypointensity Diffusion-weighted images: 3, focal mild/moderate decreased ADC and mildly increased signal on ultra high b-value images. Dynamic post-contrast images: None, no early hyperperfusion Size: 9 x 5 mm as measured on image 7 of series MM/DD/YYYY, ADC/ax T2 ----- Page Break ----- Location: Midline towards left posteromedial peripheral zone, apex. Extra-prostatic extension: None Central zone: As described previously without significant interval change, splayed bilateral central zone by BPH with mild asymmetry, and associated signal change on T2 and DWI at the midline along base to midgland, without suspicious hyperperfusion on DCE. Diffuse pattern of indistinct T2 hypointensity with punctate cystic foci at the base support postinflammatory change with fibrosis. Peripheral zone: As described previously without significant interval change, bilateral indistinct, linear and wedge-shaped T2 hypointensity without early hyperperfusion or focal hyperenhancement on DCE, rather gradually increased mild, diffuse enhancement supportive of chronic of postinflammatory change with fibrosis. Transition zone: No significant interval change of BPH with a large 3.5 cm hypertrophic nodule protruding from the base, bulging behind the bladder neck, without intravesical extension. Bladder: Again noted significant postvoid residual at the beginning of scan. Otherwise unremarkable. Seminal vesicle: Unchanged dilatation of the left distal vas deferens to ejaculatory duct with wall thickening supportive of chronic inflammation, and wall thickening of the left seminal vesicle. Absent or hypoplastic right seminal vesicle. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: Small left inguinal fat hernia. Small free fluid, slightly increased. ------------------------- IMPRESSION: 15 x 13 mm PI-RADS 3 lesion at the midline anterior transition zone, apex. 9 x 5 mm PI-RADS 3 lesion at the midline towards left posteromedial peripheral zone, apex. Diffuse postinflammatory change in the rest of peripheral zone and transition zone, and ----- Page Break ----- inflammatory changes along the left distal vas deferens to ejaculatory duct and seminal vesicle. No metastatic adenopathy or suspicious bone lesion. BPH. PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.9431494696352837143467064372695151/1.3.6.1.4.1.55648.9431494696352837143467064372695151.10,1.3.6.1.4.1.55648.9431494696352837143467064372695151/1.3.6.1.4.1.55648.9431494696352837143467064372695151.10.pkl
+54,,1.3.6.1.4.1.55648.0391683524321780067710581567267596/1.3.6.1.4.1.55648.0391683524321780067710581567267596.6,25,True,,17.26517725,0.00015831,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0391683524321780067710581567267596.6.25,20190912,191822.651,191737.6275,723093324,MR,Siemens,AX T1,Aera,Patient_1655432352901330508,Patient_1655432352901330508,M,015Y,63.50293988,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_3,4.0,473.0,9.9,1,63.679051,1H,1.0,1.5,4.4,279,3.0,90,100.0,205.0,syngo MR E11,AX T1,Body,256\0\0\230,COL,120,FFS,1.3.6.1.4.1.55648.0391683524321780067710581567267596,1.3.6.1.4.1.55648.0391683524321780067710581567267596.6,6,1,25,-118.83587805674\-11.540840228673\-18.153491030682,0.99984521270848\0.00704015980785\-0.0161241053647\-1.6278075e-008\0.91645250151208\0.40014348985365,,,-14.1077643,1,MONOCHROME2,256,256,0.78125\0.78125,16,12,11,0,0.0,1290.0,346,848,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Doctor FIRSTNAME LASTNAMERISON: MM/DD/YYYY. TECHNIQUE: MRI of the lumbar spine was performed with multiple sequences in sagittal and axial planes on a 1.5 Tesla high-field wide-bore magnet. FINDINGS: Vertebral body heights: Maintained. Alignment: Preserved. Marrow signal: There is persistent edema involving bilateral L5 pedicles and inferior facet, not significantly changed the prior examination. Spinal canal: The conus medullaris and cauda equina are unremarkable. Paravertebral soft tissues: Unremarkable. Discs:: There is no significant posterior disc abnormality, spinal canal or foraminal stenosis. ------------------------- IMPRESSION: No significant interval change in edema involving bilateral L5 pedicles and inferior facets, presumably reflecting sequela of stress fracture. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",75,1.3.6.1.4.1.55648.0391683524321780067710581567267596/1.3.6.1.4.1.55648.0391683524321780067710581567267596.6,1.3.6.1.4.1.55648.0391683524321780067710581567267596/1.3.6.1.4.1.55648.0391683524321780067710581567267596.6.pkl
+60,,1.3.6.1.4.1.55648.9517445473610392984238102446821088/1.3.6.1.4.1.55648.9517445473610392984238102446821088.11,696,True,,160.6823668,0.000304699,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9517445473610392984238102446821088.11.1,20190125,,,723412536,MR,Siemens,DYNAMIC PRE POST,Aera,Patient_5015040651227992564,Patient_5015040651227992564,M,072Y,136.0777283,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,4.0,3.78,1.83,1,63.676416,1H,1.0,1.5,,179,1.0,100,100.0,570.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,10,FFS,1.3.6.1.4.1.55648.9517445473610392984238102446821088,1.3.6.1.4.1.55648.9517445473610392984238102446821088.11,11,1,1,-87.807228088379\-83.621956744714\83.738568131021,1\0\0\0\0.99233193768643\-0.1236014783386,,,72.7606581,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,267.0,216,457,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Prostate cancer status post cryotherapy 2 years ago, rising PSA 5 ng/mL, history of rectal cancer status post resection. R97.2 . C61 TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 11 cc Gadavist was administered. No prior prostate MRI. FINDINGS: Prostate size: 3.2 [transverse] x 2.6 [AP] x 3.7 [CC] cm, about 16 cc in volume, inseparable from post-anorectomy scar Postbiopsy hemorrhage: None Lesion : 1 PI-RADS Assessment Category: 5 T2-weighted images: 3, noncircumscribed moderate hypointensity Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: Positive, early hyperperfusion Size: 11 x 7 mm as measured on image 14 of series 5, ADC Location: Left anterior peripheral zone, midgland to apex. Extra-prostatic extension: Positive, left periprostatic tissue Lesion : 2 PI-RADS Assessment Category: 4 T2-weighted images: 2, circumscribed mildly hyperintense. Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. ----- Page Break ----- Dynamic post-contrast images: Negative, no early hyperperfusion. Size: 9 x 7 mm as measured on image 11 of series 8 and 6, ax T2 and DWI Location: Left lateral transition zone, base. Extra-prostatic extension: None Lesion : 3 PI-RADS Assessment Category: 5 or metastatic from prostate, cannot entirely exclude rectal origin. T2-weighted images: 3, heterogeneous hypointensity Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: Positive, early hyperperfusion Size: 7 x 6 mm as measured on image 13 of series 5, ADC Location: Left seminal vesicle. Additional peripheral zone findings: Atrophied and fibrotic, difficult to define from capsule/surrounding scar and transition zone. Additional transition zone findings: Heterogeneous and enlarged, consistent with BPH, distending the bladder neck mild intravesical extension. Bladder: Unremarkable.. Seminal vesicle: Tethering, right more than left, towards post-anorectomy scar, and see above lesion 3. GI: Nondilated bowel, minimal endometrial left lower quadrant colectomy, and abdominal wall postsurgical change. Lymph nodes: 1 mildly prominent left iliac node measures 7 mm in short axis. Osseous structures: 1 cm right pubic hypoenhancing metastatic lesion with surrounding marrow edema. Bilateral SI joint ankylosis. Additional findings: Bilateral inguinal fat hernia. ------------------------- IMPRESSION: ----- Page Break ----- Posttreatment prostate with scarring, inseparable from post-anorectomy scar. 11 x 7 mm PI-RADS 5 lesion at the left anterior peripheral zone, midgland to apex. 9 x 7 mm PI-RADS 4 lesion at left lateral transition zone, base. 7 x 6 mm lesion within the left seminal vesicle. 1 cm right pubic bone metastatic lesion. Indeterminate 7 mm left iliac node. BPH. PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.9517445473610392984238102446821088/1.3.6.1.4.1.55648.9517445473610392984238102446821088.11,1.3.6.1.4.1.55648.9517445473610392984238102446821088/1.3.6.1.4.1.55648.9517445473610392984238102446821088.11.pkl
+63,,1.3.6.1.4.1.55648.288710943198294827405307554437310/1.3.6.1.4.1.55648.288710943198294827405307554437310.13001,1092,True,,1003.288933,0.000488758,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.288710943198294827405307554437310.13001.1,20190709,,,854058498,MR,Siemens,DYNAMIC PRE POST GRASP_RED,MAGNETOM Vida,Patient_6300173205091691796,Patient_6300173205091691796,M,076Y,74.8427,,PELVIS,GR,SK,FS\PER,3D,*fl3d1,3.0,4.09,1.86,1,123.252525,1H,,3.0,,224,1.0,100,100.0,496.0,syngo MR XA10,DYNAMIC PRE POST GRASP,Body,0\224\224\0,ROW,12,FFS,1.3.6.1.4.1.55648.288710943198294827405307554437310,1.3.6.1.4.1.55648.288710943198294827405307554437310.13001,13001,1,1,-114.005\-80.7739\-61.1181,1\4.897e-12\0\-4.897e-12\1\0,,,-61.1181,1,MONOCHROME2,224,224,1.07143\1.07143,16,12,11,0,0.0,425.0,114,282,,Contrast agent,0.0,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (5.92 ng/ml, previously between PHI), nocturia, urinary urgency and incontinence. No biopsy R97.2 . N40.1. R35.1. N39.41. TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 7 cc Gadavist was administered. DWI artifact from rectal air obscures and mildly distorts the basal posterior peripheral zone. I-STAT: Creatinine 1.0, GFR 77.2. FINDINGS: Prostate size: 4.7 [transverse] x 3.5 [AP] x 4.3 [CC] cm, about 37 cc in volume. Lesion : PI-RADS Assessment Category: 5 T2-weighted images: 5, circumscribed, homogeneous moderate hypodense mass, 1.5 cm. Diffusion-weighted images: 5, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: Positive, early hyperperfusion Size: 1.6 x 1 cm as measured on image MM/DD/YYYY of ADC Location: Right peripheral zone, lateral base. Extra-prostatic extension: Bulging, indistinct contour of the capsule, suspicious for extracapsular/perineural infiltration. Additional peripheral zone findings: Bilateral diffuse indistinct T2 hypointensity, slightly worse on the left involving central zone as well with gradually increased enhancement, representing chronic inflammation, PI-RADS 2. Correlate clinically Additional transition zone findings: Heterogeneous and enlarged, consistent with BPH, distending the bladder neck with slight intravesical bulge. ----- Page Break ----- Bladder: Diffuse wall thickening, although not fully distended limiting assessment. Seminal vesicle: Slight asymmetry with less distended left compared to the right, otherwise unremarkable. GI: Sigmoid diverticulosis. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: None.. ------------------------- IMPRESSION: 1.6 x 1 cm PIRADS 5 lesion at the right lateral peripheral zone, base, with suspicion of capsular/perineural infiltration. C61. Left more than right peripheral zone chronic inflammation. N41.9. No metastatic adenopathy or suspicious bone lesion. Mild BPH. N40.0 PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.288710943198294827405307554437310/1.3.6.1.4.1.55648.288710943198294827405307554437310.13001,1.3.6.1.4.1.55648.288710943198294827405307554437310/1.3.6.1.4.1.55648.288710943198294827405307554437310.13001.pkl
+69,,1.3.6.1.4.1.55648.1937985634711151735883317209809716/1.3.6.1.4.1.55648.1937985634711151735883317209809716.1,128,True,,96.52003551,0.000232697,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1937985634711151735883317209809716.1.128,20161114,,160545.825,581147272,MR,Siemens,AAHScout,Skyra,Patient_9150006928771206285,Patient_9150006928771206285,M,078Y,117.9340312,,ORBIT,GR,SP,PFP,3D,*fl3d1_ns,1.600000024,3.15,1.37,1,123.166606,1H,1.0,3.0,,118,1.0,100,100.0,540.0,syngo MR E11,AAHScout,Body,0\160\160\0,ROW,8,HFS,1.3.6.1.4.1.55648.1937985634711151735883317209809716,1.3.6.1.4.1.55648.1937985634711151735883317209809716.1,1,1,128,101.60000151396\-110\130,0\1\0\0\0\-1,,,101.6000015,1,MONOCHROME2,160,160,1.625\1.625,16,12,11,0,0.0,62.0,28,75,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN AND ORBITS W/WO CONTRAST HISTORY: R42 Dizziness/Vertigo/Loss Balance/Whirling Spinning Sensation H90.42 Left ear sensorineural hearing loss H53.40 Visual field loss COMPARISON: Noncontrast brain MRI, MM/DD/YYYY. TECHNIQUE: Multisequence multiplanar MRI of the brain was obtained. 10 cc Gadavist were administered intravenously. The study was performed on a 3.0 Tesla ultra high field wide bore magnet. High resolution sequences through the orbits were also obtained. FINDINGS: Brain parenchyma: There is a tiny focus of hyperintensity on diffusion-weighted sequences in the left perimedian midbrain posterior medial to the red nucleus (series 6, image 47), most compatible with a subacute lacunar infarct. A smaller similar focus is seen in the right paramedian pons (series 6, image 44). There are mild to moderate chronic microvascular ischemic changes in periventricular and subcortical white matter and in the pons in a remote right occipital lobe infarct, stable since the prior examination. Extraaxial spaces: Unremarkable. Ventricles and sulci: Normal for age. Major cerebral vessels: Blood flow is preserved. Paranasal sinuses: Clear. Tympanomastoid air cells: There is trace fluid in the right mastoid air cell complexes, decreased since the prior examination. Orbits: The optic nerves are symmetric in size and signal without abnormal enhancement. The patient is status post bilateral cataract surgery. The lacrimal glands and extraocular muscles are within normal limits. There is no retrobulbar mass. ----- Page Break ----- ------------------------- IMPRESSION: Suspected subacute lacunar infarcts in the left midbrain and likely also in the pons. Mild to moderate chronic microvascular ischemic changes and remote right occipital lobe infarct. ICD 10 - Stroke/Cerebral Infarction I63.9 Chronic cerebral ischemia I67.82 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.1937985634711151735883317209809716/1.3.6.1.4.1.55648.1937985634711151735883317209809716.1,1.3.6.1.4.1.55648.1937985634711151735883317209809716/1.3.6.1.4.1.55648.1937985634711151735883317209809716.1.pkl
+71,,1.3.6.1.4.1.55648.1290945055614425630143042111952623/1.3.6.1.4.1.55648.1290945055614425630143042111952623.13,96,True,,87.86193824,0.000265837,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1290945055614425630143042111952623.13.1,20170522,,165208.715,780927486,MR,Siemens,COR T1 FS POST,Skyra,Patient_3882164772564565800,Patient_3882164772564565800,M,071Y,85.72896884,,PANCREAS,GR,SP\OSP,PFP\FS,3D,*fl3d1,2.5,3.0,1.1,1,123.239735,1H,1.0,3.0,,243,1.0,75,100.0,600.0,syngo MR E11,COR T1 FS POST,Body,0\288\216\0,ROW,9,FFS,1.3.6.1.4.1.55648.1290945055614425630143042111952623,1.3.6.1.4.1.55648.1290945055614425630143042111952623.13,13,1,1,-187.0843296051\-112.43674707413\199.99999237061,1\0\0\0\0\-1,,,-112.4367471,1,MONOCHROME2,288,288,1.388888835907\1.388888835907,16,12,11,0,0.0,254.0,417,887,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: To assess renal complex cyst. M54.5 Lower Back Pain K21.9 Gastroesophageal reflux An MRI of the abdomen without and with 9 cc Gadavist was obtained on a 3 Tesla MRI. Comparison is made with contrast CT of the abdomen and pelvis from PHI/DD/YYYY. Kidneys: The right kidney shows a 6.4 cm mostly exophytic cyst extending laterally from the mid to upper pole. It demonstrates thin septations without suspicious enhancement. The appearance is consistent with Bosniak type II benign cyst. Additional scattered tiny less than 5 mm cysts are seen bilaterally. There is no other suspicious renal mass. There is no obstructive uropathy. Retroperitoneum: Atherosclerosis is noted. Abdominal aorta is not aneurysmal. There is no suspicious adenopathy. Liver: There is no hepatomegaly. There is no suspicious mass. Spleen: There is no splenomegaly. There is no suspicious mass. Gallbladder/biliary tree: Gallbladder is not pathologically distended. There is no biliary dilatation. Pancreas: There is no pancreatitis. There is no pancreatic ductal dilatation. There is no suspicious mass. Adrenals: There is no suspicious adrenal mass. GI: Visualized GI tract shows nonspecific, nonobstructive bowel gas pattern. ----- Page Break ----- Bony structures, abdominal wall, soft tissue: No suspicious finding. ------------------------- IMPRESSION: Benign Bosniak type II cyst from the right kidney measuring about 6.4 cm. N28.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.1290945055614425630143042111952623/1.3.6.1.4.1.55648.1290945055614425630143042111952623.13,1.3.6.1.4.1.55648.1290945055614425630143042111952623/1.3.6.1.4.1.55648.1290945055614425630143042111952623.13.pkl
+74,,1.3.6.1.4.1.55648.4075545966109401753320778291051576/1.3.6.1.4.1.55648.4075545966109401753320778291051576.3,54,True,,53.46834159,0.000167847,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4075545966109401753320778291051576.3.54,20161021,,123537.335,59781872,MR,Siemens,AX PD FS,Skyra,Patient_3757800160130366291,Patient_3757800160130366291,M,062Y,90.71848554,,KNEE,SE,SK\SP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.256976,1H,1.0,3.0,3.0,319,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.4075545966109401753320778291051576,1.3.6.1.4.1.55648.4075545966109401753320778291051576.3,3,1,54,18.709139408555\-102.52598871844\-57.515815734863,0.995396198158\0.09584575469264\0\-0.0958457546926\0.995396198158\0,,,-57.51581573,1,MONOCHROME2,320,320,0.46875\0.46875,16,12,11,0,0.0,1814.0,731,1459,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST HISTORY: M25.562 Left knee pain TECHNIQUE: Left knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Ligaments: The anterior cruciate, posterior cruciate, medial collateral, and lateral collateral ligaments are intact. Menisci: Degeneration of the body the medial meniscus is present with truncation of its free edge. No discrete lateral meniscal tears are present. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. Effusion: A small amount of knee joint fluid is present. Mild soft tissue edema is present in the superior lateral aspect of Hoffa's fat pad. Cartilage: Full-thickness cartilage loss is present in the medial femorotibial compartment with associated subchondral bone marrow edema. Less severe cartilage loss is present in the patellofemoral and lateral femorotibial compartments. Bone Marrow: Overall, the bone marrow signal is age-appropriate. Popliteal fossa: A small popliteal cyst is present. Popliteus muscle and tendon are intact. Iliotibial band: The iliotibial band is within normal limits. ----- Page Break ----- Posterolateral corner: The posterior lateral corner is unremarkable. ------------------------- IMPRESSION: Tricompartment degenerative changes, most pronounced in the medial femorotibial compartment. M17.12 Mild soft tissue edema in the superior lateral aspect of Hoffa's fat pad. R22.42 Degeneration of the medial meniscus with truncation of its free edge. M23.204 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.4075545966109401753320778291051576/1.3.6.1.4.1.55648.4075545966109401753320778291051576.3,1.3.6.1.4.1.55648.4075545966109401753320778291051576/1.3.6.1.4.1.55648.4075545966109401753320778291051576.3.pkl
+76,,1.3.6.1.4.1.55648.0900746333351634884392741293849501/1.3.6.1.4.1.55648.0900746333351634884392741293849501.7,40,True,,33.34390092,0.000155926,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0900746333351634884392741293849501.7.40,20180309,,123151.8725,991821518,MR,Siemens,AX PD FS,Skyra,Patient_5800687466353586825,Patient_5800687466353586825,M,055Y,97.52237196,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.256819,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.0900746333351634884392741293849501,1.3.6.1.4.1.55648.0900746333351634884392741293849501.7,7,1,40,-152.12231286214\-76.234671422951\-68.307557801627,0.99655862983496\-0.0279388549905\-0.0780404874619\0.0243553706998\0.99862139182398\-0.0464987280429,,,-83.46579653,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,2935.0,815,1665,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST History: M17.11 Unilateral primary osteoarthritis, right knee M23.91 Unspecified internal derangement of right knee M25.561 Right knee pain M23.601 Right knee ligament injury M25.361 Right knee instability M25.661 Right knee/ lower leg stiffness M25.461 Right knee effusion Technique: MRI of the right knee was performed on a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal, axial and coronal proton density pulse sequences including fat suppression techniques. There are no prior studies available for comparison. Findings: BONES: There is no fracture or AVN. There is no focal osseous lesion. LIGAMENTS: Both the anterior and posterior cruciate ligaments are intact. There is a mild sprain of the MCL with mild surrounding soft tissue edema. There is also mild sprain of the posterior oblique ligament at the medial aspect of the knee. Fibulocollateral ligament is intact. Distal popliteus tendon is intact. MENISCI: There is a small vertically oriented tear of the posterior horn/body junction of medial meniscus involving the central third on series 9 image 29 and more pronounced along the articular margin. There is mild edema at the meniscocapsular junction without separation. The lateral meniscus is unremarkable. JOINTS: There is preservation of cartilage along the femorotibial compartments. There is chondral fissuring at the patella apex and medial patellar facet extending just less than 50 percent cartilage thickness. Trochlear cartilage is preserved. There is a small joint effusion. There is a slightly thickened medial parapatellar plica. ----- Page Break ----- MISCELLANEOUS: Quadriceps and patellar tendons are intact. Regional musculature is preserved. Subcutaneous tissues are unremarkable. ------------------------- IMPRESSION: Small vertically oriented tear of the medial meniscus at the posterior horn/body junction. There is mild edema at the meniscal capsular junction. There is mild sprain of the MCL and posterior oblique ligament to the knee. Mild chondromalacia patella. There is a joint effusion and slightly thickened medial parapatellar plica. ICD 10 - Medial meniscal tear, S83.241A MCL (Medial Collateral Ligament) Sprain/Tear, S83.411A Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",9,1.3.6.1.4.1.55648.0900746333351634884392741293849501/1.3.6.1.4.1.55648.0900746333351634884392741293849501.7,1.3.6.1.4.1.55648.0900746333351634884392741293849501/1.3.6.1.4.1.55648.0900746333351634884392741293849501.7.pkl
+79,,1.3.6.1.4.1.55648.3838320101266058904367768808466163/1.3.6.1.4.1.55648.3838320101266058904367768808466163.7,72,True,,63.25367141,0.000627518,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3838320101266058904367768808466163.7.72,20170621,195848.79,195426.3725,467970441,MR,Siemens,COR 3D MEDIC,Skyra,Patient_6704113060552220991,Patient_6704113060552220991,M,014Y,65.77090202,,WRIST,GR,SP\OSP,,3D,*me3d1r2,0.5,31.0,17.0,1,123.158282,1H,1.0,3.0,,382,2.0,100,100.0,250.0,syngo MR E11,COR 3D MEDIC,Body,0\256\256\0,ROW,7,HFS,1.3.6.1.4.1.55648.3838320101266058904367768808466163,1.3.6.1.4.1.55648.3838320101266058904367768808466163.7,7,1,72,-14.039887613909\55.700762920351\26.087260304188,0.89084428579329\0.05323963400264\0.45117845675599\0.4542981259949\-0.0975959303639\-0.8854875759117,,,52.50007733,1,MONOCHROME2,256,256,0.390625\0.390625,16,12,11,0,0.0,107.0,72,178,4.0,,,,,,,,,,,,,,,,,,,"EXAM: MRI-3T RIGHT WRIST NON CONTRAST HISTORY: M25.531 Right wrist pain TECHNIQUE: Axial, coronal, and sagittal images of the right wrist were obtained on a 3.0 Tesla magnet. COMPARISON: Right wrist x-ray MM/DD/YYYY. FINDINGS: BONE MARROW: No edema, fracture, or avascular necrosis. JOINT EFFUSION: None. GANGLION/SYNOVIAL CYST: Doctor FIRSTNAME LASTNAMEL ALIGNMENT: Normal without instability type pattern of injury. triangular fibrocartilage complex: Ulna minus variance is seen. There is a thin slitlike defect along the radial aspect of the triangular fibrocartilage (series 5 image 12, series 7 image 40) suggesting a small tear. INTRINSIC LIGAMENTS: Intact scapholunate and lunotriquetral ligaments. VOLAR EXTRINSIC LIGAMENTS: Unremarkable radioscaphocapitate and radioscapholunate as well as the radial collateral ligament and volar ulnar triquetral ligaments. DORSAL EXTRINSIC LIGAMENTS: Unremarkable radial triquetral, scaphoid triquetral, and ulnar triquetral ligaments. Doctor FIRSTNAME LASTNAMENS: Within normal limits. Doctor FIRSTNAME LASTNAMENS: Within normal limits. carpal tunnel and median nerve: Unremarkable. Ulnar nerve and ARTERY: Normal within Guyon's canal. MUSCLES: Normal signal and bulk without edema or atrophy. ----- Page Break ----- ------------------------- IMPRESSION: Although I do not see any significant joint fluid within the distal radial ulnar joint. There is a slitlike defect along the radial aspect of the triangular fibrocartilage complex concerning for a small tear. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",44,1.3.6.1.4.1.55648.3838320101266058904367768808466163/1.3.6.1.4.1.55648.3838320101266058904367768808466163.7,1.3.6.1.4.1.55648.3838320101266058904367768808466163/1.3.6.1.4.1.55648.3838320101266058904367768808466163.7.pkl
+80,,1.3.6.1.4.1.55648.2466792273106003732647482269222392/1.3.6.1.4.1.55648.2466792273106003732647482269222392.5,25,True,,19.79400373,0.000130415,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2466792273106003732647482269222392.5.25,20190701,,170256.825,472246011,MR,Siemens,AX PD,Skyra,Patient_446128283535166878,Patient_446128283535166878,M,047Y,81.64663699,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.249099,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.2466792273106003732647482269222392,1.3.6.1.4.1.55648.2466792273106003732647482269222392.5,5,1,25,-102.3046875\-14.92788981739\-84.980187854295,1\0\0\0\0.89648644122187\0.44307116889429,,,-69.56946859,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1271.0,644,1305,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5. History of motor vehicle collision. TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is maintained. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of fracture infiltrative process. The vertebral body heights are intact. Intervertebral Discs: There is multilevel disc desiccation. There are Schmorl's nodes in the superior endplate of L2, L3 in the inferior endplate of L2 T12. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L3-L4: Right annular tear with circumferential disc bulge and bilateral facet arthrosis causing bilateral neural foraminal narrowing without nerve root impingement and mild indentation of the thecal sac. L4-5: Left foraminal annular tear Broad-based central disc herniation and bilateral facet arthrosis causing bilateral subarticular stenosis encroaching on bilateral descending L5 nerve roots and left greater than right neural foraminal narrowing encroaching on the left exiting L4 nerve root. L5-S1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L3-L4: Right annular tear with circumferential disc bulge and bilateral facet arthrosis causing bilateral neural foraminal narrowing without nerve root impingement and mild indentation of the thecal sac. L4-5: Left foraminal annular tear Broad-based central disc herniation and bilateral facet arthrosis causing bilateral subarticular stenosis encroaching on bilateral descending L5 nerve roots and left greater than right neural foraminal narrowing encroaching on the left exiting L4 nerve root. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ----- Page Break -----",48,1.3.6.1.4.1.55648.2466792273106003732647482269222392/1.3.6.1.4.1.55648.2466792273106003732647482269222392.5,1.3.6.1.4.1.55648.2466792273106003732647482269222392/1.3.6.1.4.1.55648.2466792273106003732647482269222392.5.pkl
+82,,1.3.6.1.4.1.55648.581065548095426520135759458291553/1.3.6.1.4.1.55648.581065548095426520135759458291553.8,80,True,,73.71410775,0.000176907,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.581065548095426520135759458291553.8.80,20180918,,180009.36,165561022,MR,Siemens,AX T1 FS PRE,Skyra,Patient_5203885134250980361,Patient_5203885134250980361,F,064Y,74.84275057,,ABDOMEN,GR,SP,PFP\FS,3D,*fl3d1,3.0,3.67,1.72,1,123.227895,1H,1.0,3.0,,169,1.0,75,81.25,505.0,syngo MR E11,AX T1 FS PRE,Body,320\0\0\195,COL,9,FFS,1.3.6.1.4.1.55648.581065548095426520135759458291553,1.3.6.1.4.1.55648.581065548095426520135759458291553.8,8,1,80,-205.95180702209\-178.72138595581\-104.33132530749,1\0\0\0\1\0,,,-104.3313253,1,MONOCHROME2,260,320,1.3125\1.3125,16,12,11,0,0.0,448.0,236,563,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T ABD/ADoctor LASTNAME /LIVER NON CONTRAST History: Left lower pole renal mass. K21.9 Gastroesophageal reflux I10 Hypertension N18.3 Chronic kidney disease, stage 3 (moderate) E66.01 Obesity Technique: An MRI of the abdomen was obtained on a 3 Tesla ultra high field wide bore MRI. Comparison: Abdominal ultrasound MM/DD/YYYY. Findings: Liver: There is mild signal drop in the liver on in phase relative to out of phase concerning for mild iron deposition. There is no suspicious mass. Gallbladder/Biliary Tree: Normal gallbladder. There is no biliary dilatation. Spleen: The spleen markedly drops in signal on in phase relative to out of phase consistent with iron deposition. Pancreas: Normal intrinsic T1 signal is maintained throughout the pancreas. The pancreatic duct is normal in caliber. Suspected pancreatic divisum. Adrenals: No adrenal nodularity. Kidneys: No hydronephrosis. There is a partially exophytic left lower pole renal mass demonstrating heterogeneous T2 signal measuring 3.5 x 5.2 x 4.8 cm. There is no evidence of renal vein or adjacent organ invasion. No suspicious right renal lesions are identified. Retroperitoneum/peritoneum: Nonspecific bilateral perirenal stranding. No ascites or nodularity. Vasculature: The abdominal aorta is normal in caliber. ----- Page Break ----- Lymph nodes: There is no suspicious adenopathy. Gastrointestinal: No bowel obstruction. Musculoskeletal: There is no suspicious osseous lesion. ------------------------- IMPRESSION: Left lower pole mass most consistent with clear cell renal cell carcinoma. No evidence of adjacent organ or venous invasion or abdominal metastases. Findings consistent with hepatic and splenic iron deposition. Correlation with patient's serum iron studies is recommended. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.581065548095426520135759458291553/1.3.6.1.4.1.55648.581065548095426520135759458291553.8,1.3.6.1.4.1.55648.581065548095426520135759458291553/1.3.6.1.4.1.55648.581065548095426520135759458291553.8.pkl
+90,,1.3.6.1.4.1.55648.4324760059888181643476489003490899/1.3.6.1.4.1.55648.4324760059888181643476489003490899.15,812,True,,723.7059014,0.00078392,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4324760059888181643476489003490899.15.1,20191120,,,479088294,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_207017991954712802,Patient_207017991954712802,M,061Y,124.7379176,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.260099,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.4324760059888181643476489003490899,1.3.6.1.4.1.55648.4324760059888181643476489003490899.15,15,1,1,-115.04005432129\-97.228915214539\10.584284499288,1\0\0\0\1\0,,,10.5842845,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,883.0,402,828,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (9 ng/ml), negative biopsies with the recent one in MONTH XX of the prior MRI. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 12 cc Gadavist was administered. Large amount of rectal air with artifact and distortion on DWI along the posterior gland. COMPARISON: Prior prostate MRI dated to 518. FINDINGS: Prostate size: 6.5 [transverse] x 4.5 [AP] x 6.7 [CC] cm, about 102 cc in volume, previously 95 cc. Lesion: Unchanged in size and imaging features PI-RADS Assessment Category: 3 T2-weighted images: 3, noncircumscribed moderate hypointensity Diffusion-weighted images: 3, focal mild-moderate decreased ADC and mildly increased signal on ultra high b-value images. Dynamic post-contrast images: Negative, no early hyperperfusion. Size: 6 x 4 mm as measured on image 16 of series 17, ax T2 Location: Left posterolateral peripheral zone, base. Extra-prostatic extension: None Additional peripheral zone findings: Again noted bilateral indistinct and linear/wedge-shaped T2 hypointensity, favoring postinflammatory change with fibrosis, PI-RADS 2, decreased along the right side but mildly increased on the left side with mildly increased enhancement. Again noted small wedge-shaped T2 signal void scar at the posteromedial right midgland and small/atrophied left posterolateral apex. ----- Page Break ----- Additional transition zone findings: Enlarged and heterogeneous, consistent with BPH distending the bladder neck without intravesical extension. Further enlarged 2.9 cm exophytic hypertrophic nodule at the right base displacing and compressing the right seminal vesicle. Bladder: Unremarkable. Seminal vesicle: Unremarkable. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Bilateral hip OA. Additional findings: None.. ------------------------- IMPRESSION: Unchanged 6 x 4 mm PIRADS 3 lesion at the left posterolateral peripheral zone, base. Bilateral peripheral zone postinflammatory change with fibrosis/scar, PI-RADS 2. BPH with further increased prostate volume about 102 cc, previously 95 cc. PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.4324760059888181643476489003490899/1.3.6.1.4.1.55648.4324760059888181643476489003490899.15,1.3.6.1.4.1.55648.4324760059888181643476489003490899/1.3.6.1.4.1.55648.4324760059888181643476489003490899.15.pkl
+96,,1.3.6.1.4.1.55648.117289062948950054348070431410756/1.3.6.1.4.1.55648.117289062948950054348070431410756.10,80,True,,71.7256341,0.000162601,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.117289062948950054348070431410756.10.80,20170901,,73829.72,88864202,MR,Siemens,AX T1 FS PRE,Aera,Patient_9924292910028133327,Patient_9924292910028133327,M,075Y,75.296343,,ABDOMEN,GR,SP\OSP,PFP\FS,3D,*fl3d1,3.0,4.85,2.38,1,63.673178,1H,1.0,1.5,,189,1.0,75,81.25,345.0,syngo MR D13E,AX T1 FS PRE,Body,320\0\0\195,COL,10,FFS,1.3.6.1.4.1.55648.117289062948950054348070431410756,1.3.6.1.4.1.55648.117289062948950054348070431410756.10,10,1,80,-199.21875\-162.5\-113.03125,1\0\0\0\1\0,,,-113.03125,1,MONOCHROME2,260,320,1.25\1.25,16,12,11,0,0.0,263.0,121,305,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN WITH MRCP NON CONTRAST History: Follow-up examination. R93.8 An MR examination of the abdomen and MRCP were performed with images obtained in multiple planes. Intravenous contrast was not administered as per the request of the referring physician. Comparison is made with prior studies, the most recent dated MM/DD/YYYY. The patient provides a history of prostate, renal and pancreatic carcinomas. The visualized portions of the lung bases are normal. No pleural or pericardial effusions are present. Evaluation of the solid viscera is limited due to a lack of intravenous contrast. The liver, spleen and adrenal glands are normal in size and signal characteristics and show no focal lesions. The CBD is prominent, demonstrating a maximum diameter of approximately 10 mm. There is no evidence of intrahepatic biliary ductal dilatation. An approximately 4 mm filling defect is noted in the CBD, approximately 2 cm proximal to the ampulla LASTNAME consistent with a calculus. No additional filling defects or strictures are identified within the biliary tree. Several, less than 5 mm gallstones are noted within the gallbladder. The gallbladder otherwise appears normal. An approximately 3 cm, mixed signal intensity mass is present in the pancreatic head consistent with the provided history of carcinoma. There is mild pancreatic ductal dilatation and moderate atrophy of the pancreatic body and tail. No additional focal pancreatic lesions are identified. The right kidney is normal in size, shape and position. There is no evidence of right sided hydronephrosis. Less than 1 cm cysts are noted within the right kidney. No additional right renal masses are identified. ----- Page Break ----- The patient is status post left nephrectomy with no pathologic masses or fluid collections present in the postoperative bed. No enlarged lymph nodes or fluid collections are seen within the abdomen. The visualized bowel and mesentery appear normal. No focal bony lesions are identified. ------------------------- IMPRESSION: 1. Mass in the pancreatic head consistent with the provided history of carcinoma. 2. Solitary, 4 mm CBD calculus. 3. Cholelithiasis. K86.9; K80.5; K80.20 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.117289062948950054348070431410756/1.3.6.1.4.1.55648.117289062948950054348070431410756.10,1.3.6.1.4.1.55648.117289062948950054348070431410756/1.3.6.1.4.1.55648.117289062948950054348070431410756.10.pkl
+107,,1.3.6.1.4.1.55648.1884814586401934966180452317752306/1.3.6.1.4.1.55648.1884814586401934966180452317752306.12,696,True,,670.7103956,0.000359535,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1884814586401934966180452317752306.12.1,20200721,,,317008928,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_39306336593101124,Patient_39306336593101124,M,071Y,77.11071271,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.220397,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.1884814586401934966180452317752306,1.3.6.1.4.1.55648.1884814586401934966180452317752306.12,12,1,1,-33.25301361084\-82.168674468994\2.6084337383509,1\0\0\0\1\0,,,2.608433738,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,587.0,361,748,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (8 ng/ml), negative biopsy 7 months ago. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 8 cc Gadavist was administered. FINDINGS: Prostate size: 4.7 [transverse] x 2.6 [AP] x 3.7 [CC] cm, about 24 cc in volume, leaning posteriorly, on top of the lower rectum. Postbiopsy hemorrhage: None Lesion: PI-RADS Assessment Category: 5 T2-weighted images: Lenticular homogeneous moderate hypodense mass, 1.5 cm Diffusion-weighted images: . Dynamic post-contrast images: Size: 2.3 x 0.8 cm as measured on image 16 of series 7, ax T2 Location: Anterior transition zone, midgland to right and left, midgland towards base and apex with a small focus extending to the left anterior wall of urethra. Extra-prostatic extension: None, although infiltrating the anterior fibromuscular stroma Additional peripheral zone findings: Some mild indistinct and scattering linear T2 hypointensity bilaterally. Additional transition zone findings: Heterogeneous and nodular, without enlargement, consistent with minimal BPH. Bladder: Unremarkable. Seminal vesicle: Mild asymmetry with fewer and less distended tubules on the left. ----- Page Break ----- GI: Nondilated bowel. Lymph nodes: No adenopathy. Osseous structures: No suspicious lesion. Small synovial herniation pit at the left anterior femoral head neck junction. Additional findings: Partially seen right-sided hydrocele, small on the left, and a tiny 4 mm T2 hyperintensity, probably cyst within the upper pole of right testicle. Correlate with testicular ultrasound. ------------------------- IMPRESSION: 2.3 x 0.8 cm PIRADS 5 lesion at the anterior transition zone, midline to right and left, midgland towards base and apex with a small focus extending to the left anterior wall of urethra, infiltrating the anterior fibromuscular stroma. No extraprostatic extension or adenopathy or suspicious bone lesion. PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.1884814586401934966180452317752306/1.3.6.1.4.1.55648.1884814586401934966180452317752306.12,1.3.6.1.4.1.55648.1884814586401934966180452317752306/1.3.6.1.4.1.55648.1884814586401934966180452317752306.12.pkl
+108,,1.3.6.1.4.1.55648.514156886466456185538735391626586/1.3.6.1.4.1.55648.514156886466456185538735391626586.20,104,True,,99.90776944,0.000154734,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.514156886466456185538735391626586.20.1,20171005,,144531.3075,74479239,MR,Siemens,COR T1 FS POST,Skyra_fit,Patient_6116904458150954292,Patient_6116904458150954292,M,078Y,113.3981069,,PANCREAS,GR,SP\OSP,PFP\FS,3D,*fl3d1,2.5,3.16,1.1,1,123.230325,1H,1.0,3.0,,283,1.0,75,100.0,600.0,syngo MR D13B,COR T1 FS POST,Body,0\288\216\0,ROW,9,FFS,1.3.6.1.4.1.55648.514156886466456185538735391626586,1.3.6.1.4.1.55648.514156886466456185538735391626586.20,20,1,1,-205.12638378143\-177.81129837036\222.57471680641,1\0\0\0\0\-1,,,-177.8112984,1,MONOCHROME2,288,288,1.388888835907\1.388888835907,16,12,11,0,0.0,303.0,384,818,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T ABD/ADoctor LASTNAME /LIVER PRE AND POST IV CONTRAST History: History of gastric and pancreatic carcinomas. C16.9; C25.9 An MR examination of the abdomen and MRCP were performed with images obtained in multiple planes both before and following intravenous contrast administration of 11 cc Gadavist. Comparison is made with prior studies, the most recent dated MM/DD/YYYY. The visualized portions of the lung bases are normal. No pleural or pericardial effusions are present. The liver is normal in size and demonstrates a heterogeneous signal intensity pattern consistent with fatty infiltration with areas of focal sparing. Cysts are noted in the right and left hepatic lobes, the largest measuring approximately 1.5 cm in maximum diameter. No additional discrete hepatic lesions are identified. The biliary tree is nondilated. The CBD measures 7 mm in maximum diameter. No strictures, filling defects or enhancing lesions are identified within the biliary tree. A few, less than 1 cm gallstones are noted. The gallbladder otherwise appears normal. The spleen and adrenal glands are normal in size and signal characteristics and show no focal lesions. An oval-shaped, complex, heterogeneous enhancing mass is present in the body of the pancreas, measuring approximately 4 x 5 x 7 cm in the longitudinal, AP and transverse dimensions. This partially encases the splenic artery and is consistent with a carcinoma. The fat planes about the SMA are preserved. No additional focal pancreatic lesions are identified. There is no evidence of pancreatic ductal dilatation. An approximately 3 cm filling defect is noted in the splenic vein, at the level of the aforementioned carcinoma, consistent with thrombus. The remainder of the splenic vein and portal veins appear normal. ----- Page Break ----- The kidneys are normal in size, shape and position. There is no evidence of hydronephrosis. Bilateral renal cysts are noted, the largest measuring approximately 1 cm in maximum diameter. No additional discrete renal masses are identified. Oval-shaped, enhancing structures are present in the greater omentum, anterior to the left hepatic lobe, demonstrating maximum diameters of approximately 1 and 3 cm, respectively. These have not changed significantly in size compared with prior studies dating to MM/DD/YYYY and are likely iatrogenic. No additional discrete omental masses are identified. No enlarged lymph nodes or fluid collections are seen within the abdomen. The patient is status post partial gastrectomy. The remaining visualized bowel and mesentery appear normal. No focal bony lesions are identified. ------------------------- IMPRESSION: 1. Pancreatic carcinoma with partial thrombosis of the splenic vein. There is no evidence of metastatic disease within the abdomen. 2. Cholelithiasis. C25.9; K80.20 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.514156886466456185538735391626586/1.3.6.1.4.1.55648.514156886466456185538735391626586.20,1.3.6.1.4.1.55648.514156886466456185538735391626586/1.3.6.1.4.1.55648.514156886466456185538735391626586.20.pkl
+113,,1.3.6.1.4.1.55648.1118008076584628332895571489135118/1.3.6.1.4.1.55648.1118008076584628332895571489135118.11,80,True,,69.08511376,0.000190258,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1118008076584628332895571489135118.11.80,20180124,192823.404,192748.6425,601624778,MR,Siemens,AX T1 FS POST 1,Aera,Patient_7000443645554014459,Patient_7000443645554014459,M,052Y,99.79033409,,ABDOMEN,GR,SP\OSP,FS,3D,*fl3d1,3.0,4.85,2.41,1,63.67314,1H,1.0,1.5,,253,1.0,75,81.25,345.0,syngo MR E11,AX T1 FS POST 1,Body,320\0\0\195,COL,10,FFS,1.3.6.1.4.1.55648.1118008076584628332895571489135118,1.3.6.1.4.1.55648.1118008076584628332895571489135118.11,11,1,80,-181.32530117035\-154.375\-99.222891569138,1\0\0\0\1\0,,,-99.22289157,1,MONOCHROME2,260,320,1.1875\1.1875,16,12,11,0,0.0,435.0,228,528,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"EXAM: MRI-ABD/ADoctor LASTNAME /LIVER PRE AND POST IV CONTRAST HISTORY: N28.89 Other specified disorders of kidney and ureter C64.2 Malignant neoplasm of left kidney, except renal pelvis N13.39 Other hydronephrosis History of left renal mass. Follow-up abnormal ultrasound. TECHNIQUE: Multiplanar multiecho MR sequences of the abdomen obtained on a 1.5 Tesla superconducting magnet without and with intravenous contrast including dynamic postgadolinium images. Contrast dose: 10 mL Doctor FIRSTNAME LASTNAMERISON: Ultrasound MM/DD/YYYY. FINDINGS: LIVER: Unremarkable. SPLEEN: Unremarkable. KIDNEYS: In the upper pole of the left kidney there is a well-circumscribed mass measuring 2.3 x 2.0 cm on transaxial imaging x 2.4 cm in craniocaudal dimensions. This was likely overestimated in size on the ultrasound. This is hypointense on the T2-weighted images and does demonstrate some homogeneous enhancement on the delayed phase images correspond to a solid mass and I could not exclude the possibility of a renal cell carcinoma. The right kidney is normal. There is no hydronephrosis. The left renal vein is normal. No perinephric adenopathy. ADoctor FIRSTNAME LASTNAME : Doctors. NAME NCREAS: Unremarkable. GALLBLADDER: Unremarkable. No biliary dilatation. BOWEL: The bowel is unremarkable. No acute abnormality. ADENOPATHY: No lymphadenopathy. VASCULATURE: The vasculature is patent. ----- Page Break ----- ASCITES: None. OSSEOUS STRUCTURES: Degenerative changes of the spine are present. SOFT TISSUES: Unremarkable. ------------------------- IMPRESSION: 2.3 x 2.0 x 2.4 cm left superior pole partially exophytic renal mass corresponding to the ultrasound finding. This was the side as well as overestimated on ultrasound. However this is solid and demonstrates mild homogeneous enhancement on delayed images. The possibility of a renal cell carcinoma is not excluded. No evidence of metastatic disease. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.1118008076584628332895571489135118/1.3.6.1.4.1.55648.1118008076584628332895571489135118.11,1.3.6.1.4.1.55648.1118008076584628332895571489135118/1.3.6.1.4.1.55648.1118008076584628332895571489135118.11.pkl
+114,,1.3.6.1.4.1.55648.6348128039244116966611798252346027/1.3.6.1.4.1.55648.6348128039244116966611798252346027.5,27,True,,17.25972891,0.000152826,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6348128039244116966611798252346027.5.27,20181226,,164436.1725,421317983,MR,Siemens,AX PD,Skyra,Patient_9609652869508418240,Patient_9609652869508418240,M,031Y,95.25440982,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.239646,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,168,FFS,1.3.6.1.4.1.55648.6348128039244116966611798252346027,1.3.6.1.4.1.55648.6348128039244116966611798252346027.5,5,1,27,-111.98264644706\-18.577422655523\-107.04423577554,0.9958134146697\0.05253378742737\-0.0748053764272\-2.9226869e-008\0.81835731248589\0.57470976074961,,,-86.83800403,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1908.0,739,1549,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain with left lumbar radicular symptoms. Lower back pain with left sciatica, M54.42 Comparison PHI: Lumbar spine radiographs from PHI/DD/YYYY. Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial proton density images. Findings: Coronal localizer image 7 of series 1 provides partial visualization of the lower portion of a mild thoracolumbar levoscoliosis. No spondylolisthesis is visualized. There is no evidence of fracture, spondylolysis or osseous neoplasm. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the T12-L1 level. Lower thoracic intervertebral levels from T11 to L1 are visualized only on sagittal images. There is minimal spondylosis at T11-T12. Sagittal images PHI of series 2 demonstrate a small right paracentral disc protrusion at T11-T12, mildly effacing the ventral thecal sac. This may be further assessed with dedicated noncontrast MR imaging of the thoracic spine if clinically warranted. L1-L2: No spondylotic changes. Facet joints are unremarkable. L2-L3: No spondylotic changes. Facet joints are unremarkable. L3-L4: Very minimal spondylosis. Facet joints are unremarkable. L4-L5: Minimal spondylosis. Mild bilateral facet arthrosis. Small disc bulge. Large left-sided disc protrusion, extending from the midline into the left neural foramen, ----- Page Break ----- compressing the left ventral thecal sac, the left L5 nerve root, and to a lesser extent the exiting left L4 nerve. Resulting mild central canal stenosis. See axial image 21 of series 5 and sagittal images PHI of series 2. L5-S1: Minimal spondylosis. Facet joints are unremarkable. Moderate broad-based right paracentral disc protrusion, producing compression of the thecal sac and the right S1 nerve root. See axial image 26 of series 5. The visualized paraspinal and abdominopelvic soft tissues are unremarkable in PHI appearance. ------------------------- IMPRESSION: Lower lumbar spondylosis. Left-sided disc protrusion at L4-L5, compressing the left L5 nerve root, and to a lesser extent the exiting left L4 nerve. Right-sided disc protrusion at L5-S1, compressing the right S1 nerve root. Mild central canal stenosis at L4-L5. Mild thoracolumbar levoscoliosis. M51.36 M51.26 M51.27 M48.06 M41.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.6348128039244116966611798252346027/1.3.6.1.4.1.55648.6348128039244116966611798252346027.5,1.3.6.1.4.1.55648.6348128039244116966611798252346027/1.3.6.1.4.1.55648.6348128039244116966611798252346027.5.pkl
+115,,1.3.6.1.4.1.55648.17184093896622248848243855795309/1.3.6.1.4.1.55648.17184093896622248848243855795309.8,45,True,,40.6240871,0.000332594,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.17184093896622248848243855795309.8.45,20190723,,170558.4475,162506656,MR,Siemens,AX PD FS,Skyra,Patient_5937360589691909038,Patient_5937360589691909038,M,023Y,81.64663699,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.259932,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.17184093896622248848243855795309,1.3.6.1.4.1.55648.17184093896622248848243855795309.8,8,1,45,-159.11317670963\-76.668861895647\-77.671686066916,0.9841445843206\-0.1770597142453\-0.0104544126479\0.17707556269618\0.98419707456048\0.00060292820348,,,-79.10016504,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,881.0,527,1093,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: Knee pain for several months following basketball injury COMPARISON: No prior MRI is available for comparison. TECHNIQUE: The right knee was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Fat-saturated proton density images were obtained in the axial, coronal and sagittal planes together with sagittal proton density images. FINDINGS: The skin and subcutis are unremarkable. There is a small-to-moderate joint effusion. No popliteal cyst is visualized. Nondisplaced trabecular fractures are noted involving the posterior aspects of both medial and lateral tibial plateaus. A small focus of subcortical bone contusion is noted along the medial aspect of the medial femoral condyle. No arthritic changes are visualized. The medial meniscus is unremarkable in PHI appearance, without evidence of degeneration or tear. The lateral meniscus is unremarkable in PHI appearance, without evidence of degeneration or tear. There is severe derangement of the ACL. It is torn with thickening and waviness of its fibers. The appearance suggests that a few remnants of the ligament may remain continuous. This is likely due to scarring. ----- Page Break ----- The PCL is unremarkable. The collateral ligaments are unremarkable. A tibial collateral ligament bursa is noted. The iliotibial band, fibular collateral ligament and biceps femoris tendon are unremarkable. The popliteus muscle-tendon unit is unremarkable. The extensor mechanism is unremarkable. There is a large flap tear involving the lateral retropatellar cartilage with subcortical cyst formation and edema in the adjacent patella. ------------------------- IMPRESSION: The anterior cruciate ligament is torn, the presence of bone injury involving the posterior aspects of both medial and lateral tibial plateaus and the medial femoral condyle are compatible with a recent translational event. A few fibers of the ligament may remain continuous, this is likely due to scarring. Large flap tear involving the lateral retropatellar cartilage with subcortical cyst formation and edema in the adjacent patella Tibial collateral ligament bursitis Acute ACL tear, S83.511A Cartilage injury, S83.31XA Bursitis, Other. M70.51 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",23,1.3.6.1.4.1.55648.17184093896622248848243855795309/1.3.6.1.4.1.55648.17184093896622248848243855795309.8,1.3.6.1.4.1.55648.17184093896622248848243855795309/1.3.6.1.4.1.55648.17184093896622248848243855795309.8.pkl
+117,,1.3.6.1.4.1.55648.7163914779751099674967339508462474/1.3.6.1.4.1.55648.7163914779751099674967339508462474.10,80,True,,70.18840075,0.00018096,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7163914779751099674967339508462474.10.1,20170619,,92725.8625,939125198,MR,Siemens,COR T1 FS POST,Aera,Patient_0042064427514266616,Patient_0042064427514266616,M,061Y,99.79033409,,ABDOMEN,GR,SP\OSP,PFP\FS,3D,*fl3d1,3.0,3.8,1.39,1,63.678276,1H,1.0,1.5,,283,1.0,73,100.0,445.0,syngo MR E11,COR T1 FS POST,Body,0\320\234\0,ROW,10,FFS,1.3.6.1.4.1.55648.7163914779751099674967339508462474,1.3.6.1.4.1.55648.7163914779751099674967339508462474.10,10,1,1,-251.98795127869\-172.47590255737\225,1\0\0\0\0\-1,,,-172.4759026,1,MONOCHROME2,320,320,1.40625\1.40625,16,12,11,0,0.0,2105.0,206,483,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T ABD/ADoctor LASTNAME /LIVER PRE AND POST IV CONTRAST History: Hepatoma, status post FIRSTNAME to segment 4 lesion on MM/DD/YYYY, follow-up tumor treatment. An MRI of the abdomen without and with 9 cc Eovist was obtained on a 1.5 Tesla high field wide bore MRI. Comparison is made with contrast enhanced abdominal MRI from PHI/DD/YYYY and MM/DD/YYYY. Liver: There is continue decrease in size in nonenhancing FIRSTNAME lesion at junction segment 4a and 8. It now measures 2.4 x 2.1 cm based on axial image 11 of series 5 versus 2.7 x 2.6 cm previously. There is no significant change in subcentimeter arterial phase nodular enhancing focus more anteriorly showing washout. There are now two additional subcentimeter washout foci. One is in the right hepatic lobe segment 7 measuring about 7.4 mm on image 26 of series 17. The other one is in the left hepatic lobe segment MM/DD/YYYY measuring about 7.1 mm on image 16 of series 17. They are barely visible in the arterial phase. They were not seen previously. They're considered LR 3 intermediate probability for hepatoma. Continue monitoring is advised. Periportal nodes are stable. The rest of the abdominal structures are stable. Spleen: Remains enlarged measuring up to 14.9 cm in length. There is no suspicious mass. Gallbladder/biliary tree: Gallbladder fundal adenomyomatosis is seen. Gallbladder is not pathologically distended. There is no biliary dilatation. Pancreas: There is no pancreatitis. There is no pancreatic ductal dilatation. There is no suspicious mass. ----- Page Break ----- Adrenals: There is no suspicious adrenal mass. Kidneys: Stable cysts are seen in the right kidney. There is no suspicious mass. There is no obstructive uropathy. Retroperitoneum: Stable small para-aortic nodes. Abdominal aorta is not aneurysmal. GI: Visualized GI tract shows nonspecific, nonobstructive bowel gas pattern. Bony structures, abdominal wall, soft tissue: No suspicious finding. ------------------------- IMPRESSION: Continue decrease in size in FIRSTNAME lesion, now measuring 2.4 x 2.1 cm. Interval development of two subcentimeter LR 3 lesions as described. Continue monitoring with Eovist contrast. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.7163914779751099674967339508462474/1.3.6.1.4.1.55648.7163914779751099674967339508462474.10,1.3.6.1.4.1.55648.7163914779751099674967339508462474/1.3.6.1.4.1.55648.7163914779751099674967339508462474.10.pkl
+123,,1.3.6.1.4.1.55648.830371192881068392703463855418537/1.3.6.1.4.1.55648.830371192881068392703463855418537.9,40,True,,35.90248227,0.000162601,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.830371192881068392703463855418537.9.40,20191224,,85009.26,176833333,MR,Siemens,AX T1 FS POST,Aera,Patient_1940993094107057844,Patient_1940993094107057844,M,058Y,113.3981069,,SPINE,SE,SK\SP,SAT1\FS,2D,*tse2d1_3,3.0,638.0,10.0,1,63.676195,1H,1.0,1.5,3.0,255,3.0,100,100.0,150.0,syngo MR E11,AX T1 FS POST,Body,256\0\0\256,COL,150,FFS,1.3.6.1.4.1.55648.830371192881068392703463855418537,1.3.6.1.4.1.55648.830371192881068392703463855418537.9,9,1,40,-25.542167663574\-87.228916168213\-76.572288513184,1\0\0\0\1\0,,,-76.57228851,1,MONOCHROME2,256,256,0.859375\0.859375,16,12,11,0,0.0,1123.0,221,578,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"EXAM: MRV-PELVIS PRE AND POST IV CONTRAST, MRI-SACRUM/COCCYX PRE AND POST IV CONTRAST, MRI-LEFT HIP PRE AND POST IV CONTRAST HISTORY: History of prostate cancer with abnormal PET/CT. TECHNIQUE: MRI of the sacrum and coccyx and left hip as well as MRV of the pelvis with and without 9 mL Gadavist intravenously. COMPARISON: Right thigh MRI MM/DD/YYYY. Lumbar spine MRI performed concurrently. CT chest, abdomen, and pelvis MM/DD/YYYY. FINDINGS: MRV of the pelvis: The distal IVC is patent. The common iliac veins are patent. Do not see any thrombosis or stenosis of the left iliac vein. No evidence to suggest MONTH LASTNAME syndrome. Left internal iliac vein is patent. There is significant asymmetry of the left external iliac vein which is markedly attenuated compared to the right distal remains somewhat patent without complete thrombosis or stenosis. The left common femoral vein is patent. The right common iliac vein, external iliac vein and common femoral vein are patent. Proximal superficial femoral veins are patent. There are several collateral vessels within the anterior pelvic wall. Findings may reflect chronic partial thrombosis of the left external iliac vein. Iliac arteries are patent. Common femoral arteries and proximal to mid superficial femoral arteries are patent. Sacrum/coccyx and left hip MRI with and without contrast: Post surgical changes from bone graft donor site in the bilateral iliac bones. Mild osteoarthrosis of the sacroiliac joints. Partial imaging of degenerative changes of the lower lumbar spine better seen on the lumbar spine MRI. Please refer to that report. Degenerative bone marrow edema with anterolisthesis of L4 on L5. No lesions in the sacrum or coccyx to suggest metastatic disease. Significant left hip osteoarthrosis is present with superolateral joint space narrowing and peripheral osteophyte formation. Associated moderate left hip joint effusion with synovial proliferation and loose intra-articular bodies. Degenerative left labral ----- Page Break ----- tearing. There is significant edema in the left femoral neck may reflect stress changes or developing stress fracture but I do not see any definite evidence to suggest osseous metastatic disease. Findings suggesting underlying cam type femoral acetabular impingement. Significant left iliopsoas bursitis is present with a large loose body in the iliopsoas bursa measuring 4 x 3.7 cm. Evidence of remote avulsion injury of the left hamstrings tendon with significant heterotopic ossification. The remainder the tendons are intact without acute injury. Muscles are normal. Sciatic, femoral, obturator nerves are unremarkable. Pubic symphysis which is mild osteophytic changes but no secondary cleft sign or evidence of adductor aponeurosis tear. Prominent lymph nodes in the groin, left greater than right are again noted. ------------------------- IMPRESSION: No definite evidence of metastatic disease. Severe left hip osteoarthrosis with joint effusion and loose intra-articular bodies and large loose body within significant iliopsoas bursitis. Significant edema in the left femoral neck which may reflect stress changes or developing stress fracture but I do not see any definite evidence of metastatic lesion. Old avulsion injury of the left hamstrings tendon origin. No acute tendon tear. Significant attenuation of the left external iliac vein but no definite evidence of MONTH LASTNAME syndrome. This may reflect chronic partial thrombosis with collateral flow in the anterior pelvic wall. Remainder the venous structures are patent. Mild osteoarthrosis of the sacroiliac joints with degenerative changes of lower lumbar spine. ----- Page Break ----- Prominent bilateral inguinal lymph nodes are again noted. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",62,1.3.6.1.4.1.55648.830371192881068392703463855418537/1.3.6.1.4.1.55648.830371192881068392703463855418537.9,1.3.6.1.4.1.55648.830371192881068392703463855418537/1.3.6.1.4.1.55648.830371192881068392703463855418537.9.pkl
+125,,1.3.6.1.4.1.55648.1066989289483310533505532127506544/1.3.6.1.4.1.55648.1066989289483310533505532127506544.4,28,True,,27.65689468,0.000163078,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1066989289483310533505532127506544.4.28,20200523,,141646.1975,176703099,MR,Siemens,AX PD,Skyra,Patient_4973633919060823562,Patient_4973633919060823562,F,055Y,71.21401115,,SHOULDER,SE,SK\SP\OSP,,2D,*tseR2d1_8,3.0,3500.0,34.0,1,123.232739,1H,1.0,3.0,3.0,575,8.0,100,100.0,200.0,syngo MR E11,AX PD,Body,0\384\384\0,ROW,160,HFS,1.3.6.1.4.1.55648.1066989289483310533505532127506544,1.3.6.1.4.1.55648.1066989289483310533505532127506544.4,4,1,28,73.8072681427\-70.045160293579\6.8013916015625,1\0\0\0\1\0,,,6.801391602,1,MONOCHROME2,384,384,0.33854165673256\0.33854165673256,16,12,11,0,0.0,1068.0,522,1116,,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT SHOULDER NON CONTRAST History: Bilateral shoulder pain. ICD- M25.512 Left shoulder pain M25.312 Left shoulder instability M25.612 Left shoulder stiffness M75.122 Left shoulder rotator cuff chronic tendon Tear/Sprain Technique: MRI of the left shoulder was performed with multiple sequences including proton density with and without fat suppression in oblique sagittal and oblique coronal planes and proton density and gradient echo in axial plane. Comparison is made to the prior study of MM/DD/YYYY Findings: BONES: There is no fracture or dislocation. Signal arising from bone marrow is unremarkable. There is no focal osseous lesion. AC JOINT: There is mild AC joint arthrosis. The acromion is laterally downsloping and there is a small subacromial spur. There is mild subacromial/subdeltoid bursitis. ROTATOR CUFF: There is moderate supraspinatus tendinosis. There is fraying of the articular margin. Moderate to high-grade partial-thickness articular sided tear at the central posterior aspect of supraspinatus insertion measures 9 mm in PHI dimension. In comparison to the prior study there is mild remodeling of the fibers adjacent to the tear. Tear is unchanged in size since the prior exam. There is moderate infraspinatus and subscapularis tendinosis with mild fraying of the articular margins. Teres minor tendon is intact. MUSCLES: There is no muscle atrophy or denervation effect. BICEPS: There is moderate long head of the biceps tendinosis, most pronounced within the rotator interval. There is mild biceps tenosynovitis with a small amount of fluid in the distal biceps tendon sheath. The short head of the biceps tendon is unremarkable. GLENOHUMERAL JOINT: There is intrasubstance degeneration and fraying of the superior ----- Page Break ----- labrum. There is preservation of cartilage at the glenohumeral joint space. Joint capsule is not thickened or detached. There is no joint effusion. ------------------------- IMPRESSION: Stable rotator cuff tendinosis again with a small moderate to high-grade partial-thickness articular sided tear at the insertion. In comparison to the prior study there is remodeling of the previous tendon fibers adjacent to the tear and the tear is unchanged in size. Moderate long head of biceps tendinosis. AC joint arthrosis and a small subacromial spur. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",26,1.3.6.1.4.1.55648.1066989289483310533505532127506544/1.3.6.1.4.1.55648.1066989289483310533505532127506544.4,1.3.6.1.4.1.55648.1066989289483310533505532127506544/1.3.6.1.4.1.55648.1066989289483310533505532127506544.4.pkl
+126,,1.3.6.1.4.1.55648.6796145073485561887507908031385311/1.3.6.1.4.1.55648.6796145073485561887507908031385311.9,88,True,,79.85285401,0.000211716,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6796145073485561887507908031385311.9.88,20170902,,91539.43,397989128,MR,Siemens,AX T1 FS PRE,Skyra,Patient_8380432985307899381,Patient_8380432985307899381,M,051Y,111.1301448,,ABDOMEN,GR,SP\OSP,PFP\SFS,3D,*fl3d1,3.0,3.32,1.26,1,123.23138,1H,1.0,3.0,,229,1.0,75,87.5,445.0,syngo MR E11,AX T1 FS PRE,Body,320\0\0\210,COL,9,FFS,1.3.6.1.4.1.55648.6796145073485561887507908031385311,1.3.6.1.4.1.55648.6796145073485561887507908031385311.9,9,1,88,-245.89691162109\-203.10523414612\-135.56024096534,1\0\0\0\1\0,,,-135.560241,1,MONOCHROME2,280,320,1.328125\1.328125,16,12,11,0,0.0,256.0,112,289,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: Follow-up N28.1 Cyst of kidney, acquired E66.01 Obesity Technique: Magnetic resonance imaging of the abdomen was performed on a 3.0 Tesla ultra high field wide bore system. A multiplanar multisequence examination was performed with images obtained before and after the intravenous administration of 11.1 cc Gadavist. Comparison: MRI abdomen MM/DD/YYYY Findings: Gastric banding is noted. LIVER: Early morphologic changes of cirrhosis. Enlargement of caudate lobe with mild lobulated hepatic contour. No suspicious focal lesions. No biliary ductal dilatation. No perihepatic ascites. Patent portal, hepatic veins. Moderate hepatic steatosis. GALLBLADDER/BILIARY TREE: Cholelithiasis is present. There is no intrahepatic or extrahepatic biliary ductal dilatation. . Extra hepatic biliary duct measures 0.5 cm. SPLEEN: The spleen is enlarged. Spleen measures up to 14.0 cm. PANCREAS: Normal size and signal characteristics. No abnormal enhancement or pancreatic mass. No pancreatic ductal dilatation. ADoctor LASTNAME : No discrete adrenal nodule. KIDNEYS: Normal size. Symmetric enhancement. No hydronephrosis. ----- Page Break ----- Right kidney: * Increased size of solid mid right posterior enhancing 2.1 x 2.3 cm mass (series 3 image 16) from prior of approximately 1 cm. * Additional solid faint 1.1 x 0.8 cm (series 2 image 14) mid right posterior hypoenhancing lesion (series 3 image 14) slight increase in size from prior of 0.8 x 0.7 cm. * Several punctate nonenhancing cystic foci largest of which demonstrates lobulated appearance mid right lateral kidney and measures up to 2.4 cm, stable from prior. Left kidney: * Mid left lateral nonenhancing hemorrhagic region (series 9 image 50) measures 2.3 x 2.1 cm with surrounding T2 hyperintense/proteinaceous cystic foci, overall stable from prior. Adjacent T2 hypointense mildly enhancing 1.5 x 1.6 cm lesion (series 3 image 22) has increased in size from prior of 1.2 x 1.1 cm. Additional T2 hyperintense nonenhancing cystic foci are overall unchanged. BOWEL/PERITONEUM: No bowel obstruction or abdominal ascites. ADENOPATHY: No retroperitoneal lymphadenopathy. Mildly enlarged periportal and portacaval lymph nodes are likely reactive. ABDOMINAL AORTA: Normal caliber. IVC: Patent. MUSCULOSKELETAL: No aggressive osseous lesion is seen. ------------------------- IMPRESSION: 1. Significant interval growth of solid mid right posterior 2.3 cm mass, representing solid renal neoplasm. Surgical consideration recommended. 2. Enlargement of mid left solid hypoenhancing lesion with stable surrounding hemorrhagic change. 3. Bilateral additional renal cysts without septation or mural nodularity, continued follow-up recommended. ----- Page Break ----- 4. Moderate diffuse hepatic steatosis, early morphologic changes of cirrhosis. Mild splenomegaly. K76.0 Additional codes: Renal cyst(s). N28.1 Lesion Renal Right (Abdomen/Pelvis Kidneys) - C64.1 Lesion Renal Left (Abdomen/Pelvis Kidneys) - C64.2 Request to make office of referring aware of this report sent at the time of this dictation. Report also immediately faxed after this interpretation. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.6796145073485561887507908031385311/1.3.6.1.4.1.55648.6796145073485561887507908031385311.9,1.3.6.1.4.1.55648.6796145073485561887507908031385311/1.3.6.1.4.1.55648.6796145073485561887507908031385311.9.pkl
+131,,1.3.6.1.4.1.55648.429284902564311766211241519699051/1.3.6.1.4.1.55648.429284902564311766211241519699051.5,156,True,,142.7512803,0.000176668,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.429284902564311766211241519699051.5.1,20181212,,171911.455,886693037,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_3498049344729062292,Patient_3498049344729062292,M,080Y,79.37867485,,HEAD,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,27.0,7.15,1,63.676404,1H,1.0,1.5,17.4,319,1.0,100,100.0,170.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.429284902564311766211241519699051,1.3.6.1.4.1.55648.429284902564311766211241519699051.5,5,1,1,-97.921339890074\-91.943299448457\-87.80034942627,0.99002365699895\-0.1409012369797\0\0.14090123697974\0.99002365699895\0,,,-87.80034943,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,338.0,111,284,,,,,,,,,,,,,,,,,,,,"MRA-HEAD POST IV CONTRAST History: R51 Headache/Facial Pain Technique: MRA of the head was performed before and after administration of 9 cc Gadavist. The intracranial arterial circulation was evaluated using a 3-D time of flight technique. MIP, subvolume MIP and source images were all reviewed. The study was performed on a 1.5 Tesla system. Per ACR guidelines and XXXXXXX policy, a creatinine level test was performed prior to this exam. Results were as follows: Creatinine 1.0 mg/dL, GFR 71. Findings: There is normal flow related enhancement in the major intracranial arteries. No flow gap is seen to suggest high-grade stenosis. A1 segment of the right anterior cerebral artery is hypoplastic and there is well-developed anterior communicating artery, normal anatomic variation. There is no aneurysm. ------------------------- IMPRESSION: Unremarkable intracranial MRA. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",10,1.3.6.1.4.1.55648.429284902564311766211241519699051/1.3.6.1.4.1.55648.429284902564311766211241519699051.5,1.3.6.1.4.1.55648.429284902564311766211241519699051/1.3.6.1.4.1.55648.429284902564311766211241519699051.5.pkl
+140,,1.3.6.1.4.1.55648.280349369296793111437744542333718/1.3.6.1.4.1.55648.280349369296793111437744542333718.16001,144,True,,133.9426775,0.0001688,ISO_IR 100,DERIVED\PRIMARY\M\NORM\WATER\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.280349369296793111437744542333718.16001.1,20200205,,170808.1675,150394245,MR,Siemens,t1_vibe_dixon_cor_p6_bh_320_iso_W,MAGNETOM Vida,Patient_7394507754570594222,Patient_7394507754570594222,M,037Y,104.326,,PELVIS,GR,SK,PFP\PFF\CG\RG\PER,3D,*fl3d2,1.5,4.21,1.34,1,123.202769,1H,,3.0,,234,2.0,90,81.25,744.0,syngo MR XA11,t1_vibe_dixon_cor_p6_bh_320_iso,Body,0\320\234\0,ROW,9,FFS,1.3.6.1.4.1.55648.280349369296793111437744542333718,1.3.6.1.4.1.55648.280349369296793111437744542333718.16001,16001,1,1,-199.174\-101.362\322.501,1\0\0\0\0\-1,,,-101.362,1,MONOCHROME2,320,260,1.4063\1.4063,16,12,11,0,0.0,722.0,195,457,,Contrast agent,0.0,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRA 3T pelvis without and with CONTRAST HISTORY: Malignant hypertension TECHNIQUE: MRA of the pelvis was performed without and with intravenous contrast on a 3 Tesla magnet. 9.5cc Gadavist was administered. COMPARISON: None FINDINGS: The common iliac, internal iliac, external iliac and common femoral arteries normal bilaterally. No evidence of arterial stenosis. ------------------------- IMPRESSION: Normal MRA of the pelvis. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",62,1.3.6.1.4.1.55648.280349369296793111437744542333718/1.3.6.1.4.1.55648.280349369296793111437744542333718.16001,1.3.6.1.4.1.55648.280349369296793111437744542333718/1.3.6.1.4.1.55648.280349369296793111437744542333718.16001.pkl
+156,,1.3.6.1.4.1.55648.2386888271451696781125007816391907/1.3.6.1.4.1.55648.2386888271451696781125007816391907.9,166,True,,159.8271391,0.000181198,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2386888271451696781125007816391907.9.1,20161230,,140313.3275,327609373,MR,Siemens,AX 3DTOF MRA,Skyra,Patient_8494212913822931712,Patient_8494212913822931712,F,036Y,68.03886416,,BRAIN,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,20.0,3.69,1,123.208122,1H,1.0,3.0,15.6,280,1.0,100,88.125,185.0,syngo MR E11,AX 3DTOF MRA,Body,0\320\282\0,ROW,18,HFS,1.3.6.1.4.1.55648.2386888271451696781125007816391907,1.3.6.1.4.1.55648.2386888271451696781125007816391907.9,9,1,1,-82.385899255201\-102.79853389844\-86.932138528109,0.99392493410797\0.05840481417417\-0.0932850633261\-0.0661906631552\0.99437613526082\-0.082673440323,,,-102.5803303,1,MONOCHROME2,320,282,0.625\0.625,16,12,11,0,0.0,565.0,160,390,4.0,,,,,,,,,,,,,,,,,,,"MRA-MRV 3T HEAD W/O CON HISTORY: R51 Headache/Facial Pain G44.229 Chronic tension headache G43.001 Migraines without aura R42 Dizziness/Vertigo/Loss Balance/Whirling Spinning Sensation R55 Doctor FIRSTNAME LASTNAMERISON: None. TECHNIQUE: MRA and MRV of the brain was performed on a 3.0 Tesla superconducting magnet utilizing 3-D time-of-flight technique in the region of the circle of FIRSTNAME and Major venous structures. 3-D reconstructions were performed on a workstation. Diffusion-weighted imaging was performed. FINDINGS: MRA: Incidental note of fetal origin of the right posterior cerebral artery which is a normal anatomic variant. Incidental note of an azygos artery which is a normal anatomic variant. No major stenosis, aneurysm, or dissection. No vascular malformation. No evidence of vasculitis. MRV: Very attenuated left transverse sinus. The left sigmoid sinus is asymmetrically smaller than the left as is the left internal jugular vein. This could reflect a normal anatomic variant dominant right transverse sinus. Less likely is chronic thrombosis of the left transverse sinus. I do not see any abnormal signal on the brain MRI. The remainder of the venous anatomy is within normal limits. Should be noted that the contrast-enhanced MRA of the neck was performed after acquisition of the MRV without contrast. This could be further assessed with contrast-enhanced MRV. ------------------------- IMPRESSION: Normal MRA of the circle of FIRSTNAME The left transverse sinus is markedly attenuated likely reflecting anatomic variant dominant right transverse sinus. Less likely is a chronically thrombosed left transverse ----- Page Break ----- sinus. This could be assessed with contrast-enhanced MRV. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",35,1.3.6.1.4.1.55648.2386888271451696781125007816391907/1.3.6.1.4.1.55648.2386888271451696781125007816391907.9,1.3.6.1.4.1.55648.2386888271451696781125007816391907/1.3.6.1.4.1.55648.2386888271451696781125007816391907.9.pkl
+158,,1.3.6.1.4.1.55648.2139430467378758979356429053173777/1.3.6.1.4.1.55648.2139430467378758979356429053173777.12,638,True,,631.0568471,0.000263691,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2139430467378758979356429053173777.12.1,20190925,,,245090561,MR,Siemens,DYNAMIC PRE/POST,Verio,Patient_8428805272473630569,Patient_8428805272473630569,M,070Y,102.0582962,,,GR,SP\OSP,PFP,3D,*fl3d1,3.299999952,3.87,1.59,1,123.196335,1H,1.0,3.0,,179,1.0,100,100.0,613.0,syngo MR B19,DYNAMIC PRE/POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.2139430467378758979356429053173777,1.3.6.1.4.1.55648.2139430467378758979356429053173777.12,12,1,1,-103.55535741237\-89.277109146118\-4.9148479174382,0.99756404995022\0\0.06975647817166\0\1\0,,,2.320781435,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,783.0,339,758,,Gadavist,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Recently diagnosed prostate cancer status post biopsy. C61. TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 10 cc Gadavist was administered. I-STAT: Creatinine 0.8, GFR 101. FINDINGS: Prostate size: 4.4 [transverse] x 2.7 [AP] x 4.3 [CC] cm, about 27 cc in volume. Postbiopsy hemorrhage: None Lesion : PI-RADS Assessment Category: 4 T2-weighted images: 3, noncircumscribed moderate hypointensity. Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images.. Dynamic post-contrast images: Positive, early hyperperfusion. Size: 8 x 5 mm as measured on image 17 of series 8 Location: Left peripheral zone, posterolateral, base to midgland. Extra-prostatic extension: Additional peripheral zone findings: Mild fibrosis bilaterally Additional transition zone findings: Heterogeneous and mildly enlarged, consistent with BPH, distending the bladder neck with slight intravesical extension. Bladder: Unremarkable. ----- Page Break ----- Seminal vesicle: Unremarkable. GI: Proximal sigmoid diverticulosis. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: None.. ------------------------- IMPRESSION: 8 x 5 mm PIRADS 4 lesion at the left peripheral zone, posterolateral, base-midgland. C61. No extraprostatic extension or metastatic adenopathy or bone lesion. Mild BPH. N40.0 PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.2139430467378758979356429053173777/1.3.6.1.4.1.55648.2139430467378758979356429053173777.12,1.3.6.1.4.1.55648.2139430467378758979356429053173777/1.3.6.1.4.1.55648.2139430467378758979356429053173777.12.pkl
+167,,1.3.6.1.4.1.55648.1488545711202186295325553192721388/1.3.6.1.4.1.55648.1488545711202186295325553192721388.3,156,True,,158.0108576,0.00016737,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1488545711202186295325553192721388.3.1,20190826,111020.849,110836.005,149373661,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_7573990367660608000,Patient_7573990367660608000,F,086Y,68.03886416,,HEAD,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,28.0,7.15,1,63.679699,1H,1.0,1.5,17.4,319,1.0,100,100.0,120.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.1488545711202186295325553192721388,1.3.6.1.4.1.55648.1488545711202186295325553192721388.3,3,1,1,-90.326173539207\-64.957708836939\-14.437838855163,0.99995758905491\-0.0022883681969\0.00892095636586\3.3567e-011\0.9686392149293\0.24847146979313,,,2.986873498,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,331.0,106,272,,,,,,,,,,,,,,,,,,,,"MRA-HEAD NON CONTRAST HISTORY: I10 Hypertension I65.21 Right carotid occlusion/stenosis Technique: Diffusion weighted imaging of the brain and 3D time-of-flight MRA of the head was performed without the administration of intravenous contrast. Findings: Comparison: MRA of the head without IV contrast dated MONTH MM, YYYY. Anterior circulation: There is mild stenosis in the supraclinoid right ICA. There is no grossly stenotic or occlusive lesion. The right A1 segment is hypoplastic. There is mild to moderate stenosis in the distal left M1 segment of the MCA. There is no evidence of aneurysm. Posterior circulation: There is normal flow related signal identified in the vertebrobasilar system. There are 2 segments of moderate to severe stenosis in the P2 segment of the right PCA which appears progressed since the prior study. There is no evidence of aneurysm. Other findings: Diffusion-weighted imaging of the brain demonstrates no evidence of acute infarct. ------------------------- IMPRESSION: Mild stenosis in the supraclinoid right ICA. Hypoplastic right A1 segment. Mild to moderate stenosis in the distal left M1 segment of the MCA. 2 segments of moderate to severe stenosis in the P2 segment of the right PCA which appears progressed since the prior study. ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",34,1.3.6.1.4.1.55648.1488545711202186295325553192721388/1.3.6.1.4.1.55648.1488545711202186295325553192721388.3,1.3.6.1.4.1.55648.1488545711202186295325553192721388/1.3.6.1.4.1.55648.1488545711202186295325553192721388.3.pkl
+173,,1.3.6.1.4.1.55648.2897782959799142194809235536865010/1.3.6.1.4.1.55648.2897782959799142194809235536865010.9,74,True,,69.50967622,0.000229597,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2897782959799142194809235536865010.9.74,20190826,,101603.235,303601186,MR,Siemens,AX TRUFI_COMPOSED_-9,Aera,Patient_3214225434847134892,Patient_3214225434847134892,F,024Y,63.50293988,,ABDOMEN,GR,SS,,2D,*tfi2d1,5.0,3.76,1.54,1,63.679563,1H,1.0,1.5,5.0,192,1.0,100,75.0,515.0,syngo MR E11,AX TRUFI_2,Body,256\0\0\192,COL,59,FFS,1.3.6.1.4.1.55648.2897782959799142194809235536865010,1.3.6.1.4.1.55648.2897782959799142194809235536865010.9,9,1,74,-205.54518651962\-104.47863006592\-165.93588256836,1\0\0\0\1\0,,,-165.9358826,1,MONOCHROME2,384,512,0.78125\0.78125,16,12,11,0,0.0,707.0,386,831,,,,,,,,,,,,,,,,,,,,EXAM: Doctor FIRSTNAME LASTNAMEMEN AND PELVIS PRE AND POST IV CONTRAST HISTORY: R14.0 Bloating K59.01 Constipation K21.9 Gastroesophageal reflux K52.9 Crohns disease Follow-up abnormal colonoscopy. Colitis. TECHNIQUE: MR enterography with and without 6 mL Gadavist. 1 mg of glucagon was administered prior to scanning. COMPARISON: None. FINDINGS: Fecal stasis in the colon is seen. The bowel is otherwise unremarkable. I do not see any bowel thickening or inflammatory changes. No definite evidence of colitis. Small bowel is unremarkable. No evidence of terminal ileitis. No lesions are seen. Visualized intra-abdominal solid organs and gallbladder are normal. Small amount of ascites in the pelvis. Uterus and adnexa are unremarkable. No lymphadenopathy. Normal caliber aorta. No visualized hernia. ------------------------- IMPRESSION: Normal MR enterography. No evidence of inflammatory bowel disease. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,1,1.3.6.1.4.1.55648.2897782959799142194809235536865010/1.3.6.1.4.1.55648.2897782959799142194809235536865010.9,1.3.6.1.4.1.55648.2897782959799142194809235536865010/1.3.6.1.4.1.55648.2897782959799142194809235536865010.9.pkl
+177,,1.3.6.1.4.1.55648.484039734000504434949677797253981/1.3.6.1.4.1.55648.484039734000504434949677797253981.9,72,True,,66.37904763,0.0002563,ISO_IR 100,DERIVED\SECONDARY\M\DIS2D\CSA RESAMPLED,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.484039734000504434949677797253981.9.1,20190222,,184153.43,734981749,MR,Siemens,COR MEDIC 3D..,Skyra,Patient_3987746135936470241,Patient_3987746135936470241,F,060Y,99.79033409,,WRIST,GR,SP\OSP,,3D,*me3d1r2,0.5,31.0,17.0,1,123.220556,1H,1.0,3.0,,459,2.0,100,100.0,250.0,syngo MR E11,COR 3D MEDIC,TxRx_Knee_15,0\256\256\0,ROW,7,FFS,1.3.6.1.4.1.55648.484039734000504434949677797253981,1.3.6.1.4.1.55648.484039734000504434949677797253981.9,9,1,1,33.229359555023\40.048328288385\-65.789324924718,0.99207455780384\-0.1246651312441\-0.0157059482425\0.01722858813917\0.01114507676695\0.99978945934361,,,44.73797154,1,MONOCHROME2,256,256,0.390625\0.390625,16,12,11,0,,,100,254,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT WRIST NON CONTRAST HISTORY: R22.32 Swelling/Mass/Lump left upper limb S52.515A Nondisp fx of left radial styloid process, init for clos fx Technique: MRI of the left wrist was performed utilizing standard multiplanar, multisequence image acquisition. Comparison study: None available. Findings: The study is degraded by patient motion. There is a subacute-appearing, nondisplaced intra-articular fracture of the radial styloid. Mild bone bruising of the fifth metacarpal is also seen. No additional osseous injury is seen. There is negative ulnar variance. Alignment is otherwise anatomic. There are degenerative changes involving the fetal joint of the thumb and triscaphe articulation. The TFCC is normal. There is degeneration of the scapholunate ligament. The lunotriquetral ligament is maintained. The wrist tendons are normal. The carpal tunnel contents are normal. The median and ulnar nerves are normal. ------------------------- IMPRESSION: 1. Subacute appearing nondisplaced intra-articular fracture of the radial styloid. 2. Mild bone bruising of the fifth metacarpal base. ----- Page Break ----- 3. Degenerative changes involving the base of the thumb. 4. Degeneration of the scapholunate ligament. A fax of this report will be sent to the referring physician. Receipt of this report will be confirmed. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",44,1.3.6.1.4.1.55648.484039734000504434949677797253981/1.3.6.1.4.1.55648.484039734000504434949677797253981.9,1.3.6.1.4.1.55648.484039734000504434949677797253981/1.3.6.1.4.1.55648.484039734000504434949677797253981.9.pkl
+192,,1.3.6.1.4.1.55648.1809274136091378563384811608460840/1.3.6.1.4.1.55648.1809274136091378563384811608460840.8,62,True,,52.12811327,0.000179291,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1809274136091378563384811608460840.8.62,20190823,,121944.2775,322730466,MR,Siemens,AX PD FS_COMPOSED,Skyra,Patient_1613523723993176925,Patient_1613523723993176925,F,068Y,54.43109132,,ARM,SE,SK\SP,FS,2D,*tse2d1_7,5.0,4210.0,40.0,1,123.256139,1H,1.0,3.0,5.0,255,7.0,80,100.0,200.0,syngo MR E11,AX PD FS_2,Body,320\0\0\256,COL,160,HFS,1.3.6.1.4.1.55648.1809274136091378563384811608460840,1.3.6.1.4.1.55648.1809274136091378563384811608460840.8,8,1,62,-193.11093835484\-11.634605225564\-138.78858804716,0.98420237652383\0.03007689974591\-0.1744736717861\-6.2609383e-008\0.98546468351665\0.16988042130103,,,-166.855059,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,736.0,253,574,,,,,,,,,,,,,,,,,,,,"HISTORY: M79.621 Right arm pain TECHNIQUE: Right arm imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. CONTRAST: Images were obtained prior to and following the intravenous administration of 6 mL Gadavist. Measured serum creatinine level was 0.7 mg/dL. Estimated GFR was 89 ml/min. COMPARISON: MRI of the right humerus obtained MM/DD/YYYY FINDINGS: There is evidence of a 2.8 x 1.4 x 1.0 cm (craniocaudal x anterior posterior x transverse) solid lesion is present on the medial aspect of the right arm, and intimately associated with the median nerve. The lesion has contrast enhancement with a central nonenhancing area. Associated scarring is present. There is no evidence for muscle or tendon tears. The bone marrow signal is overall age-appropriate. There is no evidence for adenopathy in the visualized portions of the right axilla. ------------------------- IMPRESSION: Solid lesion intimately associated with the median nerve, most consistent with a peripheral nerve sheath tumor, not significant significantly changed since MONTH XX. Associated focal area of nonenhancement centrally which may represent scarring versus postoperative changes. Clinical correlation is recommended. D48.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",64,1.3.6.1.4.1.55648.1809274136091378563384811608460840/1.3.6.1.4.1.55648.1809274136091378563384811608460840.8,1.3.6.1.4.1.55648.1809274136091378563384811608460840/1.3.6.1.4.1.55648.1809274136091378563384811608460840.8.pkl
+194,,1.3.6.1.4.1.55648.2840025707026930334291380244781155/1.3.6.1.4.1.55648.2840025707026930334291380244781155.5,25,True,,15.25371861,0.000330925,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2840025707026930334291380244781155.5.25,20200811,,185854.955,324292381,MR,Siemens,AX PD,Skyra,Patient_5941510169201611898,Patient_5941510169201611898,M,030Y,102.0582962,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.246862,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.2840025707026930334291380244781155,1.3.6.1.4.1.55648.2840025707026930334291380244781155.5,5,1,25,-90\-26.132806773712\-40.027198808825,1\0\0\0\0.97061252589281\0.24064771883395,,,-32.5621002,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,3255.0,1085,2263,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 fell and hit back at work swollen painful limited range of motion. TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is straightened. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of acute fracture or infiltrative process. The vertebral body heights are intact. Intervertebral Discs: Disc desiccation and mild loss of disc height at L5-S1. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L3-L4: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L4-5: Broad-based protruded Central disc herniation impressing upon the ventral thecal sac. L5-S1: Protruded Central disc herniation measuring 5 mm in PHI dimension extending into the epidural fat with right greater than left subarticular stenosis encroaching on the descending S1 nerve roots. Mild left neural foraminal narrowing. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L4-5: Broad-based protruded Central disc herniation impressing upon the ventral thecal sac. L5-S1: Protruded Central disc herniation measuring 5 mm in PHI dimension extending into the epidural fat with right greater than left subarticular stenosis encroaching on the descending S1 nerve roots. Mild left neural foraminal narrowing. Straightening of the normal lumbar lordosis likely due to muscle spasm. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.2840025707026930334291380244781155/1.3.6.1.4.1.55648.2840025707026930334291380244781155.5,1.3.6.1.4.1.55648.2840025707026930334291380244781155/1.3.6.1.4.1.55648.2840025707026930334291380244781155.5.pkl
+197,,1.3.6.1.4.1.55648.989302987148522994680596226468864/1.3.6.1.4.1.55648.989302987148522994680596226468864.8,156,True,,60.62976956,0.000161409,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.989302987148522994680596226468864.8.1,20171208,,103513.3,536756641,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_6095744922027386672,Patient_6095744922027386672,M,033Y,72.57478843,,SPINE,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,28.0,7.15,1,63.679279,1H,1.0,1.5,17.4,319,1.0,100,100.0,120.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.989302987148522994680596226468864,1.3.6.1.4.1.55648.989302987148522994680596226468864.8,8,1,1,-96.559971383312\-63.312875536036\-61.002912657771,0.99879263993256\-0.0488985236805\0.00471134783352\0.04535490668169\0.95473585951171\0.29397682051878,,,-37.90773571,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,506.0,134,342,4.0,,,,,,,,,,,,,,,,,,,MRA-HEAD NON CONTRAST HISTORY: Possible vascular malformation. Dilated pupils. COMPARISON: Brain MRI and MR angiography of the neck performed concurrently. TECHNIQUE: MRA of the intracranial arteries was performed on a 3.0 Tesla superconducting magnet utilizing 3-D time-of-flight technique in the region of the circle of FIRSTNAME 3-D reconstructions were performed on a workstation. Diffusion-weighted imaging was performed. All measurements were obtained in accordance with the NASCET criteria. FINDINGS: Incidental note of fetal origin of the left posterior cerebral artery which is a normal anatomic variant. No hemodynamically significant stenosis. No vascular malformation. No dissection or aneurysm. No restricted diffusion or acute infarct. ------------------------- IMPRESSION: Normal MRA of the circle of FIRSTNAME Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,35,1.3.6.1.4.1.55648.989302987148522994680596226468864/1.3.6.1.4.1.55648.989302987148522994680596226468864.8,1.3.6.1.4.1.55648.989302987148522994680596226468864/1.3.6.1.4.1.55648.989302987148522994680596226468864.8.pkl
+199,,1.3.6.1.4.1.55648.6901163297019257702889945315293971/1.3.6.1.4.1.55648.6901163297019257702889945315293971.5,37,True,,30.52453375,0.000159502,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM3_2\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6901163297019257702889945315293971.5.37,20200401,,203816.735,768561001,MR,Siemens,SAG PD FS,Aera,Patient_3699904185269570221,Patient_3699904185269570221,M,047Y,117.9340312,,EXTREMITY,SE,SK\SP\OSP,FS,2D,*tse2d1_12,3.200000048,3690.0,41.0,1,63.679505,1H,1.0,1.5,3.2,490,12.0,85,100.0,120.0,syngo MR E11,SAG PD FS,TxRx_Knee_15,320\0\0\272,COL,180,FFS,1.3.6.1.4.1.55648.6901163297019257702889945315293971,1.3.6.1.4.1.55648.6901163297019257702889945315293971.5,5,1,37,139.89034286514\-80.667207070716\61.566265046597,-0.0680152914885\0.99768427877948\0\0\0\-1,,,134.0797922,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1226.0,408,882,,,,,,,,,,,,,,,,,,,,"EXAM: MRI-LEFT KNEE NON CONTRAST HISTORY: M25.562 Left knee pain TECHNIQUE: Axial, coronal, and sagittal images of the left knee were obtained on a 1.5 Tesla magnet. COMPARISON: None. FINDINGS: SOFT TISSUES: Anterior soft tissue swelling and edema most pronounced in the prepatellar soft tissues. BONE MARROW: No fracture or avascular necrosis. Menisci : Longitudinal horizontal tear body of the lateral meniscus extending to the free edge (coronal 19-20). Medial meniscus posterior slight blunting of the inner tip of the body consistent with a small free edge tear (coronal 16). ANTERIOR CRUCIATE LIGAMENT: Normal. POSTERIOR CRUCIATE LIGAMENT: Normal. EXTENSOR MECHANISM: PATELLA: Lateral patellar tilt and subluxation. Hoffa's fat-pad: Within normal limits. Distal quadriceps and patellar tendon: Doctors. NAME TELLOFEMORAL LIGAMENTS AND RETINACULA: Normal. MEDIAL STRUCTURES: MCL: Superficial tibial collateral ligament, deep meniscal femoral, and meniscal tibial ligaments are intact. PES Doctor FIRSTNAME LASTNAMENS AND DISTAL SEMIMEMBRANOSUS: Unremarkable. lateral structures: ILIOTIBIAL BAND: Unremarkable. ----- Page Break ----- BICEPS Doctor FIRSTNAME LASTNAMEN: Unremarkable. FIBULAR COLLATERAL LIGAMENT: Unremarkable. POPLITEUS MUSCLE Doctor FIRSTNAME LASTNAMEN: Unremarkable. Posterior lateral corner structures: Unremarkable. popliteal cyst: Moderate to large popliteal cyst with a large intracystic body superiorly which measures 18 x 13 mm (axial 12, coronal 30). periarticular bursitis: None. JOINT EFFUSION: Small to moderate joint effusion with synovitis. CARTILAGE: High-grade cartilage loss lateral trochlear cartilage and lateral patellar cartilage. Areas of moderate to high-grade cartilage loss in the lateral compartment more pronounced in the posterior lateral femoral condylar cartilage. Mild cartilage loss of peripheral osteophytes medial compartment. MUSCLES: Within normal limits. No edema or atrophy. Nerves and vasculature: Unremarkable. ------------------------- IMPRESSION: Lateral and medial meniscal tears as above. Osteoarthrosis with loose bodies in the popliteal cyst. Areas of high-grade cartilage loss in the lateral patellofemoral compartment with lateral patellar tilt and subluxation. Moderate to high-grade cartilage loss lateral compartment and mild chondral loss medial compartment with synovial proliferation and joint effusion. ICD 10: Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",17,1.3.6.1.4.1.55648.6901163297019257702889945315293971/1.3.6.1.4.1.55648.6901163297019257702889945315293971.5,1.3.6.1.4.1.55648.6901163297019257702889945315293971/1.3.6.1.4.1.55648.6901163297019257702889945315293971.5.pkl
+203,,1.3.6.1.4.1.55648.1155021984605574089480689959689895/1.3.6.1.4.1.55648.1155021984605574089480689959689895.8,34,True,,28.03678918,0.000168085,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1155021984605574089480689959689895.8.34,20180909,,115153.545,194591312,MR,Siemens,AX T1 FS POST,Skyra,Patient_3562214703063998113,Patient_3562214703063998113,F,066Y,113.3981069,,CLAVICLE,SE,SK\SP\OSP,FS,2D,*tse2d1_3,3.0,595.0,9.3,1,123.15808,1H,1.0,3.0,3.0,447,3.0,70,100.0,260.0,syngo MR E11,AX T1 FS POST,Body,0\320\224\0,ROW,160,HFS,1.3.6.1.4.1.55648.1155021984605574089480689959689895,1.3.6.1.4.1.55648.1155021984605574089480689959689895.8,8,1,34,-221.52379091597\-126.91584396979\-27.920151090231,0.99376269549297\0.00039038120431\-0.1115148091021\-8.008e-012\0.99999387256513\0.00350069024426,,,-52.00764735,1,MONOCHROME2,320,320,0.8125\0.8125,16,12,11,0,0.0,863.0,328,722,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"HISTORY: Mass over the right clavicle. TECHNIQUE: Right clavicle imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. The area of clinical concern as indicated by the patient was identified with skin markers placed above and below the area of clinical concern. CONTRAST: 10 mL Doctor FIRSTNAME LASTNAMERISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: There is evidence of a 4.2 x 3.7 cm focal area of fat determination with the blood vessels corresponding to skin markers indicating the area of clinical concern. No significant contrast enhancement is present. Degeneration of the right acromioclavicular joint supraclavicular joints is present. There is also a right shoulder joint effusion. ------------------------- IMPRESSION: Fatty mass corresponding to be of clinical concern, probably representing a lipoma. No evidence for abnormal contrast enhancement D21.11 Degeneration of the acromioclavicular and glenohumeral joints. M19.011 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",26,1.3.6.1.4.1.55648.1155021984605574089480689959689895/1.3.6.1.4.1.55648.1155021984605574089480689959689895.8,1.3.6.1.4.1.55648.1155021984605574089480689959689895/1.3.6.1.4.1.55648.1155021984605574089480689959689895.8.pkl
+209,,1.3.6.1.4.1.55648.4525970269300635681310175572206760/1.3.6.1.4.1.55648.4525970269300635681310175572206760.105,640,True,,611.4571192,0.000281572,ISO_IR 100,DERIVED\PRIMARY\M\NORM\DIS2D\SUB,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4525970269300635681310175572206760.105.1,20161007,,132208.645,248310651,MR,Siemens,SUBS,Skyra,Patient_3245705805499545966,Patient_3245705805499545966,F,034Y,58.9670156,,BREAST,GR,SP\OSP,PFP\SFS,3D,*fl3d1,1.0,4.22,2.0,1,123.158746,1H,1.0,3.0,,367,1.0,100,100.0,460.0,syngo MR E11,Subtraction,Body,0\352\352\0,ROW,10,HFP,1.3.6.1.4.1.55648.4525970269300635681310175572206760,1.3.6.1.4.1.55648.4525970269300635681310175572206760.105,105,1,1,-181.84942722237\-218.97562694633\-76.608433738351,1\4.897e-012\0\-4.897e-012\1\0,,,-76.60843374,1,MONOCHROME2,352,352,0.96590906381607\0.96590906381607,16,12,11,0,0.0,63.0,28,76,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T BREAST W/AND OR W/O CON OPEN FIRSTNAME HISTORY: Patient recently diagnosed with right breast invasive carcinoma. Presurgical planning. C50.911 Malignant neoplasm of unsp site of right female breast N64.52 Nipple discharge C50.911 Malignant neoplasm of unsp site of right female breast N63 Unspecified lump in breast Z85.3 History of breast cancer (personal) TECHNIQUE: MRI of both breasts was performed using a dedicated breast coil, utilizing a 3T magnet. Axial non-fat suppressed T1, followed by dynamic axial T1 fat suppressed images were obtained, during and following intravenous administration of 6.5 cc Gadavist . Axial fat suppressed T2 images were also obtained. Post processing subtraction was performed on a LASTNAME scanner, including subtraction, analysis of enhancement curves, and reconstruction on a Hologic Aegis workstation. PRIOR BREAST MRI: Doctor FIRSTNAME LASTNAMERISON STUDIES:Mammogram and breast ultrasound MM/DD/YYYY FINDINGS: The breasts demonstrate marked background parenchymal enhancement limiting evaluation. RIGHT BREAST: Within the peripheral lower outer quadrant a 0.5 x 0.6 x 0.7 cm homogeneously enhancing mass with somewhat irregular borders is noted with an adjacent biopsy marker. Lesion corresponds to the biopsy-proven carcinoma. Scattered nonspecific enhancing foci are noted. LEFT BREAST: There are scattered enhancing nonspecific foci. There are no suspicious enhancing lesions in the left breast. AXILLA: There is no significant lymphadenopathy. ----- Page Break ----- ------------------------- IMPRESSION: Right breast biopsy-proven carcinoma without evidence of multifocal or contralateral disease. C50.911 Recommendation: Appropriate surgical and oncological management is advised. BI-RADS 6- Known Biopsy-Proven Malignancy Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",93,1.3.6.1.4.1.55648.4525970269300635681310175572206760/1.3.6.1.4.1.55648.4525970269300635681310175572206760.105,1.3.6.1.4.1.55648.4525970269300635681310175572206760/1.3.6.1.4.1.55648.4525970269300635681310175572206760.105.pkl
+214,,1.3.6.1.4.1.55648.436150330873410730962648923839487/1.3.6.1.4.1.55648.436150330873410730962648923839487.1,156,True,,150.4874625,0.00020504,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.436150330873410730962648923839487.1.1,20200527,,91654.5525,420773647,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_3466430042083115699,Patient_3466430042083115699,M,081Y,74.38915814,,HEAD,GR,SP,PFP\SAT1,3D,*fl3d1r_t70,0.600000024,26.0,7.15,1,63.679631,1H,1.0,1.5,17.4,216,1.0,90,93.75,250.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\270\0,ROW,30,HFS,1.3.6.1.4.1.55648.436150330873410730962648923839487,1.3.6.1.4.1.55648.436150330873410730962648923839487.1,1,1,1,-82.525412419248\-72.704218690452\-110.9459715778,0.9999865143845\0.00068633486378\-0.0051478144478\-3.126e-012\0.99122891973335\0.13215607698572,,,-100.7917824,1,MONOCHROME2,320,300,0.5625\0.5625,16,12,11,0,0.0,421.0,139,338,,,,,,,,,,,,,,,,,,,,"MRA-HEAD NON CONTRAST History: R51 Headache/Facial Pain I67.1 cerebral aneurysm MRA of the intracranial arteries was performed utilizing 3D time-of-flight technique in the region of the circle of FIRSTNAME without the introduction of intravenous contrast. 3D reconstructions were performed on a workstation. INTERNAL CAROTID ARTERIES: There is susceptibility artifact in the region the anterior communicating artery does diminished flow related signal carotid siphons. There is an approximately 3 mm rounded focus of flow related signal at approximately the ophthalmic portion of the left carotid siphon inferiorly, slightly distal to the anticipated location ophthalmic artery. The left ophthalmic artery is not identified. The distal cervical as well as intracranial internal carotid arteries appear otherwise unremarkable. The right internal carotid artery appears to continue into the right M1 segment of the left internal carotid artery bifurcates into the anterior and middle cerebral arterial circulation. ANTERIOR AND MIDDLE CEREBRAL ARTERIAL CIRCULATION: Scanning artifact limits assessment proximal A2 segments as well as the distal most left A1 segment. There is no evidence of residual lumen associated with the embolized anterior communicating artery. The anterior and middle cerebral arterial circulation appears otherwise unremarkable. The anterior communicating artery patency cannot be assessed due to the scanning artifact however presumed patent cross filling the right. VERTEBRAL BASILAR ARTERIAL CIRCULATION: The distal vertebral arteries appear unremarkable converging to form the basilar artery. The basilar artery appears unremarkable bifurcating into the posterior cerebral arterial circulation. POSTERIOR CEREBRAL ARTERIAL CIRCULATION: The posterior cerebral arterial circulation appears unremarkable. The right posterior communicating artery is not visualized. The left posterior communicating artery are visualized. ------------------------- IMPRESSION: ----- Page Break ----- No residual lumen associated with embolized anterior communicating artery aneurysm. Susceptibility artifact limits assessment of the adjacent vessels. Small aneurysm anterior margin of the left carotid siphon as described above felt likely just distal to the ophthalmic artery as the left the ophthalmic artery is not visualized on this study. I67.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",15,1.3.6.1.4.1.55648.436150330873410730962648923839487/1.3.6.1.4.1.55648.436150330873410730962648923839487.1,1.3.6.1.4.1.55648.436150330873410730962648923839487/1.3.6.1.4.1.55648.436150330873410730962648923839487.1.pkl
+218,,1.3.6.1.4.1.55648.6300388476527142340133571803717648/1.3.6.1.4.1.55648.6300388476527142340133571803717648.11,80,True,,73.72400546,0.000154257,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6300388476527142340133571803717648.11.80,20180117,,113844.9475,352182737,MR,Siemens,AX T1 FS POST,Verio,Patient_8047912878830425458,Patient_8047912878830425458,M,066Y,120.2019933,,,GR,SP,PFP\SAT2\FS,3D,*fl3d1,3.5,3.47,1.24,1,123.262368,1H,1.0,3.0,,141,1.0,70,84.375,504.0,syngo MR B19,AX T1 FS POST,Body,320\0\0\189,COL,9,FFS,1.3.6.1.4.1.55648.6300388476527142340133571803717648,1.3.6.1.4.1.55648.6300388476527142340133571803717648.11,11,1,80,-243.085729599\-208.63382911682\-139.93197116256,1\0\0\0\1\0,,,-139.9319712,1,MONOCHROME2,270,320,1.4375\1.4375,16,12,11,0,0.0,279.0,134,337,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: Renal cancer, follow-up. C64.2 Malignant neoplasm of left kidney, except renal pelvis An MRI of the abdomen and pelvis without and with 10 cc Gadavist was obtained on a 3 Tesla ultra high field wide bore MRI. Comparison is made with abdominal and pelvic MRI from PHI/DD/YYYY and MM/DD/YYYY. Kidneys: The left kidney was removed. There is no suspicious recurrent mass in the left renal fossa. The remaining right kidney shows a nonenhancing hemorrhagic cyst in the lower pole now measuring about 12 mm. Stable tiny cyst in the midpole is unchanged. There is no suspicious enhancing mass in the right kidney. There is no hydronephrosis. Retroperitoneum: Atherosclerotic plaques are noted of the distal aorta and the left common iliac vessel. Abdominal aorta is not aneurysmal. There is no suspicious adenopathy. Liver: There is mild fatty infiltration. There is no hepatomegaly. There is no suspicious mass. Spleen: There is no splenomegaly. There is no suspicious mass. Gallbladder/biliary tree: Gallbladder is not pathologically distended. There is no biliary dilatation. Pancreas: Scattered small subcentimeter pancreatic cysts along the pancreatic body and tail are stable measuring no more than 7 mm There is no pancreatitis. There is no pancreatic ductal dilatation. There is no suspicious mass. Adrenals: There is no suspicious adrenal mass. ----- Page Break ----- Pelvis: Bladder shows normal distention. Prostate PHI unchanged. There is no suspicious pelvic adenopathy. GI: Diverticulosis is seen. There is nonspecific, nonobstructive bowel gas pattern. Bony structures, abdominal wall, soft tissue: No suspicious finding. ------------------------- IMPRESSION: No suspicious recurrent renal mass. Rest of the abdominal and pelvic structures are stable. Additional ICD 10 codes: Pancreatic cysts. K86.2 Fatty liver. K76.0 Diverticulosis. K57.30 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.6300388476527142340133571803717648/1.3.6.1.4.1.55648.6300388476527142340133571803717648.11,1.3.6.1.4.1.55648.6300388476527142340133571803717648/1.3.6.1.4.1.55648.6300388476527142340133571803717648.11.pkl
+224,,1.3.6.1.4.1.55648.0629644865288821725663932826824883/1.3.6.1.4.1.55648.0629644865288821725663932826824883.5,35,True,,32.60134768,0.000176668,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0629644865288821725663932826824883.5.35,20200208,,111431.215,954783730,MR,Siemens,AX PD,Skyra,Patient_5873931238893402284,Patient_5873931238893402284,F,028Y,68.03886416,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_14,3.0,4000.0,38.0,1,123.157955,1H,1.0,3.0,3.3,294,14.0,75,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,157,FFS,1.3.6.1.4.1.55648.0629644865288821725663932826824883,1.3.6.1.4.1.55648.0629644865288821725663932826824883.5,5,1,35,-60.903591855595\-29.108737451661\-100.77592429986,0.99959186797605\0.01450493700937\-0.024611060085\5.1960796e-008\0.86150705430195\0.50774560105231,,,-73.7497931,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2068.0,1093,2227,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post motor vehicle collision in MONTH XX. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: MRI examination of the lumbar spine dated MM/DD/YYYY and X-ray examination of the lumbar spine dated MM/DD/YYYY. FINDINGS: Sagittal images demonstrate accentuation of the normal lumbar lordosis. Vertebral height and marrow signal are normal. (Please note that the L5 vertebra is transitional in nature, with a broad left transverse process that appears to articulate with the sacrum, as seen on the previous plain film examination.) The lumbar disc spaces maintain normal height. There is mild generalized loss of disc signal in the lumbar region, on the T2-weighted sequence, which reflects early disc desiccation. There are intraosseous discal herniations at every level from T11-T12 through L5-S1, with the exception of the L4-L5 disc level. This may be compatible with Scheuermann's disease. The facet joints demonstrate normal alignment. There is mild relative hypoplasia of the left facet joint at L5-S1. There is a small neocyst at the posteroinferior aspect of the left facet joint at L4-L5. There is probably an additional small neocyst at the posteroinferior aspect of the right facet joint at L3-L4. These are likely of no clinical significance. There is no evidence of central spinal stenosis. The neural foramina are bilaterally patent. The conus medullaris is normal in position and appearance. ----- Page Break ----- There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Intraosseous discal herniations at nearly every disc level from T11-T12 through L5-S1. This may be compatible with Scheuermann's disease. 2. Transitional L5 vertebra, which is better seen on the previous X-ray examination of MONTH XX. 3. Lumbar hyperlordosis. The appearance of the lumbar spine has not changed significantly since the previous MRI examination of MONTH XX. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.0629644865288821725663932826824883/1.3.6.1.4.1.55648.0629644865288821725663932826824883.5,1.3.6.1.4.1.55648.0629644865288821725663932826824883/1.3.6.1.4.1.55648.0629644865288821725663932826824883.5.pkl
+227,,1.3.6.1.4.1.55648.333200491116217899081655258827962/1.3.6.1.4.1.55648.333200491116217899081655258827962.3,50,True,,48.36150026,0.000161648,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.333200491116217899081655258827962.3.50,20200123,,185005.875,276357661,MR,Siemens,AX PD FS,Skyra,Patient_5475683446400572738,Patient_5475683446400572738,M,036Y,88.4505234,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.260153,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.333200491116217899081655258827962,1.3.6.1.4.1.55648.333200491116217899081655258827962.3,3,1,50,-158.0534078598\-64.901206621988\-84.712584439697,0.9945923315296\-0.1009557898977\-0.0243725778006\0.10102700909449\0.99488222148349\0.00170552323518,,,-88.22263983,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1803.0,656,1368,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M25.561 Right knee pain TECHNIQUE: MR imaging of the right knee was performed without IV contrast on a 3.0 Tesla high-field wide-bore magnet. COMPARISON: Right knee MRI dated MM/DD/YYYY FINDINGS: LIGAMENTS: There is a chronic full-thickness ACL tear. There is no significant posterolateral corner injury. There is a grade 1 sprain of the MCL and medial retinaculum. The PCL and lateral collateral ligament complex are intact. EXTENSOR MECHANISM: Intact. Doctor FIRSTNAME LASTNAMERTMENT: There is a peripheral longitudinal tear of the lateral meniscus posterior horn (""Wrisberg rip"") and a horizontal tear of the body segment. There is focal moderate to high-grade partial-thickness cartilage loss along the central aspect of the lateral femoral condyle with mild subcortical marrow edema. There is partial-thickness cartilage loss and minimal subchondral the far posterior nonweightbearing aspect of the lateral. Doctor FIRSTNAME LASTNAMERTMENT: There is a longitudinal tear through the posterior horn of the medial meniscus. There is moderate to high-grade partial-thickness cartilage loss along the posterior weightbearing aspect of the medial femoral condyle. Doctor FIRSTNAME LASTNAMERTMENT: There is moderate partial-thickness cartilage loss along the central trochlear groove. There is mild fibrillation of cartilage along the median ridge of the patella. BONES: There is no fracture or osseous lesion. JOINT FLUID: PHI small joint effusion is present. ----- Page Break ----- MUSCLES/TENDONS: Intact. NEUROVASCULAR STRUCTURES: Unremarkable. SUBCUTANEOUS TISSUES: Unremarkable. ------------------------- IMPRESSION: Acute grade 1 sprain of the MCL and medial retinaculum. Chronic full-thickness ACL tear. No posterolateral corner injury. Medial and lateral meniscal tears, unchanged. Progressive cartilage loss as discussed above. Small joint effusion. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",42,1.3.6.1.4.1.55648.333200491116217899081655258827962/1.3.6.1.4.1.55648.333200491116217899081655258827962.3,1.3.6.1.4.1.55648.333200491116217899081655258827962/1.3.6.1.4.1.55648.333200491116217899081655258827962.3.pkl
+233,,1.3.6.1.4.1.55648.5047814849634436516127079294508173/1.3.6.1.4.1.55648.5047814849634436516127079294508173.4,172,True,,154.4862244,0.000169516,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.5047814849634436516127079294508173.4.1,20171030,,120836.81,162560149,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_3107837538312384114,Patient_3107837538312384114,F,058Y,68.03886416,,HEAD,GR,SP,SAT1,3D,*fl3d1r_t70,0.599999964,28.0,7.15,1,63.679852,1H,1.0,1.5,19.2,319,1.0,100,100.0,120.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.5047814849634436516127079294508173,1.3.6.1.4.1.55648.5047814849634436516127079294508173.4,4,1,1,-93.759036063707\-88.120481968367\-71.974699215455,1\4.897e-012\0\-4.897e-012\1\0,,,-71.97469922,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,378.0,111,286,4.0,,,,,,,,,,,,,,,,,,,MRA-HEAD NON CONTRAST History: R51 Headache/Facial Pain I67.1 Aneurysm Study is compared to prior MRA brain MM/DD/YYYY MRA of the intracranial arteries was performed utilizing 3D time-of-flight technique in the region of the circle of FIRSTNAME without the introduction of intravenous contrast. 3D reconstructions were performed on a workstation. INTERNAL CAROTID ARTERIES: Again present at the posterior margin the proximal most left carotid siphon is a 1.5 mm focal aneurysm maintaining stability. There is again susceptibility artifact on the right adjacent to the anterior margin of the cavernous right internal carotid artery extending from the level of the ophthalmic artery to the carotid terminus unaltered in appearance again without recurrent or residual aneurysm. This again causes susceptibility artifact in the area. The distal cervical as well as intracranial internal carotid arteries appear otherwise unremarkable. The internal carotid arteries bifurcate into the anterior and middle cerebral arterial circulation. THE ANTERIOR AND MIDDLE CEREBRAL ARTERIAL CIRCULATION: Susceptibility artifact again limits the proximal aspect of the distal A1 segments and proximal most A2 segments. The anterior and middle cerebral arterial circulation is otherwise unremarkable. The anterior communicating artery is again obscured by the susceptibility artifact. VERTEBRAL BASILAR ARTERIAL CIRCULATION: The distal vertebral arteries appear unremarkable converging to form the basilar artery. The basilar artery appears unremarkable. THE POSTERIOR CEREBRAL ARTERIAL CIRCULATION: The posterior cerebral arterial circulation appears unremarkable. The posterior communicating arteries are faintly visible. Diffusion-weighted sequences illustrate no evidence of acute or subacute ischemia. ----- Page Break ----- ------------------------- IMPRESSION: Stable aneurysm left cavernous internal carotid artery. Stable exam otherwise. I67.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,15,1.3.6.1.4.1.55648.5047814849634436516127079294508173/1.3.6.1.4.1.55648.5047814849634436516127079294508173.4,1.3.6.1.4.1.55648.5047814849634436516127079294508173/1.3.6.1.4.1.55648.5047814849634436516127079294508173.4.pkl
+235,,1.3.6.1.4.1.55648.7068742580060705453169177884200608/1.3.6.1.4.1.55648.7068742580060705453169177884200608.3,34,True,,26.47196364,0.000260353,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7068742580060705453169177884200608.3.34,20190520,183753.593,183802.2575,547698534,MR,Siemens,AX PD FS,Aera,Patient_1978489310980615059,Patient_1978489310980615059,F,015Y,72.57478843,,HIP,SE,SK\SP\OSP,FS,2D,*tse2d1_9,3.0,3500.0,38.0,1,63.67634,1H,1.0,1.5,3.0,397,9.0,100,100.0,110.0,syngo MR E11,AX PD FS,Body,256\0\0\256,COL,160,FFS,1.3.6.1.4.1.55648.7068742580060705453169177884200608,1.3.6.1.4.1.55648.7068742580060705453169177884200608.3,3,1,34,-42.409637451172\-84.578313350677\-50.22289276123,1\0\0\0\1\0,,,-50.22289276,1,MONOCHROME2,256,256,0.703125\0.703125,16,12,11,0,0.0,561.0,215,508,,,,,,,,,,,,,,,,,,,,"PHI.5 T LEFT HIP NON CONTRAST History: Right hip pain. The patient provides a history of injury on MM/DD/YYYY. History of seropositive JRA. M25.552 M08.052 Comparison PHI: MR examination of the contralateral hip from the same day. Pelvis and bilateral hip radiographs from PHI/DD/YYYY. Bilateral hip MR examinations from PHI/DD/YYYY. Technique: The left hip was imaged in a 1.5 Tesla high field magnetic resonance imaging unit. Bilateral field-of-view coronal STIR images were obtained together with unilateral field-of-view coronal fat-saturated proton density images; axial fat-saturated proton density images; sagittal proton density images; and oblique axial proton density images created parallel to the long axis of the acetabular fossa. Findings: The skin and subcutis are unremarkable. Active inflammatory synovitis in both hips has improved markedly since the MM/DD/YYYY MR examination. There is only a small amount of residual synovitis in both hips, slightly more so on the left. See coronal images 13-15 of series 3. No bursal effusion is visualized. The visualized muscle-tendon units are unremarkable. There is no evidence of stress injury, fracture, osteonecrosis, osteomyelitis or osseous neoplasm. No morphologic changes of developmental dysplasia are visualized in either hip. Coronal images 18-19 of series 4 demonstrate a small developing tear in the anterosuperior labrum of the left acetabulum. This is new compared to the previous study. ----- Page Break ----- A small chronic partial tear of the posterosuperior labrum of the contralateral (right) acetabulum is visualized to limited extent on coronal image 13 of series 3, but is better seen on the concurrent right hip MR images. This finding is less conspicuous in the absence of significant joint fluid. It is either unchanged, or slightly healed in the interval. There are no morphologic changes to suggest femoroacetabular impingement. Generalized articular cartilage thinning in the left hip joint is unchanged compared to the prior study. Again noted is partial lumbarization of the S1 sacrum. The visualized neurovascular structures are unremarkable. No extrapelvic soft tissue mass or fluid collection is visualized. The visualized pelvic visceral structures demonstrate no non-contrast MR abnormality. ------------------------- IMPRESSION: Small developing tear in the anterosuperior labrum of the left acetabulum, new compared to the prior study from PHI/DD/YYYY. Marked reduction in active synovitis at the hips since the previous study from PHI/DD/YYYY. Articular cortical thinning in the left hip joint is unchanged. A small chronic partial tear of the posterosuperior labrum of the right acetabulum is either unchanged or slightly healed in the interval since the previous study. See description above. Partial lumbarization of the S1 sacrum. S73.192A M25.452 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",18,1.3.6.1.4.1.55648.7068742580060705453169177884200608/1.3.6.1.4.1.55648.7068742580060705453169177884200608.3,1.3.6.1.4.1.55648.7068742580060705453169177884200608/1.3.6.1.4.1.55648.7068742580060705453169177884200608.3.pkl
+238,,1.3.6.1.4.1.55648.6874287838383806137292144441571427/1.3.6.1.4.1.55648.6874287838383806137292144441571427.14,120,True,,116.6026275,0.000176907,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6874287838383806137292144441571427.14.1,20180721,,100906.3325,909937769,MR,Siemens,COR 3D POST 1 THINS,Skyra,Patient_3570218433945994630,Patient_3570218433945994630,M,017Y,81.64663699,,PELVIS,GR,SP,,3D,*fl3d1,1.200000048,3.23,1.23,1,123.205268,1H,1.0,3.0,,263,0.0,75,100.0,1185.0,syngo MR E11,COR 3D POST 1,Body,0\352\264\0,ROW,28,FFS,1.3.6.1.4.1.55648.6874287838383806137292144441571427,1.3.6.1.4.1.55648.6874287838383806137292144441571427.14,14,1,1,-208.17598938942\-58.544285202026\164.06701269746,1\0\0\0\0\-1,,,-58.5442852,1,MONOCHROME2,352,352,1.1931818723679\1.1931818723679,16,12,11,0,0.0,501.0,149,380,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRA-3T PELVIS PRE AND POST IV CONTRAST, MRA-3T ABDOMEN POST IV CONTRAST History: Erectile dysfunction. Technique: Multisequence, multiplanar MR imaging of the abdomen and pelvis obtained of the angiographic technique. Imaging is performed before and after administration of IV 10 cc contrast. Imaging is performed on a three Tesla magnet. Comparison: None available. Findings: There is arterial enhancement along the base of the penis likely representing deep circumflex artery as well as the dorsal aspect of the penis likely the dorsal penile artery (series 23 image 32) with as expected increased prominence of the arterial enhancement at the penile base. There is no enhancement of corpus spongiosum on this arterial phase exam although normal spongy of some enhancement as noted on venous phase examination. Aorta: No aortic aneurysm. Right Extremity: Iliac Artery: Patent at its origin with patent external and internal iliac branches. . No acute fracture. Left Extremity: Iliac Artery: Patent at its origin with patent external and internal iliac branches. . No acute fracture. Visceral organs: Prostate measures up to 2.4 cm transverse dimension, within normal limits. This examination is not tailored to evaluate the prostate. There is normal enhancement of the arterial vasculature ----- Page Break ----- ------------------------- IMPRESSION: 1. Normal arterial, venous phase penile enhancement. 2. Normal arterial and pelvic vasculature. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",62,1.3.6.1.4.1.55648.6874287838383806137292144441571427/1.3.6.1.4.1.55648.6874287838383806137292144441571427.14,1.3.6.1.4.1.55648.6874287838383806137292144441571427/1.3.6.1.4.1.55648.6874287838383806137292144441571427.14.pkl
+244,,1.3.6.1.4.1.55648.1457376002195167663346207206820530/1.3.6.1.4.1.55648.1457376002195167663346207206820530.3,45,True,,38.96364927,0.000388861,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1457376002195167663346207206820530.3.45,20190601,,93950.3775,760785159,MR,Siemens,AX PD FS,Skyra,Patient_2533017620561732107,Patient_2533017620561732107,M,050Y,81.64663699,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.260087,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.1457376002195167663346207206820530,1.3.6.1.4.1.55648.1457376002195167663346207206820530.3,3,1,45,-145.51495707541\-78.191002177412\-87.681761311649,0.99768151858889\-0.0662348365064\-0.0156375797083\0.06626593600403\0.9978009018748\0.00147849360516,,,-89.73083054,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1851.0,641,1314,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: Knee pain for one week after playing basketball COMPARISON: No prior MRI is available for comparison TECHNIQUE: The right knee was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Fat-saturated proton density images were obtained in the axial, coronal and sagittal planes together with sagittal proton density images. FINDINGS: There is moderate anterior subcutaneous edema. There is a small joint effusion. No popliteal cyst is visualized. There is ill-defined bone edema involving the medial aspect of the medial tibial plateau. There is a full-thickness linear fissure involving the posterior weightbearing aspect of the lateral femoral condyle. (Series #6/image #PHI) There is a large osteochondral defect involving the anterior aspect of lateral femoral condyle with full-thickness cartilage thinning, subcortical cystic change and minimal edema. The paucity of edema suggests a chronic process. There is a complex tear involving the posterior horn and body of the medial meniscus with a large flap tear along the inferior surface of the posterior horn and radial tearing of the free edge of the meniscal body. The lateral meniscus is unremarkable in PHI appearance, without evidence of degeneration or tear. ----- Page Break ----- The ACL is unremarkable. The PCL is unremarkable. The collateral ligaments are unremarkable. The iliotibial band, fibular collateral ligament and biceps femoris tendon are unremarkable. The popliteus muscle-tendon unit is unremarkable. There is distal quadriceps tendinosis. The quadriceps and patellar tendons are intact. The retropatellar surface is intact. ------------------------- IMPRESSION: Complex tear involving the posterior horn and body of the medial meniscus with ill-defined bone edema in the subjacent medial tibial plateau Large chronic osteochondral defect involving the anterior aspect of the lateral femoral condyle There is a full-thickness linear fissure involving the posterior weightbearing aspect of the lateral femoral condyle Distal quadriceps tendinosis Medial meniscal tear - complex, S83.231A Articular cartilage abnormality, M23.91 Quadriceps tendinosis, M76.899 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",23,1.3.6.1.4.1.55648.1457376002195167663346207206820530/1.3.6.1.4.1.55648.1457376002195167663346207206820530.3,1.3.6.1.4.1.55648.1457376002195167663346207206820530/1.3.6.1.4.1.55648.1457376002195167663346207206820530.3.pkl
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam-parameter-detection.ipynb b/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam-parameter-detection.ipynb
index f60e27e98f5..4ba632dda2d 100644
--- a/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam-parameter-detection.ipynb
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam-parameter-detection.ipynb
@@ -49,8 +49,8 @@
     "\n",
     "4. **Data Assets**:  \n",
     "   We are not providing the original DICOM files, but rather are providing the following:\n",
-    "   - DICOM tags extracted into a CSV file named `data/mri_sample_features.csv`. Each row in this file represents a single MRI series.\n",
-    "   - Embedding vectors and some slices used for visualization are provided in `exam_parameter_data.zip` archive that needs to be downloaded from TODO and unzipped into the data directory. Upon unzipping you will find:  \n",
+    "   - DICOM tags extracted into a CSV file named `data/mri_sample_features-csm.csv`. Each row in this file represents a single MRI series.\n",
+    "   - Embedding vectors and some slices used for visualization are provided in the above sample data.  In this data you will find:  \n",
     "       - Embedding vectors serialized as .pkl files in the: `data/feature_vectors` directory\n",
     "       - .png files of several slices from the original MRI dataset that we use for visualization in the `data/pngs` directory\n",
     "   \n",
@@ -83,7 +83,7 @@
     "import pandas as pd\n",
     "import exam_parameter_helpers as helpers\n",
     "import json\n",
-    "from umap import UMAP"
+    "from umap import UMAP\n"
    ]
   },
   {
@@ -116,7 +116,7 @@
     "# Please use full path for dataset_root to the folder:\n",
     "repo_root = r\".\"\n",
     "dataset_root = os.path.join(repo_root, \"data\")\n",
-    "gpt_labeled_mri_file_name = os.path.join(dataset_root, \"gpt_labeled_mri.json\")"
+    "gpt_labeled_mri_file_name = os.path.join(dataset_root, \"gpt_labeled_mri.json\")\n"
    ]
   },
   {
@@ -131,7 +131,7 @@
    "outputs": [],
    "source": [
     "# Load pre-parsed metadata. Each row represents single MRI series\n",
-    "df_mri = pd.read_csv(os.path.join(dataset_root, \"mri_sample_features.csv\"))"
+    "df_mri = pd.read_csv(os.path.join(dataset_root, \"mri_sample_features-sm.csv\"))\n"
    ]
   },
   {
@@ -156,14 +156,14 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Total series: 250\n",
-      "Metadata fields: 98\n"
+      "Total series: 74\n",
+      "Metadata fields: 99\n"
      ]
     }
    ],
    "source": [
     "series_num, metadata_fields = df_mri.shape\n",
-    "print(f\"Total series: {series_num}\\nMetadata fields: {metadata_fields}\")"
+    "print(f\"Total series: {series_num}\\nMetadata fields: {metadata_fields}\")\n"
    ]
   },
   {
@@ -186,7 +186,7 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -198,7 +198,7 @@
    "source": [
     "helpers.plot_parameter_distribution_histogram(\n",
     "    df_mri, \"n_files\", \"Images per Series\", 30, logscale=True\n",
-    ")"
+    ")\n"
    ]
   },
   {
@@ -224,27 +224,17 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "              SeriesDescription BodyPartExamined  SliceThickness  n_files\n",
-      "159            DYNAMIC PRE/POST              NaN             3.3      638\n",
-      "211                        SUBS           BREAST             1.0      640\n",
-      "22             DYNAMIC PRE POST           PELVIS             3.0      696\n",
-      "223            DYNAMIC PRE POST           PELVIS             3.5      696\n",
-      "213            DYNAMIC PRE POST           PELVIS             3.0      696\n",
-      "212            DYNAMIC PRE POST           PELVIS             3.0      696\n",
-      "154            DYNAMIC PRE POST           PELVIS             3.0      696\n",
-      "108            DYNAMIC PRE POST           PELVIS             3.0      696\n",
-      "107            DYNAMIC PRE POST           PELVIS             3.0      696\n",
-      "82             DYNAMIC PRE POST           PELVIS             3.0      696\n",
-      "60             DYNAMIC PRE POST           PELVIS             4.0      696\n",
-      "58             DYNAMIC PRE POST           PELVIS             3.5      696\n",
-      "33             DYNAMIC PRE POST           PELVIS             3.0      696\n",
-      "24             DYNAMIC PRE POST           PELVIS             3.0      696\n",
-      "125            DYNAMIC PRE POST           PELVIS             3.0      754\n",
-      "238            DYNAMIC PRE POST           PELVIS             3.0      754\n",
-      "234            DYNAMIC PRE POST           PELVIS             3.0      812\n",
-      "52             DYNAMIC PRE POST           PELVIS             3.0      812\n",
-      "91             DYNAMIC PRE POST           PELVIS             3.0      812\n",
-      "63   DYNAMIC PRE POST GRASP_RED           PELVIS             3.0     1092\n"
+      "             SeriesDescription BodyPartExamined  SliceThickness  n_files\n",
+      "56            DYNAMIC PRE/POST              NaN             3.3      638\n",
+      "65                        SUBS           BREAST             1.0      640\n",
+      "15            DYNAMIC PRE POST           PELVIS             3.0      696\n",
+      "16            DYNAMIC PRE POST           PELVIS             3.0      696\n",
+      "22            DYNAMIC PRE POST           PELVIS             3.0      696\n",
+      "33            DYNAMIC PRE POST           PELVIS             4.0      696\n",
+      "44            DYNAMIC PRE POST           PELVIS             3.0      696\n",
+      "31            DYNAMIC PRE POST           PELVIS             3.0      812\n",
+      "42            DYNAMIC PRE POST           PELVIS             3.0      812\n",
+      "34  DYNAMIC PRE POST GRASP_RED           PELVIS             3.0     1092\n"
      ]
     }
    ],
@@ -252,7 +242,7 @@
     "large_series = df_mri[df_mri[\"n_files\"] > 600].sort_values(by=\"n_files\")\n",
     "print(\n",
     "    large_series[[\"SeriesDescription\", \"BodyPartExamined\", \"SliceThickness\", \"n_files\"]]\n",
-    ")"
+    ")\n"
    ]
   },
   {
@@ -276,7 +266,7 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 800x500 with 1 Axes>"
       ]
@@ -288,7 +278,7 @@
    "source": [
     "helpers.plot_parameter_distribution_categorical(\n",
     "    df_mri, \"BodyPartExamined\", \"Body Part Examined\"\n",
-    ")"
+    ")\n"
    ]
   },
   {
@@ -314,7 +304,7 @@
    "source": [
     "holdout_set = {}\n",
     "# clean up leading and trailing whitespaces\n",
-    "df_mri[\"BodyPartExamined\"] = df_mri[\"BodyPartExamined\"].str.strip()"
+    "df_mri[\"BodyPartExamined\"] = df_mri[\"BodyPartExamined\"].str.strip()\n"
    ]
   },
   {
@@ -331,33 +321,33 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "    BodyPartExamined  SliceThickness  n_files\n",
-      "22            PELVIS             3.0      696\n",
-      "141           PELVIS             1.5      144\n",
-      "82            PELVIS             3.0      696\n",
-      "24            PELVIS             3.0      696\n",
-      "212           PELVIS             3.0      696\n",
-      "124            SPINE             3.0       40\n",
-      "199            SPINE             0.6      156\n",
-      "6              SPINE             4.0       15\n",
-      "222            SPINE             4.0       25\n",
-      "166            SPINE             3.0       23\n",
-      "220              NaN             3.5       80\n",
-      "160              NaN             4.0       27\n",
-      "200              NaN             4.0       96\n",
-      "163              NaN             3.0       72\n",
-      "89               NaN             3.0       44\n"
+      "   BodyPartExamined  SliceThickness  n_files\n",
+      "42           PELVIS             3.0      812\n",
+      "31           PELVIS             3.0      812\n",
+      "44           PELVIS             3.0      696\n",
+      "33           PELVIS             4.0      696\n",
+      "42           PELVIS             3.0      812\n",
+      "32            SPINE             4.0       25\n",
+      "50            SPINE             3.0       40\n",
+      "20            SPINE             4.0       27\n",
+      "50            SPINE             3.0       40\n",
+      "50            SPINE             3.0       40\n",
+      "56              NaN             3.3      638\n",
+      "67              NaN             3.5       80\n",
+      "29              NaN             4.0       93\n",
+      "67              NaN             3.5       80\n",
+      "67              NaN             3.5       80\n"
      ]
     }
    ],
    "source": [
     "selected_entries = helpers.sample_holdout_set(\n",
-    "    df_mri, \"BodyPartExamined\", [\"PELVIS\", \"SPINE\", None]\n",
+    "    df_mri, \"BodyPartExamined\", [\"PELVIS\", \"SPINE\", None], \n",
     ")\n",
     "\n",
     "holdout_set[\"BodyPartExamined\"] = selected_entries.copy()\n",
     "\n",
-    "print(selected_entries[[\"BodyPartExamined\", \"SliceThickness\", \"n_files\"]])"
+    "print(selected_entries[[\"BodyPartExamined\", \"SliceThickness\", \"n_files\"]])\n"
    ]
   },
   {
@@ -383,7 +373,7 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 800x1000 with 1 Axes>"
       ]
@@ -395,7 +385,7 @@
    "source": [
     "helpers.plot_parameter_distribution_categorical(\n",
     "    df_mri, \"ProtocolName\", \"Protocol Name\", height=10\n",
-    ")"
+    ")\n"
    ]
   },
   {
@@ -420,22 +410,22 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "    BodyPartExamined  SliceThickness  n_files\n",
-      "22            PELVIS             3.0      696\n",
-      "24            PELVIS             3.0      696\n",
-      "60            PELVIS             4.0      696\n",
-      "234           PELVIS             3.0      812\n",
-      "154           PELVIS             3.0      696\n",
-      "178             KNEE             3.0       40\n",
-      "77              KNEE             3.0       40\n",
-      "171              NaN             3.0       40\n",
-      "145             KNEE             3.0       44\n",
-      "89               NaN             3.0       44\n",
-      "92            LSPINE             4.0       26\n",
-      "1             LSPINE             4.0       26\n",
-      "183            SPINE             4.0       25\n",
-      "11            LSPINE             4.0       25\n",
-      "196           LSPINE             4.0       25\n"
+      "   BodyPartExamined  SliceThickness  n_files\n",
+      "44           PELVIS             3.0      696\n",
+      "31           PELVIS             3.0      812\n",
+      "33           PELVIS             4.0      696\n",
+      "44           PELVIS             3.0      696\n",
+      "22           PELVIS             3.0      696\n",
+      "69             KNEE             3.0       50\n",
+      "37             KNEE             3.0       54\n",
+      "71              HIP             3.0       34\n",
+      "38             KNEE             3.0       40\n",
+      "69             KNEE             3.0       50\n",
+      "47           LSPINE             4.0       27\n",
+      "14           CSPINE             4.0       29\n",
+      "51         SHOULDER             3.0       28\n",
+      "26           LSPINE             4.0       28\n",
+      "47           LSPINE             4.0       27\n"
      ]
     }
    ],
@@ -448,7 +438,7 @@
     "\n",
     "holdout_set[\"ProtocolName\"] = selected_entries.copy()\n",
     "\n",
-    "print(selected_entries[[\"BodyPartExamined\", \"SliceThickness\", \"n_files\"]])"
+    "print(selected_entries[[\"BodyPartExamined\", \"SliceThickness\", \"n_files\"]])\n"
    ]
   },
   {
@@ -464,7 +454,7 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 800x1000 with 1 Axes>"
       ]
@@ -476,7 +466,7 @@
    "source": [
     "helpers.plot_parameter_distribution_categorical(\n",
     "    df_mri, \"SeriesDescription\", \"Series Description\", height=10\n",
-    ")"
+    ")\n"
    ]
   },
   {
@@ -503,22 +493,22 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "    BodyPartExamined  SliceThickness  n_files\n",
-      "35            LSPINE             4.0       25\n",
-      "39            LSPINE             4.0       25\n",
-      "162              NaN             4.0       30\n",
-      "68            LSPINE             4.0       33\n",
-      "160              NaN             4.0       27\n",
-      "9              BRAIN             4.0       66\n",
-      "16             BRAIN             4.0       60\n",
-      "61             BRAIN             4.0       60\n",
-      "206             HEAD             5.0       50\n",
-      "195            BRAIN             4.0       90\n",
-      "92            LSPINE             4.0       26\n",
-      "1             LSPINE             4.0       26\n",
-      "183            SPINE             4.0       25\n",
-      "11            LSPINE             4.0       25\n",
-      "196           LSPINE             4.0       25\n"
+      "   BodyPartExamined  SliceThickness  n_files\n",
+      "24           LSPINE             4.0       25\n",
+      "25           LSPINE             4.0       25\n",
+      "24           LSPINE             4.0       25\n",
+      "24           LSPINE             4.0       25\n",
+      "24           LSPINE             4.0       25\n",
+      "30            ANGIO             5.0       48\n",
+      "30            ANGIO             5.0       48\n",
+      "30            ANGIO             5.0       48\n",
+      "30            ANGIO             5.0       48\n",
+      "30            ANGIO             5.0       48\n",
+      "47           LSPINE             4.0       27\n",
+      "14           CSPINE             4.0       29\n",
+      "51         SHOULDER             3.0       28\n",
+      "26           LSPINE             4.0       28\n",
+      "47           LSPINE             4.0       27\n"
      ]
     }
    ],
@@ -526,12 +516,12 @@
     "df_mri[\"SeriesDescription\"] = df_mri[\"SeriesDescription\"].str.strip()\n",
     "\n",
     "selected_entries = helpers.sample_holdout_set(\n",
-    "    df_mri, \"SeriesDescription\", [\"AXI PD\", \"AX DWI_TRACEW\", \"AX PD\"]\n",
+    "    df_mri, \"SeriesDescription\", [\"AXI PD\", \"AX DWI_TRACEW\", \"AX PD\"], \n",
     ")\n",
     "\n",
     "holdout_set[\"SeriesDescription\"] = selected_entries.copy()\n",
     "\n",
-    "print(selected_entries[[\"BodyPartExamined\", \"SliceThickness\", \"n_files\"]])"
+    "print(selected_entries[[\"BodyPartExamined\", \"SliceThickness\", \"n_files\"]])\n"
    ]
   },
   {
@@ -608,7 +598,7 @@
     "        ],\n",
     "    )\n",
     "\n",
-    "    return response.choices[0].message.content"
+    "    return response.choices[0].message.content\n"
    ]
   },
   {
@@ -625,7 +615,7 @@
     "# This code will try to load the endpoint and API key from environment.json.\n",
     "# If you would like to execute the GPT4-based labeling, please provide the values by editing environment.json file or as environment variables.\n",
     "# Otherwise you may skip this cell and use the pre-labeled data provided in the repository.\n",
-    "oai_client = helpers.create_openai_client()"
+    "oai_client = helpers.create_openai_client()\n"
    ]
   },
   {
@@ -638,7 +628,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 16,
+   "execution_count": 17,
    "id": "a2a34f68",
    "metadata": {
     "gather": {
@@ -651,21 +641,21 @@
      "output_type": "stream",
      "text": [
       "{\n",
-      "  \"Body Part Examined\": \"KNEE\",\n",
+      "  \"Body Part Examined\": \"LUMBAR SPINE\",\n",
       "  \"Plane of Imaging\": \"AXIAL\",\n",
-      "  \"Protocol Used\": \"PROTON DENSITY FAT-SATURATION\"\n",
+      "  \"Protocol Used\": \"PROTON DENSITY\"\n",
       "}\n"
      ]
     }
    ],
    "source": [
-    "item = df_mri.iloc[75]\n",
+    "item = df_mri.iloc[25]\n",
     "\n",
     "response = get_gpt_label(\n",
     "    oai_client, helpers.create_exam_param_struct_from_dicom_tags(item)\n",
     ")\n",
     "\n",
-    "print(response)"
+    "print(response)\n"
    ]
   },
   {
@@ -678,7 +668,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 17,
+   "execution_count": 18,
    "id": "bf190e7a",
    "metadata": {},
    "outputs": [],
@@ -694,7 +684,7 @@
     "#     obj[\"gpt_label\"] = gpt_response\n",
     "#     obj[\"weak_label\"] = weak_label\n",
     "#     print(obj)\n",
-    "#     labels_dict.append(obj)"
+    "#     labels_dict.append(obj)\n"
    ]
   },
   {
@@ -713,7 +703,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 18,
+   "execution_count": 19,
    "id": "e4ce8ec9",
    "metadata": {
     "gather": {
@@ -733,7 +723,7 @@
     "#     labels_dict_obj[-1][\"weak_label\"] = json.loads(entry['weak_label'])\n",
     "\n",
     "# with open(gpt_labeled_mri_file_name, 'w') as file:\n",
-    "#     json.dump(labels_dict_obj, file, indent=4)"
+    "#     json.dump(labels_dict_obj, file, indent=4)\n"
    ]
   },
   {
@@ -752,7 +742,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 19,
+   "execution_count": 20,
    "id": "c5b7a205-e56a-4f5d-965a-dd0cda0f7d34",
    "metadata": {
     "gather": {
@@ -822,7 +812,7 @@
     "    labels_dict_obj = json.load(file)\n",
     "\n",
     "# Print several entries to see the structure\n",
-    "pprint(labels_dict_obj[5:9])"
+    "pprint(labels_dict_obj[5:9])\n"
    ]
   },
   {
@@ -845,13 +835,13 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 20,
+   "execution_count": 21,
    "id": "a9792029",
    "metadata": {},
    "outputs": [],
    "source": [
     "feature_vectors_path = os.path.join(dataset_root, \"feature_vectors\")\n",
-    "feature_mean_matrix = helpers.prepare_feature_maps(df_mri, feature_vectors_path)"
+    "feature_mean_matrix = helpers.prepare_feature_maps(df_mri, feature_vectors_path)\n"
    ]
   },
   {
@@ -864,7 +854,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 21,
+   "execution_count": 22,
    "id": "c3635bbb",
    "metadata": {
     "scrolled": true
@@ -882,7 +872,7 @@
    "source": [
     "# Use UMAP to reduce the dimensionality of the feature matrix\n",
     "reducer = UMAP(\n",
-    "    n_components=2, random_state=42, n_neighbors=5, min_dist=0.8, metric=\"euclidean\"\n",
+    "    n_components=2, random_state=42, n_neighbors=3, min_dist=0.8, metric=\"euclidean\"\n",
     ")\n",
     "reducer.fit(feature_mean_matrix)\n",
     "embedding = reducer.transform(feature_mean_matrix)\n",
@@ -898,7 +888,7 @@
     "            cluster_labels_body_part.append(j)\n",
     "\n",
     "df_mri[\"embedding_p1\"] = embedding[:, 0]\n",
-    "df_mri[\"embedding_p2\"] = embedding[:, 1]"
+    "df_mri[\"embedding_p2\"] = embedding[:, 1]\n"
    ]
   },
   {
@@ -919,7 +909,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 22,
+   "execution_count": 23,
    "id": "f8107a01",
    "metadata": {},
    "outputs": [
@@ -966,40 +956,6 @@
          "mode": "markers",
          "name": "LSPINE",
          "text": [
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
-          "LSPINE",
           "LSPINE",
           "LSPINE",
           "LSPINE",
@@ -1013,96 +969,28 @@
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         {
@@ -1112,28 +1000,6 @@
          "mode": "markers",
          "name": "BRAIN",
          "text": [
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
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@@ -1141,60 +1007,16 @@
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@@ -1204,31 +1026,6 @@
          "mode": "markers",
          "name": "KNEE",
          "text": [
-          "KNEE",
-          "KNEE",
-          "KNEE",
-          "KNEE",
-          "KNEE",
-          "KNEE",
-          "KNEE",
-          "KNEE",
-          "KNEE",
-          "KNEE",
-          "KNEE",
-          "KNEE",
-          "KNEE",
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-          "KNEE",
-          "KNEE",
-          "KNEE",
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-          "KNEE",
-          "KNEE",
-          "KNEE",
-          "KNEE",
-          "KNEE",
           "KNEE",
           "KNEE",
           "KNEE",
@@ -1239,72 +1036,22 @@
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@@ -1323,38 +1070,32 @@
           "ABDOMEN",
           "ABDOMEN",
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@@ -1364,24 +1105,6 @@
          "mode": "markers",
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-          "SPINE",
-          "SPINE",
-          "SPINE",
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@@ -1391,56 +1114,20 @@
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@@ -1450,26 +1137,6 @@
          "mode": "markers",
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@@ -1480,62 +1147,22 @@
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        "                            \n",
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    ],
    "source": [
     "parameter = \"BodyPartExamined\"\n",
-    "helpers.plot_clusters(df_mri, parameter)"
+    "helpers.plot_clusters(df_mri, parameter)\n"
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   },
   {
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   },
   {
    "cell_type": "code",
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+   "execution_count": 24,
    "id": "b8c1f30e",
    "metadata": {},
    "outputs": [
@@ -2719,7 +2265,7 @@
     "\n",
     "images_path = os.path.join(dataset_root, \"pngs\")\n",
     "\n",
-    "helpers.plot_image(df_mri, parameter, images_path)"
+    "helpers.plot_image(df_mri, parameter, images_path)\n"
    ]
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   },
   {
    "cell_type": "code",
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+   "execution_count": 25,
    "id": "a6fadd1a",
    "metadata": {},
    "outputs": [
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                       {\"responsive\": true}                    ).then(function(){\n",
        "                            \n",
-       "var gd = document.getElementById('047399d1-ffff-4c99-a38b-b5199ede7456');\n",
+       "var gd = document.getElementById('dd2cb16c-a25b-4930-a3cd-902d9d9e55ef');\n",
        "var x = new MutationObserver(function (mutations, observer) {{\n",
        "        var display = window.getComputedStyle(gd).display;\n",
        "        if (!display || display === 'none') {{\n",
@@ -4385,7 +3532,7 @@
    ],
    "source": [
     "parameter = \"ProtocolName\"\n",
-    "helpers.plot_clusters(df_mri, parameter)"
+    "helpers.plot_clusters(df_mri, parameter)\n"
    ]
   },
   {
@@ -4398,7 +3545,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 25,
+   "execution_count": 26,
    "id": "b6ca17ff",
    "metadata": {
     "scrolled": true
@@ -4416,7 +3563,7 @@
     }
    ],
    "source": [
-    "helpers.plot_image(df_mri, parameter, images_path)"
+    "helpers.plot_image(df_mri, parameter, images_path)\n"
    ]
   },
   {
@@ -4431,7 +3578,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 26,
+   "execution_count": 27,
    "id": "456126dc",
    "metadata": {},
    "outputs": [],
@@ -4454,19 +3601,19 @@
     "    )\n",
     "\n",
     "\n",
-    "add_labels(df_mri, labels_dict)"
+    "add_labels(df_mri, labels_dict)\n"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 27,
+   "execution_count": 28,
    "id": "1a689d61",
    "metadata": {},
    "outputs": [],
    "source": [
     "# Now do the same for holdout set\n",
     "for key in holdout_set:\n",
-    "    add_labels(holdout_set[key], labels_dict)"
+    "    add_labels(holdout_set[key], labels_dict)\n"
    ]
   },
   {
@@ -4479,13 +3626,13 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 28,
+   "execution_count": 29,
    "id": "f57b042d",
    "metadata": {},
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 800x500 with 1 Axes>"
       ]
@@ -4498,7 +3645,7 @@
     "parameter = \"ImagingPlane_gpt\"\n",
     "helpers.plot_parameter_distribution_categorical(\n",
     "    df_mri, parameter, \"Imaging Plane (GPT)\"\n",
-    ")"
+    ")\n"
    ]
   },
   {
@@ -4519,7 +3666,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 29,
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        "                            \n",
-       "var gd = document.getElementById('56119534-265d-4df1-add4-36aa6426d750');\n",
+       "var gd = document.getElementById('fd19e4e4-5b5d-4f05-b355-e5c5de427c6b');\n",
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@@ -6154,12 +4818,12 @@
     }
    ],
    "source": [
-    "helpers.plot_clusters(df_mri, parameter)"
+    "helpers.plot_clusters(df_mri, parameter)\n"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 30,
+   "execution_count": 31,
    "id": "f8837c33",
    "metadata": {},
    "outputs": [
@@ -6175,7 +4839,7 @@
     }
    ],
    "source": [
-    "helpers.plot_image(df_mri, parameter, images_path)"
+    "helpers.plot_image(df_mri, parameter, images_path)\n"
    ]
   },
   {
@@ -6188,13 +4852,13 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 31,
+   "execution_count": 32,
    "id": "b0545b0d",
    "metadata": {},
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 800x500 with 1 Axes>"
       ]
@@ -6207,12 +4871,12 @@
     "parameter = \"BodyPartExamined_gpt\"\n",
     "helpers.plot_parameter_distribution_categorical(\n",
     "    df_mri, parameter, \"Body Part Imaged (GPT)\"\n",
-    ")"
+    ")\n"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 32,
+   "execution_count": 33,
    "id": "d5e036a5",
    "metadata": {},
    "outputs": [
@@ -6230,33 +4894,6 @@
          "mode": "markers",
          "name": "LUMBAR SPINE",
          "text": [
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
-          "LUMBAR SPINE",
           "LUMBAR SPINE",
           "LUMBAR SPINE",
           "LUMBAR SPINE",
@@ -6266,74 +4903,20 @@
          ],
          "type": "scatter",
          "x": [
-          7.859557151794434,
-          19.619155883789062,
-          -2.207427978515625,
-          18.878686904907227,
-          21.79134178161621,
-          20.43400001525879,
-          20.20892333984375,
-          22.086862564086914,
-          21.81932258605957,
-          7.495575428009033,
-          19.79224967956543,
-          22.184410095214844,
-          20.817283630371094,
-          21.87131118774414,
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-          20.756689071655273
+          -5.563680648803711,
+          5.998797416687012,
+          -3.7566850185394287,
+          6.30140495300293,
+          8.204879760742188,
+          6.9879302978515625
          ],
          "y": [
-          8.634209632873535,
-          4.991163730621338,
-          8.987142562866211,
-          7.30778169631958,
-          7.411281585693359,
-          5.522424221038818,
-          7.316361904144287,
-          4.98525333404541,
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-          8.388999938964844,
-          7.729169845581055,
-          4.2384352684021,
-          7.033997535705566,
-          5.7339982986450195,
-          6.549136161804199,
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-          5.352063179016113,
-          5.517160892486572,
-          7.1376261711120605,
-          4.734647274017334,
-          7.3991804122924805,
-          7.433051586151123,
-          6.7960686683654785,
-          8.633195877075195,
-          6.509838581085205,
-          7.281288146972656,
-          6.046288967132568,
-          4.664209365844727,
-          6.908839225769043,
-          8.373041152954102,
-          4.006252288818359,
-          7.964292526245117,
-          8.138423919677734
+          6.095606327056885,
+          -7.048939228057861,
+          26.054262161254883,
+          -6.416183948516846,
+          -5.0456390380859375,
+          -6.5428667068481445
          ]
         },
         {
@@ -6343,89 +4926,20 @@
          "mode": "markers",
          "name": "BRAIN",
          "text": [
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
-          "BRAIN",
           "BRAIN",
           "BRAIN",
           "BRAIN"
          ],
          "type": "scatter",
          "x": [
-          1.5057400465011597,
-          -1.696093201637268,
-          -1.5803191661834717,
-          20.6778621673584,
-          -2.264883279800415,
-          4.587045669555664,
-          3.6742806434631348,
-          -1.7019774913787842,
-          -1.8706930875778198,
-          -2.761817693710327,
-          -0.03013019822537899,
-          -0.8576580286026001,
-          -2.739342451095581,
-          4.661009788513184,
-          -2.0282814502716064,
-          -0.7343595623970032,
-          1.3013269901275635,
-          -3.550664186477661,
-          4.700393199920654,
-          4.367600917816162,
-          -2.79911208152771,
-          -1.5936975479125977,
-          3.769355297088623,
-          -8.008338928222656,
-          -7.368558406829834,
-          3.7592458724975586
+          4.862297058105469,
+          -2.982206106185913,
+          8.830021858215332
          ],
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        "                            \n",
-       "var gd = document.getElementById('f218c23f-28e9-4771-b49e-3fa4e8d0a3de');\n",
+       "var gd = document.getElementById('560357a8-3bd4-4847-9de8-95cdd75f2fdd');\n",
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@@ -7966,12 +6153,12 @@
     }
    ],
    "source": [
-    "helpers.plot_clusters(df_mri, parameter)"
+    "helpers.plot_clusters(df_mri, parameter)\n"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 33,
+   "execution_count": 34,
    "id": "33f24c63",
    "metadata": {
     "scrolled": true
@@ -7989,18 +6176,18 @@
     }
    ],
    "source": [
-    "helpers.plot_image(df_mri, parameter, images_path)"
+    "helpers.plot_image(df_mri, parameter, images_path)\n"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 34,
+   "execution_count": 35,
    "id": "df7ef760",
    "metadata": {},
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 800x1400 with 1 Axes>"
       ]
@@ -8013,7 +6200,7 @@
     "parameter = \"ProtocolUsed_gpt\"\n",
     "helpers.plot_parameter_distribution_categorical(\n",
     "    df_mri, parameter, \"Protocol Used (GPT)\", height=14\n",
-    ")"
+    ")\n"
    ]
   },
   {
@@ -8050,7 +6237,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 35,
+   "execution_count": 36,
    "id": "20ef8a5b",
    "metadata": {
     "scrolled": false
@@ -8060,90 +6247,91 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
+      "Unnamed: 0                                                                      52\n",
       "batch                                                                          NaN\n",
-      "series_path                      1.3.6.1.4.1.55648.2803493692967931114377445423...\n",
-      "n_files                                                                        144\n",
+      "series_path                      1.3.6.1.4.1.55648.9431494696352837143467064372...\n",
+      "n_files                                                                        812\n",
       "series_loaded_correctly                                                       True\n",
       "series_error_description                                                       NaN\n",
-      "series_reader.Execute()                                                 133.942678\n",
-      "reading metadata                                                          0.000169\n",
+      "series_reader.Execute()                                                 191.390723\n",
+      "reading metadata                                                          0.000368\n",
       "SpecificCharacterSet                                                    ISO_IR 100\n",
-      "ImageType                               DERIVED\\PRIMARY\\M\\NORM\\WATER\\DIS2D\\MFSPLIT\n",
+      "ImageType                                            ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D\n",
       "SOPClassUID                                              1.2.840.10008.5.1.4.1.1.4\n",
-      "SOPInstanceUID                   1.3.6.1.4.1.55648.2803493692967931114377445423...\n",
-      "StudyDate                                                                 20200205\n",
+      "SOPInstanceUID                   1.3.6.1.4.1.55648.9431494696352837143467064372...\n",
+      "StudyDate                                                                 20200121\n",
       "SeriesTime                                                                     NaN\n",
-      "AcquisitionTime                                                        170808.1675\n",
-      "AccessionNumber                                                          150394245\n",
+      "AcquisitionTime                                                                NaN\n",
+      "AccessionNumber                                                          809260808\n",
       "Modality                                                                        MR\n",
       "Manufacturer                                                               Siemens\n",
-      "SeriesDescription                                t1_vibe_dixon_cor_p6_bh_320_iso_W\n",
-      "ManufacturerModelName                                                MAGNETOM Vida\n",
-      "PatientName                                            Patient_7394507754570594222\n",
-      "PatientID                                              Patient_7394507754570594222\n",
+      "SeriesDescription                                                 DYNAMIC PRE POST\n",
+      "ManufacturerModelName                                                        Skyra\n",
+      "PatientName                                             Patient_972730936215732534\n",
+      "PatientID                                               Patient_972730936215732534\n",
       "PatientSex                                                                       M\n",
-      "PatientAge                                                                    037Y\n",
-      "PatientWeight                                                              104.326\n",
+      "PatientAge                                                                    073Y\n",
+      "PatientWeight                                                            86.182561\n",
       "EthnicGroup                                                                    NaN\n",
       "BodyPartExamined                                                            PELVIS\n",
       "ScanningSequence                                                                GR\n",
-      "SequenceVariant                                                                 SK\n",
-      "ScanOptions                                                      PFP\\PFF\\CG\\RG\\PER\n",
+      "SequenceVariant                                                             SP\\OSP\n",
+      "ScanOptions                                                                    PFP\n",
       "MRAcquisitionType                                                               3D\n",
-      "SequenceName                                                                *fl3d2\n",
-      "SliceThickness                                                                 1.5\n",
-      "RepetitionTime                                                                4.21\n",
-      "EchoTime                                                                      1.34\n",
+      "SequenceName                                                                *fl3d1\n",
+      "SliceThickness                                                                 3.0\n",
+      "RepetitionTime                                                                3.74\n",
+      "EchoTime                                                                      1.63\n",
       "NumberOfAverages                                                                 1\n",
-      "ImagingFrequency                                                        123.202769\n",
+      "ImagingFrequency                                                        123.255854\n",
       "ImagedNucleus                                                                   1H\n",
-      "EchoNumbers                                                                    NaN\n",
+      "EchoNumbers                                                                    1.0\n",
       "MagneticFieldStrength                                                          3.0\n",
       "SpacingBetweenSlices                                                           NaN\n",
-      "NumberOfPhaseEncodingSteps                                                     234\n",
-      "EchoTrainLength                                                                2.0\n",
-      "PercentSampling                                                                 90\n",
-      "PercentPhaseFieldOfView                                                      81.25\n",
-      "PixelBandwidth                                                               744.0\n",
-      "SoftwareVersions                                                     syngo MR XA11\n",
-      "ProtocolName                                       t1_vibe_dixon_cor_p6_bh_320_iso\n",
+      "NumberOfPhaseEncodingSteps                                                     179\n",
+      "EchoTrainLength                                                                1.0\n",
+      "PercentSampling                                                                100\n",
+      "PercentPhaseFieldOfView                                                      100.0\n",
+      "PixelBandwidth                                                               590.0\n",
+      "SoftwareVersions                                                      syngo MR E11\n",
+      "ProtocolName                                                      DYNAMIC PRE POST\n",
       "TransmitCoilName                                                              Body\n",
-      "AcquisitionMatrix                                                      0\\320\\234\\0\n",
-      "InPlanePhaseEncodingDirection                                                  ROW\n",
-      "FlipAngle                                                                        9\n",
+      "AcquisitionMatrix                                                      160\\0\\0\\160\n",
+      "InPlanePhaseEncodingDirection                                                  COL\n",
+      "FlipAngle                                                                       12\n",
       "PatientPosition                                                                FFS\n",
-      "StudyInstanceUID                 1.3.6.1.4.1.55648.2803493692967931114377445423...\n",
-      "SeriesInstanceUID                1.3.6.1.4.1.55648.2803493692967931114377445423...\n",
-      "SeriesNumber                                                                 16001\n",
+      "StudyInstanceUID                 1.3.6.1.4.1.55648.9431494696352837143467064372...\n",
+      "SeriesInstanceUID                1.3.6.1.4.1.55648.9431494696352837143467064372...\n",
+      "SeriesNumber                                                                    10\n",
       "AcquisitionNumber                                                                1\n",
       "InstanceNumber                                                                   1\n",
-      "ImagePositionPatient                                     -199.174\\-101.362\\322.501\n",
-      "ImageOrientationPatient                                               1\\0\\0\\0\\0\\-1\n",
+      "ImagePositionPatient                      -99.74609375\\-89.105340957642\\-48.703125\n",
+      "ImageOrientationPatient                                                1\\0\\0\\0\\1\\0\n",
       "FrameOfReferenceUID                                                            NaN\n",
       "PositionReferenceIndicator                                                     NaN\n",
-      "SliceLocation                                                             -101.362\n",
+      "SliceLocation                                                           -48.703125\n",
       "SamplesPerPixel                                                                  1\n",
       "PhotometricInterpretation                                              MONOCHROME2\n",
-      "Rows                                                                           320\n",
-      "Columns                                                                        260\n",
-      "PixelSpacing                                                         1.4063\\1.4063\n",
+      "Rows                                                                           160\n",
+      "Columns                                                                        160\n",
+      "PixelSpacing                                                           1.375\\1.375\n",
       "BitsAllocated                                                                   16\n",
       "BitsStored                                                                      12\n",
       "HighBit                                                                         11\n",
       "PixelRepresentation                                                              0\n",
       "SmallestImagePixelValue                                                        0.0\n",
-      "LargestImagePixelValue                                                       722.0\n",
-      "WindowCenter                                                                   195\n",
-      "WindowWidth                                                                    457\n",
+      "LargestImagePixelValue                                                       298.0\n",
+      "WindowCenter                                                                   155\n",
+      "WindowWidth                                                                    364\n",
       "PregnancyStatus                                                                NaN\n",
-      "ContrastBolusAgent                                                  Contrast agent\n",
+      "ContrastBolusAgent                                                   with contrast\n",
       "ContrastBolusVolume                                                            0.0\n",
-      "ContrastBolusTotalDose                                                         NaN\n",
-      "ReceiveCoilName                                                        Spine_32_RS\n",
-      "RescaleIntercept                                                               0.0\n",
-      "RescaleSlope                                                                   1.0\n",
-      "LossyImageCompression                                                          0.0\n",
-      "2050|0020                                                                 IDENTITY\n",
+      "ContrastBolusTotalDose                                                         0.0\n",
+      "ReceiveCoilName                                                                NaN\n",
+      "RescaleIntercept                                                               NaN\n",
+      "RescaleSlope                                                                   NaN\n",
+      "LossyImageCompression                                                          NaN\n",
+      "2050|0020                                                                      NaN\n",
       "RescaleType                                                                    NaN\n",
       "LowRRValue                                                                     NaN\n",
       "HighRRValue                                                                    NaN\n",
@@ -8154,20 +6342,20 @@
       "ImagesInAcquisition                                                            NaN\n",
       "NumberOfFrames                                                                 NaN\n",
       "PixelAspectRatio                                                               NaN\n",
-      "Report                           MRA 3T pelvis without and with CONTRAST HISTOR...\n",
-      "Topic                                                                           62\n",
-      "png_path                         1.3.6.1.4.1.55648.2803493692967931114377445423...\n",
-      "features                         1.3.6.1.4.1.55648.2803493692967931114377445423...\n",
-      "embedding_p1                                                             13.372328\n",
-      "embedding_p2                                                               6.67673\n",
+      "Report                           PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Pr...\n",
+      "Topic                                                                            3\n",
+      "png_path                         1.3.6.1.4.1.55648.9431494696352837143467064372...\n",
+      "features                         1.3.6.1.4.1.55648.9431494696352837143467064372...\n",
+      "embedding_p1                                                             -1.615007\n",
+      "embedding_p2                                                              7.120334\n",
       "BodyPartExamined_gpt                                                        PELVIS\n",
-      "ImagingPlane_gpt                                                           CORONAL\n",
-      "ProtocolUsed_gpt                                                     T1 VIBE DIXON\n"
+      "ImagingPlane_gpt                                                           unknown\n",
+      "ProtocolUsed_gpt                                                  DYNAMIC PRE POST\n"
      ]
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -8177,7 +6365,7 @@
     },
     {
      "data": {
-      "image/png": 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",
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HKg5UHFi3oDhQC8WBigMVB9YdKP7TQvGf4j/Ff6cvFF9pofjq9OQrchK8/fbbAoBYuXKl5jvIMULlmDt3rl9eLVu21DgCjsUxkpSUpHFOCSHEvffeKwCII0eOCCGOttfbb7+tSbdy5UoBQHz99dd+dTlgwADRtGlTIYQQJSUlIiIiQgwePNiPH2ublxBHHSN6J+Btt90moqKi5P/H6xhRW2lVg65du2oOcbrqqqvQqVMnTJo0CZdccgkiIiKwb98+JCUlITIyUvNsq1atAFTtvUe/Q0JC0KRJE026Fi1a+L23ZcuW6NKlCxYvXozx48cDqFqOd95556Fp06Z+6VesWAGn04nw8HAkJyf7vePtt9/Gs88+i23btqG8vFxeT01N9cvL6FpNCA0NxYUXXhhU2jfffBNNmjTBjh078OOPP8JqtWrue71ePPHEE1iwYAEOHTqkWZ6Wn5/vl59+6arL5QIAv+VuLpcLubm5QZVRn2dUVBQAIDc3F06nEzt27IAQAs2aNTN8Pjw8HMDRttenCw8PR+PGjYMqS3WYMGECrrjiCoSEhMDtdqNNmzYwm81+6ZKTk4Nun0AYNWoU7rjjDixZsgR9+vRBSUkJVq1ahYsuukjWT3VwuVx46qmn8NRTT2Hfvn1Yu3YtnnnmGbz88stwuVyYOXPmcZVP4eRAcWBwUByoheJAfygOPDOhODA4KA7UQnGgPxQHnnlQ/BccFP9pofjPH4r/Tj4UXwUHxVda/Fd8Rbjmmmvw2GOPYcaMGRg2bJjffSpHoL72/fffH9f7mzZt6redX/PmzQFUndORmJgor+v7144dOwAcPRdHDzovyWw2Y/bs2bjzzjuRkJCA8847D5dccglGjx4t8w82L4LFYpFniBCioqKC7ifBQDlGaoGQkBD07dsXL774Inbs2IE2bdqctHeNHj0aU6ZMwcGDB1FaWoqffvoJL7/8smHaXr16ITY21vDeokWLMHbsWAwbNgx333034uPjERoaiieeeELuacihJ7wTjW+++QalpaUAgL/++stv38XJkydjwYIFmDp1Krp37w6XywWTyYRRo0bB5/P55RcaGmr4HqPrnKyrQ6A86XmfzweTyYTVq1cbpnU4HEG953jRrFmz4xb0gkV8fDz69++PFStW4JVXXsHHH3+MgoICXHPNNbXOq2HDhrj++usxfPhwNG7cGIsXL1YC4RkCxYHHD8WBJw6KAxX+aygOPH4oDjxxUByo8F9C8d/xQ/HfiYPiP4XqoPjq+KH46sSDzhoZO3YsPvzww//03bWFvn9Rm7777rsaBwohLOyoa2Hq1KkYMmQIPvjgA3zxxRd4+OGH8cQTT+Drr79Gp06dapUXELidTySUY6SWqKioAAAUFhYCqJrcvvrqKxQUFGi8z9u2bZP36bfP58OuXbs0HsB///3X8D0UmbB06VJ4vV6Eh4fjyiuvrHV533//fTRu3BgrV67UeAenTZsWdB4n6pCwI0eOYPLkyRgwYAAiIiJw1113YeDAgbKOqLxjxozBs88+K6+VlJQgLy/vhJThRKBJkyYQQiA1NVV6WI1A37Vjxw6NN7S8vBx79uxBhw4dTnpZTySuueYafP7551i9ejWWLFkCp9OJIUOGHHN+UVFRaNKkCbZs2XICS6lwsqE48NihOLAKigOroDjwzITiwGOH4sAqKA6sguLAMw+K/44div+qoPivCor/Tj4UXx07FF9V4WTw1bXXXouZM2di+vTpGDp0qGE5/v33X7/VFP/++6+m/o+lrXfu3AkhhObZ7du3A4DmsHMj0Oqm+Pj4oJzSTZo0wZ133ok777wTO3bsQMeOHfHss89i0aJFtc4rGBxv3w85IaWoIygvL8eXX36JiIgIueTu4osvRmVlpZ9X+Pnnn4fJZMJFF10EAPL3Sy+9pEn3wgsvGL4rNjYWF110ERYtWoTFixdj0KBBAb3L1YG8a9zr+vPPP2PDhg1B52G32wHguEnuxhtvhM/nw5tvvonXXnsNYWFhGD9+vKZsoaGhfh7iOXPmoLKy8rjefSJx2WWXITQ0FNOnT/crqxAC2dnZAIBzzz0XcXFxmD9/PsrKymSahQsXGtbl/v375cR8OmLYsGGw2WyYO3cuVq9ejcsuuwwWi6XG5/744w9kZWX5Xd+3bx/++ecfw6WCCqcnFAfm1fr9HIoDq6A4sAqKA888KA7Mq/X7ORQHVkFxYBUUB55ZUPyXV+v3cyj+q4Livyoo/ju5UHyVV+v3cyi+qsLJ4CtaNfL777/jo48+0tw799xzER8fj/nz58vVOgCwevVqbN26FYMHD5bXjqWtDx8+jFWrVsn/PR4P3nnnHXTs2NFw5QbHwIED4XQ68fjjj2u2eSNkZmYCAIqLi1FSUqK516RJE0RGRspvCjav2sBmswE49r6vVoxUg9WrV8sOn5GRgSVLlmDHjh2477775L5nQ4YMQd++ffHggw9i79696NChA7788kt8+OGHmDp1qvSGdezYEVdddRXmzp2L/Px89OjRA2vXrsXOnTsDvn/06NEYMWIEAOCxxx47pm+45JJLsHLlSgwfPhyDBw/Gnj17MH/+fLRu3Vp6z2tCkyZN4Ha7MX/+fERGRsJut6Nbt25y37mKigosWrTI8Nnhw4fDbrdjwYIF+PTTT7Fw4UIkJycDqCLOa6+9FvPmzcPEiRNled999124XC60bt0aGzZswFdffYWYmJhj+v6TgSZNmmDmzJm4//77sXfvXgwbNgyRkZHYs2cPVq1ahQkTJuCuu+5CeHg4Zs6ciZtuugkXXHABrrzySuzZswcLFiww3Ktw9OjR+Pbbb4NeOhgstm/fbtg+CQkJ6N+/v/y/vLzccClvdHQ0Jk6cCIfDgWHDhmHJkiUAEPTy4TVr1mDatGkYOnQozjvvPDgcDuzevRtvvfUWSktL8eijjx7bhymcdCgOrILiQC0UByoOrCtQHFgFxYFaKA5UHFgXoPivCor/tFD8p/jvdITiqyoovtLidOUrOmvk999/11wPDw/H7NmzMW7cOPTu3RtXXXUV0tPT8eKLL6JRo0a4/fbbZdrOnTsDAG677TYMHDgQoaGhGDVqVLXvbd68OcaPH49ffvkFCQkJeOutt5Ceno4FCxbUWGan04l58+bhuuuuwznnnINRo0YhLi4O+/fvx6effor//e9/ePnll7F9+3b069cPI0eOROvWrREWFoZVq1YhPT1dli/YvGoDq9WK1q1bY9myZWjevDmio6PRtm1btG3bNrgMjunI9rMcCxYsEAA0PxaLRXTs2FHMmzdP+Hw+TfqCggJx++23i6SkJBEeHi6aNWsmnn76ab90Xq9X3HbbbSImJkbY7XYxZMgQceDAAQFATJs2za8cpaWlIioqSrhcLuH1ev3uT5s2TQAQmZmZAb/F5/OJxx9/XDRs2FCYzWbRqVMn8cknn4gxY8aIhg0bynR79uwRAMTTTz9tmM+HH34oWrduLcLCwgQAsWDBAiGEEGPGjPGrK/6zZ88eceDAAeFyucSQIUP88h0+fLiw2+1i9+7dQgghcnNzxbhx40RsbKxwOBxi4MCBYtu2baJhw4ZizJgx8jlqo19++SWoOhkzZoyw2+2aa/p6D/QsvWvPnj2a6ytWrBA9e/YUdrtd2O120bJlS3HrrbeKf//9V5Nu7ty5IjU1VZjNZnHuueeK7777TvTu3Vv07t1bk653794imCFZU1vpvzHQD39/de3YpEkTme7TTz8VAES9evVEZWWl4TsbNmwoBg8eLP/fvXu3eOSRR8R5550n4uPjRVhYmIiLixODBw8WX3/9dY3foPDfQ3GgPxQHKg4UQnFgXYHiQH8oDlQcKITiwLoAxX/+UPyn+E8IxX+nIxRf+UPx1ZnBV7zv6r9j2bJlolOnTsJsNovo6GhxzTXXiIMHD2rSVFRUiMmTJ4u4uDhhMplqLA9x0xdffCHat28vzGazaNmypXjvvfcMy6VvL8K6devEwIEDhcvlEhaLRTRp0kSMHTtW/Prrr0IIIbKyssStt94qWrZsKex2u3C5XKJbt25i+fLltc5LCOP+IMTRPsDx448/is6dO4uIiIiAYzUQTEKcYLe8wglDRUUFkpKSMGTIELz55punujgKCgoK/ykUByooKNRlKA5UUFCoq1D8p6CgcKZA8ZXC6Y5GjRqhbdu2+OSTT051UU5LqDNGTmN88MEHyMzMxOjRo091URQUFBT+cygOVFBQqMtQHKigoFBXofhPQUHhTIHiKwWFMxtqxchpiJ9//hl//vknHnvsMcTGxuK333471UVSUFBQ+M+gOFBBQaEuQ3GggoJCXYXiPwUFhTMFiq8UzhSoFSPVQ60YOQ0xb9483HLLLYiPj8c777xzqoujoKCg8J9CcaCCgkJdhuJABQWFugrFfwoKCmcKFF8pKJwdUCtGFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBTqDNSKEQUFBQUFBQUFBQUFBQUFBQUFBQUFBQWFOgPlGFFQUFBQUFBQUFBQUFBQUFBQUFBQUFBQqDOoc46RRx99FCaT6VQXQ0FBQeE/h+I/BQWFugzFgQoKCnUZigMVFBQUtFC8qKCgcEY7RhYuXAiTySR/LBYLkpKSMHDgQLz00ksoKCg4Ie85fPgwHn30Ufz+++8nJL/TGYcOHcLIkSPhdrvhdDpx6aWXYvfu3UE9W15ejunTp6Nx48Ywm81o3LgxZs6ciYqKCk26X375BZMmTUKbNm1gt9vRoEEDjBw5Etu3b68x/9atW8NkMuGZZ57xuz9r1iwMHToUCQkJMJlMePTRRw3zWblyJa688ko0btwYNpsNLVq0wJ133om8vDy/tI0aNdL0Mfq5+eabNemOHDmC++67D3379kVkZCRMJhO++eYbw/f36dPHMM9BgwYZpv/tt98wdOhQREdHw2azoW3btnjppZf86iaYugeA0tJS3HvvvUhKSoLVakW3bt2wZs0aw3f/+OOP6NmzJ2w2GxITE3HbbbehsLDwmPLcu3ev4XfTz4033qhJv2nTJgwaNAhOpxORkZEYMGCA3xgsLi7GK6+8ggEDBqBevXqIjIxEp06dMG/ePFRWVhp+09kCxX8nFv/++y9uv/129OjRAxaLBSaTCXv37q1VHlu3bsWgQYPgcDgQHR2N6667DpmZmX7pguUqwrJly9C9e3fY7Xa43W706NEDX3/9tSZNoHH15JNPatLVhv9uv/12nHPOOZJ7WrVqhUcffdSQA4IZrwDw5ZdfYvz48Wjbti1CQ0PRqFGjgN995MgRTJgwAampqbBarWjSpAnuuOMOZGdna9Jt3LgREydOROfOnREeHl6tcjNv3jxcccUVaNCgAUwmE8aOHWuY7rvvvsPQoUORkpICi8WCxMREDBo0CD/88INfWp/Ph/nz56Njx45wOBxISEjARRddhB9//NEv7Y4dOzBq1CgkJyfDZrOhZcuWmDFjBoqLizXpgp0njnU+PRugOPDE4r/iwG3btuGee+5Bx44dERkZiXr16mHw4MH49ddfA+ZbEwfq+4L+Z/HixTLtqlWrMHDgQCQlJcFsNiM5ORkjRozAli1b/N5bWFiIqVOnIjk5GWazGa1atcK8efP80q1duxbXX389mjdvDpvNhsaNG+OGG27AkSNHDL+nrKwMjz/+OFq2bAmLxYKEhAQMHjwYBw8elGlqM7ar+/b+/fv7pd+1axeuvvpqxMfHw2q1olmzZnjwwQf90gU7p3EsXrwYJpMJDofjuMoZLP8DwPLly3HeeefB7XYjJiYGvXv3xqefflptOc8GKA48sTheDgxWFjlw4ACmT5+Orl27IioqCrGxsejTpw+++uorw/SbNm3CJZdcgsTERDgcDrRv3x4vvfSSoZ5TUFCAe+65B6mpqTCbzahfvz5GjBjhJ2OsWbNG6ndRUVEYMWJEwG/96KOPcM4558BisaBBgwaYNm2aoX4JAF999RUuuOACuFwuREZGonPnzli2bJkmzbJly3DttdeiWbNmMJlM6NOnj2FehGD0YI68vDzEx8fDZDLh/fff19wrLCzEtGnTMGjQIERHR8NkMmHhwoUB83r55ZfRqlUrWZd33HEHioqKNGlOxpwGBC+v6nHjjTfCZDLhkksuCSr92QbFiycWx8uLr7/+Onr37o2EhASYzWakpqZi3LhxhnkEq8sCVVzTt29fxMbGwu12o2vXrnj33Xf90qWnp2PcuHFS3jnnnHPw3nvv+aULVjb85ptvqpVlZs2aJdPWRpcEgrO7jR07ttr3Hzp0SKZ9/PHHcd555yEuLg4WiwXNmjXD1KlTDeU4n8+Hp556CqmpqbBYLGjfvj2WLl1qWM5gZcOdO3dixIgRiIqKgs1mQ8+ePbFu3TrDPH0+H+bNm4eOHTvCarUiJiYGF1xwAf74449jzrO2CDshuZxizJgxA6mpqSgvL0daWhq++eYbTJ06Fc899xw++ugjtG/fXqZ96KGHcN9999Uq/8OHD2P69Olo1KgROnbseIJLf/qgsLAQffv2RX5+Ph544AGEh4fj+eefR+/evfH7778jJiam2uevvfZavPfee7j++utx7rnn4qeffsLDDz+M/fv347XXXpPpZs+ejR9++AFXXHEF2rdvj7S0NLz88ss455xz8NNPP6Ft27aG+c+ZMwf79+8P+P6HHnoIiYmJ6NSpE7744ouA6SZMmICkpCRce+21aNCgAf766y+8/PLL+Oyzz/Dbb7/BarVq0nfs2BF33nmn5lrz5s01///777+YPXs2mjVrhnbt2mHDhg0B3w8AycnJeOKJJzTXkpKS/NJ9+eWXGDJkCDp16oSHH34YDocDu3bt0ijPQPB1D1QR6vvvv4+pU6eiWbNmWLhwIS6++GKsW7cOPXv2lOl+//139OvXD61atcJzzz2HgwcP4plnnsGOHTuwevXqWucZFxdnOGF9/vnnWLx4MQYMGCCv/fbbb+jZsydSUlIwbdo0+Hw+zJ07F71798bGjRvRokULAMDu3bsxefJk9OvXD3fccQecTie++OILTJw4ET/99BPefvvtatvhbIDivxODDRs24KWXXkLr1q3RqlWrWgu6Bw8eRK9eveByufD444+jsLAQzzzzDP766y9s3LgRERERMm2wXAVURTHNmDEDI0aMwNixY1FeXo4tW7ZoBB9C//79MXr0aM21Tp06af6vDf/98ssvOP/88zFu3DhYLBZs3rwZTz75JL766it89913CAmpiq0IdrwCwJIlS7Bs2TKcc845hpxHKCwsRPfu3VFUVISJEyciJSUFf/zxB15++WWsW7cOmzZtku//7LPP8MYbb6B9+/Zo3LhxtU6B2bNno6CgAF27dg1otASA7du3IyQkBDfffDMSExORm5uLRYsWoVevXvj00081Doq7774bzz33HK699lpMnDgReXl5ePXVV9G7d2/88MMP6Nq1K4AqY0jXrl3hcrkwadIkREdHY8OGDZg2bRo2bdqEDz/8UFOGYOaJY51PzyYoDjwx+K848I033sCbb76Jyy+/HBMnTkR+fj5effVVnHfeefj8889x4YUXavINhgN79eplKF88//zz+OOPP9CvXz957a+//kJUVBSmTJmC2NhYpKWl4a233kLXrl2xYcMGdOjQAQBQWVmJgQMH4tdff8Wtt96KZs2aSfkiNzcXDzzwgMzz3nvvRU5ODq644go0a9YMu3fvxssvv4xPPvkEv//+OxITE2Xa8vJyDB48GD/++CNuvPFGtG/fHrm5ufj555+Rn5+P5ORkALUb20bf/uuvv+LFF1/UyFZAlWzXp08f1K9fH3feeSdiYmKwf/9+HDhw4Jjak6OwsBD33HMP7Ha7373alLM2/D9nzhzcdtttGDx4MJ588kmUlJRg4cKFuOSSS7BixQpcdtllhmU5m6A48MTgeDkwWFnkww8/xOzZszFs2DCMGTMGFRUVeOedd9C/f3+89dZbGDdunEy7adMm9OjRA82aNcO9994Lm82G1atXY8qUKdi1axdefPFFmTY/Px+9e/fGwYMHMWHCBDRt2hSZmZlYv349SktLYbPZAACffPIJLr30Upxzzjl48skn4fF48OKLL6Jnz57YvHkz4uLiZJ6rV6/GsGHD0KdPH8yZMwd//fUXZs6ciYyMDD8n8YIFCzB+/Hj0798fjz/+OEJDQ/Hvv//6ccu8efOwadMmdOnSxdDRyRGsHszxyCOP+DmCCFlZWZgxYwYaNGiADh06BAxiBKp4/amnnsKIESMwZcoU/PPPP5gzZw7+/vtvjex+MuY0IHh5lePXX3/FwoULYbFYgkp/NkPx4onB8fLi5s2bkZqaiqFDhyIqKgp79uzB66+/jk8++QR//PGHn14TjC770UcfYdiwYejevbtc7bN8+XKMHj0aWVlZuP322wEAHo8HPXv2RHp6OqZMmYLExEQsX74cI0eOxOLFi3H11VfLPIOVDVu1amUoy7z77rv48ssvNbJMbXTJYO1uN910kx+nCCFw8803o1GjRqhfv768vmnTJnTs2BGjRo1CZGQktm7ditdffx2ffvopfv/9d42s9uCDD+LJJ5/EjTfeiC5duuDDDz/E1VdfDZPJhFGjRsl0wcqGBw4cQPfu3REaGoq7774bdrsdCxYswIABA7B27Vr06tVL8w3XX389Fi9ejNGjR2PSpEkoKirC5s2bkZGRIdPUNs9aQ5zBWLBggQAgfvnlF797a9euFVarVTRs2FAUFxcf13t++eUXAUAsWLDguPI53TF79mwBQGzcuFFe27p1qwgNDRX3339/tc9u3LhRABAPP/yw5vqdd94pTCaT+OOPP+S1H374QZSWlmrSbd++XZjNZnHNNdcY5p+eni5cLpeYMWOGACCefvppvzR79uwRQgiRmZkpAIhp06YZ5rVu3Tq/a2+//bYAIF5//XXN9YYNG4rBgwcb5sPh8XhEdna2EEKI9957TwAwfI8QQvTu3Vu0adOmxjzz8/NFQkKCGD58uKisrAyYrjZ1//PPP/vVn9frFU2aNBHdu3fXPH/RRReJevXqifz8fHnt9ddfFwDEF198cUx5GqFfv37C6XQKr9crr1188cUiKipKZGVlyWuHDx8WDodDXHbZZfJaZmam2LJli1+e48aNEwDEjh07anz/mQrFfycW2dnZwuPxCCGEePrppwUAySnB4JZbbhFWq1Xs27dPXluzZo0AIF599VVN2mC5asOGDcJkMonnnnuuxvcDELfeemuN6WrDf0Z45plnBACxYcMGeS3Y8SqEEIcOHRJlZWVCCCEGDx4sGjZsaPiexYsXCwDik08+0Vx/5JFHBADx22+/yWtpaWmyn996662iOtFm7969wufzCSGEsNvtYsyYMTV+M6GoqEgkJCSIgQMHymvl5eXCarWKESNGaNLu3r1bABC33XabvDZr1iwBwI+zRo8eLQCInJwceS3YeeJY5tOzBYoDTyz+Kw789ddfRUFBgebZrKwsERcXJ/73v/9prteGA/UoLi4WkZGRon///jWmTUtLE2FhYeKmm26S15YvXy4AiDfffFOT9vLLLxcWi0Wkp6fLa99++62fnPbtt98KAOLBBx/UXJ89e7YIDw8XP//8c7VlOt6xPX78eGEymcSBAwfktcrKStG2bVvRrVu3GsdFbeY0wr333itatGghrrnmGmG322ssY6By1ob/mzVrJrp06SJ5XYgq+dnhcIihQ4cGVYYzFYoDTyyOlwODlUW2bNkiMjMzNddKSkpEy5YtRXJysub6jTfeKCIiIqSOSejVq5dwOp2aa7fccotwu91i9+7d1ZazdevWomnTphp++f3330VISIi44447/NJ26NBBlJeXy2sPPvigMJlMYuvWrfLanj17hNVq1cg8gbB//37Jl23atBG9e/c2TBesHszx119/ibCwMGkveO+99zT3S0pKxJEjR4QQ1ffrw4cPi7CwMHHddddprs+ZM0cAEB999JG8drLmtNrKqz6fT3Tv3l1cf/31QdsvzkYoXjyxOF5eNMKvv/4qAIgnnnhCcz1YXbZ///4iKSlJlJSUyGvl5eWiSZMmon379vLaU089JQCItWvXymuVlZWiS5cuIjEx0U/G0sNINgyEpk2bimbNmtWYzkiXFCJ4u5sR1q9fLwCIWbNm1fj+999/XwAQS5culdcOHjwowsPDNXXv8/nE+eefL5KTk0VFRYW8HqxsOHHiRBEWFia2bdum+faUlBRxzjnnaMq0bNkyAUCsXLmy2rLXJs9jwRm9lVZ1uOCCC/Dwww9j3759WLRokbxutIcgLSd1u91wOBxo0aKFjAT75ptv0KVLFwDAuHHj5DIlWna5fv16uczRbDYjJSUFt99+O7xer+YdY8eOhcPhwKFDhzBs2DA4HA7ExcXhrrvu8lsK6/P58OKLL6Jdu3awWCyIi4vDoEGD/JZkLlq0CJ07d4bVakV0dDRGjRrlF5VRXFyMbdu2ISsrq8Y6e//999GlSxf5vQDQsmVL9OvXD8uXL6/22fXr1wOAxqNI/wshNMtoe/To4Rdp1qxZM7Rp0wZbt241zP++++5DixYtcO211wYsQ3VbsnAYLdkdPnw4AAR8f1lZmd/SWY7IyEhER0cH9X5CRUWF4ZY0hCVLliA9PR2zZs1CSEgIioqK4PP5/NLVpu7ff/99hIaGYsKECfKaxWLB+PHjsWHDBtl/PB4P1qxZg2uvvRZOp1OmHT16NBwOh6Y/BJunEY4cOYJ169bhsssu00S3rF+/HhdeeKFmlVK9evXQu3dvfPLJJ7LeYmNj0aZNG798a2rPsx2K/6pQG/6Ljo5GZGRkjekCYcWKFbjkkkvQoEEDee3CCy9E8+bN/fgzWK564YUXkJiYiClTpkAIUS1fELxeL0pKSgLePxb+46Cy8623gh2vQNWKh/Dw8Brf4/F4AAAJCQma6/Xq1QMAzcqWhIQEv5V+gdCwYcNj3kfYZrMhLi5O8+3l5eXwer1+5YyPj0dISIimXNV9U0hIiGEEdk3zxLHMp3UBigOrcDpyYOfOnf22WYqJicH555/v12ePhQMJH3/8MQoKCnDNNdfUmDY+Ph42m82P1wBj2aqkpESzwqtXr15yBQO/Fh0drfkmatvhw4eja9euqKioCBjZfDxju7S0FCtWrEDv3r3lChSgKvp6y5YtmDZtGqxWK4qLiwNuO1qbOQ2o2ibw+eefx3PPPYewsOA2JAhUztrwv8fjkdvmEJxOJxwOR9DzwtkIxYFV+C85MFhZpE2bNoiNjdVcM5vNuPjii3Hw4EHNVj8ejwcWiwVut1uTvl69epp35eXlYcGCBXL7ubKyMpSWlvq9OycnB//88w+GDx+u4ZcOHTqgVatW+L//+z957Z9//sE///yDCRMmaMb0xIkTIYTQbFM1f/58VFZWYsaMGQCqVn0JIQy/PyUlxY8vjRCsHswxZcoUDB8+HOeff77hfbPZrFnBFwgbNmxARUWFIf8D0NTTyZrTaiuvvvvuu9iyZYtmKx8FLRQvVuG/5EUjGOmSHDXpsh6PB1FRUTCbzfJaWFgYYmNjNby4fv16xMXF4YILLpDXQkJCMHLkSKSlpeHbb7+ttpxGsqERNm7ciJ07dwYlbxrpkrWxuxlhyZIlMJlMmhUwgWBU9x9++CHKy8sxceJEec1kMuGWW27BwYMHNTvhBCsbrl+/Hp06ddLsGmGz2TB06FD89ttv2LFjh7z+3HPPoWvXrhg+fDh8Pl9Am2tt8jwWnLWOEQC47rrrAFQpAoHw999/45JLLkFpaSlmzJiBZ599FkOHDpV7v7Vq1UpO8hMmTMC7776Ld999Vy7Vee+991BcXIxbbrkFc+bMwcCBAzFnzhy/JWDA0WX5MTExeOaZZ9C7d288++yzflsdjR8/HlOnTkVKSgpmz56N++67DxaLBT/99JNMM2vWLIwePRrNmjXDc889h6lTp8olRLyjb9y4Ea1atcLLL79cbV35fD78+eefOPfcc/3ude3aFbt27ap2T0YSvvQCIS3b3bRpU7XvF0IgPT3dT1Ckb3j77bfxwgsvnLSDsdLS0gDA8P1ff/01bDYbHA4HGjVqpFm2fKzYvn077HY7IiMjkZiYiIcffhjl5eWaNF999RWcTicOHTqEFi1awOFwwOl04pZbbtFMFrWp+82bN6N58+Ya0gUgt3qh5ZF//fUXKioq/PpDREQEOnbsiM2bN9c6TyP83//9H3w+n99EUlpaaqhc2Gw2lJWVGe4FzlFde9YVKP4Lnv+OF4cOHUJGRkZA/uTjpTZYu3YtunTpgpdeeglxcXFy7+JA37Nw4ULY7XZYrVa0bt0aS5YsCeo91Y2XiooKZGVl4fDhw/jyyy/x0EMPITIyUo5v4PjHqxHI0DhlyhT89NNPOHjwID777DPMmjULw4YNQ8uWLWud57HA4/EgKysL27ZtwwMPPIAtW7ZotuWhM5UWLlyIxYsXY//+/fjzzz8xduxYREVFaRzG5JQaP348fv/9dxw4cADLli3DvHnzcNttt/ltPxPMPGGE6ubTugTFgWcWB6alpfn12dpyIMfixYthtVoDbqWUl5eHzMxM/PXXX7jhhhvg8Xg0Y7u0tBShoaF+zolg5drCwkIUFhZqvumff/7B4cOH0b59e0yYMAF2ux12ux3t27cPao/kYMf2Z599hry8PD/Zis4wMJvNOPfcc2G322Gz2TBq1Cjk5OTIdMfSnlOnTkXfvn1x8cUX1/gdNZWzNvzfp08ffP7555gzZw727t2Lbdu24dZbb0V+fj6mTJkSdFnORigO/O848EQgLS0NNptNcgxQ1b89Hg9uuukmbN26Ffv27cP8+fOxcuVK3H///TLd999/j5KSEjRt2hQjRoyAzWaD1WrF//73P40eFkhnBKq47fDhw1ImpHGu54GkpCQkJydreOCrr75Cy5Yt8dlnnyE5ORmRkZGIiYnBww8/XKMzIxCC1YMJ7733Hn788Uc89dRTx/Q+juO1awAnfk6rDgUFBbj33nvxwAMPBOX4qctQvHhqeDE7OxsZGRn49ddf5XaBXOYiBKPL9unTB3///Tcefvhh7Ny5E7t27cJjjz2GX3/9Fffcc49MV51+ChiP45pkQyPQOXaBHCM16ZK1sbvpUV5ejuXLl6NHjx6GgZdCCGRlZSEtLQ3r16/HbbfdhtDQUE2g5ObNm2G329GqVSvNs6Tr0/trIxsGW/cejwcbN25Ely5d8MADD8DlcsHhcKBx48Z+DqFjac9a4bjXnJxCVLdUjuByuUSnTp3k/9OmTdMsbX3++ecFAL8lrRzVLZUzWob3xBNPCJPJpFliNGbMGAFAzJgxQ5O2U6dOonPnzvL/r7/+2m/7DQItp9y7d68IDQ31Wy5Fy0f59XXr1lW7VQuBtnTRl08IIV555RUBQLNsSY8VK1YIAOLdd9/VXJ8/f74AINq2bVvt+999913DLQt8Pp/o2rWruOqqq4QQVUt1EWArLf231PTNHOPHjxehoaFi+/btmutDhgwRs2fPFh988IF48803xfnnny8AiHvuuSdgXjVtpXX99deLRx99VKxYsUK88847YujQoQKAGDlypCZd+/bthc1mEzabTUyePFmsWLFCTJ48WQAQo0aNkulqU/dt2rQRF1xwgV+Z/v77bwFAzJ8/X/MN3333nV/aK664QiQmJtY6TyN07txZ1KtXz2+JdLt27UTz5s01S/dKS0tFgwYNBADx/vvvB8yztLRUtG7dWqSmpmqWfp9tUPx34vhPj9ouFaY6euedd/zu3X333QKAZrkvoTquysnJEQBETEyMcDgc4umnnxbLli0TgwYNMhxXPXr0EC+88IL48MMPxbx580Tbtm0FADF37twayx+I/4SoWvYPQP60aNHCj9uOdbxWt5WWEEK88cYbwu12a94/ZsyYasd1TVtpcQSzNcHAgQPluyMiIsRNN92k2fZPCCF27NghzjnnHE05GzdubDhnPvbYY8JqtWrS6rfaESL4ecIIgebTsw2KA898DiR89913wmQyabYErS0HcmRnZ4uIiIhqx0uLFi3kGHQ4HOKhhx7SyCLPPvusACDWr1+vee6+++4TAMQll1wSMG8hqsY6dFs4rFy5Un5Ts2bNxIIFC8SCBQtEs2bNREREhGbrUyMEO7Yvv/xyYTabRW5uruY68UhMTIy45pprxPvvvy8efvhhERYWJnr06CH7WG3b85NPPhFhYWHi77//FkJU9fdgttIKVE4hguf/9PR00a9fP0262NhY8eOPP9b4/jMdigNPHw7UozayiBBVcoTFYvHbuqmiokJMmjRJhIeHy/4dGhoq5s2bp0n33HPPybHdtWtXsXjxYjF37lyRkJAgoqKixOHDh4UQVdvIuN1u0a9fP83zWVlZwm63CwDi119/FUIcrYP9+/f7lbdLly7ivPPOk/87nU4RFRUlzGazePjhh8X7778vrr76agFA3HfffQG/u7qttILVg4Wo6ocNGjSQW39Tu+u30uKorl9v2rRJABCPPfaY5vrnn38u54zqcKLntJrk1bvuukukpqZKXlZbaSleJJwuvGg2myWHxcTEiJdeeskvTbC6bGFhoRg5cqQwmUwyT5vNJj744ANNusmTJ4uQkBCxd+9ezfVRo0YJAGLSpEl+ZahJNtSjoqJCJCQkiK5duwZMU5MuWRu7mx4ff/xxtfr+kSNHNPJRcnKyWLZsmSbN4MGDRePGjf2eLSoq0nB4bWTDIUOGCLfbLbdhI3Tv3l0AEM8884wQQojffvtN9omEhAQxd+5csXjxYtG1a1dhMpnE6tWr5bPB5nmsOCsOX68ODoej2pUOtDT1ww8/xLhx44Ja2snBvVZFRUXwer3o0aMHhBDYvHmzZpkRANx8882a/88//3zNAT4rVqyAyWTCtGnT/N5FqyVWrlwJn8+HkSNHapbAJSYmolmzZli3bp1c6tenT5+AS1k5aGkfX5JGoC2O9Mv/OC6++GI0bNgQd911F2w2Gzp37oyff/4ZDz74IMLCwqp9lqK7unfvjjFjxmjuLVy4EH/99Zdmue6JxpIlS/Dmm2/innvuQbNmzTT3PvroI83/48aNw0UXXYTnnnsOkydP1iz9DxZvvvmm5v/rrrsOEyZMwOuvv47bb78d5513HoCqaMPi4mLcfPPNeOmllwAAl112GcrKyvDqq69ixowZaNasWa3q3uv1BtXGNfWHY8lTj+3bt2PTpk24/fbb/cbdxIkTccstt2D8+PG455574PP5MHPmTHn4XHX9adKkSfjnn3/w6aefBr2dw9kKxX/B8d/xIlj+NLofCLS8Pjs7G//3f/+HK6+8EgAwYsQItGvXDjNnzsRNN90k01MUE+H6669H586d8cADD2Ds2LEBt3eojv8AoHXr1lizZg2Kiorw448/4quvvvJb+n8847U61K9fH127dpUct379erz00kuIjY3FM888c0x51hZPPvkk7rzzThw4cABvv/02ysrKUFFRoUkTGRmJNm3aoHv37ujXrx/S0tLw5JNPYtiwYVi/fr0mYrBRo0bo1asXLr/8csTExODTTz/F448/jsTEREyaNEmmC3ae0KO6+bQuQnHg6c+BGRkZuPrqq5GamqqJ9KstB3K8//77KCsrq3ZbgwULFsDj8WD37t1YsGABvF4vKisrZR+4+uqrMWPGDFx//fV45ZVX0KxZM3z55ZeYO3eu5puN8N1332H69OkYOXKkZgsH+qaCggJs3rwZKSkpAKq292jatCmeeuopzfYeHMGObY/Hg08//RQXX3yx3/Y79P4uXbrI91x++eWw2Wy4//77sXbtWlx44YW1as+ysjLcfvvtuPnmm9G6deuA5apNOYHg+d9ms6FFixZITk7GJZdcgoKCAjz//PO47LLLsH79ejRt2jToMp2NUBz433Dg8aC4uBhXXHEFrFYrnnzySc290NBQNGnSBAMHDsQVV1wBi8WCpUuXYvLkyUhMTMSwYcMAHB3bJpMJa9eulVs7derUCd27d8crr7yCmTNnIiQkBDfddBNmz56N+++/H9dffz08Hg/uuecelJWVAQheF6Qt7+j9Pp8PTz75JO69914AVdySk5ODF198EQ888ECtt+MJVg8GqmS18vJy2e7Hi3POOQfdunXD7NmzUb9+ffTt2xdbt27FLbfcgvDw8Gr5/2TMadVh+/btePHFF7F06dJa6Rl1GYoX/3teXL16NUpKSrB161YsWrTIcLukYHVZs9mM5s2bY8SIEbjssstQWVmJ1157Dddeey3WrFkjdaQbbrgB8+fPx8iRI/H8888jISEBy5cvx6pVqwAYy3E1yYZ6rF27Funp6dVyT026ZG3sbnosWbIE4eHhGDlypOH96OhorFmzBiUlJdi8eTNWrlzpp8efKPsgz+uWW27Bxx9/jCuvvBKzZs2C3W7H3Llz5dZvlBfnxZ9++gndunUDAAwdOhSpqamYOXOmPKQ+2DyPGcflVjnFOBEe4eLiYvG///1PRhhdeeWVYtmyZRrPYHUe4X379okxY8aIqKgojTcOgHj77bdlujFjxgiLxeL3vL48gwYNEvXr16/2u2+55Ra/d/EffuhQsDjeFSNCVB0m17p1a1kOs9ksXnzxRREfHy86dOhg+MyRI0dE48aNRUpKijh06JDmHh269sgjj8hrJ3rFyHfffScsFosYOHBg0KsLKFpEv0KDUNOKESNs27bNLzKlTZs2AoD49ttvNWnpQE/ev4Kt+9NpxQgdokmRSXo88MADmgipc889Vzz44IMCgFi1apXhM3TIlj7C52yE4r8Tx396nA4rRuheeHi4ZiWGEEJMnz5dANBEHRmBVo3pI54Jx8J/ixcvFiEhIeL333/XXD+W8VrdipHvv/9ehIaG+vXvRx99VJhMJhmZrMeJXjHCUVpaKtq0aSMuv/xyea28vFy0bdvWL+po+/btIjw8XLO6cOnSpcJqtWoOGRZCiLFjxwqbzaY5vN4IRvMER3Xz6dkIxYFnPgcWFhaKLl26CJfLJf766y/NvePhwF69eono6GhRVlYWVPlzcnJEQkKCuPPOOzXXv/32W7nyDYBwOp3i7bffFgDEpZdeapjX1q1bRXR0tOjYsaNfVBvJVn379vV7rm/fviI1NdUwz9qM7bfeeksAxiv1Bg8e7Nc3hajqxwDE9OnThRC1a88nn3xSREVFaQ6HDmbFSHXlrA3/Dxo0yG/1TnZ2toiOjg5qhd2ZDMWBpw8H6hGsLFJRUSGGDBkiIiIiNKvLCE888YRITEz0O9y7T58+IikpScpuVN5x48b55ZGamqrhnNLSUjF+/HgREhIi62zAgAHi5ptvFgDE5s2bNXkGs2KEVpvoOZn4Uq/LEqpbMRKsHkwHv7/11lsyzfGuGBGi6kBiGhtA1Uqdu+++W3Tt2lW4XC7DZ07WnFadvDpo0CC/OlQrRhQvno68SNi5c6ewWCxizpw5NaY10mVvuukm0aFDB017lJWViWbNmvmt3HjvvfdETEyMrIfExEQxb948AUBMmTKl2ncHkg05Ro8eLUJDQ0VaWlqN3yKEsS55rCtGCgoKhM1mq3EFM8cPP/wgAIiPP/5YXjsZK0aEEGLOnDlybgAgmjZtKm11zz//vCZPI/l33LhxIjw8XGOjCCbPY8VZHU598OBB5OfnVxstZLVa8d1332HdunX49NNP8fnnn2PZsmW44IIL8OWXXyI0NDTgs5WVlejfvz9ycnJw7733omXLlrDb7Th06BDGjh3rt6dmdXnVBj6fDyaTCatXrzbMU38AWDCIjo6G2WyWEb4cdC0pKanaPNq0aYMtW7bgn3/+QW5uLlq3bg2r1Yrbb78dvXv39kufn5+Piy66CHl5eVi/fr1f/s888wzKyspw5ZVXYu/evQCq2hQAcnNzsXfvXiQlJRkeWBsM/vjjDwwdOhRt27bF+++/H/TqAorw4/sxHy+M8kxKSsLff/9teKgvUFUHhGDrvl69ejh06JDf+/VtTAdcBuoPvK2CzVOPJUuWoEWLFujcubPh/VmzZuGuu+7C33//DZfLhXbt2klvfPPmzf3SL1y4EPfeey9uvvlmPPTQQ4Z51iUo/vvvUNN4IX6tDaKjo+WBm/rv5BygjzriqI6rjpX/LrvsMlx33XX4v//7P3To0EFer+14rQmvvvoqEhIS/PYxHTp0KB599FH8+OOPtYpOPhGIiIjA0KFD8eSTT8Lr9crxs2XLFjz33HOatM2aNUOrVq000U9z585Fp06d/FYaDh06FAsXLsTmzZtx4YUXBnx/de1Z03xaF6E48L/DsXBgWVkZLrvsMvz555/44osv0LZtW839Y+XA/fv3Y/369ZgwYQLCw8ODKn9UVBQuuOACLF68WLMaoVevXti9ezf++usvFBUVoUOHDjh8+DAAY147cOAABgwYAJfLhc8++8wvQprGpV6uo28y2ke6tmN78eLFcLlcuOSSS/zuBXq/Xq4Mtj3z8/Mxc+ZMTJw4ER6PR0aQ08HLe/fuhc1mk/kHW85g+X/37t34/PPP/fZij46ORs+ePf2iT+saFAee/rjxxhvxySefYPHixZrVZYS5c+figgsu8PumoUOH4o477sDevXvRtGnTGrmF64wRERF44403MGvWLGzfvh0JCQlo3rw5rr76aoSEhMj+wnmA5A/CkSNHNGfNJSUlYceOHUHprMEiWD34kUceQf369dGnTx9pL6BzUjIzM7F37140aNCg1lH/9evXx/fff48dO3YgLS0NzZo1Q2JiIpKSkgz5/2TNadXh66+/xueff46VK1fKbweqzgf0er3Yu3cvoqOj/c4BrctQvHjq0aRJE3Tq1AmLFy/WrJY3gl73KSsrkzsd8DEdHh6Oiy66CC+//DLKysqkfXDEiBEYOnQo/vjjD1RWVuKcc87BN998A6Bm/TSQbEjwer1YtWoVLrzwQkPuNYKRLlkbuxvHBx98gOLi4qAOfSf06NED9erVw+LFi6X8Va9ePaxbtw5CCM15zrW1D+pl/UmTJmHcuHH4888/5XkptCMC1X1Nc1d5eTmKiorgcrmCzvNYcVY7RmgJ2sCBA6tNFxISgn79+qFfv3547rnn8Pjjj+PBBx/EunXrcOGFFwY88Puvv/7C9u3b8fbbb2sOU1qzZs0xl7lJkyb44osvkJOTg+jo6IBphBBITU097g5ACAkJQbt27eRSJI6ff/4ZjRs3DmoJrMlkQps2beT/n332GXw+n5+xp6SkBEOGDMH27dvx1VdfGRq49u/fj9zcXE1+hMcffxyPP/44Nm/ejI4dOwbxhVrs2rULgwYNQnx8PD777LNaTRa7d+8GAMTFxdX6vbXJs3PnzlizZo08dI5ASrn+/cHUfceOHbFu3Tp4PB6NkPTzzz/L+wDQtm1bhIWF4ddff9UszSsrK8Pvv/+uuRZsnhw///wzdu7cKQ8uC4SoqCj07NlT/v/VV18hOTnZ7+DlDz/8EDfccAMuu+wyvPLKK9XmWVeg+O+/Q/369REXF2fInxs3bjwmjgoJCUHHjh3xyy+/aAQ8IDAH6BGIq46H/0pLS+Hz+ZCfn+93L9jxGgzS09NRWVnpd50OH9dvZ/Vfwev1QgiBgoICWK1WpKenA0DAsvJypqenIyoqyjAdUPM3BWrPYObTugjFgf8dasuBPp8Po0ePxtq1a7F8+XLD4Jlj5cClS5dCCFErRRGoGttGvBYaGqopPx1grpdrs7OzMWDAAJSWlmLt2rVSgeRo164dwsPDDYNJDh8+fNxj+8iRI1i3bh3Gjh1r6Izv3LkzXn/9db/36+sz2PbMzc1FYWEhnnrqKcMDj1NTU3HppZfigw8+qFU5g+X/2vBvXYTiwNMbd999NxYsWIAXXngBV111lWGaYMcCBZkF4hYjOSwhIUEaoyorK/HNN9+gW7duUiakcf7rr79qnCCHDx/GwYMHMWHCBHmtc+fO2LFjBw4dOoTGjRtr0gLHpjMHqwfv378fO3fu1LyXMHHiRABVXGW0ZV8waNasmdyy659//sGRI0cwduxYTZqTOadVh/379wOoClrS49ChQ0hNTcXzzz+PqVOn1irfsxmKF08PeL1elJaW1phOr/tkZ2ejoqIiIC/6fD6/exEREejSpYv8P5AcF6icRrIhULXlfkFBwTHJm1yXrI3djWPx4sVwOBwYOnRord5fUlKi+aaOHTvijTfewNatWzVypt6Wdyz2Drvdju7du8v/v/rqK1itVvzvf/8DUOUYSUxMDDh3WSwWPxt0TXkeK2rnOj+D8PXXX+Oxxx5DampqtZ3VKPKSGpUGq91uBwDk5eVp0pE3VrA9+oQQePHFF4+53JdffjmEEJg+fbrfPXrPZZddhtDQUEyfPt1vf0AhBLKzs+X/xcXF2LZtm2avwUAYMWIEfvnlF01n//fff/H111/jiiuu0KTdtm2bnIwDwev14uGHH0a9evU0Al9lZSWuvPJKbNiwAe+9956mY3PcdtttWLVqlebn1VdfBQCMHTsWq1atQmpqao3fpUdaWhoGDBiAkJAQfPHFFwGFkJycHD9iLS8vx5NPPomIiAj07du31u/2eDx+k4AQAjNnzgSgnaSJBPV7zb/xxhsICwtDnz59Ar4nUN2PGDFC7sNIKC0txYIFC9CtWzfplXe5XLjwwguxaNEizR6c7777LgoLCzX9Idg8OZYsWQKgag/vYLFs2TL88ssvmDp1qiZC4LvvvsOoUaPQq1cvLF68uNYRQWcjFP9VoTb8Vxvs2rULu3bt8iv7J598ggMHDshra9euxfbt2/34M1hceeWVqKysxNtvvy2vlZSUYPHixWjdurWMssjMzPR7tqCgAC+88AJiY2M1q7KC5b+8vDypeHO88cYbAOAXyatHoPEaLJo3b4709HQZ1UNYunQpgKp9s08mMjIy/K7l5eVhxYoVSElJkdF9pHz83//9nybtb7/9hn///VdTzubNm2Pz5s3Yvn27Ju3SpUsREhKC9u3bA6jdPBHsfFrXoDiwCqcrB06ePBnLli3D3LlzDQ06hGA5kGPJkiVo0KCBxknLYTS29+7di7Vr19bIa5mZmZg9ezbat2+vUaiLiopw8cUX49ChQ/jss88Mz2sCqs4juvjii/Hjjz9i27Zt8vrWrVvx448/on///vLasYzt//u//4PP5wvY5y+99FKYzWYsWLBAE7VKvM7fH0x7xsfH+8npq1atQt++fWGxWLBq1Srcf//9tS5nsPzftGlThISEYNmyZZqxcPDgQaxfv/6kzxOnMxQHVuG/5MDa4Omnn8YzzzyDBx54AFOmTAmYrnnz5lizZo3mmyorK7F8+XJERkaiSZMmAIAWLVqgQ4cO+PDDDzXf+uWXX+LAgQOasW2EZ555BkeOHMGdd94pr7Vp0wYtW7bEa6+9ptGH582bB5PJhBEjRshrdF4G11l9Ph8WLFiA6OjogLsDVIdg9eCZM2f6cdBjjz0GALjnnnuwatUq2YePBz6fD/fccw9sNpvfmRAnc06rDhdccIEhB8fFxeHcc8/FqlWrMGTIkNp96FkMxYtV+K94saKiwnC12MaNG/HXX39pZK5gddn4+Hi43W6sWrVKnosEVK1U/fjjj9GyZcuA52oCwI4dOzB//nxccsklGgfSsciGS5Ysgc1mw/Dhww3vB6tL1sbuRsjMzMRXX32F4cOHw2az+d0vKipCcXGx3/UVK1YgNzdX802XXnopwsPD5Rl6QFWfmT9/PurXr48ePXrI68dj7/jxxx+xcuVKjB8/Xq4AAap48cCBAxrnYVZWFj788ENccMEF1doRAuV5LDgrVoysXr0a27ZtQ0VFBdLT0/H1119jzZo1aNiwIT766CN5GIwRZsyYge+++w6DBw9Gw4YNkZGRgblz5yI5OVkqVU2aNIHb7cb8+fMRGRkJu92Obt26oWXLlmjSpAnuuusuHDp0CE6nU3a2Y0Xfvn1x3XXX4aWXXsKOHTswaNAg+Hw+rF+/Hn379sWkSZPQpEkTzJw5E/fffz/27t2LYcOGITIyEnv27MGqVaswYcIE3HXXXQCqiKdv376YNm0aHn300WrfPXHiRLz++usYPHgw7rrrLoSHh+O5555DQkKCRlACgFatWqF3794apWXkyJFISkpC69at4fF48NZbb2H37t349NNPNZ6+O++8Ex999BGGDBmCnJwcv4Mmr732WgBVB5+dc845mnu0TLRNmzbywDnCu+++i3379kkS+O6776Qh6brrrkPDhg0BAIMGDcLu3btxzz334Pvvv8f3338v80hISJDC40cffYSZM2dixIgRSE1NRU5ODpYsWYItW7bIw3I56F1///23LA/lTVs7/fbbb7jqqqtw1VVXoWnTpnIJ3g8//IAJEyZovrdTp064/vrr8dZbb6GiokLW93vvvYf7779fIzwFW/fdunXDFVdcgfvvvx8ZGRlo2rQp3n77bezdu9dP8Jw1axZ69OiB3r17Y8KECTh48CCeffZZDBgwQB6CVNs8gSqBftmyZTjvvPOkQK/Hd999hxkzZmDAgAGIiYnBTz/9hAULFmDQoEEaBWLfvn0YOnSoFNDfe+89TT7t27eXxsazFYr/Tgz/5efnY86cOQCOHv728ssvw+12w+12a5b69uvXDwA0y9YfeOABvPfee+jbty+mTJmCwsJCPP3002jXrh3GjRuneVewXHXTTTfhjTfewK233ort27ejQYMG8tmPP/5Y5vfKK6/ggw8+wJAhQ9CgQQMcOXIEb731Fvbv3493331XE5UWLP998803uO222zBixAg0a9YMZWVlWL9+PVauXIlzzz1X8jSVP5jxCgB//vknPvroIwDAzp075VYsANChQwepwE2aNAkLFizAkCFDMHnyZDRs2BDffvstli5div79+8vD2YAqHqAIMHLsU54NGzbEddddJ9N+/PHH+OOPPwBUObr//PNPmXbo0KGSLy666CIkJyejW7duiI+Px/79+7FgwQIcPnwYy5Ytk/l17twZ/fv3x9tvvw2Px4MBAwbgyJEjmDNnDqxWqyZK7+6778bq1atx/vnnY9KkSYiJicEnn3yC1atX44YbbpCcXpt5Itj59GyG4sAziwNfeOEFzJ07F927d4fNZvPrs8OHD5cGh2A5kLBlyxb8+eefuO+++wJGc7Zr1w79+vVDx44dERUVhR07duDNN9+UgS8cvXv3Rvfu3dG0aVOkpaXhtddeQ2FhIT755BONonbNNddg48aNuP7667F161Zs3bpV3nM4HBp59fHHH8fatWtxwQUX4LbbbgMAvPTSS4iOjtYc3nksY3vx4sVISkoKGDiTmJiIBx98EI888ggGDRqEYcOG4Y8//sDrr7+Oq666ShNRGUx72mw2P1kcqNreYePGjYb3gilnsPwfFxeH66+/Hm+88Qb69euHyy67DAUFBZg7dy68Xq+hU+ZshOLA04MDg5VFVq1ahXvuuUduuakf2/3795crOe677z5ce+216NatGyZMmACr1YqlS5di06ZNmDlzpma7wOeffx79+/dHz549cdNNNyE/Px/PPfccmjdvjltuuUWmW7RoEVasWIFevXrB4XDgq6++wvLly3HDDTfg8ssv15Tl6aefxtChQzFgwACMGjUKW7Zswcsvv4wbbrgBrVq1kukuvfRS9OvXD0888QSysrLQoUMHfPDBB/j+++/x6quvalaGfffdd/juu+8AVBn3ioqKZD316tULvXr1AhC8HmzkBKfVIV26dPHjoZdffhl5eXlylcbHH38st+qePHmyNK5NmTIFJSUl6NixI8rLy7FkyRJs3LgRb7/9tma7q5M1pwUjrzZo0MBw662pU6ciISEhIAfXBShePPW8WFhYiJSUFFx55ZVo06YN7HY7/vrrLyxYsAAulwsPP/ywfDZYXTY0NBR33XUXHnroIZx33nkYPXo0Kisr8eabb+LgwYN+469169a44oor0KBBA+zZswfz5s1DdHQ05s+fr0lXG9kQqHKerV69GpdffnnAnReC1SWB4O1uhGXLlqGioiKgg2/Hjh248MILceWVV6Jly5YICQnBr7/+ikWLFqFRo0Ya/Tw5ORlTp07F008/jfLycnTp0gUffPAB1q9fj8WLF2u2ZgtW1t+3bx9GjhyJoUOHIjExEX///Tfmz5+P9u3b4/HHH9eU9f7778fy5ctx+eWX44477oDL5cL8+fNRXl6uSVubPI8Jx3VCySkGHa5EPxERESIxMVH0799fvPjii36HHgrhf5jR2rVrxaWXXiqSkpJERESESEpKEldddZXYvn275rkPP/xQtG7dWoSFhWkOWvrnn3/EhRdeKBwOh4iNjRU33nij+OOPP/wOYwp0EKG+PEJUHcT29NNPi5YtW4qIiAgRFxcnLrroIrFp0yZNuhUrVoiePXsKu90u7Ha7aNmypbj11lvFv//+K9PQ4WPBHEQuhBAHDhwQI0aMEE6nUzgcDnHJJZeIHTt2+KUD4HfQ1+zZs0XLli2FxWIRUVFRYujQofIAN47evXtXezhUdaju8PXq8uUHoVf3bv5Nv/76qxgyZIioX7++iIiIEA6HQ/Ts2VMsX77csGzBfNPu3bvFFVdcIRo1aiQsFouw2Wyic+fOYv78+cLn8/nlWVZWJh599FHRsGFDER4eLpo2bWp4sFCwdS+EEF6vV9x1110iMTFRmM1m0aVLF/H5558bpl2/fr3o0aOHsFgsIi4uTtx6662G46o2edLh9S+99JLhfSGqDuUaMGCAiI2NFWazWbRs2VI88cQTorS0VJOO+negn2D7/ZkIxX8nlv+IW4x+9AeEN2zY0PDQ8C1btogBAwYIm80m3G63uOaaawwPYwuWq4QQIj09XYwZM0ZER0cLs9ksunXr5je2vvzyS9G/f3+RmJgowsPDhdvtFgMGDDA8yDNY/tu5c6cYPXq0aNy4sbBarcJisYg2bdqIadOmicLCQk2ewY5XIfz7Lf/RHyy5bds2MWLECJGSkiLCw8NFw4YNxV133SWKioo06arjAf08NWbMmIBpeZ99+eWXRc+ePUVsbKwICwsTcXFxYsiQIYYH4xUXF4sZM2aI1q1bC6vVKlwul7jkkksMOfjnn38WF110kWyr5s2bi1mzZmkOlqvNPHE88+mZDsWBZyYHVjcGAf9DPYPhQMJ9990nAIg///wz4HdOmzZNnHvuuSIqKkqEhYWJpKQkMWrUKMNnbr/9dtG4cWNhNptFXFycuPrqq8WuXbv80jVs2DDouhNCiE2bNokLL7xQ2O12ERkZKS699FK/Plfbsb1t2zYBQNxxxx0Bv10IIXw+n5gzZ45o3ry5CA8PFykpKeKhhx4yPKg+2DlNj+oOXw+2nMHyf3l5uZgzZ47o2LGjcDgcwuFwiL59+4qvv/66xnKe6VAceHpxYLCyCH1zsHLg559/Lnr37i1iY2NFRESEaNeunZg/f77hN6xZs0acd955wmKxiOjoaHHdddeJI0eOaNL8/PPPolevXiIqKkpYLBbRoUOHgHqoEEKsWrVKdOzYUZjNZpGcnByQLwoKCsSUKVNEYmKiLOeiRYv80lX3/fp2ClYP1qO6w9er42s+/yxYsEB06NBB8nS/fv0MeeVkzWnByqtGUIevK148HXixtLRUTJkyRbRv3144nU45l48fP95vXNRGlxVCiMWLF4uuXbsKt9strFar6Natm3j//ff90o0aNUqkpKTIdrz55ptFenq6X7rayIZCHD0U/qOPPgpYd7XRJYUI3u4mhBDnnXeeiI+PFxUVFYb3MzMzxYQJE0TLli2F3W4XERERolmzZmLq1KkiMzPTL31lZaV4/PHHRcOGDUVERIRo06aNIX8LEZxsmJOTIy699FI5H6Smpop777034Pfs2rVLDB8+XDidTmG1WsUFF1wgNm7ceFx51hYmIXRrrRQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFM5SqM34FRQUFBQUFBQUFBQUFBQUFBQUFBQUFBTqDJRjREFBQUFBQUFBQUFBQUFBQUFBQUFBQUGhzkA5RhQUFBQUFBQUFBQUFBQUFBQUFBQUFBQU6gxOqWPklVdeQaNGjWCxWNCtWzds3LjxVBZHQUFB4T+D4j8FBYW6DMWBCgoKdRmKAxUUFOoqFP8pKCicTjhljpFly5bhjjvuwLRp0/Dbb7+hQ4cOGDhwIDIyMk5VkRQUFBT+Eyj+U1BQqMtQHKigoFCXoThQQUGhrkLxn4KCwukGkxBCnIoXd+vWDV26dMHLL78MAPD5fEhJScHkyZNx3333nYoiKSgoKPwnUPynoKBQl6E4UEFBoS5DcaCCgkJdheI/BQWF0w1hp+KlZWVl2LRpE+6//355LSQkBBdeeCE2bNhQ4/M+nw+HDx9GZGQkTCbTySyqgoLCGQwhBAoKCpCUlISQkNPjSKXj5T9AcaCCgkJwOBs5UPGfgoJCsFAcqKCgUFdxNvIfoDhQQUEhONSGA0+JYyQrKwuVlZVISEjQXE9ISMC2bdv80peWlqK0tFT+f+jQIbRu3fqkl1NBQeHswIEDB5CcnHyqiwGg9vwHKA5UUFA4PpzJHKj4T0FB4XihOFBBQaGu4kzmP0BxoIKCwvEhGA48JY6R2uKJJ57A9OnTT3Ux/nOYTCaEhIQgNDQUQggIIeDz+eQ9+h0aGip/QkJCEBISApfLhdjYWLRs2RJutxs2mw0WiwUWiwVOp1P+73Q6ER4ejrCwqq4QEhICt9sNh8OBuLg4TXnKysqQnZ0Ni8UCq9UKs9ksy5GTk4OcnBzUq1cPFosFoaGh/2FN1Qyfz4fy8nIUFxejpKREc53qzmazSU9iVlYW8vPzAQB2ux2pqaknpAxlZWUoLy9HYWEhSkpK4PV6UVJSgvLycng8Hni9XhQXF8Pn84F2uSsvL0dpaSnKy8tRUVGBsrIyVFRUyO+gdHQPqOoXVqsVYWFhCA0NhdfrRVlZGQ4fPozs7Gzs3btXvu8U7ab3nyIyMvJUF+G4UFc58HREdZFJwUQtCSEkbxNfE2jc02+jsVndO3h6+rsujG+FmnEmc6Div9rB4XDg/vvvR/PmzdG+fXvs3r0b2dnZiImJAQB4vV6EhITAZDKhsrJSykckW5BMFBERIfmpsrISJpMJYWFhCA8Pl3JFZWUlysvLNTIocRRdA6rkk8LCQlRUVKCiogJhYWEICQmRedGzBOI/yo+4ksu+JpMJ4eHhMJvNMr+QkBDJocSjes4UQqC8vFwjV/t8PlRWVkq+pLwoX5PJJPPj8i3JZVyWprKZzWaZtqysDGVlZYiIiEB4eDgiIyM130R1W1lZKevI5/NJua6kpAQ5OTnIy8vDb7/9hu3bt+OXX35BZmYmiouL5XeRjqDgj7OZA2n8lJeXw2QyISIiAuXl5WddfwgPD0fz5s3RoUMHDB48GImJibDZbFJfCw0NRWVlJSorK+HxeCRHEM/QeC0uLkZERATCwsJQWFiIsrIyeL1euFwu2O125OXlSS6gdAUFBfD5fBo+Iv2ceDMkJAT79u1DdnY2/v33XzmOIyIiAEDqYuXl5QAgOZBzgRACZWVlmnuAVj6sqKiQ/Mh5EYDkQ4vFArPZjJCQEHi9XskxHTt2RGpqKpo0aQKLxYKwsDB4vV5peKbvdjgcUtcHqjicdGOXywWfz4fc3FyUlJSgtLQUERERkifpubKyMllnVHY+J1BbERdXVlYiNDQU4eHh8jp9P6/38PBwlJaWori4WOZD9VJeXo6cnBx4PB78+++/yMvLQ3p6umzb+Ph4REZGIi4uDi6XC06nE61atZI2Db1cXl5e7ldOAPKdPp8PISEhku9pXqX+yDmeQPMNfRc9R3MO2SToWkREBEJDQxEWFibLYLPZAABHjhyBzWZDbGwsKioqcPDgQVx00UXIzs7WjJ0zmf+AwBwYLN9RG1E7FRUVwWKxIDExEaNHj8bAgQORkpIixyoHjUlqc7pG49vn80nbDbUXvaekpARbtmzBnj17sHPnTvTo0QP169dH48aNkZubi4MHD0pbjMPhkO1MIK6gsQVAI+8UFxf7fTvJVJGRkbKclIfVapV5cZtYZWUlysrKZJ8lLqWxHR4eDiEESktLkZGRIWWrsLAwlJeXIy8vD2azGRERETJ9dHS0lBlJhrRYLHIsEB/SOObfSu+na2RDo/FvtVoRGhqK0tJSOfZpnFgsFsknNP7Cw8Ple7nMV15errGFEd/b7Xb5HfRMRUWFrHer1Srbh3MBlZ/POwSqC5JTqf9w2ZOD2oLLoQTiJMqDnif+JFsst9VSv+V8SfxZWlqKiooKeL1e2Z+4vE3vI9mZrgshcOTIERw4cABffvklsrKykJub6/ctpwOC4cBT4hiJjY1FaGgo0tPTNdfT09ORmJjol/7+++/HHXfcIf/3eDxISUkJmH8gwxFNTHyC5koQpdEblAIZp/jkyYkHgFSQSDCxWCxwu92wWCxwOBwICwuTHZ3y0yunfAImknI4HDCbzbDZbBrhh5RYGohOpxMOhwPx8fGyDJGRkRolkgsfXq9Xvic6OhoRERGSvHw+H7Zv346srCxs374dsbGxiIuLQ7t27eBwOABUCWIxMTFywJNyyOuFhCaaYIQQkqiCXd5Jy6HKy8vl95rNZllXetLghMMdIERgXMg1m80aMrHb7SgvL4fVaoXT6QzYr/SCErWVPg3dF0IgOjpakgw3TJBjhAR1mihKS0vh9XolgZWXl0sBXy90lpSUSMcJfT8ZOJKTk5GQkIDU1FSZP5VJXx56DwnLRUVFKC8vl0IwkSiBKwoANHXMx40e3PChn1z06XhdUnsbCZw8XaD3nirUlv+A4DiQcxvgz1v6ibEmVNffj+e5mtoimHTBfJveyGb0dzD9gtJU56QwqnPeN3k6GqdcwNZ/W03vojz5mNDzX6Br+nf916iuPNXV9bG+o7p31SWn0ZnMgcHKgCRjAP58WBve4WNUb2zmASt6gxUZOrg8YbVapVxms9kQEREhg1McDgeioqJgtVrhcrmk0kRjlxRxbkDhP1QGq9UKn8+H0tJSpKeno6ysDCkpKbDb7SguLpZpIiIipOJOMiCVn8uDXBnj382VVW68p/rgci032HFlkmRjLi/Qd/O24O3B09IP58Dw8HCN3MDbgtpD3x8IPPCIZCYuF5KiHRoaKttZnx8ZqfTpqM9xJxAZEkgODwsL0yjT1A68z1GZExMTUVZWhqZNm8Lj8SArKwtHjhyRhr/i4mJ4PB4UFBSgpKQE+fn50nhIwTUkt5HBUi+H0zVSjI3mKCNHFTcaBppj9bKavr31davPQz+PG82V+rnW6N7pgBPNgbwtzz33XNx2220aHfdkgXNleXk5cnNzkZmZifT0dOzatQs+nw/NmzdHamoqmjdvbvg89TUj5yYZwvg9s9kMp9OJhIQEKUe5XC5pBCotLdUEidFYM5lMKCsrk/eJ5+x2uzRikvGcnExlZWWwWCzS2KefC7iDlnRt4tCdO3fKtMTrfNwQX5DhSs9RYWFhGr2ZDIR0T6/7cVBfp28rKSlBWFgYXC4X4uPjkZCQIIMFPR4PioqK4PV6UVRUJPuNw+GAzWZDXFyc5G0yorrdbgBV/Y4bAOm9VGf03WRL4GOczyPUF8jBFB4eLucXPd8Th3Lu5v2lqKgIZWVlKCwsRE5OjpwD7XY7XC4XoqKi4HQ6ERsbC6fTCbvdDpvNJnlQbwzkei7nPnJSVFRUyDLRD30z50g+FmnM8DmM/01zj76fkaOL5nTqp8TdTqcTzZs3x6uvvirb6vnnn8emTZvOaP4DAnMgtYEQAmFhYWjbtq10BtJ1t9uNiIgIacwODQ1FQkICkpKS0KNHDzRt2hTJycmw2+0a+w3JYcRPBC7zlZaWoqSkRI7pyMhIWK1WjeG+cePGqKiogMfjkXJjQkKCDGDNyspCeXk5oqKiJC+Q/FdaWiptfXq7lr48NLeTvETyS0hIiLT3cC4NCwuDzWbT2KG47EVyFI1xkl1oXFA5uM2P5iGyVVI90jjiRn4qI9UlH2sA/P4nWxaNM84rVEY+NvVtyeVmuqaXc/k45sEulB/VLTkuydFNfEXfyMtI76K5jfMIt/fS+4nPAtm4qK14mbluQuUOZIvUX+M2CeIebtfQO3308ldCQgJcLheio6Pl/EoOo7KyshptIfQ/l++FEBp5lfqb1+tFYWEh8vLykJeXJwPMqSz8ef1YCYYDT4ljJCIiAp07d8batWsxbNgwAFUNvXbtWkyaNMkvPXl4g0Ug4wqfpHiDcgWmJuOiPi/qdHpFjpRQh8MBu90Oh8OBhIQE2O12REVFSSGLKwHU+ETmXMmjAR8XFwebzSYVa7PZLImVPNTh4eFwOByIiIiAzWaTg9PpdBpG5VGECBEGPUPtUlFRgYyMDBw6dAg7duxAQUEBvF4vmjZtKp0IJBCSw4OepUkFgEZo4t7IQE4RfQemfL1eL7xeL2w2m6wbIhb+XCCi1xMllZWcGgAkqVMZOUHxAc3bnvLgQpEelD8nYl5mWkWSl5eHkpISSS7co869tvooAZPJJJXg3NxcqQgTcdKkT8o7tS9XbLgHuaSkBMXFxbJMpaWlKCwsRFFRkcZTzwV+ff8KZJzSTw40YfA65d/Fx6h+wtAr0fr3nk6oLf8BtePAQN9fHZfVlMYo/2NFTRNUIMNJMOmqe19tn9OnM/ruQEKGUR5G7RGIJ4zapLp6C8SV+nfryxBMXfD3BmqH2tZxbRW0QH20unz0ckAgHlL473GyZEAu33BZrzpQX+BCP5/3jfo2zaf0Dq406INYXC6XXGVLq3djY2OlElGvXj04HA7ExsZKuZDKQ0EOFAVO30jvIcXHbrfLFRn79u1Dfn4+HA4HTCYTCgsLpQJF8gL9rzdY6flIH4UGHF2ZSqsYSAajuZwrOVSPpNSQAcnonVxu0Ms0ZBzj45c7pbhSSgYiehc3NHFOIKMUv8ajCOm9XFbj8iLXJ7iSTc+TPEXGLLpPP1yp5fIr72NU79SnKNIzKSlJpiPHyK5du1BQUICcnBxkZWWhsLAQ6enpKCoqQl5enlylXFBQ4KdncKVaH5xiZHA1ktv0MjEHb1u9vMbrjbctT6MPiqFy6Z/T43SU/wgnmgO5QapBgwa48sorT8o8p69TrkeUlJTg0KFD2LdvH3bt2iX7ebt27XDuuefif//7nyYgkMpcUlKCyspKOU65fuL1eqWhhziIDN+k55CTIzw8HBEREXL88Sh8/TdQmXk6MiaRPg1AjmG6T9/MERISAovFIndiIP0f0O7uwL+ZeM+ov/PxxW0MdI/Lc8DRyGG6z3mM6oWepzoKCwtDbm4uCgoKcOTIEak3FhcXy/zoewoKCuSOE3onrn6VoJ4P9d+l/13dNb2NRi8H6q+Tk4Abz2j+IwMsfQff+YKMgNzRRCDDHuXL53+exmQyaTg9kL5AZaY6NrJ/UDruMKL6pnHAHeoU0FBSUoLIyEi4XC5cfvnl8tkVK1Zg06ZNfu85lTjRejBfodOoUSOEhobC4/FIm1RiYqI01JMBtk2bNmjcuDEuvPBCjX0qkC2J7BzUftwZQfYYPqZ5QITb7Ybb7YbL5ZJtRbKB0+lEQUGBrBcqCw98pTbn45vkGF5WAFL24bIeyUU8eIfkNuIY6rP82/hv/Upfqise/MwN2JyHKKiWntHbYvkPgctkBM439C0kc9I3A9DIuJxHqF30ci7VCR+7FNCjrxs9J/P64e3F65vLKlRXxPE0lxnJkvQOHuhD7yEHGNcF+PdyvtJzJ5+3SX4me54+KIf3cX0wNSEyMhJ2ux0xMTHyG8ipQe0eSN4m+ZfkfOpjQgi5kpGvtCwoKEBubi4yMjJkn+B9lvoI53Ne1ppwyrbSuuOOOzBmzBice+656Nq1K1544QUUFRVh3LhxJ/Q9gQyyemNTbSqN8qIOQk6LqKgo2O126fyg1SE2m01GbVBj02/qEHzZfGRkJMxmM9xuN6xWq4wqpE5HDhCLxSKFHE7CfCDohQZeB6R4FxUVITs7WwoItNTI5/NJwUIIAbPZjKioKJSWluLgwYPYunUrEhMT0bRpU/kOvgSRjPJkoOcRf5xIOeHzSYWEACJAyi8jIwPFxcWyTm02m1xhQXXLveRCVHmESVjVR5nwVRik9JPHk/Llwm5+fj68Xi9ycnI0KyyIDG02m4wWACAdQ0BV9A7fikJP0NQGFotFEhX1OZpw+FJn/dI2Tja0vJK+hS+Vo28jxweRPY8GFaIqCjI6Olq2JwmJlGd2djZKSkqks6SoqAj5+fmaiYpPNEbjzIi8+cTDlW2jvkz39GP0dFaKTzT/6QW60w2nolwn6p21zYcLe7y/c17Tr9rjRiYudNN442OSC65kCNRHwNBvvWLJv0k/B1b3PScLxzJOj+WZYL8xmHz19VjTPSMjYLDvre7ZmspyuuNkcKBRffB20CtdgPH2dVwhIYOY3tihj64iGcNqtcJmsyEmJkY6QSIjI+F2u5GQkCC3KaV0NNeRUSo/P19jiCPl2ajf0PyemZmJwsJCZGVlSTmEysS/vaioSOaj38aEr2DjEbr8nT6fT0ZHkiJHkdLEZ9zgyOuU8iW+4gEZRsoqtREvL0XX6Y1x1B48rdfrlbI5X6XN30tp+TfyvLncQhzKnQHcYcXv0/9koKCAmbCwMCkPCnE04ImvTKKgHIpg5++m+qCt0MLCwqSxJT4+XjqrKHgpIyMDBQUFyMzMRFZWFgoKCpCdnQ2v14uCggIZKZ6TkyOVT24A4gY4LjNzZZbL7Hrnk96ArG9TXu88MIbGlX6sGqXn9cLTngl8eDL0YFoZdDLB61ZvbKOAQIrGz83NxaZNmxASEgKHw4EWLVrA6XTK57l+R1vR8FVrNI64cQWAlInIsUf8wY1TFNnMtzqhfmWxWKSxhfTp2NhYqZtZrVZpYCfdi285TX2OnA6UprCwEGlpacjOzpaGHkqjX/lHY4yPGSMDIT3Dg/pIj+UyJpcPeRnJkE98U1JSgqysLPz888/IyMjA3r17pe7J9Va+hXNISAhsNhvi4+MRFxeH+vXrw+FwaGRXqjvuaCB+5eXhwYpkcLNYLAGd4/zbuFOaZGkClTcvL09u711RUYHw8HC4XC64XC44HA44HA5ERkbC6XTKYFK+JRKfC6m8dI/bf/ROHT4WjMYLHyeUHxmYjZxMfBzTu2kuoXbkqw/JKKiHEQ+fDjgZ/BceHo7OnTsjPDwc6enpctxQW9vtdkRHR8PlcqF169ZwOp0aJxdtOWexWOQ12paJz4PcRkRykNPplBzIHYmhoaGoV68ewsPDERMTgz179qCwsBD79++H0+lEfHy8tLVRv+BGXgqI4AEUtKqUxl5lZaV0bpIzOSQkBLm5ubJvAdDwAY05bpe0Wq1+jkDKn/d5veOXy3LUT7kNjfiE1zHnPyOjOck+nGPI8c1XvXKZi8YYjReeL5f1uCxKafgKXnIqcfmP5iK+Mpo7sajeuJ1KLw/yVYgkO3PHCPU9fX8jWZ07Wqi+iXO5s0kvh3MbMQBZd3xO4tyj50KuK1B/4X01Ly9PBsnTd/DAbb7CnMtt9C7+vVReLk9zOZlWZNHuRR6PRwYG5eXlaRzU1A5nhGPkyiuvRGZmJh555BGkpaWhY8eO+Pzzz/0OYjoe6JU6ILDgESgtgTcSV57IEB4REeE36ZLTgi/jpfxJ4aB8uCOAHCLkXLHZbNJZEhkZKQclf1avWBopBdRJuTGfCIvnxYmFyJG2gYiNjZX1QQNRr7zSgKTBThFqQgjNFl1ciOUTAeXPBzuRCuXDBwwnGxq0fGCRgEwCFB+QnDhJ0ORlJ3IngwJ5+snBwI0KlAcnE5qQuEBI9UN9gNcfLzNvTz4hEGnSt5PDg9ehEEJOytzLS8I7fRM5NfRL1Xg6LlzTd9KScpPJhJKSEumgcjgckugpCozXUyBwZVZvHDEyzAZjbAw0Dk4H/Bf8p4feMBiswduIU2pTx7Vpg+o4+VjbUj/Wgy1ToDRGfZSDG4n0P6SYcmMiN7rS+NcL6nQuEXeE0jjlxiluzONjSv+/Pk2wdVLdNx8vauqbegNkbfILdK825Q6Gh4K5ZyRr8HLVlOfpymm1xcngQFJSuAFDDz4O9AZfAucK/pvmeK5EkQxIq0MiIyMRGRmJ2NhYGcxCMmF0dLRmO1V95BmglQH0nKUfxzS/FhcXy5WdtH0D1QNf5m+0rJ4rOEZGZf3f1EdJtuFBLfq8uTGJp+ERevo65r8DtZ/+eb1cT3Kg3tDExz3JZfxdXOHTPxOobqgsnMMJRkomXeN/c6VbX8f6cvPfPKKRHCn0Q1vD0LkJMTEx0nlWXFwstyEoLCyE3W6H1+uFx+ORZ97xVetG46Q6rgrEr0bcpe87NfXB6uRDvcJ9uuNkyYFG388NKfrAouryMZIj+HXq21yHpBUXUVFRqKysRFpaGtLS0rB9+3bEx8dL+YdAz3FdkPIGjgaAcSchv8/lGc5lXB7Sc1F4eLjc4qOsrEwji/ExyFdb0HVuZKFyFRUVye+gMcSDAY2CZKqTrXk9G/Gj3titHwd6vZq+jc4qonbJyspCXl6enJtI5+aGNloZ6PP55HVy4POgQG4n0TsX+A+/F8gwF2i+09cDcSQPJOJnd5JdhRwgZIPg51LRd9A7eLBjIDmZcxyfh/TP6evAaE7gdhT+wwOf6BoZ/UJDQ6U9geZhshGQfYKePV0dIydLBmzQoAFsNptcrUsrwWhr06ioKERGRiIqKspwBYpeRufjjc/VtEqErzLTyx2UNj8/H0VFRbKPlpeXy0AWWl3Mx4T+fWQ34txG4Dt88LPM6J4+iIH6BDeWc27U920eyEKBHdzORem43Y24mju7eR/mZeE6sj76n49xXh88OJDXEX0PX21F8jAPQKH3khxOOncgvYDexZ0rZDs1mUwBt7bnv/WrLognucNDz7eUF3dk0Ds5v9B4p77KHSNUZs5L3Paq123oe/X8Rdf4jkLAUUcv1YneDqHnNP18yq/xslO/4jI9D/YymUxyJyTa7tHn82nOSNGP52BwSg9fnzRpUsAlc8cDqkDAv0K40EX39ROykbCi32+OIkzMZjOio6Nhs9nkNgl8Kyrq4HyZHSkslNZisSAqKgput1t6wOx2OyIjIzWeXv593GlBAhjvbNSpuHGdH3JEzxIR0UqG0NBQ6bnkJEBlttvtUriIiYmRe1tTPdKyJ1q+WlZWhszMTEnYTqcT0dHRUnnnBElL+2mA85UVvH0oSoT219S3Kzce+nw+6UiwWq2awadX8Ci6iA6jIkKvqKg6cI6MHxTBrfcWU9tSW1D5af9GimKk7TFoIuADmJxBTqdTOtWMFG76BiJZqju919mIoLgAWVZWJpVhj8cjI25ov1mKLiRSpnLSEmSHwyHzoPosLCxEcXEx0tLS4PF44PF45OGgelSnEAciaiPjCZ/AuBHmdBUIgRPLf9UZKQCtIlGd0aC2E4g+z2N5/lgQzLfW9PzxGE+qe5Y4i6/oo72WrVarxtlN13k0DkUB0/in8XTo0CEZrU18mpOTI5243FkPaI1ZRkJOdUaPYHGi2vt42iIYGM3p/DrdO5Z+YcRhtX2O3nus9Xmy6+9k4UTLgKQUcSWMt6nRPMjnXv2cQ+COfRrPdrtdRgW63W7Y7XbUq1cPUVFRiImJQUJCAmw2m9w6lR/ETQoLX8HBjRtGRi6Sa7hyTAp2YWGhnKdJySa5hBwmFRUVmv3JA411vaFaLyuFhBw9wFQfNQf4Ozu4Ykr5VVZWagxv+qhB7qDg0POZkROCrlPbcAcUV+L1nMBlJS6T6b+dX+MKP5eDKX9qS1LK+Xdz5ZQMXyQzA1WBTHzPbKp36ick41JZqC1oy1S73Y64uDgpw5Jsnp2dLVeR5ObmorCwUK44opUl+fn5yM7OltGnVFaOQDqTvs2M2sgIXGbTy3NGOpv+2WPl71ONk6UH60EyP/WnYMENuNxgxe8D0OiQtI1zw4YNYbVaceDAAezatQsZGRlISkpCWFgY6tWrJ9uW9GV+QDiPjiYnIuk73GBnZOghkMFGL9+Qvse35uBGZPpWGsM0rrxerzQ805jkq+fp+4uLi2VdE6frtxPhei03KBJoLPF7et3GSOfhz3Kjm8VikYeSC1EVpEiR68XFxYiPj5cOVJJLi4qKNLJnRUWF1BcPHTqE8vJyuN1u2WYcnAu4DkrGVb2jSG9MJuMnH9fcEMf1Wz4fktOXAv/IVkOyt8VikWew8p0lqDy8n1PZeH/i7ULghzrr+6J+9RbxOO+3AGR/530WOCpvGNl7KAJfCCFtRqTDFxYWSvuDnrtPJ5xo/gsPD0enTp0QExODoqIixMfHw263Iz8/X9pl+FZ3gLZ/Gq1cJfC2p/mUbC7EecSt3DZVVFSEf/75R6bPzc1FRUUFdu/ejfLycnnGjdVqlTYibnMhpwdtIUicSVxL8mReXp40vtPYIJsaX6VBNsrKykrNaiPgaD+kvmgymaSOSt/CbTGcd7hzg85rIx7kY4TL5/pAIwCabyTu5UHX3L6nn59odQ2NF1phxYNMuKOAO0ypbFze53IhjWf9XMLrGYDGGannAz6HkszHnVdCVDmT6P001vnh8CTX8rNIeJCMXi6leY7kS70jxsi+yPUSvYzP64Ns1PSNtEUctz8b6Rr6OuHfSmXmZeDOK+74IidneHg4cnJyYDabpTwbyO5YE06pY+REQy9YEPQGV/093sF5xBUJNWQEJkMwLRWma2Tkp4hgLiCQ84QO16TlP2Qcs9vtGkM4V+b0K0C4YMG9x9RBOBlSOm5Eo5UBRudCcAcEj6IgoS8rK0u+h1at8MNuqJy0bI4OSKd9BfUrQ7gnVC8ockWQl4vqgQ5P5wOVtizj5EeDn7ae8nq98kwUTnJUfiJbijTx+XxyOwr94XIkmNG7SMCivb5pSXVISIg8A4aW6wKQXl9OHEQQdJYILXWkMlF6t9utifqipZbkBOKedALVMT9IlAjZarWitLQUDodDtjdXpsmw4vF44PV6kZubK/siCRi8X1IZoqKi5BZb5HQhYYLOUuFRiTSGAf/DbPX9mtpZb1A805TiEwn9WNT/HUz66tJVByMj0/HgROfHEcggWFN59IY7zk/8cE4a73zcUzoeucT3vdcviY2Li4PD4YDT6ZQOzOjoaDluSNChiN/s7GwpNHNhgjtE+O9gfnj9V1eXVD/69MH0vdog0DPBvlOPQGmPNY/afJPROwIZ9fR1zLmwLvOdEbh8QdDLTfp602/jyduGK58ky1EUotPpRGRkJBwOh1S+4+Pj5YoRfr6b3hjPlfLq+rXRPMij3yhfMpiTck7RhyTT0JxP8ytXTPVbWumVH64kc8crLzfJPLz+SIbgxkziJDL26aN9SfbUGxeoPPr3cuVPzwP64Bp6Vj9+9IY3khl5Pegjenk0Iv9eSk/yLQ9sIqcWyek88o3XA+XLD0end/AIaErHnTi8Tik9gcuy0dHRiIuLkw41ks9o7+aCggJ5mHteXh7y8/NRWFiI/Px8uRqYnxtjFIDC65m3m5ERV9+ugcDbi7+HX+fKteLHo30JOLqvOYHrj1RntFpAb+yiIC4yeNGqJL1hiqenfh4dHQ2Px4P9+/djw4YNyMrKwgUXXCCDR/iZRSRXUXAdbffCI4tJt+VbxpCx2YiHaPU/3advJB7OyclBfn4+du/eLZ8lPZy21OJcww1ctIXwkSNHZPlodS8dzqvnG8B4pRTXc7nBi493Ssf1aP0PjUcyMJWUlMh6zsnJkTpcQUGB1NnI2MQNVUJUGS7r1asn9UEuc1KwJH0T7XlPjnkepEDlIQedvq/Qs/w79fM29U+jPk7GYzpMntqc79xBNhey6fB+yvVeIz2ToNevib+pDHoZW99GnNvpHgUt6LdW1BsM6W8KeCADe3x8vBzH3H5A/bw2jtCzBRQgwO093L4USM7nxm0aD+QUJJsWBY/yPkJtwu061N9ptS5tYZeeng6fzydXapJtjvoMzelkiyKbCQXtUhnJRsT5RS8Hms1m6Uzjqz7ILsb7HZe9AP9VUeHh4Zq6oPv6HXFoOyradYRW5ejHBs+bjz2+AwqtIKFrXBaj8Ua2SJPJhKKiIgBVnE5c5HK5NOe8kVOIjzFyegshNE4cbvynMpNMy/sSyUKUjozy1J7cGUGg76Y+xR3gVDdUZ3wFGPVnku/0cqJeh+e7xPDVZATOTfp5ids49O/h38N5k/IgHYXL39x+TWXkK4+43KHvW3wu4Q6zkJCqbTr5d3NnspF8Wh3OOscIQS8QB1Mx1IBEErRFltPplHtHc6WYBCtqdFpWRUZnAPJ5t9uNxMREOBwOJCYmyggGWoFht9urLZteSNA7Guge/xYSQEj5IWGNe0uJCLkzhDtI+D6KFO3GB6q+fGS0KyoqkoOdLy/TD1yu0HCnA6XlxENp+X7b9JsLz/r6IiGQiFwfaaT3snJFk68Q4uWi+uGTEQnRtIUUeU71SwV5P+VRStRmNOlwBYAOO6eoc/1KGu6MI6GTO664oYHKSZ532vfabDbL9uOTD60eoehCAFIx5ss/+cQAAG63Wyovubm5KCkpkctJKVKWDLx8ktT3e/qtX04ZyLiof7auQz9hBvsMobZG70A4Uc6S43nuWPoEjXnOi/RD+zI7HA7N+QK0dJ+n5XyrV9yJ3yhPp9MpD2cm7iLBmlb8VVRUwO12Iz8/H+Hh4cjMzJSCD3B0X029E5pzo56HeVojg1VNxvtjRaBxH+h+TXkFKk9176nNGKmpvDXhZHBTdd9dV8ANQnx86Q0sXAHgczJXSEymo9FktBWWw+GQK16joqLkvuUk29E9Ws3KlTe9IYXeDRw17OiVRio3V0C4kYQrrMQdJBtw+ZAHkejHvt6ZxOd+Sk/1pTe8c+VSL09R3XMO4u/n9aHnHn07ULl4efh36KOPebvybQf09crfS+UlJVJviOV56BVcbozk4HVCeZPhln8nl4+5ssi/m64Rr9M3chmbVlPry8YDvkh+drlcUo6jrQdKS0vluSN0cHt2djays7ORl5cnD2nOz8+XATMk7/L6pW/n38P7l1E98d81QZ+O91H65uOVN84m8MALQLviiRvkKJ1R1DT1YR7NC2hX+nCHJw8wdDqd8Hg8yMvLw44dO1BZWYnOnTvLscG3/KDnKLqadCtuzCSZqKioSK5u4IYv+s0NSLx/Ej9S+UhXJcNmSEiI1PFJn/L5fJp99cnQ5fV65dmKen4h/Yg7PDmX6g1S+vHDeYqu6XVo3uf18xgA+W1Udh6RTgF6tKsCfSdxD5U7MjJSti05Rykil7iIjINc1zSaa6idSffUG72MeD7Q//p6IicQ30qFb19LQao0T3J5nG9zrZcLeZ3zOY/3fbpP38bbgMsYdE/fL8hhzuduqiu9IZPu0TbldNYLrfKprKyU513wcwXqCqhe+ZY/NMfS+DaaQwBt+1D9k85FDlx+lgSdyUP9j/cnzqtkjC8qKpJniVD+ZGcjOwd34pIzmtKQs4TyJM7ktiC+ow0/M4RWE3E7EznR7Ha7n42K6oLGKQ/g4DZIGrf0HE9HspR+JYa+3ik9H0NUhtDQUDnvcPmOBz9TOWm8kF7MA67pfeT0oucpD6obGk/E8wBkO+v7E30zLzO1LbU/lZ36DO9/fAUHXyHDOZXLTkb8yPlIX6fEjSTXksNYv0qbz0M01wP+8zvnaP5OPS9S+3AZmvMad75z5wWf5/UyC6Wj+uN9ga/CoxU3ubm58ntrg7PKMaIXGqoDN26HhYXJsxHcbrcmMpCMVBR14HA4NMuuAGgGHv1kZmYCAFJSUpCSkoLU1FS5pQIXZPikRWTFJ0tKx8mcK5s0OMkZUVBQoDnbgbzCpOTT4er88G/gKIHpD1yiCAu3242wsDDYbDZZNhrsHOQoMplMUnGiVRq0lJUiqbnSCkAaEonAqE7IyE/fzeuC8qD8+MCmqBUSDIl4eNQ2Nx6SQETCsslkku3JV0WQk4SuUX3waARaHULOKSonTUY0cImMQkJC5GHyVqsVubm5cq++iIgIJCQkaKL/9IIr3aO8TCaTpq2oX+Tn58u+Tv2KG3fp8C7yutOZN1S35eXl8Hg8crsFLkTSsuvc3FzNhBoaGioPes/Ly5P7oefn56OkpAS5ubmy71K0ixH0xM/JjpO1Uoj9wScR+l9/72S997987kTmSWOcG0dpPqBlz7SCkKLDafxz4U4vDOr7LfVdmncoipJ4hziAFHVyZFZWVq3KqqioQNOmTXH48GHk5ubiwIEDUninOYL4k3hOb0jkwhVXEPRzEaU/1jo9k2A0Vk4Ft+jfaVQGxXlV4PMi1QkPBOEGNr1iAUAaiWh800qQ2NhYuN1ueVAmXaMtOfgWClxG4zIcF/j5HMflBErLxyP96B0XPBqL9tYlOUDvjDEyoNH/PAJNb3QzCmjhkWF6ox0AeYA3OXONDDOkKAkhNLI0Kbhc0edKEnckUBnom+g3X/rPo4jJwEDtwhVCUkS5kkqrYUneIyWPl4f0B65I0ru5kYHSUNS2EEKzOoYbOfkqE5/PJw935Uox7yt0jSIUuWGab+FIZedGBNrOl0f+JycnS1mP5guS5ffv34/8/HwcOnRIbsV1+PBhFBUVITc3F16vV64KpjHADTa8b+v7D30Pb3P9b/18o5+L9OONjO5n8zwVDEgXAo7yE4/KpT5fXFwsdTeqMx5ZT7I7BW6Vl5drttUj/iRd1+v1IiQkBF6vV757z549yM7ORuPGjdG8eXO0bdtWylgkq3g8HgCQ21fRuCA5hvoUbY9M+iuBxgQ3dlF/5o5DejY3NxcZGRnYv3+/7Dskb9H2NmVlZWjQoAFiY2PRrl07+Q4aRyEhIcjKykJWVpafkV/Pufp+TmXR8zTxPBnUAP+tTfQGIp6OjOw035A+R3kePHhQGnCLi4s1uxrQzg/FxcWS36jtbTab3AGAnA/cEc0dHlTvtMKMn5HBD38m2wcPOKR0pGvz+ZAMn7QFNjkK6IcMyLRNUVRUFGJjYxEdHS1tINTnuKGXO3N4+3Fuobqk/4ljeIQyX22qd7CTbYG3td5gSGn0qwkpb2pLsttQ36byU+BuXVsxIoRAYWEh8vLyUFZWJgNJqU64DYn6L593eV+n/koOKErv8/lk4DRFqnMHLP3NV+MlJCRIfsvNzYXP50NMTAycTqccByQX8PFOu8iQY4PGUVFRkSwfcR+dXUeyC53lROOTAufItkTPEp9zuxo5BbjtkG+nDxxdOUFjk1ZRkFzEZVAe6MGN3byPEy/x4F5qGxpP3GZJ9iqSIy0Wixz7fNUU1QMPSKKxRrvcUDC3EFXb0lH90xxC32az2TRn71L/IRmeAl/4mKNVGnybKa578F0luKOaByLQPEu2O6o/LgdTm1Bb6N9Bh5bzAAbSd2iep75LznPiFr7TEP0mhztfIcXtlNw+zYOg9VxOdcKDxOm7+ZxC47CyslKzij8kJEQGhAJAYmIi7HY7iouLUVBQgPz8fD9ZszqcVY4RwD+qgE9ofOKmCYuM9XTgucvlkp2UHCNk/KJBwQ1gtJyY7nFhBgDq1auH+Ph4REVFweFwyNUkesMkVxSMvoUr/DSJc48teQLJOM0VRr4UirzJeqUM0EbRcCM/V+74smJujOdCHXcS6VcDUFlJYSLhgIRsGljcw0nvojqicnGPrd5ZQgOF50sCDBEpKXzcMEHv5EKInmQIeqMBcNTIwYUbSqtfQcM91QCkkmGxWOSER+/g59ZQhIDeYMEJiwvJVB8mk0kqKHl5eRrBlYzA1CZkrNBHvBNBE8mSogJARjXQ9j/8vBMyCISHh0vlymKxoLS0FGazGUVFRXA4HMjPz0dpaanhgV30nXxM68d+oHt1AXyypf/19WFk1ObX9PcDGVz1z+rr/L9oA6PyB7peU3mo/1Nf55xJ/Z0EbFqKb7FY5L7aRnv38wgJ3n/1cxQvA3FdYWGhXCYdHh7ulx/9kMAQFhaGqKgohIWFyUg+ihzjDndS2vicQiDBRN9f9EZI/TM1tQNPe7yoqd+diLwD4VQ5H6p7r37s1lXuA7SGUT43642rBG5M4vMebYVlt9s1K0FodUhcXBxsNhtiYmI0W58CWocEd4xwGZTGFJVHryBwR0V1HMJBSihXOLhBmMtngfhHP8/y31ROnpbq2agdSJ7iK37pu7lcQuXhdUbfw9NwRZN/A5cP+HxHDgCSuSiIgytt+sPKuXLF5UkhhJ8xkvcb/k36uuTtxuVmukbKPudYbgTg8iP1D1JIedtznqY+yN9XUVEhg5aofqjcXAfgsiK9i4xrDocDJpNJymrx8fHy0ObCwkJkZGTIM+W4HMfnDu6oM9LRjGQVfbvqYXQt0JxUV2FkGNXrlnw8ciMD39eb61u8XfSOWzJERUZGoqKiAna7HS6XC8XFxXIHg3379sHpdKJhw4ZSjqJthPjWJZwrAe2ZJ1zfIWMfoNW7SCfkz3L+4oFxBQUF8v/8/Hw5H/DtR8rKylC/fn24XC5ERkbKQ8sp8EzPo4H4lu7r9Tj+m38Lz4/aQc8x+vbmY4bXBZ1fmpGRIb+L2pIH1NCqHW4gJt2etunmbWD0TXTNyBCm11/1nM77nN42QvMbGXhLSkpQWFiIgoIC2cfIzkD8RQZAzu98vtTXM3Ekr2fez/Xfxg1/3JGtbyc9/wHQGFQDySzUjsDRM8n0+gZ3RPM5pK6BxjQ5NcmBRk4E+pvahfoEtznR3Em6FHERyYpU//q+TTYVQDu/kU7pcDjg8/mk7MjHMy+/njtCQkKkPkr9n75PCCGN3txuxceJ3nmp37aNR+RTHZHRX9//SVYlUB764BG9A5fS8j6rn0t42bmMRTqy3nhPO9nQ7iq0dSA/w5OuUSCRXibnvEN9h3hG75ym8nIZm/oLt3nRPb7tKJeF6f3UN3g9UBn0baKfU7jdmJeXX+ftzvsCryMe4MPrm88L+iByvipPvxqVt7U+SCwQD+rnBRoH1D68H+rnQt6naRzQSkdaQai3eQTCWeUY4Z2DwP+mTkCR+bRVCW2FQB45qvDIyEi5LyV5TPnhh7RlQnJyslSe6TwFimRp164dHA4HHA6HLA+P9tJ3eL0iTwIJLQfiHYyM+pSutLRUHjoWElJ1tkVMTIzGG8i9tcDRaA6aGIg0uAOJOx64osujUfQGGvLMk5eUysdXsISEhMiJgS9z44efk4GcO1CoDTgx8AHFnTkmk0kaF61Wq8xbCCE99zyShU96tJ8iER59G72jsrJSEgqVnXvxueOmsrJSRtLRZEOTdlZWFkpLSxEWFgaXy4XY2FiNh9nn88lIAKDKAcG3zgK0UaTcwEJtRxETWVlZMpqCFGWv14uIiAhERUXJsxJ4FAR3jISGhsLtdiMuLg5CCOTn50sPPwli5eXl8Hq9OHTokIw0JAGDxgiPXCCPPR0M6vF4sGvXLrkkmpOhfkzzNiEOqItKcXUGg0D1UNN9rkwbKXWnOwIZUvQgTomKioLb7YbD4ZBOcb66jYPGBD9Il+8jyoUHfd0FEjDJSUoGusLCQpSWlsp9cmnM0MGeJAjSHJWQkIDo6GhUVlYdwpeeni7Hnd6ZTYZDrsDplShuXKPvCeQcOdHgwtOpgr7/GJXnZHJMdTx2quvmdAY3aNDY4kK6PmiEnJxRUVHywGpaHZKYmAir1SqdJQ6HQ54Rx/e05RHyfNxwA5wQQp5LxstA45OPRep7+j7A5S6eB0WYkWOUZAvgKFcZOW35nMrzJHAnBI+o5UYfnpbPw8XFxTLSl+RPepbkSOCoQklymBBCI++RHEPv4Iq3XnYLCala5Uzb7NAquqysLCnLkGwXGxsrI46pj5SXlyMsLAxOpxM+39FtIEiGIhkHgEYG1fOEkdGPB8KQA4ScDnSP3sdXCFKAEcmEev2GGyP0BjjieAByS2Da3ocr8bQykesiPECI+rvL5YLP50Pz5s1lIExmZiYKCgpw+PBhpKWlISMjA3v27JErS0iO58Zz3pf5+NArvHzs6ucEff/jZef1o7jyKPScQuOajG3UB+mgcAAy0pY7POh5MgzSuCFeIN0iISEBFosFeXl5cmzm5eXB4/Hgl19+gclkQv369dGkSRMZhMJ1OX0ELslJdD4hN+qTY4ScxKR3AZDbQnMDF40dbvDiW0SREyA+Pl6+Izs7G0eOHIHVakXbtm2RmJiI+vXrSydBdna2H3fTe/T8yvsm13/1Bh/OteQ04mOHnyvH25nSc/mSypGSkoKYmBgcOHBA2gtIx6P/TSaT/C6yK2RkZCAuLg7R0dHIz8+HzWbzCwDQjz+SHUn/J4c5N6TpDZF6+4PeLgJo5w2Si48cOYK0tDSkp6fLnRpotTcdLs91aZonyaHB+w9vN+pL9K36eYj0VD4P6edpDh4ZzecOmss47/EoeWpTHrgYGhoq+ZWcOzyoqi6CjxnatiouLg4mkwkFBQWy3riRnbclX0FAaUJDQ6XtkAJiAMhIeD430zxO7yF7k8lkktvpCyFk0LXeAcdXchDfUZ+kM435uKL2p5Vr5DgxWiFNci/VEX8P8T8fY/QcBQQS59NYoRUuFFRsJGNz0BinHwBSLuP2TioTcROXFeibyT5otVplAExOTg7KysqQnJwsV4vRWblkx7Xb7RpHF6Bd0ULfzbmVggXomdDQUHg8HskJ3CERGhoKh8Mh65RkcqoTLs/yYEw+D1FbcDkNOLplPbcjkM7BuZfPQZyr6Bp3JFBb0/fRO7juT6tziJ+IH0mGpTOeudzG9R+SCwJxIret8jz030d1xvUJHkhB4yo8PBxxcXFy7qc6DQZnvGOERxIYCcAk8NlsNnkgptvths1mk9sj0PIi8krR4ImKipIkSFsr8NUh5CihpWVGy4mos5eXl8ulfRS9xZf40TO06oP+pgmOGpzu0dIkcuBwAYA6DUU006ROKw24QMK3DtB/A3liufGfez75Cg/q0PyAR/1gJs8dLcclQwGdtUKdNy0tTUY8kzKblJQkByAZD/lAIPC/+fZZZOyngU0GCXKS0ACjQUdCBdUZDXpOMMBRowMp11RXZrNZQ6o8qoZHeZPBgOqVnDHUJnS4IK1gIhLTT+Z0jU9I3OlGynZYWJgUdPmkScIo7bFL+VGkBU0mYWFhUjjXO6noGXpPamqq7KcUORgRESGXttEBebTKqaioCPHx8fB6vYiOjkZeXh6ysrJQUFAgDcV8MtW3OfXB6vigLkKvpAWC3sijN/gYGatrcj7U1nB8ItJXd42XnwyidGByQkKCFP5ohRYZ9rjBif/NI3L0xlB6Hxe+9AIUN3TyZykSpqysTI57EpK4IAscFczJSeN0OuV1cqbonSIksFKZqWzcKU4CHheaqQ8YGasCKeeB6p/XkVG7GT0fKA+j/GqDQI6Y6r4pmOdPBALlqxeC6yp43euNNNSHgaOKABnorFYr3G63dILExcXJLbIoupS2hLHb7Zofmv/IOMO3gOTzEOcKUjC4g4LzBpWZG7C4s4XmcrpOshG/zhUmvXOB8uc/VF5e7kDGZxr3xAN68G8kjqPDvEmx5coYyc18SxJurKUycoMrvYegd0b7fD5kZGSguLgYOTk5yMvLg9frhRBCrv7m0XHA0UhdKp/VakVcXJyhwZXScMOZfgW4vm9yZxF3WvCgIp4Xyce5ubmIiIhAfHy8dJRQ4A2PpufBNvrAJ5L9y8rK5KHqpCPwaFHed/VbVpDuQHIftQF3FEVHRyMqKgrJycnIz89HamqqdIzk5OTIA5+9Xq+U5/jWDNS39IZCHr2o76u8v9C3GrXDyeTm0xm83shoVVBQIOuCZHlyMpBBmOqV62x8dwLqAzRmaLwXFhZqjB9kqBNCICoqSuok9evXh81mw+HDh7F371789ttvsNvtSEhI0PRrGtfUrvQNfGU/GbtIZyOdhfQ5Pt54ABufGygAhuRBk8kkucJsNiM+Pl4GF+bk5MDn82HLli1y7DVr1gwVFRU4fPiwrANuDNXzuL4/ct7lnKz/IQSTjoy+/NwCqo/i4mK43W6kpqaiRYsW8txHI2cFtScZEomXuUGVzydc36drtKUVDxbkc7F+/Bp9E9fR+UoJ4kw6Q5W4hbaZstlsaNCggQx2ICcfjQ8eGMrrl8BlXiobn895evouHpTJ5V69U4z6BE+rX8FI36sPPtX3BR6ESoZk/l1RUVE10cVZAbJ50XzF5zma6/hqDl5/1A5kS6PgZppvKZiaB4oCR3mF9w0ug9LftFqE8vT5ju6+wZ1oXIbTy4h8nidZknRVIYS0S+p3hOFGZ+IG3k+orPo+RmWh1Rk+n09jwOdOBT43GM3JermNy1AkV3L7FXcKU7403mke4EZx4gHKmxvW6fxNkvlpJSOXf0jO405o2sbUZDLJ4HYKUCFnAZWZgmzIgcI5kG+Txb9Pz4V6hwfpBZxX6ft5u/K+Rtd53yP5Tj9v0HjgK5A5n/D30woYPnb4N/H2ILmdg7+T9x/qj1QWSscDc/QyNJ8v9ToAldVkMsHpdKKiokLuRhMsznjHSCBQpyOnBo8Gjo2NRWRkJOLj4+F0OmG322UnLCkpkdsoxMTEaM5fsNlsUljiygWgHfSUFzU6AOnNpH2AydBOnYQcIV6vFzk5OdKBYLPZ4HK5ZD4URcwPPSMHC5E5dUi+LRNXvgncSEeCMe+A5OHm5MYjkLmCzr+VCJd7rTm5ejweqazSRCZE1TkYRUVF2Lt3r1xVQBMS7etPih4JbLzuuUJNAiBfBUIrarxer2bQEvmSUZBIpLKyUu6vSgOdC9c08ZKCQRMSj3DkEzK1NdUPdyARqVPZ6Yf2tfR4PHIfSv5+IhFOpnqjJRcmaQKlfXvJgQZAc/Agj8yiSC76Tu5Eozane1zZcLlcmgnEZDLB5XLB4/EgNzcXmZmZMiKJhFqa8Ox2OzIyMmA2m5GdnS2XsnJlWt/2RsbauoaaDLd6YxiHUZ0ZKQz6+q2urqt7X03QT/jVGc5rkxcAKVA6nU4kJyfD7XYjKSlJrpjiDgISVmgck3DG90Kl+zyCUW9UpN8k/Or7LDec8S33yNnIFWx9JBOPjLRYLKisrJTLtYGjxj8+B9DcRe/RG5n03GIk2FDZ9X2gun7IUZtxyt9t1K8C9ZNg8uX5Hyuqe17f/wLB6L5RvnWV32oC79+8H9D8TvJcdHQ0HA4H6tWrh7i4OERFRUnHaHR0NGw2m5QdSa6iHxo3/EBFrqiRjMDnZCNjCnEJH1/8mv45vWNEz8Hc+AYc3WKpOsOa3hDF0+iNU1S33Hiqfz/VB8mItHWOPpCCDAEWi0U6cvVcyJUdep7qh8A5kt5LwRQZGRnyTBHaOoaiLXlelD9dJycE/y7qQ/xZqgu9M5yDzwVGbcblOLrGDdg8qIsccmScoLJRhKs+spLeT/VIq0dI7qYy8XJxOYHkQm6Y4co8/ZCxx+12yzNGYmNjUVBQgPj4eKSnpyMjIwOHDh2S7ULfx7fjpfcbKfr8nlF/5f1H/7e+3usCeL+lsUv6D10j+YBvLcO3zQKOGo/1xjXKQx/lzI1tXG5xOBxSx42NjQUA7Nq1C+np6dixYwdatWoFh8PhN+7I+cvlJm6s42eX2O12+R165zPpb6Rr0TMUdMbPYyB9EYBcSehyuaRzwOPx4ODBg9Ig6Xa74fP5kJ2dLfUqXgeca3k/5HxnJNME6uu8bXl64gZ+TW9Yo/Z2OBxISEhASkoKbDabPBeF64+UJwUH0XxH7c4dJfrxxa+TI4tH/OqDDPWyMOdNmg/oHvEbcSC9gw6Vp3mFdgNJSEiQq0H5doJ6I7QR7/B5OdB9Pjb0jhG6z21C1A58ax2ucxOvUj+i/szbhOdL45UcYdyhTd/mcrlQF0Bb9nEDKo17Xh96mYvS0vxP/Z6fx0VR8bxtAe2cSX2VG6L5mCF+If2NDOb6+UpvHNfrfjxanm/lyrfJr06eI3BDNvUzLj9wmZTGP3eq8HmC+JT+p+d5HfP89GODtw89S3XD5Se+2kS/Koc7XOg7KyoqkJeXh9zcXBkAT2UkfqR65d8uhNBsBx8ZGQkAGnmf7FGkX9DqXp43tZN+5Rd9G+c0qgMjRwZ3nNE79A4wvVzP5VQO3i7cuU3PGukm3InG9Rjqa1z34AHKRv2P/3A5lPcb4mYub+jLSP1B/z6qW7vdjpKSEin3B4sz3jGib3AyDNGZHvHx8XA4HIiLi5NOELoWGxsrK52WvtF1t9utISy+jIxP2BxEHrTVEXkxiQQLCwtRVFQk94/nB3qT4ZgrhbSVEPd00QCjA+SIGPmeh0QyfOBRx6YJlDo8lZO2EePL9jMzM6UhISYmRrP8jgtMXFH1+aqiaMgBQktwSejWe51J+SosLERmZiby8/Nx+PBhaTAnQbOsrAzx8fFISUnRbGNDzgVaCULRTZWVVYezkeBMbVNYWIjy8nJERUXBZrNJA4nVapWOINqLsrCwEHv27EFlZaVcecPJTS/4hoeHIyoqSjrh3G63PCCIBjERGhlUObmTg04IIbcpCAsLk44RWl3kdrvl+3kf5YItJz4ewWkymTT7RZtMJkkaROyhoaGyLLRfIzn09ATudDql4Yi3PxkpqH0SEhI0Dii73Y7c3FyYTCbExsYiJiYGlZWVOHLkCLxeL1wuF5KSktC0aVO5/deRI0eQn5+PrKwseDweWS4uOCgchX5yrAlGEbmBUJt8TyWMjFIWiwVxcXFo0qQJkpKSUL9+fekQoSg4Enj0kZLElXoDKHeQkHLEI+JIEKTxSco+oK13rgD5fD4UFBTIlWT8EEd6ljiEyk1bXVgsFiQmJiIsrGprHQCSv4kT+WFr3LkDaJUvLoxwgZ0risfTPrXJ50T3O73yECy44K3Pr7p8alN+Xjf654zeraA1BNF8RvN7dHQ0oqOj4XQ60aBBA7hcLtSrV09ei46OlhFlxAfcucAVYv3cS4EufCsBvVGXyseVCrpG8hpdp+8wcrLysUqKg15RJ56g/PRKCjc88ihEep4b/HmwBJf/OLdRcAMF7lAQDAW4kIwaGhoqt1YlhUUIbUQd/U8KIHEcVwrpW/lBysTbtL88ANmW9evXl3mnpaUhLy9P7jlN5wRQ8A3VAbUZGXcBaPibFFrif1JmeX3pDWZUn3rjIHF7WFgYPB4PcnJysGvXLng8Hmzfvh1utxsJCQlyVRM9QzoJ38aC95GQkKotdZ1OJwoKCuD1epGWloaQkBDY7XZERkbKvk59iCv9ZMzR92f6n+sZJMOSI6eiogJNmzaV547s3bsXHo8H6enpyM7ORlZWFo4cOYLCwkLk5uZKgwPVP58jjRR8ah8eWcoNVJRGHxBWF1BeXg6Px6OJ6CwtLYXH49Ecykv6IzdMhYSEwO12S52B+hXpIzw4jNqLdDva2oVARrSkpCTZTymIrEGDBigpKcHvv/+Ohg0boqSkBF26dEFYWNU21UVFRQCORrvy6GDSaWj1eVhYGCIjI+VvvhUL9Qmuu3GuI52PykerdaleyPGYnZ0Ni8UCl8uFoqIi6YClgLK0tDS5iwQfK/oAGb2BRs/vpBvz4Eoam/Q3N7LzZ+kdRvYJclZQ2zscDjRt2hSRkZFyhVpJSYnkatLNqYzZ2dk4fPgwXC4XnE6n3Gqc7B3Ur8hZS2XhQTw0L5NszFcxc9mSOwf493EDHG0pS3pgaWmpXAlar1491K9fXwY8kR2DOFe/9Q+Xrbjcq3c86J07BJoPSN/Wb29Gf3Pu58GqVC96mY/XARmmqW3I0UPcR6sCqV2ov3q9XnTt2hV1AYMGDcJ5552HsLAwGc1PcxJxD8kmZIshJytxGz9nmGyGdM/IaQAc7TNcTqExyh3LfCt/khto9STNwRQYQavTyMBL/EX9g3YT4XYl3gcByH5B/Z76HN91g/o5BeYCkGOUO3LI+UgGeXISAZAByPzQcKoTrq9yozuB1xl/lhvjuROC7Kp89TUfly6XS34rHcR+5MgR5OTkyNVDKSkpGvsdBdBwXZ++h+Qmp9MpA6fJlsvlEgq84oHgHNQu3CZB452+nQdh0j1qL+5wIf40MvZz+YcHq/N7fB7S229pDudcxOUu/m3E08RDPK2R7YCXUa+H8DbnQQx8FSYPSuN5ClEV7E3yKj1Pwdm0lWewOOMdIwSTySTPSCDnhtPpRExMjOZ/2oudlAUaDFarVW6fRStLuDGNL4ECji6n4hMbKWkU5UUNSZ2ZJjSuiPJoM/4+ypM6Bg1c2sohKipKo6CSYMEFCb3wpydvwN8YRARZWFiI7OxsOUH4fD4pXOgnCd7BuSGRBBca9FSP5FDhBEFEB0DeByCXxnk8HkRGRmqMaOR0KioqkulIqePLv2nyoMmHnEAkyJHRkQyIRLxExkS8NMFxhZcbKUjg4gdA0f7kVF/0zdzJxIUv+p/qPCIiQjp8CgoKEBISAofDoRGWqXxGyitXFql/cMcad5hxhwp3nJHiTN52Uoh4PyZipLom0LcSUVE/przJUEJb0sXGxkpBl7ZZi4iIgNfrhdVqRV5eHiIjI+UqEtqejitCdVERDoRjMSIbGaqN8jlWo7IegQy+x2sA58oh/aaIopSUFCQnJyMhIQFOp1OOZXLq8nGtV55J8OGRYRw0nvmzXIjWT9B8HNP/XCDhvKM3FBmlo/HM5xsSdLiRUb93KecIblDgxia9MlBdWxk5AfTtof+WYNq8Ns6FYMG/6WQ7Haorf033gMArY050nZyJoK0y+LxFwQ/x8fFydUjDhg0RGRmJuLg4ucWq0+mUq4H5qjE9H9LYoLlGH5VLf/O+zscRQT++OF/o03IQL3EFl/jISHHXKyh6ZYT3JV4WLkcAR/mUK+fkkCWnSFFRkSboAziqPJE8TPxJRkpu8OHlIWXQaHsBKptewSf5iKK/Sb7jW6iQ45jKQAYpLhPrt9sw+q1vcx7tpu8DetlM/yyfGywWC9xuN6KjowEABw4ckPIOba1IbcDlLn0ksb79aVxwYwDNadzJx+uB6xbcCce/jcYJ37qN5GtqA6vVKg0KdB5jTEwM7HY7PB4P0tLSZNAYPxCXymEkk3AYzZ9Gc01dgd5oQLKKw+Hwc3JyHUG/PTI3qPG+xCNfuVFDX/c0Pkm+J6cF9eOysjLk5eVh//79MJvNaNq0qeZAYpPJJGUXvcORvo04gtKZzWZpuOFcQX2XP88NSNzpUF5ernEMUJ8k/Yy2CCOjCznFqf/zrU55ffB3GslPRnOI/vlAc4Oe5/X8QzItN2LRNmJ8Sx+uo/Jy0Fl25GCgMc6NktxQycuklyH1fZS4igfn8Otc56Y0RqtQaHcNs9ksdwbh22Dr64KX0Ygz+Ryofx/p/HoZgQcc6McSD0bi7c3tNkbzAuXJv52cktxgyNNywywFU57tcDqdiIqKks5SHjTC643sd1RXdO4NdwQDR7mNbFi02wiXs7h8QuBtyfsaBVLQbic8YJfvHlJQUACPxyO5m+Zp+k3v4Dqh3rFA5efjifd1Kp9eJqTrPD3VAf9WMvLzsUDPGP3m/MDnHD72eB+n8nPZj8uNgXROkvnCwsKkPh8aGipX+JHNifMJcNS5yYPH9avLyKlP9cODN/TfzJ0gPA23JXN5n9scOF/Sd/NVJPw9VH69M8pI7tHrl/r+QfI8ORn0wWB8tY6ej6ubr/TjQ9+3ePnoh+qe6o8f2cD7Gr1bP+dQ+1Bwep1aMUIIDw9H+/btpUJB22SRcTUqKgpOpxMOhwMxMTGykshzTBNofHy8bBjyoBJZlZSUyEj63NxcqQz6fFVLNxs2bIjQ0FBpaCPvMxnXY2NjNZ2LOiFdowPfgKrGtVqtyM7OxqFDh3Dw4EF4vV4kJiYiOTkZMTExGgFS7wXWGwXJ00lGMn6dOj4Jc5mZmcjKysK2bdtkB42Pj5dRCrSlBPdikxJLh5DpV6WQYEXLEWmw0J7KtJcfHWbPt6mhfaqjo6OlQV8IIes/MzNTnj8RGRmJ4uJiZGRkoF69enKfUSLIhg0bIioqShIjKW3h4eHIz8+Hz+eTZ5HQBBkWFgaHwyE9x1Qn/IB52uc5MzNTDlxatZSUlASXywW32w2XyyWjBohQKNKKBBkulEZGRkpHweHDh1FQUCD7NUW4c9LkREqCPE3C/H+9AYVAJEte2vDwqkNKaY9d4GhkJkUiUFQuB0Vz0XZuQBXppqenyzR0YNb27dtRr149xMbGIiEhAT6fD3v37pUCTL169aTwQtGFhw8fRn5+Po4cOSKjK3JycmRfCqRAn63gxgN+DTDeKojfC2Ss0edjdL8mQ95/2Q56pVK/oi08PBwNGjRAcnIyOnfuLI2i5FjNzc2VK9wA7fY7/IwfEpzI0ENCIY0dEhpIsOKCEE32XFGjZ7iixtuMG0L1bcoNXTSvAJCOTOJocszz9qaoPr3gEyjiw2gVSSAYpQlkoNK3WzD56/ttdfnXBP2YqClPvXJvlNfxINjv4P2krvEdB317aGioDHpxOBzSAJ6SkgK324369eujXr16iImJQUpKipRjaL4mRZrv0ax/jxBCKtW03SkFgHBDCVf8CFzBo/zobwAyAo6ULeIYvTLAFXyPxyPPgqPVLtQv9AYerlzqHSOUr/4a8Rpd43JPZWUlcnNzZfQ0BarwZ/n2ZbSiloJTSO7hh//yuqAykvzMI2qpTMRhAKRsSYesCiHk9pxklKKgkujoaKn8kazFDQ0kj9J1agOu4BlFoPH5htpcH5zCn6V25Vsd0vmHUVFRck46dOgQ9u7di5SUFMTFxcFsNsPtdssAGr2xgQyJ1FdJqeTb65Icx40V+nkHgJRteV/l6WjVCsnRfG6jeqetiOidtG3wwYMHkZeXhz179iAjIwNpaWk4cuSIdJJwQ6RRnf8/9t7kR9Isu+48Zj67mbvNPoTHnJEZWVWZrCpSA0lRokQIIgRoI/EfkKCFFqSAbmml3vWmCW26V1KvBAlaCAIkSCAgARpAzRRLHFBJsphzRmSEz4O5zT7a0AvH7/qxF+aZWUUyQx2hD3D49Nk3vHffHc49977UHqXBeRqkvy4H78w6haxXKpVCX6UgdjabDVJIt9tVLpeLPTdSGQZoIJ50/8KBI1i+yCsdDUajkdbW1mKz3P/xP/6Htra2ooKXCq9sNqtOpzMGKs/Ozo61eSaubTQaKhQKAYRDcEO28cMmVWw4Ya7Vauns7GwsiYSeJ5lYqVTC34JQx3uhlyUFgdHlNrUNk0C0SfLMuanNv8lfIr7lmdCVhUJBmUwm2i7Nzc1FwoqxcvIe7zYzMxNVldlsNvAUlx8nIabPNulnB7Mc0KeTAhVprvuJPcErXOac3EASx9sOYle8Mo37e6LBD/xvT9LzWfal8Wuw5sAwGo1G6F1k2McrJRzcpK/8XOwm1UqQL71jCM/T7XZfm8QI6+fDDz8M/K3b7Y61YUfOOcBvvKUeoDpyimyAddBKfzS6Ihj4/Ynz/GBOWOOA9GCJz58/H0sig2lwT56JtTozMzPWZr1er0f3DA7k1Imp+AoeS3oSwqtqkNMUr5SuE9Ie/0/CEhg/5NttjhPLuSbPwNinyUpJ4X/yGa6dEl8gBZ6dnalarWptbS10SbvdDtKtpEic8NxgAJ4wZ/8e9qkDg5M01sKO507b2vnYpJ2HSJBNIsq775XKFv/jGoyHE6f9+ySZ9OoLKr7ZxsCJCCSUPNbxa3ks5X6t612ew/VuSiDgWZBbsHHkG9IbB8+PDZU0loymWwBz9VWOVyYxMjU1pTfffFOVSkXFYjFaJTGIvsk6C8A3Fy8UCmO9+jKZTCwsqhJozdTpdPTJJ5+EIX/y5Immpqb0ne98R+vr61pfX9fp6almZmai2gPgHgH36gYyyJSnTQJ8AOs5x/vhIZDSdUDpQa5nxfndg3/+ByPt008/1dHRkZ4/fx7PW6/XgzGCA0kptge0/A5rb25ubiyIYjGy/wdOzvn5eSicUqkUi2lmZibKlUl28Vkc0J2dnWAL1Wo1jUZXm3zToomy/Y8//lilUkm1Wk2VSiUWojNjUJAsbBIZ5XI5jCqGCgcTRZq28iI5sLm5GSWulLnSu5yx9D6JHtxyr5mZmUg6HR4eamlpScVicUyZcDDHBL1ufHBYU6csDTwJSh2U9c9gMGj5RfBDoE5mn3n65JNPtL+/r9/8zd+M3u137twJRwNDz0ajVIkAWjv7Zn19XSsrK+p0OpEYqdfrOjw8VKfT0fb2tnq9ntrt9liy8HU7UkPowMakc9OA7Kbr/CjPMOm6ft+veh2uNUnuOW+STLPB8ttvv62VlRVVKpVo/9BoNHRycqJ2ux3y5iXq0vWeS7SHc6fC9bonSNyxSR0Gfz4cG3c03EFI39Pn0Utq00oQdApOIk68J2vc8UqdFh9vDmdqpAH5l83jpHPdNvi7T5pbD6rTz/jvXzVJ8GWyd5Pcp0HAJNDih7l3KtuT7vfDXO91Paanp4McQ6uPXC4XLTU2NjaiapjA1v09B8BTp9+ZUrS3c1ZmypZLAXQAJ85xe+YtawgmOFxHTNJ1rGXYyrRXSBlj6BLumwYqk8Ar/u72HmCq1Wqp1WqpXq+P+bfOtMOnps1mNpsNv3U0utoolGCdZ3PfaVIyGJ/Iz+OzAHmAtpB2GBva4MzPz0dVb3odSCMwSNNWamnSC13sFRuuQx1QSZMODkIy1sQX2J/RaKR79+4pm82GjTo9PQ3wmLYRHoQ689Ofn3uwOe3l5eVYexkH01MANpU/lxfAS4+nJrWgwz+k1dBgcFUBf3JyEn76wcGBtra2Xqgi8Yrwm+yCB9h8Z6xftyObvWqh5vs7uE/hYBhxJXJA0hdAgvXj1UknJydjpDwAC8bbgWRAi6mpqajcm52d1dHRUcSQVF1sb29H4gEZZB2wJnkWKsyXl5cj/pCuyI6+tgDaJEXiTrq218R8dGPwvde8RY0nWmgP7b4bCcKpqamIiXxfCw73nbAJvlY4UuYwn2Xe/Ehlnmv5uzqIiCyQ+IJUxhoj2Q1OQDIK/5a2rSQk0MueRL/pWdzuAC6nSRM/z9/R5cvn2Nt/OdmR50Ue/flSEgIAt1dEpmDmzMxMtAN3gsLR0VG0D2f90X7b598rztN5n/Tdx4x3QcZcx+LHUG1wdnY2ti+ht7d7lQ8S9Kurq5FMHY1GOjk5iY4XnrwnaUYlALKOvvFW+Iw1eITHcQ7iunySQOB8Eql8huvV63Xt7u7q/PxcxWJxDEvKZDJqt9uqVCrqdru6detWEDxIijG/7N3lvop0nchwXYLPiTyRtEO3MZ7pOvSOMalvJI1XZKX+0KQkoPu4rEkndEDGYbyQfdYu+p2EPeRtnqfX64XPTwt57iVJrVYrbCTJEvcliKFdJ3jCQLpOPuEHeXIpfVefE54jJba7TzwprmN8XV+4TuRIfT9k3f1X8ALG0u1eSiZIfSrkCvtO8i7V59zTnxnfweXE9R3H7Ozs2Bw7iUDSWDI6fWd8TghZX/V4pRIjd+/e1crKipaWloIxiBMFY4mgCYcNYfZ+jUwoxgbGfrPZ1P7+vo6OjvRbv/VbwRb49V//9VCk3/72t6NEGDANFjsTh4NFFYOksfJUP1hYy8vLkaCZm5sbY4G5YnIBdEcYgUqDTOma6dButwNYPjw81MHBQVyv1+uFw+HBD8/HomDTUt+vgjH156AnqLckg9XkLZumpqbU7XZ1fHysUqmkhYWFMEw4cPV6PRxzFiX9IUulkvb29tRqtfTs2TO9++67khRsoHRsMKz8nX6Q+Xw+evZSmkXmHmNK0oRkD0EJzFI2GIfZmMvllM/nY9F62Z47PIwlyZdGoyFJYwyUFJh1heeJEZQ1XzcZKJ6fPtzMLfdAfjyzz3Oj4AGeT05O9NFHH+nJkyf6r//1v2pxcTE2g6tWqxGMDAaDYEQsLy8HSNBqteJdkFeYb8ViMRgTlUpFzWZTo9FI9Xo9FOnrEhjfBDanAHZ6pEGAf35SUHbTffk5NcQ3nevA3ZcdX/YMfp47afxcLBZVq9V09+5dlcvlcCbPzs7UbDZjfdJP2lnE0nVihPWIIfbyYn+GFEzClqAP3XlxR3YS+DRpvNL7wa7jfzwbOph9k24CTX3sXGc7+Jc+86Rg9svm56b/+/Ok8vfDXH/S9SZ9xmV00mfSv/0w6+erPJuvq5ue+8uu8b+O8WN6elqPHz/WyspKVGguLS1pbW0t9qzyZMikY5K+wpbir7Tb7fBXHDSTNObr+JHKtwc+7oPwP2eU+Vrztcp9s9ls+BrePmPSenXd4IFKel76vDwLerDZbOrw8FDNZjPGxokUXmHHpsUESOhF3yiUa7gvwbUIQNFNTmThPB8Xb4/qiSZ8C9qT4rPBDiQxwnh61ZDrJPxsns+BLD/XwQjmIwU+02SLV/EBfqyurur8/Fz1el2ffvppVMoyrp5Y8WAa+XBQAjDUq5O8wsPHfdLacLvOuCO3l5eXYy20PKFGfOBjODU1FXFNoVBQs9nU0dFRVMosLi6q0Wjo6Ogo9j/wNZM+2yQbker41+UAkEX2kROXEebaW0AhK8RlrAUHSABa+/1+gEius1xfsj4glABSkCSBIMZemkdHR6pWqxE/8y6uC5AljxORQ5499bMA2JB56VqeSWosLi7G8zBmLmuMxWg0CllEf6Jz8LccYJpUCeDy6r6qv4/bkZv8mVRXO+jE7369NLFL/NjpdMZi8fPzczWbzSDu0XbcgStvi8gz4oe6LuRnZMdtDJ934PnL1qvHdNwTMBvCg1cteQIjPfx9AJcdvHM9iq5Ep2PPLi4udHBwEDgFMkb1KiCt6z2XgVQ2PIbxahc+4/bNxxh5pQuKrwv2CH2VDx8X3yS91+vp/Pxcc3Nz4T/gBzqATmIE/UVihEQrn/U2XDDSXY4AxX38OdfbEJHcBdfb2tpSt9uNrjWsw8FgoOPj47GuKpKiGwAy1u/31W63x3xS7L/rKg5knnPwZ6Vr4N0Tuu5zuk/mOJI0DoTzu/+Pde+H6yc/9/T0NMBt/DHWEARF5gt95q1SJQVBGGIMxGzGgn2HsWHeHpB7uT5J9faksU5th+tA97Ucc3Nfzn1g/zwH/pnr80lJlNSm+HX5jOtrfnf/L8ULeL50rn2MfE5Tf9Hlwn1NxpH/Mz6sVYjWjo/ybpNIVOhPiPouy192vDKJkZmZGb3zzjtaW1sbq4bAISJJApjOZ+ixidHudrtRMouz32g0lM1elVBxvcePH+vb3/623n33Xb311ls6PDxUv9+Pki0MkQsimzjRA/Xs7EydTidAfRaNV1UgBMViUdnsFWsMh8sFgsXmSlkaXxjuNI1Go+jvCvP++Pg4QObLy0tVKhVJ1yWj6SJE0U4KmNh00wFzz7qSlea5+/2+jo6OIpAm+ZAC/7u7u9rb24sWCZ1OJ4JI9g8gEeYs6kzmKnu4s7OjqakpbWxsRFKCOT85OYnyWypQMGK0e6DqCIeF0vPj4+MATlCS1Wo1FC0Gm/HodrthxBw8RR7Z1ByFTjsrHLHj4+PIhLvBcOXtLdPc+UoNmGf+pSvlXSwWQ2lhgDqdzpic8sUeMA544EQ4A7BareqXf/mX9ezZM3388cf69//+32thYUG/9Eu/FCz+y8tLtVqtqDiiZZwnAqempqKUfWNjIxirlJa+//77Ojw81Obmpv7bf/tv2t7e/qNSO/9TH+6Q+Px+Efg1KShJQfhJx6Tk0x8UKL4JOJ50njttrJt+vx/sw3v37kU7wMvLy0iWdjqdaNsmKdgm3pMSxg8tE1zXkXxLDTLOQwpWOevFHQDWVFrJkTpA7hD639MgivvjtC4sLIQDhO0BSEDPUuHnjhvgnjv86CBndv+o4JPbjpvm3OfYHS3+5k7aTZ/9Uf530+Fryh29L3sG//4HOSZd43UE/9Jjfn5ef+Wv/BXduXMngkbkPw3ebjoIZD2BOBpdEUOoXMVmenWkg06+Jlg/HClA4s8FuMPa53xp8pwPh8MArqgccIafVxA4EOpEEA7XW/6FP+pM1EajEbpkY2NDksbaitGG0+0N+pSAH3YyNp7kLVXaS0tL8azoc/wxwEn8McAgdB8+G0FVmiTh7ySLuR8B9cXFhQ4PD7W+vq6lpaUYA98EEv1NBR7n8Fxc10HnNHnmG1x6myDm6/j4OPTcwsKCHj16pMFgEJWNjUZDBwcH0T6GOfXAM23Rw7s769KT6nzOwTgHU1wWHdwAZKHqSbpuT+HjLyl8SuwS+0+srq7q7t27evjwoU5OTrS3t6dmsxmVJO12W1tbW0GWabfbY+QynmPSmn7dDhIe7gsAkKLHfFN1dBQ6w9tRTfITqR5A3pE/93mk60opT24QQ7399tuhX1utVlyPuJj7Ah765r9c1zsskByGwMJ6khQtQFLdztfS0pIuLi509+7dqIbzZLiPi6Sxlsr37t2LikTGnliayooUKPOxlMbZw/wPRrQ0njzx9e1/myTn/jeu52PBxtToxouLC926dUsnJydqtVo6OTlRr9fT8vJyxNV0PiDBtbm5GR01yuVyrHtPwHOklTOerHOgFX2JfIC78MWYMlZUHhF7guewDpCfVKbR0cxxChCnvp4nAAGiT05Ogu3v9xuNRioUCnr8+PHYO7t95gv/Hb3MOZ4oR1c7uEqVUkpKyGazsTk06/VVPjY2NvQzP/MzWltb0/n5eXR/IVmSgq/SNQiczWbH9s5xkgc6gHH3Dii+jxDgO228vXqMtcY8u98HYQe8jDUEQ56KXBJvEFXPz8+1vLwcWBHkUmwi6yXFetIkrCfSWK/oIRICkmJcvAIR3eb+ATiNVyE4IA/Wiqw7GRjfwf0GfAVPILDFAckP96XwvVjTg8EgWs8zF5Jizfh+xO63sQbB0JxQRezMmKLHGRsnRjsuwbtho9zHZ+zBSN03dDwB3eh2JI2HXb65vscVjlf430ej6+Qfdo4xHwwG0XrWkxGebEa+nMTs2E6KFbtt8FiJdesyBYkGQoLfg2pi9pB2+eL6XrH9VY5XJjGSyVztQE+A6Ew6DKY03sYAwfGsWb/fj42zCRgwNoBqw+EwWhlVKpXYO+T09DRaTU1yElGGLA53zNzouaC6w0Qg4e1bPAPtRjc9WEwePA6HQ3U6nUgMcJ3l5eWxQN8TIl62xDn+7PwsjfcsZI64VpqplDRWvuWJHBxcFAZK3EscMYCuJFjIw+EVE7BWq0XLJkoO5+bmdHp6GoqI58Ah5rm5hydrmCcWuDs3jIW3wsLh4nyCOleSJEaoDCIpAOOKa+LIukOXgm+utFOlmQa7HG7EXAb8f8yJdF1qeXJyEk6cl/WiwCqViubm5vTw4UNJioz9YDAIQML7jmOUAWuRCZch7sM4AfoOBoPY2PO99977SvrjVT2+DKj9Kn+fBB6noNoXHf7/L7rOF33WDajLYxq0p/+bnZ0Nx5EkInLirdqQOenFqo5UZ6bA0yRQ39ej9OKG7On4ca47Huln/Vw3+hz+vOhqD67dAaXqTlJUxAFScU+3P4wn+tzLhSmldSCWz2EnbrJLPrc3HZPm2cdiknzy/0lzM+m8m57ni9ZP+lxf5fiyz3gwkerzL7rm/zqu5L9araparY4FsF92MH7eVgk7TuDYaDTUbrfV7XbDVqVB303zkAYx6Ryznh3M4Vo3Mca4VgqcpaAZP6csNr+un5smdT3Qa7VaOj8/18nJSdhlev2m/gJgFb4Kvgt+i/tOBKU8D+ORBpXeuofP4Yvhc7sudaCR3/FfOLAZtPfkPIJq6Zrp7HEDetKBBMYUcOCmnvXpumYeXR5SOwbrrVarBegCcOBzm8qgv6+Dqi5zKbCaytJXPdIgl7lizgl23ZbiJ+PrMe+AtbS/yOVy6na7sQfE8fFx9FUHxPY9ALgvsdbrpiNT38TJA15Zhhx4gmwwuN6H0sG0SevHE2pO5ANE9MN1xPT0tIrFotbW1vTw4cNIAgKcOSDG+vPY2EFy9JvHjbyrg+yeGE79BnQIwP/i4mKQ93xduU2gO8L6+nrsa8reOanv6PG8+y0+X6le8rlLyWuT/ANf26nvkwKk6A3mnn0NWKe0KYNtzzyTGMD+4UeTNKbvPn6n+5EO1Kbv7jbSk+ouO64X0/Gb5K/znikG4eOL3nCAz+UjBQL5H5+FCAD5NpvNjiVssY9cz3Uf90aOubff39/NSYn48Z7U9sQIn8dHf9UTI7Tklsar3YgBpXFfivVIctgT9+4febWAJ1S5J3JBsrHRaGg0GkXSgkoOdDH34RpTU9d7INRqtYhXidG8bReEEr4g6HpijWoH4jPeVxpfZ6zJFBdM/QXHvlLf1T/jcW0a2/q53s7L11aq/9DlPl5pDO1xsL+r+4f4Emk7QwB8b4ULnoQ/xzO7T8v9+Ywfqb6ZNO6sf28zyTv4e/Dsqc50Hci1uW5qV9K43+ftpjiBezqW6jG8jwP/8yS2y5bL3qTDcXGXwfT5UvzYP+t6nnPSdfqjHK9MYiSbzapcLqtYLI4FtmR76bHe7/ejLJuN090hy2azsW8CC4rWPpT+Li4u6ujoKFoFZTJXjC5Y7ygoZw66ImBhkKmVFOBvJpMZy1gTmGLslpaWxhQmytId29FoNMbm4roYUzbtolwWZVUqlWIfDy8Nnp6eDmbE4eFhGAF3KgnUaC81NzcXThQJD1e8nhhxBc3z4zwQ+JIdhmWIY+IMkunp6dg86PLyUru7u6F0SqWS1tbWYtGxX4xnHpGB4+Pj2ISZNlcYIZ7Pjc9gMBjrX4lydPDMHfRsNhste2DEnZ2dBQuJgHBubi42DYL5zgaK3J8kDmMMwIvM4/imsuAJL+laQWIsOp2OJIWz53suuNKhj+rR0ZFOT091fHwcjsTBwYGy2awqlYoePnwYe/1ks1etjT7++ONoo8CzsvZarVa0P6LlBq02UMYEM95+a3p6Wvfv31ej0dD29rb+43/8j/roo4/+iLXP/3+OLwPSUmOSGtlJ17vpf5MM0yQQ25/hi4zZTc/of4cJglOVy+W0vr4eMoaTTOKTqjbW7iRWFsckAMqNewpo+bO6PkCn+WfSQC8NHF3uU/CP/wEkjEZXSVd0IbaQ1njNZnMMiCiVSqpUKrGB43A4DLvmAGc+nx/TE+ggkkveo5rvlCl764kvmtt03CYBAfx9EuD3h3ncJI/M2RfJ/k0y7j+n7+hz+lWe7X8d4wd+2A+TFJGu1xd7UgF8z8zMBPD6wQcfqNlsqtvt6t69exH4ehDGgZynTrwHkmnAhb7ywAp7zrulOoZ1ChiCrXdfA78PgAS/zYOuNNAETKa9aqPRUKvVikrrXC4XbUoJ2GEwetsY9xcYTwL52dnZaA3aarXCf0zJO+gZwHOu1+12gxG7sLCgfD4fgaYnd9MqCkgy+MroN/akOT4+Dp/KA1d0Pn6Wb7qZBqPuYwOe+l4g6A6CT+aXz3PO4uLimE83Pz+vt99+OxI3+KvofyfyICseoKegtvujvg6YQ29F6vp5kt7jd2f7uexJCr/QQQliF6rEaYE7HF5V2AMwEq94Vfvu7q5arZaeP3+udrsdVdQk72j/ipy9TgexHvNNrERcBjkMYL9YLCqXywXJaWdnJ1qL4uMTf3li0AHl7e3taKe2trYWiQJ8Jv/KZrNaXV3V4uKiVldX1Wg0Io5ZWlqSdB2r4NdlMtfMd3QYRDcH3knEuW82MzMTa5d41yv00AMbGxva39+P9qroTT9vOByq1WppeXlZq6ur+uN//I+rVqtJUowb+lu63tzZwVbewUEzjhR4ghSX+qOpLzgprkOnEz953IqumZ+fjz1+2My7UCjozp072t3dVb1eD9t4cXGh5eVlTU1NRZcAcASY3CRVPOHAfXjeFBNw3ZTaAY+h0/HxMQNb4Vzfp8Btm+MwJDaoMmJ+uQZyDjlgMBiErWk2m2o0Gup2u7pz507EF5ubm9re3g495O2oWZPoa/b3AUNh7kgu0brc93QF8+l0OmOVDIwJv8/Pz6vT6URs/iofEJpbrdYYcYU9zsDPwJawJ7RHv7i4CN+Rc8BhaLvsumhqaipaWVK5ube3p62tLQ2HQ1WrVdVqNa2srIwB6SkbPpO5IiLfvXtX5+fn6nQ6QdZlftkTDN+CluylUil0CxUyuVxOo9FVpRExl++dgl50n9P9QnQCz0by1InHrB3H62jRDhEGHed+JnYnrd7iXCfxpQRrtz0Oxjtpls96W9lsNqtarRYt8d13JvmEX0ncwFynBAv3qdLnc/8anIpxRz65plchShprO8o84L9QQez6wVtBOjHGY4DUX3M7nSZIkAXmOiUSpJVtKXkffMCratJ43n1IfwaPU7hmmlSaVN3ucReVsd4BKr2PEzi+yvHKJEYymUwYg8vLy1AUXjIFq73RaASQ4wu93+8HG6ndbkcFyuPHj2NR4CTlcjnV63X1ej01m01JUq1W0/z8fDjzzs7z3oU4mWmmLDX+BMopSIZy9I200+DHg0gWDAuIQGtubi4cOs+0ucPl1wBE8zHnmfidcXe2kDtBCCpOuHTdAzR1ZAmmCSRZBIVCQaPRVT/RbrcbjgPttxhrFBcGAgYH7LRMJjPW6oDxY3G6o4SsuOFAOTpoSeCB4nVmiCfFms1mJJgA9VEOaTLFDTqZZuTdq1AwknzOn59rptf1+eMdUMC8gxsBN37MCw4jzgbJQUoD5+bm1Ov1dHx8rN/6rd+KZ11dXQ2QgmQfbBscg263G/0BnRHKMztLHcd7bm5OpVLphZLAV/n4KkDgJHD2i36+CahPf/+qIO2kxMakRMmXXdeZP9J4kscZvGtra1pfX9f9+/djzynYOGzq2mq1Qj9TVQJblWumAdyXGdnUGUC3+v+d4eAOtxtyD5xJdrjDx+d4JtatOzrODCXgKhaL4YyQ+M9ms+Eo8vyAeuztxOfc0SXpQWIXO0uCk97V7XY7/uatubzSZNIYusw4KyY90r9Nkp2bPneTDDrgMMmpS89jrn/YwwOVSe/nY+DnTXrer5JUeZWPdPx8rvzvacUTPiLrENl2YINkCG0LSGCkbGDWHmvRAzeeBX/gpvn2oITDKyZgTRM4SeN90jnfr5mCaPwdHUGva4L9k5OTIG1cXFxEe4Ph8KrS2Ns1oFuc4OPz4fqCZ8NXcn3ov6MfpOuNiDnwPwB8ADlTW4BPiy+GnsSnYb4J+hm/arUaAZa3GiL4JYhOE2LIEbqOOWu327GPgftNqTx4UOtkFwJICCQkEgBzIJU4ExxZcVvhcuCBtctdaldTeUn1n8+ZyzwH68QZ/j5Xw+EwSEreS9z3XQSEKhQKOjs7U6/X071799Tr9aItJgDu2dmZjo+P47mePHkS+/K9Lgdz7KADvnGaQDg6OtLx8fGYfLHPoseV0nisxnVZS8R8MJohVxBLuAx5koAEIHoYPYN8OPGB5/fn4Rxn/zqb22MeQEN0Qi6Xi/9PT09Hi6hqtaqdnR31+/1oG+Z6eji8aqtVrVZVqVRCLgHDaP/F59IEo/tp6brzw+MxH8vUJ/Cf3QZxXdYjcVqr1VKz2VSxWNTc3JzW19ejXd3Tp081OzurfD4fpJft7e0gALLOaS07PT0dALQDoPyP9/DqHvSOx6f+zi5zyIyPVfqZFEchXkxJTN7iBwIeuodEs48hcT++gsfgJAgBjofDqxZqtJwE6Ox2u9FG3X3nSe+WEkYlRTKQcaO9WbPZDPD03r17QRI8Ojoamwfk8FU+IFiwT8fp6amWlpZ0cnKiQqEQe7qi27C1YHXov6mpKZXL5aiiZw5IZqQkU/ynZrOp7e1tbW1tRdKMxBnxU6lUCuAWfdztdsdkibXFWqMlXbVaVSZzvXE8pL5sNhvJEHQxe6yQ2MV/dX/H14rb8/Tn1F9kLHhGjkkYguN57ldzPY/XU1yK9ZwmHxwDIgnAOsNXwrfwShrHsrge7a6Yd29J54kf12FpLMh69YpVj/nTeJx39qpNTyIRl6T6k7FwXeH+G/KDrZh0no87z+6YrMuEyznn+R4inhTjfK/u8WunR2qbuIc/w6TuHO4jeOs35ttbHLqspv7oVzlemcSIpKjUGI1GARpjAMkmA4ahEFOHaWtrSzs7O6rX61Eee/v27TEQejS6ypK1Wi1tbm7q/PxcuVwu2gV5T0EPatx4exCNELkDiLClJUoIDY6nJwBcUcEuQGAd7PYMJIvJExmwW7gei5IyP99kLl2cKE0vi3cgbBLo54xL3p/g1RmIJKVwRuhVy/jwjP4Zrg8LEPYAz06rNRYXChMjxDWcQZ1mbqXr8juMngMb/gXI0Gq14l0LhUIYTD6DovdstRsHAkg3MN5T2AEZV2AcNwFIaWIkbZPjST1n3jBGJDPcyM/MzKjT6aher+s3f/M3I6Avl8uxFwxr1CuZYIUCUvBcvBcy74YGWYbh/rokRn7YY5LB8v+lQdpN4PFN//ui66ef/aJ7paCmA5DSiz34vQR1dXVVt27d0q1bt2K95HK5OA+ABZmn9Jn2da6rJwVk6XpK39+Dn3StOXDqjhTXR2f6Z9BVAJKsBRwFrxRzh8h1GTrcWSqwn0lyAKAQHFerVeVyuQgY0P+MIw4miZF2ux2JToLEo6OjSEbRugx2Ddf5IlB/0ph/leOL5Pam632ZTKbPM+kePq+Tnj0FF7/sGV3ub7rfV3nf1+FI39/BMf4PYIC9wXa4L9Tv90Om0R+SgiHlxJdJQAcH/oXb5kkgmds1bL0DOw6MSeOVwA6i8xn+70Cig2c8q78HSc79/X11Oh0dHByE3OFrDQaDsNUkFWARu/+VzkOamMCf9iDKg0f3ofD/8PG5BvPmAbO/V+qDXl5ehk9AMMyXA2eAGMQPjCl2AwKK+8gEa84I5LnYM8H32Ut1nq9zvy9jxrvj2/P8vgcLz8j1POmRHswlY+H2Av+OeeP3VB5dXrk38uKfRx7df3PAwPesgtzkrdh4B6qlWZv0YW+32zo8PAyg8+DgIBjb+/v7r11iRBpn6zJPxD78//LyMhjzFxcXKhaLWlpa0sbGRiT/2L9H0piu4fe0VXC73Q6fADBlkn+EDLDOkK00tnGd58CgNB7zOijuAE6q8wCavSMCcra4uBjVcCS/SXB6vCcpSCNUmw2Hw7jm4uJi2Biew+2C63tfC+7b8sysPU9wpl9+vo+xg47oAwgrzWZTg8Eg2kxTVb27u6tM5mrfTj5zcHAg6Yr8yVru9XpxHnrJ7ZGzl1n3KZkg1SGpnU7fJQX80rn3ymzulepV5Ab/lLgZWXWCEnvacG2Ps4fD4dgetZeXl1FBQqU2RCF8bE+w3RQzIOuehIG0AHbQ7XbVbDYD6F9eXg5shgo53t1Z+a/qgR4jSU4SPcUGsCluoy4uLnRwcDCGQRWLRZXL5bi+V3c6+YDYq9Pp6PDwUAcHB7q8vIwOK6wRSdHKncoNSZF4Q3fQGQVSNLEoe/d4pZ7LFfJKkg6CNueCm92U1HCQ2tfJpDgj3VeEMUnjdvc5pXGihSd4Pf5NdZjrfveFiNlTMqAnyl3+U5DeE534G3zGfdI03k91yaTEiD97+hl0kvuG7nP5flaO63oM4ePmvjM6dlIsmM6F21ufc8cceXb0oVe0Oz7MOT6G3NNjHJe39GtSEoTrcH+fM8eoHReUNOb/uv/xw2AHr0xiZDQaqdlsjgUemUxGn332mVqtVig+HIGZmZmxjdq73a4ymauytsFgoFwuF8kONhtbWlrS0dFRbPJC665yuazFxUVVKpUI5KhqgJHM3yWFcnPHxxcPkwyYT+9P31isXC6r1+vF4pKu+5/inHI9EixUYdAyhUwrjF5n6fmzOFvFe0qnCxTBzWQy0RYqddr4ApgjIPUMIffFEXUncnl5ORyEfr8fZbsspk6no16vp/39/UiCULVAWSogqAeWBG3cD5niSB1UP1BurvhcuXoAjAJZWlqK+/sGlR48+tilyor3BdQBgOx0OsrlcrFvB2AHe8jQG5c5QJlwPZ4f9mFqbAimUuPg1Sm7u7vK5XJaWVlRJpOJADWTyejb3/72mJFg/lGuPAMVXcfHxzo4OIj1gHMDCwMGJoaDZ3fg5XU4PKD6g17nRzkmAWFfdt1JBpwjBVUmfd4dOvTi7Oys7ty5o5WVFf3Mz/xMVP1xr16vFyDK1NSUqtVqJA1gaqC/vDrD2Ys4Mq67/X382dJn51oOVrp+xQkgoB6NRsFq9HXnDgr60nUrzoInLXG0CXghCJAcymaz0WP79u3bWllZUalUinZ+XiaN7vCAC51HZSYVYKenp2o2m+p0OgG2etKEn2Fjuy2Z5DC5/HyZw+P6MpXFL5LJLzvSoDw9UiDar50G6ZOAkPQ5Jz3XpKDlfx1Xhzvcvok1sgB4TYuQ0WikarUaiUPkksSIE0ec+MK9WJsc2D3Wqq97bDxyDtDCtTickOFkE7+Hg8wO0gPg3ASepeuCYB7Qhcqx1dXVsYpRKq7Z94G9vKgmm8RMxS9wP9HHjmf3gMYrb7HttM6anp7WxsZGBM0ESlS70Ne71+sFocJ1B3NH5c/8/HyA7MzTwsJC+N8uS57AYU4YH4Jj6XpzT67z9OnTaPn1xhtvRAI+TX55YAq4dXp6OsZm5PrIsdsj5inVIa6jXIa4JgxFdLiTcUjIu35xP5XPca4n/TnPGZx+Ha8wT33b4XAYdszXD5/nnI2NjbFNVN3/piJia2vrBbl8lQ/8aXwb1pAnBY6Pj7W7u6vf+q3f0sHBQYC6lUpFP/uzP6uf+Zmf0be//W1lMplo+0slGSAcBCj218zlcgGwS9eAmbOF0ySm2z1PnKEbcrncWAtA/Bh8hNSWejzt/orHaJxLXEQMRtwyHA715MmTaKssXVdvADLm83kVCoXQMcTo5XI52i3u7u6OVUwxJh6zpECk/8/9QunF/XnQrbyPJ5AcUKI6hph/f39fo9FIt27d0uLiolZWVnTv3r0xe5DNZiNhNhxebZx8+/ZtPXjwQI8ePYpqQrADEgWZTEZHR0fRCcHbUXmFpvutJLtYt+4HEeeSWGEuICc40ZKxvry8jHbjlUol9JDHy7THQj68mq/VaqnT6US755mZmcCCer2epqamVCwWA1PY2toKcJwxA2viPZ1MgX31hBvtb9vttprNZpB3GTMfNyci0SHh0aNHevPNN0N/Uhk1MzOjer3+h6tg/ic7+v2rFvl7e3saDAb65JNPlM/ntbq6qtXV1ViThUJBq6urgfmAC83Pz2t7e1tHR0f68MMPVSwW9e1vf1tra2uqVCohF17pS/KXecH+kRBmjgBzSWZI120lvWMJ+B7tnTKZTHTLYC3VajUdHh6q1+vFnJbL5Rf2cgPvY+0PBgN1u93YHoDY1jdeT30HabxVoidXkTH8H8e6ODcF3dM4lWsh09h7x8E8se2VT7yr64hM5rpjDf43/h16wveNIhmFHnWgn2d1IrWTATgXfePJUq8kSv1v7pvJXJMV+bvrL/e5uaeTNd0Hcj+LOfNn9Oszdo5BpL4h13F/k3EBL3bMxXXYTbGtxzuTZMUPziGxhy/hcQ3riHXjFaLcF5/zR4mLX6nECC14cABHo5EODg4CkGECFxcXx1qD+ORhTBYWFlQoFFQsFsdKez1IxXFh8bBxNKw0DBgTzT0I+jB2GH6uT+BNv9yU9cE7SBrrncui5HwXUILs0Wg0ljwisEoDCj43ieWVJkVYrCmbzMdr0vc0yPesKIvAwUPuBaCGU+D3bzQa6nQ6arfbury8DNazO8sOtvniRhY8QZJmPdPAjvM98Od3By/d4SPwJ3Dxclx/Hjcifm9n3RC8A2bgpNKrFzlzZiztJ5Bb2N+MuSfGPEjlHK8icTlzB9fZqhg7SRGg8OWBGwHyaDTS4uLiWAaeZ8CIwxbt96/3VOEeBARuzP7XMX6kYDG/p3+XvjxZ4p/9Kvf5gzxz+jNzT0uRxcVFra2taW1tTcViUbOzsyGPktTpdNRqtdRqtSQpAiLpulLOmVrIV/p+vibTZ0qB/HT80AWuZxxsQ8dzeAWcB66sIZ4FXe06g/fh2Vhj2Ww2mGUEtPPz86rVaioWi7p165aq1WqwId1pxqlDZ/k4sHYBnhcWFiIZS8UI+wvQTvD09FRzc3NRwYPz485UmhT5gx5flBz5qsekteL/+6rXSAGiL7r+Tfe7af29bocHbdhjZNxlFAcf8IQDe+Vjn8lkomVVSuLwtZYmQdJnIdjimq5DUtn2e7ltZS2k/lMKrvmXB2epD+My537OwsJC+Kr8z5nj3j4FcCh9ljSAS5/Ln8N9Au7rxBifPwJa/CaSF+xnRAsJ79/uPjff8/n8GIDoyWhnp/mc8d6eEHFwwFtuAYxxTXywcrmsy8vL8HUmrft0rjwo9HYJHrw6QOpj5d/T//tcTdKxyKEDFGmw7/KYypxfPwXEeRZfM24LPaHlti1NMmKHnB3oFTBUib6uRzpnDpYjp1Q5UD2ytbWl7e1tra6uamNjI+y4k8ggmBHH+lyxnphbT5Clttf1IuelcSRznOq5VE+7TKbX4O/cwzdcZp3jCy0tLalYLAaI7gS60WgU8uZ7ElAlASA7PT09RshM49tUR6dxptuldD4nvb/0IkmD52Vepqamot14u92OPRaWl5eVy+Vib0vGnPiLKv9isRg+YSZzlVhyX43nAveQrtvBpIQ6npd58zgzjUdSTOKLfB3mY1JrQXQ/GIvHqJzD31022EPLZdR9e4/x+ZkxdADXiQF83oFrKnk8MeL4kXRdvTA9PR3ANp9ptVqRqMOGzs/Px/5gr8uBr5LJZKLN1mAwiIpDuo2wNqh4mpubU6PR0GAw0ObmZszh8vLyC9gP8SH+Be0tmV9aavZ6Pc3NzY1VnrnMsy5TX0i6TgCAM5KY6/f7Y5V5tECUXvQfpOtKP5ILPLvLYXr4unO9yf/cB05jWZ499Um/aN26D5L6pO7v8iyMH39zbNHHwe/pcbOPe3ofxi5NBvm8+VylYzgJF+MdpXFyiusQPuu+kP8/xQnS+IN5Tu1kis36s/rffS6QjRRPcMzBv1K5SN8t1Y+pHXc5cRvpdsU/l843NjYdjx8FN3ilEiMnJydhHGgJ8OTJE2UymWCClEol1Wo1LS4uqlAoqNfr6ezsLDYLq1arAbzfu3cv+qwjcGSnPIkAyNPpdGLiAOO9LzxMfhgwAHRe8pnJZAL0bzabAUJRwUL2zDec9NImhMQXDqD54eFhZIDJyrJRnCuWSYkDhJMkjjMkXYi5vwct6QJOHRuCXIQZpwWlz7vhzLNJHA4rfU8Hg8FY5QtBb7lcjv0F+Dv3lRRAu1expA6Ny5m/i5f1uXNHIooSWGcTZrPZsY3R08ywAweeVWbOcOxgJHS73WARtFqt6DUqXTulR0dHwd6GYVIqlZTP51UsFuP900QQRp4qjOFwqF6vp06no5OTk7FWbMgp1VeDwSB6a05PT49tTDUajYLBxLsyLsPh1eZlzPHi4mIEyZ1OR8fHx8EC5rNTU1O6e/euCoVC7CcxCXB6VQ8Per/KuXxPgbM0cPlhr3XT/246JhnlFKBxXebXzmazoRNXV1eDUXP//n1Vq1VNTU2p0+lob28vZG1zc1PHx8f6/PPPIwmwsrKifr+ver0e4JY7UMgYazx1nKTxDZZ5fndGONxxwcFhXQ0G131CvaKMc2n9OD09Pda2Cj2BLsGp6ff7EbgSLFFK7kc2m41k0uPHj1UsFqOa0sEIZ+zgsKR6PpvNamlpKT4DMw/mFPq71+vFppCnp6fRamt/fz8q3CAaeOut1AGdBIqk8/BV5dWv92Xy72vH758CjjddMwU+/f7uIKfvk76HHzcFOK/LgUw6s8rBcPfbqGrqdDqSxllUDjo7E49kn9tHLyHnug5sedn3JIc+k3lxbyHputQfRjNAFklg7LXPt4P5DqS4jnfyhQNmAH8OfLGmIZvQU75SqahWq6larUbLGddhXBfQ4CaQb9L+cVSWensWJ4EMh+NVCeVyORia7XZb3W432NCA67Ozs1HNTXuLs7MzraysROICUgmyg/4EWGcslpaWNDs7GxtSZzKZAFSQgW63G/JF4qZcLuvg4EC7u7u6vLzU8vKy7t+/Hy0LsS1+4I86uYpWUcQXnizjfbEhzlB3f93bwqWgpIO4zjhHfj2R5wl3gJs0DvA4KSVxjUaj8BWRaf+Cze22FiKPMz095gGc8kQdMdPrdLBO3C6zT2S/34/1PD09rXfffVeVSkX5fF6ff/65Dg8P9eGHH+pXf/VX9d577+mXfumXVKvVlM/nx/bbmZub0+rqath32sgwf8QunsRERgaDQSSlXQehR1J/CjKgg84AZB4HIAvoCrezyCEb8S4tLb1AMGOcyuWy7t+/r/n5eXW73WCVs86Jv5eWlsK3abfbyuVyKpVKWllZ0e7urn7/938/4jTWJC2wvSWZE+HQBSlBjXllfTkxJvV33LdEn0kKnXl2dqZWq6XPP/9c/X5ft2/fVqFQiHZM2WxWy8vLIUflclmlUkkPHjzQ6uqqisWi7t69q9PTU83MzITOQzaweYDGmUwmCEo8M9dOdZD7P+gwnh9dz/yn/o53CSARXavVwuYxF3S0IG5F/pCRfD4fe0wcHx/r6dOnmp+fD7IsrZt4DuSa1lu0V6ct29zc3FgbHTCe8/PzqMLa29uL/XmYe0mRFHS5RS8eHh7q/Pxcm5ubUb3z6NEjVSqVwD1KpdKY7n0VD3RLuVzW9PR0kIoPDg60tbWlweCqcqhareqtt97S3bt3Va1WQ08tLy9rcXFRt2/f1n/5L/9FrVZL3/ve91Sv1/XgwQO9++67kUzBN0B/QcZDVo6Pj6NTDDLf7XZjPZGYYN3yDMhGt9sdi1vQB/hDxFcHBwexhw1xWgpmow+9whkfER3kcQsHetl9V/wGx+nSpDfJ1DRR4QRhaTxecz/FGf/SeKvXSeRl16GOX/oYcBBD4y8tLy9rfn5+jPDjbRx5HyrLsDG0qnag330Qfx/ewb8c90NnuC+eXoMx5F79/nUr/bSSXVJUmbttpFKU5/QKxBSn8OQx5B6fWzq98L7ua/J86Tu7P83hMpfiKD5/Ttpn/LydLO+Jv+Njjn35YWPjVyYxIl0vIiY0k8lofX1dU1NXG7wBBAPu0pIJ5XZ2dqbd3V09efJEOzs7unv3bpQHez86ymVzuVwwadjIy1kAlHE5cOWBtC9wNmHyXnXtdjuAfwLGNFPHQkoZyF55IF0tBN9snuvApONzaXDG7yR4KG/C4fVnSAMVBJGFx3eMCoE/z4uhcAfCFTiLjoQDrG+SBShydyiy2StmNM65O0E4HJzn/0vba/lYcA4sa5iT6dzi5LJxZJpw4no+/vyM4cRwSQoFytg54OhOE3Phz+PtJXAams2m5ubmYs8BWPfpHixLS0txfQBSnpPz3VhIVwbr+Pg41qPLD+NGoidVoChrD6iy2eu2FQsLC3E9kmiwZjDkOIKvS2LkpsMBYA+gUtA1/cyXXfOmz6b3SoHjLwKj/ffUsXMni8QfG2XmcjnVarVg1FAqTNksbRCnp6d1eHgYlSWAUvRxBfxE/6TjlDo6OLk3vcMkxoyDhnze2dI4yg4uYMtcZ7j+R2+klWS0o3OWEOuRMV1cXIzWWZSN02rP9S9f2DGC+2w2G3v5ML+eMPG9gTxhfXZ2poWFhQhS2ehzYWEhmHP0fyYJBIMufaZUjlKnLJXJSXKXytuk/3+ZzDK3fp8vcsYmXX9SsJ+eMynh+FXu9zocOPTI4WAwiFakDr5Mcvo94GMe8Y9Y505W8CpiaZzd7L4Q+sjZeXxPGXlcgwqE6enpsG+0klpaWoqWeGlA4/dwuXefb2rqetP24XAYtp3nZFyGw+FYS0FscT6fV7lcjjYprpfcxviYpP+fZJez2Wz4Fr6xKIEWc+E6DH8eXXN+fq6jo6MYTyqGIc/gT6XgPcxOdC0gmfTifghUkDPmEEXwPQnOvIKBfa5mZmYCVNvd3Q3WOfPibVXTuctkrjfnRBfjk7lMORDsc+H+OOPtcpgGj37eJDue6le3hU4icJuV2lTm1olhKbjt5ACX80nMcezQJGDkdTrQcegq/3IZzmSuk32ZTCb8qGw2q+PjYx0dHanVakXCyROT0tX8IcP496xN/ADY8M6WTvWDy1CqH3wvUHSut9by2BHf3xN8ru8lhf9IGzB8Eo8/AM7Ozs6i8j5t9YR+YbxHo1HEx1Txe0IiZe36evBEOuttko70Nen+ovseLv9uj9ynJXmKDiKGrFaroe99bUOgq1QqkWhkPhinfr8frcNoRVWv1yN57jLohEIO38fB/dlUP/BO7v95IgGbixzzf+TTE/Zp2x7GhypI7E6v19Py8nLsszU1NRXkHQh8JA2xpSsrK1peXg69TXcOYuNutzu25y3tYSBNOtYDVoHsE987cbfVaukHP/hBrNNKpRIyk5KhXrWDRCv+CNVPKysrkYQ6PT1Vq9XSRx99pEajEbgHmAKJj/X1dZVKJXU6ndiz5ezsLJKezCWJCQigq6urevz4cRDvIGfv7e1FcrVcLgehBOxIGreDbs+l60pVwHFkFHlw8q1fg/WBTwxg7n4AdlS6Xn8efyOHDmin9tyratM4yGNCB/k9sZnGM15Z6l88i5M6iEPdl2OdeTtH921SPe/X9wpizuXg2Se1b/RqHf7neIH7kq6jsSfcm3XqGKLH+Ph3afWO4wdOWOHdnZSd2kvXnS5/PCvz63KXPj8Yg9/L7++2z0nkLq9+PvchHvNqJ/freF//7u836R2/yvHKJUY8OMxkMlpZWQngFueOfsLsw8Hkk7V///339eGHH2pzczN6psIWXFlZUaFQ0MOHDwMUIlCjhH80GkUbJ68McLDdv6RrdgPXGAyuKlFwWL2nGgGRL5o0eOFe3uOS4NCDBRZiGpSkixfmMc8EmxhGnvegl8ZbI3i7LhYJ1Qv1en0sgPMAzzOyOMK8y3A4DMCDa/u7eZKI7+m4p++cJkacxedjzLuSMIAZgjOGgmMfE8/q+nu6MkMO3aDxrq6kCTK8AiWTyQSD0R1Gd/6Ye0lRrcQ7eVIF5gTOlSfClpaWYm4dOEqZnawnNvfzrC1MHRzMVHa5PobCe0/TD7RYLAbgS+k/G7WfnZ0FgOLgxutwpIo/dTi+6NxJn3PDz+8/LNDgjkB67/Q+6TOkckGAl8vltLS0pFqtptXVVS0tLUWfVdYtxnp6ejoY0FRMkMjEKfa9m9DdKajojpA/s39Px2YSqy1d++hwfgfw8nYtfr10jJz5jc4gEPBWjOg2D7xhv5TLZd26dSvajznLEN2aAmCeoHAdl+pYAnB3hGi/QW//k5MT5fP5qEBrtVpqNBqanZ2N9UxShCDT+y2nY5sCdumcfZGs+Rj7+akzloKIKZjzVY/UHqfPm9oonmXSO/wwjt+reLB2PTFCKxSv0uK7yyfrzP0VJ4647OOTpSBe6mPwNwfRfZ2S2OfarocAjTwgTt/D/YpJ10+DTgeVYNaORqP4mQQx6933UiHQnJubixZ79L9m7NFF/D5JftFBk9qqkLzFF6flK+9Lmwp0ACQZxhrCBQQS/DT8G0AAtyvIie+D5vPn7yJdt150XxVgDJ+qUChocXExzpuamhpjLW9tbUUFN0kQ5rtUKkWve8bW7YiTp3yvQp6T81Pbk76vdM3C9uDUP4Ncu7/s4+GBMeel64B38OfjXK7nYLPLCs+HDDjI4rGPy7mDAynw+jod6EJPIPFFxRO+0tLSUpxbKpW0tLSkfD6v9957T/v7++p0Ojo9PQ3yE/qAtTw/P6/FxcVYj81m84V4jI2CIQpyMI8+1y4XzDdxL4Q2j0GQJZdrJ08QgyDPrDnvHQ/gRfJ5OBwqn89HYoSKCJKfAHSAN9wLnIAuEug5qhVSW+ExLe/kbHIOntHXZOpzEPOka5+1SKIRIujCwoIODg6C+AlwmybYJcV+KgC6Pgb5fD7aD1EFTEuohYWFINsUCoVIormN4z28OwL6nTHxuXZwTxpvZ+OxPLEjMjGphZYnbHwuSB5ig1utlpaWliKJzed7vV4A7owZMQbvjS0FRD8/P1e9Xo89e+jagR/tREtfu4yTs/iJo1l3u7u7Wl9fDzwAuXI9/Coe+Ay0vELXlEqlIF99/vnnsUdavV4fiwHn5+d169YtraysaGVlRaPRKPYWgvg8HA5VKBSiEhS9MhqNYs7feOMNlUolnZyc6PDwMHCJTqej+fn5wC3wlVhLrkOkF/0n9wOZe68sA5/zvdlY606U4zMp2UAaJza4npE0trZ4Jq9qmBSH+bXcv+AaaQyNfkOP+3NK10RnME33U8AEh8NhxKZfVNmRxm/ub2MT0udDr3rL1dTXZz58TtNx9ufmC1uS+lm8d+p7OV6RjrXH+NhCMDiwEdcnPjeeQOFwmUtlEZvmiRFsOevSnyn1Jf18Hy90/Gg0TgT39pfpZ5z8lsbqr3ViRFIYapwANpqVrqsyfvd3fzc2nuPwREI+n9d3v/vdCD7JOrOJbL1e19OnT/Xo0SO98cYb0auY6pSpqakXNtdyp46Jlq7bI8F8c0FqNpvRKqnZbCqbvWp5UigUVKvVIqhnYbmS9QXhLanYoJvzEDR/PjfGAGM4hTB/ZmZmgrng4ByOBw4iDCKUc7rZrld4pErTv9yRYj4dtPfsP+WFbkC4Po62gwe+6H3xuCOGQ0egDZhwcnISIJ4H3ThXzppOg+AU8PLDFaoDdjwfIDDXY67c+Ts7OwtnK5O5Smw8fvw45MI33nJmEckhDzKRG8ALHE+cC5iQAJ6wXSkNxnDT+md6ejrYm7DWC4XC2IaogNrMjSeuuEcmc9V2o1arjTnBJJBel8RICoB8lf8hVz5GX5Ss4O8pSJsGbF/1/uncTAKnWUcw1ihbZhM9mI/oLhxinAwSlDBrC4VC9MqWrmSl2+2GziCp4FVwrlNTveQG3p9/ksPEeakzk1bIAcyyPj0wch0K6OHBtKRI/J+cnITeYcM0kvlUii0vL2tjY0Orq6sqFApjgAY/U2rsyWQCcJ650+mMsYoIFAgksVOj0SjW99zcXLCvsC+lUkntdluNRkPb29tqt9s6PDwMu5jP53VxcRFtK/0Lxl66YTXj7LoT2XCiwk1y7/PtYE3q4KJLU6c7lQF/lpvuOWm9+PmsOebF7/HDOICv2sHaYK1cXFzo4OBAg8EgWMKpvkCuG41GyGrarocko7cP8AoGJ4EgDzj8gC/oIGmcSeXBBfdmXSHDAI/9fj/29cjlcmNgCbbbqw0cSELmUz3rfh5VqL5Wq9WqKpVKjEdayZmCcPg2Tmpw3dDpdGI8HTzHt0KvoXtOTk5i7XMf/EaYkp1OJ0Df5eXlSLiStKAv98nJSewfiO7xFmlOaknbKZKQ8X3/ZmZm1Gw29ezZM/3O7/yOLi4uVKlU9Pbbb+vtt99WoVBQJpOJqjhAZCpUAKR9I2CegxZeCwsLMU88E4Crs+iQM0884ZemwXXKKnVme1oBlB6pD40dd3vuhK3Ur0fWuBayn/oJNzEz3S6nAf7u7m7MIWQ4D9RflwMCSS6X0/T0tHZ2dsYSiCsrKzo8PFS73dbz589jLmHF3759W71eL9joxBJOnkA3uV8gKWTw7Ows/PibEmTMFfbck13OdmWO8Sfcf0sPB7d88+NUr/OsrrNYX8Ql+Xw+9Aks8dnZWT148CCSw7zvxcWFnjx5oidPnui9995Tp9PR1NRUgK31en2sDeAkn9LXm/ueruc9oSCN2xJ/N/QD40qb493d3eiesbW1pUajEe8FuNtsNtXtdqPC4tGjR1pfX1ehUAi9ThtKkh+j0Uibm5tRAeGEGexBKgeTfCXkwiu4PWlNbMk10Hfum/nfIBKCXXhlHrpVum5FA4bQ719t6H15ealSqRRER5I4q6urqtfrGo1GOjw81HA4DJ/aW6nv7e1Fp4Z2ux1tzJg3b3Prtpl3YfzQ2cw9Pv3MzEyMP5UQlUpFGxsbkTR51Y/T01NtbW3FXjm7u7tBMIBM+cYbb+j09FTHx8fhV0gKXGJvb0+ZzFWXmXw+r2q1qmq1GvpuMBjo+Pg4ZIs1T2XJzMyM1tbWVC6XNTU1pd3dXe3u7qper0ervZOTE+3s7Gh7e1vFYlHf+ta3VCgUwh9B7qTxpIR3ewFLwa5L15VkJJmpZkJ3EueiXxcWFsZ0q1fYYWddnxNnuD335IrrMce/8NG4pleDSOM6wEkMKVDvWJi33/Pn4vP4yaxVWsDiVzmmR0U2R5rk8QQQ16Z1mROXJlVpTIrxPDHA/HqS3u0Rh/vYPI8THdM4GJ+Q8eN5uF9KghmNrklQnqDFpmBz0H+O90jXfppXCbvt9jgVPZb6oo4f4eOxvtgeATvG57gGz8Tcpj6p+/Ff9fhDT4z88i//sv7Fv/gX+vDDD7WwsKCf/umf1t/9u39Xjx8/jnPOzs70t//239Y//af/VOfn5/r5n/95/f2///e1urr6I9+XxT0cDiOjyAQwWL4ZEtlVAgc2NQScnZubU7PZ1PT0tFZXV6M3MckBDBD9HsnyoyAd7PLF5cbOs4QsBJSMBzdkvAeDQbSPAizEMXWhw4Hi/l6K5CwM6Zqx6qwMVzqc718eULmDR1YacMoVPe/lIFgqqDzTJACJhZUCUoydV2tgxFLgyBUBv/MeHmSlwBX3wnC4vHkmMnVuUZyAMe6Ue8Dq4NykZEmaaeVrEvDqTiFsyuFwGAEKG1ECOiAbXA/QhcQDTqA76a68fDyQc5dl5I7e2OwNIl0HNVTfFAoFVatVLSwsaHl5eSyD7wDKaHTdroIxIVCTFI6gy/nXebwsHfhlxxcBsF8Epqb/SwO4H+be6febDmQLALBQKKhcLiufz2ttbU3Ly8uqVqtjDgUGHT0gXW8SjPPiwCd6L9VT/nyuE/g9m82GLk0BddYbY+TjNGkc0/HkmoD7zhqTFJWJ2APfVDh1ZgEKSUpwvXw+H1U3VL0xXjCgpqamxkA7xtJ1Hl/onBQo4/1SANXXbPqsOFhTU1e9XWm7xbPgGPt9faNFB29TQNAddmyGBxfSi5sUOyiBDUgdUQe4nWGfOp9+ra+yBr7snBRQ+WHX5B/V8TJ9QOyN22dkE5nD58JWOXiPvNNmBcanNM5sT/VY6iMhl5Je2D/BHfpJfqEnJT1gwI9wv5X1lAbT7iO4Dkl9DOTRWbfuM2FXfb26r5TK3aR7+H1cZp3h5T4F84K/50GRryGCNnxyADvG2P+ObJyensbGyIw54Bv3QEZ8ffMu6FoCb3QWcgPgAgDKHBOson9d37Ipq4+3AwEpWOZj5jKYBoMOYPAZ1xceMzEXaYXFpOA+9Y99bDg8Nrjpc+l9vGok1W0u08i5rz0P8J0dSuXz1328bB8QQHZlZUWLi4tjf6f9ztLSUiTkGDfkFR0zMzOjRqOh+fl53blzZ4x8BkgEyQG76z6723zp2r9BvlOg3OObVE+lOjKNVbkueoLPcaT+wKTr8Df00MzMTIyXvyMkHQhh6F/0yfHxsXq9Xux158S5SUSGNPb15/PxmbSGUv80tU9u+wDrvToFAgHvzV6ctCYaDq/aMrFXBj6us5B5R+wvca8T59yWpOvc39XlwBNADvzxrK7T3I4585n3dMKTx5YuJ8QRyBryhu11nUsiiRhlOBxGJQ62iKQiSZFWqxU632XM2+hMipXScUrlgHFFzr0KlnH7uo+vUwei+9237vevWrYjf8SB3urHE7zgUkdHR5E0oXIIufZ2aK6TkFfk3FvSgcf5PLZaLV1eXmpvby+Iph5D8Q78jvyCr6Gr3a6jTx2zS22y+7B8+T1cZ6c6xTEm/p7KqCe3U1IEfqo/A8/lMdZNeu4mXelYmDS+sTlxmZ/P+vfEE+Pg1/Tv6fi53nAd6+8zyU+a5Mu5T8fnUz3pn3F7msank+bD/z4JC+WdiOu5t+vTSfPA9fx3l1uPxbjvTc+dypTrX5fjSXhK+s6pj+Bz8lWPP/TEyH/+z/9Zv/iLv6g//sf/uPr9vv6P/+P/0F/4C39B77//foCy//v//r/rX//rf61/9s/+mQqFgn7pl35Jf+Wv/BX92q/92o9839HoKlu+uLgYLHPvKzozc71BGCzZd955R+vr6yoWi/r444/V7/ejf/LS0pI++OADDYdDlctltVqtKA3d3d3V8+fPtbW1FQauUqmoWCyGQ8kG8O12OxwEqhpGo2tmGiA+wUs2mx3bxAylnslcsRb39vZ0fHysg4MD1Wq1aCODMoLlAeDNtRzE880Z0/It6TrocBYzzwYoSHkh2WkSR7AzXBmlZYAA9TAhHZhIAykOFBzMHcYMx4TN8GDYsdEV75EqejcY6SIn05w6WjwnDvJwOIxe+M1mMxwernmTcYHxlMoF88L/eD+cHH6mPZsH3BhWgnPKuaWrMnbaO9BODsaAG19J0UZrcXFRg8EgSstZQzhzHvh4+xICifPz89ig/eTkJErynz17FnIA6EQ11PT0tB4+fBgJEtZIsVhULpfT6upq3I9ncaNGknASS/zrPF6WDpx0TAou/bhpjCYZoJv+90XjPOncm55PugYfAe8fPHgQvY3pAXvr1q0xxrSkCMwof0dPcc9GoxEM3UwmExt59vv9YBNjwD2x6olq1iTtnk5PT0MnelDj4KmzbG4y5P4zn/XEOrJOMpPKluFwGJWGVGp5tdXU1JQKhUKwPlmbVNxIir/BaIJ5PTc3F7p2NBpFUtXZKP68XAsb43uCYGd8rhgz7jUzMxOMR2xaoVBQu93W7OysOp2O2u12MOcBdWCKsRHm8vKy1tbWIogneIclODs7q2KxGDrWHTsHQnFWmRtsqLejQC7SKsl0TyWAJ+TM2yeltnfSmvoyHeYg6f8Mx8v0AfFDOJApZCOXy0WAzGeYA+YKu5WC1dL1WLv9mwT4+55z5+fnsS8IoAuylPbtJ3D0qk/W2PLycvg3znyTroNBDyx4zrSq1J8ZAMwTOfhUACy8q+tL/OtJ+4T5uPIzwbyz0pzEg27lHUgeuP/mLRTwyWjz02w2xxhjl5dXe449ffpU+/v74SvR0qJUKoWN6PV6AYrQQx+gy/cr9L2raA1EFUixWNS9e/d0cXERoLMns6jaA5j29qb45qkt9ASMB9TMkYMNyJOTk0ajUVT6eNLfkx+0neA+vieU+4d+bwfgODxpjHynYFyarEgBEn8H7kdSy8fAr5XJZMZ67vM/B3xfBij4sn3A58+f6x//43+sn/zJn9SjR4+0srIi6SoWAOi/c+eOZmZmtL29HXtCIA93795Vr9fT0dGRfv3Xf10PHjzQO++8E3PAJu0fffSR3njjDb355ptaW1uL/RSZD+JAZBDChwPQNwG3KXiHrvDPut3zjgfO4EXmXK6J6yBQIHeQ3yBOLC4uqlqtKpvNBoEkn8/r3Xff1fr6ehAo+/2rvVbW1taUzWa1t7enTqcTrfF4Zvwz9Jf7EinRDFvjPuQkoOyLxo/3JeammpJKOgdRe72ehsOhqtVqtC1cXl6WJH3zm9+MGBJsgTH2jcWxJRsbG1Ep48A0+oG1is3xeUQnOD4xOzsb+hPCKuuId5U0xg4mTgdLYW49vnbbxXi5naELB59zmb28vAyfolgsjtk25sZ9v1arpW63q9FoFDYAuXQg0sFlntuvy/t6AoQ4GxIRdoBYgnX4dR4vQwcyLqVSSYPBIKqAHcNYW1tTPp8PQsLi4qLW19fVbDbVarX0ySefqNls6vnz5zo6OtKdO3ciwUnS0OPF1AbPzc3p9u3bge/Qbt/b7v/+7/++6vW69vf3defOHb355puhT9w2eoUo39HBxE9eZeL+kesFx7WQU/7O+fjNk+yt+8ue5EEXOfnQn0Mab1PFszpRxPG5m5IjrgddZ6Z7BDl5mbEmNkRXscaRC68Y4d39nZ1c5Qkp1rfHwe5jpzLJd0/Qcz+PFaXrtrroOScKOTHRfS6ONKnCe7nMSBqzg+hW5pH3YL6YK9dJw+FwLMGMbgR3hiCUzWbH9j5O/USegflnzOgAwRg5YSqtlOF9OMAAPb5P4+wvOv7QEyP/5t/8m7Hf/9E/+kdaWVnRb//2b+vP/Jk/o1arpX/wD/6B/sk/+Sf6uZ/7OUnSP/yH/1Df+MY39L3vfU8/+ZM/+SPdF5D69PQ0EgWAzPyM8K2srKhcLmt9fV1LS0uhLAFXCQ7K5XIIhTt1znAvlUphHH1BsqEdi8yzzDhkXkHggap07cx5QJLL5dRsNsMo05sSQNpLTxE4FiOG3RUMws9i897tLBoHszxJQHKCzxKoeAXMJNCTv/mzpOwGghlX0HwWJcYY+OJ1Z82dR2mc2YlxQEE6aw6F404QB8EzyQ/GwRlDDra5UmJO/WeuQWkeVUy+RwaAQJqVlV7coImkCeAhhpgkhPdTB8hlTFAcroB9vvzLFZgbT+TBQVGUPWNL26zl5WU9fvw4Nlvmi7nY39+P54MRnsvl4hno4f3mm2+qWCyqWq3Ge6SA1dd9vAwd6HPzRYmMLzMOkxInX/Xc9PBgxx0p/pc+C8lBkh/Ly8u6ffu2FhYWQm7og+xGGl2JPnW2AmsDJ7Rer0eSA5lMQR30cMpYYM0QMPt7SdeMEgcH0wQsv98EejsQwIGz54Bp6gg5I50SckljgCztWcrlcgB/6EjXLwS4bHrOe3vC3MfNnyPVBwRnnoBPmZvpWPizZrNX7SPRGWxySQKHQD+TyURCdWNjI/pZU3WSz+djLHA0HYj1eUl1tDvtbhs9GPIkGsQBr5ykUpKAlYAZIIrv2JJJYMeXrcWXAQBOOl6WDyiNtwJiDTiwBVDt85nqTOSBvbiQRweqJtl3ggLOI3HL8zjzied0nQXo558B1OG7g3yc40Chv4eTbdL3lcaZepK+cI1yb9jkacCc+lqpH4dcAwxhpwnKUoY565MA1v2R6enpSA6xbmjHAyGEpC4M3bW1tfgsz4Yu4xoAYVTTAawDvHvPavYTkRStaVdXV8M3Yc8rB2iZcwJCgEk/x3WPbwzrVY5cw4FP6ZrJ6TqaxI6Tm5xp6npMuk5O+LNwpLbLffJJto57OKCBvDK2yHG5XI6/paQEbJDHUs5uhaDg8k6LHOb76z5epg6UFEnA3/iN39AHH3yghw8fqlQq6c6dOzEn8/PzWl5e1vr6uiRFohAgFzkgtpSkVqulVqulo6Mj7ezs6Hvf+54ODw91fHysn/3Zn9Xy8vLEfZlyudwYoCZdJ7BoE0Oc7aCYg2+pX5TKI/93soLrWc71fUKI9VK/jeuznkejUbDHc7mcNjY2tLCw8MJea/gtjx49CrY6mzA7uOb6zPU4us6fBX0oXScjvyy2SZMqrL/p6at9jEqlkgqFwphtYAxZO/4cxKCMLzgDwB1Eo2q1qpOTk8A//Dk8lvf1nca2+Lt+P/8MNpbN1cEm/B7YjkzmilA6GAzCb8/n89ECbTS6IuZ5FxH27XDZYL5cf3qLN7elzCUxMPuI0MLXAVqXY68Y+KJ4zuUGW0KCqVarBZHw5ORE/X4/WtN+3cfL0IHMxdzcXOAz+Nm+1hhXSB7ECYVCQbdu3dLJyUm0vnr27Jny+XzoSSqCPD5kjqjk55xisRixKP7A1NRUED8PDw91cHAg6WptQ9ryRC3r1oF8xzl8/Xq1tOtf/AhaHLsvwVp2Xxj5476+br0qRRqPn9zPwH64THOtNG68KWZ23cj/8W+4vicMGZdMJjMWd1G5lu47BF7lcTC+uj+PEzjc905xAz7D4bbE39P9Zn+3FENgfLxiDbzY3919vhRn4XzmKcVkvY1W+tz+rGkCK11PxLcQh9BJMzMz4cNOsrMuI+57OrbtzzVpjPw5/bxUbr7q8Ue+xwitn8rlsiTpt3/7t3V5eak//+f/fJzz9ttv6+7du/r1X//1icrQwWhJarfbL5wzGo3U7XbDSUYYPNhDUfomSwxcrVZ74XrFYjGcRFqY4KSQFKlUKioUClGtwITCTETwfJ8PghAcztFoFAxgF2xvC0IJvqTYowNB5D29/ZFfh4CBHpZengqLlT0kAP9RBg628W5uaNwwpGwLT77wWQ/wJIWixVFwRYQz44kjglQUoyd0PEHjbSs8aEcBUO7rGUzG8vLyMkA5V5iwqnk+Zz/B0nbQwpUGMsVYeILHq2BQTp4YSZ13V65uwGDCcC/kA6PvDFAHlhkbdywdxHGDxrP5OuE7Y5f27kbuM5mrfU42NjZ07949/bk/9+dULpd1fn6u/f19bW5u6qOPPlK9XtfR0VE4B8+ePQvwgWdfXl5WqVRSsVgM4Nw3NrtJeb6M4+vQge5Ip8ckI+e/p8Z00mfdGE+6x6TrpmCP/93bsqAr6P1erVb15ptvqlKpBFMH2SExAqCGbHrSD8YsrJRsNqt6va7Nzc3oM0zvdwdhXGZSPeoOG06mMxeYmzRwd+CKv32RTKZOFbqG6zgT18cYfUNgTpk/YDCVjIB+JIZSNpk7nYD7nkBwx4TncR3Fs3Ae4+KtrVw/ch1PouFw0aqCPb5OTk50dHQU4KqXxGezWRUKBVUqlTHCw/n5uRYWFqJXMAHLpKQd17lJnj0QYewcVPT3QQY9CcLPOI69Xk/Hx8exISTv6FUCqUN3k+wwb/8zHl+XD5gCv/h+1Wp1zJ9ydhnj5sGtg8YkRvC9PFDz9SBpTCYzmUywIgkW8S8AvVknsOa8FzjPiT+VJkY8+eMAuTPXvHLSwTiOVK+lbVkn6XAAVR9z/19aCZICWp1OJ3wV7kPFSBrck1CLkgABAABJREFUuq+Y6l/IH/R2pyK82WwGeYiY4PLyUvfu3dPMzMzY/jOMFyzn0WgUxBKApZOTk5CN+fn5AO7ZbNeB/JWVlWhxC/jAdfHlsDn0Tnb9gV5hPqmqBkhzn9IBuJv8Mu6TzWbHkhDMH2PqQbETuHxOU1lx8MSrMlxPIvvcNwUNT05OgoVfKpWi5QxzxPxAcEjtMX9j7ztnLzImyOPLPr4uHcgxHF618Hny5Il6vZ6+8Y1v6I033hgj+yGra2tr4VdAHCEuJLYhrmi1Wtra2lKz2dTBwYG+//3vq9lsqtPp6Dvf+c7Y/ovM4dTUVMRTzr5FR5yenkaMy1y7n+G6KE0a+HcHDj0x4lWxvt4mASfp79lsNqqQc7mcVlZWlMvldOvWrZBjngn5W1hY0KNHj8IH3dnZUbPZHCPlpe/mOneSjuZ/7mP4u6dH6tN4YqRYLMaXx+joFm81yrPh26HHeW/s6uLioqamplSr1dTr9cYq/jx+9HXrCc50PpEBB4jd93K/kfXu+tExIPTT3Nyccrlc7BvDGun1eiH3VMjwTOhwJ79gVxmPlETFXHHtZrMZ7GnWB3bddVqqd922pj6H61ns6uzsrFZWVqLNGxVg9Xo9wPeXeXwdOpDxpNLQibzYCAf52Yf07OwsNr5fW1vTycmJstmsms1mYBEHBwcql8uq1WoqlUpj+oS5IRmFPlteXh6rXETeiWu3trZ0dHSkTqejcrmsbDar1dXVWN88p+8f7Jgf6wE58cSIg+fgg+hyJ/6SxACDdL3knWV43zS5gf7IZDJj/otjfBysyTR28/N8DThO5ePhseckPMvtwMnJyViliHSNAyIf6Dje3f1DDu7huKKPl+ukFKRPv246XGbRj9jelGyexs3SdVLZx9vnx+eW+zl2mq4j5tfljP+5DhoOh+G7NZvNIASCQ7BOUtzH3zuVef5OQsWT0/6sPKMfPnc/Smz8R5oYGQ6H+t/+t/9Nf+pP/Sm98847kqS9vb1oZ+HH6uqq9vb2Jl7nl3/5l/V//p//51e6pyuO0WgUSY1WqxUghJeefdFB2ejHH3+svb292AQ2m83q/v37euONN/Tw4cNgh0lXSYterxdKh8WGcUUIT09PYw8IFArCAtO+0WjE5zCoOLbFYjHO9wDUs6UwO9zJY16c3Y/gOAPWWWaeIeX5hsOhms3m2DsxNu7EerLCmW4eUAJgOagkXSs4Lz+jncRgMAgjBADlyt4TTWm7Lu7pwCYHLRhgJJOIyefz0aYMQBZDSoDhLTcYb5QHY+gy6oxEgBHY0CgynLlisRjtYSRFZRPAJ0AtTtfU1JSWlpZCBnxOPSBGRmdnZ7W0tDRWXow8IT8elDiAwpxxH4CL6enpKGOEjVMoFFSr1VQul8eM9MzM1QZyDx48GNvnANm4uLhQvV7X4eGhtre3tbu7q8vLSx0fH2t5eTkcHxgBOKUvOyj+unVgmiBx44PxSMGsScbajeek637Z/VNQ1+VFUqwrWDKUM1erVd26dSs2wEM2KEkGvJP0AgjCfSjlZNM3dPDCwkKsXU9EOtDtQXn6/OhUZ5igS9MesmkQk85Deo7PlYNQqePtzq6k6IUrXVer+TkE61yLJCkBI/dBd8Fs5Hq01MGhdVabPyP7B01NXbXvSqshPehDv3D/dCx8/CUFwcD3fjg+Po4WfQQOtJZkzQNSoCdx5gGgsUnoTfQ0x6RqGAfG/VkdQGDMHQxAfzqxgITIycmJDg8Po13n4eGhTk5O4n9U03mrxv+/HF+3/mP8HZgj8YecMId8J2il6sw3Q9ze3tbZ2Zl2d3djTznWvweGPv/OukdWsfeA5rRcocpTUtjPy8vL0HPYUenFdnsenDqbLF1DHlSkrC8PrpBpZ8e5HWC8/HncJ0gPAImzszMVCoUAPlkvhUJBo9EoWqPA6L24uFCj0QiiB+AqbMyLi4uoCj8+Po7POrMsl8upVqsFeaVSqSiTud5QGR+h2+3q+Ph47L3QNfhH+DSup5jn4+PjGOd0H4FsNhvtUz755JP4PAAIhB6SJOyJgt8D+77RaER7wY2NjWhVih5hnpgjZJxx4yDRBCjn7W7dvuArTgJjPSB2n9rX000HsprNZiMxgk7c2NgIm8F65Fk8TkKufK/IbrerXC6narWqUqk0scXOyzxeRhy8tLSkb3zjG1peXtbx8bE+++wz1et1nZ6e6s//+T8fMYtX6NJertvt6unTpzo8PFS329Vbb72lO3fuRPu4lZUVvfnmm3r06FHsPwJphXVFxaknS4ln+B0WvW/OS2zmIJWD8vg3DkS5HnMZw/bim+zv76vVamk0uqo+X19fDxDTKw3w8/C78vl8rNVMJhNVIMhuLpcLX4t4/NatW5qamlK324222p6gSONlB5j4IlnhYzEpsc/fSSI7qERCwAlDHovdu3cvWOpc8/T0NO4Hy9yT2PjW7kcyLnfu3Ak/zX1A1xN+4CfBQnecgneQFCDwYHDd8os4k31eJY0lLcAliHEhDI1GI+3v76vdbmtra0vb29tqt9taW1sbY+a7z4Yu8iQydgJMCf2Izqe9NlXTsKZ5Nt7PCbXIiD+HNK6jqcTp9/tBAqhWq6rVarp3756mpq42/v7+978fe5scHh5+Jb3xR3V8XToQOXWCJhve4wP0+301Gg212+0Y34ODg2gxyDovFouRQNvf39fnn3+uX/mVX9Ebb7yhe/fuqVQqSbpK+JB0YM7a7Xb4oisrK5F8QRcsLCxoNBppfX09WuN//vnnOj8/j83el5aWJCmAe+maPEE8lcb0rA300sLCQqxPqgDxC/hMmjB2AF26JhekVSXoau9A4n4DsaJjmy7bvE8aKzsJk3MkjbUn9nPdH3UZcF1D3F6v12OtpcRzryZxfA6CiseGk5IcjPukxATPlK7rFHvlHDAF/MGTk5OYN3xHbF5KCEkT7xDPkR33pbzlPudKCiyStcCa8vhfusa7IdZ7ko4x9QQe+AOy4votTZCDCU/CID2G43OMoz8nGCB+4lc9/kgTI7/4i7+oH/zgB/pv/+2//YGu83f+zt/R3/pbfyt+b7fbunPnzgvnMUBp6SVgMwxYnDZKXV3g/WBxHx4eqtFoRFYe8AewGraEZyq9ioLF64wRDyRQRAgEi9L7RXJfD/z9SxoHQXGCJiVGfEE7iEZgj5MiXbe3cXYC18UhcAeCRcc1WFgcHqi7ckiTNX4Nfp6aut7Ezp0sHzv+xzww3s7A8EXoTExnnHCN09PTuK+D9dns9UblDiC6c+tGi+/+zK7o0nFxw+CsGN+gmH0AAFZ8o1jvXer380QQhoZSaOR4Epju7+WAoYMpyBVj6ExIDz6kK8V7dHQUALXPP84h7E2AjOPjYz1//nyMWe0tFnhPKqAIXl7m8XXrwJvA+EnHpHPSwCX93Z2xr3L+JNmXrvcEmZ+fV6FQ0NLSklZWVlStVoP1hFyTBHSgnWv62id48UolAlWAK4B1BwtTwDD9SnU0+2Ygd/4MDpj72N70s//N9aH/7EGRNM4mw0HCkXJHEZYPgTTAAWMBMEZC0QEwD7Y5UsDM9SiOv+soB1ydTee6zcG2dPzQeym7yROynkRFvwCmoJdxzlJ593HmXdxpTOXcEyMpK4hzAGgZT1iXLj8wgi4uLqIaZn19Xe12W81mM/ZjOjg4iP2rIHV4+x2CHF9fPrb/MxwvwwdMGUU45tKLAU0aRCE7vtcWPiAJWvcz/X7YOXwPSA/tdlunp6c6OTnR6emp8vl8BL8OyPm6Zr1yPVpDSOObwHNw/iQfI01mpgAc8uwVqpzjgZHfw4MXSfFZl3H3afzZGDN0i7M4Wcf4vr6PifsIksb0E4C/92b2KgvacHI/5g97QTIBPYo+c//Qk6NsNOwEnzRoQz+T+ETP8Zz8TmLH5QdArd/vBwFoampKt27deqG9C3KNPHuCx2XBZSWVC9dnzJ8DFikQy1ik6y61e/5511Wu1/06k2IF94eJQRjXs7OzAAedKORzlurpr/v4unWgdJ0gI4F4dHSki4sLPX/+XJubm6pUKnrjjTci+QqIiOySUFxYWIj9M9GNgOX5fF4bGxtRicpadGCCGARb5foSWSUZxtxK15tmO1jjsuc+H/G2+wgO5gDmN5tNNRqNkElPTnD42nGAh3vz3M449jgOvQbJjPO98tb1q3Rz8o7P+mfcBwSESn2xSedyvsdk6KrUbgC6etLCx4z5BUikSl/SWNu/lAzoBB/eexKImYJgfi5zQYzn/innuWxge9DZkqIiqtVq6fDwMOwz5/FZtzcuD54Y8WQJv5MMc2Ke68ub4jKfR5/P9L24tydpiOHn5uaCRLO7uxs4F9UaL+v4OnUg8QbrUhonqkKO6vV6sc9Xr9cb8//RRcQO8/PzOj+/2pgdnAT9ht70binolRS4p3LfkxdUwEMiYV2SzORdJtlj14fcl3ulOtD3xJTGWyOnMSyH+4fuQ7rO5TOuq/msr0GS0C7X7pd8EclmUkzOu6SJVL8mz4TuThOSHje6v+EYrr+Xx6eOGfi8+O8eB9/0XpN+dhmEQOL7DXvFXlqBPWkM0/lj7EkmpHoevedxBvG/+7uXl5dRKQJJx8fVuyK5H+jx8E14iPuMjEmqI11uiLdI6Lj+Rk9/1eOPLDHyS7/0S/pX/+pf6b/8l/+i27dvx9/X1tZ0cXGhZrM5line39/X2traxGvRCuSLDpy4qampMEgoxsvLyyh9Hw6H2tnZiazt+vq6KpXKxGv2+1f9Gd9///0QxEqlooWFhdinhKzu9PR07Ddyfn6uvb29MNw4S963FVCHZ3JjyN8Ac1wxkTn0SfZgAea+sxS5BqANrYdwbvkbYDoZ9na7HVnndrutbrer3d1dtVottdvtyLh7T1mElaSGO1AI7MXFRbRz8X7vAHUIOs4kQS5AKmPnDiuBMZuG4yRzPwwXQTbPdnp6GtdeXFwMABZgFaM1GAwi8OIaJIwcDERO0uz6JADGkyN8cS/khrk+ODgIZqMrDZzFlZUVlUolra+va3V1NRiGKE3GotVqRaAA2MZnCaZcyfr6wilmTxRYOCh+lCBz3e12Q07y+Xy8D22NPvjgA0nX5bCZTCbOOzs7U6lU0tramv7Un/pT8Yy7u7shl4VCQW+88Yaq1aoWFhaCYU0pX6/Xe6kM669TB6ZAn4MiKSjoTrezPf1cfnbn6SanJXVM/LMeDLi80watWq2qWq1qeXk5WDhs2AiQz/p3JjbXouUDJfCDwSDaEmWz2ai8m5q6rjY7PT0N3cW6SANdB2TcKZKuy3Dd6UoTCOlYudN0kwM6aXxZ7zhA7hzw/rA1vByctmQkmHyvD2fsOOvON5qUritGYEs2m814RuwFAACtbBhvksZs5uYydBPgxr25HnuljEajsSSnJ/BdrtG9yFe5XI5+2T7u/A2w0YFpHERPfHnw4HbakyQ+h8go+hwbxrnOBge8xe6fn5+rXq+r2+1qc3NTzWZT9Xo9Nsh9/vy5Go2G9vf3dXBwEPOKE/o/QzKY42X4gA70SFeysra2psFgEHbGQTonWjjzNZ/PR7u9nZ0dff/73w8n/datW8pms+p0OhE4A6bn8/kAFT///HO1Wi3t7e2p1WrFumAjQtqxsrbxowDbeRZ8k3a7HVUCqfzTMsnBZlpLOlvZdY77maxl1iRJnHq9Ptb6Lk2gwGhjjwiIR27LnXBCZS1gg6Rg+ONrZTIZtVqtWHMrKyvRyoyglaQBf89mr9pTeJXq2dlZJNlXV1fDlgBUeOUWwBIMW/bvc/vj7RqpeJWuK3143oWFBQ2Hw/CzSGzQXmBpaSnu5/tqSVeEpoODA21vb0dQfHx8rMXFRe3v7+v27dsqlUpaWFgIwAPZZxw86YR+RaaYM2eGj0ajiJ08weXAi1ccc580rsAm+ecAkIh1nBBRrVbDvnogjm9OwO779jEfgOmMK7YNe1OpVOJ9XmZi5OvWgRyAv+vr69HVYHd3V++99576/b7ef/99/Y2/8TdUq9V0+/Zt7e/vR9stAPf19XUtLCzo3r17Ie8k8WDZVyoVbWxsaGNjQ7lcTv1+P5iZzFMmk1Gz2XwhIZjP55XL5VSpVALEJUGSyWTiZ8gF0nVlnOsadEEaA3q8wzqnpRHxjCeIeWa3525TZmdnxzYvR76xudgNWneSYJIUOsYTgR7DO4g6yWdOE6D+f9aGE1s4n/vh9xKvd7td7e/va29vbywuAC8BOGQ9enyLP4jto8V4ej9+xr8+OTkZIzhyvxQcc9Zx6ofzBcaRyWSitW7qd3NffFX2nPMOInt7e8pmrzYHvnv3blQxQq5C7znQlrY95yAZQccJ8BQwC8YSey+NE8c87nYchb/xDKwTSJFU249Go9gw3JPpbmtfxvF16kDGjfVJtUYmkwndA5jbarWinVy9Xpd0Nd75fF6np6f69NNPtbGxodXVVT169EhnZ2f6/PPPtb29re3tbd27d0+FQiFa8mOreI7UXkKqmZubU71eVyZzVTXLXCIT4DD4kuhyMKcU0HZ/zJM0kDxo5be3txe+HFVW3g2GxKEn3VKsyX0Exy/xHzzpI42365Su9asD41yDBGuaPOEgduU5fZ14fM365DNeUUYCzG2Zx9LeTYi5orOJk2DSygneo9/vjyVvnXTPO6UJfK+k9hgXHxIipvuvyIX7/VS2+NzybIwX9/ZrU8XBOEjXLVU9FnHfEGyt1WrFOIAdkjhEXj3Z7EQEJ+17Qi21e26DPb7hGdlbsNlshs/NNXwPUu+u8WXHH3piZDQa6W/+zb+pf/kv/6X+03/6T3rw4MHY/3/iJ35CMzMz+tVf/VX9wi/8giTpo48+0vPnz/VTP/VTP/J9fdIxwCgjSapUKiHUCAHllLC/WDAIGKxNytqYeA86XPgx/t1uV51O54Xe7SkbIAV2UHIwTWD8OpOHwx0OACmCOjaOSoEogiZajMzNzalUKsUmfLwfQs++DsPhMN6J65O0yGazsZEvyhpBx5lMDdlwOAxHxVvj8PPc3FxkuJlTr1rh/WkVxfUkBTjmGwqR2Z9UGeTKlbHxxAfOlieOHBDj884Y8YoVZzj63DnImWbwHcCkPN0NLX0xXeEBBmPwYeCzzwDOLErOg3EPBJxxwHfeF2DaWx1QPorhYA3wLDiCJCvJLlOWLymSfe7kj0YjNRqNaLNRLpcDHAAIh53U71+VxlKmikMIaPt1Hy9LB3JvP25iEHzVv3GNNKnnP/u69AAOQFnSmPGem5vT2tpa7BNTq9ViE1D2ZnLwfDAYhKObGncPAH39DYfXG/ANBoNIfvJcaX933iNlqWErpBdLP3nfScCLj5EfnO//92RMmoz0a6UJ1NFoNLa3FWvUQSaCdicL+BrDmWXDRt9nwPUd158kM4wdG3Cia3HueEfuC5jnetEBPWfAcA/Gx9mK1WpVjx8/jmtvbGyoWCxqZWUlghBPpHEfryB0OWNunRHDZ9yJ94QYY+My5LKBY+kEAQ8G0FXYN/bQAWBBj1I98vz5c9Xrde3v72t/fz/abKGbd3d3ozT6ZR0vU//hn7new9ZCEPAknQeW+C4Eqjj5y8vLsYfVzs5O2NU0AUNQhh0k+NrY2FCn01Gj0dDTp091dnamjz76KFo90crES+I9oMQnQaa5B4ESsojfw+9UhDpT15O8HjxK1xsrw3glqYJfiN/BWgfwYa3jG7CPE74LNtoPgE9JUb1GmxvXg6whnkNSgHy0hGHu2BwZgKDZbOrBgwdaW1vTwsJCJB6RAapKAd2wF/RlJ7hkHtElPD8yht5yeev1eup0Ojo+Pg5mqvtxzCGfuXXrlvL5vFZWViJ5gY0iiO12uzo4OBhjsPLs6Gv0qMu5t+wCGHIgIk1e8VnkgzXtc8N7O3DntsBtswMJAHwOEGcymbG9mNBlgEEkUrALrAVPvgFKY8O8Ysvf4+s6XqYO9IOxLBQKGgwGevjwoYbDoZ4/f65f/dVf1d27d/Xd735Xi4uLun37tn7wgx9EFfnt27e1trYW+3VJinVSqVRiE+vl5WUtLy/r8PBQvV5Pu7u7sZeD6x50AXaVFsfE7Nh85MrjDZdr9/W8MhzQhPknaTI1NRVkm1qtpnq9Hi0KkXsHAXlOBxyRa+/1n/okxFPoJ+naZ3RfjuQDv6cAHzrBQSDXhymJxuM3rsm10jhxevp6r1L8CX8fB2FJlGMXPfZmDtKqFfSg60fe2dtc+T091nS942Btyt4m8b+8vDxGavGYAbuPXvQYFjkCxCO5i4z5OLsuddKjpDGgEtuHLDq5cdK8+Zz5fLnfnPoX+KX4iuA26E/acFPFxXP72H9dx8vQgY6pYL+RUScaOxkWm4TPQPXo8vJyYBfM8+rqavhI+/v76vV6sRciPiL39n1OiDs8XgV/43kh5cJ6n5mZGYsNWefoUHxAJ/RdXl6GL0mc47gW8p8SRjOZ6z2IOR+9KClsrOsjkhiOY+JXpkRKno1W1qwFxw88LuI+qS65yS/xuXfiose8jJ37YfjLw+FwzK9mTvE7/F6+Nn1dut5w/5pnd2yEe/r/8Kl4FpL5jDUVP+4v+bYD+OmQzvHReWd/PubDE86ud3w8eWbmFTwG38qT3byXJ4HSpIcTIf0LOXHM1LFS6bq9lleHkNACb3S8h89OTU2NJb2+7PhDRw1/8Rd/Uf/kn/wT/cqv/IqWlpaiV2ChUAgW61//639df+tv/S2Vy2UtLy/rb/7Nv6mf+qmfmrjZ0g9zMLEnJycBwMHKStnAsPABcU9OTjQ9PR3tsfL5vA4ODtTr9aKvKhuLMWlkrDyDSs/idrsdSsqViTt+3iLE2VRMJiXOlPTz/A6CwRYGEK/X6+r1etG31YXKnT8cATaTOz09jVJMWBWwqgeDgTqdjjqdTgTMGH8ylIwFGToPtjAQrjxImABWOqAGSxmlAACPomYMl5aW4po4ZJQeAgj4vPMcfjjYxxzRCsWDPAwDAQJzxsG9vFSPZ0ABOTgHqO+K2o0AhqxcLkcSA1n1IJP5ITFAZUk+n1er1VI+n4/ewe400CLEQcgUsGOsmEfexxMjPAegAgwQkh8YqE6no9PTUx0eHgYbB0cFY4T8MN+Li4uq1+vqdDpaWlpSpVKJexYKhXCKLy4udHx8HButMlc4Gl/38TJ1oMu3B2NfdB6/p6C//+wMDg/UJgHL6TVZe3NzcyoWi8rn87p9+3YE1bVaTYVCIfoyS9fgNE7r2dlZOCusyRRYd2cRfYLOoCrOwW2AMgInZJz7IkduM9BtvHv63u5MTBpbD+6k8c3kPGni9+G66AsP2AHlMpnMWLUA446zR6Ie/cy9uV+lUtHy8rKq1eoYM4eKEkCzVKbQjegUfzd3gtA1zCd62Z12EqwO9jLP7sxdXl5qfn4+qjZ5BmQLnQlY62PLHDsQmDrdHhDzfP4+viYc2HAbz9h4cOLJHp4LNj+tDOn9LUm1Wi2erdlsqtfraXNzU/V6XXt7ezo4OIg+2QCpnPcyj5ep/5zY4JUhksIPTNcacukAMv4T1Zf5fF5HR0dqt9v61re+FUkK5oc16e1PqZh655131Ov11Gg01Gg0tLW1pQ8//DCqIrxNIOvbGfq8E0GIJ1/4rAfLDgKxflIfgwN/5/LyMlpV7u/v6/j4WKPRaGwz8c3NzUhmVKvVqJ6emZkZA6IhG8Gk5P8eKGYy1wlSmNjNZnNsTpg3gld029TUVLC/lpeXQ5ewySPz0O12lc/no/0UeoN5prp6OByGz9fr9XRycqKjo6Oxqg78jFQPEuR68Me5bNx6cXER1W8E5AS+sPZIhK6srGgwGAT7jTGiUnd/fz/WEvd30Ja4Ahn35Avvndpy5M4T0a7rUjvn90wTI1zTg19nShMn8Tl0K2Qr32en0+mE7MDsBHAE1GKdYatZ+86kfBmJkZepAzmwtdLVOsHGfvTRR9rZ2dG//bf/Vo8fP459a+7fv6/f/d3f1WAwUD6f14MHD/T48eO4lnQNBK+srIzdazgc6oMPPtDR0ZH29vZUq9XGCGQkDSD9ZbPZiEtGo1HE2R6jEt8OBoOIjZEBSeG/kdyEKQsASNXb8vKyVldXVa1WdXFxoc8//zyug6+Bzcde8z/WEfLq+51hS2j353vi+f45Htc5sC+Nt6BLATRvw+l+l4NJ7m84+US6jkHdP4UEMxxesX6fPXsWawTb1+l0AmRDhug84fiFr3FsqPtKqd9F1TfjhtykusWf1/eM9Hg0m81Gu3BsJ/PEczmewPik5E06VlD9kiZGOBwYxK8YjUahcwAKO51OXI8xcQzC55Druk/p93JbneInvFehUIj7d7tdNRoNFYvFSJqASb0ucbDbJeYfecA2QHagYwn+AkA01YalUinWCb7c2tqaRqOrRO7e3p4WFxe1uroahAz8Erc7vn59/czNzUUlHvuGkWTjOb2SAB+D/zn51ytCeVdsvZMLYNc7mYrnJFkMpgeZBHzHW5N6PON+g3SdBPE5cV0gjesqT4ygT/FHOM8JaB73p8km/AWe2+NMB9lJVIENOFllOByGvfSOA3z3ecVGePLYsTnO43/Yl9QPTxOh3nqXMScJAsbN/jluL2ZmZpTP57W4uKhisRhdEzyR7bE02KknRtzW+NzyeSqZeWfXn4y5y6r7m46beqLIx4F7eCzA/fHZIUHTwov4g/Mh/ntr3Waz+ZWrRv7QEyP/7//7/0qS/uyf/bNjf/+H//Af6q/+1b8qSfp//p//R9lsVr/wC7+g8/Nz/fzP/7z+/t//+3+g+w6HwxASAiIHG1ZWVmIh04ORNiTef4/qh+PjY3388cfq9/uRKCmVShqNRjFpl5eXarfbYfjb7bb29va0s7MTixFGLwrHDbAbcRQNWVsOhBNgGUYo5f4EgCRQWNiVSkWLi4uh5FFCBByNRkPdblfb29txb5iR9L8mmENQUSLer80TGmkVgle/8J4EoGQ15+fnw9kgcUHmnc8MBoNo37W3tzemkFkwvV5vTCmlGXqSMSxaADIyrzw/ShzF5aW1KeDniRE2vfIEirc58Mx6JpMZY2PjTDoIyP2YF1j0kiLpNhqNtLGxoXw+H0k7NlgkCEbuCoWCFhcXgwFWq9WCnQg4x3s5aOSKCpmFSYGcYmi3t7e1t7cX59KXWNLYnj4oamTSgQnWUi6X0/LycrTokBTtediEO5O5YnOQAIUlQQUKyvvrPl6WDvxhjklJkxTYla6Nljsmvg7cYUd++J/LLwzCQqGgXC4XzmQ+n9f6+no4YvQOp2ov7T2dApjS1bp5//33A3xEb6QM/X6/H2wfQBicUHfYeAcAGO7R6XTiXdE/vlb8ywNXH3NnLXlgm4JtKTAlje+HhD4BHJqdnQ0HAaecFmLocpxj16uAD/V6XY1GQ/V6Pd5teXk5klfoqkKhECxdwFfXFR48w5zmPoBVVDPSmpBnQy8zX1TBHR4ehhMkKRx3AgpvQYDMMYbICHMFmOKVQJ6Y8kDB54prABg4k5E5QybRzVS6uT1hTx1so7MZGc9UHqSrzXQXFxej+g9Q4PT0VO+//74ODw+1ubmpra0tHR0dfXVF8EdwvCz9h//mm1Z64MOcYc89MZXJZAJgPT09DaIB1Ts//uM/rl/7tV/Txx9/rKdPn2ptbU0bGxvBWgIIwTeUFMl7gunLy0vt7OxoeXlZv/Vbv6Vut6vnz5+rWq2GbXV9MBpdEz3ws2CCQn4BZF5eXh5L7sL8ZVy8RaaksLlTU1cbtR4dHUXLWPwG9hfwKj7AeTYLv3fvnrLZbLSs8XZ2sHYJyvDBPBDmWaiKok0Ueo01jT1HtzgBh7UNSMWcjEZXmyyXSiUdHh5qOBzGdQnupKtqDXTc06dP1Ww2dXh4qPv374fPMT09HfqHMcWPxZeZmpqKNloQlra2tnRxcRGBNs9DcgcbBLOPubxz504AHLz33NxcBITEI7Q78mQy4+F2BHuHDvZglqQbcuNJYQ9O+eL9PdHDPdDhDowQLzh70ZnX6GkHaqgYAejwNm8k4Ih3kHMHwwBWiCO+7uNl+4C+bvB7MpkrAsR3v/tdnZ6e6sMPP9RHH32kv/t3/65+7ud+Tt/5znf0p//0n479/0heeiurL7rfW2+9pXv37uns7CzW4tHRUSRamA/aSPo1qRqu1+shh8Q9zWYz1hfvg+5ye09FWbPZ1O7urvb390Ove2UDLG10IrrK7S/rDdARP5RKpampqcAN6FCRyVxt2EwLxqmpqWhrCmlEum4JwztJ1wAf+pl17HGm+1YQP9z/QN+m/rvbFMAlYv3bt2+rVqtJUnSFcAKQ62hf85LGAFxAKU9eczh73IkJXDfVWQ7e8T74ccTOtAODgc79aDEIqVLSGMbAeBIjImPenofEmnTNUCYm53dPnnBt/L5JSR5k1eMFBwSlcdDc7XQ6h/jcYFn8jYoG4mta2kFA/bqPl6EDHUTHloAtoMewO8Qk+Xxeb731lp4/f66DgwN99NFHWlhY0OrqasgfxGDwrWq1GrHN4eFhdF7x/UeoQPEKJZ6F9UXsw14j6DcIoti41D7i7+Bz+t99HY1GV90Rjo+P9fTp07HN37H9yGPaGgtM1RMttD2dnp6Ojhy+/rPZ67abN8muJwhY93zxjsi49OKeQ64zfK2lekQar1TxNcv5Dry7jkE/sE5TnZUmStLqnTRhlH6G+6E/0GHuu/PMTobk4HeSzZD98I1PT0+jWrlQKISOdxlynCM9SNw5KYs5Rdc4ru3+J4k4rzDy8fauPh7ngk8zhrwjXWaowsbuMo7IMZX3npT2pMkPgwX+kbTS+rJjfn5ef+/v/T39vb/39/5Q740CceYcygtHzB17jIWDtA4weY/TFMTmXWEyo8RQZA62sTDcEXLHxxe1G0Wv9kCZNJvNUHS0SvCMIc8HAFkqleLZAQgIAqenp6Nc35lpCJdvWMnhBtudAsYPQwJ4R8beFZCkMceW9/MF5JlFfseYnZ+fj82fNO5Y+tii3GCde6sWACbmleQYsoNj68+UvnsKwOGUYJx9bt3pdflIv3tm10sLPbGD8mCuGEcvJ4P1yjUHg4Gq1aokjSXoKP91R86fyY0C8+rz0u9f7cVDixeUKqxG5pvAIl1HADe0KwNgoNUSwS2sfyqUUPKsYd4Rg4KR/LqPl6UD07njSB2ISefwtxSQ5TMpwC+N9//lPL8+skmLC0B29ochYGRvnxSEJtBK5zB1pC4uLnR0dKRutxusY64BwIchbTQaASp7RZmvTb/HTUeaCEnBbE8U+HU9sGS80BV8Jh17viPfDoCReHadw3feywN6d/JSh9tZgYwBwB1JFZLlPEP6vDi/HvB7sglQmmdym5c+38nJSThD2BDsOAxrEuwkwrmH608f93TseX6e0ZmJrvfdPnsSxedD0phckRznXlzb93JJQQuex+UE28k4DQaDmAeAQQI2vr/M42X6gNh2jtQP8yAlTT66XBM8AAzWajUtLi5Kkur1umZnZ3Xv3r0XQCuXZa9Yw34vLy8Ho9MZyaxh9xWQY/wFrk+Q6n5AmpRM5Sf9m+vXer2uw8NDHR0dBakDtpWzyQiWqfJFtjn8Pdx35X/oJuaCAx0OyMW4pfOTViG4jnOA1O9FgOZtAyATtVotZbPZCPAzmau9ENijDDn1dcfBnKQVbpAzvPLIk+8wVf25Li8vgxjA2BHsQR6C5YrOwa9mvtK4xMfJmdIeQPMe0rX+c6beJH8gBUv9cNvPWKVBMee53APW8oypXfHn8LVLosfZ+8gBCWkHJL7O42XqQA4fb3QQrTZyuZyKxaLq9bo+/PBD3bt3T9VqVd/4xjdC7zjghX8xyW9kPiAj+ppl02fIGr5ufW8KCFO0XcZ+Stc63P0D3i+t+CBh1mq11Ol0lM/nx/xSwEj8U/cLUn3jsbrrHPwu1hDrikoLyJAOErF2eR/WeZok5n7pWpnk00/yZybNvf9tNLreu5O9UJaWll4gCrmfk8bV7osyt65rPO71tZy+k/8t1TdcD2zBE62cD3uY8eDvbseRLa7j7zE9PR17qKYYD36mA7yuH7nnJHvrdimdt/R9fX7Sa92kQ/Br3ecFD8GvkBTnvIykiPRydCDj6iAoNtcxGeQXjA+iFQmlfr8fMaqTArG92GbiKOwy9hi5h/WPPJBs9S4F+B7eOssrHlz+3Ma6jLtc85zEISR1vIMHcuKgt49Zij+l/ilYDPoAXcDYp5Uc6Tu4z+qxvFd78P7u46a65ab5d1vhOsmfgwNc0sm/vk+J35N7cKS+THq+60XmyT+bXhuZBNvFxoGL8Tlkhs4v4LaeTKfKOJvNxv6qadzL+/jfJ+GU7lO7r43v6aQZaTz575+Xrglrnhzz+6eJPcgH3W43yM5uP1hDTloE++PcdM6/7Pj6G/D/ER0AD+ytwAL77LPPAiwl+EBRwhYAnEPJIYi3bt2SpNigCQaTl1zCWCcgosUHlR9p8ChpbCMsqj0mlY4tLS0Fg5oWBZ988omOj491eHgY7N0HDx4EGzsNkskIT01Nje05cXx8rFarpQ8++ECNRkM7OzsaDofBpmZDL5y6hYWFMQARYIgFyIKpVCpj7W5YxGRDJzkSGHSCSWfiFIvFABQINGFKSooqG97Z+2q6sqJShr57tG/Y39+PRUwiYTAYBJNZGgf7cEYA0QhsMXZk1EmUXVxcxHy7cmR8UmfZDQHnzs/PR/UFCZ50nw4y+Bh2ryTyTVhpnTYajcIpJEnE5qep4mR9uXFnbHmWra0tPX36VM+ePQv2l7fcunPnTiRLcMAxxMgXgRFjTAUSbFiUJRss0V+QSgEPstg352VUjLyswwFd1qknY31uU+MuXQMdGEdP5vnn+dmBaJcX9CdVa6VSKQCe9fV1lUolPXr0KHQpLQhY07AL0UfD4TCMLu/GczWbTbVaLT179iyq/5AVAP3l5eWQj88++0zZbHZMV6K/AKQymczYhrmc5/f17ynwiN5LAzHGJj3PmTAY8hQol67bLw2H12xvnh8ADtAcXQjbm3YyHsQeHx/HBo5Umbkzx8bBW1tbAerhZKEbWccAL6PRSJ1OJ97d2YfuMBOU+t5R6FScJtrjNZtNLSwsjO2D4pvnYeM8yYODSUWntwTyahFANXQ8gKh0vTkqIM3U1FSU7u7v70fVZa1WUz6fj2o8yuL7/at2ncgWTurh4WHotkqlEj4Ih7NLJ61xAnR05sOHD1WtVrW6uqp//s//+cTPvY6HAwQAVyRFPYkxCTgDrD08PIyqj3v37ml3d1cffvihDg8P9e6770YSH4YfiSnA/larpffffz8c9n7/qn//o0ePwj/zHv4ANugEroOMesuWqakp9Xq90AsEB+gaEhkeSLIWZ2dnI+n4O7/zO1ENt7q6Gu2ckDNYgyS4b926pW63G6xc1jLBGgApra1g2eLL4DOhv1hHVAZQpStdV7YAjjFvzFm32411QNUo4FWpVIqKMtrlnp2daXNzU0dHR3r27JmKxaLeffddSVdra2trKwDOXC4XG7rfJF/FYjF8N3QH70PVCAEd15qfn1epVIoqdg98qQphPmZmZlStVgNgpSKS51taWhoDQzyohBkNgOigBD4BsoOelq590dSmoZexVehZ32/HgQB8aQJpnjF9Tkg8zCmgJPEZfir6l4N3azQasZ8LoM/q6mqAVO7DvC4H84B8MdYnJyexPv/sn/2z+vTTT/X9739f//7f/3v93u/9nv6v/+v/ig2H8atJlJbL5Yn3Qi7SyhKAFE/kDYdD1et1XV5eBpu63+/rx37sx2J/sEajEXuOoF+dIAOIJSl0NZtx93o97e/v6/nz5+p0OmPVrpJCP3EdQE1k19n4yI77LfwdEHV6ejrsSqPRCL8LIBb9vrKyov39/TGCl3RNpKBy0f11B5Mcc+B/+DtpkgSQlfP4jt7sdru6e/euarWafvzHf1zT09M6OjpSp9PR2dmZyuWyZmdnQydDqEOWYDT7ZtLYKA7XJwBVJNqwK9J1qyzp2l5ns9nQWegFKln6/b7y+bwuLy+1vb0d7Y5IqJFs84ocqmzxDRkfbJe3sgSLoDXS0dGRer1e4CLEFJAmwY486QwuUCqVXtB7nsTnYI7Sv3kM4YAnPne/3w+/4tatWxE/e0U9tuV1OobDq0qHbPaqY8vS0lIQhJEDT6Ayj8VicYw00el0VK1WVSqVQv6Rkenp6bFWl1TSQvxbW1vTwcGBLi4udHh4GEkJYhdaoEEy8bWOrU0BZU9GIrvEdO5PDYfD2A+41+vp888/j//fv39fy8vLsedys9lUvV5Xq9WKrif4KMj5cDiM+LLZbAYpjVjS7+sVVsSxTlp1fxR772R2ZBwdyFrylqAck5LJk5KUaQKCn9OECWQASNIp8YW169W9jiGkiWPwOnAwfBNPvHM997V7vZ6azWYkHuj24kksxmN9fT3exTePJ84hhp6ZmRnzF9NEgScb3AYhZy6HjEWaLPFWa26PiOvRvySdsCeMI+e670o3Cz4LVsj+0mdnZ2OJbkkxF+BHXC9Nrn/R8UolRmCIEBBlMhkdHh6q1WpFgmQ0GsVmcXfu3AmghCPN/rHQWKAOlOEYka3DcWJxEVwjQAiDX5d7paAb10aBo+gcaHJHyB0PwHCcFhhqgIYIMGARJXIsKoTy6OgoKmIQQpQL9yPIZtGwYHl/lI1nI3Gg0wwlwSQKgc39cCxxBtnD4uLiIhJcKGTKpgFJPRN9fn4elTQAaZ559OoRBwd5X4yVZza9pY8Dqc4ucmXpZf58EVi6ofCMK6AODvj+/n6MG2wE6cqxLBQK8UxUxJC8c2AP5TE9PR2AAsrZlYgbZwfF+WJcKf3jHWFU+BwDVnMPN1T8HecdkCGbzapSqYz1mgWwpWSa983n8wHAS5qYlHwVD3cKpPEEibNM0v+lh/8NQz4JoEXeXG9xPslBErXz8/NaWloKwOv+/fsqFAoqFotxTwf5uSeO2v7+fgBJKbMBNkyr1YrgnbkfDofRw9/LfGHasycOuoHnmDQmrsfS8UnZDqwX5sXnKJ0rByo9ueRz5k6zA4LoHAeXeB8CL5z3y8tLPX/+fGxdOpMdoNWDWZy4mZmZsAM4Xs6q5Hn7/f7YvgswEKXx8nZP6kjXfcJTMMABCIBPHHXXwe7QkYzwhKwH5c7AwjEliHSniesfHR2FjDNmtCpsNptj6+Ds7Ey7u7tqtVrRshAGWOqsE4BggySFszgcXvVKJ4DCHjE+jIuvdwIsZ7G+jsdgMNDz58/HSAok3vjqdDpqNpsR4MLudT+GYCWbzQYwgz57+PChnj17Fnu7lEolFQqFWIN8HgBpMLja/4s5hKzAOvQ2cnwWkMfBEHQYYEg2m31hzySuMamlB8/CGh+NRhEQA8qVy+WQ2fn5+SBksD52dnZCnwA6U22KPkfHQkByH0waB/v4O5UiuVxuLIkPgOXJYnQHPpq3Uslmr4hIrJuVlRVNTV23vMH34To8+97e3liLOw/kkSWeNwUgfW2jY/C5PemLfzMcXu2Ptrq6qvv3748lhC8vL9VoNHR4eBjteEejUbT3Rc+g4/ElndXpbEFPqmET0G3oQtaN60RntHOe20r8XnxsWhi4/WRsnNXqPnMKWLjvwngy1zyD+92MGdX5CwsLUV0sXcUStDp7HXxAP5A9t5P4wqwH4oOLiwvdv38/7Gyz2Yx4ywkG0vVeP2mi0Jmlqb/obag4Pv3002ineXJyEm2ha7WavvWtb0WilWQe+16moIr3gO/3+6rX6+p2uzo6OopYF7m86fncH3P5Ir7nYP2gZyQFgAgZ7vT0dCxO5hlJjuzt7Y3F7w50TUpuuC/mpDxpMtuYw8fa15/7z8RMxWJxzGZgf9L2S+5zE1diL1OfPH0+ByD52X1HjyF4Tp8frnd6eqp2uz1GIASs5VkODg5Cd9BGHTnmfk469Oo8fEWeCb3tJD6XCfQSciopyA+OFfgYenLa303SmF70OXP9TnyNTXe8CX+S9+UarxM5kPn1xBg4ATKCXYDwTPICEJV9y8CTiEP4Qq4khf66vLyMitvj4+MAdA8ODnRwcBAxDsB4u90O2XOMEXlyVr6vC/9izt1+YvvR8SSsGQ9sNO8KfjIajWK9O7aXy+ViPJErdDD3x5dm3Tn5wWM0x1Wl8X0w07iNdQB+muqV9GfX4x4juq/Ju3FemoDyFl60ROPdPaaWrjve8Kwuc5MO/CtPbHmCxJMGkD/ANFzeSErTCYlYkbbUkBzBCPDZ2GbCSYGum5xc4zG1dJ0I4cvlEjvpRALHRJAF7IZXwjjm7X4KOpdYiXt4nAu+zDO7bCGb0nWyfZKd/KLjlUmMDIdDNZvNKBkqFouam5uLjdB/53d+R4eHh+p0OiqXy6rVavqxH/uxYHgi6A46sBAymUww1I+Pj2OCYRbQoimTyQTox8KE8cwiRPngsDkQ5AvbJ//k5EStVmsMjPEgx7OwMP8PDg4iSKV02tkUCE8ul9Pl5aXy+XwEOmzUy+Y+sFs9qAUE9RJ/nC2cWWm87Eu6BnZcobCQWq2WTk5OgvlAj+5isTi2MTNGrNVqKZfLqVarqd1uB+BAKywP6EgwwSD3voMoqLOzszBWPFuv1wtgjHf3DDnXZoHTygpjw7zyvlzfHXXYcM68xjhh2JvNpjY3N9VqtdRoNCKQR5lMTU2Fse90OpHhJzGC0iIL6xU3yNpgMAil6kkwd3KZUw5P3BEAIS8ELR6wo6BdoXoyhjHlemdnZ3rjjTdiXcNiIwiBFYMBgc1+cnKier0+lhV/VQ/XHdKLmy66kZt0uMH4UUAEv38ul1O5XA4m/MzMTGywvra2pkePHkXrEtYg+s4B9+PjYx0dHWl3d1e1Wi1awPE+GMN2ux3rAWY3MnR0dKRWq6Xd3d2Qc6qPHDjwwD0Nnt24s2YdIOPL10c6rg5G8XvqQKV6PH1X/o9D58+MI0NQxAGT/eLiIvaSohcnySsYcw54cV61WlU+n9fTp09Vr9d1fHwca9WBfj7nPeSZW/SOMxjRawTksCh9PEkYExgCJDOWKVDmDrY/X9qiDZvAOxJAdLvdSBIxHzA8CYimp6f18ccfhy9QKpWCgXN5eal6vR728NatW2FbHfwDDGLd4PjBSHQ2Jj4M44BvgJ/Ce6fgz+t69Pt9ffrppzo5OdHS0pLW1tZC1hm7VqsVa4HNrvkfeokAdn5+PjbPxg95/Pix/vN//s9qt9v67LPP9Pbbb2ttbW2sctRJLVSqIoP0yJ2dnQ2Wolcce9Ua8gEQxXohgUAiMgXGeQ4H+7D5APCnp6fa3t6OlqwLCwuq1WpxT1iS77zzTgQpn3/+eTAxqajd2dnRxcWF3nrrrUi8UpHtm966v4eO88RINjte7o+OnZ6eDhIE8s1a9MCZd724uAgW7/r6epBBPDHC2FHJsbm5GWQqAEH0yMXFRegQ5pZnJKjlYA1yfwgnmUxmDICoVCq6deuW3nzzzfCd9vf3Yz+lnZ0dPX/+PComIP4QELucePKbNQCTlUAbv1NS+JmMP/4R7+XxBzoGOQYABLxpt9sBOKV7I3qQzIEPyJxxXwAV7JknmjyBju0jzsC2eeXpwcFBrDkqll6nxAigDjaDNUeb4Hw+HwQ0/OPHjx/H+DYajdj3jZgHEIa9cFzmpWvZSQ/WY0pQ+uCDD7S3t6dCoaDj42Pt7u7q6dOnWl9f18OHD8NPq9frGo1Gwajt9/thJ6mQ9/2kdnZ2gigjKeIC7zl+Eyjk5D2+0Cm8o8dk0rWMLy0tKZO5asNHYoRrUOG6vLw85u84OSclTrhPmdp91nkak6V/w9/w6/pBsrhUKqnf7wdDGVIA4+bXZu0BXi0tLb0AZDpG4OCYg1humzxpMglUdJDt5OREBwcHY6xndCbJqc3NzcA9qtVqyI/H65ACXcdAECSeRtf0er2oHk/1FHLHdYl98ePSeZEU1+G7z43bcQde0enIBgA/hFyvCkP2PHZ/nXQg/g9kE8hP7A9CkqNYLAbecnFxod3d3cAUIOFdXl4GyQOsr1gsRlXI3NycOp1O6DkqQxYWFmJP3GazqYODA/X7/ejUgc2WFIDv/Pz8C6Rrxx99LfP7JNCX9QlRdTAYhP/iRArffN3bwEvXVQLottHoKskLMRdfBv/HMS2SCfhPyC5y7foX2eZ6HiuhJ0kSpDGxYxvuN6QkOP+MpFjvtDQjoeG6gSQRfjPjRuUi78ea47gp/koT0vzN/S1kCHyOdU51Dls8sG9No9EIW+PxvB8+z2DHHsu6D4ZseUWVY5ZOoHYcxH1iT7r4OPGzkyXd3/RYAAImRHCwAfA9t4Wu33hfxhh/NCUDfdXjlUmMXF5e6r//9/+uDz/8UB988IH+5J/8k3r48GFsTp3L5aJ6ZGdnJ0C7arUaAWG6EKvVamSIAWP5QpkQaKAgAE04h9KoXq8Xfapxkvr9frDcAWpyudxY+TdBCAKLUiRZwxcth1CcBN68w8zMTLRf2t/fj+ekTRfKYHZ2VuVyORQ2weTR0ZFOTk4ikMZozM/PR/ssWoig2J2NgXByDxIoODwknfr9vorFopaWlnTnzp0A527dujXGJKO9Q7lc1oMHD6IvNAqPgBOWCd9XVlZi46zRaBRG0LO3ZL09c0vm3JU7iuri4iLACsYSJwXADMXF/KKQvZySDU1h4ZEgGg6HwYqvVqt6++23Q5nU6/UIDgHTYGNRRg5AiEHudrs6Pj4OIMhZs15t44kd6dq4eGY/BWndYDebzXgfBzlRbLQBIWHnyb3t7W212+3YNPLOnTu6f/9+OMSMIUZfkvb39/XkyRNtbW2p2+2q0Whoa2vr61A/L+1AZjE8HD+MI/xVz2WNpKwP1mEul4sqPGdEP3z4MBIjvvEs6x/gBdlA71CePBxesWxhR+BUOdjuVQjoAjZOJql7eXmp/f39MJ44vLu7uyHHBNOA7O12O97T7+dG1lm2BDP8HacChytlVXCkjBrO539+Lk4795AU4y0p9DOAIuMsKdrfDAaDaHlXqVTCQWYsuA/XJ1HB8+O8EQwC4Gez2bABOOboJndU+Kx03beX+6VJvjQYcEcKPU1Q6Qw6T7ySbMBOkcDAFnE+G5xPT0+HvUQWAJBzuZwqlYrW19dVq9X03e9+V/Pz8+r1evoP/+E/6Hvf+552dnbU7/e1uro6Vk4taWzPndTvYI4gKHgrSxxEQOc0MEnBydft6Pf7+v73v6/33ntPu7u7WllZUa1W08///M9HEovE09HRkWZmZtRqtSIJgh9F6z9aFFxeXurZs2chmw8ePND+/r5+7dd+LQDH9fV1zc/PB5EEPeYMO4IIAobUwfekgKRI3uBL0OpSUviRyLqzw9z/INjCxwKopPVQt9tVpVLR9PS0Go1GsM/u3LmjW7du6f79+wGw/+Zv/masuaWlJS0vL+vTTz8d86M8gevsatcjfFHtin+Cv4N+4l1Zf8vLy+FPoj/Rw7z/YDDQG2+8ocXFRd26dUunp6fa2dkJAGs4HKpcLqtarepb3/qWhsNhkCmmp6f15ptv6vDwUE+ePNGzZ8/U6XT00z/90wFwpsG3fwEm8PPs7Kzu3LmjUqmk09PTaOWLH4Qtwo85Pz/X9va2jo6OdHp6qnw+r36/r+3t7UiQAW5DpnHbSSBPQJn6b5JesN/YTWIQT7JyTypr8OuZT2ymV+Ew98w7ATifd0YiMo8udmCa6/HsHvwSX3Ev3mk4HI6tW1pSEKu9DsfMzIzeffdd1Wo17e3thUySWKXdmHTlJ83MzKhSqahQKETLjn6/r83Nzajk6Pf7YzEqvvfMzMyN7bU4AB5pI0lic21tTX/pL/0lnZ2d6fj4WP/xP/5HHR0d6Xvf+57u3bunt956K2wisZqk6JXvPdeJ0akW2d7e1sbGhkqlku7duxcboqMjXP59zQKGo7c82cz/kWNPOkvXlXJOdmBtz83NqVgsBvhJNRMxEesvTXJ4exYH0XiGSQxl/pYCkSRnZ2ZmosIrk8lEvNzpdMK34LmJ6zyuTRM/4BOS4tkYF0+CoPPQ0W4HGCu+e1cBfz9ihaOjozj/008/1eeffz5WSUgnjD/xJ/5EkAd9PDzZIl1XLmKPIBWen59rb29P2Ww2Wnqfn58H0N1sNsP3qlarKpfLymaz2tnZ0f7+flQzTiJBMWbSdUIE4qzbQeIksCKvDgHoJBnDu/j9PD58lQ/IDtKVzmGPqYuLCz19+lTdblflclmFQkF3794Nghj4wnA4VKlUCv+PpATjy4FNnZ2d1fr6uiqVSnRbgcB6cXGhTz75JEipe3t7Oj8/1/T0dLQ0zufzQZQh1iC+8mQOMot/4v6Px0isTTAV1trl5dU+E9J1q7bR6IqEPDU1FYQf3hW/lQO/iYQpsacTy2jLTwI4Bcc9qeeVvmAWJEY4z5OpKdbg7+s+IsRKT24Q63rSBvtFspRn9MQsOg8sCl3I+Dke5olzT/hK1z4LupzvYH50NWLueH/iZWwchMR6vR5jUqvVws85Pz/X5uam7t69G+30Id/xDvhMkAZ872Qfc2IMMM/p6WnV6/WxZDixPPbIZcUxIsYBPJq/YR9PT09DpokxWCuQKrHt6Ha3O4w7MsL4kmB0G8Oa+arHK5MYIbvPzzhE9P2+d++e8vm8Wq1WLBjpmlVCJtV7lmGgAHoJPDDcgNy+aRxOYKPRCIAKFgsAGQr75OREa2trYwYPZ4DFAjgDWIIwe4sBkhvn5+cRGBCce/kvmUA2ssFZJmGBoPNes7Oz0SOZDKX3HWVRnJychOJ2YE+6Znx4ttsDGRQC4LiDU94Wzfuu42Dyfvl8PpwKEgmw/6gSgdkGwMr4sg8FgII7TRglAAv/Amh1Now7d9J41hTlwHzwN8YQmUCBOnMUkJNr1Gq1YB4jMwBo9BGkCsgTCRglDBIG1A0NihbZcKaCO/vOqvLEoAfMtOk4Pz+PZBvrC6cAdoODnx78drvdsZJ6HGzAVy/3p5XNzs5OVMs4c+dVPQjY0gQH6wWD4EGS/zzpcBn2teCBhXTdYgD2Hr1cSbjB3KbljFdjIUfOouKebnRxrrwfMf9P33EwGEQyenV1NRgSgIOcQ2CPs+fAJddGjlMALB2zFLzncNCaNcYzp9dxJ+KmuUn1jzuOzEOql5g/B2D5mpubUy6XC+AOIILPoGNZf+64Axb4MzN/ALCTkjuMUZr48OukzzmJ+eggW8rQ82ulY4XzhM4ALOEeyAZOPLYfGwEZYHV1NdoyYsPPz8+1uLgYARGgefp+DrzQHpPAwgFCn0dsArZXUth4dwBvWs+vy4Fu6fV6Ojg40NnZmQ4ODiQp+m8DxjF2+ADMdaFQkHSlU/AnaL8FMN1ut3V4eKi9vb1IwrgPJV232sCmcY8UCEJOHdBi3XA9iC2Xl5djZfHIQKo3fH3h9xHc8N3ZcYAw+BgkDfETPLFAosL1i7e547rOGPPkAXqR/wHIQdDgHTh4H3wY98c4fJ0AcPheMX4u41atVjUcDoOclMlckaEymUwEoYAT/hyT9JfbH3yPy8vLABrxy6Xr/WeIQxhz9n3Bn0cXdTqdmAPOwz6R/OL9nQGayoEf/A/7RMLb/VFiDlrMus3193Wd5KCo+/np/R1UlhRzylrgGd0W8Fzc06+FvLGGOdcT0q/D4SBat9uNhJ6DBh7TTk1dVUkWi8XYL+fi4kIHBwfRag9SxGg0iqQc9r7X642taQfFPJag3RHx8uLiou7cuaN+v69araYf/OAHAWLmcjl94xvfiMot33+GeIF7SOMbtxPj4NtAsgOYSXUuY8bPTtzwOIf3AhRMfRSSDO6zovP5H2uMlmSMP0kOvxfrw1m1qX+EL+Hyzdp0nSVd78GKrvH7M5eAcaxtvwbvA+HT/Srex5/T9T9jlo6nz4PHG74fEof70uhzWudRRYcsI3NOSPAkDbbHbSaAHbE2n+czgMCQWNxvnJqaCjJFqVSKtudOkkznAtn1uBobhxy7ffWktXRNMEjJWKnu9OTTq364z0DyFiJovV6P/5FUd+Ia1SDEsOBfdEVhvk9OTkKGiYc8EYEthoiCD+82//z8PKpjJY0lXpljT2zwPq5rpOsqSn9/l3Xv4IIPKY3HYuhJErWsMdaCY2CuozxeAhB3pr7rDE/wut/gvqVXS7luScF7Do+D/XA/hCpj3lt6saqE8XB8gwNsgrFNdZvPh/v6k3wdcDa/j/tIaWUlzzcajYKcRxKN1uILCwtBFMBP9Xki3sGXc/n0cfPkNDIFNkLXJcYColaasPa5cAzVxyLFRzzJAa5OdR6Y5k2xbYoNpHG+vwfP9MPExq9MYgS212Aw0P7+vn7wgx+oXq/rx3/8x7W8vKxqtarFxUVVKpVo2UQGbWZmRisrK5IU7ZgonZqamorKg/Pzc+3v70drort37+rx48d69OiRpqamoiT4yZMnevLkSexpgeBms1c9rnE6d3d39eDBg9h0rlAoqFwuh2Jut9va39/X06dP9fz5c7VarXg+DyIJppzBgIJqt9vh8OAAXVxcb2LOxoZsuIaTyQL0lii7u7vRlsYz20+fPlWpVArwezQaxYY/ZJEJasmEs1DdqFSrVS0tLentt9+OwJw2ZygQQHEcZAzM8vJyKIbU4fGN05aXl6MyhyQJAQAbW3rV0NTUVDhLLC4MDiXm7hxiwBzMIuhgozhnjI5Go7HetMgyQQRAyOHhYWw6hMJDac/MzKhUKqlWq2ljY0Nzc3Oq1Wqanp6OnuqcS6sInHQMCJsHUlV1fHwcyt9LOhkflBxMsmKxGP0D2dDLmdz07242m2q32wHuSOOMewKcd999V51OR41GIzbshtlOi5PDw0P93u/9Xqylfr8fjDnY3Gyw9qoeqbHxg3Xqm2IRxKIP0vXCgYxSxURLOTcwsORyuZzu378fTHgY7m+99Zaq1aoePXoUjpD3E3Xdkhq3arUapcfZbDY+OxwOQz+T/PSEQK/X00cffaSDgwM9evRIGxsbevvtt3V4eKjDw0M9ffo0mArsNUUbE+9fDbvcHR+CP3eqOFhfnoTyYE4ab2mGc+mOlrPIcFY8+HVnw50qAjdJY/3wB4NBsD68pRTABC3Kbt++rcPDQw0Gg7CNw+FQe3t7Go1GAWrcunVLlUolWijg9KDDYba0Wq2xCiB3utNqDncu3Wn2pI/rK9e3jDM6zRNqHsgD7KDLaQ327Nmz0NE//dM/rWw2q1arFfcGZEE/DgYDffOb34z9cjY3N/X06VNtbGyE7aMNAxt2kvCXxtmp3W5Xu7u7+uyzz4KRff/+fT1+/FilUimS+ZLCOcZxZawePXoUycZMJvPagYDpMTc3p7/0l/6SarWahsOhPvzwQ+3t7UWLldPTU+3u7uro6EhPnz6VJB0fH4etIKCs1WoRzMFCHI2u+pe3Wq0A8U9PT/XJJ5+o0+loZWVFa2tryuVyAYqjZwuFQsgjCX38CE9QeCDpczk9PR37mPR6vfDB6vW6arVa6Fy3ycg1awffCZuMf8f56E5s8OXlpfb29vR7v/d7AT599tlnajQa2t3d1a1bt7S6uqrp6ekxPY1uvLy8jL2Jzs7OVCgUotLJbRH+HT4rz+fADvoPPxLfk/FB9+PnAvB6pV4KEg0Gg6jyWV1djeq6N998Uw8fPoy9ZABUHAzg3gAgJHbwqbe2toJtTzJodXU12j7Si5yKn2w2G1Xr9CxvNBoBajcajQAQ7t69q0KhEOemFbH4bN4+CLnzZAsANZVoDlC22+2oLEcP4psD2mB/HCRAB6OfsYluN7Fz7vvfFPR6Qs3/5okRbALXQ94Zu0mEkVf5GA6H0f7v8vJSKysrWl1dVb1eV6PR0Pb2tpaXl5XP5/WNb3xDhUJBKysrYz5+o9HQBx98oM8//zz235mfn1e5XI71sba2pouLCz158iRiv1qtFv5Hu91WvV7X8+fPo9tCqVTSysqKHjx4EMxW1v1f/It/UU+fPtX//X//3+r3+/qTf/JPKp/PR89+bHKj0YjWqcw71Wt/7I/9Me3u7mppaUm3b9/WyspKMLTReejFVJ5Yp77vB3Ejtt8TFQCv/nkqMZy9DIObhDrrigQWyVvOg4gjaUxPonuIL6VrXxM/ClBQuvY/SYqdn59rd3dX5XJZDx8+jOfku6QX9md1PezdJtCnkEuopGV/P+m6KgKA2BnnyFmqS9HjYCX4+SkB6unTpxoMBvqFX/iFiBfRSd1uVx988IH+3b/7d2o0GmPVbnQuAFBEJ2ET2Lu00WjEe6+vr8c5zWZzrBoEoBvbs7a2pjfffDNsK3GFtxJi7jyuYI8/9mQkviUBBCYD5kNikLF0Qmomkxmzj4zxq64DIRBIV3EvSSxs0enpabQOJH6RpKWlJZXLZT1+/Fj5fD5wJ2wONor90i4uLqIjwa1btzQ7OxtdEFijyB1+4sLCQrQuHI1GajQa4St64g4sDpJ1p9MJuXZcifmF0EG3EuJ81h17nUB+Y91L0meffaapqamI5+bn58c6gbA+0R/YUZIsrH/8Ek+uMnb4th4DUVXHeoRojV5mLqXrJAbrhESN+yCeCPSYcTS6bgtYKpXGyGRpwouEsetadD5YAWQhfEowSyeLeKKFAzvjBGT37yFN4fORTHV/FYLxYDBQqVTS7du39c1vflOFQkH1el07Ozv66KOP4v4Qor1C8vj4WJLCL3Dd6l04+J0qSxIjYMxuB/19sAWuf9zXxufj85zHfHMP4nWS1x6L+3WZT2wtsug22mXnhz1emcTI1NSU7t27F0EBgAE9AKXr/S1u374drM7p6ekxJgVKjr9fXFxoc3NTjUZDzWZTe3t7Gg6Hun37djhYW1tbkZChtZE7FLAPKHGnQgQF3ev19Pz580gErK6uanFxMUrzAFj4AiTy5MHZ2Vn0wHNFgrFgsQFysqhzuVwoTjKE3p+WscDBxMllw04WNyAlzCJAneFwGArSAVwUhZeN0doFkInF4wuM5yaw9L5zHmB5VhNl52w7AH3mkCqONHOLwgDoAHRjjvnbJMYRigND50xL3oNkCAwEFPDq6mr0/gfQw0nf3NyMoBzwhr6XKA+AMkq3cXKdxUCJJQx72jjQeiyTyYTBlK73TwHMxsEFTMEBRiE745nNxpAfr7jyHrDMIUk1qn5arZb29/cDwGk0GsHKIbHJGi4Wi+Hcv+pA4czMTPQgd9AUp4AkKm2tWGskP91AeoDF/GGw2EAOh5M5Ys1LirJdnDXa1tFizw2ds9JYO6wjdxqKxeIYO8OZwbw/zEJnQSKHw+EwHFD0Py3aKEf1ShQMrLcakK4DDj8PIN7fA6YGQb8nfJxBgX7yd0pZHB4M4ohyL2dbuBPl8+jOAWxaL08tlUoqFovK5/OR8O92u2MMTXR0Pp/XyspK9G3n3iS6AQVJGLN2Xb74msQAYUx8rvmss4Y8iGZsOHwO0mRWNptVvV4PQkQ2m1W1Wo2NE4+PjwNsRIe2Wq1w2AlCAbOnpqbCrj179kwHBwc6PT2NFoWwz3gedwghNLAJ5HA41MHBgfb39yVd6WMHEahqZcywH81mM4Bfegq/6vrui47R6KpFAAQTQOR+vx+gPP5FqVQKnwTn3isoneSAr0WCajgcRpUsgBNJNnrkA0ywVjiQVw/oUv3gMoIOGwwGEcAAmMDEJvh1HcB10VuLi4vxGSoxW62Wut1utCutVqtjQYknOQeDgTY2NrSwsBCtTABeaafjwJ4z7Xgu3jtN/ACSstbxeXgXEjv4bnxJ17pwamoqkizor2w2O9aSAH+G8yBZLC8vS1LsFTg9Pa1SqRRAmrfWw28jwOz1emFnCex6vV70F8cvJ/ExHA5jLyL6nAMQUCmCnkBnOAiLjKT2Hl1BosvZ6XwhY5PGkDkhMYOv58Qm5J+qeO7PmHmiH9ljHpzcxLrAd3N58TXiMpOCiv7F9XkGZEe6jjNelyObzQaBoVqtxn6X7L2ytrYWLWDeeOMN5fN5FQqFkN3d3d1oJcS5+Xxel5eX2t3djVj4J37iJ8J/J07Fx4JEiH1kvolFnNWLXec7G646+cQrpJBlAGTAldFopKWlpVgztVotWsSgf/APJ8kRn/OkmzPKnW1LnIFud7ljjfI3PsdeP07+4D08QYDtSI80wef3ZV3xf372WIAxRp8CtFUqlfBZsYVe1Y9dpMNEuieg+5feHpv7+5ijL9K597nhf8iME4Pm5uZUqVSiEhT/HPZ0JpPR/v6+nj17NlYdSRIN4hPxdIoX8I7EMPifg8FA9Xo9EtgQYUejkZ49e6a9vT31ej3V6/WoUt/Y2Ah/kv1b/MvBPhLOPCfyQpU8mAA2DH3N+iLWSw/8WGfMv+oHiV7vMrGxsRHgP34OeqlWqwXpEnyIdUAs6tW27XY7fCn8FGQVP9zZ+QDd+BSZTCaIJm6rvBo29eNYx9jOtEXb4uJiJHPcTmPr0UP1ej3kBzyGRDB7abjP5YlY/AOvGPOEMj4Ha8t9BMdDfd35O7AmPFGEvnQdLGnsf76epCtdwtxKCmIS8+MV1n449uS+s685j+WIFdyv8eSR60A//Ppgf6xl3ptrMT+sb/bGKZfLMedgtlS0gYmRHHPyNPPL+zoewRx44oFnkq5tIbLiSfjUN8UuInfMhSfUmCvkw+NyxswrjXg+t+c+d57MQ9/xu8vHVz1emcTI9PS03njjjUg4oGTa7XaUttNz/uHDh2O98QCYUZwIDXsxvP/++2o2m9GmZ2FhQY8fPw6g5NmzZ9HPdlIQSyKBIBN2xcrKSgTZJFyGw6Hu3r2r5eXlyDQDPLEJOw4hm+6wmbiX4bsTycIFiCdZNDU1FexXeiUSSJKBZzEAMlxcXG0y5SwegkffAMgVJE6hg3VeIUD5Iu/Nfh4YfemalUxlBgwmNr7zDOYkkBEnxJMVc3Nz0RORthEAHw7A4qxgfEhwpBlJZMgDTxyg4XA41vsZ5egZ+MXFxWAwbGxsRFICp29nZ0cnJyf6+OOPYxxXVlbGgDhn/xGg0waN80mOtFqtADPb7ba2trZ0dHQUbBr2jwEk2d3djaQHzAYcZViMKD6yw7wvGevDw8OYk6WlpagyoPwZZYhxBnAAICA5RGXLcDjU0tJSVMrgaErX7W9e5YNkLkCJA6nMEft/VKvV6CMNGw+2sW9sjd64vLzUwcGBms2mPv3002AdEpSQlMRpwyFEFmFie7KUtZWCKJKihJcAS1K8G2BgmkTw5JkHrXNzc/E86FvYsYCZMGhIEmWz2WCWE7BSOsrzSddBHuOdOq7uJHoSIzXOGPMUOJdeTIxwpDrOGRWeoEUvuUPqIOnS0lL0RQZQIGGEPUT/3bp1S+VyORhSOJ4k3qmA7HQ6oe8BZljDk6pF0sMdGHQp40B1EbrFx87BDX7mHsh1JpPR3t6eDg8Po+1BpVLRs2fP1Gg0tL+/H8/EhtjoLKoMqeLAacTx/PTTT9Xv97Wzs6NMJqNCoRDADPOMPZMU40DVzvT0tJ4/f66tra3oj05LRPY0gb1DEplABx0I8OQO6+t2DAYD7e3the558OCBRqNRMPVon9Tv92PPNOaE9YxsQZ5wXScpgJNer6elpSUdHx/r4OBAH3/8sYbDYWxCDpCODeRv6AoHbJFdfvagGB1GkM/64zloCYZ8QFBB9wAewUqlKq3RaKher+vo6EiPHj3S8vKyvvvd7wYpAnlqt9sRFD169EiNRkOfffZZvAPVUoD15+fnwRpPg2wfZ8BP/HUPIHlXPotu9GSLV7CiEyAcUT0qKZI56B1IAozPwsJC9KHH74A1l81mVS6Xw79GH0gaSwKj7wEO8bvq9boODw+1tLSkH/uxHwt9BUhdKpXUarWi8gdmHb46eoOKHtf3VKZJL+5x5bbc95XxBAr2ifFGpo+OjtRoNNTr9bSysqJcLheJr8FgEOxFKkkZK08+SeNteBz4dNKFV4umVUIOiDro4EAma4Z3AZj2gJjE8etyTE9P6+HDh7p165Y2NjYiGbG5ualcLqfvfOc7euutt7SxsaEHDx6E7/fs2TPt7Ozo+fPn4W9/61vf0htvvKFisajDw0P9yq/8SlRbVqtVbWxsqFqtRmKv1WqFbiW+Yh3iV9KamXlhbkgQYlPRIdJV62RANt/TEd8VnY29rFQqwf52cNGrA1I/Cx0L6ChpLCELCA2ZjBgZBrqzX/ks8sh7OWGDv6OLvIqFONNjKU+C4iexrlI/yOXdbQn6dnZ2Nlp4rq2taTQahS+P3s9ms+HvsN4drAeoxKdkDtzHSRMjDpCyTkej0djedb6+nZGNHiwUCtre3lYmk4nrYe/BXIgnwX2o2IQ84glbYg2qKdmLtFAohA04PT3V9vZ27JP4sz/7s5Es/t73vqf33ntPv/M7v6Ozs7Oo0FpfX9fc3NwYhiJpTC8To7FH62AwiI4KVBDhqyLLyBxgIjbvpngK4tfrQpipVCpjFfCj0eiFVuvLy8thv+/cuaNisahKpfICSM9Yg91RhYFOu7y8HKuCpH04cRBkMUDsWq0WhAm6WICb4Os4IcRJbp4YcOIuNpJKSTAur1aFxLW1tRXyfnp6GqS/brer2dmrvYXTipl8Ph8gPpVKYA3ZbDbacLEeuNfp6WlUvPCckBXxGRz0lq4BdmKlFC/kmfyaHg/zvuBbyH6lUon3Rs+6LvZr4GOgh1i7yIOk8F/AJ9Fnbsv4zCQfGBkjXkured02gGeARdRqNdVqtRf2nKRdOG1P00S1ExQdP/DkEu+byWTGKtuJpyEDDAaDwBn9ej6OnoCRxvEMH2f0LoQICIGsr9FoFHbYyahuLxxTQqc63pKSab/K8cokRi4uLvQbv/EbUSZ87949VSoVPX/+PMroTk5OYt8RMsnlclkXFxdhyDKZjI6Pj9VsNrW5uRmsUTJ19+/f19LSkt59911J1+zOUqmkn/u5nwswkkTFD37wA33yySf64IMPgoVVLpcjIYCCrNVqIWjZ7FUrDvrGDQYDFQoFLSwsBCPt8PAwACg24rx//344UZRiInCwC/k/bKJqtRobMHkw4UKFA5TL5fTWW28FoI0DTYIDpZrNZmPT2ZQdCFBGWVoulwugDiPvZXKebeRenEsrghT8npT1RlGgtGBYDAaDaJcB0Ecg6YklHCQ+wzMxnp6lRDHD6IWxCjuRz5EI4BmZA2dGpgAarSlQQhimZrOpZrOpTz75RNvb22o0Gtrc3AywAmUDQ9qTNDivKELKu7PZ7FhJKqXyAO1zc3NRNrq7uxusR5Q25wDeT09Ph1JnAyeeq9/vB3s6m73q+46MwPB0h6VSqahUKunOnTsBxn722WdqtVrRMu/u3bsTAdhX6YCdhLzUarUAvUmcUqLtFUUpm4jAxQEoQPGTkxPduXNHOzs7Ojg4iORWsViMfrr7+/sRJFJd4PsOwYogKGZNshZIfKEDpfHEgbMHYLfRq9UdrPPz82AKdjodbW5u6r333ov1UyqVIrEJWwiQxluLYEjRxzgo0nVPWKr1vALA2bqeBOC9U1Y/TpDrO0AfT5bg9KXMFMaF5Aj3RdexhgjscYipnAFgf/78uQ4PDyNQ9iTLxsZGJKxxeFn3e3t7wSi/ffu2stmrygzOB4jEEQKY4B7oOI5JySPmlbYMjH+awOZ67oTCzJqentb9+/d1//59ra2t6fLyajM7AohsNqtKpaJ33nknEhP//J//c52enkZrHkn67d/+bXW7XXW73dhXBx2KXZufn9fh4WEkjGgdCHA0Go2CkFAsFnVxcaHnz59HL9nPPvsswEacX9/PDHv55ptvqlAoRIAGMPC6HoPBQFtbWzo9PdWTJ090586dqIYAFCqVSuHnkNSDTUXy4PDwMPQV+gDfb35+Xu+99178n/8RQMOIduYXNli6Tq7yu7PSsNOua7yKlaCF6l5nKDswxUa/BAiDwXWbhmz2qrr34uJqHwGCfT6DHjk6OgqyD5WG+AZsbg4pZ3p6WsfHx6rX61ENsbi4qIcPH44l2/F1AFEB0UhcTE9Pj/3s+sETJ+g+B9GGw2G0Nn3y5EmAfSsrK2PgnAeEVJUPBoMgaDhoiU+LfKyvr4ffxfuwWeVoNApb9MYbb6jVakUMMTt7tQk7if/d3V1tb2/ryZMnkaDCryZ5l8vlQs8ArlUqldhUGj+b8fGEiKRI0njLUkCGwWAwVhnictvv96Pf+uPHjzU1NRWELG+Be3FxEba+XC6Pteucmpoak3fuiU8Naevk5CRY0m7nPGHjycM0OE7XPn45Msd7vy6goHQ13j/xEz8RzHXaYD58+FArKyv6uZ/7Oa2uro7pEAfN19bWtLi4qHfffTfawKDj/tpf+2v6T//pP+l//I//oWfPnqnT6eitt94aS/6enZ1pc3MzWgtWq9UX5uXXf/3XNRwOtbGxoZWVFdVqNX366aehs2u12tg74bc0m83wK9gwnjgOAMXBpbOzs2gH5xVTaYLVwR2vbEb+IGiwZ4mksTgV/cLv+LIed+KHLCws6NatW2NJTmTe2bWeJETWnejiBz4F5wK6sU5ptVOpVAJ72N/fD58EXwO9RicNEvNgEYChyAp6zysSGEcfQ4/hGW/3VSG+MB4k2qVr4Pjw8DDeb2NjQ91uV9vb20EaZS/R3/7t39bz588DICMGIW4GjKTdjKTQaVRPUTkpKfyJy8tLfetb39Kf+BN/Qo8ePQoAb2lpSd/85jfV7XajVS86vFKpBLZCUok14CQekjwQdVmzDlKTRHZSTqfTCdKOA8cOSiJzr8uB7er3+1HFg864c+dOJPXYuxQ9OBwOx2IkbKHHgE5EoNICOfe1sLCwoJWVlUiiYL/BNEjastE71/GYBszOCQHENmBKtHen8px7UPVOkpnKTG+NT2IIXKvf70cSnEpoNsPG1yVpB0HEcR7WNL8Tj7hOxD91bNGTvd7Ki8MTwuhK79yAvmGdSIo17v4IHURIZNECdTgcBhEQorsnWaiWdHlABtx+pKQOn1PpuiLS34fEhe9bwzuBO0Jy5VloG7m8vBx4A6TG4+PjIMBAbCahzTPjI3qyB3lC1rzy20kDTmYglsDWut5hblk7vK9Xo0BCRy+SgMvn83HftN2Y48huW0gU0mqQtQy26/PyVY9XJjEyHA6D0U4gQ2BIgJDNZqNiw0EbnBgcckDrZrMZDk0+nw/WIIGiM9WKxWIEjJzne1vs7e1FKSdGDmGanZ2NDeLYWBx2DQKA8wUTmuCSqhgcFWclpmzbdrsdwooCIyD0/sAsBGf9S1cLC8VL5hel5KwGDAfXSDcx8zJoNrMlIJauM4XSeMsJ3gfF6P30XQG5wvLF68rNnQfmgmohgrX0OTzriKFibJx5BFCPoaX00MFGnCNYd+nBZ7wknfs66AK7h/6ZlMPT45rn456wZHGcyf5iOFGeKCCy4rOzs8HEotUb/a8BSb0cEEVIAtCruJhvDDcGMmU9YkgZHwAmFL0zwgGPSNbR9/xVP0iosY4AsVdWViIxAqPN95lwQ84csFY8yYeudLYpDjhtB/k8hov5Y425LnH2G+sWecYpSde86zJ3UEmw4KAh1x7wn52daXd3NwJcSeFseKm8l3/SamCSPvWkKzqDcQNI80CQoJN3JjjiPdPg0Z1sHGIfDw5nZ/B5Zxn555gDxow5wDnGsbq4uAjnwt+bYJrEDLap1Wrp8PAw3pN9hAAV0Sue+PDECM+ZjkfKAuKegJE4vehoxoZ7eZ9w7Lf3+3W/YGbmqk0YgCAJV94Xvchzk6A5PT0NZxuWjjuT+/v7uri40P7+vlqtViRHkLNCoaBSqRT2CLYiOtFZY6wnvgPQsNHocDiMgPB10HlfdGADu93uWA9mScGconqOihDkDIABO+L+GaQG1nyn0wl9yH29dYLPg4NgksJeOTDEka51T4a6DvaAzPVU6p9IGpMnqnEBbGiNAPhFoEJihMQh4wJwBWMbH4xAnnHjeZ3xy7MxP+hY9jah2tNbh7CeeRfG1scCXUEyoNlsxni6TcG3xX6gw/HB3BZyHkF7JpOJykdJodOnpqZCp3oQDgDCM8JSzeVyUW3RbDZ1fHysw8PDqEpZW1uLpAfxw2AwCPlbXl4OAokDjcgS7+itZNxu46NC3IIJix8JgQL9QvIHf9LBAdYSttTtNPKLz+ugr/v5Dgbw3e3XpLXkILD04maf7lu8bvowm81qfX1dKysrYyDOnTt3tLq6qjt37kTVsJMx8J9JOpDU5KCy6rPPPtOTJ0+iVQp9x7GfyB/xDj6X+2eHh4fq9Xp6+vSpRqNRrImTk5NovYpd9zY2Z2dnAXR7RYiksfkeDAYBfAL6Ocva4w18QGQIP8lBHdYOpD7pOjHCu6Z+W8qQdfmfnZ19oTKaY1ISj2eTXkyYuIy7vuJaAF2ZTCZ0NsQfyDNeSUNMOT19vccoOogxwS9KnyFdp04Q4Nkn+X6MN5+nVRGxub9bJpMJvXp0dKRsNht+6PT0dJBZqSZy4hcxhoOAyBi+L34ssWaj0Ygkb6VS0YMHD1StVkOHkTArl8uxTylxMP7o3NxctEH3+UYPMy7oa/xnt+nEJsgSn52UTOPL5cJ98Ff5cIwH20Xc62TLbDYbyTT8Mfx65mk0Go1V/yP7fE3CyhhrMK7Z2dmxdvbEIqnNTnEh1o3HYe7rcR66jeqPFMv0a/M5YlEILOBLYKT4KvhpyJ5jWCkeNik29mdEj6QxPkeaLORwAJ/7cH30uPu6/lnXL060cbvoa8x1ticlwCh8PB2PSAH3FKfww2Na3suTR0708+Q8786zord5t8XFRXU6ncDLXF+m8+Tj5L6Z2w0nm/uz+jnpvLne4TNpktZxU39X8CJiak9iMT6MrT+X6z/s9STb88Mer4y2HAyu2igQ5Hz22WdqNpvRO51WQZeXl8GYuX//vgqFgnK5nHZ3d2Px0ypqa2tLo9FId+7cCfbLBx98oKOjIx0cHOi73/2uvvvd7+r+/fvBHPaJy+Vy+smf/Mn433vvvad6vR5M0pmZGT148EBra2v603/6T0cZJkDKe++9p88//1y/93u/F6Dj6upqlO3D0tva2tL8/HyUEsOQINDEkA4Gg2Az3LlzJxg7BDUA+vV6fYwN46ze4XAY2UoWBBUR3rbEs6gsMmfVYpw8oIKtI2nMsEvjpVg4HG6U3CEAQCIpQXUEjEUHEDEkKBr29Tg4OAiFzsH9vd87hg1l7Rsfcm3vkdvpdGI8MXIOfo1Go2CfnJ+fa39/XycnJ2GgAPtIdgH+EOzQT1G63ogZVsD5+bn29vbGEnFTU1e99DHYt2/fVqVSUSZz1QtzZ2dHGxsbunXrlv7yX/7LUaHEWAwGVy3X3n//ff3u7/6uPvjgA21ubsbYLy4uan19PZg/lFnu7++PJTIxiDB9AFnZiI5kIWwZAERnKtJGhH6i3mPxVT0WFhZ0+/btYASura3F2kLG+c4BGOSAnRs+NybMc6FQ0Gg0CqZwv9+Ptnuzs7Pa3t6OUmKCUmereo9lEhb+LIDzrCnWOImGNKmI/HM+9z46OtLdu3eD9X9xcaHPPvtMH374Yfzsm8JRXk+iEBnyAx3jrdq8uoRnJynOPlPoAAJMSWo2m2MMGgJUd6TccUN/or88keAOlAfM3jcW57Hb7Y4BAJJiXwSCMVjJ6HIAL/Q6YCGgIHNMO67bt2/HvZE7qh4czHLH2pnunqDy9/P/uSPE5wFJ0BkzMzM6OjpSq9WKtoNLS0uxR8r3vvc9NZtN7e7u6p133tHt27c1Gl2xvTY3N/Xpp5/q9PRUW1tbmpub09raWsjtn/kzfybWHGDwf//v/12Hh4ehzwgAmENsAH4Aup6qJul641N09mg0CuDCqwbq9XqMzfb2diRY2JDP9Z3LyutwTE9P65vf/KZyuZyOj481PT0dm6l6MoGNUqnepH2UJ/+Ojo6i+gLZLhaLWllZ0cXF1b5ztEWA2c91WGesR1piIhvMbSZz3eJOGgeTPNAkwIZxT8tUGKPsSyfphVYnJEABiXhHWiy2Wi19//vf19bWlv7pP/2n8Rk2HacioFAoqN1uK5/PR1vVpaUl7ezsRB93Eoo7Oztj+opnh3AEAMG6BnDv9/vhMxWLxbEeyu4zOZmjXC7HuB0cHARIht5ptVpjCbCTk5Owh+h5D0g9KOPLwQ4HuyQFuxLwTLryt2jPce/evZABwNU7d+6o1+vpgw8+iOpd/F3XdcgB7GM2vF9cXIx+zDC90eMAPNjgy8vLMdKSpJDZer0e84AP+fbbb2tlZUX5fF7Pnj3T/v6+fvCDH0TSH/sAYYJqXgd50H3IL+2TqMrH5u3t7Y35+A4GSZrou2FbsEtuzyRF1ZCzUV+nY2pqSg8ePNDq6qrOz8919+5dSdI777yjubm56EwwGl21t0UvffDBB3r69Km+853vqFQq3Xh99ld49uxZgOjtdludTkff+ta3Iq4gOeixX7fb1f7+vj766KOo5PiJn/gJSVe2qlKpRALw+fPnQURgX5PT01Pdv39f5XJZa2trIXfENlRnHhwc6OnTp/GddlDYXhK6EBzxHbj30tJS+LmsGQA01hEtDWGYO9PYkwwOSGEnSN6fnJxE+xriVcBaEtHEqJ5UHI1G8RnuxZGuRUDifr8fpCn0AQQ1/DkSpI1GI+Jy4gTIiCnO4Mmo1M9IE0YkX7PZbHyeGBiSJPaZ+BF7WavV4nrMy8LCQhBSfv/3f1+dTke/9mu/poWFBb377rtaXV1VLpcLHx8AcTgcjnUs8L1wpqamVCwW9fz5c+3t7enDDz/U3Nyc3nrrLdVqNa2vr8e7ZTKZkPdbt26p1WpFYqbZbIbfVygUwpenBbnvU+HAL/KStitzwI85dUzGk8KMMeRV2oG+Dsenn34acU+73dbz589VLpdVLpdVq9VULpdVqVRiPujicnZ2Fvur4l+Uy+XwM6iCyGQyodvAMohfWQOsv8XFRZXL5aj8AJuEnAKWgfwzxxAi5ubmwg9iHQ4Gg5Bh9hE5Pz9Xp9MZI6JRJdTv96OqiASdJK2ururu3bv62Z/9WT179ky7u7tRCfi7v/u7sZYLhYLW1tb0Uz/1U7HOv//97wehwtv+eaIAXwe/CRKe6zF8HHzDNL5FnrmvdxBBf7q8E5M60M/1SYBDBPI9ilgb7k8xluhHTwT4OpOu158no3hHDk/MSuNJTOTP16knQRg38BRa6PFO6AhwLxJjtEIkQejJHU9a4HN6gtUPnzeP592+4TNL19UirtcuLy/H2r1lMpnowINv70QxklFUXDk+yHrxbjjuz6MfnRTwwx6vTGIkm80GI3Q4HGpnZ0eHh4cR4AKkwezC6WDzSM8mApTBNvWgpV6vB/Nrfn5+rN9beiAsgDK0nzo9PY1FRy9YgO3Z2dlQZI8fP47KlE8++USNRkMzM1ebLT969CgAchwyF1ScJpiMJAVgeXkvamm8bx6KxgN1jkksBAQWYJ93Z+wYm5TpyGdTB0q6DlZdqD0r6dlgV6IOoDpzzp8LQALQinch2bO0tDTWv5TPOjPb7+vj74ub/3tFDbIC+9CNKUramXSAfsvLyxEE4sB2u90x4wNwyzu3Wq1Q/oBxACk45NPT02o2m1EhRYsLwO9sNqtSqRQyCuOINZHJXFUV3L17N4Dlk5OTYNqQlITljQEDKJU05ljgED9//jyC/FarNWY8uS4GgfFEtpwt4omtV/FAxyBvlMGThHRD5GvD2f/IMPPhjANJAbJ7tRcyxvwXi0UNh0Pt7e2pXq9rd3dX5XI52vx4dRJrhfnGUKN73KnhXGcdAxgztyQ5Wq2W9vb2lM1etSJcW1sLPZQGVd4CzNuSkMBMk0SuywioAXk88EM++bz3zU4ZIoxteg/WiP9NGte9rvv8uugmdxjdSWWtzM3NhY4jyPTEFToLZ4MgDgdwYWEhQFOSswQA6FUcNOwQc+zsFA7GxxmYfAa2p+t51jr3wGFE7rkPY4luQ0bd+SV45PqdTieu5eAbz3R2dqaDg4Noc0Mw7O1jPPHvOho5Yy6YP0+is+688oUvbDlzd35+roODg7BBJFqYs9clIJYUcktivVQqRctNH1MSqeii6enpCPQIKvELcLzZQBU/s1wua3V1Na6LDqYKCfIAeop598DK2XS+ttFx+A4edDpbdzAYBLuxWCyGT+nt89LgEzBqamoq+kLTmoRqy8HgutUIY8Fn5uauNrsFPIQRfnFxEaQE1hR+FExYfGrWCX+nbz9zmM1mI+h2v8aDWGf74U86Y1FStP3zxIj7kFRkY0/w31x/OcmAoAwZYU0jdzyb617Gguf3RD+AS6lUUrFYVKFQ0PLycthF6Uq/U3FL4tf1tOsGEiPpflu8C3ObMsABpemhD2C0ubmpZrOpbPaKRVoqlUJmuG6aeECHk+CFsZ/JZALkYSNjrxgHFMZX92t7XOC+vxMHUlIAtnzSM/5/5L1ZjKRpdtb/RETuW2RGRO5ZmbV1VfU6q+3x2Pwt48Fmt8ACIcEN8iUgC4OEfIkEAokLuMCWEEKWELYsEEIsA7aRGXvM9Hg83dM93dNde1XuS2TsuS8R8b9I/U488XX2TJvxdFtVn1SqqsxYvu9dznnOc55z3mf5ct8I+UDCkTWKzdnb24vkGRWNEEcfdjEPzC973NXw+XxeUqd6D0xQLBa1vLwc2B2c1NNz0WKXMyz7+vq0tbUVrdtqtVrYF9qJpFKpSA4Xi0U1Go04BJv2dIjJIIm4eGYqPT1ZQqsSP9eL5J8LdlzB6gQ1f7sKmIQCaxEb6HaHzyYpwprF9hBvJUUjfiVJSfY3th+/AFnmwkKvxoeEdTET2AVb7DGHq8GTIhbHLMw765F5IS6mXTjtLt1fgvFYe729vcrn84G3wd7T09PKZrO6du1aCE0gZSFS3XYw9t4Cl7Xh/A9Ee7FYjBaMjKWfy8U4uRraORr+MK501sDmeYzmr3UOgrlOJkZ4j68TSNfnpWKkUqlE8gKRyOnpqWq1mlZWVqIqjvUOh8acY/vAflTA4l8Q0brAgqpRPhMxCrHM8PBw2Fj2+NjYmCR1VZOwJ5NtlxHcMYfYTSe0nagGx8Ax8TeJlJ6enuiAg93hudLptCYnJ7v8B/bEEwA8h+MLF64Qo0idylxfzx43e8zKz1jPfC7fxf3y2cn40gURrH8SI1KHw3NBhXMOl/GQzmX6czhH4kmdyy6+j/3OfeI/uAfnAiR14X0/1875O7fB4FlsHL7XE+mMmY+3J0acC8cPcIG73Q8leVj869nZWVe3BXAaa8tjG/wC64095UJJ54RcnM598tyscZ/jP2oc/MxYS5RVBB5Pnz6NygvIOyfF6ZmLQ0Udm0qlAqBDMkod8m1jY0NHR0e6du2aRkZGNDc39z3vbXh4WHNzcxobG4uSdMjpmzdv6sqVKxFQNpvNUGPl83nNzMxoYmIikjyZTEYTExOanZ1VtVrtIo6Pjo6C0MKQoQhC1QfJTkDiSR9e64pHFrnUWVw4Z0CcAwsnFN1wuHGRug9n9M91g+RqCam7zD6ZWHGQyKYmSGSz+UZEQeJlkq60SKfTXWckMA6APQ9eGT+pk/yRFOfTALIJfCEQeC/BgweujC89vAGQkAb7+/uqVqtdpAqkJ4eq7+zsqKenp6u1En0k6SXc09OjnZ0dbW9vq1arRaUMLR16e3s1PT2t69evd7XO4ALkXrt2Tfl8Xjdu3NDjx491cnJxwHWtVos10tfXp/Hx8ZgDnATnnrD2JGlrayv2oB8qjJEE3NM6aWRkJMrwCfyel8QIjoWqGogbbx3E2vbMe1KF73uBf0sd0hpVG63marVa2FZaN9y/f1+bm5tdvXW9wgg7623mpO79DtCB1Oae2CPeP5l93mg0VCqVtLKyonq9HgeKj46Oanx8PN5bKBQiMMV+ojyjEg/gydg4OOnt7e1qwUjvZUjKpK2EMMDvsDZdIeYJ4KQz9z8E+W5HAUPcr9tVt2mAqIGBgVBD7u/vK51Od509AwiCyCPJgF0CyI6OjnYBL8hlPscJBZ4Ju+k225VWycCf7/XWeawFfE8mk+kCVXw3QQVrtlKpBNF3dnamfD6vl19+OWwqrz84OFClUtHh4aFGR0ejjRxzh91ZXV2NNoL379/X2dlZJI4ROGDzkpVb7gvpL+sBivtffy1zjtKMMaICdWNjo+uAaPbV83Rh+/r7+zU1NRUkFz6auaGKFFFMOp3W1taWMplOK6R0Oh2qatZwOp2OVkZLS0tdSmICSVTHgHtwGcnFVqsVFY34sGazGWdcSAr7CAFPwow9DBHDmgdbcO4DwSjtWti7vm8g3E9PT1WtVrWyshLjSLsQghjs/OjoqCYnJ2Mc6Q3MOSXT09Oan58PmwM29fMysG+07yqVSvFcnjjFBpGcYUzxS+x9ztjjM6jQ4XB6qVvFJikSqVR9eVsZAkn2ImOAnQNTDQ8Pa3p6OhLIScGM1DmEGSIB1SbPx31D6OVyufBtnG3E+VgerEIU4kMha9ynQryB49zn4mtZD/Pz85qZmdGVK1e0sbGh3d1dPXjwIKqmpqenNTc3d2nCwoNT/BBtaWlr1tvbG8+xvb0tSSHU6e/vV71eD6U1xBYt8Jgz9l/SlrrohkQ+9tRbej4vF2PUarWize38/HzYFtZ8rVYLIo/xJxmRvFjP4Ex8FQfb+oHq09PT2t/fDzEChMXKyoq+853vxLk8rGPIcNb01taWHj16pLW1NR0cHISYb3x8PNrJtdtt1et1PX78WHfv3tXOzo7W19e7ql/5bI/rXJ0LXoYQxHewt7FzExMTcUYTmAY74612HNOATcGxVFlQvcJ3wz1gr8ECUidm9rgabApGcr/kOMErT/EV4Nx6vR44BjWwV/IRjyLgJOHOveCL2Os8k4uA/LwA2qRtb2+HH2CdEgtns1nNzc0pm81qYWFBY2Njymaz8QyMRbvdaV97enpxLsfW1lYk21944QVNTU3p5s2bMaaMG+fBJtv8OmZNp9PRQshV+LRFffLkiW7duhWxMwk59pLzOMQFVMA4CQx552123YdwJW0rsYIn+5JrwX0cvNVlwt1n8SoWi9rb29Ps7Kx6e3uVzWaDD+Gc39nZ2Vjr8B2SIgbAp4Cxj4+PQ1xDjASfRoxEFwv2dqlUCs6G1mxPnz6NSrXp6WmlUqkQkCLiQPDKHB4fHwdvQ0yRjEWwNV4dxnr2uLZer6vZbIbfpTsK+4vE3q1bt6Iy7t133w3b4mJEbCtjwHfxGmyCpMACfjlGwla7TeF3CDEQpbBv+Wzeix/D3kqd9rYksVzgDa/Hs3BPTsKz55wf5PKEte+/DyPg2bMIlz2B4/Eq+Bcsyxpqty+60RA/nJ2dxdmJ3Cd+AyEy9+QJfRenezKGcfe4lZ+5cAm7k0wEMQ7gUBL/Lhxg/MGQxFjETcQJLm5KzoXHz54YgSfw55UU3K/zKh/lemYSI83mxcGbtKSYmpqKFhkYi+QklEqlIHCPj481PT2tO3fuKJvNanFxMTYWCkPUW7lcTj/0Qz+k+fn5j3RvBDgcwPjSSy+FkpHWWJVKJQwABDSqx5dfflnr6+vK5XJaX1/X+Pi45ufnNTo6GkYacgjQ0m63o5QQg53L5QJweGk9C8aBnaSu7CYVNiiLpU4JltRx4N6ih5/72SPJLCOKTKlDwPI+vp+LRc8m9E3n2Vey44yNqy1I4uA8PAMMkKKaptXqnFWBI4WUInMLuHVlIWPJz1DaoTQhyMdIeZsJwCXP5wp7Al3K+1wJCsFSqVTCsc7Pz4eRm5ubU6FQCFCHcj6dTuvGjRtxaPeDBw8CaELgcE+XGRYndSHAXfWMg3ayA4c6Ojqqg4MDPXr0KAhJ1gdANxkIu5rTFYPei5jfo2Z9lq9msxmBpiswOXfE54JziSDqnGRykiOpJODnUketha0CpBG4FgoFHR0d6e7du6EEvH79eswj5fLsj+Hh4S4w4koHyCsCMu7BD4CF6P/c5z6n27dv6+WXXw6wyXqBMOQ7z8/P9cILL8Q+Zi9kMpmoFqDP9fHxcRDk7OdGoxFAbX19PUrWvSJDUpddADgmwYSkLsCH/SJgBxAAOqQP9kbl5/zOwRljSstEEuMQmj7nBGckNTyZ44q3drsdyXXvCeptEdnjrg7hmZlrt/eucLtMfehVUCg7+QwC00qlotHRUc3OzmpiYkLZbFbNZjMCglwuF+/lMG16rQOk8FGA0fPzc1UqlSAMHjx4EMAPsAmJ7Gr5ZAKEucBeMmc8v/s1nxcuH3uCMcQeJCAPDg4utRG873m5Dg4OtL29rcPDwyB1qfblnCzwIIFrKpXqOkgbEgxbhJ+u1WqBOXK5XAQ5rPvV1VWlUqmoKunt7RyWiWqQYA0biiKaQGhwcFDlcjmAvqSu/YOdGRwcDDLz6dOnUYEwNzenXC6n2dlZpVIp5XK5SAaDEyGAJMVezmazYf8gECEaqEDd2tqK1mTc2+npxUHuxWJRExMTsY6Pj4+jMg/8ALYiycK6Z6+w/7zlDOOwt7cXyQUCOGxLtVqV1Gl7iH8olUqBqzyZ7iQkYqpW66LVKaQb+4/97PdaqVQ0MHBxuDXJKMd0fEe9Xo/7gXym3RPq9FQqFaIOCJhUKhX3ypmFySARzMPP8ZMeBDrhgB+hshvsyjhXKhU9evRIm5ubqlQqcbbU4uJi9GdnLSeTFKwDfAj3V6/XtbCwoMXFxSDjX3/99fBDzDfVC2BdfAM2k2CeqiG+15N/JISIObiep+QwRPTx8bHu3buno6MjtdsX7aAhV2gZUywWYw1ks1m98sorGhoaujSRRGJ5Z2dHDx8+1ObmZghD6HyAMADCrb+/X1tbW2HL1tfXVSwWNTk5qeHhYb366qu6deuW5ubmYl9hbzkYXFIkYMfGxnR8fHGg+r1797S1taWHDx9qb28vMNjw8HCsVWyki0hYJ17J4GIVWi/TarOnpyfiJSqjqVzhzA4X1rA29/f3IwGFbeB8it7e3q52wHQvAC+xV8GSVO9DckuKZ8tkMiFw8eSM7xFIVyomOAdDuiCSIT2JUWdmZoL4dAIT24PYh3WGD6KdpCdnWZPcD5xGEhMx36lUSu+8844mJiY0OTmp6enpEL1BCIIHSWKdnZ0pl8splUpFjI3/8uQbfs6FWUdHR5qYmNDQ0JCq1aqKxaIqlUo8G22wjo+P9fDhQ52dnalarUZM+/DhQy0vL+udd96RJL300kvR8YM4BXt/fn4eLaV9fhBwHhwcRHLGBY9Sh1jt6enRxMREYD14A1fn+7hDtD7rAkEuj6/6+vo0MTERxDPVZFRYe5LJ4xfmhH3iCayNjY04e5iELklD9jC4EpzDWYDlcjlEnOCvR48ehS+lanRubk6NRkO7u7taWVkJDo/9jb1Lp9OBsaSLGGJhYUEDAwOamZkJ3EHXnEwmE5XFJycnqlQqevz4cYi16YDzyiuvBAfzh3/4hzo8PNRbb70VWAyymSQxmMOTtL29vRF3QdATG4G1sJde+cteQMScz+e7YmP/HjgiT2I5ac7a98pE9jNrAmGvc4ouZEGYRBLB4zAu50z5fzJBwnvB8TwDcwTe4bvAO17J4QlxKo1HR0ejQwtrmrVeq9XCF3J2KFyEY1TnXbDxYGUSIIgGqfxzvjUp1mS+idWZc37HWnThJns3ebYg+4J7cl4UDtfxSnJ+WFuOUz/K9cwkRpJAH0cICY6yjgAYJ44inRYsV69ejYWUz+ejl68HFahIPirxirMjkUHvSxw1QRCLUbpYQPSR6+/v19LSkprNpqrVaqhVXO3AAmdjAQw8IPKyVQJLFlWSwHEDw+dJ3SpmV/g64eMKYKnTaw8DQhbWCSIPBD3J4CStZwjdMHkg6EGg34dn1H0zurFjkwFIAdqSQuFJD3GCOC89TiaY+AwUR6iPPRvM/AGEGEcIadZDu91pq+EOgt9RMkhShOQLr0OV40EDc0wirt1uR2KFZwCMo7DlGZ3c5d8klpgnN5CsVW8r5qQuBp31RELSFZt8B0kVV/OQWGHNsw6e9YtMuasDvA2Sq5cA3wcHB0HqEgi7M2HuHFDjSH2veI92vnNkZCQIkJ2dHbXbbU1NTcU8OnHke87JRXekrDl3bJ4s4HM4LHZkZESbm5tBcAFOWevYomw221UxklyzKHNOTk6UzWY1MjIS4+yAjF7ugChPWiQrQS5LWjDe/N+dvNsst2M+D7zOlTa+t3kv9sZtDm1H3JYyP+7zkq8B4LGffc34OPvzJsGLX66G84o8B4VJwMq+J+DY3d1VrVbT+fl59EiHKHZVOSpXEifuOxlLgkv8ERV6+/v7Qbifn59Hwoxg29WpfiX9VfJnl/lUrsuULoBKgjD26If1kn6eEiNOblHFQWC6u7vbFVCRJCVRANmRTHICyMGR+K6hoaHAdKx1kvOHh4eanZ2NxJsHGlJHyUTyEaWz+0snh6XuNcMeAyOUy+UIGCCvIO0GBwe7BBR8FvYC/++JGYgXtzP4mmKxGHuTVq+7u7tBwPFa2saSgHHlmiclSHLiRyQFBvA2ehBNThxKnUQxe5nqXtYBnwNG8r3gQSJz4XaVsXYVG7iVz0Lx6aIMLpT04ChvAUplj4td3EfyPPhwt8esW79fT7yzbpI+B9sNRuRzub9KpRJVA5DRhUKhy0/7mkwGxNy3q9GHh4c1NTWlnZ0dVSoV7ezsaHp6WoVCoeu7nRjAZrEP3I+4rfS94epXV1I+DziQq91uR9XN2tqaJEUyqdlsqlKpxPlbnO1DZRpt3CDbSEBKCtxDLED3gmw2G0IEb+MHDqWjAeR5q3VRtZvL5TQ/P69CoaCRkZEuRT17gkQc/ycJcHZ2psePH0eVCPvTW8MQ4xCjY9exMb6HsM3EEV4xIXUq2/r7+6OCBawJrkDQ6ApmEuDEgZD25XI5xogWjaxpCB/3Q6xl5lDqYIDL4pxkohmBD59LeyDiWEg/OhRAdBKTw6mwV/FVVNbWajXt7e3p4OCg67wov4dM5qJCkbiE/UtcQgLh/Pw8qpywCXAtTog2m82odGaOSbzgO0iAMV7e/m9/fz/iIURCtMUqlUqBxYn/ace0trYWFYzHx8d68OCBnj59qt3d3UiAMd/YPyfkstlsFznq9tMT/k4g8hpsOcr8vr6+eMZkPOT2wHH0s34xpi44Ii6r1Wo6Pj4OcYuPk8efLjplHYyMjOj09FS7u7shLoS78Dnk//BsdG3gc8EHYALOfxsZGdHk5GR0IyCZQYJue3u7q0IhlUpF5XI6nY69UqlUgudh37kPxJaCiUjgOp6dmJjoqj49Obk469YrZVinyThP6lS6Od70NqRgVo/pkhiOcXRRiBPp8A3wA84TONEOh4XtIkHg98w98R1gJG/d5XbWcRCXx+b83/9mzqROhQo20vcuY8B3evydjAeIARljFxVi25gr5iTpF1gbfr88pwsGiH2IrxwTe2W18zrMKXbbky7OdSQTF+4zGH/no5K+kd87X52cjz/q9cwkRjKZjK5evRpG0IMKCGwGcmJiQs1mU/Pz86EQeOONN9TX16d3331X165d09zcXIAzMmSSQl385MmTj9RGS+qUtI+Ojurs7ExTU1MaHh6ObB8lbAQIbDyUDiMjI/r0pz+tK1eu6NGjR6GSxeg9ePBAkrqSQScnJ6HCYvF6H2NAHUE+gaM70mazGUAGwt2DDw/C/OeeecQguZIPoiqdTnedceB9tQHWXJctcDYE5VvN5kWvbapCPEAG/Prmk9SlbMGAMO+snVQqFWPmipkkAHMj6IkRMvROyEDsJ8kZnMba2loEARgODj6HpCXTz2fz/UtLS3FYNmXutDYi+cAYoyjq6+vTCy+8EKqDzc1NlctlPXr0SPfu3dPJyYl++Id/OFS0XDguv1hDEAX0eh8YuDiglf6ttD1CZYQKCrCLkeMZUZAxbqjwKU3N5/Mx5wT5z7pSBsCOvcCBMfeQffwc8oF++k5E4JC8bJWSf4AS+ymVSmlmZiZIIQ73npmZUbVajTYKqdSFupZzOdwBYx9Y98nELPbPEyiSYt55XpTBvJ5KKdY5wU273Q5lMUkhbJsnvjk/irHAFjx58kR7e3vxGRAwx8fH2traiuQjPgifAxglUeIEuNs1Evqse99DnhDF4TNfroJ0gEkyl+QPth6RAKQv6wI/xZ6DhPRqHZ4bosKrRLCBnszh4mcOYvENEBL8nL3tASTqesiPdvtC/Xrv3j298847qlQqmpycjAQZgBNwPTMzo3w+r3a7HQdmomxFzQ2pTVUBqj9UtrThQnnkoBMimL3EzwF0EJGAXQd/nqRn3BzkMS/MLWuZ4AmgCvHi8/S8JIilizHZ39+PhAAVYSh0l5eXo6KDNYRirK+vTwsLCxEcnp2dBZGH/YS8A0fQBmliYiJUzzs7O2o2m1pZWYnPY56dkK5Wq10tbTjvCCIaXJgMKAgOwLb5fF6jo6O6fv16vAY1eE9Pj3K5nK5cuRL7HRvS19fXlSxxwQbjMzY2ppmZmcCK3lJkY2NDW1tb2tjYCIzBHDjxT1UZ/d7T6XQE2gSfc3NzoXIDF83OznbZirOzM62srERlAziBZ4Ys8+/PZDJhq/EZPT09gUVRfabT6Wif4/iB52Gv8p3MpSTt7OxoeXk5Wmiwh8EokCGcV9Df369CoRBYnXsCo25tbXWJDLBT+FgnOKVOsgnM7a3ZkveB7aH/OsQshAeXryvGDYIUPIrdcizo97K6uqp2u635+Xldu3ZN169f1ze+8Q09efJEqVQqzhRYWVmJ821yuVy0fGVuwbl81/j4eBdJIHWwPEli/CaKcG8F8axfp6enev3115VOp7W+vq75+fnwh5VKRX/wB38QcSHVC8QCkvSd73xHmUxGa2tr+sxnPqPbt2+HSIQKE/zeyclJKJ7BXVRAsa+wJ7VaTUNDQ3rppZd0+/ZtTU5O6vbt25qdnQ1iDzIHYnx4eDh8Pjj36dOn4fdTqZSGh4ej2or17XYTu0B85GsXbMfldja5hqgS5dB57Hhf30V74MHBwYjPqIZLEmgI44hZBgcHY6+6n6EVCsINMBpxnhOejqGx2+AnTzA6Jjs+Pg6xHuOWTl+ct4pCG1KWWI2qwWq1GjEbbSaJB0gk0DbMYwownHMG/J7EOPae9bm7uxu2vlaraXZ2VouLi/EcVFp6AsSxNTaQ5ydRd3R0pLfffjuqVGi/RSJidnY2ngG7TIJ/bW0tEie046WCIJ1OR1Kyt7dX29vbQWyPj4+HfaPVJ2vOeSlaKVWr1ai6wh9w8fmsXU9MOzdDZWASiz/LF0I4b+kGVqcLwKNHj4L7wrfSRrWnp0dTU1M6Pz/vqnZdX18PGwgHw9lgLnCpVqtKp9NaWFhQoVDQ5ORkYCT88/7+vtbX19VutzU7O6tPfepT+rEf+zEtLS3F/Wxvb+vp06d6/fXXtby8rPfee0/Dw8OanZ3Vj/3Yj+nq1au6evVqtAP79re/rbW1Nb311lshbLlx40Z0cKDlG5UTJIzGx8djD0kX1cOnp6dRqUIlAi3Re3svWmLCEfha9vgFm+vcFEI1EseejMAm+jlA2BMwr9sz7AkYksSV2wLnFT3B7LiBZ8D/8Txge77HuUoXZXgSADvD5ZygpFgj8LHOk8F7esUEY0psDAfbbre1s7MTmAybUa/XA8udnZ0FdsQXc2HviY9c2OXJPqrzXPTk1TO8DoyPgAbMSczueI1EjHM+xBrOFxOL8/k8iwtEqab01uesHXAyOF7q5nq/1/XMJEZwBJ4dAwRgjFj0LLqenk4rFzZUqVRSq9VSqVSKFliSQn0NiXR8fKzr16+rUqnEJvpu9+YOiqoDeiFjHCCIWMSUnEJOQbixcDikjEUMYQ/ZjQKDjeZqYS6MBfeZTnfaZbmTZXE72JA6Jda8zjPxrlTxoNuVeT42ng30jezjiIqFOXMgy8Z245wEBNyT9xnlWVzlInUfyuRj4dlRxpXvTa5HDA5GgrmgnBKSIqkQwWiSlEtmzyFVaOcFUIeIIYEjKc6sYa2ThMGAcb/sh/Hx8aimarfboQpy8pr3+IVxAnzieHxf7u3tqVKpaHd3V1tbW0HiMzaorhiTVqvVVWLuGfwk8YhRhgBOKjme1QuyDoVbb2/vB1RQqADdAbr6/jLFLfsAUojXoBJ2Ip12NBD5tKLxpISTTJ6AdTJJ6g5u+D+fIXUADWDFE8rn5+dxr6jh6vV6qKKTLWl4PgJg1tTh4WEXQAIAJYEUPgI1LOcKYRNYu05kAT6SdhQbm1Q8uO1h/JLr2j+LMSI53Gw2o5UN9+XjTpDqdhd/mPQN/OH73d5+WIuKJFnBd7mKCJ/jSQN/Nv7voBfwRCIim81G0gN/kvRZrDsAO2CaKjkSZmNjY0GM0/7m9PQ0Kjzxxa7k8/vjZ0l/ycXrXWDAc/FvH2vmwv0m442vQa2YXGPPy9VqXbSRwY/5WWusQ1pKkRQACwCyAdwoVkms+9oHU7EGRkdHlc/nw9etr69rfX1dT58+1f7+vhYWFrpsqdsDxxue4E6lUtHeylX4Ll7hmVKpi1ZM4CpJEWCy1glISOp4Yo41RPINXMr9IgpB4ehJSvYrCUYS747zuBcCP15LOxcILhTprpzFR/k+w9Z4EOqBHIlC3uf7kLXA+KXTFy0taIPFnHprhqTCUOq0NaA6iHYmbqt874FP/Iw/JyVJ2Liv8XaKXm3kSjtX5XG//r2uqiMZyD3y+YhXmB8u7LPbJp6DtcL3cS/4UXzf1atX4xybcrkc53+RDCIpkvRnLgRIpVIRd3lwCw702Mv7tCPa8OD4Wb/a7XZUe9VqNRUKBUmdOK9SqWh7ezuwIAphFP/1ej0EIz6uvHZhYSFsH8ncer2uhw8fanZ2tkvQlslk4twcxDFjY2PK5/PK5XIRA2GTsWdSh3BxIQ/VLnyW98r3Souk4IRY0J8lGav5OmYvYRvZF8kzNPgM7/WPvZqcnIxxgJBFWIf9JdZmX2OrPQ52DsPJf98v7g/Y49g7bBHPhx/A1pGs4fMg1hCEUFlEUpZ14pX5iFXwu9gaPhM74XbEEznEjXwG2MZ773Mu0cDAgPL5fBBuCJkQC+CLvBWiK9+xeXAnxE3lcjmwI22IvSLR/a+vKe6HVkcbGxsx7kk/RzKR9e6YHryePK+BsWFuea2LB9nfrFv8uXMozwsOZHycH2IfYR8ajUbMC5WeCCgkhUjAqxjZR7S/BJcRsxGLoNKfnJzU4uKirly50mWT4GxarYuOMJ/61Kf04osv6urVq8rn87F32L87OztKpVJ68uSJxsfHdeXKFc3Pz2t6ejpi75mZmah82t3d1fHxscrlcqxxKku8+k/6oB05Pb04q/Pp06daX1/Xzs5OlwDRxxc+Dz7R8ZULVRh/j2nALJ4cxafAZWCL6fjDa6WO/XA/A25JYkJPRrBHXChCrAiugCMGm3klEfPtnCLrgjXmMTX8gydXnJtEaMKzMZZuL/0eJyYmukTUiHvwDc6PkEylEtmTFV7BjF3ku/ET/N5b6iMA6O/vDzxKjIwQ3/F6kitkbfg68BgXDMmYs37c5vq4MI+sEcRmPB++Lhmjf5TrmUqMMClOmu7v74eTp1cZwWdvb2/0n+/t7VWtVtPKyorW19d1fn5xADWHoHPwGxnk3d1dXblyRbdv3+46r+OywWfBEphWq9UgAgH8/LtWq8UG41kACa44PT4+DsUHylcIbBJBBEG8js9wkARxwJVOX6jnJHWRMGyGRqPRBTwBc0lVjKRQ+fP+ubm5GCcMEcSpq55dAefz68QE4I2Ng7oO8OLEEe/zTDXGmftx0onvduId4Ibh4p4Yy6QiCSNEUO4KKv8MjDL3SzaZ3+/v78fahvimpM1LITHm9FpFSUDPcSqFcMqMB0p2nofkCeXRqVQq2lR9r2QD94QCFvIT4NxsNqNv5tOnT6PdERVU3guR9XN4eKiRkZGoXuI+eY0npCA2qZYplUrPRWJEUmT0AUKTk5NR9ruysqK9vb0A/2TgcWAc+kt1CftKUthGgjtXTUMqosj33qlUJQBGuPgZiQscPYSkJ0UcDCXBiJNvJO9Y1wQWKO/Oz881Pz8fii32GoAhlUpFawCCp0ajEYfrSp1Sawh4nDbtcr7zne+oXC6rVqsF0TY6OipJEcTxbw/gpe7qGdQbvqa5HGQlA+MkIQlwJagmGCCpxbgAqPhcgAkqFn927AXzSfBBMA1IY/458M9b4rDOBgYGNDU1pVwup0KhEArLZIIZkOYJDeacaiYCRKpCvBIEoJRUEzWbza7EsnQRdOdyOU1MTEQbzbOzswg2zs7OoiqDcXIi25N9jkGkblzA79yW8n6eHZvP5evDASSE88jIiKanp0Pl/WEJmWf5arVaKhaL6u/v1+LiYvSD393dDXDdaDRUrVa1vb0dNpOkSD6fD0K3VCpFj+l0Oh0tDsAYAHcCZQ7qnZ+fV6lUCsX87OxsVJNI3YkRcAgkZKlUin03MzOjbDar6enp2Gf4er6b9Z9KpYKU5Dnr9Xq0LAEvYNv5fhJpBFq8XupgP6odRkZGujAAWAOyx4l2BBzYBRSwVCKAo3Z3d0ONzHgwZwg5xsfHu96D7YFswiYNDQ0FgYQNBeN7Ih474CTX/v5+qOc5x8ATwyQBsL+S4ln9wGKpk5D213KfJC8LhUIIQDxZzIW9rNfrXRicYJD3uUAguQ/4TGIiV5BjM7BdxDpgAnyTk8nJJH1SaY/PQbnYbF60unnttdeCjNra2lKlUtHi4qL6+vqinTGKatY1NsuFXAcHBxGok4CkOh7ioNVqRfJlbW0tfDnt3Z6HC/Lt/Pyit/z8/HwIIsDEDx480Pb2tkZGRjQ7O6vp6WlVKhWtra2pVqupt7dX09PTXeeN9PX1aXp6WhMTE7p9+7Zu3rypra0t/d7v/Z42Njb03nvv6fr168pkMiHOAtu32xd98UdGRuLMp/Hx8Yg1KpVKYCJwBuIasNrp6ak2NzfjAO+FhYVI6nhVs4vk3Cc7oeWxXXLvSB18CfHmrf5IgJIcgFzlXCu+6+rVqxF3Dw0NKZ/PB3bClvX2XrQ7hoilMsHbzHgsnyQSk1hZUuwXRHZcxKHgPtTbnHnBfqfasNFoaHNzU9VqNc4nwbZ6rE9lG4Q+GJ7vwsdBILvfA3Nil4mZEXU1m02Vy2UdHBzo6dOnIdTjnBLmiEQ+Y0XSxpPokNbgy2vXrqnRaCiVSkVyljNypqamYl3wDMQrPldnZ2cqFArq7784a7Fer+vevXuRsHERA2JIKqOwvT09PdHlAnU34hYXQrAusbOsA+wwMYbHTckY6Xm4HBtD3MLP8Ht4BfC1x35nZ2fa2NgI/wI2xBZ5pQh4i7VFhUk6fVEx8tJLL+mll17q8qMHBwdqNBqamZnR5OSkfvqnf1oLCwu6cuWKJMV9FwqFODtwZGRE3/72tzU3N6dXX31V165dUz6fV6PRCFs9OjqqRqOhvb09PXnyRG+99VZ0obl9+7YymYxKpVKXmMpjaypkTk9P41yoRqMR2Af74AIf7Dw2mr1NspG1y153kQkCPReSwR8gPCJx7FjM9wIVBGANkiC8Bpx0cnISNgobw3ziA+DesGNjY2PBK3DvcKVeIed70mNLKjzAXvhST2J4G36Pvz1WgM/CfmDL+D6EmMwNYgY4G7geOJHe3t6wkeBLYmjew5jRkYbKolu3bkWsfnh4qEajoSdPnmh3d1fVajXOXqIzA2uLfecCNU+Muzjbx5XXeqUyY+QH04NhOQuUMWEMk4n6j3I9M4kRSVEa5wuW4IcJ8GysZ/koncxms9FnlEVcLpfj4MeZmZmucrMvf/nL+tmf/VnNzs4qm81eel8Y4q2tLW1ubkb7AICTOzBJAQA80KP8nTYPENcE0blcLpIuBNCQQ2QGd3d31Ww2o7S63W6HcfEzJFy1xvg4WOVnrtZ2ko0Fy4blrIGTk5MgwqQLcFGv18MAQOgAOCHV2FwAKIDw3t5ebJpXX301yFkcItUq3LOX9jlA5SLwg4BD9e7ZYpIc3D8Xm5uA2DOh/NyzwT6/ngFnDaMe4DVk0Z2IYz76+vqiZ/709HQYZtb13NxcjC33AnFKcJJKXaj9S6WSdnd3tbu7q5OTE83NzYVxevDggU5PT3X16tVLjQxttziQcWFhIYgGDvlaX1+PIJcMNPum3W53qQeTGV8vDZa6yXKI4STZ+KxflUpF3/jGN7S4uKihoaFQOm9vb2tzczPUuARdfii2l3Q6geDOmQqQ0dHRWLduH1hn2DEIMko5AfyuEMCJ47Bcaet7h8CAP06acLEfFhcXw6lin7AFkI30ieb+2YM42ampqQjC6SPLgd4cpse94SMymYsqp5deeimeO5/PK5PJRFKPsUsqGlGQsM5dKciBwAD6ZEDpQZCrVJwAwKYAoFgH7CXG3W0h4+cXn0nSC3CPjabNAwEfNpnERDLJhR/e29vTzs5OKFFpRcblSR4nNj3QoAS31Wopl8vFmQ7YCRI1rG1XLLE2PUlEyTnnAUA6Q4CS4HHyhzlCuOC2/7spY5yUcdLDk30O8AgU8CMIHahYmJ+f10//9E/rhRde0Je//OWoIH1eLkg2b/MGgU/rhNnZ2WiBQTKPAC6dTqvRaOjRo0dRMYnqyluPuugkqbrq7+/Xo0ePtL6+ridPnkR/9MnJySDEe3t7VSgUIpimMnh2dlYjIyOampqKVidedUpChnVJ8gCcxrlOJE+8fRPrzg8aJ6h0cp29gz3neYvFoh49eqRaraaNjY2ukn2IBb7DSX9P5LJm+QOJ6y1T+TcEd7lc1v7+flfLQ2/f6UIUKjHY044bCcw8EY//abUuKsTBzfgMD6IRI/nn8jMIeGyVV+Vg94vFYth3zlWZmprqSraB1SFbwYauJMR34feSBAP2gHt0vIktckUxh70jOvGkEmuB5xkaGooEhscGkO7Ym56eHt2+fVszMzMaHx/X8vKyHj9+HDghm81qb28vEmPYdVpF4P8gLWnLie+hbztjVq1W43nW19eDzO3r61Mul9PGxsYP2PL8ybkymYyuXbumw8NDPXnyRFKnuolxnp2dVS6X09bWlorFoh4+fBhJsR//8R/X3NycXn755UsPYsdW0DYrnU7r93//97W5ual79+7F/GAriTHAUF7B54Q/uIzkodRJFDx8+FCrq6t69OiRMplMtOaVFO2cfF9KndjgMmIZjJK0fVK3AM+JGuwMz0WbTeJEhBMkAahY4oyRwcFBTU1Nqbe3t6t9DX6G+3DSDgwMbnUswb4EuxCPI3Yi+cF99/b2BglHAgNBCcpjzoEhRkMYcHZ2Fn4IYQjVIV7lwf06UcfY8nupu2KEe/e5Ape22+2Ia6WLhPH777+vTCajmZkZXb9+Pdpk8rleJUzyqlwud9lDEgoke0hEzM7ORvUJNhCuhPeC8ajyAYPduHFDBwcH0apzd3dXU1NTki6q2M7Pz/Xw4cP4/p6enjjvcXFxURMTE7p582aId/v7+yNJRlUiNt4T9fwM/iGJ//nzvOBAxzQuJmq3O63NPc6hEwZnfPT29qpUKkWiAJ939epV9fT06OjoqAtTYVMlRbURwkz2preIRHR4/fp1vfjii7px40bYO6lzADX/LhQK2t/f19WrV0NkAwnsHBW44ZVXXomzoiqVilZXVzU/P69U6qL1NWeIra6uRhKcsdje3g6RCy2z6IjQarWCL6A1GfG1x7XO0TnmcP4LXMXlFRB8Fmuce+FMZQRtUmfNg6kQL3tihCQNsTPPwPeDN7gvYm4Xe3j86gIRfuYJJkSIVK3S2hn77kkpfAD2ANstdbrV4CcZA/wDth9M6fjPz9py/wZO52wo8F2z2QwumbWH/R4fH9enPvUpTU9P686dO8E3gt2vX7+uBw8eaGVlRSsrK+HzfI+5TYK3TIp68M0ujACvO9fhdg8/QRcHEoGIJ8G1+KharfaR7cgzkxhhEXsfSxa3k3BkonxxsxFRqg0NDQUpxuJlAVPCNjw8rL29PT169Ejb29tdG5nJlS42C4q5Wq2mWq2mdDod50QAGJvNZmxYiHAcPK23IBsxVBBQGELP0KKuIjnABuvr6+vqFYeaEGVkEnxB/vM3C5gNzGv4Q/DuGwEHXywWo2zfyU8MKO/z3teu/nDFCuMKuUFyhnknwCWRwWZiXCDskplENiPf4y0dnJwk0OZKJrf838lkiV+eBWfsUQBLCgLWgSVgN5XqqPwhYEmcsRZGR0ejCsPJN4wFz4WhodUVKq6xsbFwLKVSKUhMny8SSVtbW3r8+LGazYvqjlwuF8B1Z2dH1WpVW1tb8Qz0/UQ15KRFcm+z9ly1yO/YxzyTk5/PenKEcYe8QPVxfn4eaisCECcuIFtarVZUW0AwcCgsNge7ydg6aMCxensz7Ba2yltksd75DOyk22rmzwl5LtaGAxQneFB/8P3cv1cQQDYBJlg7BDkEgZA9Hqj6/TlBXSgU4hloAcG/OfzY/Q2v9fXrST8POP2ZGUf/2y8fF/8cQKUrSxwAun1Jfh5/Yxfp/+zBs7d9gaRw2+b2kDHH1kMekMT2pIEnuyR1VQRKCp9Nkh8g60luAKQn9BgDB2AkzREmADoJjvFlvn4JjiQF9vCkCN/HepK6K0aS45z0q1y8hz3oNtwBZqFQ6OoZ+7xdVCiUSqUQCXg7O0jjiYmJUP56wuvo6EjVajXaXVDBQILEVWqSwqbQAnVgYECVSkUHBwdB6j958iTwIzbGK2VRp5E4gfjz1pvgU9YnnwXwB/PUarUg22kxk1wz+OvkmvK1h+1ut9uhIl5dXY1kBTbeA2H3uax5qTvB6fYT8pvqD97nCYzT09M4Y8CV1G47WfsudHEM50IK5i2ZhHQxFN/vvbNZW674c+xLosLVz36fJKRJNp2ensZa4n28N1lh51iNe3axEvhY6hB/To65oEbq2FDGjM/AHl9WuQkOZt1yf3wGr2NdTk5OKp/PS7qoyNne3g7MR7KNhDLPxLrk56guUTi60pfXShcYmbHd29sLkZcnkp+XywkCqTue8Rg2k8nonXfe0dHRkXZ2doKc5XzNfD5/qf9g/9J26Pz8XPfv39fg4KDK5XIoUp1EhswhQcDPWXPn5+dd1RQIxDhrYnt7W8ViMVqDeWtdP4spSVz5H9/vTuJJnTYo7FW3W1L3OUPsLyqrHBciQvEYVlIcWA8mBR+yprGdiG8cExMXMWbu17E9vNafy4k8T1o4T+J4HrFAuVzW1tZWCEN4P/OGzyFG5f2Ot/ibMXQuwO+J1yXxGvNJ/EpCql6vRwzZarWiys3tvuNO983Eyu6X+D7iUF/T3CsEOPbWkzpOtOdyOQ0ODkb8Va1WVSgUwo9yli3CiHQ6HYID7NnNmzfV39+v8fHxsG+0L2M/X5Z0Yl/y++RevQzXP6uXx4S+31mXELN+5hbzjLCCClASbiQEqcD3WIb1yuf6+UsIX5yUZ794ssSFIUmcRGKZBCHdMzzGJlY5OzuLKpO5ubkuQQEJZ1qH8RwIiVKpVNeZfOwJuDMEhNgoqjkdCzHOPiY802WxMz8nseSY0vc0PsTtsdtzx5uML+/jcy+z4Vx+X25/+Fwn9j/scpzl50G12+0ufH2ZHwK7uGif74Qf5fee5PakONgL/OW+gvvClsDHeuIcnpg2nO12O5J8JOUWFxe7YmewOWtqY2OjqxWkP2OS87ksPk3GxPjlJP/Bv/Ex4F/8E/gVn+xj/1GvZyYxInUOZUY9ASmOcUmqrcg4St2bDYKZ5AUZNg4CHBkZ0czMTGQF/9f/+l/KZrMBLnO5XADLarWq9fV1LS8v6+HDh9E2AGNcKBTiYGraXZVKJTWbzUiiALSSi44FSrDSarVUKBR0fn6umzdvhiKXKhKA5uHhofL5vLLZbHzH+fl5/MzBmbeWwYB5ewKMvtQBklS0pFKpaIVQrVb19ttva2NjQ5ubm3r11VejRBnwAhAgc+3leJ7wunLlirLZrIaGhrS9va333ntP29vbob4A6Lm6l/FBdQbRgLHxIDaVSkWwXy6XNTg4qMnJyTB+GCHPTrtSh6SMjwkBL+X/EDSQtrwnnU5HBpQ1eHh4GIpvH4t2u9N+aGxsLA5Y514qlUrXXLVarQC4lNil0+kYK5QEjx8/1re//W1ls1n9+I//eDwjwe3k5GT09q3X6yqVSnGw5tramiYmJtTf369sNqtqtaqnT5/q8ePHOj4+DlUFpfQ4ZBwi/8bI0RYHsgZQw/NAyFLZQGA1OjqqmZkZPXjw4Adqc/6kXKy9r3/965KkyclJvfrqq5qdndXGxobW1tb0+uuv6+rVq6G6Oz4+1tOnT/Xo0SOtra1peXlZvb29Wlpa0q1bt6LlRTp9oaR2kl9SEEdcmcxFP3oP2NhzSTIMNTxrGDvnthuQwJxK3W2nvIrEk2CsD15PCaoHFN4KBGJOUoCBpaWlALYoICHPqARxoArxAOmUTl+0kRgZGdHIyIjW19dDvQLY8X3p/gfw4wGcz7Pvae89nSQDJEVFkKS4z0wm09VuCtKOCjVX8DGPKGF2d3dVq9XicEhsGHObTAJ7QM/F/VFtCIE8NDQUbVVQJvNe1KOo70hW0UIHMC11SDsn7jgwkUQKxAQ+BkHEyMhItLSklSDBt7eJQFFOIpuABuDogSr/d9XedwNpjg+SCV4SnIBbKmKYK4QVVEI8b1d/f78ODw+1srISpDsHCJP8zGQyyufz4W/29va0v7+v1dVVlctlPXjwIPbpnTt3Yr/QdrVQKAQ+o21kqVSK5Fuj0QgfmEql9P7770cl5v/3//1/mpycjCqWkZER5fN5nZ6eamlpKfY3gY+3KKBtCYdJ9/RcHK7e398fSe3e3l7lcjmNjo5qfHxckro+w/cV9gZb5HiIlph3794NxXalUgnlIJertpI90j1QZo8gbimXyzE+7MdWqxVtA7LZbChleR/7OpnE4Y9XbPHdBHzJJINjVpKiYAyCS+w1fsOJvGTSE39yenqq7e3tCNBoS4swamtrS/fv31dfX18czjozM6OpqanwW+AxhFK5XC5ICYQ9qPJ4JicdPYhn7Or1ethJ7AK2LZ1Ox9mKqVRK+Xw+zkPAV6KUly785c7OTmAxKpsmJia6kj+Hh4d66623dO/ePT18+DCIRw6dh0h0hS9/SFDW63VVKpWIUaj0IrBnXiCcsbFU40ASPC/X2dmZ3nzzzYjBGo2GarWa/vAP/1CtVkt37tzR5z73Oc3Nzelf/It/odXVVW1vb2tpaUk//MM/rJdffrlLwfzdrr6+Ps3Pz+vzn/+8ent79bWvfS2qg2jRxf6Znp5WLpfT9PR0nNsGdpMU8bmk8Gt3797V6uqqvvnNb4YoEOKRdtQkVlxJzJr1Fhq+Boj/PeYjXnPlvQs8uBBSeNcBb5VCYo5qYtTjfv7nxMSEms2LKl7sMsnyiYmJUN4iyOB8PLfXEOfNZjNEdNw/4wIhRzUQMRLJeU/SICagiojxyOVyEVuyBx2XSepS6DJ2jBt8BWMnKeLrJJbnfplT2pj6GJ+cnGhjY0OVSkW5XC46ULiNxy5jP5NJIknR/uXo6Ejj4+Nd/pr4pt1uhxDGn0tS1zwiniHh/c477+jBgwdRMcfzHhwc6C/+xb+oxcVFzc3N6Y033tDrr7+unZ0dbW1tqVqtKpvNRjUWsS0xdrlcDsEuNpZql8tEmqwFjx+e9cvXYU9PT7RYJxlI+0A6vzx8+DAqd2iLOjg4GAekHx8fa3NzU0tLS+rt7dXU1FT4Z4QX+C9awJ2cnOib3/ymVldX9f7778cZJqVSKUSuIyMjGhsb+55kLfYhn89HNROVX3QukRStBKnAvH37tqrVqprNpra2tuJ8EkmBt05OTlQsFrswmrfXk6QHDx7E8169elVzc3PR9tj9teMtbAcxu+9H7LcnRkhiEl/T2SKVSnVxBy66YS8Tgzrpjs3xZAocggvkuTe36cRRnKXnSRSPJ50rxMZi01xIz31jg5xv5HvBfe12O9o2e8KZStrh4eFoR0n1NOPEc3gSAD/RbDa1vb0dLd+uXLmifD6vhYWFuJ9qtapGo6G7d+/GHNy+fVsvvviifuInfiK4Ony2nyGL4GxzczNsFPwCYwf/gq9jDr1CCP/C5ZwB68tjFPwLLRE5/4TYAZtLzIFd/yjXM5UYYRO4WgplhwcDTJYDn2RQweswplyQaLQCgNg+OjqKRY1CqtW66HlbKpW0vb0dqm4IRZIV9DAka+1gj+fg3vzgLoAUhJaXr6FGGx0dDcMNMGMTc/4HSQLGA6UIiRjIFwIQH5tWq9V1/oAr9jAqJAEgvtbX1zU1NRVZaAI3FrEHscyVKyc5/GpwcFAHBwfxuXwnG5hMIveEcphn9gCfccawYFRJVqACdODJZyezka4mYC4xNpRNo7aBvIHg5N5YKxhQP1Q9CX4JMsnm892oAiAG/WwJiAyfL8qpKS91I5tKpeLAxsePH0cwXC6XValUtLy8HBVJfoApgRlGkgCbShc3jhBBrHtPXPqeJLPvTpJ976p4D7ae9QvD/8ILL2hwcFCLi4u6du1anJkwPDwc5Pzq6moAARQj8/PzunbtmprNZhCFy8vLERCdnZ0pl8tpfHy8q6+jK+iYH1dCsIeSc8PPPMmLI2cvsHfc0SfVA64qkTprwP92JYonLrwShs8E1GELAKLYXFQQ2Cgv3QeYsi8LhUK8D9DlAbr7K/dR3Bv7L5ns8KRscmz8db5fkmMjqcvHOMkAyE62ywE8JVueuKLZwSL7M5kY4XI1B4FGsViMcfIWZNiIpJ+h0gQgjPKP+aaPKkkYEt4QC/yMA4GpcCPxwFg7SYmi2yskLyNOfZ0mA3PmyUneyy7GnrYPKGS9kgvCEjyCgOF5vHxdXubjpW7iBv8DCe6JSwIzDhlmLghI8dXDw8NdASFKQK8CoHqNHvmoEUnu9fRctPJgz5TL5a5KCn4OSXR+fh7BUW9vbwRlhUJBuVwuyDTWmAeOl+1NvoN1T5/pBw8exNknBLokWx0ve3sWhB0EiYyDpMBSrFGCIT4Lsg+sSgDmdpd95vuNOeQzPRD1vQem8uQzGJ5Ak58xp06u+pqROmecQDS6f/G96QQ9dozzADn/izZTfBbV5NjY5BpI2nUujxf8+1jbHnxigyFRiB3YP5JC/epqyEajEYRpLpcLbMd65bwz9pm373Sb6MQC8+5xCOuRakBIXfff7qs9+MavOGn4rF+tVks7Ozvx//39fZXL5ThvECEecRQJiytXriiXy3XZq+/lm1iPtIWD4HYFLHEL50JwBphjQEkhHEB8sba2pgcPHmhrayvau0ACEevyfV6t2tPTE+IvJ+KT9y11V6Bf9jr/Hfv+spjEk42uOOb3fI6PC/bMY04XX7BviLO5HyfM2P9+T0mc7LEpWMXnlrYsksIHegIZdXgSv0gdJbYnjt2vOn7l/h3zuv3GV7Tb7eAxeEbHU1QS7e/va2NjI+JkJ7+ZW+cMPFmWTqd1eHgY/fCp4sDfesWfj7evBZ93Ym33Rd4Jg/Pf+vv7deXKFc3MzET1KTE5axF+iOpI1hyELnNCrIKNdfEM4+7+8nlKjvjzOlnsXAocBPzT/v5+2BKEEdlsNvzP7u6u2u12VPdK6sI2zB3CJA6C5sxJfJmkqID1ZKnveeeuSLSyrh2fgvW9ghjRDPwH50GwZqjey+VykQwlvmItejUZLfG9Uwt7K4nHvMNLUhTnlV1eyQAecZGj+51kBQWfjd9wMSLP5zYFW4b4xX+efB22GEzq3Bd8h18ey7utA+OAyYgL3J7wXMQQScGKi3s8Ec06cUydvHePMV04nMlkNDU1pbm5uYgTmBPE2qVSKToKkXTm/F9sLd/J/uLcHc4wRrxI1TWvdV8E1ic2p0uJ+zqfG+aR33mljHOB/AzOhvXhWOOjXD9w1vCf//N/rl/6pV/SL/zCL+hf/at/JemCxPsH/+Af6Dd+4zd0cnKin/mZn9Gv/MqvxEG338/FJmKxYPhQfzqZipJO0gc2On96ejqHY1GqDYGPupgAolgsqlwuK5O5OOjo8PAwDOTp6WmcgcHn1Wq1UESgWOjt7e06R4SNw0YmYO7p6Ym+4tKFwSyXy0HYALJQ4OHspYtFiRJrf38/Duhms5H1K5fLYTwIlAhQHID29PREORUb11UklJnWarXoRTsyMqK5uTnduXNHR0dH2traioPnp6amAgA4EBscHIyDpVGfHRwcaGxsLLLxu7u7YUQARjgOEh5sZoydk6zcM1le+pPu7+/Hd14GdJObOJPJRGB9cHAQSTAqhugznVQNYKQAqDginBYgkQCG58lmsxFIQ7xUKpVYV5DavH5wcLArwYMzL5VKKhaLkUjhmdrtdhwuTSVKOp1WsVjUwcGBisViHEqGEd3a2orzSlKpi9JjzhWBgHQD12p1KkBY9x44+R/uG0Pq5DKAEWXaJ3l9XPaPYOHP/bk/p9nZWd25c6fr90+fPtXh4aG+853v6I033ghyu1Qq6ebNm7p69ar+0l/6SyqXy/r3//7fx3kxHBxcq9W0uLioK1euRNUJ4+x7lTl0Qgnwtre3FxVN7BlPVkqd5CUX+4rXsu98f3sg4GsA1bx/Prbx9PQ0epWTpIQsZ49KCkIJEs1VKNgFQFelUtHOzk60I6H0Op2+KJt3MlvqLr+lfaLU6WWcTCY4cGRdu+1wMMHvSKBwvw7mCUCZC54DtS6HbgLuUYy32+04O2F0dPQD1S3fLRhzctJbGGxubur4+FjLy8uRmEcdgk1gLlF3M3eeoJ+YmNDCwkKXqouEVaPR6AJTtA4kMTI0NKRCoaBGoxGH7mHfOYNsdHRU+/v7WllZCZIQYttbQPjcuV9IzpMT1b7eeQ3VghsbG9HmEHIDReKNGzdCWNFuX5yl8/Wvf71rH32S18eJAQnwOHcN/+oksQdkqKhI4NN2A8xFafndu3eVz+c1MTGhiYmJqCDxA1PZw1RrUPnx4MGDwFF3797V+fm5Njc3o1rk5s2bKhQKunbtWthMSELuHdtBC5P9/X1tbW3FHON7r1+/HpVR3luZ53d/CE7Cz5+dnalUKmlnZ0dvvvlmHCKPLcvlcl0iE09qU8GbbGfn5w5xD9gYgj4n9Z0EQyjEWPoB6+Bcb5nq1SHg36QN9SANPMfcnZ+fRz/o3t7ewLTgEU+yIR4Br9OjnGCQoIyKEd/X4BfOhDk+Pg5b9tJLL2l2dlZLS0uanZ2NJBz2mb1PlTj+g98l7QxBJP7Qq7BJqqVSqUhISwpcms1mdX5+0ZKTyoKdnR21Wq0g+ebm5jQ7OxtJHZLGxWJRksI2+oGc3I9XJJLs4+cnJyfRBuTs7CwS18QzVP6RRPKWM2Bmkit/Euzgx2UDm82mVlZWIpnmvegXFhZ0586dIF6JCZaWlrSwsKBCoRD+kHXHXvxuCZLR0VHNzs7GvI2OjobYj3mncpZqIUnRb5948fj4WCsrK3r06JHefvtt3bt3T/V6PXAaHQZI1GFHSNqhqMVeIRj0JKFjIwgw7JjvHV7Lz7hP3utENHEe9t/bUvtnsVaJnVin7EGqRpzUxhfBVXjltJOxxGgudknOGwmm4eHhsBWcE5BOp2NcwXODg4MhgHPSzp+bNefj5HbOE9N+JTF9u90O8QeHSnvlIQm3kZGRqPS4d+9ecAZegcn8QJJig4j5ufeenp4Yi3Q6HYf2Ms4IRvkZc+B+zFuekzh2ArW39+I8senpaaXTad25c0cjIyMqlUqRTPZuJvgtMC4CCnw/AqDDw8OIPXxOncdibD0m+KSuj8v++brCT0idPUvVLUKF/v7+IP2xRySOp6entbW1Fe1Q9/f3NTMzE+vV59oT/Ofn5yqVSpG4azQaajabwaGNj4/HGVuQzcQ5PmfN5sX5vFRnttvtqDJzHvP8/KIVIR06sHn4Y85mAkPCAVWrVVUqlfg+nts7ipA0ImFEEs5JaGIpfDAYDp/NOCcrMMDfiGE8+czrXCiRjK0QHDvu457dfsJHNRqNro4q4Gr2hld2eCyHL0kmUtyuua3H97I2Dg8PA2NzbAI2w+8PPMZzYG/Y27Sd9yvJhfj4gn8Y43w+rxdffFFLS0uamJiI+4Z/pjqtVqtFK2KSuHAVfIdzpqOjozo/P49k2+bmZvhCxAxcPveNRqOLN0asnUwQsoaSAnePkz3BhOif+MeTlx/1+oGyht/85jf1b/7Nv9Frr73W9fO///f/vr785S/rP/2n/6RsNqu/+3f/rv7qX/2r+trXvvZ9fZ87bf4NaHFQk3QUJEkAGYAGHKWrnNwJ8rNbt24pm80qk8mEgaBVjDt+AmoqHFDaHx0dBdlPRtoDT7LQ5+fncYgsARegH2eeVKgAFOgHx7gMDg7GosQoe3kppBGl+7lcTtlsNnpuk0nGMXMP/NsX+MnJifr6+vTqq68GWV0sFoN8I3vupfaQqd5OhIO6cXa0CTs/P482F54VZN6r1WqAK17n1R9sVpQlTsqhbCK5wrNJnTYS/JvAwIM+jBxtd9rtdvQW3d3dDYeVdOasMVoqMA4kMQgKmI9CoRDkGGrPg4OD+F4SHThF5o9EWKPR0PLycozn1atXg5DgWTw550ZrYGBAt27dCsdH67ZqtRrnVwAySUbt7++Hut4THowR+5SEpjseyB1XBFEhxTpEsfDdArof9PVx2j/mFRJ7fX1da2trOjg40J/9s39W6XRaX/ziF7W+vq5Hjx5paWlJw8PDOjk5UaFQUD6fj8BtYmJC09PTSqVSunnzptrttjY3N3V+fq7V1dUop52dnY21iJN3ZQjrHyWp21Cp0zuUfeQqLAcrgDlPkpyfn0cbHBKiBwcHqtVqH+gFn1S2kHxkX0xPT2tkZESFQiEAHHukUCiEXWddsZdQ/nCPkPGQXdvb2x9IngLi/HLA5UDnskATH+UJD65kYI8t44IEpZWN97ZmLAkESDTjz/h+1CMQiDwX9uuyC5/k5EO7fXF2AeuCFoPVajXapTjJgg3M5XKxzz1R3263QyE1Pj6uzc1N1et1LS8vq1KpaGtrKwAribJMJqPFxcWuKk0qPmnxQjBDYMBh3sPDw9Fui7VGYgu/6GuetYyd82SVr81msxlr2A/2Hhoa0tTUlK5cuRItBgGSrgBl3X6Sds+vjxsDZjIX7fyuXLkS+5o1StsQkg74ecbzypUrOj+/aENKdRQHKRLEkhTD1vmh6sPDw9EmK5fLRbIFn0/yutlsRh/qer2u3/7t35Z0gSNv3Lih1157LdZ7pVKJ5+IPZOD+/n4ENtlsVoVCQfPz811EGRiS/Zdsz9ZuX5TvVyoVPX78WOvr69rd3Y0WVktLS117AIyDnaTCAiIU0QN2H1vVaDS6VHtJ2yZ1sDmYEZ+CXwKLM4/YpCTx6Ypj9hyfn0wcgLG8PZPbY7e1jv0562JqairmnNYqqVRKjUYjlJ7tdjuU2S4mgARNpTqVDQ8fPtTOzo5WV1d1584dFQoFLSwsRCsZsKWT/WBVr6KBqOWe8RvcOwlv1grV4xCBkmIdbG9vR5/yO3fuRGIGTCd1glViCvbU/Py8SqWSent7VSwWY5zpc44P8cp+xthJLYQc4GliHamT4OOPpFDjQnp9ktfHaQMRos3NzenGjRuBKbCHEHu0ykilLlqnnZycaGVlRZIiweCVUN/NnxArIuaam5uLOI2KY+Y5k8l0YTbs4ubmpqrVqh48eBAVLpIieUMMy4Xd5nBgF8dA8Dj2w46Aq4gp+B0/R73vRAxEGckXSZHYBYciuJmYmNDo6Gjgh4ODAw0ODgY2cjzoXIPUIfq4H0/YsLaxAWA3sKwnDxgH50KYJ8QofJ/HVvhGiEBXi4PV/HwB9pWPqdSNfyAfncyF8MS+co+uMnfSq91uB2ZLp9MqFApR3bK7uxtxMAJPqtjA954s98oTnrNYLHZ1zxgbGwv/S6sY/Pbp6WlX9Z/bPSoEWq2WxsfHuyoT8CnLy8vR7hOSm5iJqmz8LM+K78Mnj4yMBD5EcMW6YYx8Xn0+Ponr47R/JDfYx87xsCZarZZ2d3fVarWiGlbqJFVo3+RYg/W/vLys8fHxEISRXGV+Ed3OzMyEL8S3+Rk36+vrOjo60le+8hXNzs5qfn6+K87zyrlqtRrn8jpeYt1InS45VOjBpxGfE3d6EnZwcDCEs8Q37DWv/BgcHNTs7GyMH8/NfmAt0prYbRv/ds7Q/T/z5QkG5xOxz/wfO+ctxZJiHV7DvmeO4MxIYLnQ0r+Xz5LU5QPAzP6H13nSgPfwudyPpC7uzrkIxoVYjraBzBVxI2OOrfKzCsF8jBfYttlsamlpSTMzM7p+/XrEENhk7GKr1Qpeme8g1oAH5D0eQ3MOHNiONQHeZXzwE/grbwXHWvb1Vy6Xu3h5cC5xS7JKxsWTjH9S9PlhHEXy+oElRvb39/U3/+bf1L/9t/9W/+Sf/JP4eb1e17/7d/9Ov/7rv64//af/tCTpV3/1V/Xiiy/qD/7gD/SFL3zh+/5uB3GQFvzcEwfuyB0geUYSMswDTA+OUJx5a6f9/f1ISOCcIJUIJmjbUC6XI5DC4bJJCQzS6XSoU8/OzmJDOMBIZlp5HwsKA+cEMw4X0Imh8fJQVGYAIhakl6ySHSSIdPUKqj6C94ODA1UqFa2vr0frJe6ZwBogwecDxAAzZCxJ3DSbzSDIPNObTqe72p4AarwSwdcK905WnJZTJLp4Dp7d213xHd6uwNeUq4VI2GHIcVpnZ2cfMABeIuhzyzp0B47jhdzDEADEufdkxh+lEGRpKpWK0rhkVQ2BAAlHDorl8GkMNE4PQtnJXlfrsm55XogEVyLwXsaA52Z/8W8vlWTtfFIE4cdt/xhDiLjT01O9//77qtVqeuWVV1QoFFQoFIIcQf0MaTMwMBA2ib04Pj6uXC4nSZGFJ9EFAYlaL9m+h7WAIsJVw07YAcYIBJwsc3vM79gvrPFKpaK9vb0uRb0HFlz+vQA2nnt/f19jY2OhTIXklPSBVoyMNfvIVW/YDACTHwpLO0aUIU5cJslBX9NO6jgBlEx6JMc+efHMqKOTSlraR+3s7MS4sk+ZbwI9SFB/Bh8Hv7fLxArMpVcVMm7YRshXbCNJfdY58+CkBgQun0GFHn/cf2MzFxYW4rwwKt8IbkncAqra7XZ8Bwn+vr6+OLvL1Uc+p4yNExAO9j0hiJKGRBWfQzCWz+fjEFvWgfuEpFL1k7w+bhuI/yBBQRDH7zyAoiIITJTJXLR7IeBAEIGPcsKJ9mwQ6lLHJgwODgamATfw997enhqNhtLpdASkPT090V6L4HRpaSnwD9VTTs7Tzo6gG4yEqpr9Bzbi+Z34A7ednZ2pWCxqe3tbDx480M7Ojmq1Wpy5k8vlwu/6ORX+zNhS7Cn3iq9H+OKBlQeZ3B9/e6IQ3OY+HQzFfPNvPhMlp7dEcX/C/sDmJYUsnmhxAow/vJbn5rypsbGxUA1L6rKLJC7wS7wXXAjOpuKQSm6SwxAx2EtX7RE4c5+OvT1IxJdhb/b392PcSfSA8RGlIIwi5piZmQlyFUzMPoFg8WpMzjLjjDziI15Hu0S/nPjhWUlMUpnqeBgf6z8Dd/5RlYJ/3NcnYQMnJiY0NzenF198MXzS1NRUnD2E75+amlIqlYrz0+r1etgHbNFH8SWsV0h1qkmJeVn72N1SqaRGoxHiBQSClUpFT548CbtKpwH6lRObuAIZwq2npyfsLEp6r2Tw5wBbuf3xuDv53Ml4Gn+AjXCSH1ECe4K40HGcJ0f8XlqtVpet8zjHbVwy6eH3mkz48DMn8dhDzh1IHWLYcSb4B5vmuI7ESpLn4HV8vremBEsyN9hsbGIqddEiHNvlSW0u1OyML39IxDebzaheBA84yYogAv9fLBYjHqfyzTkYnlP6IHbjWV0QyzN42z9sf7FYjP3gsVQ6nQ6si+ABIRD2FoHQ+Ph4JLlIcoJVfR0kebBP4vq47R/jTGWVry0SYcwVBLWTt6xXF10ODQ2FyLNcLkfVbpKQ53vBkiTwmX+vMkMowpkOfB/7bnd3V6urqyFUporGk4w+v+4z2cOsG/YSeAT7BgaROsIb6YOdBYj12XdOvIOziMndb1zG0WCX4aew6Y7nnLdxe4N98sQIe9ptqNtPjzeJ4/AVXN4GPFnJyhh4YpfvdFvnY+gJFu7JsSCYmHjNY3qvHGPNuA0h0czaYr6xQSTnfF2SYOUMaaot8S9gWanTmhqhMZwQn8XF+JCEOzg4+ED1HH+Ye56T+MDbpzLvziGCPeEH3Fb6ZzlXwh/GngR+cr98r+sHlhj5O3/n7+gv/IW/oC996UtdBpGD4b70pS/Fz+7cuaPFxUV9/etf/74SIwwAxo8gBNLEF5fU3YvXwQqbEEflxBgOFcWCK+dxhrSJQv3pCQLPLKdSKa2vr6tcLiuXy2lpaSnuQ+ooOlqtllZWVrS1taVsNqvJyUm99tprAXD29/dD+YtSB/BL0oBMMm3FxsfHNTk5qZ6eHtXrda2trcWCm5ycDIWqJx/a7bYODg4+0EcaBaSrV/b29gK0+ve22xfq4KWlpcjs8zr6K/vBsW7E+cNzVSqVaHXBZ3iywB0dGw0V5+PHj6OtmfdVBLSRUIE4AeDWarWuAJzP5d8QKaxHnAwbGuUbPUfpmYpzYf5JSkCMMBapVErZbDa+ixYwGEOC0HK5HKoUPwyW+ZIUgGp5eTn+9Pb2RnuEgYGBMKypVCqqESiBcydNay43clIna83zYET39/fDwZDQSaoF2DMEPg74IZW8PNRBtAcUn8T1cds/iKzf//3f18DAQKgFW62WfvM3f1Pj4+Oam5tTuVzW8PBwKEDOzi4OONzc3NTXvva1sAVe2TY2NqYvfvGLqtfrcSYS4AbghCIWkm9vby9au01MTERAxxwCDAh+cGBOMLrCEBUtSVXa30idpHN/f7+uXbsWAQlrxp0nYA6Hz+F6KysrevvttyMxMjs7q5GRkTjcGPsmdZ8PQdJ6eXk5DjulNRf3wHNgAyGpvK2JAzjsIv+XOk7eA2oP0niNB/VODI2MjGh4eFhTU1M6PT2Ns2UAmBsbG3EeFoCS5AGAeHh4uEvxx3ckFT9JcpOLe+OeCEabzaZGR0eVyVwcik3Sa2dnR8VisStpQk/o6enpsK0oXKenp3VycqJvf/vbevjwoarVqiYnJ8OOkdgpFAqam5vTpz/96WhdA5G8s7Ojr3zlK3rrrbf0ta99LYhozggbHx9XoVDQpz/9aRUKBWWz2UgYUqV3dHR0aV9uxglc4nPoPoezB6ampqICxqv9pG7Qi+1lPCExPunr47aB6XRaMzMzcfAvyUknsPCzq6ursS9pPYm6ud2+aFlQLBb18ssva25uTj/0Qz8URMu7776r9fV1ffWrX9V7772nd955Ry+++GIcaFgul7Wzs6O1tbUglfH1N2/e1OzsrL70pS/FHn/jjTe0tramN998U++9956KxaKuXr2q/v5+vffee6rVaiqXy7F2aKF1dnYWh/tiy8As2BjWCaQAScPt7W09evRI6+vr+va3vx22iHZcU1NTQYz5oZ4kNLHdEOWuLud1+Ibh4WEdHh52qZUldZ3Tgx2B/CFIwodxfyhrL0uoeFKK+yQArNfr6unpCbzkCalarRaiG5Jp2AMXsKCi47vwkZBWEFX4u4GBAdXr9UiaQnZhB7wSr1AoKJ1OK5/Pa29vT/V6XW+99ZZSqZTefvttzc/P68aNG7p69WpUbhPou4LQ+5mjQMSfcvbS6OioyuWyzs7OtLGxoWq1qoODg2hDeHp6qnK5rHq9rrGxMf3ET/yEFhYWNDk5GcrBvb29OGS4XC7HuWb4b2wXBObu7q7u3bsX5y0yBktLS9GyC39zfHwcylvW1Ouvvx7KReYRe0grB5T6ENNSJ7nySV0ftw3s6+vTj/3Yj+n27dsRI7pgjjgRm3B0dKRarRZriJZ4YLFkK4zLrs3NTb355ptxZsns7Gwkwdg/xWJRGxsbWllZ0b1791StVuNMTq+ipSuAH/Bbq9UkXdh3BIiFQiHsCZ+xtbWlUqmklZWViKNmZ2cjaexxCUQN+5lYO0nOEGskE6SQmVTrc++MFX3WG41GCLYQN2JnJiYmIr4nnnYlNbhtfHw8SHSSMuBt7KyrpaWOaMTjaOwxFTi0yfEW2GA/7hcb7AIDbCE4BpLKK0ngTcDbTlp5ksIPD0YAMDU1Jan7TDyv5mU9LywsRHxJ+9ednZ04Q+Hq1avK5/PK5/NdXEWrdVHR4RjM2yLhN0iqQOLh2+ja0dPTael3dHQUfpKx4mxHKkFqtZqePn0afBQ2mmd4//3343MymYtuH5/73Oc0NTWlq1evanFxsWssDg8PNTk5GQn1o6OjSDqzfrk+qcTIx23/3BdDdGez2UiOgeWTYksuSOd2u93VrQPiF9yICMR5oPPz86gQGh8fD+wCLqMVsaTw3b/zO7+jyclJLSwsaH5+PvBRsVjU6upqxPUuhGAPlUqlLswCBvC1zj5FiACG5B5Yq/hVbBuJIARxs7OzwbHAudH2ztuCkVz09qzsTxIS2B0uqrqJ1RElkgRgzbvtRcjGPbm42PcqY8B4UGFFBx3E56wFbALfy57u6+uL7hFu20jAUa1HctxtH39ju53DYr5YU9geOFAXJZPUcSH+8PBwJJ7Z816ZQ8eY69evq6+vL7AeCSzWCjE+MRA8KYJ3BOue/CG5u7m5GYIqhLVua7Fl2G2v4mC84FnhBnwN+zzyGd6ylz3Md9HC3AVcfX19gcU/yvUDSYz8xm/8hr71rW/pm9/85gd+t729HX32/Jqentb29valn+fKPElBiCUvJ0KTmSMWpGe9XO3KwEKs46T9/ZK6ztXgvRC9lPW6QpqFiLoKkAEYYcLr9XqQ2AAx31Tb29va3t6OzYXxdkUvm4ZnceKFZ/AsqmcqHVgB5DAgTo57SZq3HWATs8B9fNj8lFBjJCEPvRLAN5TUaVeVyWRCmcR3uYqX+fWSQCfHfcNg8CR1PQNjw/pxtVkqlQrnAih2RRJj5ap4nBJlrul0OhJlbhDdaUkdcpE1itPlOTCoADMSBKwnngegVK1WQ3ni67xSqahWq2l9fV07Ozs6PDyM1lyukMVQVyqVCLxZm7Qp29jYCPKF/QpIcyUAoB/yjjXl69GBstTJ/FOVwLh5sOIBj9uDT+L647Z/0ve2gQSJ9Xo9St9xmMwt+216erorAQwh4epcErysP9YwwI2EgleJHRwc6P333w+icWJiQtlsNpIL2Wy2K9hxeyt1E/vsn729PVWrVW1tbUU1AyDfD/4mMQKxxvpwFaA7WwcxUvfBk4BYCCbArp+v5DYTmwMgITHi6hNUEq5w8QQLf7tKh/v2xAOXK/T8szzJ4mCaZwDY+WF6JEqwTZKCkOKPBxBuG11xmFTQXPYzVxAmlTSSuubFiVFXCFGp6eOWTqfjzKz19XVJUqFQ0CuvvKJarRZqZnzZyMiIbty4ES0spY6S8tq1azo8PNS9e/ciqY1PPjg4UE9Pj3Z3d8MGYvM5hJux8SQVNpDxS65LbC3jD2mAGp3XeHKY8fQ15T/7JK9PAgNC7BE0UKXAvkLR5qo2qqdIbnlwduPGDb300kvRgoY9cPXqVQ0MDMTZCxsbG9rc3AwV4P7+flefdJJ5Y2Njun79uiYnJ6P1aiqVilZJtFfd3NwMLMfZTOVyuatSCgzorQsdN2DrHfcS8Nbrda2urkbbLMQFJOH83B7GzFuZSB3FGLbJ16DbeJIBQ0NDETQ7DvcgC7vneFvqVmRycR9uxxCWkLj3VlIuMiIhgXjI2yp6cpp7Ym1hm5gbTzaB4xlnbFxSKenxh9tGfk4Q6sk8qoy4p3w+H0QFgTn3ymeBkbwlLDYHonhsbCyEOr29vXFmDjZmZmZGk5OTun37dihGGUc/EL5WqwXR4b4SLLG6uqqVlRWVy+VIXDDPEL7n5+fRCtExN2uEynyqZwjgURMSRxQKhUie8TmM0cd9fRI2MJPJRGKYDgXYDR9Xx9DgaxcYua9MXuz3o6Mjra2txdzOzs5qYWFBPT090Qpme3tbx8fHevz4sba3t8NWolplnYNNSG56LONxGCI97hWRlseGYECSaySm3T6xdvhZkjcAJxLbOX6B1HKSCP/uhBkxOraBRCuCIbC0Y2D+jZDG7QZxMEQP2A2hoGMyF1xICj6BeNljKhK3vMexCRdj5T/3sWP8uFf3FeBT9rn7kiSJm05fnPVxGXYimZe0pfzOY1vOZaP61kWa+Hj4E+w5iaDDw8NYh4yfY13OkAGnenVIvV6Pte1zwb/ha7y7gSdo8JeMx9raWpC+JAO9bSWcRk9PT1RL4X8QrrFfPu7rk4iDwRq+dlmbCJkRKbgfgq/iSsY1xIkHBwfB90Gq+9pgvL3KyBXy2BdEqpznQJtWki31el2lUknXr1+PWMi5SiefnT/hfl0Q4DEU95OsUPDECLbdvweRRVI87mPMOPI770DDd3olCpcnbxEusU/wQ/782DyvdEhiHMaehAXP5bEn+5G4nrEC58GHkIhBUOPxL+9z++lJGfaxx2aMu/PIjCFjjo1L2gewKr79Mo7L7c3Q0FCIkh3Ps2648PvME/Hy2dmZdnZ24vwm7q+3tzf47c3NTW1vbwcv6JVy/szJveV8JjiaMWQ9JH00fxgfKkrwAfybcSCx873agSavP3Zruba2pl/4hV/Q//7f/zuMyfd7/bN/9s/0j//xP/6ur0k6bc+e4YS9rZYbFQcmZOXS6XRXb1CCB9SZKGKOjo5C1Yo6paenR+VyWZVKRe+++66KxWIcWtjT06OZmZnIbLMYSqVSlJ4TmJIdbTQaevDggTY3N8PoAGpccUxmjs3tlR6SQgnHZnaAyJihiHACqq+vLxQ8kOTtdjvK8CAdjo+Po+oDoEF7mp6enlDn7e7uxqE+bCCCJO4VY0F2mu8mgUT2sL+/P3o7k8F2kM+zeoCeTqeDtIfQGhoaiqQADsJbKzAeVMJ4+R1Ah+QIa4oMJQqTdrsdiQSUi5CwZLoh4NjwrDESCSjkCMyZP8YJ50EiCvKGvqkYjdPTUy0vL2t7e1vvvvtul2qQfYtTQ7G6uroaCkz2Wr1e187OjhqNRgTStAzh0DBAaTrdOaydxBROyhMjbiw9AMC5M1ZO/OL03Xg6UfRxXT8I+yd9bxtIX13W/+joaIDzjY0NDQ4ORuuzhYWFCLxo1TE2NqbNzc1QUkxMTCifzwcQXFlZCSUfyb61tTXlcjnl83llMhnt7Ozof/7P/xlKQZQwd+7c0fDwsCYmJrrKOJ084iLwA3x+5zvfUbFY1Pr6etg5DuQleHGw5kGYJ8fdRrrSVJLm5uYiCVOv16Nagfey1yYnJ0N5mzwgkkqTVqsVirft7e0gjQDH7Bt/Zg9avC0hhI8nTX2cHDi4nWIvOdgdHR0NcgASAQVPqVRSrVbT4eFhAC4/vyJZAeYqQKkDYADRyfHmfdwfgJl7BxBzz/gcSQHmqIQjICFxAAl6dHSk+/fvq1qtanl5WT/8wz+sF154QX/jb/wNFYtFffWrX9WjR49UKpVCtfnKK6902Yf+/n5NTU3pM5/5jAqFgu7evRtnPEDE3b9/P0QN2HoO/szn82o0GhFEADQZGxc8JAN/X7usBw6rpfzZSVru2/EAe+CTvj4pDJjJZDQ9PR1ttFhnqNY5BLPZbEar0+Pj40i8lstlpdMXba4+85nP6MUXX9RnPvOZrioHSXrllVd08+ZNLSws6Ctf+YpqtZoePHigdrut7e3tUMzdvHkzKoHHx8c1MTGh+fn5rt66qVRKN27c0LVr13Tnzh397u/+rn7jN35DjUYjKjEQN4yOjmpwcFBzc3OSOiQUajNvxZpOpyMJISkSn2+88YY2Nzd19+7dsMMzMzPKZrOBXzOZiyo9xoZAC+zLGsYXewJGUiSDIWQ8UPTWhE7c8Xluu8FwPCtBLviA5yLZRZJkeno67CPJMZ4rlUrFuTG0Dsrn89E/mzOD8I2ONVAQe8swCA4nXehf7riGz3KSwM8C8r7m7PvR0VEdHR1pe3tbjUZDT5480fr6uiYnJ/XFL35Rk5OTkbA7OzvranUGPsXHQYTigwYHBzU5OalMJqNcLhdkIPg9nU7rs5/9rBYXF/W5z31OlUolKkbBf9hpBDPr6+ux9o+OjgJX379/Pw5KTqVSmpycDBsGtjw/P9fk5KRmZ2cjXiCBRSJnfHxc09PTyufzmpqaCnzO/LhAg73fbDZ1//7978v2/L9cn6QNvHnzpq5cuXJptYz7Z/YD+5T1l0p12tF92NVsXpw1+D/+x/+IbgZ/5a/8Fd24cUOpVErlcln37t3T5uamSqWS3njjjWhpiV/kzE0qr/B7CDcgyNj7VOenUqmobGXfN5vNOHdkYWEhsCF+28kUiHmPEVyYwN51sRmvAW9SceDYS+ocxE77L3A2Ah/aPA4PDyubzcbzemIBYpxqDk/wuyjOhXpJvCt1zvxkvNlPnFPSbDaDTIcrSMbOHkMxXk6qOblKnMZreb8TlZCMrDNJQcDRorJarUbMiA8k4dnf3x/nQsDJ8FpJUZ1YrVZVLBbVarU0MzMTvhfRBGQziXEOI0bsB+5lDbhifX9/X729vdFumvd6rE6lkI8TZOv5+bkqlUqsV69yJMmCiPSdd96JFqpf+MIXorKAe2e9zc/PR/vYZFtGfNPHeX1ScfDw8LDGx8c/cHZFs9kM/4N/Y47Bz972Dl6HvQ25TCUlQj8XvDnxzt73JIS3tcLHVSoV7e7uamVlpSvZCg66efNmtOjkD6+DEyGhKHVIaLCgCyySFWDgKPY1OI2Y0W1fvV6XpK7x4//sS35GPAdRDpflQnPGHTvL+vQKE3AYn8nFOBNTplIdwab7NQTD3uqJxBr4FrEFWIbx9zPhSDaSQPWqaK8udsEmtpXzV/ze3Y6TtEkKhTzmdxE0lYbgO1/nbp957/j4ePARYF7GB04R28QayGQuWqft7OxEN5uhoaGoasamHx0daWtrq0tY3Wq1NDIyEviYZ/aEh+8rx8KsU8epjmFYN4gVmE+SMewxF/SenZ2FKO0ykceHXX/siZE333xTxWJRn/3sZ+NnzWZTX/3qV/Wv//W/1m/91m/p9PTikCrPFu/s7GhmZubSz/ylX/ol/eIv/mL8v9Fo6MqVKx96Dz7wSYUWCQdXhHCPHtixsVDYcmAhi492BT09PVpbW9PR0VE471QqpYcPH6pSqahYLEZ1hW8EyGMmu9FoaGtrS+12O9o7ARaKxaK2trZ0eHgYgRBJBDYayjJUEdwbJKP3ANzf39fu7m4EuCQZUDsQpJEwYszOz8+DoGHDA4goF0R9SFIJdQXGhoQQBoeAm8VMMMPncw8ALuaJQJVNQsaWDCygUeoYb5IiTiCgGD07O4uDfXmdq634HMg/1pWXvtEzEfCDup31xDj4Z2cymUgUEOR5xhWwTkBNMgLlnSvkUfajAuR3x8fH2tjYiFZizO3Kyop2dnbUbreDHAeUc9h2o9EINS3z5FU2TvxVq9Ugl1knriDAIXvmnX3pqi4HLX19fUHgAPw50FBSV3IxqRJx1enHdf0g7J/0vW3g5OSkbt68qS996UtBYuzu7ka10NjYWBzkOjk5GYe5OdGdzWYj4CXZx7qqVqsBciCjJUWCEQL/R37kR4IEfPfddyVdlAXTns8VEQR9+Xw+iHAO/l5ZWYm2Wefn59EGiUDISTMS1dLlB5CzPnitX05Koy6cmJgIgpvA4/j4WOvr610tPriXoaEhzc/PdyX30umLqgRsJGvRD4Dm+wENBNHYEAfTXkmAz+D5pO6D6jzBiDrEE//7+/uRtCXZnEqloqQVv8EzumKHe2BcPeHB9/vvAfkAPdYVz++Elo+FPwf/hujFJ9EajH61JC2Oj491584d/ciP/Ij6+i4OyP5Tf+pPqVAoaHV1Vb/5m7+p1dVVPX36tKtihGfL5/Pq6enRrVu3tL29rUqlolKppGq1qnK5rKmpKX3hC1+IMvL33nsv1hZg87LKF+aJ1yZJKoAgY84ZXKwZfx9jLSl8A2uC5/ikrk8KA6ZSKeVyuejvDPE8Ojqq4+PjrnahqPJRuvP/gYEBXbt2TS+88IJu3boVPil59fZetJxcWlrSzZs3gyz+/Oc/r6WlJV29elUjIyNdVWwuqEjeN3t9YWFBn/3sZ7W9va2zszMtLCwom81GeybHMb5HSBTzbL29vWH/V1dXtbq6Gm2MKLHHphKkg4doz9RsNmMtuvjDVcjYMgJcr5p1W+zEqwc/4BsubA2qTp6PuYIIZI5pR0PC4/T0NJJEIyMjcW/gwWq1GqQVzz4zMxO2n+AOjIhC15PQBI6u+EO5yne4mpkx9Rij1Wp1CZc8ccOawBYMDAwEHoZc3t/f18zMjG7evKmZmZk4y+GyqiKvrobYI6FFkq1Wq0XLq6mpKY2Pj+vFF1+MoNrjHp5hcXEx7ps2NiQgi8VivAcM/Oqrr0YVHxh3e3tbpVJJ3/zmN3V4eKgHDx7oypUrUcFDDIF9Ozo60t7eXrSrwA5CiI2NjXXFEuD5j/v6JG0gybt0unM2JcnAvb09zczMaHx8PNo2vv/++1Hpw1rHLkJi42+JWx88eBD2ZWFhQa+88opu376tgYEB/Z//83909+5dvffee/G9p6encRYhc8+5a4wN+wBbSXKB+MoPjOX3JFecxAdfukraYxBiOCe7HY/wfyeO/I/7aOJP/u3V/9g79vr+/n6ICvmdzxuxOLEMpBC+hXHhtcS9Lh5kDBgPyKf+/v7A8Hx3UhHu90V8ymfyfOB8SV3Y1it4sV2O4/g3CW0/i8UFMR7H+bgh5GE8k6Qb98RnT05Ohi8ivt7e3g5xwdTUVKzrnp4eFQoFjY2NBT4mmU0bt9PT0zjbq1QqRZJ2fn5eU1NT6u/v18nJSeyrra2tGC9EpZKitRYxF+uF+COXy8W9Hx8f6+nTpzo8PFStVotWhGdnZ3H+I0keTyKNjY3p/PyiLSZ73lsXfRzXJxUHV6vV8G0Iej2mwsbht70yAT9FQpG2l+y//v7+GNtyuay5ubkQkOG32ZOO6dnnxHFgKIQ8dNEgme+cFvbMz+9yhb3HTSRNEKPs7u6q2WxGG15IZPCU709PohCn86wIjuH/PK6jjbzHswgWHCtK3aJdTyiB89jLnhT3MXAxnsfUvM99PnaMsfCKYTAhiQtPsCZFgIxRu93uOl+GzwZXuS8BZ3lijudw0SNjhAjBBUUuniIR5gk7/u3jiG9xm4pQBUzvgkTujfUmdVqPjo+Px5nDCJzz+XzYMfwynB+tcj3GIWbwChznBsCo2NrT09MQLsK7SOqq9OOz8XmMt3c3Ym+zFr365qNef+yJkZ/6qZ8KQozrb//tv607d+7oH/2jf6QrV66ot7dXv/M7v6Of+7mfkyTdv39fq6ur+tEf/dFLP5PM+ke5kskQT5Dg5Fm4/F7qTqZweVaTDKjUOXSSTV0ul9VsNiPZ0G63tbKyEm1t2u12EGhsOoy1B32SQo3d39+vs7Mz1Wq1SIpIClKZckI2LpMPKGFjEljQk98TDhDVgBme0Y06xgilDWPG/x1YuYLQkw9cDu54j5fDeWKEBc28+Abgs3yT8rxuYF1B02q1gnx1dWNynHCAnu1nkzlI5HO5Rz/Mi/v3HvqQf8y/A22UT4wfySUMQTLR5+0Hzs/PIzsLqHMFVU9PTyQ4XL2CoUdFQWk3BqZSqQRpSvZ+cnKyq00CZYiS4tn9b39GT4KQ9GHdEfwTdPMz/kAYu4oT0p4esMnLQcPHef0g7J/03W0g62RoaEi3b9/W9va2Hj9+HGsLYo3zEaanp4NYYI+TfKCvKk4NIgv7g41JBoLM6eLiYvwpFouRxIOk4nJSjMANZ1sqlbSxsREJnr6+vjgQPRmw+f718XAFDX8n7Tv/xpZ4RRXOmqCCACuVSsW44AdGRkaCTPeAOZlYZZ7YY5fdB7aDccaOJglxJ9Ekdfk8D5AZG4AQe4eAE6IRMpHn8uSK21Lf00klCJfvPSdAfa4Az5K6SA0fD97v5b2urGHNQ5jUarVYB9PT01paWuqaIwJQzgNZW1vT0NBQV2JEUpylwjlhkDIAxb6+Pt2+fTsSJW+++Wa0yvBqEAB/cn0m593Hyv0aiSvu2xN8DnDdtnrC5JO6PikMyH5hDzL+AOVKpRLg3SvfIMAJQOfn5zUzMxOk8GVXT0+PstlsqNdrtZr6+vp069Yt3blzR3fu3PkjjRn3Pj4+rqWlJZVKJR0dHXW1DmKeCRQgwrEFTrS12+0gqB89eqTl5eUgVXp7e8MnkBAguPM/4EA+z4P+ywJT9jV4xfc069rtFvPiST+wgrev4XNIxNLekGSpkw/YZlpFSQrbAL5F3Tc2NhZqMuys4zxsVzKhD54nKQDegehy0RLkrgf1LsAiuAUfelwCrqNFX29vb1Rw4leZi3w+HwkB5oa1AQbF30KC9vT0dD17tVrV9va2CoWC+vr6NDU1pXw+H+sT/8X9Q3Lv7+/HWQ/YS9qDIDgqFAq6ceOGFhcX9fnPfz724cbGhra2trSxsaHV1dU4RzGV6pxb54lfJ8q5nCiFcHXC4JNopfVJ2kD8KeIshHD7+/sql8tdogkEebQ9ZZ2Adah+xPeWSiWVSiU9fPhQtVpN7XZb+Xxe169f18jIiI6OjvTuu+/q4cOHevToUcRrkDQkMtijkF/ETU6is3ZJroH3JIX4LpvNxhqWOpVl7PFk1YvHBMSw3nWBn/M7MDI2watanAx128VnOXGFuhXyJnkv+HG/F8aC+NHxmBNxjLELTBwbeCwPFkziraRQxe21k3LwBc6bMDfgD6m7HbTPJ+MBwYWPcWEHa9eFScR7JKWSmJhx57Owz/h4RFj1ej0U3cS8nmDwBBH7B9/H2Yl7e3uBG7FtIyMjEbe///778WwIHryFZ39/f9hxnjGdvqhUHR0djTNruGf2brVaVbPZDJtMxQK+P+mPBwcHw1d6HPJxXJ9EHCxd+H+STFQBQLQzPqyzZEzifpI16kQ+Ngcc4Ulj58jYE6xFtxWOj1KpVFTy9/f3d7W/Tr6OOFzq3qNSt7iOPYLvpCIKG8pedWEue504g59jn2mfjmAZu9RutwP7JG2W24jLBKpuK7gHn4Mkme1JLOYQPyd14ntP0HC57fFxxfZj187Pz8O+uO3CDpLAcA4Pe+HrhrXg3AN+iG4D3Au8I8+NrfQqK0+Q4w/czrqAkHvxZDOCEnxLkktw3ImvAfM2m80QuXDvcCBUQvLsCMG8Qpz94PPE/fr6A5dToeJ22CsY2bsIt7BrcPRURrIfnAv+RBMjo6OjeuWVV7p+Njw8rHw+Hz//+Z//ef3iL/5iKJn/3t/7e/rRH/3R7+vg9Xa7Hc4zCTakjrOVFOAE54sRkzptobyUyYENRsBLISGkv/71r8emoBc55Ewmk+k6WBJHR1uojY2NWOSFQiFKgaULZ0B2emxsLL6fjCz3mkql4pDtSqWiRqOhzc3NMAA8K0ABI0yvR/5/cHDwAcUKhwZz2BPKIqnTI7DdbqtYLEZbKuaeahsOlUWdSbKC0j0Hx95+yUEyRiOdTne13sJxOThiLUDqej9Wr6zxZACZapTEjAGKDAKzVqulsbExlctlVavVrn65TiCwHmjBg4Lw8PAwnCoHVbJ+ST709fUpm81GaS7n1Ozs7ERiDZWIEz0kvkiMcN/0PmducewAX9rCcc4N44g6cnJyMgwRiREODTw7O1OxWIxWN/39F4cSJvu6J21Ff3+/crlcBF9OvHABPCTFvkF1462USBridDHKH+f1cdu/gYEB5fN5fe1rX1OtVtPnP/95Xb16VT/7sz+r9fV1VavVCCQymUw4L6pC2D+9vb1xuNjo6GhUqkmdwKnRaISdHRgY0PXr17t66wLC6vW6Njc3I6HBodYofXt6ug9PhcC6e/eulpeXdffu3dibV69ejfnFsSdtOnYEEINtASQngRmf4eQXdg8HDHFD4ETVDAdAsv44l2R5eTnON7h27Vq0QwHEoHqlisQBFbYAIE4gmE5fHDaKEtoVR57AkDqBOnuWZDklw9hc7ABlznyHt67zahEH/t6eBPsAYE8CQfYw9habBGDh/h30OLHAMwEqWb/YfukiCCoWi2q32xoeHtYXvvAFHR0dqVKpKJPJRG9pxujGjRuhKt7a2tKv/uqv6ud//ucvVaj19PTotdde0+DgoJ4+faq9vT2VSiVNTU3p9u3b+tmf/Vk1Go1oGVIsFiMAGRwcjApCgmUnGhysSR0yy8E/awsyhWd2ktjf65//UUUkP6jrk8KArVZL29vbMWZSpwUnB/NysDiEbq1W09TUlK5cuaLT01PNzc3pL//lv/yRx5CWCj/1Uz+lXC6nH/7hH/6+iNixsTFdvXpVf/iHfxh+mMO2SdBCriAKcGFNtVrV48ePVavV9PWvfz0OOYb4uXLlSvhn1hs2jOAQ/EKwRHsQWjGAwfycDYIgJ2adqGHNQlaBwcGf7XY7/JQLQTj4MpVKRfUc7f/6+vp09erVCNARV2CXsO3n5+d68uRJ4FCqJ2dnZ6N1CUH/ZQkhqZO4IhZAnILtBGdiqwh6mTOCSp7PiRKSc15dy5wynuApVM3r6+tqNBr6+te/rocPH2p8fFyvvvpqtNRkDogPmGNsJfPtLcGwQfhtx2vcnxPTtHRYWFhQo9HQ2tqaisWidnd39Xu/93va3d1VpVLRyy+/rB/90R/Vn//zfz72HuthampKd+7c0ZUrV/TVr35Vv/mbvxntJ6ngbrfbgRXB8owZMR7xmRNY7sc+7uuTtIGcG1StVvXkyZMQqNBKY2trS1NTU6EELpVKKhQKyuVykhTtfYkz/ExBbCstoV5++eXYk7/+67+ura0tPXnyJPD4+Ph413karG3EWvwb7EKSiziJ/4+NjYWYJ51Oa3p6OuaW/Qghwp5PklUeS2JfwJn8P6n8lbrPzSiXy/E3xCsYw1sjsf98DWI7qtVq7EliMUh58IKkrkPpXVnLPLAXXcwDDsBWkTRxYtRFKU5gUmUHKXdychL2FHwIMYx/pSIBwhQ74udAuCCUscC2OKnM/ZPgPT8/18LCQtj3crmszc3NsFlgQfwWyV7eCxa+efNmJMtQiXMOXSp1UWU6Ojqqubm5qDYBe62ursaYQdg2Go1oyUWrGvzp8PCwZmdno21wo9GIanmPY/r6+rS9va2joyPV63W12+2IDY6OjmINzc/PK5/Pa3FxMfb3yspKVCvDHdA+EpxOUn5gYEBjY2Mfe3L4k7J/xF20SkXUdHZ2pkKhoN7e3vAhJN/d9zv2wA5IHfFWPp8PQSnnJy0uLn4gMUKsBoErqcsesOeSbZJ4L+dxwTk6+e2iEakTn7fb7agmPj091fr6uh4/fqyxsbF4H3aM9r+082s2m3r06JFarVbwXn6v2Ww2kuy0vvSESKFQ0PDwsHK5XPh2kimMiyeLRkdHAwOBieAH2bvEoy4KAyfyOeBUng38gl+ggtX5JJI+vJdqX5KY2HCqJPP5vAqFQuA74lnOJASjcXkczmuZM+JEbKwnsxD6YWc96Sx1ztNDFMLYuD/wZAICBJIa+BJwulcdseY9sUYbZ2xSrVYLAaVX/jFWtKtyEbMn5nleHydiZDorwT339/dHUYGLIdlLPDsCSa5Wq6VyuRzv87Zzn2hi5KNc//Jf/kul02n93M/9nE5OTvQzP/Mz+pVf+ZXv+3PZhE4+eJaVjeObFTCCY0Pxfnp62kU2+GZ04OQq9mKxGMoJgg5vncBnobJnorwnJUCGtkWAShYfJBlAkEBWulhotN/Ace7s7MT3A6DYFARwGFwP/Hidq1PYhJ7xS24sxs3JH0qtAKckkzwbi4Fl7Pi3B6au6PEsJIbAFUVs8qTKzRVETuBJnSqedDodZYQEXRCTEFYYTd7jqiF+5gQtwTcbFbUIQQekASAZ8IfTc8URBt0DX74fw0aA3mq1IihvtVrRKxKn0mp1+iQ6QCAxA6h18o3v8cSjG+WkmpWxdgeGg/NAIkkcOHhnnnEa/N/nkp955vyPYgw/ruuP0/7hHFZWVqJqqVAoaGlpKdYstou1d35+3qWuZ/0AZiCgpc6BdXxXu92OSoPj4+Nw8gCv/f19ra6u6uHDh6E0YJ8kFXyuwIG85L6oDsE2uQoDe5GcX1dm+P2yv9xWeXIlqfRwW+PqENoiYbsA1m77aFfH+nYwQpCfJMWTZDd+JUl6+x7i3lwp4p/HeyAtnHTzcWP9JFUcSbU39+Jkg88Fn+Vjz7M4MZr8Xk9g+7y4T8GWMab8jgQzdsFbbRWLxThbyYPyoaEhXbt2TVtbW9rZ2YmKOJIaftGvlPNjSALT4gC/zWdje/3wZ593JzCS/s3VYclkkY/rZf7Qf4dNTf7uT9r1g8CAzeZFC0jIaED88fFxBHMjIyOanp6W1MEIBIhTU1MqFAofOLzzu12svbm5OeXz+Whh8/96OXEHxqHlEzbWVbEERCRbj4+Ptbm5Ge3fSGKPjIyET/fPd2KMYNd9ND+DXOB+XEWOjXM76nuZsebz2KO+BzxZIHXOXXKbAbZOjg+f7/4Cu04ACwlLUmRsbCwII3AUn8c+dAWzfzfkFpULSTLVAzlPtLifuCxx5NjFxwNCzgNaDsKENGy1WlpeXtbExITOzs4iYcP4+Of7GDHvjgWxPTyfqxrBEuBU2pkhNIKYevr0aWC7K1eu6MaNG8rlcpGU4dmwcXNzc1pcXNS1a9f07W9/OzC1B9XETvgn7t/FcIwnmIV1+Sfx+kHYwFar09aNBBOxIuI02ukh1Ltz546WlpY0PT0dSf1MJqPt7e1ox8K+z2QyIdAbGBiIqslSqRTJOhKUqOpZK7SMYT6dQPRkABjJ94XvO+YeXIjNclHVZXOejPfc9n0YhvKEr6SIjamkAeNxz6xJVwDzXeBL4jj2lNSpqHM8exkeTIo6vZrUbWky7nH85c/DPHAPSeWxYzd/PTY/OT9JvOrPzWdLHdGL23b+79wB98V5ciMjI7HfeXZX03O/8D18HuuXOBtsTMKEueIsRN7Hax1/815aTJ+dnQXH4C2Z4GJqtVo8z+DgoFKpVNhJqv88XmdtMaZ8thOtp6cXZyISCyOY9b3l45kUh/1JuH4Q9g8shyCmXq+HL2Vvul9xrJPkH5yM5z2+Hmi5xjqE4/H3Sd1da3zNS532Uh+GAbCZxAWO7X3P8D3YFxIY1Wo1WhYmK+POz8+jjTwiM0khOPWOOf5e/u8JGjCQX26X+EOClaot9qD/8Uq9D6vecE7AE1AQ4P43IkPGFfvgP/M4jOdir2PXkmOOXUnOo8f4/jNex3piTJLPQRzH9/FeumoQ//Ms3Hsyye/+w+fDsZe/NslD+BrFhoD74Yq5P+bE41fWLzbN/QP2GYEAAmriKTjMpD9wn+QxBc/vc8O9gO+TPvG7XR9LYuR3f/d3u/4/MDCgX/7lX9Yv//Iv/7F9B5uAYICFJikyYCwqnBfZWIANzo6f0RvSs2KSQo1DLzQc6/7+vkZGRjQyMqLFxcXo3QwIYpOjwOe1BFfVajUqPfr6+jQzM6N8Ph+93c7OzvTo0aPoEU+SxI2PB76oZzngbn5+Pu6B16E0pL3C2NhYF2nK86IWJMHRbDYjYYOSjwDKQcTJyYm2t7d1eHgYTh7DQeUG8wfgQTGCoXNHJV2AZ0ldqjDeS19YDGuSEARsuaPC2AI0G41G9N/mZxyGRqsfqjRQUvrmPDg4CNBCoMImnZqaUqt1oeoieSVdGED6n46MjMQYcmbH7u5ukCDuJF1FT/9DsuEkzmq1Wqz9hw8fxpgSBE9MTISxYmwhAwGJngBhvXj5J2NLcscJZ97XbrejRB8n6WoiHGMSUOAIMMjsVak7KPZgud3uHPL8SV8/SPvH3HzrW9/S0dGR/uN//I9RtXDz5k1NT09HhdfU1JSy2awGBgai4gzV4OHhYYCF3t7ergPVAWeM7fr6ehzMS5uX0dFRHR4e6o033tA3vvENvf7665qamoo/kMreSoA1zAF077//ftiVqakpDQwMREsOT3IDqpJVCtgbV7uQGGBtAAYkde1/HKnbCH8PyaJkksYTSATpVJ6h8MMuseYBQE5w8l18P/7CFYckutij/I69JnUUKPwh+eoBkyfSnaAE+CRBY1KtRMKYi9f7lQRXyfJ1v38qxfDZngwAPPn9MV8EtQTOVMGdnZ3pnXfeUaVS0a1bt7oUJX19ffrJn/xJvf322/rP//k/a3d3V+VyWTMzM13PkEpdqOKz2awWFhZC0VKv17W6uqpf+7Vfi/sjQKLCb3h4WJK0t7cXClOex0lNqROseOkwPZAZGydQk2OcDKQg5v+kJUY+Dgx4fn6ut99+OxJks7OzGhsbC3Kw1WppdnZWL730UlQ2rq2taWJiQpOTk5IUZ1Z81AvM9cILL0SLi+/nSgbQCAGoBHYRDxVhe3t7KhaLKpfLWl9f15MnT6KieXR0VIuLi6FEg4xzYQp4jGq44+PjONeGn9Xr9ViPJAwHBwe7DshGBOSqyWTAlQyQpG4SxxVh2JUk7gHLuz0HS3oZ/+npqYrFYpz1l8vldP369TiE16uzPCBlHxLE83/Ij76+vsCCtJ6VFLjEK/ogS8FkJM/T6XS0jJLUpY4kCASrg6udMEPxT5UvZ3xgr1544QUVCoWo3PYx94OHCUohSIaHh2McOXfEzxKYnJwM4Q7X+Pi4xsfHNTs7q0ajEZXw29vb2tjY0Gc/+1l97nOfCxVvcn/19PTEvjw6OtL9+/dVq9V0cHDQhddTqVQ8j2NSxs73EIp193ef9PVx2MBW66Jq7uDgIPay1Kmupep1e3tbr776qm7cuKGf/umfjnV1dnamcrkcrc3efPNN5fN5jY+P64UXXtD09HS01G00Gvra176mBw8e6PHjx1GNefv27dgnUoeQoZWRH1pM4gHfy+GwVOwmE6f4S/BCu92OOBgSxP24JxuSfzNejgF5DzEy+MkJLfYnmATbSuIomURJEl/sOQRGnjRw4scFQNgV1O6IkKiK5bmxY5clRbG3JKec1MOWeourpEgFv4GCmBiMuSI24/uww44X+Sz3G+BLFOjErZ58guymFS3VHMlqWhdDejs1fBfYizngDM1arRatVWdnZ5XP5zU6Ohq4AHuC+OLk5ESPHz8ONTmxBra40WhElbzUsb+IJ8bHxwO3wqvgL46OjoIjIkYgqS9d4MpWqxVtsHkv5wlwn37Y9h+FFPxBXR+H/cvlcpqbm4uqDsQCcHn4Bj+DyTkgLvaH712EVawlWuvOzMxEDMwedJIWbgzC3TkOOApPqpI4bTYvDownjnG8xD0i0MBmIQJZW1vT8vKytra29KlPfUrtdjvWC/YJ7EBbzuXl5cAWxNB8D/6+r68vKlikTkKE+BY+kpiG58ImIPYeHBwMO4LoxhPcUnebKMeQjBfvcUGPjwVjlRRJ8Dw84/DwcFeSHr42lUpFxTJznuQQqGJETO9JUq+6pprCk0E+F16RiR/2akR4Ar+3ZFKDpJnjpsuSblJHHA/2TWJy5/RarQth3/j4uLLZbOA4cKlzg8TN3C/29/DwMPhiFyMdHh6qWq0GjgZbeocLjyVcAO5VKalUKkQznlT3hPWfuMTIx3V5ho5/42y9P7mrXnE+roymPyF/EyR6pmp4eDg2NeTd+XnncCdaDAAeCLDOzs6idJIFNzg4qHw+r2azqXq9HgFZT09PHPrLZkTt4+prwIWXjAPYXG0F4c5GJ9nilTZsnkwm09V32YGog20HQV4lgUoJVe3p6alGR0e7An/mzDONfJZf/I6xx4EQ4DEO6XTnsGKIEG8z5uQi90BSzBW9zeZFKzQOXkuS6zi9RqMRB7IxFoyDK6PS6XS0f0AJPzExEW2vCAwo6wR843BarYv+fYBDz6YzPl6S7GCIwJb14ooZzzDzXCisUZPhoFmrPmZOpGLY+A7GNJngYj+hmOnp6QlFRDJ7n8zoQ4a402Zuk9lxxuVZvyhhnJycDIfKvJTL5Vij0oWdmJ6eDiKQPeWkU6vV6lIxQZgcHx9HifLVq1clKRwfNiuTyejKlStRDslcVatVTUxMRFDgCcxUKqWdnR1tbW3p/PzivJzx8fFQR3nC0S+fW3f2yUQo94ndATi5EsUTNcmkSRIwoSLhvZQiS532cuwrT95xL+xDXgegcSKU1yeTFtxPsuIjGQA7OQCAJIBk/0N6epLVKxzdh0qdJBH3R9DPfXpyxlU17k8cLLGfLyOu+G6/X57PlV4+P2dnZ3rw4EEktt999109ffpUt27d0tWrV3X79u2wk6+99pp6e3u1sbERPdFJHvb09ERgS+AzMTGh2dnZsMXpdFq7u7vRlm5ycjJU9ZIC3NI+Mbl+uA/ssNRphUaimuCJAA4752PkyTT2sZMTz9vlxBUJBTAH/oqWFohF+vr6dHBwECXufujhd7uOj4+jwk364/M17Ieenp6uyoz+/ovDc2mDRwC8s7MT5wTs7e2pUqmo3W6HjYegJKBygsoDN2wMBzcjYqAtD3gYrEywga2H5Hds5TjOfTlqcr+wLR5MQ9Rxz46lCYhJSkrqOj+E/VKr1VSr1TQ2Nqbx8fHoBU9LUU8OYV/Yq44p3C+4Opng/uTkRFNTU12kPGR0EqvjA8E+JK4htjxR5Pfgtp8xGRoa0vT0tE5PT6M95urqapxPMz09HbY9m81GgM84+viD+Yk/6B/tRDViJNYQF/eLr+GzCKbBlZftE342MTGhW7duaWZmJohLfDKJPHCpqzJPTk4Ch9O6qd1uR+zxcR88/EleqVQq1hGtdp1wcN+ay+WUzWa7/BBx4s2bN/WNb3xDJycnunbtmmZnZ/Xiiy/q8PBQlUpFq6urqlQqevTokdLptG7cuKH5+flYH+fnFy2HwDhgGny3K6vPz88D00NEgxHPzjpnu7F+qGaSurGb1CGY3N5I3f6S9Y+P9dc7oenJBtaax6ue/AErg3No0edCGEQbJKghaHmms7OLM0XBIV5dRZKSQ8gZ1yRZih3jPvk/64Kx86oOjxmxPcSCtJZhPIjReZ/bePYp9oIYkESH40G3Y8wR40xFC/NHQo94wONL/vDM5XI5ujlgr1xsxGeSSECowtiTcCCuWVhY0MDAQHA6PT090aqlXq/r/v372tvb09LSktrttra2trS2tqZKpaK5ubnggyAEwdfYyNHRUb3wwgsxjl7Fwj5yJT0xFViRNYhIotFohPgBToNqrefhcgIYjsQV7lzwLKwJx31OxrPHWKe0axwdHY3W5I8fP9bc3JxmZmZif3gVqd+Xx474S/aei3tZnwgMSqXSpWfFOOdycnKijY0N7e7u6tGjR1pfX9fe3p7W1tbUbDZVrVbDPuHb4W3a7XZgZfgs7hUC3SsDGFvGsVKpRKKX14FfEKsQ89I6GmG5J5uTdohxTCaN+V4X1HFfvM5bYnlrY/YSdsETy8yV82dccF3+emI+74jhZ8wRi3iizeefZAjPy9iRiKPaktiZNUUs6vafuQLXgUvB7+BH96P4DWIh7CgtEuGqSU6T2GLd0s4Qu8R+4T7549iVsd/b24tWd76uiC0kdc2Jx7skf5x/8L2LDXTcnuRxv9v1TCVGnBD2QMIzTVInMSJ1DjKq1+vx2qGhoWid4S2TcNgEcQQLZEsxaGwENrDUadlyfn4ei7rZbHZVjxwcHHRVpwAiUYm0Wq1YqJ5MgAzxCgIWqh8o5v3ZMeAEHv5s3K8DZhYki7bZbHb1sEsmKEgOuEFKkm1+JUlNfsb/nSDEsLhh5mfcM0aK8U9mnpPrg/F1w4Cq1MfFCTs/PyMJGD0rDLhGmYfRZl54nRt7jAcBIS3VAEs4Js+kJ3tJAzJR95DcYP06McAf1nQycYYRJhAlOeKAAiPIZ6LucTKF/TQ+Ph4BCj0THTRwuVraVVq+bnkvr/O186xfBCH0sXXnjCJqbW0tSPv5+XlNTk7qlVdeCftGcIF9Ys962f7x8XH0HZ+YmJDUabVHaTek7uLiolKpVFTCARQg3SR1OU1UMawPSn9Zd8ylgy2+P5kQc/uA0/RSexyuv85BlYMzJ3uc8GOfS4rAOKnGkDrtszyxgU3ydQpp0Gw2Yz4kddknvtMDSQ8CLhsTPoM5ZN9AOPpzE0B4MtPFAMlA3NUkl+1bJ+88wGD83EZ6lYjvd77bE1bJwMITLNvb2/H/crmsdDqt73znO2q321pcXAzyhfMkXnrpJbVaLa2vr0c/fwjocrkc53/RO5fD4QB+kJmTk5M6PDzU9vZ2V4USpDb7hDFLgjgu5tMVTJ78ZjyS8+/tALx68nm9HJ+hPMKnubJcUiQAzs7OoqL2u12sudPT01CEgoH+OMacvcee9M/EnlNturu7G4mR3d3dwFz0TKfSGGLOq4tdLUZARlAFlm21LtqgQuhgu6kgaDabEURTxUfimWdxxRnPgq9xosIDIP7v9soTqNhpRCjcNwGmny1FsoSD1sHIiJjYgwSkEJTYxuSVxIz4y/39/ag2clvrQSH3xPcy1yRXXJnpVxKv8m/GZnR0NMYCQQ+VRaenpxoZGYmKI4JfT3RjfxFUYCepeuRwa/BCUqSQXLtOXtLn3lsKf9g1PDysmZkZTUxMREIOv51M4OG/wMy0zHBxE4nD54UUlDqVjuB4qlwhu4lD2u2LfvSoLJkb1uDU1FTs90KhoJmZGRUKhSB9Hz9+HO36ZmZmNDs7q/n5+YilsUVe0co9uAjA75vELHNKdcLe3l7XWuIznBhxQozYxHEa38G6lLpbr3qM5/5VUpBK2CC+k/iaijb8tWMW7KwnSJ38cfwIN+BJBecnsG2eYPBndBLOcSfP5P3WsXs+bv6HPYbfdIUzr3Ecy3d44t1jbbd/Lsbjvh3HYdu8lQ8cCPMBd+FkraSIdVkv2MBkRTL3AU5wISKkMb6UZCH7qlAoRGxULpfD30jS9vZ2VIwneSKIVUnhJ0mcgBEbjUZ0eOB+HWv784NnWGvJ9myMDUKH5+VyvghsgK1hHFiT8BPum5xoTYqSXLQiXczjzs5OnMmAeIQ9KHW3lEpySewlqZvrwL6gqK9Wq/H5fCafwRo5PT3V8vKytre39fDhw+hqU6lUdH5+0Q2HNQGHd3h4GP6ZSlwXEjCG4Bb2JPfL/oaEbzabXfwl48D+8s4U4FKPM/21niR1+5Dk2Hg988zP8DHDw8PRHQh7gq09OzsLn+LVa8mxdbzFmuE5mDOfB+cJ8EW+xtyOMhc8AzYZGwi/SCcCSdGliDlwf8r3+hEACKc9lncczpwxB/A2iBKwp9gbkrSO0XlOns/FBIxnq9UKe8wZOnR68mS9d7XwMWPcXPDusRefwZgm9/xHvZ6pxAgT64oxBplWAOl0OhTUKAr6+vqiv14ul9P4+Hi0hvGMlzt+z9qTvCgWi5HNoiUX2UXI4XQ6HcZNuigdZlJHRkZ07dq1rqALQAJYogSTQBPnSmLEQQsGg57bbDgPkgHOe3t7XZUoXkXhwLPRaIThkS4CEA6Gh7RPpVIRnKGKQSUjdUCa1H0glW8KfkagSWaWZ3eH5W0XMBbZbDbmC1UnRgqyyg1ss3lRrWEDLgkAAQAASURBVMOzUq567dq1KMcCtOAghoaGug494sLBuMKYpMXDhw9DzeoEbrvdVqlU6gJ7BAoEOIxRUuHDOmQd+Dwy1h4YuxIT50O7MD6XPYJR5D2sJ9YLCi9+1mg0ItjycmYIxcXFxThMFrUAIJJnTo4LDs9/zvrH6BN8Mf/c+7NOEDK2w8PDsTdQODFmVKO1Wq1QSgOyqNqRpP/7f/9vKI7m5+c1PT2t0dFRHRwc6L333tOjR490cnKi2dlZjY+P6+rVq0qlLpQq1Wo1QP7169d148aNUBy89dZblwZIHAZaKpXi/Th3Tw7yXkhfBwNSdw9mVytICvvIXgFkuA0m6HLHLHXaOLG3qEbb29tTrVbT3t6ednd3w1H7PgHQMt6oNff29mLNJgPJTCYTVTWULJNUcnLBL086OFAF2DAOXhmIzcAuj46OdiXz3bYkEzH4HECVz89lvsfvj2fgvATIPBJrqVQq2gU4mHF1sPv2ZDIIhSog7+zsTP/1v/5Xvf3223ry5In+zJ/5M7p165YkaWFhQX/9r/91vfHGG1pdXdXrr78e9sTPWYB4vH37tl544QV94QtfiDVO60P8wvvvv69KpaJaraZqtRqH9WGHPalEUt3bJvIs2DYnE5kzgmAnbj1RDgB+Hq9MJqNr165FxdnU1JQmJib00ksv6fz8oqVkX9/FoaePHj3SxsaG3nzzza4qRlr1fLfr4OAgyMGlpSW98sorXfbk+7lY4/jq1dVV1et17ezsaHV1VbVaTcViMQhDgrvBwcFo48b5EiSmkwcz+t5iL9MalP2Lfevt7dXk5KRyuVwk4bANtN3x5Pj5+Xm0ThwbG4szPrgnxDlOenuAxhp2FbC3X+W+sZ8uuGCvYX949na7rcnJSY2NjXUpNKVOGxgwZa1W6/IZTgBCTJ6cnMThuyQxXfUHOQWOdRLg/Pw8xoIzGMCkUqcdgds8bKUn2sF5nuCZmprS6elpVCOfnZ2pVCqpUqlobW0tzla5fv26hoeHNTo6Gsldxw9Uz+FTp6enuwLnD7vApqjG8SnERvl8/gOJSb9Yg4uLizo8PNTy8rJ6e3s1Pj4eKnpaUhCzUO1Fhd/Z2VkcBNtoNLS+vh6xw/NwpdPpOO+oUCh0tUk5OTnR3t5eJIxZk5d9xsDAgObm5nTr1i2lUiltb2/rvffe0/r6ura2tsJmfvGLX9TExISy2WzYJdphkRhkH0Lco8wfHR2Ndn9gD9o/b21tqVqt6uzsLJSqXrHk+83JGqm7svQyEpJ95Ie1Sx0VOa9j/Y6Ojsbr+De40P0xe4n9BEnIfSEURC27vb0tSZHkcwKWKgmqHqlYwBawx/h8t5+8hs8D92FjyuWystlstLfFfnubEghF7DzjDb/BnsIu8r1UuDrO92QqeNAPX2bcwS7cB/aTGIPnwId4op5zjkZGRgI3026c+JgEsj8PvEg6nQ7eh7M/Tk5O4qwkqt6YB1r/MRZbW1tRYdlqXbTsnJqaUj6f7zojFp+9s7MTZ6aAv73SxatE3F9nMhnNzc3F2LEGqcD0tcpYn56eBgfyrF9U0kIyT0xMxPg7acv4wVUw5q1WqytW8SQA+4Q26+Pj4zo8PFSpVAoxyc2bN+P7nLTlcy9LHiaTks6v0cnm/fff1/j4uAqFQvg3Wgevra1pY2NDlUpF9+7dC6EGa45EaKFQ+EBy06sZvFsAsSz3SyWWi5exL4iPwEHJxIEfUk5iUlLXe5w8x2c4D+Vz5clNcBrcqgtk+D/xd6vVisQVleIk8Bl37o1n9/nhAt95ojV51qjzcsSiYEMn8aWO/U+OCd/pLb9IhnoyxcfLbS7tLvv6+rSwsNCFz9yO8r2sydPT0xA9lEql4DBSqQsxuLcmd17HBWLwzFKH44U79HNtSNyy9ngOj4f5DP8svt8TMh7LeHzsSa+Pej1TiREmioDLjYArywES/N+dOAS0v9dVvv6H78BgJBeKK2P4HkgRLp88wJVnQQmaSIw4MeWqL4Cogzwnt7xMNRkoUzZF1pfN5wducq84CJw0C5F7AWwCtLwSxQ8tBgh7hhhDyuuTm88NodQNdj1xlcz+8n43ltIH2y45eOf3yZIuv0fPShKMo1zzrLekCEIYT9RUbGJexz17gsSf1xMH7pySyRKfI9Y1akDGxwkEsvlOSDBPbvB5DpSYGDT6GfveYu2SQHIj6PeP83HSlvH2ywk/5oG58HtOOu9n+YKoB/Q4Kc14sA6SZyV5UowE1cDAgF555RVNT08rn89Hy8DBwUE9ePBAy8vL0dcYG0FLuL6+PuVyuVi79NKdn59XLpfr6hnt+1JS1xr3e3I760oen1tPEHIlyXj+8Bmu+k1+jt8f3+37AKUgThwC3T+b9SwpbCTzwxr1e+VzvNze7fZ3uxgb91n4H8blsvHhufzeL9svDvCZo+T48/Pk+7jcb/r+5vsBggTDACl/jyt5ks/i38M8Q8rt7u7q7t27mpubU7PZ1M2bN4NwA2xXq9X4LtpcEFxAKA4PD2tyclKjo6PRNsRbHZGgHB0djQrQTCYT7eyS1W2pVCr8I+XO7rN8fTow9LXrv8euPq+JEQgXSBfWdS6XC9/JuqKvOIcFJ/31ZRfrY3NzU7u7u6F+g9j7fi5w5sHBQahQUflhm4vFomq1msrlchfOwLb7mV18nlcQ+zpy4szJe//Tbre7cKfUabXDPhseHg4hDXaA7+AeIRNcUeYYnSSAB6a+/pM/c7vFvPnzSN1nE4GzIIk8Ae72yO0fJJ3bQw9EsUGMkz8T3+WkJGPvhAFYKbnfeVYPVn0ceL6kX2MsaRvs9hIylsQMuJb14okgV3ziu3zuLrt83M/Pz8MuQozs7u5GEij5rP5M2EEIDhJoPofcB2uLYJ0qb6qr2QPPOgb0y8kY4k5JcY4cCWOU8JAgEL7ShYhid3dX9XpdBwcHWl9fVyqVCtGMJ2EhdbFdiAGk7i4DSRyXjL2IpRAZUEXe19cXZLFjP64kBkkSf5ets2RymP2R/EzHVexVrwhhTyCAc5W/CyuStgDbBD4Ao0odcaek+BxXx7oIDzvoyRz+eByJ7eHfe3t7MW/Oj/j78CEI7Hg2CC94guRedvFHMv5K2jq+GxvNax1rg3XcvrifZtyx66x51h6/Zy6TNj0ZS/P9qMg9SdNoNHR0dBSVc5DCJKfgENrtdpzPSUI3Gc8jnHWVvSeNXVXNmmWcaFvJfSXHkUQ56xbRwvNwsf+k7q4nSV+f9Am+LlgTyTWc5P5obYQdpW0j64Lv8gRtUsXuohDnbvgda5vqZPYj66pcLmttbU3b29uq1Wphf6lUohKE9efENfeOnWBtulDE7WMyzk7iPcbOY18SkYwDc+CxtnNG/vz83+Nwvye/B+cR/bWSuipN/D79uZ0z8zly+5NcBzy7/47P9mf0z/OkjmNqv5K2nPcRj17G9XlSH7uFGCydTsc5SAhH8S3JxLWkSKTC4cL1XOYXfb75PLgNt/PO9XpL8qQo3q8k7+AX73EeJYkBWOe87rLP+bDrmUmMeIBHqTAbEWfOwJGFJbvM4kDlRgDFZJHISAZdLM5kZQWLDyJZ6gRaZOzcUDuZKykCGIjF6enpcMQoa9nYLFDpg+RTMujd29uLZ/agg3NSILenpqaiBJXnBkhjZFutVpAQ9FFnY56cnKhWq4VzhziAHHcD7eXwBD+uHPFAiJ7FflgTc0oARGsFDrZPJqV842II+T9z7pUVlUqlq8LDDzerVCpRCkZgVqlUujalrxdeg1FHMeggkE3MOjo+Po4gEyUCmV53qqwLxpkevKjwkgDBg25IwFKpFEbTK4Z4Bs6KQZ1Xr9cjU+8Kf9YfwQwKqlQq1dVugrkjA+4HKXmlFffsVQFeTsz68GQnc/SsB8UnJyfa3t7WwsKCenp6ojrMS1RbrZYGBgaUz+djbVFRwF7d39/X+fm5Xn75Zf3Tf/pPP0A2N5tN/Yf/8B/0X/7Lf1GtVovKlEqlovX1dRWLRaVSKc3Pz8eY//iP/7gKhYJ+4id+ItS1XuruFRa9vb2h4Ojp6QlVBsGlE0pJUsgBDLYcgshLZgls8RFcvDdZyp8ksvg5ah0/CBbwcnZ2Fioy9jpAGTvEvsJeYu88MYJ9Juh2m+42X+oAFQe3vgYcpEmdwBNCjc/w+b4MBDFWBJsOSpM2xRMZUud8AAeeTuSxbvf390Ox7H1C3RZgJ/k5c+Okgwcj5XI5+vTevHlT//Af/sPot4/Cc3V1Ve32xfkHlUpFjUZD9+7dU29vr+bn5/XCCy9oaWlJN27c0Pj4eLSTYzwJkJl3+ts/ePBADx8+1OPHj6MKkcNnUXyxZrLZbATkLhxwcJ4Eioy7V0E51nmeLnBKNpsNX9FsNjU9Pa10+qJFGWq6er0eh0STsHKBwoddzWZTr7/+unZ3d8MH/XFUi7RaF2KSnZ0d3b17V+VyOZSo2LTt7e2ozIQABRNMTEzEXsBuYOMcJ2LnaLkJ3oEwIykI9mKtggX7+vo0Pz/fRdZ7v/9WqxVKXg6G39vb09DQkNLptMbGxsJWuto1aat8Tj0w5t+QPx4UYiOYR8g7cCXPSGuoD5tfPt8Dz/Pz89ir/scPuKb/+Pj4eLyP9QWmYZ+2221Vq9WuoC35nDyH+yEuVwhyn6xjknVcp6cXB77TE126OAz06OgoqkIdI4J/vQ3WR72oDshms8pkMqrX66pUKrp//74mJydjLi67Tk5OooK+p+eiDzqVDRB+bgMbjYYqlUoQf63WRXV4u31RIfRhQfWzfrHX2QP7+/taWVmRJE1OTurTn/60bt68qW9+85va29vT3bt3df36dc3NzUm62Lff+ta39N577+nhw4e6e/duELJLS0u6efNmYElsTb1e1+7ubrTFcHGfk4CQzkliu1Kp6ODgQBsbGxFHTE5OamRkRIVCIWxGEgtJnT3LxbN7bOe/AwNCHrn9cKLLW4sQU0GKExdJCoy2v78fr/UqTvY3+BDsXavV4owXvh/C00kkEihSx8aAE5zvcHuVbKUmKXrDF4tFzczMhNIbDkBSxJqQayQewVvwJvv7+3FukGMtnxMfS+yTJ6WdAGZNtNvtEAuCYcGSfD+2j4QNr+EgbM5sJTbnbAUnVj0BxJg5nwB3QMV2KpWKNZpOX1QWXrt2TTMzM5qentb4+HicdQTvg9AF2wWpyaHX2LnJycmu1xL/nJ6eql6vB09ApcDs7Gysy2KxGD6b2GF2djZ4hWq1qpWVleemao51g8+ER2COPZZLiseS+z8pzONiHbK3qEStVCoqFos6O7toy+p+m89H5OKJUBd3uM/nPMaTkxM9fPhQg4ODUZ2HzajValEViZ/083Wo7HNhFbg4Gcc5Se4xILwZ+8DHwP0xfIx/NvuKPYwP/7DKALdfnlROp9MRQ+MfSHjCOTK/7G+SrS7a9WfBRvkcOI7y2CrpR1yknrx3urHwjB6Lw334mDkvx8W9Yy8QMMBF4ic8qU4nIOcRWZdeDcfZLs1mMyo2GW/HC7T0y+fzMa+sDxePM8/4PLhSr9Jw242/pkoZvjwZszI2yTUrdaqHiD/Yw8nEGvf0vYQ9yeuZSYxI3dlKBpSsa6vVCgfiGxwSYXp6OgbbgRzgxB1/MhFBeRDltd7aydUMTtzwfr5vf38/Fg73DQGHcZE6BNNlz+1/fJN7yyKAFv/23/HZnn1k7LyXpdRR+iYBC9/r2TyCUhyEk3IYSl7HhiOBlCTRBgYG4pAnNyg+dpdlup28lDoHtxO0Mh/NZqdvtic4XN3BgcuAR4AZTomEkN8/xp6xQBmNEeaZMTB8tzt55gAjxni5AQHMA5JQDjhgZSx8TUOy8H4nbTHgnniA/CDRARHDczEWGKRKpRLtugC0DkAANKxzEkGUczMHAEfff5f9+zIC+Vm+2G/eDoVx9QARp0Zlx+npxaGth4eHWlpaivNBkuOWyWTibJiVlRXt7e3pzTffjFZITnSVSqU4zDifz8chhN4+b2RkpKsvqdQBG17q7kpo1roT8UkVAvsJRwlR40A5GWS7+sD364clI9hTUrdiEWBCYp2fHxwcRGLZ7R2fjfKIPYcNwB7wJ6k08e9PJrIYE++vjK12O8QYMcfJz3R77baDe/PkhNvRJGnBZwNe/F4zmUwEF6hUCB7w2wSXH7an8Q9+fw6kMpmMNjc3dXh4qP/+3/+7FhYWdOPGjTg0cGNjQ+12O0hL7G2z2dTu7q4kRSI8l8tpdnY21jvk8cjISNwbBzHzPcvLy/qDP/iDKE/2A1Y92D88PAyAz/PwfyeN3R6TXBodHdXp6an29/efy8RIu93uStqWy2WVSiVtb2/HIawnJyc6OjqK9pK0Lu3p6YmE/+7ubhchjHJzc3NTGxsbeuutt3RycqIXXngh7Mz3ex0fH+uNN97Q+++/rydPnoT98wRGKpUKe8j6dLWX2xDWsNSdGPHkJeuXdXZ+ft5FikkXRBzfWSgUNDQ0pPHx8bBdvb292t/f1+7ubtinoaGhGGuqF4aHhwPP8l7wo2M7T0T467Bb/iyOsejXn053zjZzpbAnGr0P+/n5uQYGBrraKWATIbg8AcPnY58hJSHRent7o2UUfsJFH+12O9qSZTKZqLgk6PTx4R6dtHX7lkyUenU2r4PYA4c1m02VSiXVajVtb29HW0wwJffMXBG3fFQsBXnDa4eGhlSr1bS5uane3ou2bNeuXYt5BO+jUiyVShGjcS8euEsfrCIgPsnlcrFmWb/EdM/LdX5+rgcPHmhoaEhbW1va3d1VtVrV6uqqcrmcXnvtNeVyOY2NjWlxcVH1el0bGxva29vTw4cP1WxeHNL7zjvvaG9vL5L1w8PDWlhY0NjYmEZHR2PveZIQv58kfpIkm8eaJBnYd7SK7u/vjwQmpIxjEa888LhO6j5P0hMG3J//m3XttkLqCMYc2/A64lbs5/n5eeBTTyq7GltSnF/BGSySukg3J7NarZbGxsY+wDd4EoJ1zflOLj5hfLArXl1Hi0UnJX28mEuSLiRTe3o657xwv9hDjze5sO+XdVDgwt67oI5qbOwun+Wxn6Sug+1J2KyurkarYEQDiBn5vstiRR9X5jepJmeNwBH8/u//frSZzOVyXaQhbb34fuebiJedY8F38V1UZ1Hdk8/nw//hT2kvx5pj/dKqBq6HJOPzcDkuSaU6h6on7ZIn5tw+QLJL3dUKyTXD38RvrA8wAB1BPCYhHuPz8X/YCLhIjxGxl/V6PdqSFovF2Hv4ZiokIdTdf2If/JweYt4k5pI6+4o/Pk4uSnOb64ke97fYEU9uOL/kcYrH9S40T8bfHqfyHt5P4sHtH3jCcTKHd2PvfP0k8QKflzzXwr+Hz8UeeWzsiSBsnVfJuFCU73d8jnDYfapzJoyTJ/K5SNo/efJEY2NjgZH4fAQ/PBeYgaMlXKzHmk36d3gF1gN2EjwLz5xMTjpf776IK5lE99cksaj79iRnLKlrvD/K9UwlRricPGASMUquAGAgCQjdIDlxnCSS/WeuJgG8+Ybh873CxBcCn7G3txfOjAPZCQYgeXyBXObg/XeAVQ5k9J50nHfBePhi8meGVORzvJTdgZ+PBd8hdfd69c/2OfLMYzKb7yQnc+bVJMwX34kam8ufy5+JIFvqqMW5XwwpSQg+DyfRbrcjYGy323FQG88JiHdCkmfzVkIYIwhPvt/nkPvz8eFzIApp/caa8yQU959MFHF5lRJOMmlIPPHCPJN4SaVSXQdCYSg9KckBeDgnVGUoy/y7yI6zR/jupKrrMqPo/3YS+Xm43EF5Kb4TBD4nBJ2ZTCYOWgM85/P5D/0eQD6HxaJi8XM0RkZGtL29rWKxqPv372tiYiLWEWuXZC8tuJItRdyOAAy8vNdtnxPgDu7YA/zexwf7wd50u8ba8SSgB8Zu05IKBBJ3PAvEmhNx/N59lAMaTzpwD5cBCp7xMkDBe1yF5Eokqv48QCAI4GfJ5IsHhv4eQB3Pwuu5pyRB7+/3MeC8E5JsHPzrwNUVRHyO+3K3o+6TmDNaJ33jG98I8puSYc5KOD4+DvX04OBg12GcEAQTExPa29sLzHDt2jWNjIxEixoSjwMDA1pYWFA+n9fU1JR2d3eVyWTikHYnVPBlBLguQvD58L95PvbI4OBgBFDJcX8eLggFqoBoH7OzsxNzSrsXklKzs7Nhfw4ODlStVlUulzU6OqqhoaFYE9izBw8e6OnTp+rp6dG1a9c+ANj/qBeY5ODgQHfv3tWTJ09ULBZjP3gLDIJwsIn3zfZzLZzgSSYGHOf5ZyQTr5lMpiupPjQ0pKmpqSBkuFCdkZDq6+vTyMhI2AVsvZ/l4XbU79XJO7fjPINjRZ4jSbrxOW7D3XZjTxxTgt2TyXBwirf+dD/hqsWenp7Yd4wBZAVkCJ+HUg6bDAZ3Hyipy/65LbgM4zhp4f4Bcpcq41QqFSIsYoRGo6FcLqehoaGoBPB2LI6Rv9dF0sLPP9na2tL6+rp6ei7aOJF0ZF2lUqk4E4BKcyd2IDhZO66KxU7yWRCOLuxJ+uln+Wq1Wtra2lJPT49WV1dVKpWiageClbU5NTWlZrOpe/fuaXd3N3zS3t6enjx5ouPjY42NjWlsbCyqRVhDxKtgc69g8jXspJHHdU4K895MJhNJsJGRka6e8p4A8T3K+nQf6QpRF8A4gfZhn+HxC+S82ygn8UnmIgqS1NUyE7vA+yGIiMcdS3q1FyTS2NjYBxIK/nnJZAbP5kkk9mCSC0kq5X3OPGkFV4Bd8/MasDckLdijPHsybvQ/UgdX8sdjfLfV3IvHylzN5kUbKs685IxLYg7+JL/X8ZETbcwJsTM+Cb4Be356eqr79+9rd3dX4+PjgQFpo8p40HYO+9xoNJROp7tEqcwr+I8qfloDjo2N6fT0VPPz82FbqfKDUAejUg1KVQ/fQ4Lgebnwi/Ah2BePDfxy2+CEv/OEH7aOqf7Hz8OtEe+6iAK1PnuOvel/vFqAv+k2AtENFqQyxAUm8HbEux7zcs+sN69OI/bg9ckYy3mpJI/popGkEMdtrWNWH/ckp5kcE38PuCgZSzpv5EkQb+HPz5IdI5hrt1n83xO8jvWT3ADv8did1/KMSd4CG8ecOyeXyWQCt8ErOk7lWf0+ea/P6fn5uXZ2diK2HhoairXDWuFetre3VS6X1Wg0IgbiO9ze81zOAfOdLoZkPXqFEOPJODsn6XvO8Sev8/jB14+Pr+MB1s1znRhJEkUYj3Q6HS2kSqVS9EelRFdStHs6Pe0cokvmzzO7Xh6Gg2y1Wurv79fCwkIoJ9x4ATYxTBDC7fbFgdtHR0eq1WpdZVIc0JhKpcKg+sbwYAUi/uDgIA4NI0DAMaJ0SZJKGGjIskwmE4rAZrMZZ49InXMyhoeHgwiFTOfz6PtLj9hUKhXtlgiCHIQAsFALAxK5d0Acn0GbDAwe4+jJEQJMNiaABuDBBud1gD3aPmxsbOjw8DAO2SURsbm5qXK5rFTqoiXU4uKipE4wwuF6GAhXZDJWzJ2rGkmEpdPpcJx+cDJrlADaCUDGEgcIcZI0Vp6B92SgV60MDw/HZ+/s7MR9TkxMRMCSJIIo7ab9DWC8Wq3q7t278XnFYjEOyuQ+eG6powjyeWQ/JKsBUGiwngEAXvHkQc+zfPX39yuXy4W6HaKIYA1yob+/XyMjIzGXtAwkiKD9hwMGrrOzi0N2Ad+0vLh3757+2l/7a/q5n/s5Xb9+PdQg//2//3cdHR3pvffe08nJie7fv9+lvurp6VEulws7RAs32oG5CgHVnKsOnAzz+aWtA/ud56daw+2Nq3kgvpLJYa7kWvJEAs/l6mz2W7vdDvUW48r+ODs761KA8Qd/4kl2J3kYFwdW3KO/zwk8bL/fp6Rob+fAxNswsdddKcPl4IzEMMlSv6dkctLBtfsi5sMPNMQnkcT2FhUe6GEHnFiFvMUee9L829/+tlZWVrS8vBzBJe1A7t+/r8985jO6du2aPvvZz2pvb0/379+P+3v//fdjzUASv/rqq1pYWNAXvvCFaJHB+HIIZy6X09WrV7WxsaFf+7Vf05MnT/T06dNQ1fuh37S8RIGJAk36YAl3T0+PZmZmYj/v7++rUqk8l4mR8/NzvfXWW7p586ampqZ0dnamer2u//bf/ltXRQ37b3BwUNevX4898vjxY1UqFVWrVY2OjmpwcFC7u7uxNiAeOMOkUqkEIeMJ6T/q9c1vflMPHz7Ub//2b6vVamloaEgvv/yyRkZG9P7773fhRhc6oEoEYyX3Ff/GzqEaTKfTXRUBJNCpJAbb9vb2am5uTtevX9eVK1eiCooE497e3gcOU/S++Rx2i1Ixne5UCGMH3a8zh7wHTOnkNnbHgy2CNd47MjLSRYy6jQIP8nve59WV3D/zTbIJbNXb29ulekcY1Wg0IjkHSVAoFAKf1Gq1WDOS4j6HhoYicCWJwdkfbk957mQCBft9mV3F7vM94ATs4cnJSVcysNlsanFxMXBdOp1WtVoNBfb3usBsVKT39fWpWq3q/fff15tvvqmBgQF9/etf19TUlKampjQ7OxtteyF+arWazs7ONDs7q5mZGRUKhYjjms1mJD7z+XxUvHog3Wq1VKlUuhJgz8uFXaD1jlfOXL16VUtLS2G/crlc7M3vfOc7evz4saSOzaAyklivp6dH9Xo9Kh4gOVhPzBFErreMxn+lUqmuw1w9Tgef+P7zfel+j33gojSvKE3Gyd6+zVsM8my0kkW97wli7M/Q0FDcCy2V0ul0ENx+f76X2WsIdTY3N3VychKcQ7PZjDVPzCsp9idn+lHVj3AEXE+iihiLZ+YZOOTeibyDgwPV63VNT09rZGQkWkGBnz0x4Ykp5revr0+NRiPsJVVF4FPm25M6tPRJKs39fqWOD3CCMYkpmWO+m5Z79Xpd5+fn0dKqr68vzuTwZAn35jYCfAiPgXjP4ynEfggpjo+PVS6XtbGxEfuA6sgrV65ocnJSr732mubm5jQ9PR0xip/pg/9gXFKplCYnJ9VudyqIj46O9OjRI1UqFWUyGV25ckXtdjvicviTw8PD8DGPHj2K1puFQuGPycL8yb7gqJKkvgvQpM568rVHfAXfkEyqEru42A7bxTolPgbXZzIZFYtFVatVPXz4MPAVcfnMzIxGR0ej6tztHzaarhkku8CmiBiTCQou78ABfnRskMQ7Lqpwch4cwJ5wTJVMXrhQg/Fz20gs6kT5ZZUO7AXsNtwrl9taSV3/hkviM0kS+f35GkgmWC7jjRyDcX++vlwcmEyg83meuPDnhveiM0IyGc93ss/hMPmZCxSJTfkZr4UX3t/f1/j4uIaGhgIbIMw6PDyMzgnDw8NRWXpwcNAVo3viSOo+koAxwUYnq2eIPVgDXknD+nVBd3J9exI/KSZyDsWx7/8LBnymEiM+AZeRWJ6R9WoAf72TbZ5hhYiFlGPDu6JhdHS0SxUjKQhwCG/AhqRwfP6ZBIUYaxYHwaerK7g3ABWO0XvIsTEgJDG8jAdBIsALcj2ZOHGgxM9JApHMwCkkiTTILL9nDJQvWgyul2i7IT45Oenqg+1Gxp2YK3R4r2d+PyzjyMW9AkAJ8gH0Xi43NDSkQqEQ7Us8IeTkFWeDYAxwFp6Ywbi4eiTpmJ0Q5W/ulWDkst5+7rj4GXMPwCQY99exzr3fPwQ1ANLVR5JCYeTrnPNImDfux9VGjBvOmACI73CyOFm9xHu5GBevIHpWLyfWCeIIiADfBI6omhwgMN+VSkVjY2PR1xYHe3h4qKdPnwbZ4J8zNzena9euRVL47OxMk5OTmpmZid7fnMfQanX6MHtpKKCUhKwrHdhnbseSoITPwEb7HnI7mkx4JP/vn+dA2NUzXKxhB3Pu/D2ZzjrGDjohwO9Yqzyfr3e/3+9Gvrpv8ACSP9hst/88C+8FfPJsSYDn44Id4d8O6H08k5f/3H0CQQZEJM8/ODjYZeN5n7+f5/HPwr/hB1kTkA1bW1tqNpvRu1ZS9NQ+OztTPp9XKpWKIJYkFfeBGGF3d1e9vb0qFotdZDH2FIUugcynPvWprqopwDu+l3Zebid9ffFzbCeqIgKy5/WMEUjpWq2marUatgMywVtksg8g6Njj9PI9OjpSX1+fSqVSYJ7BwUGNjo5GP2dI5Y2NDeVyuQ/0dP9e197enqrVqpaXl7W6uqpGoxEqU+7TMZjvZ7f5viakD5aaux1j3bgdgARwQgohRzab1djYWLR8Ozs7i7MqOJwZXMv7SY7453J21NnZB/vMJxVjkuL9jn+S9ojvZO75HN7nwb7bQPAGY3tZ4OR7z+eA93pSJomx+D9KQD4Pe1CpVGKswF0eHHsCKYlTkyTNZQF8Mmbx9UECGztKZVKr1frA2QLg5aOjoyBhP8wH+fcyB7T1o8K0Xq9rf39fT58+VaPRULVajco73tNsNkPpjPrak0SscccATpjwbypRia2elyuVSgXRTVtViNx8Ph/qUc7R2tra0urqqnZ3d9VoNDQ8PBxrnCQgY4zwjrEFYySxmOMQ9oPvITC5+3LfX/yMPeI+nd/583pCxYm95B/uw1td+euT2IV7TLZ9YX/TNhW74y2lPC7i+8Afe3t7XbE3sa1X33zYvnb1rreuIl50Upf7dTtK/ORnl4Ah2u1OdRvPTJLGY31wCu0p+f4kTnbCK4lH3Y75XDqmlC7H6JfZZdaVCyaTZKuPo/sDvtdjIifq/P4gMn3NOFZlvqlUhctxpT9cEXOerLbyfZBOp8OOkTReW1uTpCDWBwYGokVbsVjU7u6u9vb2tLOzE1xJUqD0LF6Ok5Ox04dhMt/vjgE99sSP8jr+nWz3hM1ivkg6V6vVrsOsPQFGghXhgttLvsurl4jj8ccuBHa8gI0Fh/haxVYkYyfff9hdx5T8DjuVvPg9VxKj+nMl//B+/yw+w9/LvTAu7kPc9lzGBSU/w+2QfwZrKenPfEx4H+vMYzP/ftYU+w9b4fbN/UUS3/k6dp7DnyHpy0hQJJM0+A38Ft1CSCQT+5KA93Mz4Seck75sL/Edl/2cOWOcHHd77P5hf/NvXxPu13hW51n47OSa+F7XM8Ma4sRxKgya97AfGhrqOrwI5bAT4Z7UwHhAppB8gChmgc7Pz0cGlz65GMWRkZF4faPRCNDjiwLyh+9cXV1VKpWKA2L7+/vjME5fZJCFqNc8uHVAyYJGoQyhgtLfEyJOSNPOBCeN02dhUs6JopWemPSlduLPg+52ux3qEghSfx6qa1wt1NfXp8PDQ62vr8fz8owkfZIgl2QSRMjIyEg8f3K+cRaMO0alVCppfHxc8/PzymQympiYULVa1eHhoarVqrLZrObm5tTT06Pd3d3o30qgzPjTKxmgxHhnMpnoT+o9bRuNRiS4eCaMp7dCYExdac6ahRSXFICZOXFyBPUs40QVgmenUcbyvbRD8IP/uHcyzATgBCPsN/YDJADEIyV+AEdACqXn7XY7Wtuwb1G9S93ACAPprb6exYve3JRJ0u4km81qfn5e2WxW29vbUcKfzWY1Pj4eAI59e3h4qHfeeUfValX37t3T1atXNTMzo7OzM+3s7OjLX/6ySqWSDg4OVCgUNDc3p5dfflk/9EM/pJs3b0rqAJCpqSl9+tOf1k/+5E9GAIVC7dGjR2EjsAu0ublx40aUw+OkWXfekxfb5QEKto1zaZz8cfKQy9cr/5c6io/kvkKxwt7CZhI4JpN0EHDYXuwc9taDO5RttO6BUHIiiMDNPz957540Yi8DRAjEOR/J5wuS16vpCDJZJ3yniwJcseGl2czLR7nYq3wOAXq73Y4D2fHn2ANez4XN4x48yBkbGwtfRsk5iY9isah2ux29mr26s1ar6caNG+rt7dXU1FRXlSmBD+0S6dHuKpeNjQ319PRoa2tLd+7c0a1bt5ROpzU5Oam/9bf+lu7evat33nlHv/Vbv6XNzU1tbm4qn89rdHRUCwsL6u3t7ar+9PWJDR8ZGQm/QgKA9ziYfF6udvsiAb+5ual33303/BuVbn4IISpTEgDgGRIrHOKMgnZhYUGzs7PK5/MaHh5WtVrV9va2Hjx4oKOjI33mM59RoVDoOpj8e10rKyt6/fXX9c4776hYLEa1Mv4fnNPX1xcq7MuEMVJHWedjwd9OlJHwHh4eDv/uWIvP4uDj6enpwEMbGxuRCKzX62o0GlGRRVIc1T8BH2Qq2Ag7R5upVqvVhXFcoMPnYU+csGDPQ+Cn0x0VIu/lHpKE7NDQkAYGBroESVInOPMEAvflCRVPjLTb7VDi+Zlv5+fnUfWC3Z6entb09LQ2NjZUq9W0vLwc/fBRjGL3GQdJXbbOMXVynbmPg5TlWfib52dsEPxg/6iqorIXzMg+oSrwsgv8SXKjXC7r8ePHKpVKMV4cJEs7ukKhoMHBwZiTwcHBII6vXr2qQqEQeIV1j62jsg5sgNint7c3EqOIM56XK5PJ6Pr163EGVqlUinih1WppZ2dHy8vL2tra0qNHj1StVrW5uRlxHhUi4OtWqxV4vlqtht8DA7kAi73kreEuaw3CuiZWwsdD/GCvEGM58e1kO/fMfbhi9TISG7x5dHT0gUQKe98JRZ7LRWEkrRmXo6OjIC2JWdLpdByKTYIdMrOnp0c7OzuamJiIQ7chUZkjbJeT5dhmntcrwLBjYGa3aZ5o8LiQqtzbt2+HDWq32zHXiDawG+Pj41Ex550ivOqCcWVMPcmTVMI7P8H8MK4unnNhG/bFf+6fLXVU1WA8j0Nd+MO6dCwOL0OsyeudcOY+enp6QjQAhua9xO2cafd7v/d7+tSnPqVPf/rT+pEf+RH19fVpfn5e1WpV1Wo1bK/7F8YCP0V7LCqS19bWtLGxoTt37mhsbEz7+/uxp+lCgs8aHByMKuZn9fK5lDqtnRwvO8mcJFuxDVKnHR7JrHa7+3wzkm/4eyotPdmAeKTZbGprayswju8bSV1cDmeTsc6TyQsIa6o3sc+IGrxllpP6JMY8HkxiH2Is+ESe2zEIFcEu+va97n8nx1jqxiesb7fnfI//zEUdfq/Yfp/XZAKEMfA//hncI4lU/s9Y85nEeV4554kPvs/tG+swSdz7eiM+GR8fj1g3+ZmelPPP9oS0c8I+7l4h5VypV4jwPgTnrPWpqakQ7GBr/dwlHy/n/5KJJhcp4bt8nWHLWcteQZJMWIGreTZez7jAx7hoQ+rghD9KcviZSYxIneyoE8BsfogEHI/UKWGUug+xAdyTVPESV6+MwCED0svlcryOBUlw6+VPnsnzgzS9nJzFRJkezyB1CDBvC8FCSgIQB4+eBJEuNhXqcRZeKpUKIhqy1TOlkAn9/f3RUgvwiFoWo+sVGtIH+0VDyjNXjK8rJFj4lBBTKuzZaAIiFn4yEQOAZFMClgDCGH0MEy2hIEZ6ei4OZiVhANG5vb0daw21O0kx2mqdnZ1Fb3pXKTJHDvwAnZC7gCzWI0CTeWFNkQVOGhQHfcnESDKJwHczfk5ysi74DG+nxr4D2JP8INnHXOBQmE/fB976izFhXTnA5xlxZu6EL1MupVIpzczMfN925U/yRdJpenpaN27ciL1GWw8CNIA8axBbU6/XtbW1FX3Aj46O9JWvfEVLS0uanp5Wq3VR5TExMRH7H3t1/fr1roNWT05OtLKyopOTE+XzeY2NjUmS6vV6kHqsqSShnslkYt/QpoXksge/EP4eCEudQMcTAq4sdrDBPmAf8hn82+30ZS1yACbsR0kR/HqlFXZmdHS0C1A7UcV38zqIRv9+bITbdn+/J0SlToVe8g/v8zYw0sXegVxiLvwZvQKQ33nf/csUm8mg18fQAQrzwLhjA4aGhsK/NRqNmG/AODbJ10ASALvNwP5I3QCPRDNj2NPTo2q1qlQqFYckOzmN6rZer8cahUj/1re+FeRBuVzW+fm57t+/r9XVVW1tbenq1asaHR1VLpfTzMyMenouzrnY2NjQ7/7u70YVC2thbGwsWtr4/vGxINFDcssTRM/bBfk8MDCg1dXVSLST9JfUpSpFTQnB8eKLL0ZASyug09NTDQ4OamlpSYVCQdlsNio7CJbW1tZ0dnambDarxcXF6MvvLYB8Pk5OTrS2tqb33ntPb775ZpCXCF9oRdpsNsPegvnw1axpV4+5ahbb5GQQtpF1w8HfJKnZdwRGIyMjyuVyKhQKGhsbC3yLSAe85vaOygeIunQ6rfHx8TjgW9IHSAfwgD8PtsSTwa664znr9Xp8Jp+RtAeMH3Yf7OSiHMfY4BSej4oGV5Fie7D7nKNGv3fI/nw+r3Q6HUEoVcfShWiK+6G9ACTswcFBtNpyVb6vJZ7PA0j/t5MMLpjxBDI2H7x1dHSk9fV1bW1tRZ/p6enp8BHgXydiGUNvRwv5vra2ppOTE42Pj2txcTHiK28ZlBRDSYoWrsQs/iyILDY3N1UqlbraNXhyhvXO+nleLvxYPp+PZMS3vvUt7e7uamVlJUgQSWH7pI561YleJxZ9fUHiDg4Oxhry/eyYKpVKxfrmd04YJduHgAVYD57YdGGeY45UKtVFLHmM5djCY+7e3t4PCPaSBBtkN99B0odWVoODg1pYWIgK6nK5HAIiSYEdSL43mxeH25NIgYNAFIdfYTwRf3H2DvEouIT7g0Rn7buKnTFlXGhPjPiu1bqoNB8eHu6qZHABHPNNO2wXLbp/chGNV9c6Se3xnxPYjjGxEc5lMI/4MyfFwOyuqmcvXCYSvSwucL/B2uK7/Hc8o+NdXs9cI1o5OjrS7u6uJGl9fV1jY2Pq6emJxE3S57DOwA18trfd5dlLpZIeP34cZ+FRwYnglQQnyZXn4fL4wwl3qaPe97UGjiCB7pgGnMH65HNdNEds5u172u22yuVyF8bgTCzWGdwNr4Gjcf/earW6OqQgzEXJ7wIO7AWf6zyT1B07YnPBPNwP65E9g50jtmBs2EOecGTsfU/4nLiNvszGOi5hP/tY49OwkXyH25AP28uO78AFXrkADkniTV7v1b1J7izJRbpQwMl590HMB/ud9eZcILbNk76+fh0D+jhKnaSgc3e8z7/DeRASbXCOnMsIVsX/+th4oprfswb5w9p13oX5PT/vtP/yZ/GEh68ht8f+c38/95ZM2PxRr2cmMeIDSn9kzzJKClKfyfOsKQtwYGAgDABG4bIgEJVvf39/9AyGxIDYlRQBLoSxgzWAu5f2u/oJ5YSXVUodZw/p7MFkkmz2NllUd7jijeDMFxNADUMpdRYm6jIAAIkblP04fBZ80ki6+gcAxOcDrJhDxh+DRMDoc85YOBh3YwaZxKZ2AIWxTQZTDjAh5Q4ODgLwpFKpKFUlkTEyMqJ0Oh1EMUaPoI8WKV5+6cQw84za31t2sVYlRUCaTIywlt1AOgHranDmxJN1VLBwz6wjJ6R7enpiPuijyrPiRH2dA8C5B+aCuePnjIn/zPsksu494cXfbkwdFP3/7P1ZjGxZdtePfyMi54wxI+e8c83V7na3uxHyhAVYGJARvICQQPITSCCEwA9IRhgJCxnBk8ULyC8IXnhCIB4YjEBgbIy77R6rq7uq7nxvzpkxR84R8XtIfVZ8z64ou9ruruJ/7/9IqbqVGXHOPnuvvdZ3fdewkYWlpaU/mEL5/6FrOByqVqtpY2MjA8jIAJCkcrms9fX1cKgIwPb7fTUaDe3v76vZbOrq6krf+ta31G63tb6+HutOqxgqvebm5rS1taVisRgG//T0VLu7u9E/mbZI9CKWsk4Ha42xIwMPPUKPX2STbBt0hzs4XDhqyDm63gNsDjDcRrgse8CG7/EZ5pD9yeUZjfxAfrM/cap83zPH8/PzmQCtz1UagHBnMZ0D9oXPMf/lHXHEuYefK+DzxJg9gJPqLXd6/UqDI/5v1iYFrthibAz6DkeAQJEDPQ8Gc393INOL+7KOl5eXMcdkuV9eXur58+fhzEjXARUOrPVWRM1mU/1+X8+fP4+AcbfbVb/fj7OnmFsy8KvVqmq1mlZXV7Wzs6OnT5/q0aNHOjg4UK/Xiz3nwM8Di54dh8xAdjn4fZmufD6ver2uwWCg58+fRxsezi6SFPbNkzBmZmZUrVZ1586dTI9u7Oz8/LzW19dVqVRULBaD7O73+5mWQKw75yeQXQxJw3V5ealnz57p4cOHev/99z+EW1lL/67vD8ePTnixP6TsId2T7Lk0PgzYnXoyEjmMm6pgsqHR5044YY89WA0mmZ2djfsQTPWqNnf03LFJk3VYO/Qf1XUEYhxrpk6Rk7E8n73vdoLnOq68urrK4CJsCQFz9iMVzVSGc1YgBFer1YqgaKVSCQwF3qXCGn12enqaOfcvXXufP9d9XKlNdOznNg1bw/xQkcv+qNVqoW/J7AcHtlotdbvdGHexWIwD1KmCOzw8VD5/fTbg3bt3AxMQgOQsAK8agoz1zFiwO2M8OjrS0dGRGo1Gxofw9ccPehkDI7ncdSIg9m13d1cPHz7UN77xjZDZzc1NLS4uxvlyBJ2Qe8cmyBm/Y697BqjvUyeuwIuukzyI4vvc/+5JVZ4cBhZK8YYHP7CPHij24K0T307uuZxBVuPXFwrj85ioBpuZmVG9Xo+zACRF4thwOAwdSGCEwCmJb3yGACz4lrki+IqPDd5kH/E8Aj4e7HW/3gM/s7OzkaGMf0ZlweLiYqZCBl+McVFV64l2cBfIDd/zLGv/kcZJSMw5csPfUhl028BzWTNkRRoHPljHlCD35AG3jakMIF/uOzBGnuV8i9tXbDa4n/sfHx/r0aNHUeXjQXZ/N4Jpvoc82xqZJeGSQAt6lKoszvAE075MlwecpDHuS9eLtaFKn0A/GAO5d1ningQrnOvCtnpAg6pIrywhcEgQEh3gicuj0SjTupCuJwR2XQ/zzqkcexDS7SCyy95JE2nQmfguJCmy35kXD1RjK/ic/5f38aRDX6vUT2V/ok88UOX+jWPIFPO4fuHd8PU84IWcuEzwfQ98+H7390mDQ+nYpKxtcp/Xk21cJ6IL/L7+Pn7vlP9yW+zvMzU1lbHDngiJzu52u7q6uj4jGFmF23Sby/gcE3qSAhyTt2XkOylHkuJXn+9JtsPn1zndVNYmcSMf93qhPGjAfLfbVblcDscCJw2Bpsevk+Zkp0Lwkp2RgjEHGETjUyeJTTcajQ88guwBaPiisaCzs7Oq1WpaXl4Opzh13Mi0S8Elmx0BJcMAAofPIJRUdnjETxof0sQ9cFJqtVq8P8YfoaTE7uTkJAIDONKSopUFIM9L8v1wXA71A5hJ4xLnw8PDMPzc13upuwHwg8slxaHuELuQrblcLg4hAoThTPm6n52daX9/PxQLB9bt7e2p0+no9PRUd+7cUaFQ0Orqqq6urgL8Tk1NhWE7Pj7W+vp6BgBzTyp66O0HACYQRbBmOBxmDnGXxmc3ePUQcszfUZDeeor1d8IBBUTbMZcfAlUXFxdBUqNwyc71KHRawsx/AeQYOAgKvgMABKx7wBCD4llTqUMGYBkMBplDml/kq9PpaH9/X++9957u3LmjP/fn/py+8Y1v6MGDB/qf//N/anNzUxsbG9rZ2Yl+tNK43LJer+vP/Jk/o1KppJs3b+qtt97S3bt3M8QIGcbev/vs7EwffPCB9vf3I8jS7/fV6/V0//79AOrValVLS0vRZ9wNJJnIu7u7oYt4rvfsZ48T0PNghwMt9o47EugJ9JyTZd4Oi72QOukYail7SDsH0qKbCKZii8rlsqrVamTEer9ff6/RaNwKkv2NE43tQecSyEjB8SSSzwEnz2PfOsAD5HkmEjYOPe8BBMbvwRq//DMO4Pgv9tJBWkqW0hINB5C2OujkNGDk4JmLtXKA5OW6zBu2icrNi4sLfe1rX4s2OW+88Ybu3r2rH/uxH4vDEmmpiL2YmZlRr9dTs9mUpAiMEEycnZ2N9nTLy8taXl5WqVTSvXv39Lf+1t/S7/zO7+jXf/3X9Y1vfEOPHz/Ws2fPVC6XYy94JQgBd8h9SAuXq5ftIjACTkIuqFyQxvIIxoGsXllZiXZVKysrUb1GSy1P2uAgcvQZbaVYk2azqW9/+9s6ODjQxsaGvvjFL2b2x8XFhd5//309fPhQOzs7YdeozuC8JogZxu3nTkCWOPGFXvSKsEKhELbcA2m0Aut0OlpdXc0QnBB76DayoJvNZuhz7DV6b39/P3BhpVLJkFX+Dq4PPLjHHkwJrqmpqUwGM+/uVdUklOBgSop5oEp8YWEh1od5dZ2IHfTqA/CIfwZZwDdgHOBtxgf5z3ldKysryuVyOjw8jL16586dCKzxbrVaTf1+P9pN5nK56OXvDib63RNNUtlw2+dBINYCnXl5eam9vb1YMyrGT09PVa/Xoyqg1+tpZ2cnnueyx9VoNNRoNPT06dM4Z6lSqahWq+nGjRuZdoZUh56fn8eB9exZKm488D0YDHR0dKS9vT09efIkKlHB8zj9+Xw+c7j399La8UW4crmcOp2OvvnNb+rrX/+6Hj58qN/8zd/UxcWFyuWybt26pZWVlQzOwO9CJmixenl5qZs3b4YfAv7jOwS+3OYgy5CyYPLU7rvcuC+HfKfJbJD/k0hBgii8P+Se6zT3d9EB4DTXJdK4Qt2TsfBXCYjUajWtr6/HYeT0bC+Xy7p7924QirwPuBdS3H0vT1DEbyTQMhgMVC6XI+mMseOjghG9apn5IsjO3KFXqfqjVWShUNDa2lr4n+gL2hyzdoPBIM5QIxiOD+0JfMgW+Iw1Bsc4JmeOsQckxdDKhXlJiWy4ijR5wH1J9Ac/rDdjch/XZZC5YmyuPwky0D6RgD82DPlkfbe2tiLZ9P79+/Fv/PpqtRr+qq+bY3kn/7wlOHbu8PAwiPM7d+6oUqmE3FL58zJcPl/sLTCGk7AekAX7V6tVSeN2V/B04EmXA7/f6elp4CUSBQ8ODiJptlqtZnCMJ+WcnZ0F5yEp7ocPjc4iCdk5FSfLuTzpi3GmyWHggTS5GozliYkp1wl/h2yiO9OEuXS+udj33qbU14wxMU4+k/q34ATsC9XWfC8NBvP/zDVn5mFnnId13OSEPmPwxGnXcc6f8T3m2dciXZvj4+MMZ8Y7pkS/z1MaiPL59oRn8BDyllbh8YxqtaqZmRktLS2p3++Hb9DpdCKBAk4Xe35xcaF2ux3rhJ/K82j9x1iYM+aHsVI5wu99XtmfKVeecifcX1JG53sA6nsJkLxQgREmzwl0bzuQ9iKVxhkEKAGPlgKsfLNL44w2DK8bdC6+630j3TFMnZR0MdPIJGN2Jcf7AjZ4lht7j4zyHQTFiS0y79LNXiwWVS6X40DYk5MTzc/PZ9oAeH96zyzxTYyQOygdDoeZQ+c4ON6dU+aRDQR4B3g4uHLQzb9xdtkgKEYH7x5YYo5YI8YOUUIWPkrMq1sAczgRPibeFVDmhptnITdptQuKzEtvXXFiaBgv6+hAb5LceeY1f/dsfB8fc8Wz3WHgGaz7pMi7G1+XU/Yrz/LACONGNiEIPJrsMu2K1QOPL8MFkJudnQ3nlzONyGy+urpuS3R8fKx+v6/p6WlVKpUg3F555ZVoF7S2tqbV1VWVy+VwIry9G2TYyclJBGUAdO12W81mU/v7+7q6utLa2loET9nfBLW89Nf3HDIyKbjB5evrf/O1T+UgBUBptoc75+68e2DZ2wUARF0H+nko6FEP6vi+4wJkItdzc3OhW3w/MhcE+nmfSRmUPm7fj1514e+fzqMTgmn2xkcFXdL1SYMi6edSIOS21vWyf8bXzkFnOvZJQCoFyj4ebDjPpMUW+2Z/f1/Pnj1TvV7X6upq4Is0SxEbhZ66uLiIXu6DwSDa0dC2aHZ2Vmtra7p7924QiwcHB7FnCoVCBIk8iw2d6tWCk9bhZbiWlpZUr9eDAOccBex+qgeYO5djHGJpjAu9HQg2lTXA7qKnILuazWYES+hB7hdJIDhzELv1el21Wk2Li4sZDOC2Wxo7/5N0G39H7xBc9mc7IUhAD8ccB4j5Oz4+DuxDYCTFse6kMR9uo/0zXK7vPYkldWg9gM0FpmP86EfHmeAKd65SosTnzDEWc+ifc4cXnYX94j7YLQJKkoL8mJ2djblDP+BojkajzD5nT/Mcnu8Ba8aMDuez/o7823XdJH3ION35ZC7Ozs7UarUi2cfvw3OQVbJuIU0J9lUqlWjjia8hjckpbKK/J8lCrCVyS6suSGbkDps2yR6+TDoRX4WKmocPH8ZhzfPz81HZQBsp1yV8nzlMZd79KpJABoNBEHb4OfioTuA5fkt1gRNpjME/536E4xg+m37f5dzxRfo8/yx7C93lPkSKF7AVyCc+IQEICGoy/x0zI//45YyLThWcz+nrSVDDx87Y0BWpr+b2AT/UW6uAIR3/oSfRX3RIIFGPPQ5WdaKYf+NXu06fxD9M8svSNU59PNaHMaR+Q3ofX2PezZ+d+sSpTvTPpTgXuXJ/nTlmfQm+g5+x83zHkyPT1kbuUyN3nsTqiTLgZsaYVh35u7zIl/sEzFXqY0lZ38DxCfNHlSIYm7V1Xei8jjTeO3AkcGG+53x9nV90TMG+gsjm3l7pm+qlSX5OirV8XsBGPI/fgwsJAjn/hD/ugWn2xaS9Mclu+NjT/enz6z6dr8+kZ6T6zj+X4hl0iPtq7gO6/8//u3/gfinf498p3mBMXLyPj40LHYrP6J/xe0zSD+k8pGvO9z044cmAbmtpjUmFGS2F+/2+crlctFGUFNUgJGExHyRHub1PdavbAH+X9D0myc4kLJfaf9bWfYHvVf+9UIERFBLRzkKhENkcHLyO48yBwygcskOcqJOuDZMfqgaod4OIMFUqFfV6PXW7XXU6HeVyuTjEslgsRgSYQyj5HtUCKAWPLKO0PIMXI8sYyW5wxeVAxDeaAzuUMIQQVR+eBbeysqI7d+4EwXp0dKSNjQ3dvn1bw+F1VQL9sS8vLyPLY2ZmJjaPO83SdcZiu92OLDRAFRlgXkJLMADFTaYFRoeLqhDIjVxuTFpRBjgYDMLxJNuDnp+My/so8ozLy8vI/CObbTS6PkCeYE6z2dTCwoLW1tYiG453A8x5JiCl0xxEmsvlMoft4tR7wAuDBbDlnSBoIJF5B9ZRGitkV8J+fgGyQisYqj94JtlKKJ3j4+PoaTo9PR0Z0ESNpWymgpNL/jzkHUXtlUgYSMA6bWzYc54Z5c5P+tyX4VpaWtLNmzc1NTWlN998U2+++aZu376tg4MD/eqv/mpkKR0dHen58+fK568PG6aCqVAo6Cd/8icjc2Bzc1PLy8uZZ3j1DYbz/v37evDgQex/Dh189uyZcrnr3qrFYlEXFxd69uxZBGjoZdzr9aIyaHl5OeTBSRHA2iSQIo3lKHVsUodYGpdYO3DyoJoToNI42Efg8erqKg78RRegT9AF7XZbw+Ew/uaglzZJThCxx05PT6P8HUf57OwsKg6crGq322EnpGzwInXovNR1OBxGmzMvdeXzk8AKTrmX4U4K7viVghHskK+dB1hxqJExd2Lm5+dDp/rzR6NROJ98h2f69wHDyITrDR8r74NNIMur1+vp4uJCjx8/VqfT0dramn70R39UU1NTWl9fD7vB/NJ6I5fLaW1tTblcTvv7+xoMBqrVarq6Gp9rcuvWrWi59EM/9EN6++23defOHd2/f1//6T/9J/V6PTUaDa2vr6tarermzZuxp/b399Xr9bS/v5+R71TmX4brS1/6kt5++23V63Wdnp6qVqvFnm21WmF3yPQvFouZCsTLy8vMocM4WJBVZNERdKEKgPOQaD8EOXZwcBCJFOl1dXWl/f39OHuB85ju3r0bz9/d3c3oGd8z3NODPn4h87SOrVQqsdfR0wRhqfDABmxubmplZUX1el2Hh4f67d/+bT158kT7+/uRUcxh7NIYf8zNzcXZKpBC3s7GWzC5bvF7oOtJgJmbmwu8hpOO7ubgd88UZC7AQb1eT8ViUZICLxMIKhQKEXzAGaW/vycoObHhThb3Oj09jXknKEQ7NwKqZM6RUEQ1w507dyLrfGdnJ2wha5G2s0UWUt1KhRvEK+fq4ABzTSLAXWZYJ+wWsvrkyZMPJUwhW9PT09FCrNlsxu8XFxe1tLSk1dXVsJ/4ZU4i1mo1jUajqDLyeSf5iqSpTqej7e1tHR8fR+UP5zykWZAeEHqZrsFgoGfPnuns7Exf/vKXo3r19ddfV6lUUq1WU6vViuBtoVCI/Tw7OxstovCjsNHsNdeLYA/8Tp5Ph4DhcBgYxysnPNnBSS++nxLWXs2GDHpQNw2AOw5MiUswiGccs6/x9QkmcBUK45ZbtKMma7/f7+vp06dh+2u1mqrVarT6o+pXUmQa1+v1aC3IvHCGU7PZVLlcjnMhGAtZ51SsOGFIReTCwkLsaw/YOj7BD8dvd4Lq/Pz6EPhSqRS+/9LSUpx91+/3tbOzo3a7HZiNZ+EjMl/4cT7HTuz5GjPONOktlxufa4mPWyqVAo8R2OGZk4IW6BPGgT5NExLRa47/PcDjvEqaQErQmM9xNhRjPz09ValUUrFY1CuvvBL7iXkHd5Bc4e1nOO8Uv4hxuq7md4yJMyXZY/gML8MFb+aBJ9bZKxG8AsF9BBKW0AleUYFcuDxJY7KZoAg4Bt+RdfFAHvdFDgeDQbTwHY1GUa3HmLBxzp+kwWYn+5FxLjhP9io4GP3uz6cKE07T8ZsHBXhf33vOnX4U6Z367u4Pp+33XNbBYviKfg/0myeqebCE8fM3SZngE/fhO7wreJxKuDTwBNflyXtpAEdS6EAPfk3SV/7OnmTglwdsXHYZf/pOHtBO5xu5oZMM1W1zc3P64IMP1Ov1tLe3F1XDKU5332h/fz/wL2Mi4OvcQpr4znv63vP1TWVmEncjKbPeyLTzm9/L9UIFRljwubm5IPjZtJRcuuEiqpcqEf7Ndz1S6wYVcEBpcT6fD2PtmfMsLIoUZy7dPKmQe9WFgyEXaoI/7sy7QXfFhfDhNGGEJQXYpa82RoHgAZuVAESlUskcROclyb7RIbEduDohhcPuz2bc0rjdE4aKNYOol7IEF/eCAPDgCQ43TjDKk7UuFosRMOO+CwsLARj9gHnKzpaWljQajQIs4tCvra3FwdfuWKMIKEsEqE5PT8c8EvxxctjbB7nBcdlkXng3Mk8heV2hYmDcqHPoe9pqDKfIHR4cKYxHpVKJQ+4hbMmkSh2UNJMjJap5Lwcnnr2AIuXgWAeYTiQ5IfqiX26AMQbtdltHR0d64403VC6XtbW1pd3dXR0cHARZeHR0pGq1GmeQLC0taWZmJtNy7aOed35+rm63q+PjY+3u7kY7BgialZWVkEEChehQgAHt7dDHOACQlgBLnumGUMqWVKb61P+dvovrEw9cIEsAIvaBV8aR3YtsOWkGcTo1NRWHFpdKpdCNXmWVgizG5XsTgE9VD8Q7OgxnGOeYOfR9LmXbjwHSaJlCINgzztJ384CLpI/cV8wB3/WAREp4uD3lStcXGUAHouOwjV7ynGaHeJCEufO1TwEY7+UOOroQnHB2dqbj42N99atfjcOBqcCipQV6MJ+/zpjmfgTAvvGNb6jVauno6EidTkcrKyu6fft2rNerr76qer2u5eVlbW9v69GjR7Ff6f1aKBSirQmBGG/p+bJcgGnm3CtBpLHjJSnwGcHL2dlZ7e/vBz7Z2trKOE2e3JDP56O9j5PlyDGtlPhsLnfdFonWoukFFltcXNTKyopKpVI818+Wc/0kjSvLfC/m89dnOCDj2Ej0kCcCUbUASTo1NaWNjQ1dXV1l2pVysHW/39fs7KyWl5cDS11cXKhUKmlxcTFsMG2TqtVq7EkPVoMfHRt6BjX/dX3tmIb/gnn5DGvh2e+OodGdtKXxwAIOJLqfv7t+cEIPmwXmgdzgd9VqNZJY+M7S0pLOz891cHAQbbOurq7P55ifnw/7wKGq3BNyi6CAzxPjYn7cGfff8eM+QKrHXV+m81cul8P2NZtNdTqdwKrgyqmpqQjSYxchcahWAut6ljljYf0IxmCfvGXQ2dmZGo2GWq1WtOp0POhtSJAL/pvalxf9urq60ne/+9349/Lycsj/aDTSwcFB2HzfS2krOc86xx+iuhH94n4uz8MvgxRGlznhI41bNkvX6wS28sQtSZn95xnP3IOgIM/nflzub4CNnNBGRiHOwBXsY3xJsBJBIHCBE1K8L8El8AIJh7QgJFFyYWEhWjFLyiR5OEnnOAfs55UHHmxy/wiikLVI8Y8ncXiCgOth7gUOW1paChzDeTTgZfBcGgxnf6aywDojN9gLP6Sa9XS/l997qz0+57rNcbl/jzngcnIZ+4Re8nZKacIsPouk0F+8D2uaBt94jrfr5r7uHyCzYBrmFrvkhCLckvsw4AX0rb/7i3q5jnEb6bLF57xSwgMe7v/kcrlIbkHmT05OQq7wyaRx4icyjV704Ac6J63YdcznHU3S1qCTiOCUY0SuXV+SZOu/g6fk+eiSXC4X7fO8jbqkjM6QFDKX+rKpDzhpfB+FQ3wN+Qx7zc96Y048cOW63gMj6C/3hx23uZxw8XfGlQZSPyoIj2+GzvLvSMroaLhN18uT5tN/XEb5vNs0aXyOs9smtwFwRK4bCdRik+FDaQPuyXzwtq4TvTUaFdIk+fB7l0d/Z5/nSTbC59fnJNVpaZD8D4P7XhgP2kkYDheDpHbCFCDkZBfCLH04muyGSFJGEUnjvmkIooN734yAGb9HarRTwfcgAMYNhetR1Gq1mgEP7hChJHgHHBcn6hEwrzJAofB52ugQ1KGvqGcdc69UCVPh4RUMKCInU9lsTrqxPgAUV2IOkLmvNAZzAHdKgx2os1asq8+Lk+3ICtUcZM5AfGBA/NwFoqa8txsHV06eyc1mxiCSReKBkTSwhCy5LALqyc70zK5UyWIUeT7VIgB+j/giGwRSMP5kSRJQKRQKMQ8Q4Q4IJ1Wp8F83/A46fc64HNTwbih81hdn72W4WGtk+uLiQsfHxzo4ONDt27dVrVajNdb8/LwODg40HA7VarXikFPI2N9r3lgv9i499Z89exZ7hMxYWtsg0x4kBMhQrj81NZU5w0bKyrYbQteZaQAg/Ry/88v3gO8pz7TAWcaxxBH0zFx37pyUwuasrKxEBi3BcwcwKfjxf7v+RNezD3CgqTrk/x0wY0/4SUlA5tt7fDoZ4TprUhDTnWufa56fAlEHe64LJ9nBdI1wNiEKsT/p5WPieak9mgRyfXyuo1lb9LAkPX/+PM6V2Nra0vLycrQYonrO+wFzACcBFTKfOX+AjOuNjY14ztbWlra2tvTmm2/qgw8+ULVa1de+9rU47Jh9Q49wMqjcKXhZ9N7U1FQcSInNQ66kcdvT1JnodruamZnR8fFxnEOxsrKSCcIReBqNRrGPS6VShkjiB53pP5wv5M4T/2VcVGDQmzol6ZFfz3YE24CHpqamAruwP8A+jnPBamCilZUVVatVlUoldTod7e3tBcbhrBycHEh76drWkDXNRZC2VCoFFkptv+NjSE0SmbxCl/di/SYRU+xXr2Lls+5Q4VAzP4XCuBKDecJxlpQh2d1W8Tlv2UQQlc9hW5EhdGO/39fBwUFUkw8G19mZ1Wo10795bm5OnU4nZI9gwtHRUWAy92McB6O7PZPbCVK3UayHlCVc+H+c2kqlotFoFNWQx8fHmQPlsSOtVitsJPLnuhMy2Z/JHsFP8mAShKekSDwjKEJVOfvDCXz3P1g/t4svwzUYDPT06dMgJJaWliJYeXp6qkajkbETrInLFusHlm40GuEXew90CHH0lCcw4a+yz1wmWB/2ussq/ohfrmedOPJ9meIdLk/e4nJ9gs6hKhds4ZnCBCd5t9R383viIzM2EjQ5r8eDhST98Az2qr83F3Pr53Q4L4DPhE5iHr31FJfPEdnhHlBxEp95Yo/SFYOkN9aMfebJiux7JwlTTsITUdxup0SY72ved9K9U8LN5Scl01K77DaHPcE9veW3E7WMh4Cak8dpZraP0+2My7fLZarn3cfBD0C3+1w4yZsGE1/kK8XA0phncv9DUvApBA3c73BOhqAIgQxvJepYg7VDb3oFHWvHWLiXB608qIZP53ubPZLaMp6fYk/3gzzwwTg9Uc/bxU5Njc+LdbJbGieYpR0GmGfXKz7fPi7m4aP8eTCa+zDpPvJKX8eT6d5mv1xeXn4oyMO7eADB7+mBNB/XpHfmfj4WH4frdOe1PFmR+6Y+qnPTzCH6J8W9rsfYA+gsDz6nWFdScC/YDPydcrkciSge8Kd7A++ELc/lcoHrwX6sBTyQrzU/jhfS4KbLSCprvh98ndiTfn0vOvCFCYyMRqNojUVblmq1Gi0VhsNhHCLJAktjR0LKlkdh1AEuCC2Ci4ABcjwSCbHtZV0ArnTzQ5hRGu4/Xurk5XypMPj5KFxsnrm5uUwlgguONC4nI4uy2+3Ge/f7fT169EjD4VCf+9znAuycnJxod3c3Kgm87RMCzabngoxAebTbbZ2cnOjw8DCT/QCocAUuKVqN4eRjhFgL5szbvfBdAAzOG4C3WCxmAmc4tlNTU/FurAGVIxxWVyqVNBxeZwROT09rY2MjWtxwzsjS0lIoEeSFw4g4zF5SAGky533OeAc3imm7B0Bi2peyVCpF1Q9/c2INOWEOPfhBdhSHMZE5kcvl4vDh6enpTCYF2RTuGDi5ybqwn1IQ7EEOFKsrXMhR5ghZ4TusLf+FvH8Zrt/4jd/QO++8o/39fd24cUPvvPNOZPzW63VVq1UNBgO99dZb2tra0jvvvBNngSwsLGh5eTnTY//3uhqNhg4PD/Xo0SO99957+uY3v6lHjx5pMBhoY2NDxWJR6+vrmSqyQqGg5eXlyD4gEDk7OxuHr+7t7YUBd9Ijzc5ymXUA4cDYAQx6hACrlG2FyD1ddwDAOKSSgCd7zXUd2RQATA+GACBwLFdXV4P4Qd8B3Obn50P/nJ6expgAqZT3E3yh1QhOqpTtn0tmIy3UCoXrLGCIUT+U2oMVKZB14O2OnzvSDmZYKwenDmac9GLM6HIPxji5in1xMJnP58Mh9XulINbfA53AevB5gl2MlQtShKDx8vKyer2enj59GpldPMvbmTEmnoXtp8qq0Wio1+vp4OBAS0tLevTokd544w29/fbbmcM17927p42NDb355ps6ODjQN77xDXW7XT169CgIXsin8/Pz6B//slzoEbAELbKwRU6YYAsJBFAmDslUqVSiEiLVXZVKJSrrjo+PI/AP6VUul3V5ealHjx6p0WhIUlSM+MXn2eveOgp8484DmNODIS7T4Mhutxu4ldac3W43k+zi5NtwONRrr72mt99+W1tbW9re3la73daTJ0/0ta99LTKHIe5nZ2cj2/zi4iKcnrW1NeXzed27dy/0OeTr2tpaJJJ45U0uNz77DwfGbT9BF08SYj95AoCkwFXoRPQy88IBqOAdr2Zhv6eVaJJC1zqp2uv14r7SWGeyXrOzs6pWq9rY2Ih1huTygBHZxO+//36cJ/TDP/zDKpVKunnzpiqVisrlsiRF8gF6CBvGONGljJX3SLPmnER10g1cJmXJyOFwGC19NjY2Yh+gd91RRgfWajVtbGxoZWUl5P3g4CAquqRxuzFkl387+Ykd6vV6arVaOjw81NOnT8NnAL96UIx1Yo9cXV1FpURKtL/IVz6fjxZIHNh9dXWl3d3d8A+dNMEvghQj8x395zh9auq6YwCVkU4Og7ORQ2SPtaFFJvKSBre8LVtKLKXtOJxEBMPxd/Q871QsFlUqlVSv1zOk18XFRfRQ97MYyRzHn8CGo5/AeblcLmSLZEH+DVYcDocZ3wms0ul0ND09HcHQwWCgvb09Scq0qGMcEE9OqGP3h8NhtL8loHN5ealGo5EhzT34w/6hYmVqakpra2vBoYBZOK+QVozIA34ZPrD7o6wB7wvehuxDdxFoICiE7w4WY10h/F3n+72c93AS0nUaPiTyjgx6sgSEL7KFHWHtmTMn3LjncDjMtF9yG8negX9xbMzehCfys2U8y5/1R7eh8zzoKI0TQtmLJJzh17zIV0pQux/LvPlcsUbIgSeedbvdDGHuSQmeee/7BF4Qea3X6+r1eur1ehl/xH0RSeHneWt9ZAUdKY0rGKRsIM8TQF2uvAUd33HuEFlnT+dyuXg+suzz5893Xsdxh4/LZT9dJ+aDvTAp6JhyoOx5r0CTxokd6Guw0szMTOhWeKNJwS8Pavk7ubzwd5/zVGZ4BrhYGlfIuQxyj5TDdd6B9faxpokMKTZmzcFn2C6XSw+8sPaMlzmmzbon4HPe6WAwiETwSqUSvjRzgP5yrE7rSZ7vHDXv4Hwk7458Op6YpMPSYInj2kkBs497vTCBEWkc0PD2J/zbD4uDrCoUChnliOC4A5dGt5y4Qfl6RoBH61wBSmOlACGTRiv54fdugP3ZrtCcFEJA/Vleund+fh73dbIagIIweuYJ4K7ZbAYAZBN2u91M1qo/1xVJOrcQF963298/rY5IFe8kYed3XgIHEAIoAKQ9o4AWHC47CwsLmc+ORqNwGBh7Pn/dix4DhjLkbBlJEXQBrDqwZ2xO4kOKerWIg3nGkipY1jLNuEE+vdLCnaNUngjSoQQhB9gjZEl56TmBCa+y4d0Yi5M4ADwnQrj4vStwf0/W1vcWBs+DO/y/P+dFv5Cp09NTHR8f67333ou1uX37dpythLOztLQkSVEeSasVHDO/mEuIftpxbW9v6/DwUJ1OJ4AC2dc4GtI48yqtFCLoTAaaO8uekTdJj/LfST/cP9UXk3SGAyIcDnQNzqcHNhiPZ6q6nLlhdkfMA3z+Pg6IACnMF06tZwXhEOKcetaivxfz40Se70/PWMJO+vfdBnp2n4NI16MpCEkJktQx8bX036drmYJSlx2fR79v+hxfX2nyuUP+GZcX9pVn2/De6Tx5lot/1/VmPp+PDJyLi+tD2S8uLvT+++8rl7sOZm1sbGhxcTGIjtnZWW1tbWl+fj767KfncaXr/rJcBOn8fDCvGnEZGQ6HGTyIbaPax1vksZ9pkYUNp3UgZyzxzDTjFj2KLuRyB5A97AkQ7Ed/v5QEcSebvem2kv3BIdi+X3FClpeXtbKyotXVVS0tLanT6Ui6rm5oNBqBicAk6QUBw9xA5GNLvEWL7+eUuEI3pBmRvmb8v+tnx7quQ9HNVG55RnuqnxgLe8jxvpMIk/Sr6z+IT8hDxu4Yx1unojfoS395eakbN24onx8f/ApB0u/3tbi4GJiY9XW94+/ic5vaP8fQjCt9Lz7H3E5NTcV5Ie4EgzV4Z8+iTvviE/Tzg1t9b7q/4NiPFkbdbjcIW9YDneo2isC52yg+87JckEleNQ4OkbI21G2ZND5/K8VK6R52H9WJGbev3N/3SmpXGa/7Cu7r8Rl0Y4rfwEzuk/K+TrgXCoVMprdf4DsCjbSwQ9fwXq7HeZYTVuwTJzTBkIzJ5wy/1LEmewid5dmzH6UvwZZO4nogxQk2X1ewJvvXz3b0wBWJpqwj85jyI4wFUtODC67DkU3sUrp/R6Nx4pz7gD6fjMW5GfQKujzlYxx/+r9Tnc/fXN5c17utnfR3ZHGS3yJlM9VTPci9fL9M+gzPdvLPyf/08y+D/vu9fL10vfxzrg/cl+Pfzvc5oe36CSxPcih4KcU17A0ntNEJnlTl1SJcjgkZu6+/y3Oa9Id+d3/K9YePyX1Nx2DOozAv3NP/m5LZ6Zr4nDmOTeXW95bbiBQXpmvqWJmEp/Re6fu6j5/6n87DfpQ8+T1THeHjnyR76fv6PGG/fL59Dbh8n/t9HCN7IpLzrWlQCKzmZzkzRrfZngzo4+CdeLbrJ0/OSXVg6vP7XLlP4PLzUZfPK//v//041wsTGMnn85H1TLYRRv/y8jLT1gdiIgUKTByRvlQpQlLgOLPQ/l0W19sRoazcueXzZHNg9Kk2GY3GvV3Z5AghGfooR3cS0t6u+fy4eoNDy+iFTCYBDj8OO1nKGxsbkcXxrW99KzP+0Wik3d1ddTqdaAmSgkeccIwATnOv14tsdj98nWfhMDoxSDDCM9wYv0cYIfNxWFlv1o956vf7mpmZUbvd1unpqVZWVrSysqKZmZnoC07gDHB4eHioq6urOE+kVqvFv1dXVyMQgnGjPcbh4WFU5SAPzWYz5pJ+0/SdrdVqoQQ6nU4mkMLlTokreggczy5BwREcQxYh3iA5jo+P4xlkN21vb0eW39bWVrwjGReUmrbb7RgHQR1XfGQjVCqVWG83SIyJ7AH2wmAw7vfKPDA+HHGyunDU5+fn434vAyiUpHv37unOnTuqVCo6Pz/Xw4cPtb6+ruXlZd26dSsOQEc2lpaWYo90Oh299957ev/993Xz5k29+uqrmXtDPr7//vt6//339fDhQx0dHenb3/629vb21Ov19Nprr6lUKml5eVlnZ2dqtVrhGNH/3gHnYHBdQUbm9mg0ioNpyVD2yL9nTHOlAMaBIYbTdQPvkhpjD5ZSAecggJZ53uMUXUKlHzJKgBWQge3AFlFx5gSFNCag6Ot+fHwcByN7ZcPc3JyWlpZijtApadCAufIsPXR9s9mMs5KYH9oRoU89ixIdDLgajUYqlUph3yCtPBDGXDhoS4GyEzPogknZvTi7PB/SlywrDySljo4/zyvN3PmEGEGfYNt9Hr1CZjQaxfki3mfY18llDjmuVCq6uLiIQ28h8lqtln7jN35D3/3ud/XlL39ZP/ETP6GbN2/qzTffjGzrtbU1ra2t6c0339SXv/xlHR8fx8HO6PGU/HgZrrOzM21vb+v27duZDOKU2AMbsGZOpHCWCOc/gBnJpOWzOzs7ERAmsYP7g18gtsn6T4PM3JuMNoI6BBI8SMJaUqnKgb2e6ODkHDil0Wio2+1qZ2dHs7OzWl1dzYxha2tLf+JP/Am9/vrr2tzclKRovdhqtdTr9fTqq6/GYer83ludokOWlpZUq9V069YtNRoNHR0d6f79+zo9PQ08B2YgUME7elDVyUP2coqZ0XfYMUr23SkfjUbR8mx1dTXwGFUa6BJICvY4QQuwMgQpeo+gGs/x+T48PNTe3p5qtZrOzs5UqVQCF3MIc7VazbRmGw6H0YYSnHL79m39yT/5JyNZZ3t7W41GQ5ubmyHTBEQJ4jnWYuyQGKnz6846f/ffQ/iyLiRKVKtVvfLKK1pfXw9Cd39/X8+ePQs5mJ2d1crKiubm5sJmXVxcaGdnJ4KInF+GHnb964k17KejoyMdHx/r8PBQ3W432nTSGo21Z21mZmYiSQv7RTbky3Rhf46OjkImPLuf+VlcXIwMYfaVk9LgN/SNB7+orIBcJzlsNBrFIe1OyEkfxiZOrjt+47OsYa/Xy4xDGrdqqlarEXx78uRJ2Gf8iE6nE5VzBCfhCEj28Q4Ek4g9zgJC711eXkb10vT0tG7duqVyuaw7d+5oZ2dHOzs7mWpgiE509+bmps7OzqJbglcTgDNHo5GazWaciZqSgk7iM26qw9kHp6enarVasedo9UkF3XB43Uq3WCyqXC7H/IKtaLMFX9Dv98PPI9iEbZIUgV3mjs4Jju3QuejgNOnH9ZH/m4Q6ZILPI5PoefC4t5ZKgwzIF+tLQI3f4VfjFzC/LqPoTh8/3+XZ/nk+4+uG7QY3eoUA80nAjislWNnfjJNqcHgXx7Iv+uW2zhMb+JsnKiAXHsTwAC//9gpUl0vuzxo0Gg01m02dnJxEpT6Jpl7Rgc12f8Z5RXBBaqud/3Hf1veBE+PSmDAHh6FL0UlcVHYhy8PhMIN9SJr1QArjcB/PfeZJ/qj7T/Cm2Gf8X74Dd8ccOQ+LPvWEcF8/9A1/k5TBStgmnu06heczr25z3F7hZ6R8L/Pn/vekxBr8UQ+GebI78+lBEQ8M8Gx4CG+b6/Pt/BvfwzbxWeclPYkezs51nCfPu67knZgzT7TnvySfgfPBxowJX8F1tgeRfJ96wD8NrLDe6Xe/l+uFCYzgNACMHfCQQcLEpZFS38jcywUUIsyjhyhQALo0Jlwgm6+uriL7bm5uTrVaLZMl6KQdpHDa5oNNyDM8uwdwmZLgvAOEd5pBB6h1Qs1JajKzvLXE/fv3dXV1Fc4yv0+zaNlIDirYaM1mM4IhBK48wATQYBNL42ocHGk3LCgAD4b4nLFWzJE7uziSvV5Px8fHsRk5QJRx+LgWFxc1HA51dHQUAQ8Mm88/7+TOs7fU8Tn3bFNIfYyBrzeKYjgc9/dz5cqa+2cBTe7suJL1gB/zKV0rm6WlpUx0GZnr9/tqtVoh37TSQjn72ToOXHH2vZd6p9OJvQWhgWL0bHuXdeYNGS6VShmFyrshU5OyXV+ki5L209NTHRwchJwWCoUgrSDoRqORut1uBB5pk9FoNNTpdPTs2TPlcjmtra1lWhu0221997vf1cOHD/XkyRM9efJErVZLx8fHkhTPoYULMuCtLjBkbrgx7rSjow2QAwYuz5pznZc6sfwOPcDffY+gK5w4Z7y+pzzQ4SW96Eo/QA9CFJnnYpyeBeS2BTCBfgaIYUv8/9kHDubTzDz0kWdt8B3+HxLE3xsbAaBycOeOLJfrD77rYBgdzLo4aOFKwYyvj4/L185Bk8uGg0a/v2eseDYh8sF9eUd0YIoHuB+Xyyfv4P1U0zUeDsetfty+EYDG7u7s7Oh3f/d39eTJE3U6HS0uLmYOa71x44bW19f1oz/6o0E8uv6dFFh6GS5k0XvfOlHuQXq3K/1+X6VSKWwKJAk6g9+1Wi09fvxYT58+1fHxcThl2Ky9vb0gtZaWlrS8vBxl5H75eQuup3AGwVCeJJK2RZCUwUKul46OjiLphFYtOLej0Uh37tzRK6+8oldeeSXK4d977z09ePAg8F0ud90KApvhQVFsPriXqhkSFDxrmwAzDhVz6sFG9Eq6R73nP+8OtuR9mE8CpJ4AlGY2S8ro/Xw+H5jBcaMfiJnKUUqKoWsXFhZULpfDfnS7XbXb7UxyQLFY1MrKSiapirY7udx1IDyXy+mdd96JoNqDBw/UbDZ1dHQU7VtrtVoEbmiz5f4H+hj9PSkb0vW7X6wZgYlms6l8Pq+lpaUghyFdvTqDgBmtOUulUrQOxGaw7nyHZ4FJkQ/sFmc1EEySxtnrvod9T/secd/mZbqYB7AJF3Phvq6vA5jAM0HBOPzefRc/fNWxgpM1JGPxfD6DT+X7nvt6wJK9ynugW9ApBMnAlF79gY2F9GEc7hcOh8MI2NKWNM2MBi9JCqKUdyTge+PGjWizSBtBfC4/fPb4+DiT7OPZ5ZNwEmOh8scxhesx/FTshwevqPR3LITuG41GajQaKhaLHyI1h8Oher2e9vf3Y9/SKhqfzdt7uQywnoyJYHB6qLrPs8uRJ++Bv/FxaP3F/R1juo8gjbOkwd6QfSnO9XkHdzpJ7u/oZCjr4PuC93BeyUlTP8OVfeHEuROak37Hd5gD9qnPI89yWX/RcaHrlZRY9bXls8h0qhcJImJj8VvZs8yvYy8+72S9k7f82wlkD2ikhDZ/92orb0mX+r5wVcg/vwcPMQaXO69e8Zb/3M9lCJ4q9dWcg3PfNvWtPmrcrJlXyrked1IbHisNrIOvsVN+BpMnSXF/T95mj6ZJldhQZMQr0P3d3T/39+ad3X91HjGdm3T/My/oYeYq5S1cLh3LuWyl6+GX41kPtCAv7AGC3R4wZj4c37FO4Drk1j/j8sUcOKeS7lnG4jLja+e6d5J8TuIdPs71wrCGw+F1dj0giAxWhAZQk07upIieKxA2NIrEBRenk4Vhk+dyuajOaLfb4cjhKCNgvulwksi0cyfSlT1j9dYsLkyMh43o/aAlhUPDZkTAUOIQNAg9WcwY9M3NTRWLxei5PhgMMkR+qngKhUKUxLfb7QiKEDlkfj2TgrZVw+E4Sw9Hl3dnLQD23nIGwMSFgmHDetADRUoW5+XlZTj9c3Nz6vf7oYRREBxSSlY3AZM0WsocQoj5hmfOAbOSIpDnJYAevJDGwQnmDdDF5SAAZ4c+l+4gu5LieyjHfD4ffWvJDGJPnZ2dxWGMjCGXy0WmClFgDDtEkPevdKVLJpWvHYoasEHwhYuAn6QAun74nQd0JhmEF+manr4+JBXng0qCYrEYgU0yyjlYt9FoxPqurKxE9tvOzo6mp6fVarWiyqPb7Wpvb09f+cpXtLOzo729PW1vb0eLC57D2RU4TVTCSdcZaA6gXKcRwJmfnw8yxX8ACJOMmzspDoSl7FkbacaDNNZN6BEHusPhOIMYEpPfI1fsLRxuAiMOIPw90PUpsYa8slecLACoOHiRstkQ2C8nHHlXt2NOnqXZtLx7mvGSOo/YtvTH505SZo25JoHKNPg1Sbb9fd3pBKjz9zRYxuVrwNpBOvN35sUD2ilxnQKsNNCGjHjmjT+D+cYeODnEnHD+yMnJSZD1pVJJpVIp+sbz3y984Qv67ne/q2azGW2QnHB/2S7mH5zAfnA5cznBtmDTvBIBTDM9Pa12u61Op6OnT5/qgw8+0IMHDyKwDFlcLpd1cHCgubk51et13bx5U/fu3fvQmWGSPuScufwRcFhYWIhzZjgrxeWY9/WALcRVo9FQo9HQ2dmZXn311QhwYz/v3Lmju3fv6saNG6HHvvOd7+j58+caDq/PlVhcXFSlUgl7zLOQ0U6nE8GmdrsdeAQb704l68J+cHLMK8x4L5JceH9pjIs8w7DX62kwGEQwanFxMTLD+/1+3HuSrkJHktgjKfSz92nmcj3t/y8pkj4IjEgK29jpdFSpVCI7jvfnOcfHx2G32u22Li8v9d5770VgjcDI2dlZEK+lUinz/lRSux6emZnJZGa67CNrUtZ+8v/uB7RaLRUKBfV6Pa2vr6ter6tYLEZCE/htf39fZ2dn6nQ6ajabcUaPZxW6/mbO3T47GQgZA6lKRjq6020ha8y7pvr4Zbxct7ldlyZn83orQgJP4EX2hX/XbW1KuEkK0tzlEBl1AtMxm/u3KZGJzKDjnIRbXFwMf48ks5mZmUiy8Qoi5kYaEyvoR87A8Wo9CMGUyGaMJC1sbGxElRS+Xq/Xk6QIuEiKoImfywLmZX7TdZSu5Z7zilyPMZ5isZgJbBUKhchY9z3BvicwIinacvo6sS4nJyc6OjqKuaOzBNneTgy7nPA81pkMeM/sdoxFYM7n2vFxoVCILgoeGMGfJ3GUyj7kxklT5NwTWX1MPq8e9HUC1iuLnJT2/eTzzWe8e4hXxvF3z7r3YEaqmx2Tcl8PyJBcm74bc/iiXx5cYw5d9yDXjv8+ap24Hz/uU3mVEjKAT+WcFmNIAyL4dciak82+Rz0giiz73nCfgwPT/fd0P5jUms5tM5yk63d+2JfMQco1+dgZt+Ojj+JgnPRmHuA0Xd/65zxBiL2KzwNnORqNExvZr5JCP3jlhPuPrAv3Zz3Ra+5bui3wwFbKP6TVRuk8pGuBLnRZKBSyrb54P/cbUhvsesVl8KPWwP/uiQkEolJM4H448+B7y/GCcxqe5OhywjxP4rkZi+MHf2bKIaT/9p/v5XqhAiMHBwcfypYlyODEBIIDeefCJ2V7+LFJnOzHKUDxcA8IXhcElMrJyYn29vaiPQpClCqdqampqHZZXFyM3/tGAdh4toKPE0PLD5sWsAiJTHYY3+cZKNmTkxMdHBxES4CFhQXdvXtXV1dXun//vhqNhq6urqJNj2ch89zT09MohW80GhkCgjXBoQOk0jKBlmcOBD16DRBizfgsmzNVEO74etnq+fm5Wq2WLi4uot3J8vKyyuWy6vV6nKfiQaJOp6ODgwNdXV0fvLywsBCBL4JQgEc/EPf8/FzT09MxZ8hZPp+PA1Tz+XwoI88GBrxfXV2F803ZpvcD9MOs2APIlBsE5s2raJxY5N84vWQnS+PyS0BypVLR0tJShqTnM16qCdHLewyHwziXYmZmRs1mM2OMISoBJB7k5N8+T1NTU6pWq6FEW63WD0Tf/L9ysW8bjYampqb0uc99LgiqBw8eRM/ISqWiSqUSMjw/P6/z83MdHBxocXFRq6ur6vf7evDggZ4/f66lpSUVi0Vtb2/r6OhI77zzjlqtVmQIT01NZYKkyDi6FEeVNZQUwUbGXCwWY987uARgutPjAYJJJeceRHag5sRoLpeLknt0A3LlIIfgDoYfo43zQRb35eVl2BCCT8wB2f/oJ1r4EMhLSbherxf7y4Pf09PTkZ3pZfW8J+Qo4766ugr9zl6fmpqKVhqAkDQr2oMHONuuTwDzTmS4/SJThN95yx8nvHxtCGY72PYgCOvmQVHmAPvhmeje/suDrbwf/3WnlmdMAu/obDKZnJRhrKyRpIysO8gfDq+zqpvNZmaOfXxuK2iF1Ol0gmzp9Xqam5vTT/3UT+nOnTt64403dPv2bc3MzOib3/xmJtHhZSQE5+bmtLi4GG0z/XwJb4F3eHioVqulRqMRTmO321Wr1dLGxkZkIbP/Dw4OdHR0pMePH6vVakUwAWwDFiAYTWXPxsZGpgyfi/16cXF9+O/+/n4Gr4EN0GfYOghxd0Cnpq7bo3BOE3ua97h7967Oz8+1t7cXZ4n8+I//uEqlknZ2dvSd73wnDlunFQ77DWxzdnYWVTG0gzo8PIyqDMbhSTT02j49Pc2QpNPT12eRoPvAal714jiO+zKmwWAQQZBarRZEgLfHcWzJXkNvo2e8dQrY3PH1R+kFd+R8zxMcwW7hE9B+ZzgcxvpAxrJ27HnpWp/4GXXIqt+3Xq9rcXFRy8vLYUeOjo4icQkZQqY8ycoDw+70e5DBD5KlIuXw8DCzRlNTU9G289atW7q6utLOzo7ef/99XVxc6ODgIKpOISKdeIKUTckDdOX5+blOTk7UaDSilRZ438ko93E84OIOs7fFfFkuX1Pe3X1DZPj8/DxjL1K7wecqlYqGw2FUCDvZQNIV8saexsdyXwCfm0AXPouPScpW1WF3qe4nUEgrMNo+5fP5qGjyBESvQAcTMEdUFzqZ4/iAf8/NzYWv7z4lvjzvPBqNtLCwoHq9rm9+85u6vLzUF77whWiT/PDhQ11eXsZB8B488jXz9jHMt5P5kIjItn8XbIy/iC3h7+g9sBc6HlyPHMzOzqper8casy/prjAcDiMgTiKfE/pO6k4ioD0JwfHUaDQK29Hv94MMfe211yLQA0/C2UskNuA3Tk1dH5q+srKi2dnZSGRA1ny8ngyI3kC3o1eYf5cftwV8JiW/kQsqg/BZ0WWTgn9Ovvpn5+bmwg9gbNPT02GHaYFJYBrZhE+ZhG9fxIv2wHB9acY6dg8eijVPE+EKhUJ0t/CgvesH1534O65f0iCD7wH8Yyqw8O/Aq56s5mS42zL3m7yKyis5SRSRxvuaxGOXV2nMJeBH5vP5uJf7nmA6Wqr7PaRs+y8PEH0UUY2M8s5O5rtPT6Uq/q2vi1c6OAfMPavVarTqZm48oMB7u5/LXDpXi27z/Z3aUg/moJvBK/ipXlXBffg3MuB/A7Pi57jv6H6nY5/UV/fgQhrASfU3dpP9Am70QIcHNfxZ7v87r4I8Y+88SJwmbzB/6ETWkc+jm/3zzB3vw774gwRHfiAe9Pb2tv7qX/2rqtfrmp+f12c/+1n9zu/8Tvx9NBrpH/7DfxgO3E//9E/rgw8++EM/16NJDmA8IgkRNz8/H4ClXC6HU0uLKP7Oj5ebeeahl3x7RNMjlJ5JRgYi/Qf98260AQ5eDiYp83xXzAglSs2JcQTcCWqewXwhQJIyJconJyfqdruxIRcWFqKnordK4PnuqDA39JZLo6H+3k58phvX3zN9Jy7e3ZUpPygOJ8f8s4CrXq8X7QBYo0kyhKwQ+ILE8kBOSgi4kUvHyZoyDubKSUfW1INjrox8vjwIBOBP5yANqvl6oNBwjsnc8yzn9McDNB6oQUk76OQHefQf5swJKn54lu9hjxj7fC4sLGhlZUWlUukPrVe+1+uT1H8A5FqtpvX1dd27dy8yggmyUo2Gg+JEHKRbvV4Ph2V/f1+7u7va3d3V48eP9eTJE+3v70efeda7WCwGAen3Q3YIYvp7e4YKMsDnU53le5rv+553Y5caP3dQUlCaGlJkKAVKDsqomGIvEGR0ve0ZzewdgCVzQxCIPY0Bh6DD6XdykPeZpCtdt/A5n2/XC3w/1R8ODFPgzVr5mFMdzjpBNPMODoxTvS59uLzb1y59DwfCTsb6/vf7pD9pIGTS393GpAGQFFS5zLhd4fkpSEa+PaNwkuMG+CwUCmF7m82m9vb29PTpU33zm9/Uu+++qwcPHujy8jLsMgTo9wL+fpDXJ40BHcO4jHhLUhyibrcbmIS2R2Tsuz3O5/MZXEA2pq8txB36FRsGNvC/SWOZlxRkH1gwPYeDYD+VluhZd/B7vZ46nU6m2pSqE7fNJC7k83mdnJzo8ePHevTokR49eqRWqxXBgUnZ+k44oeNwBl2OeW96yzvZ5Nlivj68U7ofXdcw5+ledh3m93WswNo7fpp0oQNTYmsSCSKN2yTw+dRRRV/jAPb7/dCLvA+EF2sFkX92dpbxD9AzXt3EOtMmk3VBlzB/zIvrPeTb52cSSeJ6HV3UarUioLO0tKQbN27o1q1b2tjYiHZqrVZLrVYr2omBjZEn5sF9HF8/f6YH2dzH8vVJ19+D7alN+ySvT9MPdpvktjS1S3yG/zr2krJZnwQY0YPpPnE/IrX7jqf4rj+TtYO4g/yBgGc/gCnBK550g97xwOAkX8VxQ/rOKYHseNn3BMkNdAggMMm+RI+mXSX8OSl+8HlJMYkHbF2f5nK5TMscnst3PDGU8UN6oivYs66bID7BmozLZYAfqnJSvM7lmBPZ83fgb87ROMeC7ubd0IMQZI6H0zXlfRwL/F6YE1vha/RRNiBdy5QcTv1r50c+6tkpmen7xUlB1qLT6cTZXo1GI3QuepfuHHRY+KSvT1oHTuKBXFewtqmtSOXTdYf7QJN0h/MqUhbfOP/jCTe8+0ets9/rozB9Ki+OmbCTLqP+vh9lB/w+EN7YAN+nHghPZd3HNuk9nKdNfTm4Hf7ffSW+nwYEwAM8h8t9bmyY8w6OE3kf97Hdn0C2UvvgMuVz7fPowdd03VMZmOSPpvyWy+8kmU9lw9c3/fckG57+znVcqrfTdU3xOLbfeQPX5Wng0TEq9/R1noTR0/2Qyhxz9b34xt/3ipFms6kf//Ef1x//439c//k//2etrKzogw8+UK1Wi8/8s3/2z/TP//k/17/+1/9ad+/e1S/+4i/qZ37mZ/Tuu+9+6LDKj3vlcjmVSqUgVAFSac/2XC4X/fhmZmZULpeD7JeuNxPtLFhYwDpgCAHEuSYDBsLcCcO5ublwKHZ3dzNZ2gRhcHzJhgCkQCRCXnorIsApjjwXgMFBBOCBDDYqIHBwpqam4iBxDiLP5XJqNBqR6fb222+rVqtFVtvz589DubjRQfFDNrTbbTUajQBPDnJyuXGk14k1z/JykiF9hit8bw/Du7MZ2u12zA/zicxIY9Kq0+kEIcDBoq+++mqUZvN8Dj9mrbrdrp4+faput6t79+4FsIe49F7xHHLf7XbDQYTIILrP5uZdyGrlwHbIZDIGWXMuHIlGoxGfB8RKY8DsZd8AXj9UmINtkQuqAtg/hUIhKmAg5/j3YDAIkhQZ9GxBaZydyP4i6g5ZQDZuCmimpqbiQEL2Xi6Xi2eRUfrmm2/+gfXJH/T6pPXfzMyMlpeX9VM/9VN666239JM/+ZMqFAohZ1/96ldVq9Uii45sTAj65eXl2MdHR0cRGEQ+Hzx4oMPDQz1//lwLCwtaXFzU1tZWyPgkwwZp1+12NRwOYy8Mh8NMdYiTj8gxoGUSIGS/O0hysMS/IZ/5nAMSB7GAIeSL9gcQVDjb7J1erxf/pYULZ+cQUJybm1Oz2QzCEmcdQIFc00oQeR4MBtECBlkmQIh+Yr86SC0Wi3FIrrecS51417fMk7cLYN0IgEB6Mh/MD/sQXYD+Pz8/D3KZsRIgZW64F//2jBlAljulrCtrj5x5MIrWPegRyApfc5cBnuckDrqJi4AWc+WZKg4QIStd/vxezL+/Hxd6lHaUtIhYWFjQzZs3NRgMoh3nxcVFZAz+t//23/Q7v/M7+t//+3/ri1/8olZWVnTr1q0PtRn5NK9PAwNOcvoIvDMvtDZttVqZs+harZamp6czJevIC2dq7e7uxtoTbJ+eng7CtlQqqVgsamtrSwsLC3E2E/uuUqmoWq3GGU+FwnVV2d7eXrSu+vznPx9ZpewlWloR0BgMBpHBfHx8rIODA52enkaGPuej5fPX1S6zs7O6efOmbt68qWq1qm9961s6OjrSu+++G9UmvCu411svEOA8PT1VuVxWPp/XyspKHMherVbD3pLth21uNpuhewiU9Pv9DA7P5XIZ+07QBaJxMBhkDp13/USQAKzHuCuVSuBExkQ1LmQfiRXD4XU2pOsulyV0DHLB3iqVSpFxyr7GjjJnV1fXZwyyv3HUOYS8UqlIutZRh4eHmQx7dNPs7KzK5XKsB3Z9MBhEpaakqC7DjtJODfxHBqBnRS4sLKjT6Wg4zJ7ThwPrAXFsmiRVq1XNz89ra2srzqJ5+PBhVBUfHh4GycE6g3F5rhMp/J11ubq6rojm8PVWqxV2A7/JdTyZpBCqTi55O41P8vq0/GBpcvsSt/tO6qekxtnZWYaUYB3ZE07weqUW/gPPZf9Q1U8rKOQPnw5fjyrmpaWlwFV0JXj//feVz+cDC+FjFItFLS0thVw5KedkEs9lv4JB0bWOHRzH4idK4+xn9BIyNTMzo+fPn2t+fl6vv/66pqenozJ7fn5et27dUrvd1tHRUci472+whjQmCsFFYEvWD11GEJSgCFVmYOnz8/MMvm82mzo9PVU+nw8cV6vVojLn9PRU77zzTviHzH+1Ws0EXU5OTgLXkjCAr03SpONxfmhdCs69urpSqVQK4pOEI7iAxcXFCLjw7IODgzij9PT0NJ5DYognICED2C1vccb8OOEKiQyP0Ol0QpcgW75XPOMZu0RVhpO07Dn2xWAwiPX0hFfeO00MY73geMD2+POdTkfvv/9+VHCy77CPYFhw+Cd9fRo60JNRkQVPNJMUNpGEZ8hfDxSi+9CFHiTwACP6w+9L8qxnzadBVK/sQj/xWXSM+wvgetcdaXCP5No0mZC5AMe4H+x+tlfRcm+SNubn54Ov8qQQMA18nHdB8KAul7c4xWazDuw57o3thvf0uUDv+bmK7BswN+/sbU6lcUtO3yN8h7Xgvmmgwy8fI//PusHR8j5ete5+JO/zUQEP9D3zyxy6PWfemVe3Z/xuUmAKP2FScEP6cCcO9pf76XwuDfZgr5wD9AR5uFr32RgD84WeTgMoHvD3wI0nUXkQyZOWPu71fQ+M/NN/+k918+ZN/at/9a/id3fv3o1/j0Yj/cqv/Ir+wT/4B/rzf/7PS5L+zb/5N1pbW9N/+A//QX/5L//lP9Bzc7lckL2+uRzc+CIwuQB2emfiMPN56cMCgmPh/ZKprhgOrysQICIB6nNzc1pbW8sQvAg0CsYXEqXqwuJBBA7q5rMoNBeIfD4fxNzc3FyQJ91uN5QzxtezlREiMh1Ho1GUoXkGIYqc6gD+Tv9kNgJgxLOMXTGgJJ3U8SgfmyN1cJwEdCXhgB7wxQ8Kw8GoR0Cla0er3W6Hk805CsgUzj2H1kFkdjodtdvtcOJwABcWFjKZwBBqzC/G3BUsLRQI0BUKhTAgvt6sB0SuR95x8iXFWlEFgxwxt/l8PnpYLywsqNfrqdvt6ujoSJIyxt7buHnpKU456+YlvE58Ao69dzhz7xny/LhhRTZYa+YakoNy74WFBZ2dnalYLH4vauQPfX3S+o8g0WuvvaYf/uEfjvJ3AneQaewRzvhB962srMR6zc3N6eLiQgsLCxHw293d1enpqWq1mqrVapxbQtCB9ZcUgT3WBKcZ3eZ7GgcijfC7geP+bvykLAntQVZp3DrCjb1n9fjv2Pv+HUAfz/GMIvYfexmSx/XM6elpVJy5/nLynj3n+9MzWXDg/D0dBOAw9nq9TBKAO1sAFZ9bf18cNs/gcKDsdtMBH/s4zUjCiUwzXzwYzt+QH281lAZCAKGALBw+n08Hiz42/s46p9ktDnb5TAoM/R6pjKL3eH8HbVzp2jl4ZCz+Xc9QYg0hGyBvCYDPzFwfgEy7IwhWD/J9mtengQEh5ri//3+v14ssV4jYarWqi4sLNZvNaC3kZDt7odVq6ejoKBMY9kwy8FelUgkdyXlD6X49OzuLzM6FhQUtLS1pa2srdGq1Wo0DbrHltF0hOAvZfnp6qm63GwdyE0A5PT0NnQTum5mZiQzS/f19dTqdCFq7k4MOwPlJnWeCdxwEXigUIhlJGgcUe71ejA8ykP+6fkK3e2IHeoW955mJ7BVwBljdnTvuAznE3sc59pajYDFJGd3BO6dBZWm8/92BZB+nTj/v5xmcjJ33cyKHe/A99j7B+YuLi3As9/f3tby8rK2tLQ2Hw8BrBEzQF7TRINDBc6Rxaw1sAsk2JAC4TfM5vby81JMnT7SwsKBKpaKNjQ1J0ltvvRXYmjliD+BbUT0DmQhh6WdAIOcQG7QUxkeAUE/1evr/jiU+6evT8oOl7MHzzAW2gRYi7gs5MeH+E/basQtY3GXV7Rjfd6zjttaxElXoFxfjMyKRvdPT0/g3uIuWXuA0b7nF+0wK0LAfXXcwFuYI4hiClECr6wDXDSRvQdiRoNFut7W3txdjPD8/V7PZ1PPnzzMVXew19mWtVgt/3g9uh9NAZvy8HXQp6zczMxPEJPPEu3iAwkktzmjZ29uL8YHbGo1Gpt14msTIe3hlCUGLXC4X65YGnNirqV/gwQp0E3+HOF5eXo6EEdpQug9aqVQyeiV9hts55tSz05Ej/zwy5UQgXIAT55P2YUqGuo/veD0lMh2j8v9ulzn7kba+nnjEfSFQ2Sef9PVp6EDWxivGmDOe6WuAT8HfsT+pr5kGV6Ssr8meczIfGWIPIGPYpEKhEBwSGF8a81ruM7kdY0zIIJyj62733xwXfxSn4u+CrvSAQEpOM1fuU/N59rKvs9sGt9Wun9AxBK0kZRJFnGegepB59HdwnwubAKZgH6FTfRysM3MJj4EN8ICRr6e/L+/mtsLly9u4Olb1AJOvifMYzl1g4zzxkHckyeWjfjx4kQYR/Ecat6JyPep4gT2UyhZy3uv1wrcCFyK3/j3Gwnymz+CdU9nyy3kSbBU6OE1M/P2u73tg5D/+x/+on/mZn9Ff/It/Uf/rf/0vbW1t6W/+zb+pv/bX/pok6dGjR9rb29NP//RPx3cqlYr+6B/9o/qt3/qticrQs90lxWGjfgFWMBBuuBwc+kRBcs3Pz8cBwbRDksYKiIVGQQ0Gg8j8cMDZ6XSC8MWwoyDn5+cj05AghJeg+qKh2B10erCHZ0BQQ6r7BpayBw6RyUY2mQs+DheOLcLn0V8Ic9o2eJQcRZPP57W7uxuEOtmuBFw8ki1Nbj3iitYVLsrEBdwjw77peS+AngN8Bys+3w6MCR4NBtc9ya+urqJaJp/PR3YGfaXz+esKmeHwOtOTNkOQ0wRGcEJxElGSGAQM8nB4neEIqCbCTXamZxASWCOS78Ey7g3w5xmurDF6c3NzcfDq7Oys9vf34yBXbzWHTKdADsV5dnaW6ZXJ+jmA9JY7TkYgs6yDkxYeUUYekE2yKsmAbTQaKhaL6vf7YWA/qesHof+kj9aBBEbu3r2rz3zmM2EQmDtvgSYpDl/H0VxdXY35Rx/Ozs6q1Wrp8ePH4XzcunVLKysrke2DnAJkWNdWq5WRFdcTvlc9c5C/s/8BCugW9q5/jh8nUSYR0663GS/jR7f7fXEiUhBAYETKtjXwQ9fJjGg0GnHWgYMHB41pYIT9AilGJZbbLQ8+knVerVYjy9t7NjsQ9fdDN+Tz+QwZlQZHHJw4YOFvHjTHNpG9DMDkB9njOV75kgJObC1rhIzz/JR8caeXz/mPr7U7/ciI34vLCU/G7QDV9atnVLr8sXY+h+64cH8no510khTtGpE9CB3aiWBjyc5x8ufTvD4NDJgS2D632AW+Pz8/r9XV1ajOQlbAZMxzLpeLbN+dnR2trKyEviNQh0xVq9UIUPi5CqPRKNpltVot7e/vx5lky8vLOj09zdh19jd6qFarZc4GGwwGUQ1wenqqu3fvRgXC6empGo1GPJ+qrqmpKR0fH6vX62l7ezucPxI1wCHn5+cZ+87eZE673W5kRIMHIb8gOnu9XrRc7Ha7yufzgSmoBmDfOlHHfEvjjFzH66yxrxUBBieFXN9SgUhSh+8T3g+d7OvFxTik8Z7nu+hYJw/SHv0E0bw1mQe4XM965R1jQp96T20CHXt7eyoWi5H5TXs0vksw5cmTJzEfjB9nFdzrNo7/7/f7oU8hO0ejUVRVFwoFra6uanNzU6urq5qZmdGbb76pfr8fmd3obNaOdyCpizbG+CbMofshYGnH7eg/Ko5SIoR3cV/ok74+LT9YGuMT96PwjUi0Auuk/pPb4TRgOoncc6zBfvD97DaN/YfdR09QccdnGQ8VtFRG0QqQsfsexMaDrdAV+MjIA3san4q/4c9fXl7GfkAenRTHfntFLMGUwWAQQRCwK3hwe3tbt2/fjhbVBEYYt/uXBK9ok+fn8p2cnMT6OMfBXnYdmWJHqsY8OEYXg8PDw7BDcALHx8dhWzxhyG0tz0UvEriBE2DNHfM7geXy6XjPA7auv1ZWVjQzM6Nut6vt7e34PEkAdAwBq6dBByfkkDVsuMutk5ZSNvDhnBLXJMzl8+/6z8fh1QlUVfrvHcdil6+uriJpDd6KAB0EIu8IzvYkpE/q+jR0oMs7P+wF11EecJPG2ML3H3qhUBhXYqQkszTGLawxegS5w+dEBpEV5NbJ4eFwGJX/7l+k5xt50M99IQ8IpSS7+4Ps5ZQIR2en8uqtkf19/f25H5d/zm2xv4MnGTFX6DzsFfjKAyP8OMbgeb6nmW/W7upqfNaUB2Y88OJ7Dmzi2JD9CmZL/WwPOqXBBvg67sNnPmrNGJtfzs2C16ampjKBER9P+uO8BAkQvLMnH7mcsVcYn3MCvqek7Fk+zL2f58Ne9H3sSQqp3+z39vlJL7cpBFom7dOPc33fAyMPHz7Uv/gX/0I///M/r7//9/++vvKVr+hv/+2/rZmZGf3cz/2c9vb2JElra2uZ762trcXf0uuf/JN/on/0j/7R7/ncXC4XRh3F5uQb2VI4SSwoGdUYEBbNo3gYdifoJYWzx+YhSx8nU1KGmCWTb3V1NQ7Kwklhs05NTUUWANFSaUwoU9nih+nxTL5zdXUVz6pUKplqBowlf6dnMGcHQFrhuJZKJZVKJS0tLSmXy2l7e1u5XC7mkCwZBJbWDm6YcGKlcb9RNiAEYj4/ruLg0CsH5B5Z97VljfwwIxw8X0vmig1HxBgQNj09HSCDdb64uIhAz3A41NraWhxKTasgQDvtOvb392NjA9LW1tYiC8pbeKCMkIOjo6NMJjXKBeeazJhmsxkZsCgaz0hMD7cks296elpPnz4Nw4wixfms1WpqtVra2dnR/fv3Q46Wl5dVr9ejtNvJYHekUERuZFNFhyImeOjjd+Pr6+tkB0oSgwlwZ00BNBcXF/r617+eKdv9JK4fhP6TPloHssdpbyZJ+/v7+t3f/V09evQo2sJJ10ER2racnJyoUCjo+Pg4jMjh4aEajYa++93v6vDwUO12Wzdv3lS5XNadO3cyoI99yBp69hPr7cFI1hHAiIw6kAdQOAkPEHOnDyMNEZVmFzgYlrKVJ+iZtCe0P5sMZsbGu2IfHCCTMb2wsKBnz55pb28vMsS9HBfHEl3rBGGr1YogKy0P0KG0yaJ1RLvdzmT0es92aUz2Yy/S/cecp0CZ+UP3O7gioA8R6XsTneROBjbTD7qXFFnNx8fHmpqa0vLyssrlspaXl0MXeZYUJI6DMycuAdIenPArBUTIKnPggN3BtWcQprrMbQzfc7l0uXH9xn19bA4qndQjyYBWIbQuoh2QJ2fkctctLyHsnRj5tK5PEwOiV/L5fJD2Xn0JwU3r0mKxGLLOGXBHR0ex1icnJ6EDsLkcuEumZrFY1OrqqlZWVkIP5/N51et15fN5/dZv/ZYeP36shw8famNjQ7VaTW+99ZbW1tZ0+/btOL9kZ2dHV1dXEdCQpPfeey90OCTd2dmZKpWK3nrrLW1ubmphYSFwx8zMjF555RUtLS1F27D79++r2Wxm8CR6XFKGhPZAB/uRNpkEaKjAubq6bj/KvfjxKkX0MfrJ9Q57gLVjzTzTDKLCHTN0mbfLAL/iWPt5BPwwdn9HdCMV3uBn8J+3fCRQiX5AryAbrVYr5IsKD/RjuVzOkAHSGH8NBgPVarWYU299QYCLdlPHx8c6PT3V7u5uyAKtKh8/fhxEc5oxyzqnARnW2R1sKoNrtVrYYMbUaDSidWw+fx1c/4mf+AktLi7qc5/7XLTOffbsma6urqJ9L3YQH4Yx4TfRysxbL4DN8VnYwyRyQWxDLrld9kzh78Uh/n5dn5YOlMakObiMfQ42dmLafZ2Li4vM9/hZWFjIJGHlcrnwAVKfSxq3LxsOh0H2SuOEP9o47+zsZM5t84QyKvVLpZJWVlYyJLHjQRJCwGcQjMgt7+TnGXpCSkrqOBnoWcZ83/HR/fv39eTJk2hj2Gw249wmnvPtb39bnU4n4w8S3KDNI/sLXUTAxEk7/EYPaKPH0FkejATfeGALPAihd3V1pdXV1YwvT0DUCdnLy8vwyalOnZ2dVbPZjOAKcoP9pVq83W7HeCclwjC2NLjtpBbBHBK3NjY2tLa2plKpFOsHrn7vvfc0NzcX5x/R1oxkRAJa3gIVXYHN4ff+X68e4l0JcrHHnGtiD7E3wOP4EKx16tc6pwGecf11cXGhvb29SFxE3tnH+Bbci0Dzp4EHPw0diNyzvo53PFPdk6pYC/Y3egZyGHyQJh3xtzQhS1L4mQRyfM+B4RmLlK0SIkDiCcjO6bhf4e/I3na/x4l695F4F6/wch/ZMYPbUDgfgnf+LLAeY/J97n4c90jfH5yADzQajQIreAIM2Mr9LsYGzkCHYyNYW/bq1dVV6GPahcEjof/Sylf2OgF79ii6GF0Jt+BjA18hB2BZsKOvHzqHMcOL+efcdqNzqtVqzCktv51Tc/nhfdyv9f3g6+X6BZ3liScepGIu+Ft6JARyOxqNYo1Tvgc9xthdNuCcXCf6Pfi+J834nH3c6/seGBkOh/rSl76kX/7lX5YkfeELX9A777yjf/kv/6V+7ud+7g90z1/4hV/Qz//8z8f/dzod3bx580Ofc0OaRsykMWBkg3k5lpdjeiaZGzBpnCGDEKBQUSwpketjcDIJh0AaR1T5bGqcfW49U57LCR7fdIwPR4IAhoNaMsAg1F050iqG3tIoUs8WwTkCXOM0YywYM0ROGqV15cn7O2HE79hsvtGdbEche/aMk7fMZ5pJ5VkBvk6sA84nmfAE3xgfzjhVOwQ/IFRw9umNDMAmiIYSI5jmznhK9DKXBHCYZ7KVkBGfN2TWlUS6ZwgMSYpzPYjwlkqlaLFFYJFgoBtBNwKeGeBzjVFknP5v5pnxOyjxd3BinHv4+kJ0D4fDAO6f5PWD0H/S760Dc7lcnEMDKfHOO+/o7OxM5XI55LLb7QZ550FgiHz6+BIInJmZUbVajf7PgDzXqchhqjM/6nKyzB1S3oP/+h70//e/+/c8kyWVfwcDDppc/7he5/u8m5PX/iz0FPdz/cdcuMMjjR0s10PoTva/G/jz8/PIHCyXywE0GBPEAOPj/bEDHjT6/dbF1ye1cx4AwL44wYIu9f/iRPJc2jn6nFNp4kCWe0xyGB1UIx+pU+LznQZrXWYmyWqameKfcVn0d+dK58Rl0GXSM4r8vlwOIN1R9vZ0zB34YzQaZ3an7/pJX58mBnQnNR1T6sjhgCGrtNA8ODiI77CHIGH93hAX2EgIJp5BMBTSfHt7O6pHwU+QRSSvIB88++joKMhi5KRYLKparWp1dTUSXCDbHVtxaDwVbF6FljoWjNcDqJICq3gA0lsZoP+8/QRzA7YCn6CnnLTzPex60fcNeMLnnT3BfiPT298LIgKCIpfLBTmIvkSfSONAK9/lOf538B4400lYx5s8M80O96Cr+wneEsHv75mNVBEhq91uV8+ePdPq6qrm5uZULBYDC1D5vrq6GmvgwfiUGE5JHScKwLG+j1qtlg4ODrSzs6N+v69yuax6va5qtZrZBy5TbvulcUUOckX7JA++e7atywvfwa9w+WGcfO97cYi/X9enqQNT+4iPwZ5Erpgjt/2+79yX8L+7jUsTB1K85gE4329pgBTSBfkkWMCeACOlAQzXJ14xiLw6KZTa5VTH4HfwXX7HnLHfnSAbDAaq1+saDK4rYCCj8BNJ4MI/hETyPZHiTp7vPqC3o2ZczjVA9k3KJOee7HtsBfsFn44ASy6XC4KP8/B4znA4zCRQotMg8RgzARuvysRvTjE3cpLqJtY55UfAlPg2Kbby+cKXhmxDz7p8TrKHqc+Rytsk7MnznXfxuU/J0pRvSHmJ9PfIJ2eIEvRL7Q8/3Mdt2Cd5fRo68KM4pdRf/L1+5/wOOgtZ98RoD4xIHz58mnGAk/CzJ3E0PgbvtMB9XXf5vvd7uJy4DPt9+J3rB+6X+nOprPJsv1ym0/2Q2gbmEX3hFYQpaZ6um+vJ1If0sUjjYKuPyfVXij15Pj8+buwKGFcaJ5i4b5z6iZP8aceTqU1KdaE05jL5/SS944ED58s8cc+DKh81r7yPB3v8vVLbyPe8KoT3cRlxPeZ7hfVyzOz6OMWq6X0nzS/yTFWQB7W+Vx34fQ+MbGxs6O2338787q233tK/+3f/TpK0vr4u6Tqrmd60/P/nP//5iff8OIdHjUbj8qIUDEnKCDIl/bS+wtCT5YoT4eeVQFh7GTxKlHsTgRwOh+GY+MJ6+ZNXlnhkWBpn3C4vL4dA4oC5o4Dwe7Yt98FhPj8/1+HhoY6Pj+N8CfoUX15e6vDwUPl8Pnpz0qt6NBpFFcHS0pI6nY76/b4ODw9D0VPa3Gg0tLOzo93d3VB2lPL7YTvuMPkGx3H0bAo3QoVCQUtLS3HgGA62bzKCUl7NkBKUruhRACi/4XAYWduAPxT4cDjUzs6ORqNrIvL27dtBeKDgK5WKCoWCjo6Oohc3AYVSqaRKpaL19XUdHR0pn7/OBmw2m9EvvFAY9+h3xQ1wpa0C7bUwMjiiyL2X/QHI/KDnRqMR84RBoBqo0Whof38/SqhLpZJu3boVWTeATHrfk2nPXnJHlb2RBuo4OFYaG1Vay52cnGRkgHf0c3hcOTrxynxNT0/HIbe0Lfkkrx+E/pM+WgcClB8+fKirqyv923/7b7W7u6vnz5/rh37oh/TH/tgf0+XlpY6Pj/Xw4UO98cYbunHjRmSFLiwsaHt7WwcHB/rWt74VWa6bm5txqG6hUAhyDqcPAgaHA72EzkyDVqmjncpGahjRAb72kjJ6d3p6OjLpvNQ4BbM8fzAYZA4p9IwMKsD4vGfeME7kFn1FlRnPbzabceCwv7OD0GazqZmZmcik5Xe8B61RhsNhtGGgXcnKyopyuZyePn0aAPH4+Dj2PCDKqy6YO9d3kwh8bIcHInkvvk/A0TNQvWTcEwPI6PHnUF1HRjk6j/Me0HvoXSdC0B/IGZlbZIZxoT8nOTTYjY8i3QBVgDmyTjzLCNlz+WWOcbo98OEygF1Ks4YcfA4Gg7BhyBYVDxAsyOjq6mro4r29Pb3//vuZlluf1vVpYEDWjrkl6xwZJnNSutYhHPa6srISbS13dna0v7+v+/fvh5MBBrpz507MOw5CuVzW+vq61tfXdfv27Qx2Qo7AceAr9vzz58+j7dDz58+DECb4RYVHr9eLvUeLwjfeeEPlclm1Wk0HBwdx8DaZqQ8fPtTp6akePXoU5BDfdUcBcotKB/4+Go0iQ9GJeOaTLO/z8/PQK2A+Kkuwx6VSKQKfBHH5ofUtGJaMXklBdnuQzzMpCajyzhwaje5Bn0DOHRwcxF6+uLiI1ivShxOOnPAbDoeRKED7JtZienpa9XpdvV4vE4xFr1xeXkYVEK21aDEpjQkPd+TQ/wTPICmR44WFhZCjRqOhBw8e6Id/+Id1+/Zt/dk/+2fV6/X05MkT/dqv/Zq2t7f1yiuvaGVlRRsbG3r06FGc/Qd2coeWd/aqXdeL6Cz8lqdPn+ry8lKf+cxndOvWLd29e1dra2txzhk6jzkmIQMcQXUR/202mzo+Pg6fq1arRZvUNBuTwJPjC/ZPLpcLeWBeP+nr0/KDJcX5ZMwJ8zs3N6d6vR5tijqdzof8DCmbWOE2zgOd6DjkaGpqKvb9JHLQyUr8gOXl5bgHSXn4UfgV6HRsqAcwXDYhw1NSR/pwxai34fIfMKA/H70ojZO5IPHRZ1TjU2VPpefU1FRUNklSu92O5EKqjJ3gcr/NMdvV1ZUODw/jzKZcLhdVGrw3LQzB9eAj8MrMzEymMnA4HGYwF10P8N9YO3Rfu92OOfAgETqDoC3YkDZirlsdSxHA8WACvr23eJtEvPo5K7wjmHl1dTUSHDhLtVwu6/z8XO12O/QvsoD+Rb49wOZBvdFofEg6ckeiqfsDtLSCK/BgiuNux+d+ZmcaNHGMiI1sNBpx8L0Tqa6/2Wu045ydndX9+/d/X93x/bw+DR3orSidiOfH50saJ0Dw93w+HxWIfh8/7FnKJjC7bPL/HkBtt9uZACPySgKvlD3rplQqxV5Izwh1OcF2s3/ACozF9cekYAPf5ffYytRP57nue0tj/4/7u01wbsZ9ezBitVqN1nfMO8/0qlEPUuAP4ae778SeBAuyBu5bedLPaHRdZcY64YdiH+AwqDIEK+On8yxPMHUZZcxpO2lPEkgT5KRxMhWfRc+id7mf2y+vTAMXU3VJIjlz6biOtfL1I6DvrfewFVTlOUb2zhIeIEyxgvMOHozBHnhFjftuvLfrTZ6bBu14FzgL1gl+39fo97u+74GRH//xH9d7772X+d3777+v27dvS7o+fGl9fV3//b//91B+nU5Hv/3bv62/8Tf+xh/q2WQn+CQ6IHNjKymjMAHcABTPLGChvQWD9OHoqWfjYURx1AHxg8EghJtNTHYD46vX69FzmmCAt0WRroWV1hAOgAmyoIQvLi50eHioZrMZ74ITPhqNtLKyEk4bWY8AR8AOpadkpLqim5m5PhCNbHWUY6vVCjICgccJdoOeAhBpTHr5fAJm0ii0dL0RqXrAgKHY2JQO0BxoOUBxwMim5sC/brers7MzNZtNrayshDxwb1qZAEwg+2m1wX+9HyvyVK/XQxHhACN73BsCwMlIZJhAG3PnxilVzjghq6urYShowXZwcBAtDTho1kv7+LxHtpknN5J8juARYxoOh0Go4Oxz33RtuFIDyL1SA+33xMCXSqXI2vmkrk9a/11cXOjo6Ehf+9rX9OTJE+3u7mowGAQhsri4qP39/dAvR0dHury81NbWVhhBet8T9KpUKuFIQF6lxLSvC84FAApZ8IBAqrs8q8MDGNzbSX138tFLfM6Dq2kwBJlCp7shBbRhZH383Ef6sGPPZzh8E9Kw0+lEKT77FYfY38ttCgDFgxFkgqEDZmZmtLGxoZs3b2p1dVWDwUBPnjwJmwFIdAfOyQnXl75u6A3XI4AQ1sgz7Ziv8/PzCLBPIh+4HPjxrqwBpB/fpbVGSnQxfg9ep1WZ/uxJwTUHYnyOuXXg7uuMo+F6D/3Cfb26jzG40+Ky/lFOPt+RxucIMN+Qe+AE9gt2zskL1ow2Cp92YOTTwIC0m6pUKhkHS9KHHAHsIHuG9YEolBQOEbIB4YEDyXfZo2C8VqsV5BXP5tyxe/fu6ebNm5qbm1On01Gz2dTh4WH02udZjJHAzdzcXFScEqzO5a4PhkdfkIgCgUbVqqTo2ez97R2HsKccz7q+TN/bdSRYkdJ9cF8ul4vkCd8Pjs/dYeSi8sQzhKVxi8OLiwudnp7GurFv3H64PkcPQT65vWFPuVz43zwLzwOe2Df2JTqRtkGQ+cViUQsLC+FUghcZG9gK0svnyPErOGtxcTGeSQuIcrkcgY87d+7o4uJC1WpV7733ni4vx+czlMtlbWxsRDAJMpULv8TnEgISsgm/Asfz5ORER0dHOjg4UKlU0r179yK5jPnC0U2DaMw9bT6pVIWYRscxh5Psu8uGE1P8ThpnLH7S16flB3tQA9n0dUWveVKZB5CwVz63npwAUePVC5PIRvwqJ6HRExAWTpywF7y1C5dXGvjv0elu61PfwauvnDSZJBOOE5BT5Id35XPYFkgwT6pYWFiIZDdawYHtBoNB5lBy3oNxQfDzg46F2CkWi9Ge230rJ1Yd03iCilf5IQOOV0jyc2yK3EBgdbvdOItyaWkp/gbWxo6RrCcp5sXv5+Qtc+D4yMlmJ5Idi0/a7/ja09PTGblnPUmaQBcj1+nfHcuxPug070bB2FP58bH5eFMSz/3VlFh0++XBOBI5Urvn+wHuolqtRrvNTzow8mnoQOclsEXoFp8v7In7ttKHq1L5fye23TfgO5P0pGMJdCZYg32ZypkH2kiU9bXGL0v9rhRf+e+4/B09EcRtq6SMTuXzcE7sY7+/Yzj0vH/G7Tl70wNRjvfQ857cwu8hyz0gxH5zv5oLHcbeSW0HeBKOzNvWOb/p74deYQ869+pBNp7xe2EPgljoR8fVjg2RL+czXI+wrp4E4fjcW0AyvyneYywk5ZE0k3LorreZI0+qdB8GrMuF/Pgcuz/ggSC+D/71z3M594Pcuq51ftff4eNc3/fAyN/9u39XP/ZjP6Zf/uVf1l/6S39JX/7yl/Wrv/qr+tVf/VVJ1y/3d/7O39E//sf/WK+99pru3r2rX/zFX9Tm5qb+wl/4C3/g57K4LmBOqPhiOEjk84AWKkU8YiZlDzvzrBUn+NjwTh4CiHB8POpHIIMSO4RjfX09+qtK2UMgnRR0BwtnDXKEjAI/8LNYLEaGOWN54403onqA90YZEBjBkaf/PRsRxVGr1dRsNnVwcBDKhuwYsuFQiIzTlZkr3DQ4xTpCCGE0UiIwPRjcI9ysmRsmfiDn2exkGaLIq9VqKBFAPYd6O3ECOULWycnJiU5PTwMYz8zMRCstAj78bm1tLVqFIQ/IEAAcpwFg60oUcI6cE1xxcoF3hyTY2NiIOX/y5Ekcts264FBjvBiDGx/WgjVEpvkOxCrEAPLAPPr5PimRyMW7spbcz0lFDwpy/3z+ugrqow6o/EFdn7T+I/D51a9+VbOzs+r1elpZWdHbb78dhALBqELhuqLp6OgossoWFhaiUmhhYSECddvb22o2m6GDCDhiYHkX1hk59cAI+xOZgERzoJUCzNSQuWx45iL6j8uBAHscsEJvXzfmDqR8T+FcousdkPLOhcJ1H81SqaRer6ezs7M43NjJB/oyu47xgCf3BQgMh8PQzefn50Fmbm5u6pVXXtHa2pouLy/1wQcfRKZ4p9OJoGzqUKYBAQffZFF41oqDOidoXR9S2YWdY/+njqoTkK7TcZodFHNuytXVVSZbizGgUz1IjKPjRIb/uI5KP+PkAOsJSPRAhn/HnWNJmR6ofNb1lDvd/B05cJl3rEIiAbJG6yMPdtAah3liH0HWYHdYg+8FDH6/rk8DA56cnKjdbkc1m9s8xxVO+KREDAkoVDMQkGC/p8AeWSEBgNYjBC6ka+zWbDY1Nzen119/XWtraxoOh/rmN7+po6Mj7e3tZapFIEuw0ysrK1pYWIiq0/n5eVUqFfV6PR0cHEQgARne29tTu92O4BoEOtXMBDmZJ4JtyG8asGO9BoNBBsvg7NLaDdKs0WiETa/X6yqXyxmSwZ1w1gesw5o5Zk+DxrSQchyaOkvewgpdzvs7QYFsQDA6wcUa/F6BEa9Eotoln7/OOK1Wq6rX65IU1RWMlT3rVSHYTw/Uuc0Bi/vZJYuLi6rX61pbW9Pm5qZu3bqlXC6n9fV1feUrX1Gv14uKssXFRW1ubmppaUkXF9cHKx8eHsbzqfpE305NjdsA4Z8QGGFuqPbY39/X0tKSpPGhy+g1qirJnMdGQyqQGbu3txcBFGTL8Tzj9CxxJ65S++Of+b3IiR/U9Wn5wdKYIMVnwffEfnpgVxoHj0i+YnzohxT7zMzMREvlNDDCc9w3xk9kn3hGsdvH4XAYwTpfO19n90f8PozLMaQHRggGensj5womYSYPpqLjvEqDjGfHrMg3Vf2bm5vBKzCmxcXFjFyis1gTT9LAv8cOVavV8IPZL84N8E7gY9eFTgL62T/IALiVOWIcjPvs7Cw6TJBcNxwOdXR0lKnowl6yZv4+Hhjhuf4Mlz3/N4mq3M8DEE5IY+sWFhYi4YC/oT/B+i73/N2rW3x98CH4HHgwfSf/LnLlQRT+5j4rnTQcL+OruL/Cejop65fbLSpV19bWdO/ePRWLRf3X//pf/6Aq5Q90fRo6kLmCz6pUKqEzqJRkn7JXneD1pGfkwX0h513cL3V55O/I2HA4DB2MDoLv88+5TpiamsokYfu5FU6aOxZl3Cmf5mNyct1/zw96zIMvyDq+ngcZUpnnHqnsOr/oPhz3A/f4vnCfbDQaRZtC5s6Djayj6xLGyX5yHc9z0GvoRE8a8PWTlKmKS+2cJ7an3F2KT90PdU7Dfwh+8xxsNzLo+iYNnKCrqIqGI2RtkWmv5uC76VmszrEwfuaCd2Wt2BPO/fj4eDfvxuF22HkX5Nyf60EQvz/z5DY2tedeNfVxru97YOSP/JE/on//7/+9fuEXfkG/9Eu/pLt37+pXfuVX9Ff+yl+Jz/y9v/f31O/39df/+l9Xq9XST/zET+i//Jf/8qEM2z/MhTIkA8KF1zNGMbYOxH3DuYHkyufz0VqIIABES5oF4IAPooO2XRwKhmPMBoAwbrVaUTFSLBYzDoeUzbJA4NgYEHa04VhYWNCrr74aG6XZbOrs7Exra2vh5PihRjiTOOQPHjyIjErmzclQvktgBkXLfJ+fn+vg4OBDhsmjycw1ASYCIxgw5t2VP98nM8AzoZwASZ0kB30O6i4vLyNaz8HjBKA4qH5/f1/FYlHLy8vxLEgDWkX1+30dHBzo8vJSpVIpyqs/85nP6Pj4WA8ePAin5c6dO1GdAeEIcdFsNuN8mKdPnwZ5I11HnCH+cWKdAPLsunK5rNnZWd2+fVv1el23bt3Szs6Ojo6O4oB52kRAdrCmHL7qIMJ7pUvZLHzPfGGNAW2np6eamZmJ/ZOSz07osCeRWScAkTsUovfgddkgOPRJXZ+0/mO9P/vZz+rVV19VtVoNA/7uu+/q+fPnUSWCs8eaXFxcaHt7W/l8Pg4zBMBwFglt1giKOtj3LJI0WOGkrGeIcAAweha9J40Db6y/pEwQDHLSS1lx9NFbEDc8A6ccp1HK9qeUFCAE54PAZjp+1odn0eqq3+/r+Pg4WlUsLS0FAKQi0MEAAAWwS7AbO8G8kIX7+uuv69VXX9Xs7Ky2trb05ptvqtFo6OrqusUCJAg6DV1EEIQ5YA+6Aw0Zgu0DQEF8+B52x50f1wlOpqSOvxOt7vADLN0WQHJjV+v1eobQcQCMDDjx6kSNZ70QEHHSms/5+KiSRC6RCzLV8/l8BF8d2OM8YIf5rpOzzFG/34+1Zn+Rhe5ZtgsLC6pUKjo4OIh2bZz3xP4jSP/mm2/q+fPnE7MJP8nr08KAEK2OsZhH9geOAbLu2AWyG1viCRCSwjbSXqrRaKjT6Wh/f1/9fj/aViCTnFeyu7urjY0N3b17N6qA3Z45ecd6Y2+Xl5c1OzsbsjMYDKJ9nqRIyNje3la73dbJyYkWFhZULBYjCOIYi3nChvJeOK/tdlv9fj/Gg6MILrm8vAxcijPker9QKEQbGZJGaGcCFvRAoDv6aVUwa4Xe8UQQ5gxsAp7gOwQEut1uBpN7ezz2Hq2+sKVUU/D+1WpVkuJvV1dX0Y9/enpaW1tbqlQqqtVqQcZIY9vlGYEQB8wZvwNLeWXFJMJVGgd7Gdv5+bn29vb0P/7H/wjs9fz5czWbTe3v76vb7ero6Ejr6+sqlUp67bXXtLy8rEKhoO3tbTUaDbXbbRUKhcwh8TjJHqR2ko/P9Hq9qPxwPAeBCiZGL9PK2B1oKpg8ME7bXpcRJwzRc5ytwjMhDyRF9XO1WlWr1foD65bv9fo0/WBsGnJ6cnIS83N4eBgBVvd/PJkEvMW8o3doD+1JJxBLJE+ga8AF2CqIebAFPqpX2iNrHhjD33X7zb5DD7CPPXDp7+N+KfYfzCSNz4qSFDhJGttu9IzrDeZmfn5eu7u7khT7eHZ2VoeHh4FPIPp4l7SazYk45xu8JQzZ/2SR+9p69Q7+IOvrpCsHSHs7Ft7f37Pf78d4wDyQqiQPnp2dRXYxfh0Z3dhhkmCQPcbDOzEH8APuv6d73Ym9lJR2205Aym0GxKm3ecTfRhe53kqxqpN0+MXc08k3T7hx8tozt52fQY96Bjhz4gFq5u/k5CT8G+TYcR64em1tTbVaTZ/5zGdUq9W0srLyifvB0qejA+GrWAN8O/xBT7Zibfg788iceuDLqyiQQ+wx857L5cJH5T74GOA5kpdZx06nE+vsuIbxOseCLmFcv19bRWTJP8dek8YtDUmMnpmZiU4RHhRgXibNl2MUadwhh99hO5xEZ7+5bsK/x5bATxKo5/2xD+xDdAZBJCrW+Dx4kPVzDoCxdzqd+N7S0pKKxWImaMy7S+MuQym/BNaDn0B+eCZ72N/H+WV0hOMd7CiyxLx6Nw7ewbvISON2ZM6juW1xH5l1QybcRji3gC5irdBx3oIcmcef8qCX40ovIOCZHmDE1/DAh/NP2G7nw/G7/V74Jdj/j3t93wMjkvSzP/uz+tmf/dmP/Hsul9Mv/dIv6Zd+6Ze+r891IoZJBCizQQBnOG6QRx7tQ3mmlR/S+IBKbz/APTG8UraE28eFkCD4pVIpFtuzbMgMQBG6s8F4uRcbxIXHQQqCuLS0FJUAo9FIzWYzhNczeLgvJCoOm290d4gZpweTfE49M485cIcdpeDBLAfXHsTiv/45SD1XZmm00hUUxo2LiLErawwZ95ufn4/Me0rVPAuaTTk3NxcKBWeh2+3GGtRqtXBQvORtamoqyqSLxaLq9boKhYKazaZarZbm5uZ0fHwcfWCRaZeTVHkwJozswsJCnB0CWUQAbTQaqVQqRQ9rlCMkEQ67zz9XSsAxxxgNH5c7BCl5mhIsrBmG1fcya8qeSSPCbjg+6euT1H84KZVKRTdu3FC9Xo/gKjLoBgrD5M7waHSdxeYVUDh5XuXlTovrn0kgKg0ss35S9sBX/47rTJcvLnQRAQV+VygUYl/wTtyP+WbMgE4fh4+RsXuwhnu4bgGEkcWM00gvf/Qj8+fzxT1cHvy+/A2ilRY6OJqrq6sqlUpB8rl94724r/+k+4ExolfRw+4IYB/TNfU5TNfdHYX0PdP398+jF1x/kNDgts7nzNfX35v/TtIJPCMNHqQglXHxefQuuh/Z8wC8P8vHmAaLcOjZc+gwJ4N5Jwd7KeAEJEJ8ELD+tK9PGgOigzxgII11lWMbx0oetPc1ZK290pfvoAdZD+wv1Rw8t9lsRjbt1NSUSqVSVEo4noN0kxTZ/VQ48B0cBci+1OnrdDqBJ8Aa2E1/V547yTYzPy5bnsHFGF3Hur72JBWCicwT+wiZ9jn3NfJgrn8PzD4cDuP+2DLmnUoZxjE3N5fBdoyT9QO/+Tuy/m6bPLnKST6cdCdVCb6QHQ8RQeDMbZGTVa4vnQR2eXUZdbt7eXmpXq+n58+fx9y1Wq3IzgejU4UIiVCr1dRoNIL09LV3Etn3g+tIsLtXvnt7CubWyW9fNyf4PDuX53nrNPa4z5cTLJPwAu9DsPGTDIxIn54fnNojJ2UIRqT2z9ee/0/xuQfG0rXi3+wXJ714lmMFJ3VS8s19hRQ/pvZ6Eu5M7+fEnWMZx1rYB/Sm4z/8zELh+tyv1PehyheiiPEyFucdmC/+jl51bMzl1Y704scOeOa3j4U9BTb04ALchncTkMa4m/eHvHNc6ZiQan/PInfyn/d1n15SJpEqlS1PUvE5Sdd+OBzGPKfzld6H9XPy1QnSVD6ZSyd/WStPMnS/h995cAW7xcXczM7Ohj92enqaCT5zD/et2IP+bm4XUnzL+3prdBIHwEWf9PVJ60C3S6yv+5dc7tdJ2QQq5taTAVgb32/cw/0dLv9u+nzuDa/GM/1+rgd5D9cZKSZLeZTUt5HGpDX+RYr9fE9yTdLBKSnvMu96k/eapPsZa+ozgVXAK66n+KzvO8cYuVw28Sa1Ncwr7+V7Cy6NYEv6rlzpnPr90/UBH6bzmvrlk8bjOoa/o7PS4BMy49VOcDb8jd+7nLie4fe+ni7D0thGpvY5fX9/n1Q/p7aYe4AD3fdwrDvJp3ffPL2ffz/F9h/n+oEERj6NyyfJjbKkyFrDuAB0WDivSEAYRqNRHHhNpcRoNApS2ZUdh26SGUVkH6fIK1Ty+XxkWywuLurGjRuRwQgRfXBwoH6/r1arpXw+HwS9R9ncgfPsGISz1+spl8upXC6rUqmoVCppc3MzehK3Wi3t7u7qq1/9qubm5rS1taXV1VVVq1XlcrlMphz9f8/OzqLygDENBgPt7OxEhl2lUtFgMIhsX4AyxBtrBelKRQBkgBsvd3p4dzLQqOogqu6Age96tqODeRQWm5c1cmUOAcVhkMjC3NycGo1G5gBQzmXgMD0MKNmXZ2dnunPnTgTCpqen1el0dHR0pLOzM+3u7mpubi4y/peXl/X666+rXC7HGMgIBYDhhLbbbQ0GgzhgbX5+PlpV5fP5cCw9M+Ds7Ez379/Xd7/7Xe3u7urq6kqVSkW3b98OJbW9vZ2J3tN+q1QqaXV1NcB12k+dbFnm1veAkyCu+D3S60oS2SbINzU1PoidjH5X9mSY4eh/2r32P4nr9PRUT58+1ezsrDY2NqJK7NGjR5G1xT5l/5bLZT1+/DiyN+7du6f19fXIRGYN2TdktgDu0XfSuJrCSVwuz7LyQCh72jPpcBL4PPvQnRpkgrEA/CVpe3s7wCv6nXMBPMuPcSObAIoUUKYyzFhxPgmGNBoNDYdDVSoV1et1LS8vR3uFZrOpQiF7mB4BzFwuF2Pn+VdXV5kquVKppI2NjUwWUqVS0RtvvKF33303Dnsnu4O94+Qg+8NJANYJfcwznQTkPT3YAknsZb7uFPBubu9836dZoK6PHXB5IKjX6+nw8DCTaZKefcQ9CbwzNgeThcK4XebKyopGo3HyAZhAurYbtMLxbJ3j4+MPATInJl1mkWF0HHPvVaScieGkCzbKe/qfnJyo0+nE78AJ5+fnYUuwXXNzc1pbW8uQES/LhQ0Gd7g8gRnItkWuWetGo6Futxvyy7kQTvbxXyeLIYimpq4P2S2Xy3r77bcjseDLX/6ynjx5okKhEFnre3t7Ojo6iiyrUqkUFaPeNpPEkOXl5Rgz5/BAPPX7fR0eHkb1Ee1NSCiZ1DYGHeEON/uGv/s+hRDiM+AssBi6AGebBAxwFXiOe4GRqcoYjUaZgAFE3tzcXGa+3UFzRwh7tLa2FlmYpVJJ5XJZm5ubarVaGULc39MrTJkPxkqmJjLhRCq6C0KfwNjTp081Pz+vcrmsVqulw8NDffDBBzGuWq2mpaUlbWxsROINTjlOLNna6EHmHxyHXvEK616vp5OTk6gePD8/1+PHj9XtdlWr1cJOXl5e6ujoSMvLy5qamtLdu3fDz+G9qEAhcYLLycGpqSmVy+UMkdzpdPTgwQM9efJEOzs7Ib8kCzjZgHyVSqWMvoMQIdudZ3lClq8VbXvAFsxlSk7cvHlT9XpdT548+T5rnf/3LrAxuIa9QCvbvb29qCqjMpL59mRAJ3Ugxn3+IXjTCh7uwTqDwcmUxtY6cem2CllEHqRx2w7/LOvrSVH8PwFAWhVjR52EAYs56Y/Mohcg/Kn4n5+f1+PHjyVlOQXktFqthv8PtnO8iP7C3nsQBoxO4MWJPZIaIdbTwE+xWIwznsAi7BECFTwDTMK7p+2hpLEO8sPh8TNzuevOCfjFdBmYnZ2N8z1OT0+1s7PzISyN7iUzWlK8N50JsEe+Jk7goacmBfmdsMNG4bPwDDAnfiTP80SVWq0Wa9ftdsN/4XPYV9ePYAvIVeQNfIfMt9tttVot7e3taX19XWtra4G5CZbwLswP+5Exoi+dCJTGxKUHetADKeH9ol4eyHOeR8q2RsJOON+Dn+ekrssL88p98Acdb7JH8Hs8OcWTBKiWz+Vy0VVAyiZhTyLU08RU9Cx7xBOiudj34Eb8ZN4PjorWzyR6IPfcw8lzAgmeXMl3kPc02QgfCMzm/pNj3GazqXa7HX4N78444B/BmugeP1cv9QFcz6J7fd+gl+gARLtWjjSYn5/PJAq7XHgwyPdkarfQB8xJmjjEWvoY3R6DyT1JCvtMEg462W0ofDAXuMyxe4qZeD90K9jdg40k/3S7XZ2cnAQvS8WNYwfsjQdcWF/HcB6UYX7cP/AgIry9B3f4t7dhc53wca8XJjDC5QaVC4F0Ag9nxIXByxZRJE6w5PP5IKlYVMgKBEcaO9BsemkckR6NRgF+cA6mp6/7QbJ59vf31Ww29e6772ZKVDG6KVmIsXTDOhhcl9otLS3pzTff1I0bN+LA5Wq1quPjY52enurJkydaWFjQ5uamqtWqFhcXMweBOlEqfbgnHAqSDeQtXVLgy+8KhUKAKEqyvIeoRzBZMzYPARnWgu+y8XwNKKeE4HWDx+YD3BOc4dkEF9xgeQQXApI1W1hYCPIOkgOl1O124zwA7xs5NXVdAogSRdnQsovxLy4uam1tTRsbG5nDC+nLzzu4PHAgNM47zgrAut/vZ86+kbKtZVBmEIeXl5fRg9GNJIQIUWwcFSeVyS4C5CNH7vSnWVrsW59viAHWPI0Gp4DhZSEImcOTkxP1ej212+0g4qXxPNID/erqKgA/gS2PqPt+43d+KJeDRNaAdfJsKQyoZwm4s+d7EkcDfct303ccDodBclar1dDT7mymmQQ+VgeaPmbkiO85IZhmTuBYuuNeKpUywAEnib3nGWcpie6EWwqsPBDvAWsywbwqjPdkT/sceOYN8+tz68AFkJjOHfbSSUR3Mty+8reUdGUs3IM54LseaOHAUYge5FtSVFp6QAOZ83fj32Tqj0aj0Lmus9xpL5VK0bbi8vJSjUYj9An7gLG7rXK7wrNZH5d/JwzAKw5Gfc4AvQB9gtuMn8oWQDQtcl4GvecXNqhUKsX+ZZ6Z33w+H+QcyQJk4vqeT1tkpIQ8SS+eKY+uLZfLGo1GarVaarfbOj8/18rKShxGu7u7q/39/bCrONiSom89B60TKPagCLadxBmCZowPuQTPerAN/eFJIZLCNnuLFXeA2I84X5eXl1peXtby8rJu376tQqGgVqulZ8+e6fnz57FffSwcqj0cjnuzc190jP/eK3TAvQSawYrgNEmBW6+urqIFLOfDYesuLi6i1ZrrsDSzURoHi30/S2NdzftBukGozM/P6/bt21pdXY0zPhqNhra3tzUajdRoNAIv1mq1TGAU3er+B+vqDjayLI0Ppcc+uZ2DiENXSNkKqunp8Rl6u7u7yuVy4R9ABF5dXUUlkpMTtKAZDq9bUczOzurhw4fa29tTp9OJhCTHeW5nwfKQsMgu9hI8x5zz3vwen8tJIQ/+u35OE65e9MttDKQOxBFdAmgxNxqNVC6XJWWrRByXIVvuY/g+cV8QWWPvYMsc9/Es/6/LLOvmiQn8IPdphbyP131U9B+kEbIijc/kcAzA+0oKvYmfhc4lGI4PSMIGuuDq6iqCCilx6HqX57gelMa4FALc/RgwMGdHMc/g+jQj3OfOq3z4O3Pg2IU56PV6GWzO96iI5gxK9O7FxUXmHAFwL2t4dXWV+X/puhMD/AJjSbkb1sIJVt/n4CHui7wy187zeJKmy4PfG38ajoZ3cy4onVtkx3kZD4qAX/G58/l8tJRmvnlG+o5OWnogaBKmpmLTW0Yiry/LlfqlYBm3P/zdOQTk322x2w18K+SHPeHP8fOcpHGGO3LF75ALb9EHBiLgDxZwHcfzwGsux4xRynZcSH11MMPCwkIkSnKOHdxQq9WK9v/uzzlW8kBjyt25bcZv8jMv3G/zSmgP+nnwwm0Sc5EGSaRxNTPvyz4m+OJEv/uejJ9OG+AmjjmQFEkE1Wo1eD4qwp1HY7yOs/m36xvnhJknxoIeJOnb193tinM1fAYMjw50m+PzjXx5INH1Dt/3QA2fx3/xxEJ0P2vsgX9PRJgUNHRfzfel22O/mEf+5uN2vp8xIFuT7jXpeuG0pS+0T5SfUwB4cNAmjTcI3yPr3oEWgRE3voB5P0wxl8tFRE3KHqBOJvfi4qKWlpZUqVT02muvRXRyd3dXh4eH0aMaBSWND2T1AAEAjpZN/I5zMH7kR35En/3sZ7W6uhqAilZO3W5XxWJRd+7cCYB3fHwcwkw2GmBHypLOOKeQmi58OD/uiEJqV6vVIDiZYzYsitGf48EY5pHACBUYnmFCwIrne6TRN0q/31etVgsgy7ghCY6Pj+O7rmAAxfwbpQ+x4VHRbrerdrutZrOZUQJEV9nAo9Eoo5gh6ThM7saNG7q8HPf4RtYBwk4W9Ho9NRqNMH6sAVlFrOvl5WW0z+H8D8YIgU47N8hCB1kobc7LgTRGOTEWDEexWIx1wAHG+JCtgJFy8pRsKq8ccgXO2vs6ARJfhotAGHLWarUyPZRx3HK5XMhkPp9XrVbLgEZp3EeTfSNJxWIxnoXs+fq44yaN186JX9aR8QCo0GOXl+ODA7mHyyIGn6zcpaWlyCzh3dK97jLiQMF1jJeZ83yvOnLn1p0tHA4yYLAN3J/KjUlEnweQUxDPu3t1DuQ3toYMRvYQY8cBS8nxNOjkQAkwBVjxNUBecAqYN/7uYMfH7+SCOyM4x67fnUTjLBu3tVRg9no9dTodjUajOLDSA90OQtNACc+SFAeZku3t7S+pPKjX63HI9fHxccjW0tKSCoVCphKOi/djbnHanbBjrqVsP14Hjx7AYW7BJouLi2HjPTDi1ZSuQ1+Wi7n2bDccN3cECGScnJxE6zHHJ+A5d1rYX9L1fqAnMeviAYRKpaLhcBj47eLiQq+++qrK5bKGw6GeP3+u7e3tyGxDvsGKtVot2ufRmpVz5thr6HnOMBsOhxGwS4lMsCFYxVvAStnDytM9xL14Rz+Hrlar6bXXXtMXv/hFzczMxBlLJycnajQauri4CEd7MLg+Lw8izjEez5sUGCFgQHXJwcGBZmZmooc4eAYiEuxEG5FarRbzBZY/PT2NoBO6kzmUxs4ghB34irGChSQF3vA9WiqV9Prrr4e+X15e1s7Ojkajkfb29rS/vx/ZmcgeMuvBLHQJBDE62bNBsackT5Gow7zNzs5GRSNnH7Cu7JelpaUIuILPVlZWVC6Xw/E9PDzM7DPsSLfb1enpqVqtVuh1KpvBw4yHwBr7iUpx/CMpey6kE1TYLuYZEsTPuUN+WCeCm8jG/wvtBT+pywN84CSqfvF53Gfzy0k2J/Dxp1ICjDOY8Jmk8b4gac6xllekglccWzlxTmAY/8CJddr/gpOcUGKvIEckuHkA0vW86wjkzv1RggS5XE7Hx8dB5KMLwGFkFUsKn6rVamVIUse+jgscm/GO/X4/gkmshR9uTsUH2MuT/TwojQ72loLMU+rv4UsyJ04uMb5yuRyBZz7H30jcYE34bhokwh574AGd7KQXsudzxcVcpkFisKonKfF55034cYLN9QjzjB2YZBs9oOLjwU9BDum+QHY+Gdtk6SOjTqS7nk8JfCeHITtZz8XFxfDX8PXdf3uRLw9CsM6sucs//4VLksbEf+ojefApJZGlbBDCg1bunzjpK42z9kulkiSFXiYA64S3BwPQpcip82u8w6RACmPzwMj8/Lzq9bo2Nze1tLQUGLXf7+vBgweRSOK4hPlyvDYcjpMYHL9BlOOrgjF8rtChyD++jwctnVNlXnhHPxuTucK2sZ5TU1NRtevj53Id2Ov1IjCE7sWe8B7oBO7HofDOD/oapEEe5syTbiYFRtyfSXWBV/z5fKL7XM+nspDaHQ+ae3LDpHHx3u12O3xVr8inigdby1zzvTTZmme47UrH7mvmNpRx+7vxdw+Wc18S2j7O9UIFRtgcbCycPhYaoWUynXTngrhgMai6gAjZ39+PDSmNyShpTKjjiKKc+UkJpqmpKa2srGh1dVW3bt2K8dy9e1crKyva3t6OQ88RNHdqaBXTaDRUrVb1yiuvhMB88MEHkSlFMGR1dTUEHvLv9u3bKpfLunHjRpDlKCoMOY4788HBlvzt6OgoMiRRHDdu3JCUNTZkQkIiQpx6NNLXBWeIIAJKgU0KcTYajYIwQrlDXJBN5+QchiqfzweJ5IAIo5XL5aK1GJl/rVYrNporPoC1GwPmjMOEnz9/rnq9HvOAwqGssNvthox4OzV6JF9eXobDScCD9YZowUhQ3jw/P69arRaZCA4OULxklezu7qpWq6lYLEYrGc+AgFAisxV5R0FyTz8InrVHFrz8nHUHkA8Gg8hCQv5wSNiXZMm70+yABRmVxgrxRb44h+Lw8FDf+ta31Ov1ov0QhoW1IjtlOBxqZWVFhUJBq6urQfah8yBrOFgVIwYIw+mTFH9z3cTvHFgSJPWzQDBgyIoDTM/w8CyJ0WgULQU49BjHkM/wTC/J5xluMDGi3rrDQYSUBXqVSkWj0Sja4FxeXsaZPUtLS5lsCMrp/awDByCALvYuRCAk3Pr6epxX8N5772lubi7a9GA3bt68qYODA7VaLR0dHcWakeELkODygL/bSJ87J/axm8wTB+gOh8OwH6VSKchbwBq21ufZM1rcoSTYMzs7+yHQBjFRrVYDWDO3ZDwVi8UI8LLXAaXu+DPfvAcOfbfbjcqe+fl5vfLKK3r99de1sbGhQqGg3d3dOCuqUqlEpRr2/erqKmwI7w2p4+DNqy4djEK0eIAEGW632yEXHGJ6eHgYyQXn5+eRee5ZUx83K+ZFuCDKydZDRnzfkuSQEoI4gWAFbBjfBcuwrqzT8+fPNRgMIghycXGher0eP7u7u9FCa319XW+//XbYLQB6r9fT8vKytra2Ym2Pjo4icEFbpKOjo0ySxcXFRWSpDQaDILvBU7SnguR23QchIymDTWn7ghPpGWjgLYhwKkdXVlZ048YN3blzR8ViUZeXl6pWq9ra2tKv//qv6+joSCcnJ0F2paQc+2g4HIbtIRsT+zMYXLd/3NvbU7vdjpZ6vV4vWst4ksXU1FToXYI4VFCio9rtdgSe1tbWAr+nDhW6GHIXmwVGJqEHp+7i4kK3bt3SrVu3dPfu3ahEApt+5zvfCV31+uuvR7sBZJAzvmq1WqY6PM2Ml7JnKKI/XZ+Ci8/Pz3V4eBiHsPPeg8FAxWJRtVot1p/qS7BlqVTSyspKrA/7xIm7drsdB68fHx9HoERS7B1vtQo2QD7ZO+htx3XYLtflaRCPIBvELHLt9kZSBDJflgscAHG2sLCger2ui4sLLS8v6+DgIJJnPJjvBBHzKCmqNL21EokJtFtGT6QJMZ5Y4oly4DMPRqMXkIlut/shv8xJaeTDW5bwDO5HRVKlUolxgGO8YhSfnMRDiD3IQ2xKu90O7Mfv0AN+zg6EzvHxcUZe3VdEZ6K3GD/3y+WuK8vW19djTc7Pz4P4xubhk6K7r66u1Gq1Av/gZzrpxLNc94Gxbt++HQHu0ei6wwVrBjbx4I4HB/r9fiTneNIGMuKtVvDpeLa3RHUfW9KH/FZ8GycX0RuFQiH0HPjakzEhSpEfMCk6wzsTEHgl0AqngB5MAyzMDX6XpJjLRqOhQuG63fjS0lJUDIIjIcSnp6eDXMS2YBuZJyekef78/LyWl5ejfaIHVF50P5j5hl+alOTh/oETxuAQr3AAz3uQCpl0PkPKnl2CH4uMIs+eXQ/+9OeVy+UM34UvzRjQidyfZyKzTrYjl6y/Y0InvZeWlvT666/r1q1bmY41zpPu7e0F+c3ed7lyv4fvgEdJYCGZlv2KbUCufczob68cAOPgZ3lCoQfWwTLMObyAJ3myt8EpzDN+G/daX1+PfYNfxZriy01PT2t1dTU6C3jyu9sGv68H1OiIAFnPO/MdMCTdIdC13rkBf8c5NG8j5dxJunZgLGTJ/X7fI56MAA4EM9RqtRgfutXPTXKuFbuKLvXEA09eY5z8YJs9mOUJHMg1v8fueRKP8z4f53phAiMssEdZAVBuvKRsBBXnJSXNUUZueCTF75hoV0C+0N6zEGXmzyC4UqlUQrhwBOfn57W4uKiVlRUdHR1lSCXelY3Jey8sLGhjY0OSgkDHKYXMTIHH1dWVyuWyqtWqisVipowPkOgbzucRogBHFHKBNi8YJ89CqVQqceaJAy03ANKY2OZdMFqeNYSy4zNemsh4XQF4hgBZQZLiPVAuGEWfZxQ9vcc9E4myW8CSGz0UAU4qUVaUCGMiK5xsl+FwGE7ms2fPtLi4qHq9Hi1VUIwAbYy+E2zSuK/31NRUpgehGyCi307g4VD5PGHI+IH4A7B6Ro0DCSeb+R1zm0ayGTefxWi4kk0VpK8zP64TXgZACBlOezwyL/y8Cva/dD2PnjXP2jrQx6CwDuxTr3xwvSllD9xyncG9fL1dRietG59xeUGekH8nStDPHogDaLjedOPIeFz3SFny3vdTarQlBWBzY5/Kqc+pO5KMx4NEzBlZzVdXV2o2m5qamtK9e/fiHXEwK5XKhyp40mybdMzsFwdA/s4EEfiOBxbSbBOfO9bHCS0HXx584nLn3fc1Y/ZnQO6iFzxbxt8Re+HyxbyORqPQhWT68HlaFq6urmp1dVXn5+cRHJbGZ+akcoHNcPl2sD1JZ0HGEJhx/ZWCSeYHkpbACDYahwFCdFJ25Yt6of+wQayL2w3/LDqMuaQ1ilcrIA/YfseSBDZGo1FUD+VyuSCrSAygSgCcgiy4DiWojVNMhVk+n1e/349sfGSBag1klnulssa7+o8nFzBX7CvIH7ACe9HtgTR2+jkDCAyTy12fZbe+vq7Ly0t9/etfV7fbjQAy33Xy1Akhzwxmb/k4sWlgn36/H5W2k2yQ6zHH4+Aq9gg2EPvBHDGfYB/XnSmedFwDnqJCYXp6WrVaTb1eT/V6Xf1+X+12O87Tw3aBCR3Tup1Ln8ffXX+DodEXJJhQJQDJOBgMopLHcTa6FKc2JRvQw8iZZ+CDHwjI8x5eicWaO/nj687nCEh5cM7JS/CA23bP8IYA8ExCD3q+6JfvY3ACwWPmjP92u11JY8zkNtoJc+bc9adXLXI/JysYi+NIZJjPuY5JM6Ndn6e+J+/oPr+TOo5/3B/jPfx9fW/5XuM74Dt0P89K7Ss2h6QNdIz7dE5i8m6OmR2f8o50IKBqJtXxrqvQP7lcLtbWA9seGOFZjs+YXzK7nZBiThwXk0DKMyAt/TM+xynudVLQA/H+TD4/6XI+xX/nultSJlkHTgR/3YMsPN99CJcz7A1z5r5NOkb3kSAU+/2+lpeXI3Dp3QywbZ4x7ok13n7LK7L8WZ6dDyZi3VJs/aJd6BD/8b9JWTlyv8ftKH/ztZUUvpmUrchL/Vr/Hevo8oT8uA5i7dCpHgRMCeb0/q6fJ/lP2EdJYX+lcXIKnByBRLhEP79z0n5E36cBJrf/vJNzpegGeCbe1fcV93V/EWzAfHL52Pie2znGy33hg9xX9X3COAlqun52H8115XB4XZHrSdh+OZ5yTiS1l7w/Y4E7BROiixwHua+d6qRJspDaO/+ez1Vqb/GX0PmsB1gWvOvf8Wf4ONCL2EhstAe4nY9gXvibfyadZ1+fSe/3ca8XJjAiZYngFHx5RgWC7qXXnq1GpgBAwgEmEWN3SgE53hKIbCqyBJxMn56+7oV98+ZNvf7661pZWVE+f50leP/+fd28eVPz8/Pa2trSwcGBCoVCZNpTJUBGwWh0XbK5srKit956K7JgySKtVCrhxAKOOHj9+fPneuONN1Sv11Uul4McWFxc1OnpaUSLcY6onsGJp6UD2ReVSkVf+MIXVK1WVSgUoj1EuVyOMRIswDDw/9PT05mDzgAEDli4isWi5ubm4tA5Dv6Zm5vTjRs3IlOO90EhX15e6vDwMEhjFMXOzo76/X7MQ6lUypR9YcgwIhxIvre3F1kAAGI/jI7MjoWFhch83Nvb09XVVazL5eWlNjY2AgS3220dHx/r6dOnOjk50bvvvhsk6OrqqiTpgw8+UD6fj0MtC4VCtMi6urqKDEkUFZUX5+fncWbB9PR1WxjaY52fn+vo6CgOdN3a2grDRpBmcXExU8XilRkoSwwjgBkDnDq2vofYG+zJ1Ej5/h4Ox4cyYvTdEEB+8P84CC/qBYHSbDbDUR0Oh1ENxP7C0KIfNzY2wogg62QosH7uHPtBc+6MeTYBgATAg3OHjELGAIzQsziPrr/dSCKvOJ69Xi8OXMMQI0NOWKM/uKeDjpTIRtaYC4LEZNuMRqMgiNAJZHNA0qG7+DdkNYfx0hKHMTGfZCDPz8/HPdbX1zUzM6PDw0M9ffpUkvTKK68EEUHV1muvvaZCoaCnT59m1iQFYQ5A0QuAv3w+H9ng2LrV1dXQJ2Sak2njrcBwLtEHzD92NAW9yARrS8sbgKz3jqcSxFvEIJe0KXIg6nqe+2CzsWO5XE7b29vxbhAKm5ubunfvnr70pS/p5s2bqlarevTokYbDYeaMEW8tyHcJUDtgxsnyjFlJMfZms6nj4+OoDFhcXAw7k75ToVDQ8fFxyCeEDb2BG41GVB9MT09Hu7GX4ULOkRPPzsNRgqy+efNmnN9FW7b79+9HoMzPPXOdIY1bXtF+lKxOsorv3r2rra0t5XLXlR/vvvuuVlZWdHFxoW984xtaXFzU4uKiVldXNTU1pUePHml1dVXr6+taX1/PyO5wOMy0y+T3tIqqVCoxLt4Zm8c+KRTGrSM8OIM9dFIAws+rMcGb0rhdJu293n77bdXrdV1dXekrX/mKSqWSPve5z6lUKumNN97Q2dmZ9vf39ezZM62vr8cZcOhQsBvPvrq6CpIIx6vRaEQLLXTM5uamTk5O1Gq1QldBPHnrSNYLGzgzMxNnKxwfH2t3d1fD4VCPHz9WqVTS6upq7Ft0RqlUCr0F3qBCjTnCtkrjxBEwL61+qLz903/6T+v//J//E+fCsJbuyNFaBbyNI4+ec0ff2+uBHZ1UIxuRpB0qSfkplUra2NgImWee6vV6tA987733NDs7q9XV1Wj9xVkVx8fHkQWN35PL5SITGsIROwjhcnl5GViUdwOvuP8FPsUeo+95J2wcex3/DNvsGMX178twsZ7MOQkU2H7ki4oRCFkqF7DhniDm8onN4XP4YATVPNAIEe29+T2owv096QWCLSWhnEjiWe4j8HmCjaPRKFM9m2Jans18YH/R66urqxEwdKIf3cl+QxeRIMi7ehBKyraywc4wBwRW6QIxGo2irWKlUlG73Y53ubi4iEpT+A3WRrrW19/5zncyiXuMWxq3u0X/Mgfennl+fl6vvvqqjo6O1G63M7qHSh4nq8jUxxdmjRkPBNfp6ana7XbmXJKFhQUtLi5G2x4IXCf6vNU1fydw4wSn8wTYb3Rxv9+PlkFgRLgKzmVERrC7VL5QtZzP59VsNkMPTSLovLLn6upKu7u7UXX32c9+VrVaLTLAfW48mEuLOvBKs9mMNS6Xy4Ff2EfT09fnRa2trUVlDIkWJFi9yJcHOq+urgJfOMGKHpgUmHBC2YPrnuXOXiahgX3l1a8pKYz/KinTal8anzVJJRAy3ev1Yn+hH6RxEhBJqeyfbrcbusQJffYCcgAmkBR+CwEfzq3jDI1SqRRyCkZjPzruSAlr6bp9Ixwd9sb5Gfcj3d643fBKCPa1J1T4O7KPWAswJHPtfBLtidF34CrwPDYSDhKsBe70SgR42Fwup1qtFn4X3AeY2+2bJ+37u3nAQlIkzRUKhUgkn5ubU6/XC3wpaWKnhUmBEQ9mYwtSDiT9LjYXf9+5i3q9HhyM4zEuT4ZhfNwHuUGOnCdwfehykQbMPTkhDaS4vPIc5unjXi9UYCRVcKlikfQhxeST7UKa/s4dJxbaMwwBiPybahEngNmEKCSIHtoVUXXRbrej5Gt2dlbLy8t6/vx5gAlJkaHsm9fBUr1e19zcXDgpKMTz83Pt7u5GWyIUKoCOzCoEyxUgz+Fz3saG9wHIUVlBtQMEYboWntnhUXnmikAQB3pC3DnhOxqNIlOCw1fZKBgw5AMj5mDaA14EuLgHzl273Y4eerVaLZwID7xRFSIpY1BxDLgP9+C7nAmQKqpCoaDl5eUgwb74xS9qbm4unHwCIjjkrAP3QGlB/ADsGRfKBRAGAXF2dqZyuRwZ08hzr9fT9PS0jo+P49BOQCrl9m4EfI0929AJQCdvkTvmz/cx92Ld3DnxvQ/B5KTli3y5QQAAYJCcEGMOcRgJJEA+O0kD2XRxcREt35APB++T1scBEJ91oh4Zh2zzjAJAgzvlZHOfnp7GIce8G59JMyE8KM588OPGMc2wgUzkx8FzmvkGGQX480Cv39+dLM985FmezeZ7gywznMV8Ph9nXZA1zXcBy8w9wTEfr8/TR2UAIQ/eooa9K41LfwEw6Eqyghwg+TyhE9wmp7Lka+h2lffhPbERyJXrcr9oH4kzgr4YDAaR8Q85MT8/r7W1Na2vr2ttbS3ALgQ6gSuy3NlD3PejgCggWVIQGufn52o0GhFsdtIEe8W9PYDEfmHtGAckBUQrFQsvCxHI/gZH4WCy3mQk5fP5qMp1MpuL5AOy7VlTCMZ8Ph+YjHO/arVa7D3pWlc9fvxYh4eHcbj73NxctBpyJ3BjY0Orq6vRiub09FT7+/uhE+iJ7ASKZ/whB5Li/QkG0LrAew37PLEH0aG08mNvuXNHkCifzwem9Grko6OjOKeOJIujoyMdHR1lSE7+fXZ2FjYZJ5UzKtB7JKTQmmZxcTH2P3PFvJNkxJkY3g7N9550rb/W19fV6XTi/mBw5p0AgTtuTgB4kF5SVK4RABmNrg9Yh/TnTLVKpRKJNTiIBJPn5ubi+x4wR/+6XcB+IANplTC6l7F7ZQ2ETr/fD93MO3O20+zsbCTPHB0dRZDr6OhI09PTunnzZuwLEmpcZxeLxXim217m0W0uNob96KQzY+F36ErklPNLkG32OvNEhrUHAF+GazQaRYKZNK6Qx1fx4DE2hLZLPv8eXEKnuo/bbrfDP0XWUxII/4m9BB534sXlOU0IABPxXk6cOW5w7Arud8yFDeDz/JdAm+Pm0WgUhA92oNvtqtPpRKKjY+g0S9bnMb03corOAKeR5OatWvL5fHRfILiHzwfu9blA73N/x/xO2jpu4fl8h7VCzxBsJODIfPJukM8uS3xvYWEhQ1SxDhB6vmYp1nEi0zkU5JHPpLrQ/UHnFvBvse2lUilIRxKEBoNBYG2IU+cQ3B9A97u9THUR94HPKRQKqtfrWltbiypvT+ZwPxj/y3kk953Qu+znq6urzBmLk4jP1Nd5US/3cZybc5/SSVcPsPJdD6Qg66n9529pUNZ9T36PnHqFZsppsHZ8D52NDYQ/RB79c+g2J6Ldv57ko7MnHD8wP951wv1E3gM9hT+EbPq7uK5IOQH8eZKJ3W+HxE7PCSFw7P7WJP7BuQb3pVK87FVXzBW6Bn+eoBNcJ3i8Wq1GW2U4FpKcPdnDfW9/9iQ5BQcxLpJxnDPGNriddlvq75jaSOev+b6vC5dzKryPd+XwFv2Tqu3SMTnucv6OMaW+M2vlXJTjCf9J971zLe4n+38/7vXCBUZ8szgRnoJjV4I+8fyOzzih52SMn6PggIfveEaqR5zJxkCoPCsOI3d8fBzE2+zsrDY3N7WzsxNGFFLHM2ZPTk707NmzCHRsbGxEf1Sfg36/r8ePH+vy8jKcmOnp6SCA2JAOSJxcPj09VbPZVLvdDuBCxJsgCBnSOLPr6+vhcLLZfEPh0Ho7GgABB6QyJo/ic38O2+QsDpwBAJuUNQgATX4PoIRUb7VamWx7MhilawJlZWVFi4uLuri4iHNWIFMbjUZEkt0ZQHFRQXTv3r1Q/K1WKwAPMozs3rp1K3pA/6k/9ae0tLQU5wr0ej09fvw4shQhLZBV5qLT6WSyR6kE8YqjXC6nUqmkmZmZOJC+3+/HmpDtPhqNonplMBhEpifAGdn095AU8o8h9f+6ckS+MXC+n90o8m93PCBwiErjtL3IF2AjJcAAME6mAbgvLy9Vr9clKZP97yCS3uGQHHNzc7EnPZjpTqET1B4Ycf3DeDwAil51Uoj1ZXzoRsgXSCTPunCihb3MuFIQi9530AsY5VmAAa/+8swP9jmyzZwzJvQQco494IcqL++dyrx1u90g95H3/f19DYfDqFKD3ILg5928eoa14HKnzeeH8RLocCDn+osxAhz7/X6Qe8vLy2ErWDeAvTuOkCMeFHCgmIL/1DlIg6vu2HARJPc2Qeicbrcb1T7Yjq2tLd24cUObm5th16iIZE48mOWy5sCci/FDvpJ80Ov1tL+/n0lCYO3Rj6y37wd/JvuV3vpU8fV6vYyz8zJczBUkA/YP8po5BScA7tmPLlOc8+DtOCGmkLPBYBAYhzPbwISdTkff+c53tL29rbOzs6gm63a72t7e1uPHj3X79m3VajXdunVLKysrqtfr6nQ66nQ6evLkSehndLcfgo1e9PdyoqxQKITcT01NRRsu9hu4x52kqanrfutTU1NxECyEy9TUVJwH55jBWySQjHN5eanbt29rfX1dOzs72t/fz5Dcnr2MruJ5BI3AMVQVgANZF1qOUSFMBi092wnsostwurEli4uLWl5e1u7ubmBYnD4yer1FGFmPrq+Ya87eOjs70+zsrFZWVkJv7u/vR2XG8vJy9NuuVquqVqt6/vy5hsOhqtWqarWalpeXQzbBkVTJuR1zckwaB0a8IgLb5oFqxk9/aAIe6M9isRhYb2ZmRvfu3VO9XtfDhw/1/PlzffDBBxFszeVyUVUNceL7gwCQj4UxexYmf3fZxRZxL5c3zoVgb0NKOJno9tYrxrBfL8M1Go3UbDaDfMcOs374edgfqmKRNTLoh8NhEIAE90gqGA6HcfaRnyHjwQzwE/rRg4AQRx4w8+QeaazXnehIWwFjG716DNIGjMA4PMOb9/MWlv4e6FDOTur3+9rb29Ph4WFUbZTL5QhG4Et6MIQ9wb89+YW9zTiZdy5kt16vZyrrvEosJZ3wvdGBKRb3wAjjcX8bPcZa+N4hcIodAvvhr3oLMYLYdFYgKY81YB3Z6xD5jqP8wm/FDnuSYZp9PRgMwqeVxolW2EOCvpVKRUdHR4Eb3e9GnkgGQob8jKLT09NMEpf7qfwbfXR6eqpGo6GNjQ1tbm7q5s2bWlhY0Pb2dugpsJ+PgT3qlfj4TuhreB/2Ee+MfLhv5kkgL+Ll/J1zeB5s9SQt95+YJ+f/mDMnkLkHe4vvwFk42esVFtgfcEWq57ifcx7YMQ9SOjfmeM71D/6nt45MZRMshH1Af3qSK4eQ+/zxTPxVf74nkUjj8yHTABVEO1WjjJN9Ck53PxDsSKDa+QbHQ24XnPsDd3gQgjUBayIL8IpUZpDonMtdn+9YLBZ1+/btqB4rFAqRuMwzSVbz4JjPoZRtGYh/io+Jfj07O4vqOuYFDI08+Nq6z+763uXS58x5Dy5PjGANve0gCQO8f4q/eBbPTwNYKQ5zvsr3lM+VB+Z4Hw8G8nff/8g1awFW/bjXCxMYIdLHpsXBRGlJY9IVAEB7DV8YIksIPIrRCf2pqSktLS3FIpCtCfDsdrtqNBoR8QWcsvnIBHEHBwVYLpej3ROg6O7du3rvvffUbDZDUHHqIFIYx+c//3m98sorunXrVgRbut2uHjx4oN/8zd9Uu93Ws2fPVCwWde/evTi41BXw0dFRphQpFX4EDAelVCqFk1culyP7EmKANUGYcY5xIolOl0qlIJGka6GHhEBZEtwBlJO5xhweHx9HBiJy4SVzZBeiQFGeHin1Ht6UJ6dAFBnAmcRRhniTrs8OmZubizZlXv5KMCSfz4fT0mq1dHZ2prOzM21sbKhSqejOnTshg4z7zp072tnZCWeRgM/CwkJkNiO/kKysZ6fTCSNIcI6SeiLVV1fXh251u13t7Ozo4uIiU0YvKc60qNfrEVTh/XEQvMqH0mqyQSF63JHw7FwnOVGGKSGfKlwIHCd/XvSL9S0UrtsBnJycSPpwNRZz5IYDYhvnhzlnX19eXkYA1A05BhnHyg2SA03pw+d1uD7h74Cpfr8f4O7WrVsqFAp69uxZADVa8uF8Ud2Ek5SCESdhXE8yJsbBPLlz7g4GBA36F5CL7pmamgpnl+q2q6txD3uALP2imQuAx9zcXLSj4LmNRiO+c/v2bS0sLOjJkyfhhGLD0N3VajXT8zkNLtTr9Yzjhe5jvslC4wDI4+PjyA5xQAz4oV0Ea0IQHxljDbAb3ooN0IQcSmMb6GvgJIiPGxnFpngFCtk7N2/e1PLyshYWFuJMgv39fbVarXCGt7a2op0gn/cLm5/KPe/me9BBIr/zpInLy8vQqQBxZE4aVzNiM10/A2ZdliG0yBa8urrSwcFBJrvxZbqQd94bpxZdBqaAMMbho8UM2AYMhA3yKgXpOkh348YNVSqVCC6PRqNYC3RqtVoN3IKOIit/bm5O9Xpd09PTarVaajab6nQ6gZ28is/3Dfu90+lIUhBQnDEFAYlzg/NH4oe3s8FODgaDGOeNGzci0YOgguNAnKVWqxWHvJJle//+fT19+lQbGxvR2gi8QNUz+n80Gp9vcHV1FUQ9VczoNnQC78Rn2DvgDtpH9Ho9tVqt0EfD4VCrq6txGDr35kw3MB7ZixBZOKWXl5fR6o9AJOuNfHAgvCdMtVqtwDjFYlGzs7Ohn2/cuKGtra1YU8+ClJRpx8Xe96pNdBJ2CCcZWWcvYAuYO2SFQDw6GN05HF4n6Hz961/X2dmZtra2NDc3p1u3bml+fl47Ozs6OjrSd7/73bBJ4FMwIwE9bBJrhL2F1OGzECpgfvYh2NwdYQ90Oh50HAjhwbOkrOP8slzYwvPzc21vb2daWEgKQorKUE+OoaqfPYFPyvc4+whClrNskGH807SCgIA1uookGy5srAcGeRevwkUuJgV4GTP7DxKOgLHbZubHkwi8Chmf/+TkRIeHh9H+7vDwMCOXbjfwQ9FPjoelcSsd7ybAs/CN0PfT09PRLYAgMXIMFkEXEqReW1uLirxyuRwJAykxhE+M/mONsI2sA10AaNNHYgfrg+4gq/ryMnu2qVcnYWsYMzoY8ooqF0nxXNbWk4YI5hG484QqArPIIHqnWq3GvxuNRmSso5t4d87x7HQ6oceQ01arFXPf7XY1NzcXWeMkUvCOrDm+fKFQ0Nramt5+++1IaG02m2q1Wmq324GxPZnSkwg5v4v5Pzg4iBZfHmRifB5w5PeTgk4v0uU2Bp/CfU3/t/uK4ED+7nOW+oVc6B14DvamJ2r5OriP7D6Q2ziX56WlJfX7/eBtsN9O+OJ/U9HrVf3sT8aDbh4Oh1FFX6/XNTMzo52dnRgj5H673Q5fiXvDp6WktQcN3b9kb6Ef+UnbXDlZ70GVfr8fupsLDMc4mD/HAfw/78Q4+a8HYrBH7DMShPg+//bzViTp+Pg4+E0+w99pPU9A08fmtsIDAh4E47gBgvJgJjoNlMtlbW5uhl6l/R+6B33m+oC5wo9HzvzZzukiy57cCG7281TBYG4L2TcuC5P8Z8bmfIv70MwXa42N4nsUE2BDsOGsqXNU32u1iPQCBUak7CFUGGAnUwDVqaJMiQcuFsoVmjSOzPI7iHc+6+WP0lixongBGowZIYB8wrAjxNVqNUM6Aeq8xAlSu1ar6fbt23r11Vc1GFy3bnrvvffUaDT07rvvRsZQtVpVvV7/UC8/ABdktm9gFy7GOzMzExl7S0tLmRJ32pQwvjRrgTETGIEYZ2NDcnnfVUkB6gARkF9e+uXr6oqB/tZk99GyhjVjLlA8i4uLMSfcnzXDwQRE53K5mDvaUUGE4LwCygCWTiBj9IbDYQCvu3fvhqPD3EIMp+1+cEw8210aB/sYJ8YJ4sTllfeGeANAYoR5F+TenVv2jxt7z3pg3nhf9oUD9hQ4SOOMd97BwR6kKTLqROqkCPWLdnlwzx02N0qu89yIecaC7xNJGSImBRi+NoxhkgGe9DfXo/43aUwwFwqFCJL6ukJyAlwcXPmPjyudK/+3gzwfi4+f50LCoxcJikwCZegJQCuGHeeHPYgDxH9Zi1wul2ltSFDy6dOn4fzjgKFzJpFEEMA8FwKKfUs2ns+tlw6ji915pnLGASkZ5L7/eW/snDQGQm6zPGCVyoWvsa9Zuq7p/mecBIvz+XwEniCHsbX0t3by3O/rY/fA3iRZ8sCIg03+TdKEB+35AReQXU7FgGcxocuwIfTTBeCypt5C6WW4fJ18L3tlqSfAYCelbEIE1QbuyHgw2WUGEkPKZpVyJhGVu8gawWcPzBBM4QB4dxCxm16FzFghHJFZsIw70Lw/jgKYySsJPMuaQC8ZrF6J4IHK8/NzHRwcBGnIHj07O1Oj0chkiOPsjEajwLXoOQi8q6urTG/+tBWIZwWzZhCtVIukLaj8KhaLqtVqGYeU+UoDHRAdzDdjZJ7AyMiZY3/0A1mGOJXtdlvT09MRaHbnnmw2D+jRz58ABvLLfz07dRLxw/hdx6ZkrLepYH6pMqTt2/T0dVvcQqGgWq0WenpnZyfek379BMw9S9WJH/7fMbSTiOwP1sKJTscMTqykiVtug9kjXJNsxot8oevYo+12O3we7zTAHp2eng67hKz7+jnR5UGnVO/yfeQLUs4DJ5KiQgHy2vEl/htZ+eg039vIdXpv9zkg5Rmb23b3IxwrkeQGKQ4Oou0lY2Nunbx2P875Ah8buBI/Fx3s30OuSR4ET/p8M2f4dWADgvhgSudAuLfbCDAoc5r6ZvjRji1932GbWEvmHPvi78W6sH+p/mPNSRDivrzvJA4G3UXAxG218yrMLbYHuUIGpHHCAxnbJA36evpcOE4g2JgSncyZ29xarRZniVJJ4zyAZ4yTHIFdIUGTij8Sr0hmQ7f53mN/+Hu8yFfKN4CL3U9hDtxmOrfgNlX68H7jd6mfOcnnhO9L/zbJB07vT3DDP+t7kPvzLvBQ7p/gz/NvnuXt5AqFQrRrRuYvLy/VaDSi3Sh7yn0W50tTf4dnOA5zHZTyPewVD944RkhxQcrTThqLcx3p3HulgfNF7GfmG+zFvqTKmUAu+wzeywl5x2k+xkky5P4kz/UuFCSnnpyc6ODgIJKN4BAajUYGp/O8dG+ka+d2yS98Sd9LzIFjeueLP2p/TOKc+EzKQaX8oO+rNCjp93PcMYkHSoMtH/d6YQIjCDbRLUoNMZ6AMQwwwsPG8N7UkBJ8BsXhAA1HwZWcZz8hvE6U0ZMaQotsz4WFhTDQudx19r+TYmtra9EqCpAAEBkOr3t9XlxcaH9/X6VSSbdv3w7gtbKyom984xva3t7W7/7u72p6elqvvPKKNjY2dPfuXY1Gozh4iWwJSVF9gzML6ELQAFnValU/8iM/EhsWIt2rOLwki82OEvI2VBziyPvWarU4jNKj0mTM4tDNz89H1iWgn7Kz0WiUqc4hwxngiBM7GAwiKwT58UPbHjx4oF6vp3q9rkqlkgnKYLR4F8AbcwT5tri4qF6vp7OzMzWbzShJW15eVi6Xi4PsMWgzMzO6e/duBrxytsDR0ZG+/e1vZxQMCpRe5Wtra6HYnHxm/gCiOFCdTidTggYI5mDotbW1aKNFhJz74lhz4YxgEGgJBEkyOzsbz2P9AZL5/HWWJPdnfXAYUNREsQGEfvAhPwTVXvTLKwlcJzm4lsYEL0ExApdOCCEzlUolDhpk3WZmZoJgRj6krLMGkEc/pZnY0jij3nUpIK9arUbW/NraWlQ7uDH2TDTeSco6eDjmTlACInGSPCCK80PrEfYg73BycqJcLqfl5eXIImG+cKinpqai4u7u3buxB5hDd17n5+czoMbHzj49Pz9XrVbTysqKdnd3I5DJ/sTJ6na7GdvE2LFpVCIsLS2FrDx+/Dj2LzqStjYHBwcZB509B7Bmr3mwm7VfXFyMbDp34HlPJ8awj7w7QNMD0H5hS3CesfFOdJAZOBgMIjMfnbW6uqrHjx8rl8up1WqpVCppOByGPubK5cb98nFy2QNgDWQSEM1BhW7f8vnrA6+73a4ODg6isoj5oHXP0tKSisViVF+CQbDDXsWATSZ70wMi7XZb3W5XzWbzQ4kIL+LlpBY2gcA+su/Esmc8Id/StRyxb92msu5gHewKDiR7Agxwfn4e7dlwxGhPdPv27ZCZ//t//69arZaOj49DTqrVauArKln8oHFkCh3FeWqemYa9vLq60tLS0ocCLWtra/E79iE6oNPpqNVqRSYrdgBMRZYhFRjz8/Pa3NyMbGJwwmc+8xkdHBxEC6Z2ux342ts2or85ywfsCS5JyTp0S61W05e+9CVtbm5qZWVFZ2dnOj4+1urqamACMqZpL+PVdgSBeB66cTi8bnWKcw955cHf9HBlSZFEgtOIjsfGnp+f6/nz53E/MBHtyrwVYrvdVrlc1vLysjY2NsJJ9hZvkG2OxZEz9IOkCHSgR/E9qtVqzD82i6xqsqP39va0vb2tcrmsz33uc7pz547efPNN5XK5qCrk3EAnLcFyBH3A62RJM1fIIz4N+8gzFr1dcbFYDKcdXw5cmDrZTqJwv5dBF0rXdgvby96m5SK+Jr9/9dVXw648ePAgqtALhUKQ8vjPYDrHRO7fDYfDSE4joEjlAnhgOBxG4K3f74evIykS/1hLiCZP0CET2gk/dDuYwbO2IbTQdx6odZIul8tpfX09Ps/97t+/r6OjIz158iQT1IUjcCIPW02Ql89xphBBFnA1tooKfohwMCJJEsPhdevU+fn5WEvXOySmMTfgENbZE9OcpOccUwIZ8/PzoZsZB21S2UvMH0F+9Ap6hzZ9yBlBJObIff3l5eWYx36/r3a7HRnYPm7IR3SqB7KohMT/kxQ6g+cwn8hpp9OJll/oOtbF95AH8Gn9Q+CCbPbnz59H4iYth2n3I137WvPz87p9+7befPNNff7zn9f9+/ejoomgG1n8pVIpxslcgYnPzs60vb2tg4ODsBHr6+vRaqfX6+no6EiS4l1qtVqM40UPjEjZqnPmjvmjSgS9ga1xvO5YQxp3XeCH36X2hM/xb2l8XgbVSPglTvKmhDHfh/9D9+JjIMfSuCoUXEKXFJJxvYOHJ8uurq5qc3NTq6urOj091dOnT/X48WM9e/Ys/FnOu2s2m4Ft0XHgTt6Jd3U/hL3j7+m+HHuWtfFzlMCu+H8EtL3KgXuzjmAY5tixI2uFrnMMTVB5YWEheAB0IAee8978F0zF/qSjDPwtWA6dh650uUJOwe0Eqc7OzsIXpBvN7OysDg8PdXh4qOfPn4e+xabQWYI5gGcBy+FPTwpCIW/sDf5/OBwfFTE1NaVarRaJSJP2iwd4eM80+YDf+d6SxnwN3/UAG3qMVl6MfzjMVox4YQJr5JwhOOGlDIxIkyOTgChIC0Ahk+bG1w0af5fGGffuRDop6FE/7u2EMb3ZUG6ANRzvk5MTNZvNIOsODw/VbrfD+QAk+QZD8DDGgM79/X3t7OxEcIRMRoAo5AsKj/vRB3tvby+cFEmZrBPeFSeNcjI/vMwzPHB4PZgDYPFINgqArCafVxQiJCLKhDEAZNnsEGasJ0oQBcw6eMUFAM5BNQBwamoqDn4EfAJSXdGzKd1hdsCGUebfKH+UUi6XC2Xrlxtl6VqRAMI4KJmx+zhQBmQb8XcPyvE8+j1i0Ih6sy6VSkXFYjF6YRPgY34kRfsHMmCYF35S4MHceGkjUXI3oig2V2rsG/7ua5hmEKTR8xf18ixT5F4ag2J3ZNF5EL3MlWfGeoapZxLiJHPxHPSfk3QYaMaD8fK971kOlOGPRiPt7++HkWa/c383wGn2D3sJ3eif/agfZAzg6eQSc+sEKYFVz6QBPNJKB3KN5/O+7D+v9vBscc/kZXzdbjdT6ZHuhcvLy9CzyDxz5lnlgDQAMDaHNeWzgD/vsY+O4V38bCrIWPSOdF0tSPsYgpYud8grF0DbbXC6Rk5qpIDKbZSkOICWoAvrhv50fZnL5bS9vR02T7rWK+VyORIScFbpwY7Tgnx65n6abY8d5N1dR6+urmphYSEyr3Gy02qRSbLMXoH4hnxsNpv69re//dKQgZIyxBPECMkYbs+QPcdPnlkpjZ1fdAo6zh1qd3jdAUWmwRtObp2dnenw8FC9Xk97e3shszzfHSbsG/vTCWCIIa+E8f86Vk0dEt7X95S3r3F55h2cHPKg92AwiPPw3A5AyHCWBq0eIUq9atUJDJ8Dz3gENzP3VP1SMYINOzk5idZdU1NTmd7R/A4imN8TFABbeqs9EgAgfJ1sZk7Bw8jH9PR0BLXc3vo883ycaUmB7QnIgqshBKVxprsHarFJbhOQZccBboMdD0AmO54Fv/Gc58+fS1IQAgRUXM7cpkHUon/4LzLmbSeRW8f1vJdnXbpdZr/xXp6wxuecAGBcL8PFfODfkcVPch/+BXgbf5DEsl6vF10KWAeCJQQbISNI3HBMyb9ZBwL9y8vL0WKErHfH/vzXMzxT3cX7sefc1+SCkOT9HQ8jB+6LscdWVlbClyGAeXh4GOc0IUf8eAY3QY75+fkIpILVCPyxX5zY9+AKuA4d7ske6C/0pTTGkb6vIeIYD/uYz/b7fUnKZEA7lvJxsF/YZ/j4+OdgG/8cep1gKH9n/sD32BjnaaRxshSXk2W8t+td5IHfS+N26W77XI/AZ6Bz3C9FhpEr163oJx8niSm0I+b54DVJgTewZSRD8F3HIHAk2C3W/uzsTLu7uzo6OlK3240OHSRUUrlJ4CbV69i2F/lK95DrjNQ2OFHsa5+SxtLklt3O86X39c+nmBKc7jKREsU8Ez2QEv3u17rf6mQ4wQK3q5IimMgZe87ZXF5eRuU8/iEYCf3FfdhDkjJy5fOZYiTWBwxBwoZjM+Qe3YFfid8K10cb1hQHpzjekyWZT08cRQeTWO5tPrEXlUoluuyQVIlOZ4/xrDQhznlJ5gUfn/kiKcTlAE6XADlzgV/o8ubY2/VtKufMAXoJueW/yBM6EG6SuYdndK5FGlevp/rY34X/ejJsyinzb9+3qUzxdz4ziQvw/el4mb993OuFC4x4dNRJJjIELi8v4wA5abyw7pg44QGp64vB73xBXFE6kUhVAQAUwh4BJ1OEbJ1+v69nz55F78lKpRIVBwsLCx8iKHHszs7O1Gq19PDhQ62vr2tzc1OSIihCb/P5+floeSWND349Pj7WgwcPdP/+fd28eVOLi4uhlHO5XMyTpMj+q9Vq0cqAA0RrtVpk+JB5BiEFQUabMIAhZB3zg2Ji7RgrgRWUNE6xk0hk81H2hUxMTU3FQZgoYu+zWiwWM2QdUWTvdws5RiBKGhtUwLqTWK1WKxwHDJSDWAeRkqJixRUQMscF8UDbC2+HxRwQgafVCmOHIPIIP8/l3yh1slhWVlainziBK6+SYb0weES9XUkRgeadmGcCMxg3X3tXdOxtd+hxrJjPi4uLTEmyEy0v+sX+JGsXAIPhxlh6tJ/sfu+9TJYADh3ZD9wbwtEJfw9ssBYYQpwFd5z5HnrQjRcHUF5dXenRo0cxTu9ZjHymRlEatxXj+f4M/w562oEb+og97wQSAWv0NqDFCSr+fX5+rk6nE/fjfRwg+OF1VK2wn9A1fpg6VRzuTDngodwW/cPh9JxvxPMAWlQkNBoNtdttNRqNAHH0AG+32yEDZIq6zatWq0GOMGfot9HoukpvZWUlKu+QPXfYPPiBTCGrzBl7GB3rgAf9gxx64kKz2VS329Xh4WH87dVXX1W5XFalUol55L4ffPBBxpnN5XKq1+taXl5WqVQKp7RerwdIZO0gI0i+ANDzvhzizt8KhXEV4Z07d+LQQfS3y4eTRU4aYTfJAGWfNRoN7e3t6dd+7dd+EKrm/7kLeUDOIPEA4siSZ/x7dSPkGS2TJt3bAyMQ85BLTvJ7ABWC3INq3W5X77zzjo6OjgIrra+vZ1qrss8db0rjLFZp3ObQs8Q8sOjBOX8XJwe93Sh4leei96emprS6uhoHcT569CjkF31IMAriLpfLaWVlJTJgLy4u4tyPmZkZLS8vRzJQo9HIkOToS9frhUIhqm05MJR7e8UCFak41/1+X8fHx4G7wIO0fQITLiwsRNUJpCYkMKQXgWmvknWn24mIubk5bW1tZaphRqORNjc3M84j2B9MTECAiuZisRhnyiFTHuRNk68c6zhB4LrS7R4YFOzp2ebgcQ5QfvjwoRqNRry/YzXIbc/eRL7YF4wFLM0h915thf1wH45MQSe6mFfP/MQ/4J08OcJx+ctyeZAen4nWmP1+PwIn09PTKpVKunHjho6OjtRqtaLrwsrKSuAZgiVUXxYKhagoIwDgQREnPmq1WmQp7+7u6vj4WCcnJxFsZO8jJ+g02j1h86VswI9K8HTNkWH0DfcBF0rjpMapqanoALC6uhpB3GazqcPDQ21vb0fSCvqI8XmiAkHMYrEY5yvhy0Ew0R4HncYapXiHvQXhhX2an5/XYDA+p8r1I/NA+2a6KNDyifvBh0DEzczMROYt84Jf4AGH4XAYlRDYM59zng/mcQLOCUES+tBfLjNOGDK3njwFJneSn7lF/4FR04t5h7fxJEAwraRIgPRkRM9ER+fz3Xa7ncGK3INqSmncLpz5InEVnxsMy/r0ej0dHh5mzlFstVo6PDzU7u6urq6udOfOnagolBT6mnnnvXgm/37RL/f9pA8nS4EF8OM8EQ2uib3J99OAhe+N9Bw2T1BJCV0fF3I0yYf15zhOTe0ZGIS9jg3EjoJn3W+AG1pYWFC3241AOMk6JL2+/vrrGT99NBplCHo/nwd972Nn7sCcYBMStzqdTpzT4wkg8LLeRoygn1dlNZvNuC97hLXz9UEXeccIdM/Fxfg8O3zZi4uL0AHD4XV1Xb1eV6fTCfzD58FlyBxYj3fwYIz76p6wzbyAnV2OCGDBVxYKhagicY6MgLXLuif1u+zgF6HL4D95V3QQ+IpEPWypy6Db+FTmU1n2ZCy3145Nnd9zu8bfJ12pT8N3/G///8CIsr3lPHuPicHgOoHiGYAAHidwCoXrUiey5gAODtY8korywRgRCKBVR7FY1BtvvKFKpaJarRYZac+fP492Ao1GQ5eXl0GAe6YiQAZDiLFnrO+8804cngTwun//vnq9nqrVqlZWVrS2thZlqAcHBzo4OFCz2QywioCenp6qVCpFCb9npbBpMSKetYeDzYF1CLu3qvFNAHCs1WqamprSzs5OtIrZ3NwMIo+SOAzS6uqq+v2+9vf3o7wVwMf5KVNTUzo4OAjgigLL5XLhMAyHwwD+/X4/WmoAqCVFBhUtp3ACUS58jo2I0R0MBpmydIwKGc2DwfXhcDyfDT0aXZcyP378OA62R6nv7u5Gb0Gyg3Air66uD5int/bMzEyGhHCnE2ceRSVJ6+vrQbTR5qtarUb2qxPgg8F1lRDkEEQFQNJbFaGsUeyDwSAIKYw6e4gxOrnN2ruhg0xxB581gNB+GQIjkmIePZsS8gQny6sbvMzdCVkqiADY3t5MygI0CI2U7OZCN0DKOInimTCs97Nnz2JN0Q1kRbmBZH2dnHLS3INjadUAxpK9OxqNYu+QnXV5eRnZkcwb2cgecPWqJQLBrVZLN2/eDDDBnKPbWBeISA/wEfwBuAFsPSDIPBJw9exQSQFiIddWVlYyDil7am7u/yPvzWJky7Kz/i8ics6MjDHnm/fWvVXV3dXV7bbdRmYwCCRLFrLASLxY4sHAAxY8IAsJZCTbgIVlwYNlwYMleLLFJHjh0QiBkPDUZbd77uoa7pjzEHNEzhHxf0j9VnxnV5bd9t+uEreOlKpbmRHn7LP32mt961vDntPm5qYKhYIODg4CXOFYoyd5JhUg6CYH7Q4o8/m8jo+PNTU1pWKxGBncBH3QfwTamAvWmP3ugDKVqzRDJM2gYf15ZqfT0f7+vi4uLlQqlYK8gHi8ubmJIJFn2nhmngc2GKeTzwT2kNHj4+NYX9aUv+Xzt+dE0ZLNz3/xKoA0QwenHfnggO9yuRxg1G3NJ+HC9mKHkB32fy6XU6vVytiLNOMOOWWPeiICOAA9gMOAUwJh7XuLYMDBwYEKhYIeP36s09NTHR4e6ujoSJeXlxG8hAzBGQLHeRCU/cqe8MQOyBUnpNiHbjeZn1KpJEmRqCBNdDr4DNmXFDIOCX59fa2Tk5NwJL0d6NnZmfb39yMpp1qtqtVqZSqiXX673W5UUxUKhZh/HGEqqThgnWqtqampOHQS/UimLbob3YQuYK28/dLKyko43PgE6FPugdN1c3Ojg4ODTPIJ9qVUKkU1Ld8H+0AgIzck8hDcYV7djkrSYDAIxx07CsYhoMO6oCvcqfQkAHeIUzJTUsgec8/fSqVSZMHf3NxEmz7mb3d3N9NWcnNzM6oMCRJ2u90YB5iZ+19fX2cOHEYX08ObBCr2A0ltYBxknKz+lJhHtj0j85NwkRzmRAAY36trDg8PY89zZtWDBw9C/knIYE6d+EMvsLdyuVyQwb7HkCeChpVKRYuLi4F5FhYWVCwWI4BIWxFsnjTZw6VSKew+WEqaZDCjf7GBKVkDlqDtKBgFXHN+fq6DgwPt7OxEK5nxeKxqtRqEkXc3QOawDa1WK/S2Z3AzDvYXRCYJZP43J4k8U9eTOZ3scWLIEy8IbN/c3ITtAGew5k4Ok6TG5x1/5PP5SKAqlUqZrG/WwqtkwdcppiPZkqAw7+i2RZpU/bg+cuIMm8y90C35fD64B+aFYEmabHN6ehrfZV56vV60hyyXy0EG+7pNT0+r0+lIkjY2NmJvgJlpJeaZ9xcXF+r1emo2m1E1hX8Admf+ZmZmtL6+HnP14sULNZtNnZ6eqlwua35+Pv4+NTUVWeROVmJj/QD6T4r+A6N5ZZzjIimbaJomz0kTv9n3m/thyJdjDH5HoI29BXZgX/I3fud+nfs8+OPgHPwO3hE/kPuzZ8BYPhfOKZ2cnETlMuOvVquBrcA1cHzpXgNvo88JZqODnRRnTB4s8c4wnuRBAB475VUZJJERACXo71wQgWaIfA94MhZJ0e0F7OodfMCcNze3lcMkB/Mc3g9chN7zuSYICnb0hEtsiGMVODTegSRMfIp8/rbrn8tYAAEAAElEQVS99cnJSWBKSYG5yuWy+v1+6CTnSjwIgo1w/xofHhlBZzB3CwsL8a6OL9Ngg9ut1HfH5oIH0fMeNHNex+26JzNwLy86YO9gp3hXr2ji+3+UoIj0kgVGpGzZnE+aE2soMhbCo6qQfW5kIEH4vpP6KfhyR4xAgWfUSNn+g5QVYzQ59CiXy8XG5L6Mg43Hs/3/j46OImufTMRGoxHA18m98Xgc5I1nL3gpKO+DIEuTjCRXwHwWktwjkq48eA/m0AEsxoRN6m2x6AGNspYUAJuzS9hoPAPA460Y+LwHyNjM3vOfd2VcpVIplIZntXkmCe/oUWHmxckqSFXeG0Xk88xnGo1GEGmFQiGCbDgSOOKMOQXazAVAU8q2+PLMHpT+6upqjIfe9wA5wD5jBIQADv1sF88SJxqOAmPskjKZoryDE45kEqbkp8tSClxYo08KIPS5cADoP8wpRswNC8AN4wNxjYFBpt1hcgfW9wDP8OwN9oODSte3yImf/wSo8LE78PK9wjvwGf8ctoD7ONBlH3u2ydTUVAT4cEgJOKKPPeMBoHV+fq6zszPdv39fxWIx9tZ4PI7ghAcEeOd03KzBXaCUf6N70MM4otgrHPj5+fnMGUuMezy+zU7GkXSnWFIEpyBVIUF8zpENdDxkBwf60WLAwRP6mZ/U2UjlKn3WXTaXOXbQ5gGF6+vbVmMQPX4fxg9ow066HXfnk8v/7UEL3tHbxqSODTaFoJFn/6MTfXwu68gbjhT22gMjZM9/Ui4PWkBkuGwAsN0uuoPAXuLsMJ/3dJ1dlzh2wdZiyy4vLyNr+PDwUI1GQ6enp5mzalhr39usMfscPeW6l7Gjc308qSOB/HtlC3PiuIs5BIPhQHrQmwvdBQGLfSZQ4wECJ98giFzvehIEwSwIH0hL7kXlGvuLgCbkEzgTfUOAzMkIx+1pq0Dmjc+jQ5lj9wtwppk/AtE4+o6PHC8hr8wxxIJnsRPwABd60NsdPXSB60I+7/rSHVSc5PRivlz2cf4hHNGR2Dqeg60qlUqZpCASw1Ld7mPnXRgTAXkS0XgfEp/8fBLf5+n8urzelUX+sl4Q/MiVpIz8oCskBZlCFQCBAt+3bmt9vaRJP3xs+dLSUvgzyAk6CIwFcUXwDAIZHQi+kpTp1DA1NTnrLNVx6C9sod+D8ToWc1+JsSDTrVYrzlhiTsA9JKLgT7luhOz3fufSBw919n3m2MVxNfqV36PDuPz90VX5fD6jp92HBx+Ca5zs574e2PB1ZsyeUOP+M893bO/vLCl4CM49QI+Ci6+vJ3383a76+FIfGxIvnV/kyP1H9z14J3AZgRyCQ7xjtVpVsVjU4eFh3IcOFc+ePZMklUqlsCme7AXe8zNQzs/PP3CuC9jSExM9SAxpen5+HklLJHGA98H/nnDgdt9l8JNwue/vvgI+r3/G/+Zy4n4Hl9ta96H4G5f7Kv43/47bal+X1E46Lkv9emTcdRn8EHrJ/Ua+w94lGZCAJ+PxShP+ncoP2NGDG+l8+b+ZB3Q1+of7Ml72kgc8HLOne9h9SQ+m+t+lCd/htoLxoxM9yZBAhif0evDL7++8gvOBvtbOaaYYhe+i66impvKHpBDOT0aevHra26piP9y2pBdyh31wXtvXgPs7NuN+vJPPheth97+Yi3RuXJbv8ucdq7tcuS3wZzovexdH8Ee5XqrAiJd2Q85ziA6GHDAmZTMvUDCQRERjiXIS2fc2GigF2tcQccXBc6A0Ho8ja49Mnevr62ir8N5776nf70dlR7Va1RtvvKFarabRaBT9lB8/fhxj4jBsHImpqdtqi/39/cz5G71eLwOWyZ4jO3w4vD2UczQaqVarqVqthmLCcZSUyfqanp6ONmBHR0ehnPidg1QAD/cjADEejyOrgkP5aD3GOCG1cDoB+elFVgxkAxUSvAdreHZ2pna7rUqlounpaVWr1XDocfQAvePxbbZQrVbT5uZmtGfJ5SYZ4qkzSv9DHN9CoRD9a6+urlSpVCJ6StYkGYhkgRQKhQBQjx8/Vq/XCyXd7Xb1jW98Q/v7+xHVh8x0J/Xy8lKHh4dRUZPL5aI0zh1MSUHizszMaHt7W/fv3489w5ymzhX7BgOCoVlYWNDR0ZH6/b6Oj4/vBALMLQQeIM77yHq/8xQs+IGKy8vLkZFNgM+zZz8JBCFOYZrh4QaPbEv2sxsrjD5G5epqcrg3juzKykrse9bJDQ8ZYOhCZBNHmTER+PBMV6rAIJyKxWI4AxxO6f2ondhxo4oMesYQhBxZfC6rnU4nslSKxaK2trYicPzo0SP1+3299dZb8SxaEKZE4dXVlQ4ODgK4bG9va3l5OZNRSR/7J0+eRABFmgS0JMX8sH8h89fW1iQpE5j180ZmZmYiSzuXy0UgE0KfMXLPy8vbA6LX1taiGoy+2gRCp6Zuz1aC4GWe2E/oYj+jhmziy8tL7e/vR/AF3cEeR9bcIbwrY5D1dSDFnnb5djn0IAd/m52d1fr6uq6urnR6ehrVbawPn7m4uNDXv/51PXr0KOZ8ZmZGKysrqtVqkdnvJAiydnl5qYWFhagaOj091dnZWSYJw20X4J918ixX9gJ7l/ni/fL5fMgJgRyIAkmZQ21f9gv85W1+2G8crAoWQEdxgYfQP7VaLZM1JynkHhwH2VsoFELG0Iuu266urvTs2TOdn5/r2bNnQdRQpUTbUHAl8sueSANmaQYuth4iidYyLmt+6Cyy5baR3+Gkkj1LYOPs7Ew7OzuxL0mY4JBYgnPgl7Ozs6gOYW6pXsWuvHjxIuw47bA4BP36+jqqqj/zmc8EJiLAtLq6Glhkd3c32rdeXd2e00TbAT6ztraW2a+sc7lc1tLSUmBeWgU5zgVTQB4QyKICjLXBnuLQSpNDkXHQbm5utL+/H3iKs0U4S4QDPNHlEFxUTiAPkJLgRpxMlyHWA/nl+9gUz5p2HE6gg+fwfpB4rCdBnIuLi9BbyBUtOWgN4Zng7JvRaBR4E0KCvcEcUjFOtc14PM60bEIfcn0Y8Qe+8GSLl/26ubnRe++9p2KxGJnAfggz/x2NRtrb21Oz2YwWy+C8XO42IYRWgMwvB72C82mXCUbk3ug/9iX7d3FxUbVaTffu3dP8/LyeP3+upaUlVavVeI4TvB485fv4ed4KkCrXNOjtJI006RyxtbUVMkTl3vHxsQ4ODvTee++p0Wio1+uFfqpWq1El4S1UkW2qR8BWkFqQqR7MLhQKmcQx7Ir7NycnJ+r1enr+/LlWV1ejZRLvAMYBx3prbA840O2BDG2yyb36H3/dA+juq3s1Ms9bXl4OuykpkzADPsUPGY/HqtVqMR78R6p/CMCPRqPwOa+vr3V+fp45l81xvjSpjMbeeSAPm48vvrW1lQn45/P5qGDkGWRPFwq3bRQ/85nPaHt7O1opXl1d6Xu+53t07949DYe31d61Wi3kEz1JW7pWq5Uh8fb39/XlL39Zx8fHury8DD3LeVS8I0lFz549U6fT0fPnz7WysqLPfe5zWltb08zMTOhFkhCQL1rgMibHDJ+UC/vnxHwaEMamONHLhW68KxnL/emU+OdKg4leqeJdLTxRlQs7yJ4D07nt9GCMB0tY68PDw0ioAAd4ojIVng8fPox7U9VbLpd1fX0dvI23Yncd1u12g09C57qMsR9I8AY7EQSkSw4tFdH76HbHu9wfvcq6wRNiE/is+3/83ttP+f3B1szr1NRUBD/RHVTFwbPi67MXCSh3Op3AjOhT/LVcLhcBK9df2Ab07OzsrF68eKHT01NVKpU443JnZ0cHBwfhX7P+S0tLkdQA5pIUOs75beYCrsj5cHQocyspzvCjcofAMfsCv9nfxe1EKtMuq+nnnCPkYuweXPFkURJm4ZzgIrFB+DC8Ewk63+310gRGPFLsSi0tWZMmSsQjqQgtgB4BT5VSKhCedeAkOQ6Ol6XilDabzbgfQQtfNDY9rTmOjo4i2CBNHDeeg3Lh3AnGg5CQfUW/+VSh4rQCXIiiMk8+B9IE/OJkeRYIStkPHZUmZVIe1QWocE82kTQBYTi6vnE9G4eN4uNxQ+SOmGcE8FnIeRSvpCjVA6zx4xHSwWAQrTI8qwhH3IlcnkdmjGfyoKTG40k/RUAp731xcRGAiv6MADEISie3eS4y6AeS0qvWKzgIREHGIMeeAevRZPYKDitjAVij1JAtDzp6lB2Sj/FC+DhQ9Gx+5MazDNIqHpwqvsueeVkv1tmdEp9rz3Rx58tBIf/G8GBYPfsIo59WznlAi/3s5JR/hlaDTgRyf/aak8eeAeCETkqW81kHrH5/7gloSkGA6xmXr7OzMzUajWjfwf1wfHEsCXTQFoJgQ7fbjb6tgAv0KO0qaLvDXvAgAtmztFZ0O8TcIgNe+cX8on/ZE35+weXlZWTwQXTkcrmwORCW/X5fp6enmWwj5s/Xg3ljbNfX11Fp4kFUHHqXO/6NXUXnMN9ur9C/7qz43z5sfwBspUmGPhWakAXT09PhMHMB2Kk6RCbRtfyXll0ERtKsHebFyUvPYr2LyEkxje9lDxyhl/1Zn5TL14eKRUhvAnrPnz+P1h/sK4LokjK2n7kn4E/2FkEu/8EhoZoTjOYBQvYXJDBOKokPtAoAY3yYQ+9Oju81dAZBEPZ7mnWMXcdZTWUNcokAgeNid0jczjhxie4mCIKuxXbThgRyAIJ1OBxGIIpEBwhJKjmwR+go5hbCirlgDIPBIHS6k26Sgoxiv3sQ3QNE4CjPjHPHnsC/k6K8F/LE+kvKzC3PgQg7Pz+PhKpisRh+CPKC3oL8dB1PgNgdSCdm02xTZCe1kx5wdrlxHMH3CQKSvcyFbXX59cw9bBv/Zm7ZX7RapL0abbh8H2BrPKiY7hWe68/6pOjE8fg2yDU1NTmbxvGPy4tjEcdAfB69BfZw+woh9dprr4VME4D2pAR0Bc9kzZA35JV1A8/zX/Y1dtZ9bces3BMdmRKb0qR6wAOHo9HteYVHR0c6OjqK7gqSMi1T+C6JkR+GPflxH9czkdljaTCEcYKdrq6udHR0pHw+H625WRPeC0zieM/9pjSoyJmUjieYj6WlpdDn7E0neD1xA1vriVQEj5EdOI3xeKxOpxNj8s4NyCa60f16bHqK65Fx90Pd58eOjUajSET1ilE/F4IgP505Zmdn4yxNb6NaKBTUbrdVLBYjyHN+fh6JnPwsLi7qwYMHGT/afQhwCBwLdhuZaLfb6na7UVmay+W0vr6uer2ulZWV+Czr41iSuXL+J5XzT8rltgYZdp/VeRz+3+Un/XG95/OPbOK78Cz/DtiNi2f5uvBs//2H+QLgCfeDxuNx7D9wZr/fjyRFrwZcW1vT1taWNjY2wgeiRSZJf97NxOfAnwm2YGw+d/45/k6ghGQ7Ty7kPlRBYE/u8pu4P0kp6I3UV8Ru+OelbGUs40NHYKdI6AH/wzVBwMOf0BEBHwTcdBf/wruyPv53dAFYSFIkmVDBeHV1FRVqrJHzjR5wd3vPM5w7Zg7S5BLwAXoJu4fceYsqr2L0tXS5dt/FZcN1uuNKl/0U4yJHvtZcyADPxNdAhvw53+310gRGpEmkEscMQ8hEktmHg4WT4+XuDnjcqeD3tKGSJkrN2xKw+ETocHqJLo5GozgTAyOJkSZ7GIKtXq+r3W7r8ePHury8zJTMQqKTRYaDCfGFUiAL6/LyUvfu3QtHzt+He5JlADgi0EILBCK7vDfviJLAIcVhhARgTrw9AZuVXs5eysuG4HAmHGcAOgaf9SMbjuwdQCIKjwoYSRllSCkrv4Og9F6oOMClUineAYXBwaMzM7cH4AJGIChQxoz77OwsnH1/P5RMp9MJoEPEdnZ2NspwCYr4IYkoeQAzgApDSFkgB/zisHsAg4AZZAQKBqXN2nhEXJo4YRDeTi5DRmIM3aAjewB0B+CeRe7ZrgRanBiBnMVpYr1xbAAML/PlTg194x0Msrd9/3kGhTuvyLMfRsbnkM1CYXKWAu0HOLOBPtBOHuKQEUDwcbAP0CcYNDeqXqKK0+6EnN/DgwYOLN1YIxvcN5fLxV7DASdYcXp6qhcvXmQCeDjvyDpZ6f1+XysrK3r48KFWV1c1NTWlwWCg5eVlbW5uqtFoBGCFTEVHUh3DPmJuyUShAhAbgZ1wO+TAlbE6kIFoIKubypyLi4vItl9aWtL6+nqsAZlvZC5jcwjyu0Pu+xqdQcs/5BHiy8kRz/IDmEEAklTgTl3qGAI83RlykJZmIPn4W61WtDvY2NjQ/Py8Tk9PM9klELPuqHuCgJPHR0dHERhxUIp+8rYH7EMPsKRXmjHLHEMmuJ1D53tywSfhgoynCmBlZUXValUPHjxQr9dTr9eL6jDkETmEeHZyHF1BIAXs1O12Q8fhuF1eXqpUKkXW9HA41MnJifL5fNjK0eg2O5a15HwOElu89B/bi8y4PZcmWYbubKFPFxcXIziHI+dnhjC+09PTsOvoEbf1vB/nzWEDSOxA3pysQg8R1CBzut1uB67ASSfDjay/4fD2jDXpVr5XVlbi3B2cRTASgQkqqznIkyxm9Ee73Y42WawtaweepGocrCYpE5jCNmBvCNpgy8C4lUpFjUZDrVYrdCKBEnSfpMi+Q9deXV3p5OQkql4472lpaSmThOB4plgsZgJhTnRzsU7oOyedkTcP6Kb3c8wOTnfCUroNXPv5SBwk7L4WeNuDQF69jcyTdACh7liXSgPWBn1KQlOpVAo7nJLBrAN73LN1X+YLTF4oFAJXeBDh6uoq7K+fb1av1zMJVAsLC1pdXY3zN9rtdmCY8XgcXQ2++MUvhk4guOXnkhBYRhdh250I4mB4cCbBMQhzD/JRAYWt8576Xp3qyTROviDLYAL239OnT3VwcKCDg4Mg3dbW1jL97D04i83N5/OhKzw4h+7A3yWQKEmNRiPWyklAdDn+4vPnzwM3EGwCM+LTEbCQJoEvdBpzhe/e6XRCF3ulMvoTfc+Y+MzMzEy0kua8znx+0val3W5reXlZ9Xo9nutVq8jF/fv3Q2eSpCDdEqKlUinjk/A+KYHsiSDo5dnZ2Uh0gPOBm/CqO0lxBgxVf9VqNfr1r66uxlgIimxtbalQKEQFUa1W0+Lioo6Pj/XkyROtra2pVqtFhdYbb7yhUqkUSU/dbleNRkOdTkd7e3vhh+O7EnjDdh8fH2t3dzcquB4+fBjjYezuX7FHwLFUAPleQ69/ki6v0EqrM3w/e0DTfUXn8jxZD9tWKExasDpWwK/lgs+6KzDDWJDtu4IR7uN4ZRK+IP49yb9wdlTtwvnMzc1pfX1dr732mh49eqTt7e2oDnnnnXd0cnIScultnKRsa1L+TcDV8Qf/dVyLj4J8O05ibrgHmA3OJuV/PAgML5cGRvzifZAHfwcu3gNMyvuRSEei3M3NjdbW1kKOrq+v1Ww240B09GG/3w9d4/6xYyf0rCcNefDh+vpaL168iHXnWl9fD3xH4IT1B9fBk3iAi/f3gJEnToANPDDuiUleIIB+9vbcHmhHprkXcoEdRnaQ59Sfd9vJXIM5PFjCffGb3De+aw9+ogMjHmFiU/tierRPUqYc1i8IGzaig3uuuzLRfdFwTNwpxkAdHh6G4LrBB0ABPCDodnZ2wvnd2toKcguFQAsNd9w6nU6AXDY7Jc+ueKenp6PdElkPnskLKeCtUdhYbCbvCVytVgOUQ8wRyYYM8swk1sfJR9qS4MzixPZ6Pe3u7qparUZmOsCo3W7HPDgRNxqN1Gw21e12dXJyor29vShzrVarGaLh6Ogosoi5UGyDwUDHx8c6OTnRa6+9pnq9ri9+8Ys6OjrS6empDg4ONDs7q5WVlQDlGA6iySgughb1el0bGxuq1Wqamro9ULTZbOro6CgOAq7X6yGT7uhJirVk7iBSMTDb29uZrH/Icxwi5pZy8nw+H044h1AReAMEp0YcsM8aIQvIELKPgfMKFI9wO5Gfz9+Wx7NvGTvZri7TKF2ydqnKcWX/Ml/sHZxPWs5hKJA5frwljKSM4Ts/P9f8/Hw4mPl8Xu12O7JzWcfBYKBcLheyQhDMS+olZeRmPB5HhvBwOAzHxPexBxIJDEiTrHivHGPsLjfMhQcXHPhiIJE9ZCmXu83sevz4ceioTqejRqOhRqMRhJaDKgKd3W5X4/FY9+/f14MHD7S9vR3G36u+cBYbjUaACogriDDPqGauIGhHo1EEpAqFQhxSChiDuMVJGg6H8b1cLhdAx9tMnJ6ehl5yWVhYWIhD2yuVSgTGWXdpUsoNCeMOhANDnkv7Ha8McUBLJRtr4pkmzLk7DTwLe586N27f/Hfz8/PhqAPUaSEGSXN4eKjZ2Vltbm5qcXFRn/rUp3RycpLJ5Jufn9dgMIhnI/fgCQe0PJuMSh+nkz/IJQS04wnPWsVO4wxBAIFJ3JF72S8Cw5VKRcViMUgOHMLhcKitrS2trKwEuKedUrPZ1O7ubsyxt0zlgnjyMn6ST8g0ZS9if4+Pj7WzsxPEJJgTUiMF6alj4M4Lzi26ER3s74JsIIueQMCzvFUU/8/5QxDarn/ZI65XsfEQocPhMPQ37aA4s45EHd6DZ3D5niY5hX1F9jl7eHV1NZOwwd6CSPX3hXQnCE2rFA7T5ZwSAvYk9DBOqvuKxWLYDBxMJzdYB/Cxtxki8xIbNz09HRiPtcLOEgAAm4NnkT3IPYKyzLuTI65fCDL4OJ0IhIxLnWGXDa/4QdfSCoNqOA4894QZx2v8F8zoSQz8lzE6fvH/kv1XLBYjyQfixFsFoztdr/rvuOd77733x9Qy/+9cU1NTevXVV1UqlVQul7W8vBw4H1nA3iBD+HWbm5va2NgIH5RzFqamptTpdPTixQs9e/ZMu7u74fd97WtfC59pZ2cnAiHsK1qSLC8vq91u6/DwMNOGUlKGaMEfmJub09bWlkqlktbW1sI2EtDGtnu1IPdzP919BbAI7Zuvr6+1u7ur3d1dPXnyRL1eT9PT0xFcr9frGo1GOjk50fT0dJyhQ8Uh+rbRaMSYaUOKz0vioeNRxoiNJ5COTseOj0YjtVotvf/++4EdSKa4vr4Oe+cV8p1OR/l8Plp0uw0g2OxzyN5fXFyMc/UIwEoTktP9Otoj0oIHO4Ef6ZwK2Pri4kK7u7uB6R2z4efjrztmY6z4D2SVg7U4c7Pb7WZaBc7Nzelzn/uc5ubmIpEQzkSSXnnlldC1zOtrr70mSdHCludhOzqdjnZ2dqLFDThvampKr7zyijY3N/WpT31KxWJRpVIpgiI7Ozvqdrs6OzvT2tpaEKG0TON9IF/v3bsX+w5sTjDMifE0oQa95wkLKTZ/2S9PisI+pj4iF/PkNsl5Cb4DtvJkEL+fJ2RBLGPD07/7OLGxjMGTbt2fcdxBEja4MJfLhV82NzcXCbroYd6JhEaSV+CouC94Cf/Rg9noFvYkicM+Ft4RHYdOu7q6UqvVCl8LLFGpVDKBXPQ5PiXvhj+ID+kdZHK5XAaH4gMxHt9XzoV6gJUxO4mPrSgUClpdXVWv18tguZmZmWjV12q14tnOjfl6s1boCvQ+OIsAB2s0Ho91fHwcevGVV16JOUcfv//++5nW/rwbQSiXVSnbxs2TBZEx7/yB3SIw4bbag128hwfQPDjCf13uWWf/ve8pfu+6zflo3zu8t8817+XJGfhTHiz5w66XJjDi5IcHQhyw818n3NKF498IDwvv93CFyncQEi7+DUmFE4IDl2aDAvAAb9KtgUah0ON/eXlZkjJZ8ShjNi2kPMrWnWMccDcGw+Ht2RWlUimTwcIYr66uolWAZ6jw3n7gExfz7mS3K1GvfnFHl4i1Z7N5lLbX68UYvLSUgAHPhDSEIJQUGZuU9uZyOfX7/cguIZOU6hxIElc43Gt+fl737t3LALPr62ttbW3FewIkUbxO9tG+BnCLrHn2OG3JWDMvc0fZOoAFLAKgMM6u+NwIcGFQUHjePsNJdV9jxsQaeADFA37pfnFHnj3osuGEoRPanj2AcmUukAVAMbKEbL/MF3MMSQPJ5EaGy4NMfnmEn8ACfS/RLV7RhW6gpQjBTgcHgD7k0fepG1XAgq9/mnHgcuTkR6pXXHen4ITv8jnXE8jJ+fl5ZF5dXV2p0+lEv0oP6DmBjcxVq1WVSqVoheL2wIODzBlrwJx6xgVAlnmAzGAtJMWcS5PgP+9DhqHvV5xinOHhcBh60AG4lzU7oMZusr7YCL6bBuO4H/qbsfqa+MUaELBinu8KjPDv9GJ90wAK43CZ4x3QlZDMtEigrQLELOvr/XUhHO/Sc3e9HzqL/YCspokGyIMHRphHD/hgqwG9vOMfBQD+v37h/GJPyXpmjmZnZ1Uul0MmWWP6dO/t7WXu5bImTaohyMLyvcy9CJRAhp+dncXZJFzsfX+GNNnrrr8c8GOb3ZHChqOLIep8zNh8fy/fO64302wvggYQ7I4feRe30+gi3pHneg9qxz9+eUCG/Sop82z2lVeD8zey/Lxliutmgpd+bh77iz3vgQbadnlFBrLjP66bPZDvgS9PEvCWuugjyE5+59W2+Xw+iNiUXGEecQLR8Z7h5/bObWGqu9N1cTnxRAL+hpwTKGNf8DyCuswRWBDCk/dN9bjfgzlnrLS2gXimWseDQ1wpCYatRp5e9iufv626ImsdmWCunGRwX5AKnEqlEmcRLi8va35+XvV6XVNTU5FQRlUaVQ34qJzfNRqNohKDig72qFeGIiO0YnLdgI2lGhDd6olh7FPHnsgOfjv6x7PrwbODwUCnp6fa399Xu92OLgLLy8uRCez72nWwV/KR/UtLYv6L7Lqvz97wcUoTctKrzkiMub6+DnIewgo9QQKNpHgnSE5PCnUuwCsz+C6Yn4A2n+Md8YulyTleyI8TW5CEJEONx+N4h3a7ndm7Trr6GQKus7yyO/UJsHu0qkL20Ev1el3VajU6abRarUxgmnlhHWhVQ3CfijU+0+l0Qo5cXnO52xa0PM8TW25ubiJgJE3an0FcdzqdOFt0amoqZI8zWFqtViZ5Cv+MOfDLfSzWF9l/2f3guy7s7F3Jc25H+WyK4/0e/jv3Q/y7UrYi5C4/xz8jZaui3B/lczzPv+ekML4qtpLEr9SOuj+GjIBb+IxX9bGX3P7zX3gBD2y7X8XvGBfJfYPBIHxpT7LxhDj0u1ec8DdPHGcePLk29ROpmIILQ+fwDMcbrifdb+UcNmkSaEQe6PaQy+Ui2MnzfS6kCT+X4khJGftCsILzYKenb8/iq1QqcW7K4uJiJE5TGeS23P0O3scD5HfJsQeKHIsyX+5bp9yKPyd9RurHp//1efqwf6f4+y5uwOWOJAm/x11j+4OulyYwIk1ePp2QfD4f2X35fD6EGUPOd3AI2RS+OSUFGchGSgk2B2c4jJVKJRQQvdrdKaHktF6va2lpSQ8ePIgst9/+7d/W0dGRnjx5EgfpcYgvvVAdfJKVB8mCMwLIclKb9wII7O7uxgFMZCYzTjYG3yWTgvcFGJA5SDstPk8/bYACgYdUQeCkU9Xg55pItwqZtgsodO5Hdoa3eUDZEPGl/Oz6+joO46V36MzM7SG7ADvap3AgK6A5n89HhuGjR49iXn/jN35D4/E4nBIU2fn5uY6PjyMzp1gsam5uTisrK1H2eHBwkKl6wHjQaoyMUbJc33333Uxm+Wg0ygTUpFtl+84776jZbOqb3/xmALUHDx5ofn5eq6ur6na7Oj4+jr6oHBLv2VVugNkDfqg9II1WSWT4YHQYo0epPTiGk0HmIS08kF+AsWfBUEKZy+WCbIIQQ8b4HAG9l/XC8W82m0G4Ug7O+iF7noXhOg+QwJzSisTLyh8+fBj79OjoKNq6zc/Ph+MKMYZccCBZr9fLBN8gw9ATDlKkbOUdBhnAQJsQD1gzB+g5aaJL+Df6Hv3hWSToTVrxFItFfeMb39DFxUUcflmv10PXkPF4fX0dmXb37t2LKidfG0hT9B8ttJaWluKwXg/sAmpp2QAwwbmEsKBl2ezsbFRjeHVGoVCITCL223g8jj3GumCj2JvNZlPD4VC1Wk2zs7Oq1+uZg+ZwuHFuvQoIfYy8QSxAogBsXS4ZW71ezziCDmx8/ZANL1+HXHAimLX39cBhdiBNpeF7772nSqUSwXOCS+vr63r99dd1cXGher2uvb29KLEmg5XxcaD23Nyc9vf3o3oNHQpRjH2iQgubgLPsjjXygayiCz1ACDGD/vdkiJf9Ar/k8/loh4GuoG0SjhxJEsgtNoz96XbL8SMZVMw9WHI8Hmtvb0+7u7txLwKKtJG8vr49a4d2e1tbW5FFjE0ES+GYetUfxDf38ZaqBHElxbkC7gCy/2dmZoIYBsPQLovDXguFQlQD5/N5PXv2LLJT0VvgPWkSMCKLjywt9gPyyN7gu97u0Vsj8uO9k6VJVQiYQJpkodHSiSxHMIQ7rhCVXtGKnmo0GhqPx3EALqSar42UJe29+o05JXjM3IHH8vl8VFoSYF9YWIizUVj7YrEYCTfoDypKmCevJHMszzsRrPP5YY7IJMWGpNmRw+EwzjFxrIA9xyawfpAwZDFSqcKZVNfX1xkZdrlgzTwBC53MXLs/AFHNeQ/1ej0IYpKIWF9v/wAe4L5+btTLfBUKBb366qsR4MD3XFxcjCAudsUrdev1ura3t8MHgNCiounk5ETf+c539OUvf1lf+cpXolIMPcEPe7ff70cbQ7A+xD36YmVlJRNMA48OBoNoR3l8fKzz83OVy+U432E0um1HLU3kFX+TClr8N6of2Av5/G3L4pOTE33zm9/Ut7/9be3u7obOfvjwoTY2NlStVqO65ezsTPV6XaVSSS9evIhq4mq1GvuqUCgEZl5YWAg95hcyODs7G7390flgaPZ1LpcLHgD9Qfsy98fwdfCVdnd31W63dXBwkCEHJcUakBkOYQZ3AGlP1wjsDQQ+BCDfQzchW/v7+/r0pz+tubm5aAPebrfjPQ8ODgILkgWNjB4dHYUtIWP97OwsAjB0hXj//fd1cHCg8/PzqOI4PDwM3L66uqrh8LZl5Hg8VrFY1Pr6ui4uLtRsNiVN2uGCgTkPhXVcWFgInIuP/NWvflVPnjxRsVjU1tZWnB3I/HIOCIEw7yjy6U9/OuxQtVrVcDjU/v6+er2e+v2+Pv/5z4eOgzuAJPbgC/6Nk4IevAJfcgB7SvS+7FeaFc5acrlN8MpL97OcAPZAvid28Qz3WbmH+yPOn3nAxQldfCG+m/KX7gfzOxJmwbVUZgyHw2iDzeew1RcXF3r8+LG2traiaqTZbOrrX/+6Tk9PJSmq4LySgPnBp2AueC74ArwAZpyeno7EQvhWAoToL+wC8z0zMxN6Eb3kOtT1DbYCvceY8J+npqa0urr6gWRw+KZOpxO4KX1GLpcL7E4bMgIfJAag38GAnoDoCW7Mhyd6pMkczqXxzMFgoGKxqI2NDa2tralUKuns7Ey1Wk2bm5sqFova39/XkydPIgEbmae1OVXIntQpKfwCMKPzwyQPME7u6evP+H3PpLbOA5HcwxPAWG/mlHXgPfi7B+b8vp7oAH/k+jLd11Q3fbfXSxUYSUkpyAUW1gMCTC6/82wFwCJAioVjkqUJ+cImRNnyN48usoHZHDgSd2Xuo8jp0YwT5coJQUYxAT6dcGb8npnhzr402cxEncl23NraiqwPB9Eob2lCLNJGJ22RxQaATJQUZB+/d7DKD05loVDI9AZlDJVKJZMBADFClgf3Z11wzADbrCMEHQ60GwJvp4GDTBANxxZgeHl5GU7CxcWFTk9PMyShy4VHvT37kk2L0nZZ9iAccrW0tBQBOsgy5M2zCgga1Ov1MHq8U7FYVLfb1cXFhfr9fpRToxQhftxwuJHmPjjWfqhWGqVGLnlHBx4e/eUdPZLsRL4HPlPQ6NkF3AO5f5mvdK0BFQDxtGLsw7IA2Nvj8ThaMN3c3MT5M+yXqampcCSotILI5n6ACgA6cguYgzRzfebA0bP9uKeTcuh1fpdmALk+QXbR0RhbdCSBTr5Lf/z9/f0IkvNDViH6GKDmZJYfXA/RTVtBgiRSNkOJMlvmClDgZINnBQJoqCChRzS6FxtAyxQHkU5i0JeZDMe5ublMX2ruUalUJN1WMHrwA5nifVhbD5j683k3dIHrNilb9ck6cw8P5kmK+3HdlRGCDLud9gDCcDiMAA/zQbBoNBrp8PBQuVwuCJmHDx+qXC6r3+9rb28v9hGkIrp5fn5ex8fHQfggi+hWnCz2DOP3+fF58EChg3sOBGce/T6flOvy8lKHh4f61Kc+9YG+t44TsD2OC93m8R3sOvMJbvOsMXQXoNydbAIc4CnIZb4PTmIMbtOkScaTYwgnzDw4yOcZuxMgrjOkSbWwE/9OnuNopI5wmrnHWF3PSpP2S9JEXj1bnDHS+os5d3lnXPw/Dg0EIWPjeZKi5cj8/PwHzjJzouTs7CyTsCMpKvEIUhO8RochK8gDgRGvVsDBJ+AkTSpqCK6yFp7k4cF838NeKZM69U5U8I5uO2kVw9h5LpVT+CKMjwASP6wn2ID/IlOO65BrEiHYT+g832MQu7wvxKyTfxArPh7el6oAP6+G4P9oNIokEIhBiA3eAdn7JFz4NrT/ZL1J5oAQYW/yg14CuzUajfCpCI48ffpUjUZDl5eXqtVqmTNzJGWCgOAg/FDG4nscMkvK9qeXbvd3s9kMEoeK/HK5HHuQ98Umul1HDhxXkrS1t7eno6MjPX36NBIcyuWyKpWK6vV6JKidnZ1FIBXcx35dXl6Oc4OQVR+P6zDeCx0PXgTDpbabZBN0P4l/vAPPSVtigTFJBnMfGT2F7nZ5cV3geAwdjd6QJj3yGY/bPG/tsrCwEEEs2u7ha+ZyuTgTam1tLfSt+xiMjWQTSE8+JynaZfKs5eVl1Wo1DYfD4FG8zTcttbAprCkJmM+fP1ehUMics9Lv99VsNiMw5GtEsmqlUgnOwttnUnGMHNMiCF+NdwI/oK8hY5FzfCxwuycaerCEcSFbkjLy/zJf6f5Ls/uZB5dvKXvgeco58P/MrX/G+TTnHxzv8HkPjKR+Cp91jJWSzFKWc/H7Oa4YDofByYEN0A/D4TACpnNzcyqVSmo2m9rb2wtMdpfvkI7F58T/5mNnXN7+DTxJlQn6n+Q550cZBzLO5/CvaStKYNAxCZVVzBn2kPfjd71eL8aK/XCfwfET33U9hF31pJ40QOBy5f+fXmmgDUwuKZLfCfIRhKLTjAfHHKu7L5Byv151l2L5dB2ZHw+GpDwc93aZ4L6OHdO94/fyvek+Pn/z9/F59XVwnO4y+cfxif/EAyPD4VD//J//c/2H//AfdHh4qM3NTf3tv/239TM/8zOZF/pn/+yf6d//+3+vdrutv/AX/oJ+5Vd+Ra+//vof+7m+kE66eGQJZYnD4SQ+CwNooS2DNKlOgGhJNwKOLJvHgxXMiffNLRaL0R/Tqy4whGSPPnnyJLLlUkKHqGKhUIiDwQGi+Xw+slC9RZKThGlghg2fz+cjW5ge+7ncpA80zsz5+XlEnjc3N2Nuvd8pnyOjs1qthgzgUPlZIk5kA9LdoSEDVFI4gldXt4dY0s4KwMy6zMzcnhdAKS3OMb3IpQnYRHZQvGxMwB99e4+OjgJgkyHEWTLPnj1Tp9NRtVqNjE6ceo/iAv4gTXAYPVOadUY+cSxqtZoGg0Fk7+EUONnBc4vFoj73uc/p4OAgA2YXFha0v78f5x4wz654PZAhfbCvpju3gF9JQT5AIHsAkn3CGrsSh0wZjydlna6w3XFnbZzocVDkn/sor49D/41Go8gaGI1GkT3MvpImwVp0Hg6KAzn0GKXpTiLV63UVi8VwcKenpyO7nwCbdBv8bDQaOj4+Dv1079690I04OjhdDlqpykK2uFhfJ2ycdPEsOzfuTrx75g9y5HsQnc7hn9/+9reVz+f16NGj0EtHR0fRTxnHmDkm879cLkdggdYTjNn3ugNg7AzzOh6PY+69xzIkF0DI9QnZu9IEdJZKpQCmBMyY56urqwgCkFFMG7DxeKyTk5M43HN9fT2IRycr0U3sN4Kpbot5R94foFkoFIKgA6y5Q8zvHFA5YOPZnt3iTgfP9ZYXZCSifz0ARSCs1WpFNc7Tp0+j/HtjY0MPHjzQ9PS0ut2u3n777QignJycxPipmHz27Fm8L8QehDq6ChLKSUneKQ1a8k7sA7KdmEvmm/n7OK+PUgf2+3299957+ot/8S+qUqmE3YNY5krJacj0Wq0Wzhog2wE48g6pwX7BTrKf0EO5XC7O/HHyRVLGuXP7Bv5zfUwLF6+AdXzpTh1jB6cwBx4M5bve8549AnaAzJQUVRHYUd4NHeLBTwIe/B757ff7mc+RDe5tWJwoBb+ybug5sKI7R+CkSqUS5KukjIMIHqU6hN740uSclJmZGdVqtdBpbic9Ax4dTisYt1nIBXuQlge0pEDuSHpBL56dnYUt9KQSzgmkOsizCx1LpXqR81aKxWL8jYPiCSTk8/mwy7TOceeW7FKwGyQn8k1AhGqjQqEQwcWFhYUMgZzL5SI4Dy7BD4L0AA+QZc8zwLr8DRIeAhQycjy+rdL2eWJfeJUNcvNRXR+XH8ycQ5zwHMht5NpJIPDC3NxcnKP41a9+VcfHx2q1WkHqnpycqNFoaDQaaX19XZVKJSrap6entbOzE34W6yrd4krO8CJJBCzm+BOfDdvfbDZ1c3Ojo6Mj1Wo1nZ6e6tOf/rTq9bpqtVp8hwAd1YHgQvfhRqNRVO199atf1f7+vt5+++3wF1ZXV7W6uqrt7W1Jt7oHLCgpsp4lRTsTzrm5C+8gi55BzeVnCRHQkLJk4XA4jPPrrq+vdXp6qsFgENW7JOowv4yh1+sFrnOfC6zlWNj1r8sFe59A5Hg8zrQEx5/Gxs7MzETrqXq9ruHwNnO9VCpFImEul4sKjFarFTpve3s79q53EyDQvLGxoenpaR0eHuri4iJzrloul4vzxGq1WlRuo68l6fj4OCrXaU3OWPP5fKZivdlsxnfhTqhyog0XMst5r5VKReVyOSrkms1mvMu9e/dUq9UyibHIE1h5MBiETmR/5PP5TPeK09PTSNi6uLiIjgkEWTzwRVDNq/CZq4/6+jh0IPLjic3Opzhxy5WS/WAT39ce6PTgvZRt3+jf5fueDIH9lrKVI3cFRnyM+Ha+19mP2DmS3KgSYIwkYvd6Pb3zzjtqt9sql8vqdrt69913I9jIfnYiGUziASZP5EjJcMZFkAL8Ba4iCZfKj6Wlpeio4nwq6wcfS2cGgtHgqfF4HEmIcI3sB/ATVWjYBUlhx3xveGKUB0tY18XFxaigvbq6iq4RYFzWwwMhdwW67go6oOf5DmfcnZ6eand3V5eXl/rc5z4XAdjl5WVdXFzEGYFnZ2fxjmCruxK+8Lud13Mc4PKWyrgnZEnZ9lueBMA6pv44e9A5XT7j85bOj8ulP597wUv4IfYeeGH8fxQd+CceGPlX/+pf6Vd+5Vf0q7/6q3rzzTf1e7/3e/o7f+fvqFQq6R/+w38oSfrX//pf69/8m3+jX/3VX9XDhw/1sz/7s/qRH/kRffvb386Ufv5RLgAOTplvYiKVkDJkA3gk0UkGyAei7m58+KH9ikfOWGCvAsjn85m+0xCYKDIPtACS/L6Uia+trcUBjpLCkcvlcgEGEP7RaBTlmE7E8A5kOpIdTCCF9lXdbjdzQB0ZDnNzc1pbW8soDpQfZcs4RgCP6elplcvlUCy8G2RRpVKJdgKQbWQ8pK200ovI6srKirrdrvL5fCgHWqRRUUIrl1qtplKpFAQpsnJ9fa3nz59HFjabl9Y1EMP1ej0czna7HfJDEARHoVAoZM4yIWuKiDdA8/r6tvcqzjBGiJ6pacYl5CiEHrLvreIgKg4ODmLsftDo/Px8lGTTAsMPeWZuCZa5Y4tB9KzDm5ubAPM828kcj9Y6MHBFCimCAwXBwJkMyBLySNUCxIhXa3E5EPqoro9a/6XGhIwlj7oTgGKOPJDgpDJgigCbt8A4OjrS+fl5ZMsWi0XVajUdHh6q0WhENhdrBQE4MzMTWX4e2EV2IIaQKd/3DjZxhlw+PYiIIUae07VHv3r2AcCH8UxNTandbqvVakVf7fn5eV1cXMSh6RysCClAdiQtP1ZWVvTs2bM4cI77044EpwYnywkCD6IwdvQudmxqaiqCGqPRKIIzZN6khAfVDJBgAAbuQ4C50+lEVsp4fHsAHo4irRXX1tZi/jmD4ODgIEgVZMMzlgFOyBTvx/5mnGTkuV31efC2PO5gYN+YK8CQ6ykPNjgwAwfQSkRSZg1wivf398NWrK6uamFhQa+//rpWV1f1xS9+Uf/tv/23aKm0sLCgSqUSVZfvvfdeOM5UXzn5d3BwoH6/H+Qe68jcIfu8DxVPyDrzgK1zsPpxXR8HBkS2UgBONitYC/lHdtKDqNNsI7Db0dFRkGHgFw+68V3OL+n3+9FPH5LF2wiwlpDKBNi8jRzklKQIOpB0wzsi89ybfQWpz3u6Q5kmDGAz2Y/cz/Hpzc1NBl94oA88hN4H8/h4GQ+OKoQWyRDsO090cJvEc52M8+DEaDT6QAsASVFFBCacm5uLgzM9EAXZj35xp54xuRNMZqInvXhLO/Q5n4f4h+xkfjzjkXnkIlGAOWXefQyDwSBsxF3On8scMoqeBiN7KwYnRniWt8nAptCChvth2wnM+P5B1qXbgBbkoQfNeC7PA5NyDgSBSA+iua+HTvckDwhWSNiP8vq4/GC/wOYQZsvLy1HxiO0HN52enurdd9/Vd77znWibRXAOuVpdXdXS0pIuLi6inZATdI7BwEr4D+ASWgxK2SpJ1720Ypqfnw9/hzFK0sHBgR4+fKhKpRIBGmQN/emJXlTMvHjxQsfHx3rnnXc0GAwiKFoqlXT//v0g8mn/xL6FbE7byMEreGJI2v7DfXmqT5Bz7gO2kSbVZk50M1cQhJ40IilaGHc6HTWbzcBQ4Az2FIFLKnskxTuDMR2vefsggpq0R5MUehtZ9WBNvV6P9meDwSCSfwjc7OzsRKLi1taW7t+/H3qWOcU2DwYDvf3229GayytlKpWKvud7vidaeaNPxuNxHHi+t7cXQR/IVAIZHojCB6eV6szMpBU6PEIul9OLFy8yOv7y8lLvvvtuBOLR2Q8fPgx9uL6+ruFwGK1varWaer1e2KLp6WnVarWwj+xPEqDW19eVz+fj3VlT3hXshx0DO2IrP47AyMehA+mUwJ5yAh8s4VhR0gf+myYjOc5K/U1PbnH/0v018BB4gvVC//H5lLsgYOrP9v8H45IohuzhM/CO4Bze31vHuY/sNhl9nWJmH8vV1VUm0ZA5gTfivQmcEwyhCwH2nDn2RBRfM2yXd1rBtjM2WqiCCyVpaWkpEgQ80CUp9gX41rli/EbmgPll72GPRqNRtGImKcvlDD4X3OrryzuAdZEdx71XV7cH129tbSmXy0VCTrPZVLvdVrPZ/AC/xXP9np50hd+fcgzYeA+GeHDPAxVcLhf44On3mU/GlAZgUtnmb6lcpgFHLn831gT/iXXGn/lYAyO/9Vu/pR/7sR/Tj/7oj0qSXnnlFf3n//yf9dZbb0m6feFf/uVf1s/8zM/ox37sxyRJv/Zrv6a1tTX99//+3/XjP/7jf+xnu0PFhDPR3l/QhQSF5FlZ0oSEdqPjggIwceIXB80jdDjmBAxYNBQa/3UB5H44kvSk94w+jKA7g6PRKASAyKJHJD1YxD2kiZLp9XoRwPGgARt2Zub28Hfm2HsPcw+fO+7tChfhJnPXyUaMhaQA5Wnk0C8EvlwuR1AGQrZUKgVgBGR4CRpj8cAL1Tnz8/OxlmRoEEgjaiwpiAycNN4fpwwAyuYEbKUEibf64j4oYDfWrCFz4UoB48O6ETgD7BKMw1nHAGHICJSRBeuBEeQUQ+1ZqZ5Bisyy1xg38sce9T3Gd5AVd/xR4N4LGdny8ksnvVND8VEHRj4O/efv6JF3J6odTKV6kL8hb4Ae5vXi4kKtVivACwAeEp1sDUALTg2OIroIkCFNWt048etto1IQ6MDCA7N3GUnugb7wvQMRxTvyTD5LaT0Zj4Cci4uLANxUjtH3k8AAWa3sZz9vhyApDrU0AQGsC4697x/0LvuL9/bMXOyMB7z4nZOG6AbWibGia8/OziKjGiKg2+2qWq1G4If2GgSP0XHj8TicdpcjrruyjPyHiiMnGt3mpk4LsuPZ06l9cDngM07A4Dzk8/noDc3f0Ynn5+dx5g5rTxsFMs2/8pWvhNMrKdooQDh6UAMwD2HY6/Uicx0g74EhB45pkoA7VMiF44mP6/qodaCvu68f++uuoIfjEgfmfj932CAoZmZmYu3AXm4PCRhCpqQBAgf37BVsNH3P0aUQG+5w+fOkiS50xwYSm3dJAyrpuzqm/LB58P3FuHCKmV/exZMUHIt7kNsTJBz7+vNxEL1yzNfOP+s6jvEOh8MI3pCIQ4ADR9pJDYgFSRmC1YMO6XxBUnlQwnEbv4fs8jaMPNsv5oFAFPfgfZyIYJw8n/V1vem+Ab9nTvivY6cUV/o6e3AbfU7yCvICjuB+2FvH255E4c47z0COkGXazbhj7vaAvc2zGYcT1u6MfxTXx+kHu5y67sB/Qc/41W63tbe3p2fPnun09FTHx8exhiRzQOJfX1+HPfQqUvcnIeI9uOrJDHcROuAXD9p5sh/ZupxxVigUtLKyEm1E8U9c/sks7nQ6Ojo60v7+flTIcz4eh2YvLCxERi2BXoK9aaKa+yK+/9zXZi78Hbk3QeZUZ6X6z3kJDwgzFklxz2azGe0E3dZBoqNP0CWSMpn16CqwuSejuH7w5Ez2HBgH23V+fh5Jj9VqVfl8Pgj78/Nz9Xo9XV5eand3V/Pz81pbW4tqRidypVub3m63owoTXoBg3b179zLnf6LreA7Y24PrcCnoJcZFyy3mxdvR0qrs+Pg4gh98l2SubrcbfkChUAhfgWTEZ8+exbxjk0hAQ1486A9vQcs2EpYc//JZT0wkoO9266O+Pkod6Pb2ruRLKRtQQKe4PbkLB7JX3OayF5xfc0LYx+N62O/nGNAxEt9FpzqH6eN0HOnBad7TsVXqb+LPoi/dXvCOKZHv2Iv7eTKC/4Bf+JvjPXi/u2wyOM9l1TGIB488oMT6pLjQ9xiBDg9e+Xh5X383fs/84pfzLvl8PnwB99uYI2+1hS7zd/N1d9lDx4Kt3F9Fx9Iy0ZMdXR6QUfQdei61T3eNwfeA26UUq6aYPv27f9/n2H3adL0df7oN47prDP53x7/MWbq23831Jx4Y+fN//s/r3/27f6d3331Xn/rUp/S1r31Nv/Ebv6Ff+qVfkiQ9ffpUh4eH+uEf/uH4TqlU0g/+4A/qt3/7t+9Uhg6+JUVLIL8gyZ1wzuVuSy3J/ATE+KZgszgo8/IvKRtUQcB5DguO4eR3jIUWJ2nU0L/HRsXQQc5JisAIY+Vd2XgQN6PRbalwtVoN0IrRBDihCIvFYoaAo3Lj5ORE3W5Xz549U6lUiueWSiWNRreZYaVSScvLy5F9Mh6PI6JbqVT03nvvqd1u6+joKAOicrnbFgH0B97e3o7D6sgGI2ulVqtFL1tIRgg7X2/KBtfW1nRzcxME7MLCgur1unZ3d6NCAgVZrVYz1TDn5+dxmNHu7m4oGwIqnulIGyHmtdPpqNPpKJ/PRxS+UChEr9rhcKhWq6Xd3V3NzMzo/v37qtfrkSFNhkqhUIh7A2L9cDjeCaeP0kPf7BzctrS0FAENDoA/OTkJBx9AiLM5Ho8j65ADRGljBhBDwUuK4Bhy2+l0Mo4X6+yOASSqOyvuSLlhTiucOOie+5B5AGDl3pzfgDGAuE8Dnn/a15+G/pO+Ox3IBWG9u7urZrMZBx1SnonsM58YNknhCEIgQd6+++67Ufr6hS98IYANawTgIShJJddoNNKzZ88CrANmaO0xNzcXznUKutxAQ2S5kS8UClEdgrPt2WRpyxkHCg54pIlzSRYNLQucSKJi4vT0VK1WS+fn51pdXVW9Xtfrr7+uSqWihYUFnZ6exsGdbmckRVlzs9kMG4FDyHggVlkL9CKZgOyT6enpGK/bD9aWjDIcV0rxsXk4vqx1p9OJTJ56va6Liwvt7++rXC5rcXFRm5ub0fOUdkAALSdDeZ47JdIkm4Wgk+9XP6OG/Q1p57oKZ8+zhwG7aYIB80JQezSatOBCz3L2krdgxJnu9/uRbXR5eanj42O1223VajV96lOfknSLA378x39c7733XrSdPDg40P3797W8vBwZgvv7++HAQ5BPTU1FUIqAoxPgnq3r+4B5o1rInScA/Md5fRwYEFkg4x7idWpqKnOGEHvaz6QgkEBwc3Z2NlrIYJM3NjbifAMCvrQsgvC6uLiIc5XIdPO1gaRjX6A7JUWgE1yDDvUKYncmIaQ8+4tnEZTxTC7sLlWpno3pyUEcFM9h4J7Vx17x7Dz2Jq1mkEcunDhsCnNyfn6eKftHx0JOskbgYXAm5CBBdv7LnIMHaDVLogn7m6ro6+vr6NFM1h/6B0yE/fFqCp9/SZE1iT5Bh7vjzmeRGchQ7o3tGY/H4a8wBnwRlwGCUVSMYBOYY7ATwaKbm9uDlHkPnz/Wi/f3rM20Sj6Xy8Uh1FNTU1GJTYsir57Enl1fX0eWKLibdfFMeeaMveXVIKwL4+TzyDVk6WAwiMxSqhz5LL7PR3V9nH4wrcdo1YTfi99F1bW3C/rOd74TNmw8HqtcLmcqCSTFPh+Pxzo9PVU+n49gH/ObEkesMfiPvc37oPe82tGT6riHEzfD4VBvv/22dnd3tbOzoz/7Z/9stC0iCMI+JMjz9ttv6/nz5zHuUqmkV199Vevr65HkICmqZ9vtdjzTkxuYyzRADSZhbhkDvvHi4qLW1tYiyQgfiQ4D3kEAUs7PivC9S1so2krx/61WK/Qy+4vWf54tTtWa8xuNRiMSf+ihPz09Hb4++BIMKU0IYu7Nvfr9fgQ8qtWqHj16FLrh8PBQ8/Pz0Zb2W9/6lprNpg4ODvTFL35RKysrqtfrEVwAL7322mvqdDqRoIU+evDggR49eqQXL16o2Wzq6dOnkRDZ7XYjcIwdwKaAB8GwU1NTme4DJDHSjrbf78c9d3d3JSnjW2JrwRDz8/N66623VKlU9AM/8ANRQXN2dqZGoxH+gfvrZ2dncYg7HT+urq7CJ69Wq1EFA95gHvL5SdUjyUrYPAI4H/X1UetAJ+PZQ54ggrzDG3jgEXyUJhfxb4L1cBxcTvymJLL7ItIke90TIpzD8f1IdRZyhR46OzsLnQpuxdfyxK40OMI4qGj31p2Mibnws8oIJHkglvvhz4NT0VnMN3PgyVtULuPL8nf0jgc7nAMAr3hCJXvVuT+ejV4Cx/R6vbBBtGclGZg58AQXPz6BPUabVvhQjhvwBJk0QOG8Mb6tJ255cNOxIvNKVSbywGeOjo60t7en4+PjjO11rsPlnsRp1vP6+jpwKLJdKBQyyXzOz3nAzH88ORGcim6FE0+DIiRmwgHCH8BR+HfZ18iFB3Gcx5cmvjH7FV/gj6P7/sRZw5/+6Z9Wt9vVZz7zmRjYL/zCL+hv/a2/JUk6PDyUJK2trWW+t7a2Fn9Lr1/8xV/Uv/gX/+IPfG4a1fIsjDSzy7OlvMUWGyANlngEyktY04CHt7lw4MQY3JCmguuBDCfM3cF2pY1Qoqw9y9gv/55nf0A+MVfeLgsAzAb2rLJ+v58JYmB8ut2uRqPbPvwEF7xNTrqJyMjA+HhGGO+MA+aOmb8X7+KRbbJUSqWSDg4OQpF6Owmcb+aD/oWsgVf+9Pt9LSwsZPqEc64IyhqDACFNUAWl1uv1AnRKt840Pe3Pz89VrVYDvDBW3rHRaGhqairakRGEYdwuvwAoP4CKueawO+SH7wC0yfTEyaFVj5dbukOdZki4smTvuUOfKlY31q44kSmUIAoyl8tFRiTj9kCLfyfVCR/l9aeh/6QP14HsH9aG36HHLi4u1G63g+BzR1eaZHR4qaGvJRe6AAPtmZ5TU1NR1UYf96WlJa2trenq6kpPnjwJh4pglRtHAJDrBwePqYywpq570zF70MMDynwHuYGY4t3QJ+h2D8iRVUzGFsFAshfTwDZODfPLGHBg0IHoSMg1Psc6UvnjgMcDjryHZ/x5VgbfScGF/46gAec0LS0txbwMBgNNTU2pWq2qVCqpWq3GexF0pqc+74MNwa5QpSdlS2NZV6908suJZdpCOBhy8HmX7CJPqZ7g3T2Agqxwfwjgdrsd9+l2u5qaum25Bgm4uLioer2uN954Q0dHR9FDe2lpSffv39f+/r6Oj48z/f55Bgkb9MntdrtBePjlTl36nq5HHat8XNdHjQFdzh1PeeZgKifIrwcVkd1U70kKosTlL5fLZVo7kkghTTI/kbHUZvIcb53ibQDY715hwHd4T8eqaXaV73PHxCmxL2VlCj3P57kPeg077LYZ++PVCf6OYDqcJ38un0X3uS734C5r4NmDBEbQU2Ab19m8U3q+h2cXgpfQQ9i0u3Sofx8M7boZPcr7Orng2N3XBoKZLHbWwsfkDjTPGI0mZ8s5zsKeuA/j68w6pnoi1Z1eYew6F+eX8YEJseUE5n2+cM6Hw8nByLyby5snxqRBGSeOaGvD59K9x++x4S8DDvxu/GBpsm/ZO1TmgP8gm10G/VBv9nsaZPMEKT+XEYLOk+DIwHei3/Glyyfy4TLPZ103pQlW5+fnOj4+1s7OjkajUbSUXlhYiMSG3d1dHR8f6/DwMILQlUpFtVpNKysrkfQByYYeh4xBd7hv6npYmmAx940g98ChyD0BRQ9oOz5jrXxOnGRzworfk0RHJY3zHF41wB4kCJTL5cLvdDvDnuTzaUWJYyt0A9gYmaA1c6fTibMB1tfX4+9gKwLYh4eHevbsWQSky+VyJJbm8/nwpcfjcfAhrVZL19fXevHihXZ2dtRutzUYDDJtcMDozIfLvNtOlzMCgo4R8PnRNaxPKp8EX9IWboyJg6/BfbT2khRyJ03wRjrnyCB7JbXtjjvYw773Psrro9aBvpdSPlDKVsCmvAS4gb87nvLv+Xr7Zx1738VV8Xu3ozzX7ao0SW4iWYe543lcrD86iko0ODsuT+xO8apzTqlPlfrb6fORsampqUhIdAzrfq2T4s43+vPT7H70nfu4Pq/MS4qt2LPOV3CWD3rK934a0PB3d+yATLhe8cAac+IYz+WP77Iv+V4agHH9SsCo2Wzq+Pg4dMLR0ZGOj48zidvu1/P+vJvj0JQzcTl3eXZZ93lhzXz/uI1KZYT/+rqme4fnuL/O39y++j7x70iTwGi6N/Hp/ygY8E88MPJf/+t/1X/8j/9R/+k//Se9+eab+upXv6qf+qmf0ubmpn7iJ37ij3XPf/pP/6n+0T/6R/H/3W43DknzyzMlmWDfVJA4RPRRIpQdsnhp5oYTvDhYDiAkZUhH7+vowMgPMx6Px5kDkOk1fXNzo3a7rX6/H1UKkOIQKCw0AYRqtRplo9zbL+YAwERGBJupUJgcGlatVjUe32YHtlqtmDOevbe3F+/L5uj3+2q32wFShsOhVldXA5x7NlgapcT5whDwt1KpFBmEvuHTy40Ch7mRofb+++9nsqepdiFwAsjhALW5ubk4vImfk5MT5XK357iMx+NM+SutaG5ublQul3V+fq6nT5+GsajVaiqXy8rlbjPtqArpdDr62te+Fo7DD/3QD6lUKqler2cUFqRyPp+PQ+oKhdsWXWTnQ8AyroWFBXW73QBctBojm3B3dzdzLsxoNNLu7q6Gw6Gq1Wo4U2SGYWS9BRjZhQ4mXK4xJrQfIVvnLgAASPbfA/5Q5hhxB/zuhBDlJvsKQ+wZBx/V9aeh/6Q/WAdCnJCxygXwPjw81NLSknK5XLTBkiYlm2R5eDa6G3ocJBze4+Njzc/PB9lNNtzy8rJWV1fD6dza2lKn09H//b//V4PBIA6HRf8SNPSqD68Oku4Gu072EICWJkCCTET2gJM7XqkEmUKGHA4PzisZvshcp9NRt9vV06dPMxl8tFVAl6OPzs/PQxeQvZXP59Vut3V6ehqOKc4rQVfAD78jQExmDgGXQqEQ42Ye0BvShLTg/wuFQhw26YF0Wh9cXV3p8PBQtVpNW1tb4aCTiVgulyNz6Nvf/nZksRFsximfmZlRp9OJqr+ZmZkIpgDinLzCQU5ll/HRhobWkcgkQN+dDi50qOsC9AR237OFHPxBfHgAkPkjC3dmZkZbW1uxd8rlsn74h39Yv/VbvxUHdZZKJf3AD/yAvvSlL0X11tTUlB48eBAYgwNmc7lcZDhCPDpJ7wSE70vmgPGBNT7O6+PAgMwn+MErLKVJYJf1hHiQJlgRQsSDY6w9QT/kVlKQc1RZgGG8qhH7lToBtOtkP+VyOS0vLwdWw4kB0/EZD5xCqLN3+FleXs60okGmIMpSx92DE6k+8coS2pTQDtBtd7VazWDu8XicORuDYCBBiDQjjTVLf4dulBRZ8KwRn/Xz+8bj23PewJvSpBrQHUTWksAva46OobKjUCio2+3GnvIqaW9PgwySVEKWNkQB+JR2pR5QGA6HkQWMneZvkMeQ3WCyfr8vSZHQk8/nw2cgUH91dRU9/3lv8DpjLRaLGZlyXEXLK7AbGcysLfKInEmKjEz8H2StUChEhRu6nJ9cLhfBYG8B7HvGHWsSD9KEiHw+H5UpnujDPv8or4/LD2auZ2YmrRlHo9vzi9BJnBMCbvL9SJcA5p12kp58QYIAWMkDkqxD2q7LSRQPOPA3MKknwzjZkr4jPtje3p7G47F2d3e1vLysYrGocrmso6MjHRwc6Pd///cjQ59s/ldffVX1el0PHjyIc/CQS3wnnksiDMQ4fjp6bjSaZKdio5kTArYEidbW1sLv93Ne0AHoXA9sup/MeDy5g2xo2mB7L36wNvOZz+fjzEknvTy5rlCYZA0PBoNYb/7mGAsfTZqcN4Ku7na7Oj4+1vT0tLa3t1UsFiNpihZrzWYzKh+eP3+uwWAQZ+Dcu3dPhUJBq6urcSYV+PXRo0eamZnRW2+9pdPTU337298OrMk5rN7qCjvknA4+AjLqZDjVmqwz68LYeedUNtl7cCtHR0c6OzvTN77xDTUaDW1tbalarYbOfvHihXq9XuhIz2TnndGVJBnd3NwEjwDeYB+Ox+NMwqoH6z6OwMjHpQPvCo6kpLMHjvxym+VBJ8eRKcHr5L3fgz3juow1ceLf/RT2OOsOjgVToUfxZb2rA393bge5Zz7oDkL1L1gobbOXEuHMhwdl2RdTU1Phw1MV6iS5+7POYdHqit/5mSHMN3iUQAoBeMbuOAIM4lWwBEaoEva1Yv48KZTPOEnPu+BfoF9ITEF/u18rfbB9tKTgCpz8d57CsQzzdnp6mknEm52d1TvvvKOjo6OwESm37ONlrbDnbm+dc/MgB36S++SuR8CTLjPuK3N5QP2ufQm+TYMfyEEqP55Aic1FH3truLsCPB9rYOQf/+N/rJ/+6Z+OMrjPf/7zev78uX7xF39RP/ETPxFZA0dHR9rY2IjvHR0d6Xu/93vvvCek7x92sXAYwtFoFOXoOL7FYjE+K2UdahQZGxgnwLNnIH1d8XmQAKFic0mKZ7Mp/VBxNhMOUbfbjVLbUqmUORODTeSOEkTbaDQKkEfwg02JwsCJoYJhamoqNl2hcNuvdXZ2VgcHBxqPx5Hlsbm5qUajofPzc7VaLR0fH6vRaOj4+DgyYTyYgHMCmOTyyDGCz3tLinJ/Dtlj7qenpzPtG/wCdHKwON+BjKNlw8LCgra2tgLwcJARZ4hAMvT7fR0cHGQUw3A41ObmZswvG7pcLkc5G+u/vr6uqampOAweRdfpdHR5eanNzc0gx8hkOjg40MXFhdbX1+OAROQPcDo9PR1rT/uu+fn5KC1GlorFYgDOy8tL9ft9nZyc6JVXXom2MJBHZICzjs1mM5MZOxwOg9wFVOMcA9JQkL4vXOmxhwCbGBT2Qkpo4igXCoXMXmUPuTFhb43H48x4KGn39hEf1fWnof+kP1wHog+YWwKCACUINogLCDLmTZrsT0pd3UH0wDEELgdK379/PyqihsOh7t+/rx/8wR/UwsKCnj9/rkajoUajoW63q1qtpuFw0voMo4hxd/lxR4v3YpxplgktdAAZaXaD6+80u4qAgwdpvBLACQJJ2t7ejrGsra2pUqnEs7vdbtiTlZWV0De0MmT+vaSXrDqCwRDvvKNn/zAWxgrJjww4we+BZ4JmELEO7rBV4/E4KiJoQbi8vKxms6nBYKBGo6H5+Xm98sorIbvHx8cRDGFeaeFQLBbjHZvNZjjHTlIDjtHrBIu9HZ9nGEsK5wFwm2avMBfICt9xgO9AFZ3G5/g+ur7f70eLEYJAnmEl3ereWq2mWq2marUa5OCDBw+C8Hz27Fm0mFhZWdHKykoQgq67vCUnYLhSqUQAiwPBGauTE2lg8+O4Pg4MyF7xM6qkbAWQB7jQHY6bwEdkv+GwShNHANnxJBV3BN3mY7cgqiD/Afje/sfJFvS3pMCy6GACqZA66DTINAJ7noTgzrQTJWBEz4DGwUG/UbnMmKXsOWE4Wh+W0ciY+JykWCc+z9yg+3gGY0InDAYDLS4uqlKpxDx40Juxg/clBc71gAxjdMzKPLL3qHDk+QQrGRN61AkIxy0EWTwwgE53OcM593n1NUAPgU0hB8FnkGjcn+Cp604nQZFp1h65gBjxtSdbFWznY3UyxzPq8X/8/BkSD5ATt+nYyrQyyjPzCXDwbAhu7sP6uBPOffj8Rx0s/rj84FzuNvmlUqlobm4u7C/nM6RJNE4y4DdCirMnId9Go1EQr+irNEgpZbs1uD1NMZiTJZIyMsYzXXcha5D4BEjOz8/VaDT09OnTaFXy9ttva39/X0dHR7q+vlaxWNTq6qqq1apeffVVFYvFINulW9+z3W7r+Pg49i36gvkioSdN2kmTFCA20S2cW8EcE8Tlb8yd+0fYAfw81ojEH3QU46N9HMGHUqkUSZUEZd13QvdAqOPrQRSi78G85XI5fGvw4/z8fKaieGFhIfwJAj9wGuj5ubk5bW9vR0JioVCIzgmXl5dqNBr60pe+pGfPnun58+dqNpuqVCoZHfr06VMNBgN9+ctfDhnc2toKucI2gn3TM5Dw+1OiF1+XxEr0KgkA+FLoPSeNIa/x+6enp6O17ng8jvZsr776qhYWFrSxsRGkbaPR0MXFhRqNhkqlktrttk5OTuKsQ/Ax6+1BZw/w4PPzrvhJHvT5KK+PQweyb+7CZI6x+K+vIX93MtwrisB0qR+R6oGUZJayWfcpR8JnkUfWMg0Q8MNYCCowJvys9B34O/gKe0liB3Y5HSu2gnF5ANf5UoIr+JnsO/Sk4zveCZvhe9CPHXDdid/DGnmwB91BogjPlCYdJcBa3pYUv88T7fiOJ2L4+7sssbY+/3AY+A/cy/kM1sYTChw7evIHfjW+/uPHjyPgS0eXpaWlCKJyP2SHy9ceTOvylgajXO4Zr/PIvnf8Yu7B8M7tOSbg3ndV6/m/wcn814NzHghiHFQVwgt4AOqP6g//iQdG6BPnF8IlSQ8fPtT6+rr+1//6X6H8ut2uvvSlL+nv//2////r2Swwxn40uj0DAfBwFzGLI5AKqGdHuXPJc7inL5yPAyFyx9UFjx/+hmPCob1klqWHfHlEE0HCYSLI4tksbhQBkxCjZMNx9ketVtPi4qKePHmi0eg283B5eTl66xPppR/m4eGhbm5uMoERz5Rj/O6k819XslI2u5n3YX5xWNON6HMNoGedyPAol8saDofR2oe/Qzig/LgPToQr8NnZWfV6vRgLG79SqUQ5G4CFnqT8cH+Ud61Wi0xrSAcqh2q1mnK5XKa3NuDVx3h+fh6EGjLA2CCGHNiibLkvY0LmKCOn//bV1VUoHg9eIDNOgrjj4oCEH+8B6QDAMyDc0Ugz8ansQX49kIlMevDDQSrE1Ud5fRz6jzlkbVkD5MAz0zwDF/LcDSC6iM97JhhrTZYVlWdUmfGs5eVlvfbaa5IULQ0oZUUnkcErKZxtsvG9vNz1HN/1sThwdCffdTZ7h3eUJroQXc97cR/018LCQjiWGNpKpRL3owezzxVzj0OHXEP2812cf4IQjAlCB53uQSFpoivRX/4dnxeA4Gg0ylS1MCfci30oKdOWASebbLxOp6P19XWVSiVVKhX1+/3o2Z3OOXPH/uQdPWjvQQ1+sMeM2wMUDt6cBE2rjFKAhaynNtxtu5OTqdzQwzufz4dt9nXke7RkLJfLarfbGg5vM+W3traUz99W6/V6PR0dHWUyINkPyCIyyDzyXw/Ku1PG+3oyxsd5fdQ6kLki2OH2KNX/Pj/sVYKgaZCdcac2int69Rkyg35yzIPDRDWYJPV6vbBRkjKfT51Zx0roZ3Bc6tS7fkwdDneEeH8CI3yX//o+TJ1an3fGeZej5HPjuoc9zT7ytj4+h9wXXMg9vJUp9/c94M8lCMN9HLukjjnPkyZEBGuUkqFpkMj1C+1wID34QTY90OCBCF8n/z7/f3l5GUkzrgedWGVsTp6k/oi3deTyMSEH7k/4uKTsuTTYNde1TnyTBc1zUyIiDXCjy5lzbAU6mqC+V9DwDo4N+AFXfJTXx+UHY4ewtfg0+JWe7Cd9sGc4a0Eve8dV0gcP4UVGWEfGwGcdW/pzPuxCZ7u8ulx5wEBSBPlox8TcP336VMfHx0HaLy4uqlaraW1tTSsrKxn5GY1GcTYDfp70wbZ76EH3dXxuGJtXJrj8Mxbsi78P/q3jcd7fKxt9Pjx4Ojs7q2KxmGnvSSAHPxLcMBwOI1HHK8mcyEpxUalU+oCf4ZUtvs/AujyPpEZ0cbFYVK1WC/6BIJwnX5LoODs7q9XV1cBQ4/FYR0dHajQa2tvbi7PvqJQh6AM56XPkAQ30nO9Rl1/Wmz3rSaapL8Hnx+NJSz9wBX52s9mM8+lyuZzW1taioqvRaER7QH7a7bbG43EE9r1ix/0e5M3P6+HvcFRp4PKjuj5uLtDXye3uXSSp6ybH1I6V0nungZHU7vDZu8bl9+D5yJdjHa67sIonzIFdCO6BBRz/uo0nMIB+cD3vOMSJZZ7veIbPIv/4e+5buV/oujUN3GBvpAmucT8P3chnSJjmB+zFeD24xP6gott9f/Sqywrygt/sSSQuG25HuR/rnGJtlxP2QcrfOdby+19fX+v09DRad8N1Okec4tvUl+Ad+bfrNf89Oj0NBqWye9ce4rOpf+yy7Hx7ei8fi9sZfydfZ3+OV1ahg9N9/N1ef+KBkb/21/6afuEXfkH379/Xm2++qa985Sv6pV/6Jf3dv/t3Jd2+8E/91E/pX/7Lf6nXX39dDx8+1M/+7M9qc3NTf+Nv/I0/9nNzuVy0F5ImpJMblKWlJc3Pz0d0sdfrhVLAOSPzwdtHeZYUi+RODkoBcE9QxUlcB2Gj0Sh6ipNdS1YxEd/FxUWtrKwEgYLB5wwLxs93SqWStra2ArwhDGwUBAyl0G63dXV1pRcvXmh6elp/9a/+1SCev/SlL0mStra2IgpHifHa2loYb4IqRLhvbm6i9QwK1HucupC2Wi31+/0gCG5ubiKrvVgsBrjZ3t6OLI67ADUtLlZXV+P/IUggJqenp1Uul/Xqq69mvksgoN/vZxQ+ZyEgA8PhUIPBINorSFK9XtejR4+0tbWl999/P5Q6oO7s7Eyrq6uanp5Wv9/X3t6e9vb2okqjXC5/gABDqV5fX4eyI6DjEV/m/PLyMhMMQda9ssPndXl5WRsbG+r1emo2m0GwrKyshFNA64Xl5eUAdcyxlzOipDA+OPCj0ShaNbBHkEcAHOCZMeO8A3p5N/aAVzoB6JmzSqWi6+vrIKjn5ua0vr6uq6urOKzvo7w+av2H00cfX+TXDbIfuEulRrvdjgqjYrGYKRHHKfEWCmdnZ5l+w9fX13r+/Lk2Nja0tramRqOhwWCgJ0+e6Pu+7/tifOgO1mVubi7aE0AWIjs4nN42zfeEE2iSMn3jcb7oPwyBxt/ZC1SKAbYgvfL5fMZZhoDyNgXVajVkmsBJuVzW7OysTk9PMyXBGxsbevXVV9VqtXRycqKZmZmY13K5rHq9Hjp4b29PNze3LZ5w8LAtOI9kPBcKhXBSsStOBnFR1QWQdtDthDtOLUCC7N52ux0HQEq3mTmPHz/W9PRte8dXX31VMzMz2tnZib3tLdmWlpYiY44DK5k7slxYq+FwcjZTp9MJHQewoaWjE6LoYU8S8KoVd8zRMR5EBRRCmCI/JCGAHSRF8JrgBa3F5ubmVK/XYx+Wy2W99tprmpqa0m/91m+p2+3qO9/5jmq1mj772c/q5uYm2nsgvw8ePFC1WtX+/n6mysEdgvPz82jDlQLC0ei2HR3rgo75OAMkHwcGpEKJoCpOEERfLnfbqop98fTpU52enmowGMThu5App6engd9IQMjn82HXsX04l2A0QLnbYvCkt6Icj8eRFY9OpSJUmhDS7sgwBmTCE3P87+hSHEDGgu6hArVYLGbIPXQCPx4YZwzgDK/IRubSVjiQROAHJ3L4XKfT0Xg81ubmpiTFHnS9D05gT0L8odOdkCWDkupsdADBJXe6pIn9oOqOADIOMfbISWPu4wSoB0uwQfgN6BicNj7DfIJ9qMIkOO/tbebn58MeHx0dqdPpqFqthj6njdvq6qouLi7UbDZDD1ar1UwGN4Ew7Dq2zVuvYWO9hYHbSMh29hit4rBHkjKZ6NhZ/Jw0K344vK2Cdl+NtWSdaL1Be1aIS19Tnk9CDfaQ732U18flB3OBtY+OjtRut6OV44sXL+L5+Ecuy+xPAisebGKO8XOdKHJSxAknP++Qfcez7iJf8B19nxDMcQJJmlRQ8Levfe1rcbg18k+lf6VS0SuvvKKVlZVMu2jGsbu7Gz4ugSUwozRpnY3P5fqZQ5LRO+xt9PLZ2VnsX0mRBY2P6Xqd956amtLy8rKkbHcLdKbbG8ixarUa/i++a7PZDJ8JnYzf621pIBevr69VKpUiCxn/meAMSUB8hyx1qscZL7gZ3MTnsXlTU7etRldXV8MuLS4uRuXE5eWlnjx5op2dHS0sLOjNN99UpVJRvV6PFlRgzFqtFu+FLDuZi81zLsKxoutzJyKdhGUeCGwhEzzHK4Dwi6kWgXMZDof6xje+ocXFRb3xxhsaj8fa2trS3t5ezBXEJz6tt7U8OTnRYDBQs9mM5/pB8wRG0mCm9EdrI/MndX0cOhDfgLX35ASvCEkJXieRvUKOnzRA64FPfidNqiy5z+XlZeAXZM71JZgQv502zCTkStm2wq5fvXsKz0CHU/Hq3CXv7klxXkl7V+AixU3sA3Qv2AJb6wFYgpJ0ISBZOQ2ioBfxB9GJfCaXywWnwdyClaimAHfn8/ngdf19eAcPNILLfT5cdlgzkpc8OYjkAWTOgwfgIubUE6Wc8wMTehDMk5r4d7FY1MzMTFSjzc3NaWVlRdfX1+p0Oh/Aq8gMXBxzgx2EP+x0OpG0xb5J25Chr9Gfjn/TIK2vq+8lx+jSpLMBc+5J0n4h0/5d1phqRRK5uQ+X7/c/ji/8Jx4Y+bf/9t/qZ3/2Z/UP/sE/0PHxsTY3N/WTP/mT+rmf+7n4zD/5J/9Eg8FAf+/v/T2122390A/9kH79138906/3j3PhYCJ8OBb8DSVERCstF5Ky55S4EmFDpFm3HoV2hecbGwXkjgJjXFxcDEKTTeVlvowLw59mMzI+N/KQQWnEzqPYHEgEuffgwYMgkj1zu9Vq6ebm9qyNm5ubKNmiH34+f5tFyzwTfMJB9xJ5b5/ABnPQ4NFSKdsX+cOEm3uTgULmNcCXjBQUogdn3JAQHPMy5Lm5uWjF5dknkLjlclmbm5saj8dRRvz06dNQUMjbzMxMVN5w2B+Ah37IAFEyhlFUjBvgDOHB/DIHbsR4pjueKBCALVVDkqJfL04P2f2Mn3XsdruZzEkPhiDP/sM7YATSiDv/74E8jD7EKf2yHRy4o061EkYEIOwZrx/l9VHrP5wvbwUzHo/j8D/P3oAggjBnbQkIrKyshFEE6LuuA1A4mVEqlULP4jigh1qtlrrdrlZWVsIRYo0Yuzvf/jt3ot05RZ86eOF7qY4A4DpJ5VknXlEhKcCFG38nQTnvCHKGQFwulwvwRxA3n7+tLIHwR85zudvDHQmoXFxc6OjoSJIis9Df58OyV6RJxY8DGn6P7LueSzM0nJxifgmUEaBhzSHg3EbQb5tMJdoisi6Q9RCorscYO2tBMMR1LOuCo4DMEoAHJPJeOPr8AI7uyt5yIsfHzDOQ85Q4Irvx+PhYp6enqtfrEUTO5XKRoPDGG2+o2Wzq4OAgQ/zR3kKSWq2W1tfXwxlwctX3gVfPuD0liAWxSY9e15Ufx/VR60C3G76fPbsdeSSho9FoqN/vZ+xM6lCmYBuCl2s4HIYj7KSdB0b4/9T2+b6VsoE6aeIgees71tYD3ymu8/0tZVssIuPoEvQfOiW9pztLHmSZnp4OZ8T1LuPn+3c5O67vHTu4HudevG96Xyf2GZevAxl1zDNjJJiJbqRS12XO7UQaSPH38Ww21o518Ll0rM73IWvAV1NTU2q324GjeQZ7nSo11h5d4Fg5JXlS3wA8iKyxLxyL89mUBOJ5vAefcxztz2WdWF8IIr7rmDet1HMi1rEn9sFtOc/FbkMI8/+M3wNtH9X1cfnBo9FIrVYr5v3k5CRaRHU6HfV6vQhWsh5e6eoBDy5vZcHeSfepBzfcx3LZkibVY76f+T3/9e9K2WpgiH/XH16RQb95zlnCl6tUKtGamkCEyybfdRzrgW7eFXvgNvrD3pXPIZesj9sJDwgx7+5rpqSuB4mYL3SGj519lQa9GL8H3/35KalFsIDsf97xLuzu3Ai2mCCMY3q3U+gm9/8IHOH3wT+wzugSzrdzMtJxM++CPkDf8VzGwmcJBLn9doKc77oMcGGPfG64P8H9hYWFGCN+PLhtZmYmDqw/ODgIve9yQtIQ50lICv+Cduq+H1N+4KO+Pg4d6Mkhzh05gYuOkZTRQx7kcD4v/Umv1A6m+s6v9D7O5Xj7ah+T40Lew+Xb78s7edKGy6LvdT7rtv+7Hbd/HrshTRJfUt/LsZv7Vo5LPYjg+xT/kiRzdA4JbV5Zi76Az/N3dDkA06TV0oyVv/t3Uz3iQVNfq7vmzbH/XTg7lTGfB57pNiBdJw9kpT4ENpKOSeBKtxG8I89wm5HKR+pnpDKIbfbfpe/Nf32fOW/ueILLOUPfcx5Mussv8n9/t9efOFosFov65V/+Zf3yL//yh34ml8vp53/+5/XzP//zf2LPzeVyEQEkSxDjA4kPae6OlZQNKnhPZRdYJ5hzuVwELsggcAPrCoDsCVp6AVTIOlhZWVG5XM5stmq1God2Y+B6vV5UWUBicxCPpOh7jlIEzLqBQNBubm6C2Nne3tb29ra+8IUv6Pd+7/f07NkzVSoVnZ2dxWckqdFoSLotqaXqoV6v6+LiQq1WKyocSqVSZIYR0cTRJLuWq1AoqFarxVkYvhk9KPDdXI8ePdJwOIwMxuFwqIODgzjU7S55GY/HAaSvrq6CsOLQq5mZmcg+gtCDlJibm1OpVNLrr7+u+/fva3NzU/1+X//n//wfPXv2LFq8IG/b29t67bXXoi3ZO++8E0Qk1Q6rq6tBErLJOUzOs44WFxfDqUQRQCBDFkgKopEet+12W6VSKTLSkTfK8Pzwt16vF+fE8N5Ep70HK/fgUC8PCJJF5QdqomiddHdyCNkplUpaXl6OlmOQA+PxJEOKzECcZ7Kj2u123JsKrI/q+qj1H44FZx9IkzMHqMZiPXAiOKMgl7sl9OnZ/r3f+73K5/Pa29vT2dlZlG4CelhznNDDw8NMz3d0L895//33tbOzoy984QuSbvf73t5elPLSM9/b7blTNRwOo7rPHUgPjNxFgEu3RpQsXA4NZm6QP3cWpqentby8nClJxyjPzs5qeXlZtVpNNzc36nQ6qlQqKpfLMecHBwch82trayoWi1pZWdGLFy90eHioXC4X1Yy1Wk2bm5uRJY5+ZA95Gyr+HzKTjCJADXuBcTAvkLjuzDmQ4TPoG8Dl5uamqtWqHj58GJkq8/PzGg6HarVa2tvb0+XlpdbX16PSiMrBer2e2eOQlG5vISQhxqiEbLfbmaxe3p2MI9aeAAz2oVgsxjliBPoBgJ4J5LYldZ6xBSQtpL13IdTRgTgvjOOzn/1szD9nh7zxxhs6PT3Vr//6r+vdd9/Vt7/97ah4+cxnPqPDw0MdHh5qZWUlyBvOykIHIi8ezMTJhkyABCHDjM9+nNfHgQEhoDwjC3nzSppOp6Pnz59H5jStVVZXV9Vut4OcQP84iQ/J40EK8BVYEpt/V7a9NCGlvSoDYsczqdBnZKWhE8Eh6AN3flK8h6PD/uVvJMP4ofHIEvsDso3n+PsQVHE5A3Pf3NxkxpUmcKRnFHg1ImQI+x55x9mkt/rs7Gyco7ayshLYF51Yr9cDA3uWqFcrXF1dxflIq6ur4WQx3/4eXBAATkSS3UtlF068NOlb7w5dPp8PYs/PEKQqwkngXq+n6+vrOAMOGQSbY/fR476OEIuQCX4Qvbd68fYLjt+kbMsDLrCa600PIrmddp3KPDCH6Gcnn3k+mfezs7OB/UjKoR2RVzSgh7HTvCu+lrew+6iuj8sPvrm50bvvvhvnxLXbbfX7fT179izsy9raWuY8Gg+0Ou7wKlv0F3aQ8TsZQUII5BT7ApLJfQB0a0pWSdmWuhCGyBSJZTMzM4EbGo1GVCiQfFCpVKKaYHFxUdVqVSsrK7HX0KX4VbS+XFpaiuALQQH3czyD3zkCxpqSRdIkcOcJIexRPkdS5/T0tFqtVrSeA38hv2QAS9mz9phfnkUXBCf2Wbfp6elIOGONwWPMO34CunI0GsUeQ0cxLyRL4meTEHNzc3teKOtSLpdjrV0POV6D22DcJIMeHh7q9PRUe3t7un//viqViu7du6fr6+uoesPWpwEfz/Rm7ZFd9MPs7GzGl8R2eNDNx468orewUxCo4MHh8LZycXZ2Vmtra6GPSapYWFhQqVSKJNSTkxM1m031ej0tLy8H/wDGYHzsPzpU8DnGnc/nM0HnNGD3UVwfJw70SlfHYNj5FL85CevBSw/wf9jlf/uwrPX04pne5pMgl5PhqQ1mz7utdr2DjsK/B6fwDOdbfLw+Vp7ncuPP5fLPk3gBNqXqw+83Ht+eNYuvmz6fZAjHtJIicM3+ws548JqkQQ8IMSbHqYwJnQdGSoNi7v8zduwg9yCQ7j5CmtjofqbjHSf1SWjz4Jr7GHwOXsUrdJzH5N1JEMR+YOfgiDivhWoh5xuZRz8OwLsppQmWdyU+eMDurgCcJyulnZ08+TOVN+7nthR/AKzNc3w/p3b6u7k+2jSaP+UrjSaNx2MVi8UgsTEYfqAlGUjelsUzGDB0DgDT7yL8CI5XhLBhMIYAjlwuFwfuzs/P6+TkJLIyuAeE1czMTABAAADvQUYuwClVLJ6Be1f07eHDh6rVaup0Ojo6OtLe3l7M1dHRUQRulpaWos88rZJw2GZnZ/XgwQM9fPgwhJoIL5sLYWZ8nLXBBgaokRXmJV7fzcUaASDOz8+DyODQPWmSlQ2g6PV6EdDBKfPAFuV9lAn3+/0g6b1NUz5/2yLmzTffDAUIUUNm6nh8ewgb48XBQ7lh1BcWFgL8e19+SuAA7g56+X6pVIrPIXeLi4saDAY6PT0Nx3FxcTGTic34IRkPDw+1tLSkjY2N2FdOtDB+d3zSg9FQeGkk3LOTyPbk82TVsI/ZB8gEcs3aEbiDkICwAeinEfyX9VpaWlKtVgvigH0DeEa20j6UBBBpHzczMxNB2Kurq2indHNzE5mGOC/FYjGyEj/96U9reXlZr7/+ugqFgn7nd35HX/rSl9Rut/Xw4UM1Gg0dHR2F47q8vBzPlyaESpqdhaPHD/oFssfBG3skvWilgWzMzs6qVqtFhsnBwUHITKfT0dnZWeyT5eXlINvRZbz//Py86vV6BGHQNxww3mw29fTpU7VardBv4/E4yHPIbvY4ziHGHgfaAZL/cAH++LwTS+hh5jXNKPMMUBxm7CPjK5VKGeB5enoaQWT0DSQrtgjAxfP4vDTpK390dBT2CVKgWCzG+zE+DqeEFMSelMtlFQqTw47b7bYuLy91cHCQIQ38Yt4ghNgn5+fnYXNwIgaDQawFgRLsyunpqZ4/f65CoRAHavr9pVvH8M/9uT+nN998U+12W7/+67+uw8PDeG6pVIpD9AiY39zcqNlsRqAOLMA+8aqwTqejfP62Muny8lI7Ozv61re+pb29vY+8dczHfWELqOaiZB856vf72t/f17vvvqudnZ2wd/fv349qEdoBesWmByMgdWkXin6izB3HCDsHTsM25nK5uI+UzVYkcMoeg9jGRtJayJ1wdzZcJzgB6XbAM6fAuzhO2E/P5HMSgTlwfOoOCEERzxpOnROe7Zlo/N0dJWnidLvD6s6aE2HMDYGEQqEQ+gIZ8PfCcccfgOCampqKM80YrztvEGmMj3tTYelzzHvxzjiXBEbQgQQNwIGcr4cev7y81LNnz0KGIBdJMGAeSGbhuR6UYD/QRhI9DS4kIIfcM06XU9aNzyK7KXmTOryLi4sfIDnxlfhxMh3bPj8/r2q1GjqXd2u320F44NstLy9n7KK38+C+n5Tr5uZGX//61wOvOCmey92eY4hPQ5Y5JJFXK+EDIYuSglQmqOZEBr9nrVlLsIfvC09SQNbAcpCa3I81TIk5ql9OTk6CTCRIWqlUIghC8kqlUgkfzHEch2LTox4di67zeXWs5O+M/+M8AXsm7UCBv4OPiB5lbPhF0oRQ9GoE92fcp2J+fd/zTLcRzDWBCQ9WeitY7o2v6YlEvAf+8vb2drSZJLjLuqGjkKGlpaVIVJAUSXaLi4vqdDpRXU1gTZpUtzAPtMCEXB2PJy0WnVTGR4Ykxo6mgVtvm02CoHM/ksKv8GCIB1y8+hwdx/p5AMz1K/qUJFjsGhjXz2F03ervh+/AmJAdbBWf/aTgQd97zAHr7G1opYnPyeXYin3sRDBYiIu5diLYv5sSxo7p3F6RFIEtJwHE/V3HIHwPDIWOwLbf5VPzPSf275ovfzf/HPhJmrSZoz2mV1ednZ1lzgyFj+PHk2JS7Oq61P1C3zuOb8B6rv/SSjNJERhi7MyLvw97Hb3FPf2/dLzwlq+eSACGToMsvnd5X0mhL1JelrVz+8e8kEjoup/nuI3gHfFLwQLdblfdbjf8Tr7rewFM6smVjJu18zEjo/779HcpN88F5vDgfsp3eADQ9aFjTl9n5ovfeTLTd3u9VIGRlDDCsNMqAUFgs/mEey8+gAL/74qMDeukNAqADU30TlIALZQMG9qrWCAjvSTM+xMOh8MAHQg4WRZLS0vh/Ph4eZYLEH/nv/n8bQuqpaWlaJHSarUiAwQFgANCZg2bBZJ/YWFB1WpVr7zyShCEOFxUObiDSGaXrwcknqRMP8F0o3OlRscj8w4mIfZwClEsp6enQXKxBmSbsP4ONBYXF4P8I3sEwMemm5ub09bWlprNpo6OjiIIhmHL52/7HwJWUK6AcsA1Lb0gXZgDP8SScXKhzEulkk5OTjLBEshsKj4IbhA8QT6pHCErfjgcqlKpRDYTe8CDb26sMYZOgKTrhtw5QHSl5ecrePARI8i6Q0YAHt2QQI65c/8yXzgGEKmAwLQcn56W6dVut6PXPg4CPWs94wp5REfi4NAbt1ar6ZVXXtH5+bmePn0alVOf//znNRgMQp+QPXZ+fh4VIeneZt14tgMAaeK481mAgTsAHpRzcpNALA6k95pHd1Edg+wTHMIBwsEkCIKeJmh6c3Ojw8PDaAGwuroabVyWl5e1vLysZrMZ80qA2PeE63EHL04yuDOcBv4BCg6cHeQ4gPdAJWQUcoR9I5hKkEm6DYy02+0IfDtZ4rrBM3yl2/ZYu7u7MS4qOznbhbEDbql+os1Rq9VSPp+PuUTHERR3gMycoROkybkzDo79bwT1C4VCkK+5XC6qdfr9vk5OTsJuORHPNTc3p9dee03SLQj+3d/93ch0Z508IQM5HgwGmbJnJ9PdOSC7vV6vR1XgN7/5TT179uwTExDmgjy9uroKzIfeQG4ODg50eHio4+PjaGFarVaD+ME5hcxwR4k9T2AXvOX2jc86UezEozQpUWffuoPMPVMi0H+wiTxLujs7DdvnOsL/7QS/k34eNOf90C++l/gc+zklEFxHgQ3cSfegjn+O36f6Df0OFsA55xw2b+vqpALj8bXBdngbBXQDrUbdufW1dSzNvUlE8aqadA68IoL78T6eyEE7Laop8R88acYTn5AncI8HgiRFz3vsjDv24AFwsb+Tr0VKEvFevv6sqfs56H3ek/3Z6XTCD0irial4JpiD70BVea/XC5tLBRDY3gM4ngUJmf1JuIbDofb394NIhqTCllNdI038LMccXOhOJ9fS9ixpK0DH2h4cYQ8hk/zeg6jIpst2ek8wC7q62+2q0+nE98rlclTqViqVSMCBeCfJBP1BJQBY1zED/pTrN/enGQe/Z3+nRKNXxrued97B95RjFJ9H15spyeb3dn3F3xkL8+RJPh444T5+lh++MW0H+Rx/Tzs74I+hL8DkzK0nQUoK/U3iDNW5ZD3zjOnp6ah4oorM/QlwqvsN+A7oNg/+pIER2kOmBB+fdX/XExb4ncsqfgXYFV8defd73dzcBHnJHDOOtOIbTOBVlwR1SC7074MF4BA+CZevgxPLTra6jUuDGPyNf6dEbho8SD+bfsb3jAevXP6urq5C5tElPrYU6/FffCd/T6+USXVCSjSn8+bv7joGG8G/HUvxbvwdblPSB7AIc3aXL3/X+yLzPgb/HM9wfJsGHpn3FLs5N4Cu53O+R33vk+SB3sRu8T7YFB/zH7TvPODBnH+Yf+58tdsMrzZJsTXctPNm6E/HR3AFjsMcnzJG1/suNy4Xjh3ddqc2LeU0HGukWM3n5a57uG/jY/Hf+179bq6XKjDC5Y5YqVSKXvAQOg5W2BAY4mKxGNlkRF+Hw2G07oHcgvD3ihFfJEATjg7PZ+OVy2Xdu3cvSlN5PiWoZKvyfJwCaWLg7927p/X1dR0fH2ecW+bABcNJYpyO0eg2i6vVauntt9/W+++/r2azGeAQp4xDcUejkTY2NjJOEk4lbbMgBtlY3hP47OwssnkYz4sXL1QqlaKCBCeIjOLh8PYA1AcPHgSY4kpBIhdE49bWlmZmZnT//n3Nzc2p1WrF4ZWULbZarSgzQ6ktLS0F4KCCAbkhu4+WQhB29+7di8ok3uOVV16J4NOTJ0/0+PHjADZU6qysrKjf78e6zc7OBkHtxpMxYHhwyMl+PD8/V7lc1he+8AXNzs5qZ2dHT58+1czMjOr1esgyZc7Ly8tRak8WIAGwm5sb7e/vazAY6MWLF6rValpeXg5jk8vlYk+54qRkj31F9Y2kiKSnIDaXy0Xffi9nRp45J8bbw0mK9nSdTieyBldXVzOtJSAFXubr8vIyCFrId+l2D+zv7+v09FT7+/sRuPC2ZPl8XqVSSYPBQP1+X1/72tdCt3jWF8De+zTTEogKqo2NDT169Ejf933fp5OTE+3v7+uzn/1sVCARhPSzNbxnsGe5OahDjzkYWFpakjQ55NHP5iCLCp3U7Xa1s7MTMvTgwYPItoJMpfUa+t3bg5E9hx68vr6OSpF79+5pamoqHDbfa71eT2+99ZYqlYpef/11ra+va3p6Wt1uN4KeJycnQfDPz8+rXC7HXsrlJpmv6AzIDeybZz57ywXmB4cAwpCgkPRB0IaNOD4+1s7OjhqNRiQU/OAP/qCWlpa0urqqw8PDCNIXi0X9pb/0l/Ts2TO9ePFCT58+jb2M8wZAop3A1NSUPve5z+n6+lp7e3tqtVrRmox5gDQjuJ3P31aH1Gq16MVP9eT+/r5ef/11ra6u6vXXX89UrY1Go/gcGcc4o9hkxkeQgcAHY2duvZqEdmanp6e6vLzUW2+9pQcPHuh7v/d7P3SfFgoF/eRP/qTee+89/dzP/VyGuBiPxzG++fl59Xo9LSws6C//5b+sm5sbdbtd/eZv/qYajUasLxVXEIlOln+SgiL5fD7aSvb7/QhQgb0uLi70/vvv6+DgQN/85jd1fX2tubk5vfLKK3E2TKfTifNzhsNh7CMqEdiPYJ61tbWQ5X6/r36/H4Q6pBd2GruI7iBTi/3hmd3S5JBzaULYj8e35fPsfYg9qtNcJ3ggFxxE6ymCxuBXMA5JLFS2ppVTYEhaCZDMQRBKUpzNgi7GntNiFYwLRiQARUIK1Ygka9xFYDWbTV1eXqrb7aparUbFD1gEnU7l6/LyclQA7u3tBWkEmb6+vp4hr3hPD5o6OeDViH5mHTYTHVoo3J51Nz8/H2P3gIi/U7/fj3Zm7HWSGtDVDx48iOdQFcmz8/l8fNf1eafT0dXVVSQAcEbHaDSKSjOyPUlS8kC0405vy+GVzu6A8mzmgn9ji9mjBLa9onl6elrVajVIDvY1rXepUmy1Wnrvvfd0dXUVLVrz+by63W4EMrm8SrLb7X5idCKYjgAaeobEO4gzEjRYG9YRMhY8JU0qRfA/nRxBd43Hk8x8AseFQiGTcYoOcGzJRas0r0Rw4gaCfWdnR6PRKLoWSIqOBvfu3YuzHKl+Rl6lSWth9H2z2dTh4WEkdqTJVPjPTqx5khHjQt86uc5/wV/41K7nPdhNdwhv48R+B5OMx+PQK5yj5EF2T4KCR/DuFWCjYrGYOdMNufDgDzZifX09/FTmpt/vhy+KjBGUWlhYiJZQHAy+sbER9pP3XltbC9lLK0LgYBYWFiIR06vrjo6OgtyD82BuRqNRnOHnOhnSGJ+Qqh0SA5C16enpqBocj8fhGxN8lZTB3v58aXKWLUFnnoW9hMPwxB9vlVar1SLpDz3J5QRttVrV+vp6cA3eQaHVaoWvwDumldMv64VP58nP6Cr2rxPFaWDLAxMerOf74GtkBYyCXoNbdFvGvz3wzH1arVZwGWA5/G9PCk3bYJEIwfh4R2TeE14I5t3Vmt79bH9PD0L4xb0ICki3eh05RN+Ce29ubqJlqetJD6p4BZ1zSeDoNKkP7sKTdR1PIvNgLTC2NMEnYAcPJKN74cjQVawJnFmz2Qy/g/3sVYhU/zKfTvingR3eAxn0RBp+hw5C5paWlkIv4q8Ui8X4PBzPYDCICtHl5eXAUfgiyC8+keOnmZmZsAmOz9Mrxc13XeBG3o1ONciSFyH4xR7xZC0PEHI/+GbH3+xx1ugTHRhBsXk03zNQXNDviury7zSY4FmAnl3jG9wdBHeofAFRvvR6g8SFkIfc4vOQcmRbUy1ApgAH5XpLp7Qk2jO60gzEQqGgfr+vTqejJ0+eqNvtxpgJEABYiJJSVUA0Mpe7bTNFcIlx+pyxBnzPM+XSaDZkFIGARqOh8/NzbW9vfyBa6c6rZ1iz7pVKRYXCpNUK4BpQxcbnWR45To0CBB39Q6enpyOoANhmjgGdGGYnNNikTmCQ6c9B7zh5nr3khhIl4/8m63B9fV0bGxu6urrSs2fPQh55ZwgWzjWBVPCMWAhiQDlGDwfK99QflDnqjgHz6QYRuQTQQwLzw5p4GaYDAQKJVEvQH9jlIwUCL+OF3JKBKSljIDBs7mwStIJw9+AupAX/JjBChRQAa3FxMfYRewiCeWlpSaVSSZKiZRLklWdIePaUBzrvyrZwvYzz6Q6aZwbc3Nyo3W5HFjjONk4XlWOQRZBmy8vLcRaEk6IOXEqlklZXV7W5uZl5d/ZTt9sNYqtarerBgweZFlEQ8hAEEJTYG/6GvgKsAZhTwgmdxfx6W0HsgZeZSrf7jox4By2QuOhdnDSfO+xePp/X+vp6yB8tDhyQu173qkz0NQA/zZx0G+Xl1Lw/ZOLl5aUajYZGo1H06ydbFHDJXDEu2orwDEkfOIeBOcKh5nfMI3MwGAy0s7OjmZkZfeELX/hQ8EUyxOrqqh4+fBiVC8iYZyGRhUm7N6obIKbY36wbc+TVep+UywMCfqYE/ec5zLTRaERwHZwFkQWp7wF97DD6xDGkO8cXFxeZ/sdOLGH3pSzIZ387nvEMKvSwOxq+l5wIcyfcs674PN/FtmNDcZ4gmxyzOEngpL47QLyjv59nafk74eBC7iG7ZATynh4w8Hfw+ecZJHc4xiwWi0EaQgzzzsfHx5GZCf4C49xVUeBZjakecrLW/QLPXvyDMtk82J9evn6Q2LTZkSatYJ1sQacjU+g63s1xNs91PQaJwhozx76/3J+R7j7sM9Xd3Iu/EfDD1pJI44EkAi48l6pMAor9fl/tdlsnJyfR5jPVe+AKl9sUS7zMFwkdjtP5t7es8LVEN7FHfc7Yk8g530FmpOwBz6n8+4XelD5IqvDDOL19jAdHwEZg3qWlJRWLxTgTERIHX5l3QdcTjOz1eoE9UtLQ9Y6TqS7bKVfAngMzuV5wMtZ1APcCQzlfAD5Mx5P+3IWT0VUejGEevfIn/Z7rWTD2+fl55sy2lLBy3TE/P6+rq9vzOkmaIumjUCgE7k4rdF2XSgo/w31cxjMejyPDHp/WfYA02cXPqEnfledL2fORmB8PhjjHk9pJXzuXEfeDfW09CQyfFb3u+ts5DicCWUO3v3weufIAm+/Vl/nCB007qKRVCqk98/Xy/c3aui7kv/45x22+Vu7jOj4ED3lrYHw8OA7nPu4K5PD/d9k+fB/HU+57p3gyxWzcy/dGau/Rly7f7FXHwbwfQdQ0GM/ckYTjGMTv7RUoPnZpgn38vGd/N8YEHkRXEGzgGeA8Xzt8XrA+eN/lwuefcbrO+DAcm37X9RKXzydrm+o6xuO2yp/t52TxLPwb/yz2ikQWfGz0CXPpAYpUt/rvGb/L2B8mdyk3n+rddK1cH6fYxtf5j4IBXyrWkEw1b4EgTUob2biQgZTdc7mxc4KEDStNWrs4yPcWBNKkXExSxqkA6K2vr6tarapYLMbh4JBqnOWRy+VUr9cjQ4JMWQjtUqmklZUVVatV7e/vxwb3TF0XeIg6ooII5eHhofb39/XWW2+pVqvF+SIzMzPa3NwMR4q5XVxcjAP4yuWy5ubmdP/+/Tg8lgOPPTOIthaDwUDj8W1mERk/udztAdCnp6fxXKpSyPSbmprSF77whQxwxUliM9P326/t7e34N5FelBuVHhgalCYEi2eYAA6npm5bAC0vL+vq6kpPnz4N8n51dVXlclnz8/NxaH23241sSRQ8h4pD3F1f3x4gOjU1pUajERnTZPMBeBg3h6+jsABVnU5H29vbevXVV3V9fa2lpSV9+ctfDtAJMbSzs6NCoaDt7W2trKxoPB5rZ2cnCGLAVLVaVa/Xi3NkiD4TfSeI44bOwTJz6wRTPp/PHPScBrogMQHFfj4CJAKOPsZqdnY2MvyRbfbPeDzOnHnyMl/sfQCGBzeoJKHqB3AgKbI/WS+CkTgpzP94PI4e7lQW1Wo1HR8fR4aYy069Xo89/ru/+7sajUZaXV3NkH3oUg9oupPp5BvGmnFfXV2p2+1mqp0ADL1eT/1+X9/5znfCAdnY2FC1WtX29rZGo9vzP1qtVqZFwNnZmdbW1iKbLQXP0i1Jdf/+fb355pv6gR/4Af3O7/xOZEBXKhWtra2p2+0qn7+tGHvzzTf1hS98IbLsyEbzsun19fXIWHESi1Zj6+vr4eyjl6rVahBJ0q0+9LYZgGkcLebSMwNpY8Ln0RXIAGW3g8FApVJJpVIp3oMA9qNHj1Sr1bS9va2jo6PIwPQWMMwfwYxerxegZjgcqtfrRbsqv5AHJ3MI9EmKs3B2dnb04sUL7e7uamVlRQ8fPtRrr72mlZUVbW1t6ebmJioumVOAHmc5EWQjex4C5eLiImyTB40LhUJUonz1q1/V5eWlfuRHfuQP3aelUkk/+qM/qt/4jd/Q4eFhBLYGg0GAXs4LQt8Oh0Otra1FpRd2Hd3vsupZP1wA6JfxQj6oOiXw1Ww2tbOzo5OTE73zzjuRFVWv16O9inQrQySeIAucbSApspE8kNnv9yPrqdVqqd1uq1gsZsgoMrlwAsBQrIM7wwB3JzUg690JwIYS0PHKJ/QiWM8JfYIbZI6RLU0VHb2tCRC5DHmiAnJ3dXUV5B/tBcg+9uQSyK9cLpfBW7Tz4awLiAwChAQEsO8EerFFhcLtGXXVajXOSVhaWlK9Xo8KleFwqI2NDe3s7Oj4+FjHx8dqNps6Pj4OvEhwjLaBnsgxMzMT5BOEBYQVOhKZ8LZQkiI5KCUYILv4HcRdLpeLQDxYGdkcjUaqVqsx7wSzHP8wJnrug8W8UtPXws/mQqdhH1zOcZ6dUEG20uSnNIDkSRYQeV5ljDywfhAqxWIxI79UKVGN0G63YxysM1VifrH32C+flMCIyzZ27/LyMuxWqVTKZDdj97yygPuwrpBsTvDhT+N3eoATmXCfmN/zDEh05IuKFvQeFfnsQcYICU7FULlcVr1eV7FYjIPZqfr1ylH2B+eS9Pt9NZvN0OP4Xby7lG37i3zy95Scwbch6OJBTSfL0znygIOTXpIiaAinkZJrPN9Jdg/QMm/8DduI7+hEkhPJ/ExPT2eye729JzgS/c37gSkfPnyo3d1dnZ+fa39/X91uN3OuE2312Oe+1vAtfvYkvksul4suC61WS81mU3t7exqNbjOrl5aWYn44cwzbV6lU4t08YIYe8wCrk4oebHad58Elks6coGQcVH2AxcfjsVqtVrR4I4GTd8C3GY1G0babPcieHY/HsRb5fF5HR0dR/c7nS6VSpqrhk3D5GRtUBjhXJ33w/AwPWrjN9qCGJw/eFfDwPcfeST/vwdNutxs41RMDCoWC2u124EVvycYzPRmVvet8X7qfkUl0mPsCcDTodO7hFWtSlpy/vLyMIIfr9Hw+H234waZwCLwfbY+xSyRpSJNz76QJOe5JsOhKD3Q6vsZ+YFc8gMD6+NmdrA1VtSQzeQAA3qFQKOjx48dqt9s6PDzMJPW4zPAMeBjeET0rTVo1e4Dc18PnGh3tPgF6Fr2JXw93hl7g87lcTsViUVKWl+PZjAedOzV12zkJzhldhN+NnKPvmEvGjXymHJ/jxPRKA2F8HxlA5/rnWBcPfCArvu4eUP9ur5cmMIJzxvkVTEga4XSiRposnhsQ//GsD4+QUsaWOlQIm2cuo+R4DhnDHGR+cXHxgcPhWeyzszOdnJxERgSkMa1HcFLH43H0qmSDe2TZBQnCGUXS7/f14sULFYvFcDDH43EcAjs1NaXV1dWMk4FzBAglY5+DcgEDOLbMv6Qw7h4wwsEcjyflq7R5uLm5batVLpejFyngud/v6/T0VA8ePAgDCLhy5edOAmQAihwj4uX3nkl4dXUVDhzvfXl5GYdJz8zM6NmzZ6EQd3Z2gnzg/hCbrVZL19fXevToUSgYshjJ1gZMeVmvZzqh5NJD5YbDoU5PT/X48WM9fvw4k+k9NTWls7OzqCLhMPpKpaKHDx+q0+lEBnOhUIgDlwFjZPeRqeUkDwEVj+jyNz7ve8dBiINIByDMu2cMuRFBObK36LFP0AUC9WUlBNOLvYkzQ4s4ZABjj0FErjw7JZ/PZ+TW2zKxJ71nObJ7dHSkFy9exD559dVXo1XU0dGRTk9PM+chSYqD21NglcqKG1GcEScZyfSjCgQSDOC5uLiozc3NCCj7fdjP1Wo1nk3moWfssCfQ82SUQ/jRRsudj7m5Od27d0/b29tRIo1D3+121Ww24x4emGJe2UMYdQKozEelUomWAegrnD10FfpMmpRzSwoiEN3utpJA2crKikqlUuhc5g59B8Du9/sRDHvjjTdULpf17rvvho2ENAD00womn8+HTqRPKraSvc53PeDKO6KfWHfmrN1u6+tf/7qePHmihYUFra+vR0IAYNEzUbHzfj6A7wl30KVJ9qG3bjk9PdXe3p52d3dVqVSiVQVkAhhDuiXsPv/5z+vFixcRYPf1ITBSKBT01ltvhUNMC0dAP59Nscxd18usA1kLbDpBUW8JRyYmbfxyuVzoMdbcDxN2QgasRBsMMCHyQ7KIHzjp+oX1TTPEIJ+dhHPbxj7wA9kheXgupDH2mYtkBN6V9Yeo9h/IcwIj7lD4uMnWRj97H3r2emqbwU84szjZ2COCfn6YJcFTnsPa4oBBhpKgcn5+HglFJGnwzLm5uSDD7t27p3w+r5OTk3gX9rxnaSIXXsHnQRCudJ3TyhMnNRyDMl7IEL7nOIiL9eXsK9bfWwTR4sF9HWwKhMHFxYV6vV7MOSQepKfbBm/rgP1Ngw7YSv6LjLmvgRwg48gksgG2IIOcQ1tJEOO+6M96va7p6enA8EdHR3r33XfV6XTioHbsGeNyp99bQ73sF2tGJbj7pvgWBNgkZdrsYKs8G9YJRYgZx2LsjdSfYx9Lk1Yljkk8YAN+pQIfctiziGdnZwPvIMvcH1IkJSPBB5yh2W63g/AhMElgc2pqKqMDmYO0RaBndpNgyTuyn5g7z1BmjE7isG/998iwV4Tyjh68cjvEe3uwATznxBVrxdg9UOX6bHp6OhKE0JHYR/YZwRXHOOx9znpB53a7XR0eHoZd8wPKuQhqV6vVCKLid6D7OUuK9tMXFxdx/ilyQ6CUSlvnHZxYQyY98INt8+Cw62/mjPVJL/aE+8GeCMizLy8vMwlL7BvG5QFy7BnPoxLn4OAgbDy6nGpYWpHxzJc9MIKtcN7N55n5Q474Nxjag5d+pXyGX/zO9aMnr7gtB9PR4gj5xZaToY89xJ7yDHQUcuEENBhYUoZX83sQMOFd0I+M2/+fe6aYFK7J94VzPvwO+4J/C4ZrtVp68eJF7Fcu93d5ttsefE7OAGYM7jMvLCxk+FiwD3/3hGPuwd84VuDm5iaDIZnj4+Nj9ft9vf3224FzeVcPhLmOlSbn93llsHPN6Amfc+en03d0bIb9QQeD1Vhj7Cy2iZay2Dfmled4oIY9gu6Fy6UaO7VJrtt4d/6eBnk88OHy5pyPy7XPDffl/cDrjinQA4wNm4CP891eL1VgBIKEFlQYfSbNBSc1OoAXFJv/+O88aupKM40081kWD0UBAINUxGH0oI23UaKnsjspODeSMk67RzARTHdSUAYuTICDVqsVBpmsrXa7HcqkVqtJUmTs0JaCPtKLi4uZqCTOHu/ikcKUkPWKG8bH+zB3jUYjAgVcZLq1221tbGxkZMGBujQpsXQg7+SBE3PeDgyDRSYCssT5HJBYx8fHkm7B1+npqc7OzuJw+rW1tSAAaSvkyg+yzaOwBAQ8wxyAXq1WY3wOmsbjsTqdjg4ODrS3txeAjEjyaDTS0dGRZmdnoxXB4uJinH/A4ez5fD6c05ubyaG0yLz3l+Y9PDrtgJ0x+Dzz3qy3rxtzQADKS6R9Xf3+yBDVSmTg4Gh9Ei50ztTUVMaRu76+zhwejZPEGQWeLev7FCfE2z5hjHge3+90Omo0GsrlclFdsLm5qXa7rWazGVUZ9EWWlMl8cZ2FvkUOnHRBPghKEzwlIHp5eanT01MdHh6q2+3GnoMcR7+mYI4gswc9uD+ZL25PIFHH43FUcbnzBZl+//79ODsJnU/g6vr6OsDUzMxMxuH1rDDmnowNAD3BipWVldAhgDL2qoMQB1xeboyehSRhr9IurFarRQstBz3MzdnZWbSwuH//fgTEut1unJMFSYN8Qj6if1k/CN40WcEdFpwZyGF6oZKFdXZ2FgHSXC6nra2tyMpzkA8YRAY5G4restKkRR0gFFvJmqFTT09P1Wg0tLe3p+np6Qj6MV+ecU3F0fr6uiqVio6OjjIEEkRoLpfTu+++myGbICXQs3wnJYQ+SZfrC84M63Q60aqs1WoFQeZJEJ595bjL19XBPE4W+9iDd+5oe0IKVXt+oX/QZ4yBd0FG2buLi4sR+GcM4FTIb8clTiY73uICL6LPsRMeMHQyHL0EvmbPOZmekj+OCcC2BAogoByPgoMJoKAn+QwYuVCYtM7hB6fXA4bM5czMTLQwrFarkYDCenobQn8P5pB9Bb7w4BiklpNdnvThCVOOxSHu2MtOXLnfICnTBx8HlbVxwpPAsssBOpWASrfbjYw/xsi6I0vgSHfkpcnhwe7jeECEd0N+fF6QJyffIbYXFxfV6XQ0NTWlTqcTFUveBpH3LZfLsS5XV7cHuO/v7+vy8lLb29uRzOMkl5PAn6TAiKTYK+l6Yve8fSCfT31eLifFWHdf65Rsc92CvXI/Lw0m4ncS5PU2p+gPksucbEsJGq6UcKF9crfbVbvdjuAaFffsRWkSrHGi331C18+8uxPhKQntAU/f2+4r+Zj5ryc+IMtgLv7O3Pkz0EEeGHEfnO+4bXOSjPeZmZlRuVwOHYPu88AQ9wMje2CE6qRcLhdnsZFo6eejOGkGznQCFOwFhiwWi/H/jUYj1o/qcfQ3XTX4O0FpJ0/hV7wyEJvB3yHZXHY9iYh1dLvugfzUT3bOiPuwJi5TnnjAeoLB6bqAv86zGT+JB94+52UPjGBjkEPnmDwpGc4IG+S8nu85Ll8v38Oss/NabhfRJy7f6BHwzmg0CvmcnZ2NYLXbKvQFvlLagcTfH53gPq4HV+Bz0Bn+fneR0OkcII9/0OcZA3uNeb+5ua3YOz4+zviCnpTnfJbrQ/a+n+nh/pWkqDAkiYX55gIfepKtY3j2IdjWebhWq6Xj42Pt7u7q5uYmktjBkm470ekpb+xz5QlWrv99r/M7n2tfMw+2+xpyX+7hrQfB0dgo/y4yxf5B3obDYVRAnp2dZXwkH99dPynf62vscsP7SFm+2j+X8uq+Ph7USXkl/B0Cx9/t9VIFRjwLjokloub9hIkeYexZbDZrGmXHoXBD5kQWAI5+8GTqsKkAJ7VaLZwA6VaJEIHDkPF9STo4OIjMb5Q+mW5UktBWgUwrMu5caRJphsgk81+SqtWqNjc39elPf1qbm5sql8tBMrTb7RBaHC2MMf0/KY+DRKX9h1fUePkuJdBU9ZycnMS8Li0thYIrFotxCPn19bWePn0q6TbIwCbBoHg5MvPKep+fn+vZs2fRvmtqakorKyuZA0GddCBIhGLjYEo2FeDPNyKKn4z1k5OTAG1TU1P6zGc+E8T0t771LZ2dnWlzc1Obm5va2tqK7BkUjkf2IThdWSPvbvRpa3Z+fq7j42MdHh5GJuXs7GyQdYPBQPv7+/r93/99PXr0SKurq6pWq+FwAupoB0RmH/dFSXK2B+8NiHQwj8xAqqRgH/lg7tMMhDTrjD1HJRF7lDEy/tXV1ZC7TwpR2O/343BmWr1MTd2WRBIowlAxr8w9TidZWv1+P8g+Dq9m31N5BBlDJgfzTFCh1+vpxYsX2t/fzwAGACEZM17ZxfojT1K2QgHC//j4OBwY9sW3v/3tIKfJKn7ttde0vLwcmcXon1xuckBoLpfT933f92k4HGp3d1f5fD4cZ0kZx57Dmcfj22zbRqOho6MjnZycRBZrs9lUvV5XuVzWvXv3dHV1pYODgwjokrHIAYmsCfPfbrdDdnE42Q8rKytBCALy1tbWMmAd/UW7FYAbVRqQlDhg2CACFvSDLpfLeuWVV7S9va1qtarxeKzd3V2dnJyo3W7HgZKPHz/WxsaGVlZW9Nprr2lra0vFYlHf+c539M4778S5Bcw5gQzebXFxUbVaTYPBIFpl0JKGuefguPPz8/gddrzX62XIbdpQoaeazaZOT0/17NkzSbf6G1tVLBajNVir1QqdQ5sa5Bn76sFdWhxAQLXbbf2X//Jf9Nf/+l/XxsaGFhcXNRgM9K1vfSv0vF+f/exn9Tf/5t/Ur/3ar2lvby8IQScp3n333cAa6+vrQag6IS1NgGVKaH0SLuaLrODHjx/r+PhYjx8/DntBcIw5cuLb9SKOY6PRiICBBxalCUFCkgbBCU8G4AfADsHjz/dADPix3+9HoAXniawzxuCYwx0uCBwwzNnZmY6OjkI+0efoAEgWAgtgHDLrsNcecDg6Oor5xnHC+aS9IucbYJsh5bHXVAm0Wq1o9ZHP5yOwyRyBYSF2SQihWqRer6ter2dITNrxVKvVDHYvFAoRBIAEBTeA50keQR90Op0MYToajaIykB9fd0kZ3OKJPdi9NLvNAzMEQ6empjQYDOKQetar1+vF/EBM+h4AG3qb00KhoBcvXkSCggdqkStvyQaRBMnmbWmwn25rwMG+hyAbWUevNuFeYJOZmRm98sorOj8/1/PnzyUpDp8nO9Er82ZmZvTo0aMgKhqNRhza/corr+jm5kZbW1sfqA6l2vqTcnmiGdgOTMUZg663HA+wXmkwBV9AUugF9nsaZHHiHRzlJAUX+MTxEBhrNBrFPvWADD6Vk1sEAUjEIKmL5zebTb333ns6OTmJdrCMD/xKoLDdboeP6sQ3+92JM2/tir7Hp+H37HsPkjspxvi9OoQ9iX4Av/nnwUAEldBJnsAhTVrKIRe+xrx/GmBifkgyxb+enp6OdtHlcjkCTq1WS8vLy5mA8cXFhZaWlrS8vByf2dvbi3fd2NjQ7OxsVPRJCl8V4nFqaioSHnkfT+BBhxPIoN10v99Xt9vV1taWKpWKNjc3VSwWtb6+Hskz2EYqzXK520prMClrQMU8e8QzuKkgcp8WPQpGYN7dJ0aOpFt92Wg04hmpTvXkF5IwaVfEHuVvTlz7/fCLX+aL+fVzqpgjD2qxF2nn6x0HCFJA3LuOQf/gC0qTSjvHAR5YZi3xJ/HLrq6uMkQ95DNJxy5jyCafl5SRCdepYCknnCUFpvOASfr/yIf76t6FwN+fZ/O+jkf5HJ1swLMEug8ODiLRgcA9fOx4PI6DxNFL6CiwmhPmnqgGB+cJGj4P/Bs9yv5k7Xk37A365PDwUC9evNDh4WFgXjjXs7Oz6O6DnvZ5IjApKewWc+uJMyQKgR35rnN+7oeAndJ2WWlwHA6UtUAX8N6so8sKa4HsUY08HN52o6FKj/PdeB9kJ+X94Di8ogdM7Ani6FeqU+AH4XI9IcHtK2vr2IN38CC1Y6Lv5nppAiOSIjDi5UL84KzwbyYdA+zRR3dyERAiU05OS9lMFb4LAY1SdmWLIHgQhn+z8VBUOJSekeHPQNgBWQgDn5EmrYwQLpwaSZlNtLy8nFGWhcLkMMtCoRAVEzifw+EwAi5sUu+H6IYJxUUfZchPHDPPhsnn85GBfXZ2Fn+jjdT5+fkHHDGfFyfCAUpHR0dBcgCaPaPOo+HuPJBp4uvl0WxJYRT4DAo1He/y8rLW19dVq9WUz+fVbreD8IO0Yd48Cot8uRHj//07OBHuqAPmcWgxHmdnZzo9PVW5XA7HCUWKoQZMQQoS7CLTimCGZ9owFpdpxuqG1B1rLj7D+D0IiQL2/vreaxtigfdwx+yucueX8XJiHMeG9YRo9uxf6YMyjUwRIMEJdL0k3e4Z9hE/6DicisPDwwxx4QZUmrRU8yyOlFyUlNGROGLsOVqRXF9fR79onLfl5eUoyXcSC12F401VFiXIDkScOEUn42zQGgACniDP+fl5tM+iYskJVu7BD/PvmcHIvq8RDiMHC6OX0swRSVEaDGiEBEM/eiYeThrv2+l0Yp8SPCAIjt4HwExNTanZbEZ/b4jOra0tNRqN6MXKXgc0ecUKGW5kdECqUamU/kgT3edVLK7/eBZg2gPZ6EFkGsIIR4Y9QptIkgQ8+ye1odjWvb09NZvNTNapOxN+lctlPXz4UPV6PYJlEKkO0N0Z8D2U7id3oj5JF2sK+UJwktZjtPBz58O/546BZyIRkEpxJDbPk2ec6HL842vPvd3ZliY6mc/4e/l9/Hu+xqlTIk1aciBL3grKM+scx3FPggEpPmbfQD74e+No4+iix3AwvQUnuMuTIdJ9C0ZHp3rlqGdAuxOWkoZc/A47AebAhtzlLKVOP/LAM7xqiznnO8gB88bvPNjvmayOc5xkcGcdfcB7Y6OZA+xLiqvQEegG5om1AItjB5wMcfLZA7BpUIQ5QSfzO8flzFM+n884qBCA2AC/54fZQBJ8zs7OwmY0m80ga9H5rJEHpz4Jl+sStxXe+g0Z8s+lfkfqS/C5lBzDp0AfIk/88DknjnkOuoi9wF53nef+lsuDB4nBQLwfRCG4rNlsRuWyJ2p4kBFdgz72PcOcQSg57nVsi47A5+cdUnLLbTrv4okNqe1g/vm96xnXNXyXi/nh+45H3Edzf5r7MZ/MJX6Y6yB8QnQrlSaeaDA1dXvWxXA4jAqvdrsdgWfO12R/Y2PQkVQSOUfgOJR1TPUVwVD09dLSkiqVSnzPiWDHdSQo4EOhhz05wbkHD5b4/nPb4HbJ59+Dh+AK93v4LvdO7TBrm5KRyLDP0cuOC33e3W/jx7E98zIej8OPYR1Zd7e3jq38GW7fGAP7E32GHFIFl/qV6AvHAi4r6BjfF+x/lyvX9+l8ePDOdbfzSykvwPyk35MmgZm77pNiOmyxJyHzDMcE6Bn2m8/PXeNLfXVpkhDAXvVxp9yCY00PRKIb4O9I4PQAittV8G5q61xGWEOXodQX4XeeEPphe9ftXroHXA5I9HLZdB45va9jwbQFHXwzycbwQym/5vvC58PtUDpWxwzwOx6Qw8a6XfR1dRl03tmDTylv+4ddL01gZDS6PVA3n789fI4MNj+3goUmUgWZOjMzEwdBSspsNggiIoQOzjy6zyJCjtFPkwyLarUaQM0ztFEU/P/S0pJOTk7U6XS0t7cXmVqU/bEZLi8vNRgMgvSi5RaCydj47vLysiSFkAAEOp1OJgKIw1osFlWr1aKNw4sXLzIH8UjSa6+9FuTj7u5uHJQ+Go0y5cq0ksrlcnGY78HBQaxbmhmJQvVIZ6fTicMzyWCBtEJZcS82HIdCv/3228rnb/sUs4GI+g4Gg2gFw/2azaaWl5cDEAFGIAkp25UmB3wBCFEirVZLjUZDpVJJ5+fnKpVK+uxnP6sf+qEf0s7Ojp49e6alpSWtr69rc3NTc3NzmUOvPUMAeWP9eE+cY0lhxMnygRwdj8c6Pj4Oorzb7UbUN5/PRxYkZCTvMR5P2iRBLC0vL6vb7erFixdh8L1fuINEDKMbwJT89ndzowW447PIG1nlFxcX8U61Wk2Li4uqVquReYGMjsfjTIu1l/liD3nvaKqIvP0EwAFd4n3OIdA4IA3Hh0N7u91unOmTz+cj6JDP37bmqtVqWl9fV6PR0Pvvv6/3339fFxcXEQyE3EJmyWQG1JP9TxAEx0S6lfvT01N1Oh09evRIxWJRpVJJT5480fHxsQ4ODjQ3N6dXXnlF9+/fj7Me0HW1Wi0AGv02ORfJDxB2AONOCPqI7L0nT57o4OBAzWYzdBQBw0qlopWVlXB23NkHHJ6dnWXaK3rQ3j9fKBS0tLSkarWq+/fvhx49OjqKAIM0ATnT09Pa2NiIrFk/KJp1htjsdDrhVKG39vf3Qw9DRJEd6JlV7XY75oOzTtbX16MakPMe2JPIEcEGAqqcl8U8kjXvRB0yi87FcSe7CJl3+eZAPW+vwn2puiQziXcDENM6kGxBDkG+ubmJtmuMCx10fn6u73znO9rf39fp6alWV1c1PT2t1dXVqDj1a3V1VfV6XZ///Oc1Ho/1m7/5mxm9uLCwoM3NzehJTGabt5nE0cP58FLzT8oF2D86OlKn09G3vvWtIHfX1tbisHWSOthTDrAdUDv4xp67MylN+ji7HiVTFhs4HE7OeXOAjuxKCmcDJ8B1TRqAc4dGmpDr2FsqI3BqGAe6Bj1bqVQiMYJ7o8eRHycePcBHZenGxkYQVMyDB7CZKzBWu92OIBXPR9cTnIZYQ/eQ1NLpdKKVLLiN6ufUASZT9C6Hj4phMAtkPHoDnOtOnLe4QPegE1kD1qZQKITN8iAw5O/R0VGQkwRJyI6TJlUcnHEFHnW7g4xNTU1pc3MzCJhGoxG4HXLPg12zs7NRRTsajeJsOtoHevCm1+uFXpSy5xNBYvB7MBY2nQoA/C3kwQll5IWKSKrkKpVKkCd8xhN6wKfVajXudXJyorOzs6hkbjQa6vV62traipY8VCi97MRgenkwLp/Phz2k0lGaJGkgD/i62Bf2pBPB6Bv0Lm2RPFEPzIPccl/XkySL4b/5GUR8zv089gHdFJAB91uQG/TGzc1NJB3s7u5+gPRcXFwM/6XVamXmC3wAvvFAOZcTNOh5knfAWOx/CBz2J2N38slJIO6ZEkeeWMheITmMNfEgFnZEUiRwoAMcC3rQkmoZkuj8c949Y3FxMTp0kB1O60LGgw+2sLCgvb29qD5fXFzU5eWlHj16FFXQ6BpkstvtamVlJfgZLj8jazjMZg/7vJ2enqrZbOr9999XrVbT66+/HriSVj+eXc49eRa2GNvmwf/RaBSckfu02AQPcqEHnRxEFrFjjjGQP7f3fM/lkEAS3/WEDtfNbgte5sv3iQccWS9+PAiKDXYyHnxAZTn8iOOidG2cgyK5djAYxBmU7lM5b0OFqifPebASvYk+5lwk9r0HQ+8K/nMP55KYK8eXdwX0RqNRJqnQgyXpuzt2np6eDj0xHo8Dm8K9FgqFwBhTU1NRSTMej8O/dazAM8ABJCy7HiMQ5e3NeBf8tevr60w1EP4luhe8enl5qadPn0aVy/T07XlL6Cwq30hWlBRdgDxQ7/Pp2Ji5Ys59DcGQrjdSPwVexNfO/Q7uj2/igVPXVdiKNJmd+eTcPrqxYA+ovsXv9wATMudjZ2793RmvY4fr62v1er1IsiWRPg2G8G/XcR6cA3+AVf44vvFLFRhx4YSsxtmcmpoKRedgntI7BJKNiyIC7EA+eJ9KBMwdZjKE6S2/tbUVig2HmiCEbwjIuXa7rf39fbVarXgWAHR+fj6CM5wJ4s4CGXBuIOijyt9RNg42z87OwpFYXl5WvV4PsrnX66nX60XVhQNuDmvvdrs6OjrS8+fPtbq6qkKhEOCCd4REQFBRbJ7B59mTBCnI1snnb7NC9/f3tbq6GmW6rJO3lmDj4OgxFt6d9i3IwGh0mwFNf3Lvw8fcScoYiUKhoJWVFa2vr2tlZSWITkq3T05OYiOSlbmwsKA33nhDxWJR+/v7ur6+joDP7Oxs/JcKEhSXlM06wUCjyCGCbm5uIjhGGR3zSDY3a06m3fX1dRCWtAdZXFzU2tpaZMMzr5DNxWJRnU5HvV5PrVYr5s4NFwEy5tiNQHq5wnPSCOCKEYPgHQ6HQRRCfJGdjyzOzs4GofuyXzg/kP7oGWQIneAtKXBcIOEczOBoAWA8I5Be8HwXIL6+vh6EBIFh9K87evw//yVQcHNze5aNV4IUCgXVarUAXmtra1paWtLnP/95nZ2daW9vTzs7Ozo5OYmWYVtbW9FbmGc6uHCHioPJCDIABAkkYWzToCt9qgksEmAFTAMCOPMGMgwgRgBgPB5n2hymZZ8AjXK5HO3/2MPuJDmQzOfzcUClVwh5BrJny/n+ZH0gpfr9vtrttjY3N7WwsKC1tbXo3dxqtYJkoZqQcVOCu76+rmfPnsVcexCWNjzMLe0nAUb0m/bsozRTBLCLPYJkI0EhzRzB2YQglxRl9YDAlZUV7e/vq91ux1pCzqBf0MUe3IXoefr0qf7H//gf+rEf+zFVKhVVKpU7q9Z4/vr6uk5OTjKOMG1varVakBSsKXPtGTTMhyd0fFIuwPrBwUHYn8XFRa2srKhWq8XeImEGgExbPm8xgU4EL6ZZRpAi2CgnNKQJ4ZEGQNA37Csyil2voK+lCeEuTewgZJg7TZ597WQygUKeD/GZOi+0tvOsPbAAwWx3QPisnwHA+/tnaVfg7aPS6i3mhcAERAW2h/asJGSgmy8uLrS3txeOoQe/77ogRiFKl5eXValUImmAeSBgC3Y9OTmRNOnR7Gvr7+v4lnXBoUMmIDEcc4/H42hhiE5PL3QM+Jbg1szMjKrVauBNr0x3u0zCAuM6PT2N5CZJEfhF5lK57fV6kiYt3Ly1mK8f8zY7OxtONu/u/gg4zqsBGS9zxNyh9yEjvYqJfYH8kQh2enqq999/P6rv1tbWdP/+/QiafRIuJ/icHKcS3P1cSZFNj1xj75ABJ1KcfEGmIPVI0nB9hMzgq+BTgTklRfUTCV2+ryRlyEvWmfuwP9Ct+JCQNyS58X2vmmJOCC72+/2QzVqtprW1NVWr1cCMaeUvY3ObC6Yl85XAKr4Qz/Z1SnkA3t8JK+YJXQGG9CpZ/EACGMwL65LL5TLt5VKyKU1Y8/UejUbhby8tLYU+JcHI70GQ3Pcbe/z+/ftqNBpqNps6ODjQ1dWV7t+/r3q9rpWVlUz1PwFoD9IQyBsMBplOD3A6l5eXOjk5CZmq1WqRDDg9PR1tgWlrJEk7OzuBq9EvBOt9L3hViu+BdO+xrnzH59nniTX1tff7eXDL/9/XxAPJvn78IJ/Iwct+uZ5C5j3JzYlU/GL3uZhf8BMJBuxjMFdKVDsh7QQyuhFi2mXIq3qdA0NnYv8c1yCbris8qJoGNdy/Z7zoELAm8sO/PcgC9nAZ9MvlEw5qdnY2WuJ5YgPr4utBcoonoMHZ4eOgX8ACrB1+G2P2/YHO81ZzfsxB6r+hR/D7SRDM5XLRpYF2s15t69jP9T33dxzvupU5ATN6tbDbND7r/Bh/83WXJhV9BOLBhGlgwjlXZMCTD/gMdnc8nnTZWVpaigAGVXVS1i9yHYc88kz0N3rJ/81nsZ/glEJh0gacfYRcs299P6aBKOTd5+q7uV6awMh4PI5oKoKAk4zAcAFg2AyACZSVBzJYUCfGWFQ3hJIyJaXr6+sqlUq6f/9+ZO2x8FRvsJGlW7KSbAr6uDvBOT8/H5kr5+fncV6GdHvuhgPZ1HASgfNNhEBCLOGUkIm9vLysra2tODDNnT++4wef0TqFSDDZ0AByV0TMNWN1olWaRKAZO+sF8EFRAb48C8ovHHg2ma8VoBcFdnNzo1arFdFQNpVnZTBOjBeAbm1tLQ6qv7y8jGxt38BkHj18+DDTmojMmJmZmXBEPcLOnPizPRvCg3ZkhEnKlM7T03J5eVmdTicMTq/X08XFRZAQANHFxcU4eO/k5CSUOuOq1Wpx4HC32w2il31DkAUC3Ml5fwffu74fIW+9tJ7ACJ9j/b3PO/3Mj46OImjnmUYv6+XGFOIU+SkUCgEUAFxOrHpmAqDBs6QhMWZnZ+OgVDdgACh6vlMd0Gg0grTydffMG2mSNX11daVutxu6GH3LPr2+vo7qtAcPHmhvb0/f/OY3Iyvs/v37qlarWllZCflD37jRBTTgSA2Htz1+fZ8BWpgjaVJpl8vdHhYMEMYZ7/f7qlQq0XN0NBpF8AMCAZ1GViEgiqAAgWcHL9iLSqUSn+dvDpI8QwW96G3vIAEczALE0sAI5C26SVJkm6MfuD9zir0hCExgnfFeXV1F9g2JAa6jOLOEM0bcoQe4pToD+WM9CWQAcNE5zDny7Rl1JAYgMxsbG+HU4KDPzs5GlSClvo4nWOOlpSUdHBxoMBjor/yVv6JKpRJ9+u+6crlcRmbZy7Qz4wwFb62DfUqJVCchP0kXBDwBdFrjbWxsxJoSZOXMgnw+H5l6YAecldTRdGcBctoxVur8uJPDnvMkEAIWkGWOS5DzNDDCmoLbcHDTzD0IOSer0XPIkZMDnEvHGSdemYzu9oAnOoI9MxgMAle6DkF/oNfTzDbeh8pGMirdQSJYwb8lRSLIyclJtAHlOx92DQaDaKNDEsjS0lLGNnkfft4TUtLn3wlhx7MuDzhvHiiSFEEDbyeB74HuSzES9oegENgc/cpceoDNk3HQieCwVqsV/gOBqpSsYw+ApxgnDqbvO56DzPP/kjLz6UFbxsJncL75PTqXd/dgjBPrnMmEzFHdnMvl1O12I6GjUql84AzCl/0CY6W4S5oEFzzhDHw+Gk3aKHn7E8cb6e/Y634//stznURyLJYS22APxukECjrSA8NOFIG5pFuZ63a76vV6ajQa8XnGlepgsAnJDSSilEqlkK2zs7OocnLy2UlYr5JgzATm3dfn/Ryjc6X7Hh3jFSW+VwmOQyZBwDIPzKfjwlTPSMo8667fUX21sLAQ+pQggxOnrAX6xW3N2tpa+HHtdlvX19fa3d0N/UalugfU0KXoeohrEkT5m6RIrMHXJZDDuM7PzyOhB5t3fn4eSTH4lJwxAxHLfkj9nrsul2/fD1xpNTh+yl0/XCnx61gPP8VtJxf73IOLL/Ple8bn0MlSfo8+cn+AH/Yu/INXr7n/K00StMBm6AjaZkmT8yXcr3Z+w8foz3CimXuhsxg7v+P9nKzne2lgBJ3v5LU/w2UP+eIzjrU8wMrF/snlcpG8zbM8eZlx07WHJGGvisnn8xEAlSZnsuXz+UyrvHQM2Ce+C89WKBQya+F4VZrwktfX1zo9PdXCwoKq1Wp0Juj3+/Es/EwPInilz4cFRlwW0eVpYECaHBGQYlv2Pvife3jAxu25B2m5Lxfy5eudyud4PI55pyLbMb7bXU/M4V7OSzv34kFJHxNjdFzptpK9y989sQ2Z8f3AfGCbv9vrpQmM5HK5iFzl8/lQTGRJYAQlRZsL31AYXhQbBtyNIJ+FmEWou91uODwAq/X1dRUKBT179iyy6+g9T1st7n9zc6O9vT21220dHx9HUARAifG8vr5Wu93WxcVF3JMsVzIrfKNJt4oNo+9KyZ1ysnvr9bpKpVIoHYgsDkND2FD8tA158eKFTk5OMm18/CA8rx5JQYOkzGHso9EoSuto8QVIp8UJRGK1WlW329XBwYGGw2FUu3C42unpaWQgS5MDSq+uruI7njHAZ7//+78/2mah/JyU397e1sLCQhw0THutZrMZzhlZKRAPq6ur0dqjVCrpM5/5TCZwBwFAxqY7LQS2kE/mGFIW48U43Wgit8zxa6+9FhlSh4eH6nQ6eu+99yJDB9Lh05/+tKamprS1tRUBI3o537t3T/Pz81pdXdV4PFa32w3iENKEC0DtQcQUpKSKGfDrShOwzHtAnNzc3Oj4+FjPnz/X22+/rePjY52cnAT5+tu//dv/PzXL/xsXGRQ4fZ5d2u12AxRBOrTb7TAyaWYb9wAcOggH4IzHY+3s7Gh6elqf+tSndO/ePS0uLuo3fuM3oh0TlTytVktzc3PRjgtd6YBfkkqlUhg/ylQ///nPS1IctH14eKivfOUr2t/f17vvvqtaraatra048JpKIs9MwUACZigP9T6itAFIdS73KBQK2tjYiHsBKKgY6fV6qtVqUU2BIwJQRN/7obH37t2LrGHP8PHs7VKppNXV1WjNxfuUy+WwbXeR4QB2iIdKpRLtDdH9EI+eeV4qlTQa3bYhIKvvwYMHqlarsefIsJufn9f29ra2tra0trYWAJNxEYDlsF2q6WihRv/ofP62zWGhUIiqPYgGqn8AsnyeqiLsPGSZk32AU2QXu+gAD8CEQz0/Px/Z8t4aBLlfWVnJAHMIlZmZGVUqFb148ULf+ta39LWvfU03Nzd67bXX/kBARsXnn/kzfyZs+uHhobrdbry7B008m8wdOk92+KRduVxOq6urkdDB/gZMr6ysaGlpKWSUADrtSEl+YB9dXFwEYe2tpPg3Dh57RsoGpwlMeLY0zwBfkgThiQLYdbCeO9YknLhzVSgUIqiAjGM32f8k0UCKgdEgldj7VCHUajUtLy9H8NezTmnDicOF44pcQmJzvh74kcAfQcaU+MeRzufzKpVKmaq9Tqeje/fuRWvc8/NzPX36NDLjCBCAz2ZmZvSpT30qyDKCreh6T17ytrB+GOrc3Fy01qHCmKAMgeHZ2Vn1er3ATn6+CmvGGAg0sUexj+i42dnZaAnhxEWadU0AmdamyFSlUongORmTZLnzPW8ThDwi34VCIQIU0iQQ4oE/z2ZEziA9sLX0n3aS2EkXWh1iO9D/HmjzVl4EMiGmuCftxgqFQmDPwWAQ2YVUbz9//lyNRkMPHjwIHfqyX/jB+KesG5jLqx4gAL1Ch/UiqYIfyDhvd+cEvl8QM+g+T2zzdqUEQ/z8S2mSUev343megc1Y0XX4iVRO9/v9sM1efYDsjsfjwMxUq62srMRPsVgM3UJXCcg7/HNsArgZ8gcdRtDTs5fRk07WoAfm5+fjGf571ogggpQNluAnelCR73snhsvLy0gEyuVysS/Q1fhoU1NTYUOnpqa0vr6ucrmcOVCd1orn5+eh/9yupUHfxcXFaPP65MkTXV5e6mtf+5oajYYGg4G2t7e1vLwc68vcjsfjSDLCBmKT0B34z+vr67q+vlaj0YjKsZWVFW1tbenzn/98JvEIEpa5Zf1oUQ7WdFtFVSa+E39jPl1WwZsEx3yveAANW+wVPZ5MwFiRt5mZmdhLXJ6Vz/f4Lv7Ey3zx7qzN5eVl7J27qn8hbCGWqWB3Tgiezdfa5QEd4sFS5AZdkyYrpFXufMcDyGkAxWXGn+/JxR5ASX0CnyN0Mn62B3Y9mO1BUQKU/jsn48GBdApA53NYN7KHfrq5uT33Cf2TBu8c5xYKhUjQY27BpDc3N4GFPDAgKfQ55Dl4FptIIHZ+fj7a+JFESKtldJCkaFlKUJV54v7gKVpAeWIMY/HAvjRJXkZ++Dfr6oGR1MdHHkki9KA9gd1yuRzPw+bx/s7HedWyB+w8MXl6ejrTchcsDedJ8Bs75HbJZdmrRMDXHmABs7rv7hwg+MGTzZgn/6/zzIzjj6IDX5rAiDQpN3XlgcOD4kLpIaRXV1cfUARudPk3i4uR9wtFQK9MNtrFxUWQSzc3N1pdXY2+xpQfk2FN/35IZTfMHtWm37IHdVzB+YVQucGWPlieRfADhYSCIrOMoAoGh/Gfnp5qeno6HGbPqnCQDaHlmV++ZpTUAU7I7oMcAERgWNiIEPZkYFNBMRgM1G63I3vSyQfuAdBifb0qaHl5OYA0BoixkjlN339AK72MPcMEgwh5gaH0tilOUPi6p0bL5zbNZuc+zG2qWFwRYrBzuZwajYZyuVwoVb53fX2ter0en3VwNRqNMq1zPHiDPPneYh8xdpddl1+PqPPuyC2yRNDIjQyBwm63q3a7HQqbdweov+wX6+GGwQ2FOwTSZA96RN33GHPvQQBpAs5wVmZnZ7W+vh5BgoODg6iGcAeY7zJOxow8YFhZe+Sm3W6Ho3tychIZgJ1OJ0hlMoC952r6nsguuthlD4PpWRWpjoKk9/F55g4VSpSbQoyyL9g/BFLYl4yX+XGniGANcu9gyXtmflhgxLM5kQfPjPJMIidhCZjgOA4Gg3By0V84zVTv4ZAzhw7ybm5uD9FMCXx0J+QjzgxADocb/Zs6J7w7ugSZkZTRr6zRXQEKvw/fR58zN17x5k4W4JFnEESHvF1cXNTW1lY8G70J/kCHzc3N6d69e+r3++p2uzo+Po62XYBSdK2TR76Wn9TLSWTOC/Ig6PT0tMrlcrTa6/V6sVaebSVNZEmaEA2ercR+c6KEtfcseGQpDdL5fvMsMc+4d9vNmHzNpWz1KLoIJ97bZqUVnO5QpBijUCh8gDzEfiNjXv3BPvBevi7T6Hl0BfjPcaFXbrGO2Hf2CUSH72cwYrvdjrM7IIkg9MBLp6enEahGp5AlDK7CxrnO9FZ/PJt9Ozc3p8XFxQj+eMASfMZ73ZU951mdnn2fypVn/6E3PYmBfyMj3gsa8sWfWS6X4/wSDxSkzicySOIJDjey4AFYZNFtCuuEzPP/Ttp4YhbvwtxDxLvP4pnj8/PzGg4n50f5PuL7tM95/vy5ZmZm7jzn6WW9kGknDZwcd3vJxd+wtawVushJCsfwd2U1u75yLM+aO85nPI55UnLOg9aOK1J943oKWXByEl0OoUXQh/MWkRPHru7Luj/rmIq5YN/zTnzWfZvUN07n33U6e5ffM58enHf5d0zguMTxIRyINAl2+t5FDxM8dd+AuWc9CfwwHsgn9BVz4fqLpC0Cd1SPHB8fa35+PhI5sUm8h5//lJKI/q6O1Wj7iy6r1WohQ/i8+PjYEPzhdI+4zDvZfBfh7rbc95LvI+adfyObLgepT+zPcHn2/cL9073usvSyXikfgi/L39K1SnkI1hudl+o+12Xp+jjmYl0YB+vs+8DXHp30BxHhjiX9+VIWW/Jd18U+5lQWUp1917/T+901f2kwz3/g1dAT7E3svTTp1OD4Bl3E/T0BmL3Odwje4Eey7u43OdbCHy8UCtGmGC6Ae3mHBhK1HY+S7Ic/jg70tUh5GffVkEfnl30+U/lKOT50MPoPTplnuX73NUttmWN3fuecM2tEwMh5C8ey6FvaqnmQL5fLBRfg+jqVOR9fusf8ndLx+z5OMQZ7+I+SNPjSBEYQThwUWrJsbGxkKg7I3MXJGA6H0V8UAWVjeZSRv1PNcX19HdHBBw8eaHl5WWtra+GQvPPOOzo6OtLXv/71cPiWlpYi+gkw29vbU6/Xi+wGNjfZTyw2wYLnz59rcXEx+r5TeuoC7M7I5eVlkFgoKOaD9yXb9fLyUp1OJ9pCLSws6N69e5mqDQ485LBZyAeycsjsogUODt7MzIxqtVoEg3g25F+tVossvt3d3VB8nFniYGh3d1cnJyeh8K+urmItx+PbMwCeP38eQRPfPGRaePYcQJqNzGHTBLgo06c9zP3794MoxPguLCwEoOJAYbKhjo6O4hBwnOlGoxHOy9raWmQH4gx6OwxkG9IA5ecKmuxwN7RkcOME4/ADehcXF+MMltFoFIE5DmYtFotaWVmJXtatVku5XC7IpdFoFAcTewklpGqr1cooJidipEnpnX8GhUo2I3LIuiDXtAEjis97oJR5v7vI0JfxciIKmcGoULFAgA4nyLMyC4VCVCMRZCRgChHF2kqKrI8HDx5oe3s7Wlp985vf1MrKijY2NlQoTFrDkC1A9hzZHGSqEeQgeMDZRv/zf/7PODyToMvCwoLq9bo+97nPqVqtRimuNGnPwX5g/dGllPB70LXX68We9UMt2U+QrqVSKTL6PcBOJhwVYcfHx0HcMI/0vW632xEAcOLLwQhOf7FYjEw9Aurj8Tj6uI7H40ypsV/oUg+OYMecNEgd53K5LElBJNF+AL1CAIoWkfRghSx0/dXr9XR+fh4OKLYRIgLZkxRtt0qlUmR5t1qt0NNkajuY9AygfH5Sdj0YDDIkLDYO2WXtAcM4NMPhbZ/6xcVFra6uZog2sp25F2c2eV99kghmZ2f1v//3/9bu7q4ePHgQz37nnXciu5nMy+vray0tLen7v//71W631Wg0dHBwoOPjY+3v70c1qAM99hUgneQOJxI/KRf7j8Ak2e5TU1OR4Uo1GYFNqrGoZAUTuJPmLVYhblNbgsN0fX0dma4EH1KiywkTnBjHYk4uYc8B8thTdxYdD6HvOBsDXOi6neCIn6UEQQR+2djYCFKNCmB3JhifZ0P2+/0MCQbmZF4qlYo2NjYCh+HIDYfDDxxKis2enZ0NnE0rVJJ10LnoUZJksF/D4VCPHz8O7EB1HokTh4eH0QN7fX099P7BwYFOT0/19OnTsE+ML5/PZ+xipVLR2tpaJlPRW7vyOXQKcoADypkK6BQuD8xfXV3FmVrVajWSfQi+g+c9UWthYSFTBcnZSWQPPnr0SHNzc5lqIOSU8xm9YrJUKunm5iZwoVfTgzWQXylLpuMkQzy6M42TPBgM4kyRSqUSbVk5A4pKTq9GmpqaypzhUqlU1G63ow3neDyOJLODgwOdnJyo1+vFIakv+5XL5UIWvTUn+5N1SAMj2FN8GGyWtwvxAIQ08TOduEF20XnoASdaHO+4DhyNRpnqcr7j9p4xOhGG/4Af50FdMAl2HJnnc3QhWFtbU6lUUq1Wi3d2zAR+JZiCzWXuyJ7l2WTgol8J9PFed9mSu0gjxuqZtx4QcmJrZmZGnU4nAuTSpGLECVHwpQeuvF0ZuhMMmMvlIiGTSmtak3riWi6Xi/f3hDTHUATtwMaNRiM6OwwGA1WrVY3HY5XL5ej+gL+HjWSOCHZz5gj6SZr4luDMUqmker0e2B8OAt1+czM5F8Jl3KsHPIjOWnirP/QdfgN43SuvHM+mZB/3TAPKnsjgeNU7SyBvnnjkLeM+KRd+lbe3Qt69NZrPMZdXeHoQDNlAb6Xr5HtTmgQfwS3oQye/GYef/8v98T+5fO3BI64jXX486MJ30Xk8k/lh7zNmLifq/TP+TGSQ/Y/v5braAyPYcThQuo9Q7TU3N6d6vR7cG892op0xOodFdSl81fr6evBVjUYj9gJ6mH3he71cLgfP5Ak8JDWCsajkY7xLS0uhW70CFz8NvoPqOg9uIAMeIEV+kQH2PnrbEzaxn/jVkuLMFeY67SiBvBJUB1PDtXqAzjt6oDNJVJyeno7z/+AjmVPeD9kguITP6jz7Xf4Mc8M4wYppRaQHWXzfYUel7HkqzN93e700GhMw52BMknZ3d2OCydal31zq7LogeLTZjc5gMAhyivZIm5ubUTnBwduQePV6PRb84OBAzWZTi4uLARZOTk50eXkZGx2nFmVIhlSxWNR4PI42I57F6EKF4mP8CBXkuGfheLkvG5nemzc3N3r27FmQbycnJ2o2m5kenmQX014EYuv/I+/PYmTLsrt+/BtDzhlzRmbkdKe6t7qrqie327RtEG7ACJsXDH7AiAcEEpaQjIR4QELCQlhISMADmAeQeMFImEcj8WBLyLaEkU3b3R67q6pruHWHnDPmjBwjI+L/kPqs+J5TWe7u37+H4t4jpapuZsQ5++y99lrf9V3DnpmZCZKToIUDOcAKDj9kAqQkjg/Z0mxiF/Th8KYPoEc5T05O1Gw2dXp6qlarlQDlfI65w4nCsc1ms+GIzs7OhkEj+EHgp1KpSFK0xWGzcwYDJYL0h19YWAjHHNBKmwYUEUrJlS5z5eVfBOIwPswd2SJcKBE35BhmjD/zXCgUEhUxjOXo6EidTkfNZjMUGFmZZ2dnIVsYRPYTJXfsG+6JM+/BEcblvSBR2ihG9uj19XWQJYBsKkVwWnwMHBTvJfkv6uVOHPNN9RSElGcP8m93VlhjDEvaKex0OkHqetURf3/nnXfU7/ejt2+hUAiHA+OPYzAajaLFkrf5guRjvwyHwygVPT09jR7r6B8CPldXV4kWLZISZDfEJ04KusYzHpBHdKCDClpRzc7Oqtvt6t133w0Aura2pmKxGNWAyDDgwUtUCQo4Melgh7WcTCZBsOfz+Th7ynule2CUe/N3SDQCmVLyvBHGwTg9I7NcLoceB5QRJMbBmkwmajQaOj09Va/XU6vV0t7enjY3N+P5Ozs7evr0qSQF+QiJyhguLy8DGPkZV75O2CIIH5yZdMlt2vHwrBMntwF96cwhAPZoNAqSnO9wUDPnUrDGYA4Op5MU4LzT6ejNN9/UL/3SL2lra0uNRkPvvPOOut1uHLa+sLCg9fV1FQoFra+vK5/Px9le2WxWz58/j/vX6/WwS+heB4C3ydLLcmHHcY5oSUL5++XlZZyPg5z0+311Oh212+2YMxI7SqVS2A/0g1eeoh9dT2K72TMkCkj6UPAS3OVklTuabveQZfYe38FhlxTyDYZ0fYs+AdN6th1t8cBbYDxwrKTAG+w/JwPZl27zmROfHyfh3ZHEkfLzNQiaQmQQRLi8vIxxQgB2u91Impifnw+d0Ww2A2ewX7zqgT1PUJ73pAIBIgrM72QFa72wsKBKpaJHjx4lCBicVfSy2yRkFfyPbR4Oh3F2CI4u2Yn5fF4rKysJ200/a4JEJE1B9rLuXBCfji1JQIAgOD8/D/lDl9yWbegOfNqxd3yHnkZWwZjoZd6ffSUp3tezAZlv1grZnZ2dVb1eD/LbA/ScM4eN6Xa7ibYzL/I1mUwSa4msI6PoMjAY64uvRMUZe82JaCdlsDlOCkJ4OHHmOBK5YBz+PQ+W+D51ncWz2QMeXCGRENIb3YgMSApd4b41BE+lUlG1WtXKykoElD0IyDjwZZeWlm7Vc/gikGq+F/Ft/L5OzjqZzTyyXk4gSR/OdvfgBtjS/W3mDnyDvZCUIGhJHmQtme9isajZ2ZtzUPELSWTz1qkcpOxdAsAt7Plerxd2gEri4fDmwONer6fZ2Vmtra0pk8nEWZckPxHQ4H2RW8eVvBP6kTUnoMbfXA7RZXyeNQLneVDJ5VGaEtest8sCv0dGnJxPXyRv+Q/fdz/WA1isD2ufDmbyea9yeREv3hfcwBxgk/kM/3XdISWDFayn4zy3v5IS+wpZcT/cZRJfw31DD2i5TPI5J7NdF7jceWAEnewBZJchD/TBxXnALf1Z/o1eHo1GwRPwTmAE+EawIDacqlrWBXzqmJSuNFSbTSaTSHBlHE6M5/P5qHjF7s/MzKjb7UYrbZJvfO69hSzBf/YESbZ8D6wLl0RyDp/nbwQ/JUW1Onyl4500R+tBf/ddsZnOjXkQ27kK5IAxgsOYN/7m9oXnuvx6QJbnsqZ8BrnAtrnfwXqz79zu8B3mwRMheIaP67aAEHPiPLVjTGQvHeBL4wVJIVffyvXCBEakKfAADF1fX+vw8DBAAMRQr9eLSUWpIZge2WIhl5eXQ0FC5tDTd2trK6oddnd3tb+/r2fPnsUhqeVyOQw2vT0XFxfjd71eT+PxWKurq+G44NxCyhUKhaic2NvbC7CFsLH4rryoikGpexAIop/gA5vRs2ogQwHG9Ow8Pz9XsVhUrVYLYLOxsRHCSmYimSWDwSCCMp6pC2lIJjrzAcm5vLyslZWVqIhxJx8F0O12E+AdRYXT5wbQDYykKMcHPGWz2TjceXZ2NhQpn8f5976zu7u78Qx6TpN5R2syHFcCI5DBBF3SkWOXS8AV4ycqnc7aozrEo7Vp4tXvLSnI10KhEHPFPslms1HtgfxDKrmjCsHKMyFaIGo8+4hMLGlK5HEvB/sAUUA3xsAzFweDgXq9XjzfwTukOQT6bQD0RbvcUfWMaQJYkFmQFJIS4N0DWn4vXyOCIhD7bryvrq707NmzCF4AXCCl/HPuTJ6dnUWPZ0nxu263q16vF79nj3DWBgTS3NxckO0ATD7Pdxg/Bt31HPPkxBWkFNm/zCkZ/gSKHSRBpPKeAF1AkoMKAjIADwfD/l/vK805AbVa7UPkNwCPHuuSEhU36WQBiBLG4TYvk8lEYALyjt95tcZkMj0YnDOxDg8P44wYEgP29vbChhWLxdjDjIHsFshOsnBwbpFPJ2CZTz7jzrs7lGmdn85eYW0ZC3sAOR0OhyHH6K7FxUXt7OwkiAP2DTqLjNd3331X7XZbe3t7+tSnPqXXXntN7733njqdjnZ2dmIcn/vc59RoNFStVoNwoVrlvffe0+npqfr9fpCjyIw7Jp4w8LIFRpgP3hsbsLCwoKOjo6gUuLq60tbWVmA7bDLVj9lsVpVKRYuLi3HOBjgNQgeZ8vlHFzrJhf2DhO52u/FZ+vC6U4Dd9gAHso6s8lzkHJ3izoxXtvjfJSUwreMJWs1eX99UAD5//lzHx8eSFIEJnkHgFfkHN3MvsFfaKWF+fExOULouYi/yLp7A4o5Vq9WKM/bQG575SzAdXUzQQ5omEoA30fFkSLOmbqs88AXBVSqVdO/evUgiIVOcYI5nejupAsl3cnISsoWuIcCPXkJvoXs9exkbRIY47+RYkPeAOPMkKSq/CaxANvCOTowgq7cFRlhj953ctkBScA9wup+DwsUYkQUn7v3cSH6QCfAACWrs8XQG/Yt+TSaTxJlpniCHPHtlBb8jSHV6ehrEDr6cE8isP3vffWf/G/LhgZH05f4oMuNEhxONfN6JYGl67pYTfyQ28Ll0EMKTGngHEnrK5XJgSSdGPRAEXqEtn2NmPg9mccKaOZGmHQH88nHyOe7F+/i8OcHuwUx0BnrL1wd58PUgMIL8YPPcf5yfn4+kUjpckOzmbfngE9jjYDxasuK/YYu478XFhZrNpnq9XtgciEb8SNaWMSHXnigCCQunwfiwW/jcPqeOFz2xdDKZJHwn94dcXsHyk8kk9pGfIeHkHBjUCUnu64lC6X1CkJHv8H33afgu38cWo8df9Mu5Lg/AOh7xeUgH4X2Poic9AcQJZN8/vkeRDdcZUnLPugwwBt+jt2H4dBDUf+/Y0P12/u5ksusEadqSl/f3wEj6vthzggSOR133eACDQCgJF+hqxzLwNNgaqr8ITHoAdm5uLjoowMGyXuAnkpkJ/OOnYQP5f7hOcKIHLbF9jNurvQgiI2OZTCawMlUkrqt9Xv13vlbIAHqGdR4Oh4EJbwuOeTKz20v+7dgqfd0WGOH3vLfLAWvuyYGuc/w90f3OVXsVKjodufaEbU+k4R3hFlkzD2S6LfV58nfCFnyr1wsTGGFyKa/yLI7xeByHgbsixCGTpsrGI2wzMzctXsrlcggkJZCFQkGXl5d68uSJfud3fkf9fl/Pnj2L+9ESAOcaY+2ERiZzc9itBwog+ebm5lQsFhOOBAYQhYQyYfzp37khyGaz4WR6Bh0HjZEtm8lkotVXNpvV7u6uDg8Ptb+/r8FgEIQBzsvc3Jyq1Wpkp7OZyQinXN6BCdldOC84LjgxANDl5eVof3ZychIEG+8EiPfNhoIvFouxYRz8oASc4KWNA1mlKDc2N4CH0l0OCH7vvfcSigjFS1YNFwqLUmEUMVndjUYjlDoEBRU5GDFAGwoVYH+bskTWpKnTwdxxINPFxYXu3bsXh+FRVk50nCAKAYbZ2dkgkfL5vAqFQswxThbz2mw2w+GAfAFc+8FUECk49R5tZh9w4OrV1VWUc7M2ECwoV5zljY2NxMGlL8OFw+NZZQ72+cGgODDyskcMD1kVEC2zs7MRmLhz547y+bxOTk6irP76+jrasVxfX6vf74cTg2GXlCBDCLpBcpMBNR7fZH7zO7J5G42G5ubmdHh4GPICEZ0msCRFmzdp2ndbUhAmKysrWlpaimoIZAp9fH19rYODg0QFG/OEvqnVaiqXyyHPvFsaRJOdjqOIg+Ykq2e4eaUcJazStD8y+579en5+HsELQLmkWAOCsW4XCax6Jgq6a3d3V+VyWZVKReVyOSpICPCQaU7bG6r1JKnT6ejdd9/Ve++9p8lkEpn47E8nSdEzrP3KyoouLy91dHQU1ZmNRkMXFxc6OjoK/eBXGphhl1wPoqO9Moq5JEuWdm7INO0O79+/H3ryV37lV4IIRY/5miMbd+/e1cnJiXZ3d3VwcKBsNqujo6OoTmEeve0a361Wq5qZmdHBwYFOT0/jvZeWllSr1QLE+z4Hz9xGQL3I1/n5ufb39/X5z39en/vc5/SjP/qj0Vbrrbfe0pMnT/Sbv/mbEejHmWm327q+vlaj0Qiyi5ZbHGJNANQJELKwwSCeAYidRp4JwHa73cBlEPlOpngGoQcS2G/+rk4COYElJTEw9wQDQhyvra1pNBrFGWzNZjP2Hm1X0TWeUOPBFrLryATGWaKNU7FYjHkslUoqlUpBau3v74cu4MJ2FIvFcF7Y07TDBF+BfU5OTqIijhantA7MZrPxbnfv3lW1WtX9+/ejbQOtE5hPAgOXl5dqNpuBQdFP2Df0B9i0VqvpS1/6kv7oj/5Ib731lnZ2dgKXeZIJNpg9z5rMzk4P0X3zzTeVy+VUrVajbSAO4fz8fCTdPH36VOfn52o0GqG/dnZ2AlvSxoaxYw86nY7y+bx6vV5URq+srOjp06fKZDLa3d0Nf8gdbMgLx7msGXKBjnX/hr+5nIJXCWRUq9W4//Pnz2NfYb/BdOhLKuvBOrRapK0a6zY3N6ft7e1IKsM+/fqv//p3WRt9/6/Ly0v96q/+qhqNhj772c9KUuAPdJnbPidnJpOJKpVKyC5BM/Smr58nIbAnwNzgOb/cZnt1rwf1uZzsYa3db0avgmGw9eghqovQqZIieItfPjMzPauG98tkptnJ+FnoO4KIyDb6joAbhJsHPzxAyLy4D5rmGtAVjmHQ/x6YcYIeDMmaOcZhnTyATpKaNM34xWZ4hfdoNAr9CM7Eh3U/3jPIx+NxtJheW1uLcdMi9L333gs9trKyEgQltmR3d1enp6d66623omJ8MpkERwKfgI3E12632yHfKysrqlar2traCh34+uuvR0Ih3RqeP38e/AAJke4LEeBw4lj6MNGM/ILtHZNRfe3tuTzw5Qls6D5wgSdQue+WJvoZ020BMjAie/1lu8DJTg67/gM7+b7ztb28vAySHt3niTHIvetRLseB7G1pihc9udWxY5qk9vVOf8b/7jIFX3Zb4I93Q0fwedfBrtudZOYZfN7H7XJNcILndDqdRMIhiYaSohMCe47WeF7dT1CEfernCOKD9no9TSY3SQH4UiTjjUajSF6TFIFZcAnJ6WdnZyqVSsEJSIoEG/hHxs6+pqsDwWGSbZxLSFd7eRBESp5fxDrx+3S1TXrd3VZKCq6PhGTnwLmc604HbtAxBIDglOHaPBANV8QY4BLgSLARzoewB5AV9g3zgR2iiAH7jM1HV7Jvc7lc/I7nMF5JH0rG/lavFyYwIiUPkpEU0ST+H6CUFgQpKSxMKpvPF5X/v76+ObOEMzGojsD59ax5BzQ4CzhQjInx8R03hozPCTR/VwQcxzVNHPkmcgHBSPBdLgxrrVYLUIgyxOnL5XLR2oaegCgDj0wj3Mwr0VhAMf2YGQvf94CVE7VOBKQjotzDHXo+44AB4waoh5BiHnzsDm7dyZWmShMgTvAJZcl9aPlA+wWCba1WK87IoF0N74piTitLl1vmLb3hXWZcTlyWUXQzMzPRH91b/TiR445+2ikimOPkqoNGQCFAzRWp9yb0YB0/BOto95B25NivrAn7NV2y/qJfvh5cgB5JCR2RDiS6TDjw9swA5BoZKBaLGo/HQS4im5D6GHQfB/fD+Uq3vuL7/nuIPoKVnj3tTjnj5rn+O2nat9N1C847ugwHknF4kJV/+3sxF+x3Kem8OtBGz3FQr2eMOynBsz2LyOWXQC1Ep5OFrJ/vBcg/5j5dRur7lLECSgi+eCYu2ZdksUhKZPIRDAbU8N6Tyc25T9yTNfdMUdaVzGn0J2S/ZzpiR9Jyn9bRzHM66zOtQySFEwNZIt0A6FzupopjZWVFKysrunPnjiRFEMgDkbxDNptVoVCIJAN3JiQFPkDGIFnIOEffkvFLkgFBRi8rdn3umUov0zUcDlUul7W5uanNzU0tLy9rcXExDt1m/g8PDxP6haA9soKTRZAUuUvrGWQQ/crcS9MsRM+uctzh+MgvJ6RdXj1z19se8TvX1+hPnHrXBfytWq2GfSc7D8zIO1E55XgKzOQ4LU3U8L44ijMzM7GfaZniiT1cnuTgTqEnExFsd/yFfkT/kETDeUy0jKHNAfcEY/H//Nt7gntCEXrKCXuI4Pn5ea2ururo6EiHh4eBU9Bhrt/SyR8eSOCZBGm8WhlinypKshwhQAgIURXPGR2Oc51Qlm70XblcjiSow8PDuG8mkwkizRMpkKW07PF35Mwd8bRN4t/YXXfCwYCu8/EXsB0kmnnmOPflhyx9P+vvZUmUmUwmcR6ik+q+JuxnnxPWiINo+Tx4wz+HXPM8t988Lx3gBRfxM5lM22HxXdez/Jtns1e5CAq4/8PeSGMKx1z4eyRQepDBCRV/N8cLTtRA5N2GFW+7GJcTY/7jz0yTk76f+En7penvcF9vTwLG8iBZOoGEe7g/jhygZ5zwRc7SuIsxprsa0JY6l8up1WrFmKjMpbNCr9fTyclJ6BfvUADRenFxkWidxn04Ay+TyUR3C+QDToj392AuvhL6yfkgrnTgCwzHPHii5czMTNgUMAUYm+Qit/k+94wxLc9ud9NBtrSf4wT7y3A5f+DcB1ghPSfuAyBDjlPSxDJ7338cK6T5CAhq95E92OZktGP5NCcnfdjPR5ek/+Z/9/dN+0ouK+gD1yV8jntxMSeuM/y9+T6+4W0yy988GcKxH3sQ3ohqDPgo53rQ6eh+xxhcjjc8SZLxe4AcbgSf0zsIeDUh+9VtlfuVBMBcN/OOyMtt+9Oxm2Nw50q4fL75rr+r631fz/T/81k+52PmXm6z/N7Iv9uM2+QhLY/+bJcNlwX+7j6R7xXXjXyWfZzmzr8dHfjCBEYwTk7AO0Ge3kQs1G2KwJ0VQAGGDaeUNgy0asAA08bBs1gBC04WE9Fk80Kucy4ChjztjEAmM1bPtr26uoq2DYVCIZ6NYJHF6JFkjxw70KxWq/qxH/sxvfnmm3rnnXfiO5AHc3NzeuONN1Sr1dRoNLS3txeZ/QinBw4QTBxKDlk8ODgIMEMbq6Ojo0SbpEwmEy13fNwoSc5kkaZKlbYAzAFty1B6AHUCEJJijWlDQ6sGItMc8kr7iXfeeUfHx8d6+vRplPX9wA/8QKKFVqfT0ePHj6P8+Etf+pLq9bq63a6+8pWv6K233tLu7q7y+bzW19ejZRHA0ZU860iWDeeXQKils0ZQWERzyQKjoof+uvRxpXIHp9IJ6UwmExmdtFtIOwwYEErZOS9iMBhob29P+Xxea2trUR3DvgIIc2gy60IwDPnx4IsbGvbA0tJSEJtevfQyXJB8AAOysKTpAYLsn1zuprUIWRhkvkG8ECQYj8dRwkgQlJYltE8C+NE6jvZZkmJfzs3NxdlLtM6j8suDntyL4IobsuHw5nBLJ+vTgW6cHgw4AIFKGGSTYBxOG/qAjGIq4nK5nOr1ujY2NrS1tRVzRGCAQx3ZD9I0U4jML/QgvfsZO5kR/p6QtThpvrYzMzdnAPR6Pe3v7+vOnTsql8uh47wnKoHqy8tLHRwcJKr5PEEAfeL2hHYHw+EwDq5mPpg7SKrRaBTk2uXlpfr9vmZmZrSysqJer6der6f3338/sktWVlZUq9VCV3vrAOYPeSyXy0E04owTUHAwKiWzplwfoPfIbIHE8MoZiDcq4DjX6vr6Wvv7+5E9xFr/2I/9mL7xjW/orbfeCtviDgc6t1wuq1wuR/szspbG43Fkg6PTM5mMjo6O4h6Uh7tDTwsKDlSuVquxVyAnvPXMy3Y9fPhQf+bP/Bk9fPgwnJ5Hjx6pUCjot37rt3RwcKD33nsvqpfAWQR5x+Nx2FC3a443nAzLZDJxOPVwOAyC2VsZImfIIfqRDHx+D8lHMga4D3kgU4r9R4Yb+A8byb+xvwToCBZRMTI7O6utra0INuzv7yuTmbbMo2QdzIRN5lmOL5xQIiAD6Ui1qVecHh8fh+7hXicnJ1Ehiz7u9/vhEJO12el0tLy8HOc5sTfA481mU5eXl9re3tZ4PNb5+blKpVJUkHLA7+HhoXq9nur1euh59LP3IUafpp05bCj2EzyPjTs6OlK1Wo31dmfdSS9w0Hg8jqQYcOLJyYnq9boKhUJURlxeXqper6tUKqndbuvo6EgffPBByC0B1E6nE2cVgl05Iwu5WlhYiHlZW1tTs9lUq9XS0dGRdnd3dX19HW0iX3nllZBpnH1sBvNEUgRzRYshyFNPPPIgHiTp7Oxs2BZaERMkAr9QCUayEdji1VdfDVnq9XoaDAZ6+vRpyNn6+vpLQwxyobPQQX7YM3KNHcLvxP8CNxwdHandbicOHiYTFFKLdiXj8Tgy1Kksl5TAnPh5/B48h0+IPsSOU6kFHkQ3Qnw4qeQyyfth29FHyBu+XL1eD38XbOb6LR3IyGSmLZguLi6iQo5gOrjOiRnnF5xARf79bA/ezz/D3HE57uUZnknMWrhvNBgMQp/n8/nwP6kIYg96xTNj5r/440+fPtX29rY2NjZiXCRsYFfpEOA2lGqNmZkZbW5u6sGDBxoOh3rvvfeUy+W0srKiN954I7DyZDJRu93W4eFhyJgHEKi27Xa7Ojo60tLSUsjX/fv39cM//MPRtrVQKOj8/FzHx8chM/V6PTiIyWQSdgsZLBaLCR7Gz8EiG96rhcBdCwsLUVn/qU99Kmwp3SHee+89tdtt7e/va21tTevr6zFPcDsemMGHZQ/zN57pMsZnmXuv3HqZ9J+TtU7Q8jf+i61yvk9SgjNj/3tQ1v0HPs/eJ9HG/RP3W1yOfQy3BZqlDwczeN5HBUIcs/JvDzR4EHQymVYAO9foAXMnwXkW3AB8g/NRcKv4O3BxvBNztry8HGc+EzyhiwzcFJWzhUIhqnxZC/gefONisRg4mXdDr2IL0d+OV0ejUfBL+O3YgdFoFDzg1dWVarVa+Od0y4ALZL8Nh8PokEMnCRKH08Fv8Ek6OMJ4kVPG7AEBLnCZ6wHmyfkFr5zyxBxkMp1U5wF7DzChq8Bm4Fu3v87NsR8cGzJm8AJyiJx60PC2JByfG/wo9oTvY9eL3243hRcqMELGGKQ5wFBSQilQscD3pGSEDKWFEaaXqPeZ5h60WSHrAXLP++Z5ZBCBZRMiBBBtlJezwJAevjEAGtzTSfPbosVuGPgdzi73I2NmcXFRq6urqlar0UKMA9cBPhxUd+/evThLBOAAGeuZKPwAKr1CgPni/VGoZLp41NHBoqT4rrdngkAj6OS/T4Mf7ue9JH2OUJ7MdavVkqRoWfPKK69oYWEhWr3kcrlo71UqlbS5uRktZgBZzMuDBw90cHCgarWqdrut2dlZfeYzn0mUeCPLnvUJUOMd/EDU29YZOe73+3HGjUeHvSQul8uFA+GZr7w/6+EKhjE5yYcscg+yZthfDg5chp3wTreh8MCgtxeDUC+Xy1peXg4ywiPdL/rF2gBumH8uQBzEeCaTiexj1v/q6krNZjNRTu+6hKABa4BDSG9mSSGb7szxXYg91wc4qWTLt1qtOL/ID7BNO3v8jSBIJpOJAIG3UUBunTBO633uKSn0uvesdjKJoA+ONfKWz+cTMsf9CIIDvAh+Sjf6kSAkexHbhC7ybBqvoGDt0Fu0iGDvsUcI8kwmkwigeuCI93e5AAgS7KrVaqFfAGg4ZpPJJNaCYAL/X61WdX5+rkKhoHa7rQ8++EDj8ThIMMAS8orudSIPorPf70cFBVcaqBPkYi5YP+TH7TBgHhIAIHlxcaH9/f3QQcgOTmw2e3MOxerqqra2tiJrG7uL7XM5g1jFrknJViHIHXrOyQbmE1zh7WOGw6Hq9XoCAKezZ16mi71B1dLZ2ZmOj4/VbDaDDAScY+vQZ07eIFfoQYJ30vQgX/atlDynJu10S4rMUWQVW+uVICSzYFvBCHzn6uqm978HGS4vL6OiCWdIUthsEnh4V1oWDAaD0F3tdlvj8Tj0N6T32dlZ2GD0ihN82HpvbcVc0dKvWq1G2zec3qWlpQhA0PrAA4RnZ2daWFjQ9fXNAepOsLEGrBP4nrPOrq6uVK1Wlc1mtbW1pVarFfeYnZ2eGSdN2056Jh5rBk5D1zl54djGSZWFhQXV63Vtb28rl8vp3XffDb2P7nYfAH1DKxnWKJOZHjYM8ZDNZvX8+fPQV7ncTRuqp0+fajAYaDQahcNOQhGJL8PhMOYJu0JSA74Le2NjYyN6+h8cHKjT6ajVamk4HMZ5Um5XB4NBAnezP5ATx2ZOiriu92oCaUpor6+vB/HslVckMyC/4EUCyJKiyp0Kor29vSA9XqaLQAQ6jjOq0C34er4/2W8EfcEsBMrwnzKZTKLNhjTdl2lc75V0tKok6x8/gz2frsZF3rg3esgzaR3beuAHvULAlQPV8a/wZ504ZH87WQVWQo7BPlSietsP5gJZ873vtiZd+eokGXpOmpKITuy5HnT8lM6KdUwBnvX78V7uk0F0eQsmLu+gsLCwoHK5HHMC7iKJiufxc3p6GudYVqtV3b17V41GQ2dnZ+Fvuh+4ubkZc0NQBD7AkwSazaaGw2HoX876q1QqWllZiTEfHh6GvfQWLR64cU4FOXC/gDV1fOX8ArLcaDSi/SxzwpjW19d1dXUVgXkI3zSfI039DseDHmBzn4gx3ka2uj54WS72mqQElpKSVRa+128LTHjShwca+By6EzuE3mHfsV/Zu1yMwdfKdaknc/Jcvsdelab2Er4Iwtp9IynZRshtNTqBd3Qi3PVfOjDjeAiMyVg8gOS8FN9HRzl/g+5EF/BDcjP7hHmklR9nftJ2Dj0JrmAeeR8Icg+2+5qCeV230yKe/Q025BmsI3NK9Rr7Pr2m2E3mzS9fI08W9EB9Gl+l14V/s47ImMtCOpiWruLmb+nkJ+Q6n89H1SHz7fwpz5lMJsGLwGW7D34b556uhmc8rqtdBp2fZd8zDucN04m23+x6oQIjOIq5XC4y5IggOsGOw4GQj8fjRHTRFwFHgsoHopQoPFeGHnwhG8eFAHIGZyWfz8empt1AqVRKBBpY5HTrGXdKAUdp5esKjM8gHF5pwuYAkNZqtTiIlCw2Aj0cQlwul7W+vq6ZmZnISh6NRonD0lE06YieH94EYUHWyng8PaAUhenKIJebHhScDkLxO5Qm32UOyB4iQ4p5JOszvRmdZCZL7erqSuvr65qdnY2s7e3tbe3u7kbwLJfLqVgs6t69ezo/P9ezZ8+CzATg37lzR0+ePFGtVkucR+JOLMQdv+d9IAI9i9qVF+vvEdeTk5Mg6Rzo53LTw7RYX96fMbBWOL4oIQAh6+xKazweJ9o1+UFYUjJjg8AV7+6gwtcQZ9+JXPYTh+5ms9loueGZVC/y5U5iOjDiBBZ6jgCepEQ2Vrvdjj3JuqAPAQjeX5LAyMrKSmRMQ+ZilPguewNiHH1IdsrV1VX0QV9ZWYmAH9mK6EHWdTy+6ZvL+3AfD+p5gNsvBxQeTMSp9nZKHtD0s1TIUPOKEwfR0vTwNLIqqJjCSXNg5kF7yEmfTwhwD2RCgE4mk0TlG3+XFOQVpAfr6IERX+vT09NwjguFgqrVaiLwzncBbQBYZIN55JyGcrmsk5MTPXnyJM4kIpMZeyhNSQDOIaGvNPbHe8QyZ6wfNtwzpAliMQ/pXqOsp+sJgjBkugO6Dw4OgpQrFAqq1Wra2trSwcGBWq1W6HT/4QI48m6MH5ziDgK6EnnzQBPgknNKzs/PA+NQWfntgr8X6YI4bbfbgdmazWacQ+HtxyC2HP85TgMPQQaynlQuOMHuQRXHDuBBqjTYtwTS+O719XUQ0H6IrWMeyCAqxJaXl9Xv90P/uc2XpgFZxxtghk6nE+c1IS9+6DhEH4klBFZdR7D/vW0rc3VxcaHFxUWVy2XV6/WQY8a9vr6uy8tL7ezsxJlNJAgRvMhkMmq32xF4dkzA+qF3HK9XKhUtLy9rY2ND2WxWT58+DbxH8J3Pe3DDSTxvAcOcssbIhn8XJ7harWpzc1Oj0UjvvvtuVCeSRONOmvdidqKA9ofIJTZtZ2cn5K5Sqejy8lK7u7tB+lDps7e3FzgWx56sS6/0oOIon8+rWq1qfn5e9Xo9qkyojOz1eoEdSRjwwBs+hMuO6/U0MeyBfuSCRApp6pOgM8/OzqIin7WbTCZxlhmkt/tGkOy7u7u6uLjQ8fFxkOAv08XelW701ObmpnK5XGSRM1fINGvP3wuFQgQCDg4Owhd23wsCx32oNMni9heyiEAwv1teXla32/1QwMDJHU+4cfn2ADN/R1+QSQzBBlZEZrwHe5r0c33nxDjYE78J0p/5ZB9LHw6McH+3OfhNYAAPoDqJhR/k43QOgflgbQkqeWDEiX/G54FhkqvY027PsIeZTCb0O7LlPjz61m0qiVHo6IcPH6pUKgXW8mxmkocIbhL4RjbRTdh6EiprtZqq1WqcaVUqldRsNjUajXR8fJyQTQ8sONnGuvDu7uviE/F5ZN/94IWFhajO9HMQCNhL0tHRkSaTiQ4ODlQqlSIR1gO/7BfW56NIRE8YcByZDowgPy/D5RicefCAIJcTtLeRrfz7owKm3IPkEe/QICUz7rlcp6T9BO4HVvPvpC/3TQlwo39dd3G5zHKRyMM7up5C5tK6Iq0j/d6e/Mxcp4O/PnbXd+gWbz3GfIJfOG+ZMdFai24Fvifh6/CfvMIKXUmyrq+3B+TprAL+Zz9K0w4ctwVGSOaYTCZaXV2N9fekQvS6czQuv4yFuUwHCnhX3/tpOeK9Pbjia8p33R9O+y/u27iMsNYesObHdanjO/aKV3tg38HGcFW+D/2dPcDh/KEHlPhM+jvf9cDI//7f/1v/5t/8G331q1/V/v6+fuVXfkU/9VM/FX+fTCb65//8n+s//+f/rG63qz/7Z/+s/uN//I969OhRfKbdbusf/sN/qP/5P/+nstmsfvqnf1r//t//+wS58+1eTBAE7uXlZQACJ9RZJAAS4Arn0B1XSbGZstlstNpwkjqXy0WgBJLWD+LpdDqxiLSbKZVKkhQBBByyfD4fEd/5+fnIekifseACjALyLEF3PAgu4Bx65gEbHoIdYaadSqfT0Ve/+lU9efJEn/3sZyMDiSoIWhG888478QzmhfYnlJpB+vFszi1B6ZXL5QCJW1tb0VIAQAXYqFQqodju37+vUqmklZWVIA1pIwABORwOwxF0J5VN7pUj3W5XkqJHOZngkkI+zs/P9eTJE+Xz+ciovnPnjl5//XWNRjeH0z19+lTPnj0LufnRH/1R7e3taW9vT1//+tfV7Xb1l//yX9YnPvEJ9ft9/ff//t91cHCQOGDeSWpJQZBB+kHmQRi4QXIFjRxzABbON+XFDq4glZ0QodyYdUDGWWsna9OBRRQqxg3F50YWecQIkpG4v78f7+0Z6wsLCxEEQb44uNWJIEgp3u07dX1c9V+5XFaj0QhD5AemYmyQE9aIwG6321Wv19Ph4aFyuVyQV5eXlyqXyxEwc2ICogsnKJ2V444ypJSk0AW0tSNrUZo6WTg4TqZ4lj3390PICZo5qUxmtxNO7XY7bANj8eApdoQgCETS22+/HbqiVqvFmUDsA7JMcHI8mOGt7kqlknq9nvr9fgTtySwmk3E8HkeAotPpRLZ4OiBMph1lxZ7JzXMh/inpT7d2AQCxdyGWa7Wa6vW6VlZW4p7oM58n9iRt97A95XI5gOHBwYG+/OUvRz9lL2v1oAt7fXl5WfV6XUtLS+EALywsaDgchi7wdmY4E7QQcuCKrqfiwqsFpGmWEAFnzs3hnAJItidPnoT9mEwm+omf+Am9//77evr0qb72ta8Fae7YAL3mgN3fNR08dOIwk8mEw4Wd5LOQhXt7ezo4OAgnAlLzu319HHXg48eP9eUvfzkcm/n5+ch8b7fbkqSNjY2YYwgX1tsJHmzVZDIJGwlpz56aTCZxMPFkMolM2XK5HPuBdpSbm5vRogjcg0xy7geYxvekNCWlqKJiD00mk9ChBM08qxc9yvk46E9aP9Gmbjweq9FohINDQBGCi9Ywo9HN+ReSEjoPOwN5ja0gYQSCCxLy3r17arfbcQ5HNpuNrNnDw8NYPycb0XWrq6u6vr5p/0XbH7LyBoOBtra2tLa2prt376pQKOjg4CCqSrAN2BUIQ7cfELa8A8lQfBcMyzkXg8EgqiAXFhaigvjp06fq9Xpqt9uhr3mWJ0tJ04Qt7La3sQDjra2tBQl7eHgYZEO9Xtfdu3fDBlcqlWgn02q1dHZ2Fgkx+/v7cSj76uqqBoNBzHc2m9VgMAgbtLi4GNXOJCfU63Wtr6+rXC7r8vLm8GJwZrfbDZ8EHI9+5eBaAk7uVI/H48AGp6ensScIwkDGk7TGfUqlkra3tyMI8pWvfEXtdlvNZjNa8kJIvvbaayqVSt+WU/ytXB9HHejXzMzNGTLsD868ws8bjUYha64TwewrKyvhv3oVqQeUJQXxTbcG1hWsgb0Fk83NzalcLofvLd3sAc6T8Ex5dGq1Wg2benFxEeMiiIsO5nvoFPxFJ6+9EgVcPBqNQi/7uTRcTpiDecCG+Jj4It76LU1GIsfgUjAHuATdkiZPkX0wNnoa3eEtk5A9/s57ZDKZ2GNOdvL+rDukpKREEKrf72symajRaGhzc1NbW1tRScQzwVsEN/kdP0tLS1pfX9cnP/nJ4CN++Id/ODHO8fimImVnZ0f7+/thf+kmQYB0ZmZGa2trKhQKqtfr0XawVCqFL+8tVPFnCAAuLS0FLi8Wi5qbuznA2bFAJpOJADC20HkY5g/bS6U01Vf4VWdnZ4n2dXfv3tXm5qZqtZpWVlb0zjvvRHU02IXDs1mHfD4fz3Gi3nE8a4n8se63kfD//14fV/3Hu7qNcT7PCV72EvOH/vCACvcAV0nT1sbMP/LluI1nsadYQ+dG8MF5tgdB04FlWtgvLi5G9b8HKJAD5x5vI7x9n3qwNh0E4rsekMXv5t0YJ/wl+szfhTF5C0T2L9waAQp0OO/A/BAwwV+i5TvtGK+urrS8vBz4jHf39mD+TpJif7Ne8LheFYJeBmuenp6GXNBmFA4ArpkEUJeVYrGofr+faLOVDnwwL8w3ydHYZA9se1Ijc5wOfDIXyBtzzbui21lb52B8TFxwAATtwFjlcjn0jVfNs57ecsvvy/1YY9YCfwI95sFE561dpznvhK5mruDz00HNb3Z924GR09NTffazn9Xf+3t/T3/jb/yND/39X//rf61f/MVf1C/90i/p/v37+vmf/3n9lb/yV/Tmm2+GwP/tv/23tb+/r//1v/6XhsOh/u7f/bv62Z/9Wf3yL//ytzucuCASXBGyQVxRMtEIAouKYfZIKhdCBpF3WxQ/HVVGUAAtHt1joyLkTv5SacEY08DD/98jvmzm9Gcg08js8UwOV8xk5p6enurk5CQ2yPHxsc7Pz6O1FvdG8Pw+bnAQZFdKbmwAuD5Osp8x8oCZyWQSpalEyGnrRQCDZ0EiURHCBoMsYFxuDDxrxwNnMzMzQYSQDeQRfdb36uoqDjBfXFyMgzJZ1+3t7Vgfzt3AYSAA4dnNyKYbUQ9w3Zb54u/E5x00cT9k0AOF/rs0OQS5C/jnc8i7Z806ce3AjXH7PnBQx3rSg98DgL7PMF4QToBV1hVnxbMSv9MO8cdV/5F5R/AT+UJeHXClnbtWqxXBQ+YXuWaOMeTcC0fTwZKU1E3pbAQH71RWIeusE/vR240Q7HDChc9KSgQyuE9a12M8AWhe6Zc2mrwTWVw4srT4Qv7QCXzX351/8wPpk66gA3Sjp9Nzgv5i3Oge9g77lXnCiSYDx5/vWSBp3cDn0Lc4d+k2DP6ujC8dhADo5HI53b17V8vLy9HGj3Xgnj4mt4lk+QKgsRe+Zi4Hfh/PyORd/f68s5MBkJ1uwzzhgLOkstmbtiN3797V2tqaRqORnj9/HuQqa++gU1Iia8ltt/+XK71WHrypVqvx/wQDOdvFK4W+m9fHSQeyBy4uLtRut8OxovIWwo4gBFjHgXp673NfabpukhL704ky31NexUprouXlZfV6vbg/Mgie9DZY7OG0U8640O3uwGD7uC8Z0RDlkEUQpJDR7sikL/aGOya+9z3xxucHveotCdhXuVwueke7bkJ2bwvceqUFxCOXO87gB7AfbVXAL26D+C7j9nVJE02+nxwjuV6mupGAUK1W0+XlZbQL43ncI01UuWOXfm/8GuYPIoDKuEqlEutQrVZD92GnkSGSnZB9znTz8XhlDglcrFmxWPxQElK3243KJZ6bxog+17c528hyeh9+1AVuIcEDnHd5eRkHNV9dXanRaMRhrQQDvpPXx0kH3nbhsyDL2IzJZPKhBDs+4/oNctwJQQKZjukgoJBBt3+OGSBVnNj2ALQ0JQE9wMEYkBPW3jNBudzXoK2TJ1WlCUIwF2OcTCYJXcF1m1y633rbPN72+TRfkPbZ0s8FR6X1A+/giU/uxzI219lOnDnu83fBX00TtDwD+4G/hp5y39+fkZ4TzwjHl6tWq4nPTyY3iT6cM8IPAfvLy8uoOkfPr6ysxNkmEJXgRWQTLM+4vXsC4/K5TpPVyBGy5L65y6TLIOvDuVWe4b+0tBTn0KXt4WQyCYIVv4dx+152XJvmY9L25qPs/P/X6+Oq/3h35ibtK0gftsG+H10O/W/u06V9prSu479pwpbxeQZ7Ohjhz5SSODRdUYn8oc+dAL5NZ/lz0n4vv+NzXO6Tpd/L/+7z7/9m37t8Ms/uhznnSaIH3/G58Tn3RB4/15mgkQe+0xjDcaBzlT5HaTxGO0D+TecfD2T5mnLP+fl59fv9eCd//7Tv6vPNj+ubbybPjM0xrNuatHxxMR9uT9Ofdf1C0Ay5cPnwtfIAor8f6+LPd7/C95RXqrjcpG23v6tz/7dh7m92fduBkZ/8yZ/UT/7kT976t8lkon/37/6d/tk/+2f6a3/tr0mS/ut//a9aW1vT//gf/0M/8zM/o7feeku/9mu/pt/7vd/TF77wBUnSf/gP/0F/9a/+Vf3bf/tvtbGx8e0O6eZF8nm99tprGo1GOjw81OHhYURW+TtKBVCBc8zmlaYHiXkmNNUKZHNcX1+Ho+uLAzHhraKIWuKgSUqAS3cqAYAAh6Ojo9j8XloJgMNB8cwfnF0ntAC6fpYGRpfDYY+Pj/X2229H2yc2OEqXLIelpaU4lI/ovxNRbADvM8o8o7DG43FkbjvAg9TloMyTk5MgEMh8Go1uysJXVlbCKTw8PIzACSCJ7EKcwHw+r0qlIulGGfphpZAYVFWwnsjC/Py8Go1GkBj00j46OtLjx491cXGhT3/609HbdHNzU/Pz83E49Wc+8xnduXNHd+7c0VtvvaWLiws9f/48ZJQKFQe0vOtwOIxDqvL5mxZtyATtFcbjcXwfub64uAhFD2m+tLQUDkO1Wo2oO+uGs835Asi/n1nAZ72dD2sEWUyUGNlj70nTPuY47rOzs1pZWQkihb7n6cAfmYKAX1eSk8kkglFeKukR7u/U9XHVf5xPJCnmFz1yfHws6SbKT3ZLp9NRr9fT8+fP1W63dXp6qh/6oR9So9HQw4cPtb+/r3a7rUajoUKhoEKhoKOjIzWbzWjHRCYIOk5SAoQwJ5JCB5EdQvYah7B74AOnCXnEoXbnnr0AaD06OornODChcghdTFYYLRaceHO5o10R2bDZbFZra2taXFxUrVYLgs/l9Pp6eiYB48KpwpkDKLHn2d8QBW7Efc44kBedjxPmY+FaX1/X+fm5FhcX1el0NBgMAsC5rLozyz3Pz881Pz+vtbW1qBD0HtoOMMfjcSI7h2xfiNnZ2VnV63VdXl6qVqup3W6r1Wppb28vdJc7na6X6St7enoa1Rrtdjt0GA4vbfPQM/wXmfLzXZzkJQsS4prDQAG8uVxOrVYr7PYf/MEf6I/+6I/CFv6tv/W3InOy3+9rd3dX3/jGNxIOC/JIIA08QtAKgpX1wB7yX5xpsqXm5+d1//79AIE7Oztqt9t66623dHZ2plarFXvzu3l9nHTg4uKitra2lM/nYx+hI+j562cfuAMBmQ3A99+DFZeWlkJ3uL3jv+n2WB7YxeZC0Hq2PH3a19bW4qBX7uFtsDggdzweq9vtBsaD+CGQORgMoqUTurNWq4VdpoKU4AL6BYfbdQHZ1OhF5oJAeC6XiwxvMpPpD83eBzuCEwgi04al0WjEmAiMoOdIeimXy6pWq9Fa9t69ezFWztMYj8cJfYUOqlarevXVV+OsCnA7+Aj9yTqRDOJ4HiKOucFGUbWT1mG0e3j99dc1Ho/V6XTCYfcz1lgfSQkMgw3xQHgul9Pa2lrgajBOuVxWsVhUpVKJqpAf+IEfCF3M2U4EZ2g5MR7fVJx1Oh29/fbbgfEePXoUGBqd9Oqrr0aWd71eV6VS0dramvL5vF555RU9e/ZMe3t7+trXvhaBCc5AojoeXZrNTs8Lc8cfG+lnFCB3YBXPIGy1WqHnHzx4oMXFRd29ezeCRySiLS8vx3mI4/H4O15J93HSgbddZMJDLoE95ubmdHx8HC2JZmenB02jC5DT6+vrBHYgKEaLI8cCTr6gB73NJh0Idnd3Va/XNTMzE/7YZDIJHUXWvPsdHoSGCEvjBkmJtiu0l8tkbqrpOGTbyRL8E4LJ0jTw7NnN+OtSssUh+5XPeSKjE568I7olHThmDj2JD9zAPfDT8KOo5GON8IvQcemkDHQvOMKTR9E9H5UoJCnaAlKlgd9MRjS4FOzjyT8kCuCj0pp7MrnpooGMVqvVqOw9PT3Vu+++q2KxqPF4rGazGTLE+VWbm5sRGGEt79y5o9nZWfX7/WilCQ44PDwMvIcfyrgdM/oa8Q6e6c06I5/sidnZWZ2cnEQbLUha9ouk0HHMI1VNJF9dX99Uuh8dHanf76vf70fiDliQVsPYodFoel6h8ykEjz07/Tt1fVz1HwEw9wUYk5TsQJGWcdcPfJb9z7x6tTvzjR5gvrng8+D0pGmirvt4BB55NnLnPhu/8+eCFcCHENHOKfo7uB5jnJ7g4fgvnXjjfJ5X+XvgwoMZzhVxHgXnb2Sz2eBwcrlc4nxO5qndbuv8/Fy1Wi0wsAct4MC8IgBZ59nn5+cJnJFeb/YOwRieDf7Gb2TeaXlPRSE2gzWeTCahD/2s3vn5eXW73aj6labnw2QyN1XRrj/971TAsE7Ipb+L+78ePHOZTicIOG/BdVuwJB10wQ55O2F/PjLgsgLW9iAVY3Ad5WvC3Ofz+YTu88A9Y+Jy2+5n6Pq8favXd/SMkQ8++EAHBwf68R//8fhdqVTSF7/4Rf3O7/yOfuZnfka/8zu/o3K5HMpQkn78x39c2WxWX/7yl/XX//pf///07Gw2G0AIYS+VSlE+jvHzBfAN6ZmukMM4ffybDQIR7Fk2bMy0YKRJGydu0lHCdGSO9g0YXY9kQkoxRp7tApnJTA8MRtAAl14xgMBC+hUKBV1dXWkwGESZKY4YpJ5nCaXb9jjR6GAOZ9PnhXs4wcAazc7ORuayk6Dr6+tqNBqJdjMQjZT3Hx0dqdVqRVabrx3z4kojk8lEr+90pDGXy2lvb08bGxuq1+tBaLHhZ2ZuzlnBQEkKIhRlVSgU1Gg0Ys329va0s7OjnZ2dcEghc1DKkhLZohA2nkGVjjhLt/ckBFwhh+PxOIytR+al5CHakgIEEyz0qDH3IMObjCD2oTsI6agte44gxmAwCHKPDBkPgEB6IT+eIQBBARHkGfrfq+v7qf9OT0+jnYkH1wAx0pR47vf72tnZiQqtu3fvqlgs6gtf+EL0K8V5gOCg1QDBRuYaR5I95MbPM2vcIQNIAMjcSTs5OdHR0VEQlsvLy4kyZfQKxpRnos+8bZVXw6Wzmz0Q7kDDMy7QNxA8tVpNpVIpHB/Ia9fLLrMeJHICkj2ytLSUyLZlrhgH/yZY4E4bf3OA5Rc6B3LJbVw6W0magkFsG46gAxnmG93hziFBCmSEPQsJSFutTCYTwSmCTukqDcZaKpV0enoaJOvx8bHK5XKskWenSFNgxxqQPeyk7mg0UqfT0dnZmZrNpjY3N7WwsKCHDx+GPEJ4+rkmHkReWlrS8+fPIwjfaDSUyWSi/SMkDDoPW8l7u3ykHS13ZByY81mIP2xpLpfTq6++GvJN1ef36/pe60AIVHq9ewtMb62IbUVWkXNv3eJ4hpkimAABAABJREFUjMttFuAcfeP9+j3jDB0J9pyZmbaG4hw1nuuHy7qTythJcuBnOBzGuUu+h7HRYAmIUewh5Ew6oIF94F5Ssg8+etcdKXBeusKKeYQwc8KUeSSJY3V1NZHt5/PuFX3uGPZ6vSC2sBUcAl6pVFQqlVQoFNTr9aIFENm6JAZ5RjhBBILHVBZNJtNWlE7eM8+cMwBupRUiZ57QKkiaOmskmnjgFH2IXWBPoxMJpqELqFCG6OMQYsehrFOtVouKO96bd2NN/CwG1oCWLmAAklyOjo7ivJxisaitra0geNzGMR+QDJ4t6ucmOlnDnDLHroexz5CYvV4v5GgymUSLqMlkek4GCQWj0SjOgPpe6sTvJw7kQr/hn7EmHH7uySzoNa/uTxO62DGvoM1mp63XaD3p5DLfu76+VqfTUS6XS7QI5ofWvgQwONuM8XlbGPYJ7fckJUgsbwXlhIxn0XqFA89wnOxj5/OewJD22Z04/Shf3v/L5QQV9/HMac+OZU8SaPBEPoJJTvykx+R27LauGMwVey09D9yHdsfj8TjaEtIq5vT0NJFk4HwHgSD0AM9xPQ62okU1mMwJRfQF/Id00+Ya39srLUj+oh1iLpeLQ9AJKDP/p6en0S4MnYXtc27F/RcnM3lnqjF9bX1ufR4ISpEcdu/evfD/+/1+6NNMJhM+EM/nHZ0bQJdzf2QsvSe/29fHQf9J0wrWdHCSeUz7XO7D8X23++AhCHl/BjrCg4POCWLT0jyLX+nn+u+QC6rE09yd+60exL3t/h5o9nZFvnf9O+xf9tZtY0c30bHFk4A8SMq+8uA5CX/wnOAOfBo4C5d39gHzDY7080F5R6p6vQLD/XZf59v0t+9xD1jjS/g6eECVZGL8aUkhB/jkzK/bCF979LoHcdJ+CvKJriUhgURYlz3uwTP8We4P8O7OY+P/O2/AerqO9CQyb8/JD+/tiZrIJPoLO5fP5yOpyu0hl2PBtBynA2Lft8DIwcGBpJueuH6tra3F3w4ODrS6upocRP6m9zGfSV9OCEhSv9//0GcymUyCsFpYWNDFxUVkOEOOpxUNi+NADZL95OREkj5EKLOhnaBxgg0BkZLRPCeCfUF9YV15QUYSIJGSB37iPPim5m/pwMj19U0PU4DGbYERMoTJWqB3H4eZEeUFDEPyQ+7hgHjgw3/cqUYZoOS9tQMRPm8HQUb0eDyOPqff+MY3IqubAze5z/n5uZrNZlSe8HwAsWdkMi76AAJCHYgz15PJTWYL40TxHR4eqtvtambmpu8emSzIF0RjJpNRt9vVm2++mQiM0KYMuXQn0Tc8oA0H28lhN8SuEAB7OL8oWu4H8PUgDP/Pd8lu53OeteXZQzhjaUeBcbjBcbL49PQ0+kRfX18HwUOfRCeBAJo4wBg63qdWq8V+xUn6XlzfLf0nfXMdOBgM4qDhtPFh/sgs6vV62t/f13g8VrFY1CuvvKKHDx/q85//vC4vL/Unf/In4aAsLy9rPB5HX3j2RyaTSWQssR4OXFwuPRCKs4DBRl49MLK2thbGnUAAhKCDlHRgBMIJQy5NqyF4NkACApAgSXrupGnwgQMeCRRz+Z65jSD18QJeyARJ9/h2sMn/E8DndwBx/g7Bmr7Ihu/1eomgPPojDQjRmewZWkZ60Ib5ZAy5XC6IM+Yd0pC9TbbHyspKrNX+/n6QethSr95hrMViMREYaTabajQaQfY6gevzA/HsttfbvmHfqIhaWFjQgwcPdHV1c2j3wcFBBEakaaYqeKDdbmtnZyfuy1lb7EnWC9nHgQbcFwqFGJcHwV32wBLoSfaZO1fY/ldeeSVk8e233/5IHfK9uL7XGDAdGEF2vFohHRhBxpwkI4jmdjBNYnmWL3bfHQW3pWAFxuzED7pyPL6pkiWbnWd7Mou3SSDIyXkQnt2NTkE/obPYK81mU8PhzXlrVNGQfJB21N2x90xBJ1nYd95+iTFRNeIOCWswGo0iY3Zvb0/StEVPNpuNIIg75AQ1IK7A9ti8tbU1ra+vJyobqZaAqMJWefsw3hMCmCAqcw2OTRMkrku8ogQ97IER9napVAoM6WQoutSruZE1CAZJQYbhVCPvyI4TEcPhTVutYrGoyWQSh5iDFcmopfoOGbm+vo7M7Kurq0iKoPXrZHJzoGij0YgscdaUYDm6Et+KOYbgQL65eDbVrtiidKIURCBVd/gZ4Gxk0eWGdmYEE79X1/fTD+ZCP9FKsN1uJw5Yx3dhzxIYQQ7ZE9gYdNnp6akGg0HIJmcYUU2CrnL7RvU6yRB0QKhWq8pkMnHmAzioUqloa2sr5Onw8DBRxUFABh2OXHlCEPvTAx98Hp/DcR7PSmMwPu82IW0bmEf3+/m+B5WdjOIeTjyl7b/jUUnhT6UPrGfNXFex9xxXoutdhlznO7HqNoH3kBTt2dh7JOCQuOEkqCensSd5Pr7A5eWlut1unHc0Go1UrVZVrVb14MGD8N8PDw+De3AdPRqNND8/H9notAs8Pz+PgDf4FN98bW1NjUYjklj8PCb8GhJhIfWQP0+ySrcQzGazYVt9fdlrHihi/BcXF5GEdu/evagSAcuQ7EZwH7lO+wWQte73oHuxK9+r6/vpBzMHUrI6REq2fbotUOmBEidiIWmdO3F9g8/D/TwBj89LSvA6rgN87B4U4XlgfdYR34Yxo2/TZPBtJLLrL8dxkhL6kDE4b5mWOb8v+hFMkNYDzCN4HL2ETIMPHLf678EF+JbMD1wh96Xi1LkwktHQHewn7uHv4zyaB7W4B3jFcYrzuPgI+BN+BMNkMkngTPx/dAJ7mwt/3XkvD+i5rPI5/HcqCHm3dLD2NjvnfLbbLfSX2xFkiXn38TnnDN71ADnP9GR/8CUJ2HAHzHnalqWDmr6X/F3Aj64XvpXrOxoY+W5d/+pf/Sv9i3/xL/7Uz2QymejXuLS0FNUEnjHFYlHu7e0NWAyPuHnUl4kFhIzH03783nuVjBpIPGmakYOCYFPiWAN2nPDAoOVyuQCNjF+6CRoA+MmKg5jKZqdnXaQzJ0ejkdrtdjiv7XY73pkSTTLuLi4uVKlUolczWenHx8fR1uTq6krHx8eJOZYUYNcPdSf4giNDJhpCTHCATInT09MwAk4uEgwhu61QKMQctFqt2EA8EwAO0PFqF57jIIfsZ1pzSDeglOqTDz74QIPBQPv7+/rkJz+phw8fRjuiXq+nWq0WhxdLNyCA5+PcPX36VE+ePNHTp0/1xS9+MQ5I9YxAQFmhUFCtVpM0NQYe5OF3gHgIAJQ5yo73TQNfZAYF6gA9n8/HeS2AASLwOE3SFAAACjGIaUcil8tFNQBk+JtvvpkgtjxjXZpmXXomQqlUSkTGMUCUGmOUvcXQ/8vXN9OBBJY8AxT5f/PNNzUejwOALy0t6Ud+5EdUq9X0mc98Rpubm6pWq5Fh1ev1glz73d/93ShlZY7Rk/l8Pva7gzL2NmCy0+mEsSaL9eTkJNou1et1zc3NaW9vL7LgyuWyrq+vtbW1FZkDkhJtndjP/HhAGJCG3gYEcpiiH7SGfCIz4/E4HBzayq2srGhpaSlB+HmQwh1jBznoZAy9Z44Q9GPNvAoxn89HoBkCgpYhy8vL2traUqlUigBG+gJwOGmFTs5kMhHUzuVyQZacnp5GKwqvGPGLeffDUwGvOJDSNPuKNgo+T7VaTblcLiorzs7OArQ6MIQsW1tb09nZWVQCXl9fq9FoJEA7c4BzjD1fXV2N1jyQNDgu2WxWJycncY7W7OysNjY2EsT35eWljo6OItC0trYWLb52dnbU6/W0tram1dVVbW1t6U/+5E/09ttv6+joKPYNQSevWoG0l6akDZcHRpBP9tl4fJMVeXJyoidPngTIptXni3p9lP5jn0H+gp8IIEAopNuoOsAmiMF6uEPl+wi764EQD745wch+z2RuKlHb7Xa0+8tms4GdcJQ84OAl9U6mgFGk6aGO4BP6p2PzkTFJgfXIMibxgLF6VjG2tlAoJDK0PDDS7Xbj8MlqtarhcKjHjx+rWCyG7iBhwUlu7lMoFHTnzh298847QWQxzkajEbp5OBzq6dOnges56LvT6QTeAj+2Wq2wDY8fP9bh4aGePn0aut0TOXgXkmKc5PBAEbql2+1qdnZWm5ubUTXtyTtOxKLfVldXtbq6qna7rW63G1gSHQc+JckIefMMPHdecTipJMG+0WoFfJmuMIG0GY1GgfOc+GH8JDidnZ1FezEOOT08PAzbvbi4qF6vp4ODg/g7fsbCwkKcQVAqlRKECNgUzIess2/YA2Bxd6alaUWj43YOaEauRqNpJUK5XA7dCSn///r1rfjBfjlpgM3L5W5aYmWz2URAEuzjwVnWwIk+5rFcLmt5eVn1ej2q+tFP3I/ALa3uBoNBBGalqe7l3nNzc1pdXdXa2lq0RJpMJlEhhm8hKSFb6NB2u50g0pzMcayQJgCd3PTfgeMymUzMh1frSwoMyn7jd7yfV2cwJiex2QuQaT7us7OzwGNg3svLmwPENzY2Eq3CSV4kEMb+SrcVYpzo/DSZRkAR3Ijd9ERBSbHXxuNxcAWZTCaSJ8G3hUIhgbOlG/t3dnYWySb8/2AwiHlDN3hCKmQiFSToQ5JuSLCjiwQVmyQMkNz39OlTvfXWWzo9PdXx8XGCV5GmFUpwHswV9gU7yTtjz+kygs4hWNhqtYIb4CD25eXl+O76+rpyuVxku49Go2gNORqNEmeWOiH5UdWv7kPwWSfg/1++vpkOpNqItuycvweOkpLtepzbS89RmqiGDyE4eHJyouvrm7N5qXyjnZ3rCjCkVydzoUeQGdbPEw74u+s+9oQHT13vOKbzIF06MASO4d3AMnwOHd7v9yPRpFKpBHbE5wXbgE3Oz89j77tuY27Ozs5C5hcWFsLPymQygSu9QgbbzzwtLi5GRbR04yPCVYIpvfWr81nO63qCke97+BPnEMA0zjmgf/EPvcsAPt/c3JzW19dDN2GrCCyzfh+11h4k8qC3rynz68F4Lg+Ygvew9VzpIKHvAd7HZZVnuMxRHeJBJ/YYidNzc3OJ4JnLaS6XizaNzpf7vXy8H5Vw4DaXPcRzvtXrOxoYaTQakqTDw0Otr6/H7w8PD/W5z30uPoODyHV9fR3Zm7dd//Sf/lP943/8j+Pf/X5f29vbic8AbsgkYaIBBh4p5N9e9eERKTLinQBzssINPKDCgZo0Ne4YrTR548rMo1keiHHnKD0exuxZ1wgpf2e8LiR8HhIOAEI/3qWlpRgHGdIA0/F4HO0JmFfuR4YR8wSpyMXGhnCFdCMzbzKZJIhB5gNSzcG2Z/5BTrK23vs2vRnYNChGFJs7DQBIiCucTkDk5eWljo+P1e/3A/DgSADwIK5wvPf29sIBzmQycWYI5CQGBXBOAI7yWVo0MLfpDBxXQIzV3x3SFqPEd5gHJ3cADMwXCtWzBvz+bnj993yXMbjTwXvg4AJgWUsHEP7jfV4xzJC0OPkEBVwHfK+u75b+k/50HegVaMi+ZztAyiwvL4fxXlpaUq1W071791Qul7W4uKh2ux2GDbLo2bNnsffpiUsVADrN9YykhG5jPGmj5CAfJ4EDuk9OTuLsHRwiAgxS8rA8Jy5ddzKvPMeJJ+THASb3lZJEAvLEO0M6pXW0ByfSTiB6Kx0odP3P99J6jjXEbtEuBzLCv+8XTrlXo7jT7SQogPXy8jIIMPSef4Z/++Wgi7lzgsWrQrC5VBsS3EfWHOyReAAxMBqNQr+S0cz+Tq+F7wMqc6gwgWAhkMw8eW9o2oLwd+Rgbm4uznQB3I9Go3AAqtWqVldX4ywIEgx4RyrZHFh7Cwzemz3FXLvO5p2xiZPJJBw01vv7eX2vMaA7d+74ggPAX9gKdwzTwUMnu27LynI7i31jvdyp5D5gNrJeIQQZJ46ftyL1cRB88TFLSiQEOOZ0nOTBYCr8uBeOis+JO0B81vWY2/HLy8s4w6FUKgUxSUYuzhdyn247gX0H27mTwz7jwMqzszOVy+XEvmTfOVkLQZ/P59VqtSLI78R/mpTwQJjjb9fPrOPMzExU43hyk88TskHyx+rqasKhBSv7+vDDnve1d/lzTMVY0bGQA8gi8uu4DtzNfuC+nqyFjV1eXg5bCwnpAQmq7Xgf5gr/C/lKO99O5jjxCXHqhBLyjE532U3Pn2fTYme9faST3t+L6/vpB3N5YBf760Fb5gWfyPcScoWNIuCBvsT+eMKKB3X5t5MnkInIBOvsfqkHw9JVq9h9ZMR1E5fvp7TvDqZyvMDlfkKaUAJPOJHomJbfO1ZKr6mUzEJnDGliyzEkf/O1w+91f5GKPbJrHcNiS5wodz1zGyZPY2p+77yH40gnxNIY0xMG3M54EoD7BswJCQ2e0Lm8vByyjLwwXwQ/vDoAmfPEHFrLnJ6eRiCdSjL3Xxgbfjj/hivwJFbXy+gwt7H5fD5sPJgQDoC5KZVK4eN7khRjh19w39t/XBZdHt0Pc9n6bl/fLz9YUrQ9JqDFvKHvpGTXlfS83MZppO2OcyKMm/3i+st9GT7HvW+z71yuG/hc2sf2zzp28d+n/9+fkyaW05yh39sD2Mg1tpl7sP9IQhgMBmEf+D3zhc/F3/F13TcDV6EL+B56DJ3HRXIsPjaBW+eh3O9yvsC5CJ8j7sPfnTP1+zB3VPKB97gHQbHRaBRJMCRv4ef6GqfnH58R2+Mc20eNGf3pwTmekbZRbmvSV5rbcB3jHCLvxF5wXtt9Euco05yg2wvn028Lgriv5BxI2lf276bt3Z92fUcDI/fv31ej0dCv//qvhwLs9/v68pe/rH/wD/6BJOlHfuRH1O129dWvflU/+IM/KEn6jd/4DY3HY33xi1+89b5Emv60K5PJRGZALndTgkibAgy3O2QAeQQNpzWTuclAwajhEGGsIPLTC03EEGPGIdkQQwADBAgDCDHiRoxxoRQAkDwXgUCZYGTn5uZifFKyR914fNO2gajl6upqZFosLS3pk5/8ZMLJo28z4GRnZyfGQF9sFB1z1m63o5c8h+LiaEmKFhCsE9n9gBUqAq6vr7W4uBg93HO5XETlIUuJSKOg+v1+ZPUApOkvyob1VhpO1EHAVSqVUOQERorFYhg6slp2dnZCXmhLdHh4GGdkkN1G/+Pz83Ntb2/r7t27MT5AG4qPzHlabhweHsYzaHHGOFdWVqKftgd2UA7IhhOvOIo8d3l5WZ1OJ4I3bjBdkZ6fn0drCDIlAeeTyfT8GJxmDzxJH64k8KAWgaXLy0sVi8Wo7JGmfcZp6cS7p0HEcHjTW3J1dTUReHT5/F5d3y39J320DoSsrVQqKhaLcbAmawspdufOHf30T/906Ciqc+bn53VychIZuDgCjx8/1u7urg4ODpTL5bS5uRkZ95VKJYh55MWz5RgrskfgQ1IAVpyIwWCg1dXVMGJHR0fxXEna3t6OgAzZed6SwzMc0cMYRcgesq15P89snZ2d1enpaQIkTyaTyPyq1Woql8tx4BqO2W0OJv/1TB93EieTSegkDpMjg5n3QBcQoGZ/e/syssn+NPkmK4WDi28jPBzwU3H02muvqVqtht4lmO2OHw4H81soFOKQTOwl+vj4+FgXFxdxdhVrMRqNtLy8HCQn5KoHBHD679y5EzaF/uasH7YFe8r7QNjVarU4OwvgfXR0pG63mwiMvfXWWyHXJAP0er3IpF5dXVWtVtMrr7wSzi5t6a6urrSysqJGo6Ht7e04pPjp06f64z/+48h0/dKXvqR6va7T09M4YwqdRssEkhaQIynZao1MKYjpTqejJ0+eRJC92Wx+pEx8L67vNQYko5KDYSF5aQtH0ocDdRwz9kPaScVWOqGAnKSzL518gkjhh0SCbrcbOAQdwr7mv2A79KcH9t25yuVu+qQvLCyoWCzGXqpUKrEH2K/e+gYsCI51W4p8oosgoqVp+wdp6ridnZ1pfX1dKysrWltbi4qIarWqT3/606ErB4NB/Ewm0yxagtKrq6tRNQzxCelUqVQCt08mN5VnDx48iLOBwBmc+dZqtfTWW29pfn5e7733Xhy+u7m5GZnCs7M3B007QQsmwqbgWLpzd35+rsXFRW1vb6tYLEpKtm7g38jWeHxzDh5zfHZ2pnfffVdPnjzRBx98oI2NjbCdyAXvzWHX3hsdG+M+h9td/BMq5fAfIA8JorHelUolziXgXYvFokqlkhqNhgqFgubn56MK6/nz56HvCcIynwSsZmZmVK/Xo6qU+cTO+Xz7PkbW8/m8BoNBtCtkXdiTHCSOzYQsZm944tZoNFKz2Yxn+Vx+L67vpx/MBbbC19ne3o72GumqItptQvpgS0j+2tnZ0Wg0UqlUiqowiFzaB2PXr66uoqWrk1i02CURioAh+ohAG3vx4uJCpVIpfGl8K3CFY0D8OioO0gQmZ5jwuzQxJE3PGPFsUycjGTsBdyfavJKeeXRM53PBmCDbuRfJXZ7MAxYslUpBDtKuanZ2Ns748Ix41k+akkROKEEosp/BTFKy5Sw/3g0DXEZ1CTYGst9xlzTNQkdmGH+/3w+Mw/rPz8+Hn3l0dKTDw0Pt7Oxoe3tby8vL+tSnPhX6CN3JIcdwGCS/0PYWohQ9eXp6qvfff1/Hx8fq9XoRwEbPY1NIVmRu0wEszrfp9/uRAAn+RS4lBTblHqenp3r8+HEE+EqlUmS5M+/+eTDf7OxsnJ11fX0d55V5IgN73s8EgjfAXnyvru+HH8yFLJFI1Ww2wwawX/B7fA49WOK/w2ayL7FhrMlwOIzKraurq5AnKhdI2ABbkAjivJ+UzIj3ICLjgViHn/MECj7vgRf3DZ3cdh7GkxY8MIK+APNS9QQnt7GxET4je71UKkUiJBXS9+/fV7FYVL1ej/mhYpnv5nK58GW73W4kXaysrCQON0dXgTfK5bIajUZ0iAGzgGcvLy9VKpViDklWhtejKi4dMGYeSfQmEMqzx+NxYv8hC9VqVfV6XdVqNRJJsHGdTifOHN7Y2Ai8SxUY2J0f1pexMw+MHf0Cx+GVY+gZqvHgwlhX3o/vc7l+c1vhgTIP9Hmwit/3+/3wU7BdHqR1u4J95Rl+BozbaPfVnONkPI7r+IzbNWxz+rPf7Pq2mcPBYKD33nsv/v3BBx/oD//wD1WtVnXnzh39o3/0j/Qv/+W/1KNHj3T//n39/M//vDY2NvRTP/VTkqTXXntNP/ETP6G///f/vv7Tf/pPGg6H+rmf+zn9zM/8jDY2Nr7d4cSFQHhmezabDeeEzH4IPMhhBNyzFAB4HiV0hSJN+62z0DjkOICePeAKl4wtV8rSNFsDMMHmcBDL5yQlhJyx+vdQ9A6AGS/Kk4BCmvRGEMmi8ayh4XAY/ZuZb3fUeK73+6aFD2CKaggcorTShhQn+kxGL6Q+ZC1kYTabjfNYWD/K/gDRkARuoNi8RJtHo1EEtthIBGQo96dlgGd90mqFYJifu3JxcaHd3V1lMjcVTbT7oPT5/v37AWAwmPxNUhC+yBgGniBYeg/clkmSvlDoZIy5ggdksx6ueLmnR9v5Aejynu6sOiGLUeGzi4uLkaW+sLCQMCoQ92QoMAeMD4MHicPaQjAj59/J6+Om/5h/DtZttVrKZrOJDLJisajV1VUtLCyo3W5Hxj0ZvtLNXDabTR0eHmp/fz+c6mq1Gi0OWAsy6yHlcMggYchmwwGu1+sfyg6jVPby8jIygvf390OOADJUkaALkEN0EXIIeEhnDniglHZJVBa5bnVH2HUvAUh61DtocZAtTXWzgxrWh73Ewd84VBh7gq7pbMe0rqaVCXsA2WcvAAr6/b4ODw8jEEPwGaDg44KIGA6H4cQCAj0Iyjs6yYx9zGazidZ6AFj0AIQfFUeUGad1FSSWOwmVSiX6mnM/9j3rx1jRZQ5MeT6OLO/he4PAm+usXq8X2fEAXwLzVAAMBgM9e/YsgtRk4kMQsD6SdO/ePd25c0dXV1e6e/euer1eBNzffPPNaBMkTYkt5ht7RSu85eVlPXz4MALbnM+EXHw3r4+bDpQUlUjsOc/Ml6bOlZTsL43ecjDOf52c8L3I36QpcHeih4QVkiToqQ+JQ5IKY0VG2FOeJONZduA5d2Ahc3AucUCk5Jkl3kYRx9AdHeQG/MnzaXNAdu1wOFShUFCj0dC9e/eUz+cjuUG6ISa63a6y2WzsH6/O8mcQ/Dg+Po59S+s5MCR2IJebtgAiw9bJheFwGPIPFhyPx+FAr62thU6m7Qm4ijaeJBWls84cd3kFj8sVSTQEkwnMIDf379+PPU1AHsK31+vF+4At3e/AiXfChHE5Rj84OIjWj04O+wU+8wAKJBI4jvnhu+VyObA08n1wcBB4HELTK+PdV3LS1vdIep49cJneD+j59H5k/yBTXv0wMzMT7eXwf75T18dRB6Yv5soT8zibBd1xcXER+9WDVsgCeI9sV2+twv6hcsGD0h5ckJKkCrrHE1c4x4YAyvn5udbX1yMBh98RGPHzN5El92vAd/gW6D0PQINjGOdt5BhEG7oXsgcfA/KQ+XZ8dNvlgVcPvrKPwZ3oXvYUFVjM93g8jt+BixgT35f0ofnxPeb2jUQyfC4nSN3usc8IfuJzk2joxPF4PE0CxT6DdZElAp748pnMTSudXq+nyWQSPsH6+nqQhOjIarUawT78He7DvKLbSIzClyAJkgRY9gfBX2TBE//wm5gHAh8EX5wjYu9IikRIqvSpfER/uj3mfvAV3W435NPbkvNZ/AWwoqS4L8QwsvudvD6u+o/596CjBwLSvhX7wAlU8JhjgXRAQlL414uLiwnfVFLCjoJHPYDqQWNpmnSStot+Ofbj37yLpA99/rbLk0LS9/UAG/fCR0ffVCoVSdNAEhXA3rUCvu7w8DDRQpgEOvi6NJbhvthw9h97i+AEz2Fc7qeii/DTPIEEopz7gd2wQ9wHjpJ97JiGtXVZoa0sOsj5Q6+C4W+lUimSN1wmWUPHQ8iZB7Bv4/Y84MFcIMPpeXbZ8t/5vvDqQ+dcnM9Lyx738KpvZN6DMcggXCNjddn29+S7/jcP9Lqvz5r7XKE7vx3f+NsOjHzlK1/RX/gLfyH+TVnb3/k7f0f/5b/8F/2Tf/JPdHp6qp/92Z9Vt9vVn/tzf06/9mu/FsSVJP23//bf9HM/93P6S3/pLymbzeqnf/qn9Yu/+Ivf7lASF2QFE84CAOomk+Rh5fShJWOJTQyJxsZIZxy54uPfBBvYVGSp+MZDkBxc+aZwh9iDDf7/fI73xWCyEbyk3slllA0K0YMl5+fnkUVOJjOOGMoAUg4guru7q6OjoyCrVlZWQqkjxJSojsdjbW5uRimrpHDWPbuRz3IPNg2Bml6vF+Cc9iQoDLLbAMzeN55MEc4lYc49MAKwAqzgAOdyuTgLgXZikAysx3A4jJJRsqggIiFBnzx5Epk6Ozs7yuVy+uxnPxstccgy4L3n5m4Onc9kMuG0XF1dhfNcLpcD8BFkk6bK8dsJjCBbAGInVwDbHunl99zHSSXui8w5ccOecieMQ+4qlUoiEIWhwjlgXIPBIDKMkOXLy8swVDyLeXSF/526Pq76jyqRVqsVjiCytLa2prW1Nc3Nzenw8FDPnz+PKD2kHTrw4OBAe3t7QSzSOmh9fT2CClQzQO6xTwGJBPbQBaurq9GPnKzmcrmsVqulvb29aOW1tLSUCIz0+30dHx9LUgS40UeeqUdghLUm843P41STkezOkAdGAEfoIcbpgRG/rzuaTkS50XZHlDYwZMb698nw8ECHlATMtIahpQsAhs8TbFlcXFS329X+/n6QluhcCHsfF7pzOBzG2s3MzMT3vG2Tt9ny7HYIQRwIvnNychJAmXUmMJIOQAO0PfiEDFIV4O0Kaa3HehMUIkPciWHOziFLB0egXC4HAZPNZiN4NBwOw14Ui8U4N2BpaSnmajAYqNls6u2331Y+n1e73dbW1lZULgCsmZ/79+/r0aNHH9q7nU4neuYTyBmNRhGcJJAO+cg+u3fvXpBdc3Nzsb++29fHUQeil9A5EETI7XB401LQCbDbMJiTQL6P004oFzgKwsRt0cHBQeDNer0eLeFwlrLZaVtMx3huRyEq3fFxvJQ+cwly0jEvSSWQM2AhZOs2ghByq1gsRjCdjOxyuazNzU298sor6nQ6cdYbjiJZgRCLrIc7XwRGPLkln89HMJ0EktFoFCTs+fl5VBuzF8AZw+Ewguhe/VEul7W1tRUBnmazGdVrc3NzGgwGevLkSeAp5tovnwv3BVyuCLoTOOl2u5HAUygU9NnPfjZwLPNUrVbDzlH5gk4jMI28MA7WnXVC/19dXWlvby9sM8Ft5N9l2VsIu01DrxC4cR3JGpEQcXh4GJ8lO5vnQeDiF6WDNO60e+arE/iOJ8H4k8kkqsL9e2CGhYWFRPsd5pMqku/k9XHUgX45Icq84iNTZYEtbbfb8RkSYbz9EHrLq1TZ4xcXF1paWopg/Wg0Cj/aAwDoRyfa2dfZbDYI/Fwup06no729PR0eHkbGMXLF+MmKHQwGIV+Q7X6AK5UEYA4PxrDHwHI+T2AA/p+xsb+pKvAM3+vr6w9laqf/34laD9I4uQ6HAcFNVjXJQQQ0+Tt61Kt3ICPB5h5QdMzL7yeTSeA6rwZJE1/M2+zsbCLwTTDKsTO6GP3J+Xbn5+eJMSJHPAvfIJPJaG9vT5LivFJ88YWFBa2trSW6bkwmk0SHDnQbwTQCI5B2cCbo7bm5OV1eXiaSrLC/19fX0YWEdeN9ZmZmQn4J6pNwKd34I1Q3r66uBu/i647/hE7HH+h2u0H0krwJVvZgIzru6uoqUZ3NGn+nAyMfV/3nQRAnhZknLvd/PFgrJfGVJ8FJyaABwUD0lwdO4JbQD9j5dEAUrtKDNI5JHTNxX37PPdi/buexoel7pPErewUdyn7ks/g6k8m0i4wHgdCxVBvjl8MNnJ6eRseH5eXlSPhNB0YYF7aCALG3r/LACPiS9YCvYB9nMpnEOY68323JlV7djZ1C97OG6Ez4W2+1TwWLtzXkcg44k8kkqsiwYb5G6aAFMoIt9+BZWp7x7fnvbUkxHhRn7j3hhrnyLhEkYHvlBvrKAx08E/0KZkO/e7AZ/Y+f5uNjL/Cs6+vr0JVpTpNg12g0irn0/XJ9fR182LfTQebbDox86Utf+lPJxkwmo1/4hV/QL/zCL3zkZ6rVqn75l3/52330N72I6kOITCaTmJDV1VXNzNwc+guYIqrvwNuBB+VerVYreuYhNBhUNoY7KICv2+YGQXcSl82EkKDg3IHwbAe+w7MgNwFtRHl9HJ4Rwv0mk0mAIBw8wM75+blarVaALxTNBx98oGazGY41bUMWFxdVKBRi0zKH/X5fR0dHQWyi3HB8PboHUe6kOsQahCFtSAaDQSKCSVsmnPherxfz7o4+8yRNs3JxxqUbw4NjiLKkpdfy8rJWVlZi3QDpw+Ewemm6sfC2AMgaLVM4v4VycYgtFAqlx2Tl7O7uJoJtZCvjAGOQmTei6SgrjBZKh+xPjLQbIRxgj8SSbc19nGDink4qQ0az37zMjrYzGJDBYJBop7a8vBzzjwwQHAI48l0AabPZDIIRArdUKn3HMwU/bvoPQ9npdHR1dRXnBFWr1QAFtVotKjIIJN25c0eTyU2meavVUrfbDWfvz//5Py/pRpb29/eVy+VUr9dDf1ANRaY0pe2zs7NxeOba2ppWVlZ0dnambrerx48f6/nz55ExRTDs8vIyWovg4EiKLP+9vb3EGScQUxh0jCL7moxlAqe+x8/OzrS1tRWZvQ6SMMro06Ojo9hbpVJJa2tr6vf7sc8w2vy/O7meOcSYqK7xVjtpQpB++r4PnWR69uyZer2e+v2+ut2uyuWyyuVyEP/tdjsOHj09PVWz2YzApgdEnLSgFcLMzEwcIl4qlWIvYxPThKkHndgPVL5hc9x5xHGgrdba2preeOONCNT96q/+amTQQODy3MXFRVWrVW1ubur58+eJLPJ09SVjBogyL6enpxF0ffToURAJr732mra3t5XJ3GTBvvvuu+GYAKhoizMej8PB7vV6UWH1+PFjjcfjkNeVlZXIQj86OtL29rbu3buXcAr9mp2d1d27d8PJ2t3djUxMgCZ7YzAYxJ5bWVnR4uKitra2dHl5qadPn37HHeDbro+bDpSSmVaefZZOaEFe3SnG8WF9kB/2Ttr5RK9CJnn1GckZVCBnMhmtrq6qXq+rXq+r1WpFhcfS0lK05XBMxr5kn2Kbb8OfXt7vugbbTuYpbTgcH0IOMU8QXL6/uQe4emFhQZubmxHoOTw81PX1dRzISQUtRKq3voBAAF+sra0pn8+rXC5HuzGyoFk32hQsLS3p/fffj3EdHBwENpydnY3klpmZm3Zdg8FA+/v76vf72tvb06uvvhr2otlsqtfraWNjQ5lMRpVKJdrmMUeMYTy+qZqsVqtBTA0GAx0cHMR80OLv9PRUxWJR9+7dU6PR0Pz8vL7yla+o1+vptddeU7lc1quvvqqvfvWrur6+1vr6ejjcVAsy9+x9Jy/5N4ElkkPAmTiJBHSdqIScw0dwOSaxgEOduff+/n4Qrx4EJ/nIq0PH47H29vYS42NPeRsK5MntC3pVUhx6Kk3bk7HX+C5j5nPSVO97tik+C8Hy7+T1cdSB6efjS04mk/CXPCDCodlUoOZyNxVbhUIhgokrKytRdXp1dZXQa/itYPODg4NYV/STJ1WkyRz/HfjEK0ZI6jg8PAy/A+KZNfbsVPw2WmehXz0REF/SiUO/IDG9gsErTKgCoCUYiRaMD8LSSVYP+Pk7+1zgB2OLfA9NJpOoNiTgNxwOEwk+0hSHwjFIUqFQiBYyfC4doGb+8aXS1WvYBjARQVNkgqp/AgtwDcgb+7hWqyV0GDptdXVVjUZD7XY7AnXz8/N6/fXXlcvlQoenE+qOjo6CdyCZBx2Ofw6PgS1FlklUzeVyajQaqlarevXVV0NPeWIgWLHf7yfOCUOfEhghiadcLkcQnTWh4nBzczPWDJzgZyQhI+wHklZ5FnPrnU2ur6+DaJZu2hqtrq5GEAYZ/U5eH1f9RzAXzACPIk0DHdgI1kWadlJhL6MbwAF8nt9hf5BJ8Dn7hPPO0E/sI7qJgM+4H3vefRkPYIJZPdiBLWRP8Tv3abm/k+mOk5Enr0hwPYT93NjYUKlU0uzsrJ4/fx6JuiRyuG9IGzGSZq6ubloN07ofPe2+Lbrdbb8HsJ1vkhTBF7C384XMBTyAV3l58EZSdIXg4ruMkX8z/76PJpNJdJTALoBH+ZwnbF5d3bS3drtKhbQHrJ23w+6gjz3R3ufdeV58Brhexk/yM/8mEYh38SuNu9g3+ETMnzQNOpXL5Whrz57xSlDwossM8uZJX45PJ5PpOXjO96QTX9OVdNyLxNbV1VXt7+8neOE/7freNuH/Ll8sIEEBnANJCecSB9SjZOmsc0CXR8jICBmNRpHl7+DTo1zpqJYLgY+X3/lY/Hu++OlsX4TPCW5+51FXH79HlAGiuVwuALMD6MvLywgIdDqdEHTIZ4Amz/ZMCy/7ZOz+7ozPo66urCUllKakyHRqtVpBcqHovHc/xsENDo4dZIA7ZcxLOrrLGAi85PP5mA9+70pHUhBZ0rSFAJl1KFsML44egah2ux0BJMruJMXfcUAhNgikpDMGHHT7nKI4/P8BxzjD/BCUQ75d9txhSJOSGDiv1AEIkIFTKBQiM41MTcYFiACw8Gw32kSb/e/0MneD4eDjRb2YN+lmbjBOToAQmefcDMAGa8ThwJnMTbZYo9GIvem/53noOEh9CDkyDan+gCgE5JDt6XKHowXJ5xVLOGuMEV1+G3h1AMGcOIhiv+LE3TZ3TpZ68ADd4dk6HvxIO9huoLEjgDMHgcg4+oiKtMlkWs4NGHDilH3E59Edfs6S9xjFRpCt4eCLZAJ0MLLj8sX6OVjy/3I5gGVeAdzuXFMZRG9lZIygFPPBGqNTS6WSjo+PYz3JwnLQjEPOPEEKkOGazWa1ubkpSdHaYHl5OfYCAVzWRZpiA+aWoAc2DPvWbrdD/rBHviZULTn5S3UhJGKpVFKz2UxUQ9JLO5vNRjC+2Wzq4OAgztkCSL+sF9iLPY1spvUEv+NyxwJ75gE/J5HScoyOSbfiwP6BC/xgSJ5D0I31Q98yds9ARr9SxeoBZM86dcdZmu5P9hPOjONAnDE+705/2nHl81R60b6RiiV+B8lPkMWrADzgRCZssVgMUs4ddOaYeYfgur6+jpabXu3AfkG/U0lMYhO4CT3q2YCsi2fbMUeFQiH2n68vWeSMiWAmz6ZFJIQFVSLSlFilPQtBKc8gdlvm68N4ITxYP+bZ22LxHm6r0r6JpLDdEEnj8Tj8H/Au+4GAEPLoeAvbwrk+YEvPKPU9xQWR47jvNp/otou94AFL3plMU+77slzICXuESkgwA3uB6kQn0tjHkGboLe9xDk5zveiBZtdbyIjrOGmqe9hHYFUnDqmy5bn+XZKnPAiDj0elOXsI2WQ+nDRivqRp+xxJCd3gCWN8luenkzJ8DdJkJ/PLTxo7OjHkRBx7mTZX2BafQ8buJC7f+6jn+1jdhvL+aX3BnufzcAhgd8+8dztKkoyPTZq2mVpcXEy0O89kbrKraU/N+nlWNIF25AVMjKyAlajSS9s6dBlJBeBQP5OPfcLvXFbSQVgP4oPbvQIY2+nJmWBeZJN5g+DnvC7km3GDGRkP9jqfzycSLrPZbIIAfdEv8Bh4y9tFEtRK+2/8jvl0zOHEsvs96FfH3O77OBYFr83MzAQGcx7GuSPnctI6wnnEdIDZbZ7jBb9cR38UP8m/Xa9LCjKbzHz2m2M09D5Vhvhe+O6e0Ipv5fjSdY/7f9w3/S6OFz0xGN3kSYjYF/fvWXNPBOKdHbMyJ4yBZ6GPPYCc5pvgsuBfwYG8E3rC7+/z7gFkAqNwrtjnb9XOsDfS8u7PdFlKy0ya3/YAGrqNHzh43oPACByDv6PPt4/d/+b70e1d2m9yeSZBnfM4v6sVIx/XC2Xn0aPxeKx2u53YXBxYOhwO1ev1IvOiWCwGOQ/57xmEEBiUXQ2Hw3CYMGQOvn1TO0j9KKVMWySIS7JwyOxptVrRKoMNgWBQrsZ4eTeiukRRIWiy2WyUf3GQ78HBgZ49e6bDw8MAw6VSSQ8ePNDW1lYQUmRz1Ov1EEQy+mn/xOVEENkcABdIu0xmmlGJEnNSkg3Y6XTUbrcj6oeCAbjSv/DRo0cfUg6uBH2D+8aWpm0xer2eDg8P1el04pwDSfrMZz6jT3ziE3r99dcDQCETzWYz7k+20tOnT1UsFvXGG2/o3r172tra0qc//WldX1/rwYMH2tvb0zvvvBPlsqPRSPV6PTKMC4VCkGCHh4fRJoFML7KayCBxmULRuGImu0ea9i30AIw0VcSAfgg9iFU+z7w5iQkZ22w2I2OA5yCfm5ubWltbC/nxd0B5pkvUIRsgVOfn52PfcUDk4eFh9Hmk7Jp99KJfk8lE1WpVjUZDn/jEJzQcDnV8fBzZW2R1SgodcXBwoMFgoJ2dHc3NzUUG8PLysur1uprNpk5OTqJf+dLSUlQNsW/I0nKnlKoOSdrc3NRwOIxzEyCTLy8vdXx8HCQ5jlC1Wo3ADoQ97RLYXzgdXOnsOpwxzobwlgjoKC9x9+wKDCdkJtlqyB9BO3QYLQE84EBgnr0HGMTho+Lg5ORE1Wo1qmxOT0/V6XTU7/djbiVFNQ7fYy663W4EWqmu4XIn0kEEe5c5A+S22229+uqrunPnTpCFDuw51Bdg7+Spk8roY4Lx19fXMY+AUWwQgXPsANkkZHRgMyBT5+bmtLm5GRUTHPDHYeME46mmoAKz1WpF6yAAUrFYVKVSUa1Wi2rIr33ta2Ez0aNUNRI4IfOFdpJkpNTr9ThzpN/vK5/Pq9Pp6PT0NKq02u22Pve5z+ns7Eyf+cxnAui9/fbbUbE1OzsbmZMA4M3NTT169Ejz8/O6urrSH//xH2t3d1df//rX9du//duamZnR/fv3gwxNEy0vy0VlGjjLHRTIOfSSO7VO/KWdJ/YADhB/g1i8uLj4ULIF1WkcMItORG+gD7BT5XI5cfaPk/zSTVYlNpQLfMTzySBmnATyzs7Oon0HOMXbCxDU88An+pPSd3AOepJEiSdPnmh/f19vv/12yPzJyYmePn0arXkox0dvSorKgPF4HNl2n/zkJzUej/Xs2bPAuBzCfHJyEm2vHj9+HLrND6CHRKLdSKVSidawOzs7evfddyO7cDKZ6Pj4WIPBQN/4xjdUqVT08OHDmD+IN6/C/eQnP6nV1dVE8KNQKEiaJsJQMUOLmVKppFqtpjfeeCMOgS2VSlpfX1exWFS/39dv/dZvxQGttKpcXl6OTGdpmhnqjqjbcwLp2Ww2WnNREZPP51Wv10NmWEd3zJG5arUamddgS3As5Ge3242gEpXTJLNQYczeoFrIM7Dxz1xXebY7RBb2wvEs+9WJLrc9VBlABBOcw9d5WfUi87K7uxsBOOw060N7vfPzcx0dHcVh2lLyrDb2iNtm/GRID3CBk4Qk1kAuk+nMHgIrSdODp9HfrLUnqYBjaNsK2cwYKpVKVJ27bEDW0IIFe+7EC3Z+MplmDaftBT4nOtx9ca/acMIxHehwwsp/PIDtZBb+GNjVg6JU/+Pjn56exn7i/fyZTkKi9wl2u7/lzwDjencMxoY9w0YSgPCWUYuLi1pfX1e32w07PZncBLuxj1RoHx4eBrdAljrBYm89g685GAwCt8IpICfodMZ5586dkJ3r6+uo/tvb29PR0VEE0Vw/+btXq9Voq727u6vDw0MNBgO99tprWl9f1xe+8AVtbGxoMplob28vcU4Ic4O8UWXIejGn2WxWd+7ciecTmGHOPImn1WrFfsIePnr0SJVKJZ71MiQIcuGHFIvFwFHefpe19KAV/qN3REjbi3QA1Dkkx4/Ii3NZBDM9yMq9PGGB37Ne7Dsnn9FTfJ594sk1/B1dhE7lc+A9D4B6IiX7G12UyWSiowkt2+B02IfwACSEgLXhz5rNpprNpu7evRvBBBJ+CbS4r85z3b8Hb3hiEPPkeMlxLHqDueAZYKFMJhNV235mL3oS/tJb9Xa73Qi+lcvl6Irg1XuMCyzLc4+OjsKOsa9brVb4AuB8xsYcgPvQ2+hlPs89kRP0GPuepBv3YzjSwW08z/YKNOaR54IDwL1cXiUHdudz9Xo9khV4plf/4ld4srmUPLfVuywhMyQQuX2enZ0NHon/Yke+1euFCYxIigy7yWQSmfQcgHl5eZk4IAzyF6NO5h4XShVFtLi4GAQUZLEDKbLfXMEi0NzPo3L8zp1PFtoPKfeKDM9WcYDlmWoObgBHOCOUPaezsyFSm81mBAEIfmDYW62Wer1eODleMsbvyBK8baw8z7MjGDNZ4Wx25tQB7fHxcVS0UJYKkJqZmYm5p3wOgzeZ3JTUSUpkXLjTxYXsQMSh9LLZrNrttt59990okQTMebYaxgKyDTmjfZCkIDJKpZL29vaiSoQsSED12tpakGEe1PD5vi27cTwea3l5WZVKJdpc4NhiuCUlyvfcOUWGkDv2BGvq5AhrNRzetNrq9/saDAaRzUkAo1AoJL7Lu+Jgra6uJsAf4wM4Mmdkz5AFRKUQz+O96deNM/GiX5DCGGiMuh+WySG3foAgTjKOLXrt6Ogo2oOwn8nodecQsh3gl8vlEgcXNhqN0D8ehIBE4UIW0ce0VoH884wEdDuy7MEvd7pd/2AXGDuOiesnSJlqtRrZa1SnHR0dRUk7ewJ5dUKVy7MvARI8x8e9sLAQ1VMQcQQ9Iee8dRj3crAKieRVbh7UAPTw/m5/nBQtFArR3swJiDQxB2EPIEtneHuCAj88H+cCB353dzf0+/b2thYWFvT48WNlMpkI6mez2QjwZTKZCDKxBnwfPZj+LzqS3tToZypkqGqDLKH0PZ/P6+HDh6rVarp79258hnMj2u12kAHr6+txzhZ67uDgQJeXl0EWnZ+f67d/+7f17NkzdbtdVatVVSoV7e/vq9lsamdnJ57d7/djPdkDnKtw7949SVKv19POzo56vV4caJgOGr4slwfekLG5ubkPtSsA+yEb7ug6OeV2ir3iGbkQFtgXJ7zc8UXXOeEFOPcsac+WZg9hfz1pgL3s2ftS8iB4r2Zh3y0uLiZajKCf0uQY+8aJTe5PgLBareru3bvRzo/2fQRwIfUzmUyQ89ghCDN3WsFHYC1sE2vK/XK5m3aOYET0Mec/UcmLszYYDEJ/tdvtsD+sHdnFZ2dnYesgeWmfSNUXARfHW6wpc4WuJkmFymscs16vF87m+vq6crlctFHB7p6enmp5eTmh+5kLdCoySmUdcuIBwXSAz8fmfgnyJt0knUB6ehCC/cP3CXZJSmQFIm/YUv8d+8/3jdtL3tGTyPiO/z84h3dGNp1A5rP+/m4bX5YLcoIgl1eme1ITsuCJUpPJJBEcYQ/7WvAM2rhdX1+H/fG190o2/FtJCV3gWc4edGb9JCXsci6Xi3Mm2Ju0SwPLOolMlRi+Jzb5Nplg3OhOJzs9yQo5JijO3nNCjO85Ke7/Zq/6WNjr6Dn2PbpncXExvk93BAKN+Pbu5/pe4EJ3ObHmdgu9jE7hfbCLvMNt2M/1Az4cNpm2r9ic2dnZwC4EN2ZmblosemUg8+rkM0QhQWKekU4OBDPOzc1F5S3cEO85Ho+jvS6JTV4lCb9AQNnvz5wUi0WVy+XEwcq0/CYxjMQFxunVW+hwZMq5DbAq70NSFsm87BVvf4bM+Fq+DBccHe0BvTUj50Q6sYzvkA7EM2duw7Dz/J3LfTKv0HJuxe0df0/rH/CeP9OflcaiXOw99334PWMGT3E/9xH9vRgf+Iz7IKfD4TBwFkmTHrDxSkN0FfocfYA+gWNFfuG0zs/PI8Pf9bGPHXLe/U3m/Da74rrUE6VdRztX5Pob/O12j0CJV9BxP6/oYP6YHxJLHZthr1wP+H51fOOY3OfG1zYtz+mgu/syXgGSxmQud3yeHxIM79+/n2jp5wFBdBdzBLfqts39rvQzXaadU+BdndNxTEsreQLg6crOb+V6YVhDNiCKiCyS3d1d9ft9NZvNyBYmU4Re5sViUdVq9UMZSgAoFhRCiIO1KRPjUEiqT7wPZ1rAEVCegcB4uSMEIooIEMLfPGrsSktKthOTFFm+EMcYXoyupCB6jo6OdHx8HJ8tFAqR3XF4eKh2ux1zQcSR8RORJzKHU+fOPSVUAA+MEpFoWiHxPmT6knnLfe7fv69qtar19fUgzVHCBwcH6vf7id6vHDa9vLycUG4eYcfxR1F5oOvi4kJ7e3vq9Xp6//33o8/2o0ePwiiwZuVyOXF/6ebw6cXFRY3H49ikVNe0223VajWNxzfVTTgwn/zkJ0MGkIN0ZNUJQVfE9KPd29sLYOuHmEuKnrMoFTeWkKE8A+XDevu4zs7OdH5+HpkzHHAL2Uo1EMYHZ5qM2vn5eW1sbMT+Qvl1Op0AOKurq5qfn9fKyoouLy+jouvq6kqdTieClJwFsbW1FXPyordQwGiSLedZEQQPM5lMHDLL3vOWZTiUlJ4zv+iBbPamHBvAQ7Yq+hanGWIfmYMMYz/zO4IA6EN0FRmz1Wo1MmkBWsgweg+nDKcIuUKPEpx0wjQt706EYsS3t7e1sbGh0Wik/f19vfnmmyqXy5qbm9PGxkYAGCcZAJ3cz4GN62L2Ec/jMLqVlZUgPsmA43DxYrGYAMRUZZF9Lk0dNAcVPgbeMQ2a2eNkWKGHPIAFCefBGYIpOAJpkO4ACX3lgVHm5OjoKOblwYMHqtfrOjg4iMAIwI8MLmSN75AV7BVtvDtzjqyzFzgkjx9sHnLmmaef//zntb6+rgcPHkQlwG//9m9HpUqtVtPs7M15PYBnPudZ14Dl3/iN31CxWFSz2dSjR4/06NEj7ezs6OjoSG+99VbIB2QBZFK/31ej0VCxWNTDhw/DbnzwwQdqt9vxblQXvEwXso3ew/aQAedEnPThQ8DdwUDGXEdhw52skpJtVth/ODroGicaceZcHtAb7rze5jAgF+xNd2DcOXJd407F4uJi6GXwJM4GuIf3AUd49hsXFcYPHz7Um2++GYGR0Wik7e3tcPzIvOt0OkFIgaUgEB1Pr6ysqFqtqlgsJs7HgHgla29zczPWC/20uroawWUIsFKppLOzMxWLRY3H4zgHxDOfc7lcYAd6PV9eXka2+fr6emBdKlAJhDsRQACX4AO66+rqSv1+P2xJu93WYDDQ2dmZtre3VSqV9PTp08AutHMhe5FKJEmRSOByQWWNt3PxILQTH2Rje1AQO458QRj6+3mFFbLsvgPJA54YxWf5nZPK6GcyH12W3W76/3tiGThHUqIlCfubPZQmDyCVX6aLbHhPrKLNHXNBxS/zBgYiKxZZI2MW24uNp5sBvgn3cJ/Xg7DoNm9/4okj3DfduihNDpOYRuIVPhWEHXINxsG/TFdieHCc57s8omNcfvkbJAxBX2SMdwKPoePZh+hYJ+0YD2NGbtHXYM3JZBL6YTQa6fj4OAKu6FnWzw+i9fdiD6YD9ex3kqDc1wQ/Iyvg6nSbrtsCI4PBIOSnWq1G9QTzV61W4wxKMBRnplEF6lnffIbgNXPh7+l2EvmFLGO9SKbLZrPRicGT9gikkSTp2BhyF51PEiU2jMS9Z8+eqd/vRwUlssvcoNORAwJ+tMKCRwFjIIse8KPCzxMdwey0mX3RfWC/aF97fHwcWJp5I+mA+WN/gaHcj3F7xd/xl70qAPvi/MttfqY0JcgdV7n+4fsfFcxynOcy7wlwHphG1tinPN9JeN4VnpB/gyXRSVTdXF1d6d69e5GE6gT7eDyOQKjzfbwPe4uKW2TTA7VUQ7EvPKDhbVn5YQ97EIMAOLpWmiYoekcAT8YAt6AnwVDoG9dro9EouAq3d8gMc+HjZB7pdnN6ehodI2gxiEw694yMoI8Zr987HdRw+4EdYo6ZGw9yuA66jUPw/cF36Szy6NGjOH+J7giXl5eJ6iG3gfBK/NsDSr5X0n4NuMArotJFCARFKpVKBEbcH35pAyOXl5dRNjMe37Q14DwKzmjIZDJRdr+6uhoE4fHxcQQIcrlcREOvr6+jJdDs7Gw4Ohww5JFUSrlxanzzsIFQjAiebxzPqMERIRNGUgLYIhRE7+jNCqHokU4EEaKKYAKBkevr63AcifBls9lo7ZLJZNRsNjUejwO0XF1dRaBpZmYm2n1lMplExk4+n4+DNcvlcmLOxuNxjHt3d1fdbjfuTSYf4JjDyldWVqKKg9YLHoXlUMzJZPIh4EZkGiXk2T2uAHhmJpPRnTt3tLy8rM997nMRYKL91cbGhqrVqur1ug4PDyPbxY1KJpNRqVRSpVKJUrls9uYgulqtppWVlZjHxcXFCLpx6DSGnSBDNpsN4DoYDBLkDmXUrLsTMhghnFLKBHH200QIRKEHc5gvzqTgsHsCWABFDiuuVCoqlUoqlUrhQEmK+aAMHZCMPOAAXF7eHAy9srIS++Dk5ETPnj2LvQzYrVar2t7eVrlcTrR0g8R/US/0yXA4jEN2z87O4gBcAo0YLOYRnYLT5XrHe0TikKEbZmdn4xyGXC6narWqR48eBUn7+PFjbW1tqVQqBYlBb9dSqRSZfuhZ2rwBTDC4fkYGTkAmk4lSXspxPeBGthBO9+Hhoc7OztTr9bS1taVarRbOHu8LMMEwVyoVbW9vR2XYBx98oPPzc+3v72tnZyccyLROd9IKY+wVLOgnghDz8/Oh03Dy5ufno5XWwcFBEBq0uuNd2c+ejcnf3enPZqc9jXEK0G0AopmZGW1ubsZZGwRbsQOQXPl8PirbWHuehV5kDnhfD9gBogGlOCTIJkBweXk5guy8JySpg+NisRhZhvl8PsrknThB/zMeqsk2Nzc1MzMT7f46nY7u3r0bFTzr6+uqVqu6f/9+EIHFYlELCwv61Kc+pdnZWX3ta18LG3/37t0ILHEgKz+MIZvNRuXi22+/rd3dXX3lK1+JSpTd3d2Yxy996UtqNBpaWlrS6empWq2W3n///XjXXq+nhYUF3b9/Pw40TJPYL8uFfPDjWVUO/NmbAHv2ge8ZDxjgpGArOWMNG4Xe4P/TAVgqAmi3R9sVeux6Nh42nL2BrmW/DIfDCP66PacSwVv3gW0mk0kE7tyRx2H0wA/P9Qw3fn92dqZSqaT79+/r4cOHmp2d1Ztvvqnf//3f19e+9rXAQK+//nqQeBBHyDOZ6zie/l5kdZZKJTUajdDNBPlmZ2f18OFDlctl5fP5RJuv+fl5vfLKK5G9xhpDBHHY7fz8vLrdbux3HLL79+9H1Uk2m42kjtFoFHZkaWkpSETwDVm/ELbIACQwrfdYt5mZGdVqNe3u7mp3d1evvvqqCoWCfuiHfki7u7t69uxZVGavrq4mMDp6Cz3sAQPmh9/hBHv7H58Td56xUekgPvaSTG2wJ/q+0+kEuUBmM+/abrfj4GFJUXG5vLwcgTH3Odwhd/IO/8hllj3sZxEit+kEgZmZGd25cyfwC4kiL9NF4gE6CkL98PAwbC8204MErIu3PYbYLpVKCXkfj8cql8vhD6AzHAOgkwuFwofwaL/fj8/hBxNkAd+RqObJH7lcLhIcPGsXXYe8kEhC8I6xuI/rxKKUDJx7Mo1XUjFmkudIikx3bZCmJKcHHF3POinE/dHfniULDl9bW4v7Xl1dxdx7FTUJUv4sD7x40ID3AUuif9lHVNQSFOU50rRFpesefy/+TVBqbW0tvnt6ehr6VVLCrno3BnQ3rX97vV6c20ZbP0mJpE/GQOB2MBio3W5HO2rX1QRO0EvYMOYRfwr59kTPWq0Wcj07O6vT01N9/etfD0z55MmTSBak1/3a2lq0vPJqJvxx9gfYnLHMzs5qbW0tqiPZI14ljBzTfYOqSUlRtfKiX85tSIpOMVQnjUYj9Xq9SLykmwUtGiH3kSsqcEgMhF/x4Ic0rRpJ+0L+I3246sQTB6RpoN+/h3/Lv+GuCFKmCWUPeqI/mRvHBk5Ogy3SQVl4Flr9Ly4uamVlJTpMeBIS+MExN++L3Ub3wNWClbLZ6UHvTphjq/x9vf0Ze9fH4l1pfI4lhW5Fp3vwm+QX8A3ywDvATXqyHd/1Peg6FWzE73K5m1ZtFxcXajQagY3oyuNtRuGS0dUk84NX00ERDyS4DUsHN5CVtM/oY+d+2FCvWiSxm4RR9hnzXalUEu1ekQvk2oMwzl+CFxzzMW6vepUUbV9XVlYSto297DwJ/++Bz292vTCBEWla2u0RKkkJ0OSgy89K8MwMX1SEA4GhR5uk2FhUOnj7IQwbJBMEi0ei/XJQQVRMmjoutxFgnq3o7w8o9OAJwkEgIE3sIfAoPBQwm5gMFIISOLQOyFyx4sRLimw8MmtQYgQvrq9ves13u91EtQiGHcW6tLQU0VXaa3mpKpFt5oiN7kaDOWCT+2ZhI3pk8uTkJIhFlPDz588jmLS2tqZKpRJZIW7kmH8AG6VdkBqFQiFBXgB4UKZkIzqA476sIe/FWg0Gg8QB7k7U8B3uh5ziOKSj4mmFi2yR4UN2NIaEgGOlUlGhUFC5XI5WF2TXE8gj8AgQd6eKII5HuxkTxAtyQfCl0WhE0Iw5BrC/yBfzhTMLqYwRgUTC8WHeIEowZhBrngmNLnPjSwDXgYj3lkYXOvACqKMDPVOa+7mxZq9AqiGnAFbOl8E5lRTvTRCGLF32MkQmhplsVp7JOKRpcGh5eTlh/A8PDyNbgj6q6QxJKXloMHLNZ/i8B88dBJVKpSA1qIbwTBHXZZISz/b96kDIZYW15v89UMO6AAgBVV7twbOdUGY+ff8CXMl640wRsponk0mi3yl2gFYpfDYN3rBbzBuOL6QLc8DB1tI0QIUNgXTGab28vFS9Xo+gKoERqv8gCiACy+VyZMLMzt4cuEnVBvODE0vgj+xJ5qrb7Ua7EuYOHc5eJFBFwgYkKPaUjCyC28jGy3Y5AXxbcJArjbm43L54ZpnbYSdhsLtOlHsAmc9xP9aH9WNfufPm45CmRDHrymf5wTb6M/kBq6UJvdvm5zadgo6kWskD2qPRSM+fP9fR0ZFOTk5ULpe1uroa51tQyUCgHvvuGa08i/HilJZKpahKBqfT0x2sjp5E93OuGAkf7uyD4yH00PnoCYKnni0PJqHqhWe5rHnlm9tU/u5BJ96PbHcwFIFmgjo4fMwL8pOWZbeTnsXtY3AywJ1llwUnePmc6yAPNDsuIIkC/T07O5sIgPmh69yLueWZHtxhDBDSbsO4PKDO/LB/PLHM321paSlRdcB/X5YL7EDyCPoC2+rJDe4ruB7xao7xeJw4W+Sjzg9y0l2anmXo+48AghNXXIwVvIZ+db0FaQ3h6fvCiT2vNGCPp7Nuufh/D8q5PPkc+rsxBgLXPn+MxceXJks/6if9LmAhv4//Hfvg4+ZKk6yO5f3900QbewzfPY13HZM6j4D9YG3TLWKcqPOkBp9nfADaIoPBJIX+xm9lfZFjt2fIsLfQgZdxW8w7E5hgPLw/9gCsjk534pJAcLvdVrvdjvPtqHh2G+GkIX4Y60zWO5jRdRscAXOWXkt0uGfHZ7MvzwHsLo9OsLr9BCNMJpPAFnSSQUawvexx1yfINuvufGN6fyFb6c/739M4LB0ckZLtXt0/S3M0rhPwkdKkPTo0rRe4vOKB519fXyfOb/WERtc1aT3gXCU+HuN1XU8A3vlRbL77s742cKv8ze2I87Y+Pu7pc+8cGbYpPQdwKNgsbNpttsfXgR8wEVwYtkJSguviu2DEtFzzXA/s+hqmA1w8w2U2bY9cRv1dfCzoKeaJTh0Ed8Gv6G6SD9BBHih0P8PH4PuWH77rvDYXXJFXoLrvwnixAS9lYGQ8vmlDMplMonSyUCjowYMHichTJpOJMlxAXSaTCcWIQcJ4OQiH3J2dnVWtVoss2F6vF+QFC0jvVQ7W9rJbnDwvt8NBIysOQoRIJWXRHqF0pw2jTKkaAkT7mfF4HBmrZKOSWU/2A4cVExwgitlut8O58QweIqa0meGsiKurKx0dHYXS4dwSWiIsLCyoVqtJulEKtDM5ODiIXs8AWSoLaIuws7MT7dHIXOc96S/tzvjV1fTAcWTAHSppujE9Owg5ePz4cfSE/5t/82/qL/7Fv6jf+q3f0t7enn7/939fP/IjPxKZxZeXl9rZ2VGlUlGxWFSxWIz7ubHI529KPB88eKCLiwu98847Oj8/14MHDyICymGeZDZPJpPoSU37imq1Gs7q/v5+BCoow11ZWdHCwkK0ovKSQJx0yA+ykflBbpi34XAYWZetVivmB0XYaDRUr9ejCsazuZAR6UZxUkWyv7+vbrerd999N9YTQuOVV17RZDLR1tZW9It/9uxZtARZX19XvV6PwMvy8nIie4xnvixlxL1eL8iPTCYT1RGeAUW7QCcT0EmALAJ+rL23pCLIASDCQNNvHhBPJh1nlbzzzju6uLiICiEH9jMzM1HxxRhwfDOZm4wyHBOcjMnk5tD2UqkUmbxkkh0dHYXz3+/3tbS0pM3NTa2srKhWq2kymUQGngNE3mN3d1eVSkX9fl9zc3P60R/90XC6/uAP/kC9Xk+FQkGf+MQntLq6GtVMbsDJmpGm2ayAQ9rW8I441LQufPDgQVTWMa/uwAEk0VnexkWatpT07EwAHbYLxw7nE/3gwJNWXhAbzBPP5n7Ly8uSbhxKqhkhImkLwL/JiGN+AFcEMieTiSqViq6urtRut6NlGPPoFZiMHb14eXmpg4MDzc7eHLx29+5dbW1thVzSSnNlZSXm9r333gsi9gtf+ILW19dVKpUSYJMWdARLpJugyxtvvBFE0KNHj5TL5fT06VP1ej2dnJzoc5/7XGQ/fuMb39Dbb7+tyeQmEeD111+PwD8kdqPRUL/fjyrN/f39aM3lGYuewUjQDjvhFTIvy+XgWpoe5MtceOaXV4Kyn3zfIEfgOXeSzs7OEgk1ONPYHYJs7XZbZ2dnCSKWyrfhcKj19fUgNHC0cehcL2P/+R7OB//PPcCn3AvdR+IKyRTeCsd1LY6/ND2LCQfx4uJCBwcHgdVarZZarZZ+/dd/XbOzs2o0Gvr85z+ver2ewFClUimCf6PRSN1uN/RdrVZLrAnrsrS0pLt370bl9vHxcWQnQujSLm5jYyP0K/qHACfOEXtvOBxGVY2kqMLCHk0mNwcAz87ORmuW4fDmzL1KpRLr4MlE6MRMZhqURMcxv3yHFlm1Wi3IzcFgoOPjYx0dHen6+jpsAt8jyEDbGRJfcBTxcaj8JHt+dnY2KnlxRMGyrVZL9Xo9MpeRafQcWDCTyej09FRnZ2eRBEXVH3LuhDs6/Pr6OtFa6/79+4EZr66uYo7Zp66/HYv7vk6TrvglkiLhix9IDnRhpVKJtZEUe/llucbjcVTIg2/AA8gytg5/F1ICW7uwsKCrqyt1u91oDwmGom1VrVZTqVSK8yjRG+xvKlapvIJ4JOEF/eN+ML9LB/I8EMjYJ5NJPA//bXZ2NnQlPgr7GPzp2cBpksxJKP7Ns530IrhJ1jP6TpoGLpzg4rvohjQHwGec4IOYR2fSLYBkkuXl5XiGJ/5hF9KBTQ8ce+CUMft8gE37/X4kg3g7Zq+UZOyMmeQospvhLZAFKidJhHEZhSegwwLJqiQ+0QVkZ2dH3W5Xx8fHUYFC8M4r6Wip4vrHAxFkoHMuFJ0a5ubmomX61dVVJPpVq9Vo4+YdLphbcC5yA7YvlUrx7lTKkOhHy2psCX5XPn9TIdxut7W7uxtdS7ifB4rZe6enp6HPR6Ob805elsAI1afsUUmhc9ApVI4sLi7q9ddfjw4WyB8t0A4ODmK9SF6gcwo22ZOu6X6CnXYi2oMibrs8YdH1nRP7yCwX98emeVBGmu4/3+fStHqA/5eSZ6mAI+ES+Cx6jBaj3iLLAxiZTCawBbYaPpR9yB7kjLTx+KYShIAL70Klp3NIYDP0nyf1st58js94UArfmPdHz8Jrzs7ORoKTJ7pzgeu93Z3/3QPU6G10H7jk9ddfj8PoOSZgcXFRV1dXIZ/ocTCmrxX6zc8V4j2Ydw/upwMkrLXzkdzD54r186Qm9DWcw9nZmd56661od0vnokKhkEiq9+dhx5BRbC1BJq8QQod1u914B9YNf4eWucwxVeHsM/Qsn/9WrxcmMAKZTESOUp9KpRKg3XtGOlkrKVEm5k4bgiZNnW+UoqQggvgMDizAj82FgBHoYCG9kgXF6S0TPKMAUOUGFEDhPdX5XToKCBBA6CBMCRaREQgAY2OPRqPI3nHDna4WyefzUXrb6/ViM7bb7Qi+AKYZY7PZDEJzNBoFIOe/ZNp5bz4qS5zg4H4QgWxIN0woLN7fCQIMjQNG/nZ1daWnT59GhUqtVlO/39fe3l70eYUk3t3dTSh75heASd/PJ0+eRG97WoZls9kAUbw37zIajYJ8IUDH+Q+APEkRpfWIKVlXGCWXX5QuMoS8k2mPM0XfVIAccwfYo3KGf6PUPdqMHJKBi9Ek6kw2IlnYklSv1xOBRMgVzi7x/ZPODngZruFwGMEwd2rJjIe0lz4MBtizGMLbovIehfdgiaQgvwhuELQ4PT3V4eFh/D+gFPlDZ+Js0raDA9cIhuDgelYXeosLZxrj7Bk9BOBomehOJvqAoDlgs9/v6/DwUO+++26AIM8MmZmZid8BdtKVFE46uu0gaISs+rM9aFEsFtVoNMLx9GoICEbsgRPDaQfX20X4PLJfADnIgus8B9b8ONiCTGFNyQh1/QpIpOXD6elpkM/IEe8NICyXy+r1eqGjsHmeDePOPgRwsViMdcbRod/zeDwOYmQ0uunN3e/3Q2Zwis/Pz1WtVsOWPH/+XMPhMIKHk8kkvjM7O6tms6l2u629vT3Nzc1Fb+rT09OQmaWlpWgN5wFK9tbR0VFk2p+dnen09DQC/2SlQ4Cgcwl4snbIz8um+7icyGG/ecYkn6FMG4fKcRJBXxJSkH8wFskt8/PzYZNo3+EZeQQmJCX2ErbJs7UlJbLaeAfG6zgNp8ydX68MSTtj4DZwDjgIneLONHrEsxfRN7TPI2B3enqqhYUFra2taW1tLZIwvL0BY1peXo5xe8Yvl9udfD4fgT4CMyR3cD/aj4K/qCxOk+gQFuwHggDpDEQ/+Bzd6EEtKsQ8o9CxuJTMKvd7Qz7zO4L8KysrETw9OjoKv8OrGbFp6FDkARkjqMwae1CBNQDLoVfBkdgYZCXtOLP26G4POvh+QebOzs4ic3phYSH2Edi00WhED2runw524Pdg6xyH+neYS9/zPjb/m88Fz3iZLk9wYN0IEKDb3HdCD4DbJYVtkaatYhw3OVYEm7t8Qd4jp14xmsvlwk8ATxJo83VFZ3mFFLLCe/IDEedVqY5d0j8eJHASyoMDLne+z8DF4A/sBPvM51FS4ll+L+aPYLZXtLj+Smd9Q+z6mEh2cz3nAZK0nmIO/F3T7439wRf3d/KkIpc714H4xb5mzDfnooxGowjmQuzjQ4NRvW0N9oKkR/wFxsF7IisEt9z+epIElycFgvnq9Xr8jeoCMC8yzb0gx8G0jkG4HzqO/cHae2tfcAcVk71eT8vLy1EZnbZ9vDO+OnPhePBlwYb4Aug/CF5sFViOtm6bm5sR/HAfg7Nt+B5YPF3d5vLje9bJeji59D50nIU+YW9LU9xwmx7yJAnHcthU9l+66sCvdEAGXIx/4xUpJLp66zvG436i+2cuy86p+jjdZ0RXpXU/OpO54neOkbkn8s9e4PJ9KulWneX6Q5pWP0jTM4EymcyHOiy4H+5zjT7wqhZvKQ3HyhzAs2YymUgSdt+OecYO8jfHpsyly4vrXX8/Xzcfd/pduD86Cd2GbXD59sAKYwHTeUt0vzf6mXlOB9bA856o4LLq/jnP9nsyZ98OBnyhAiONRkPZ7M3ZGPPz83EQ89XVlQ4PDyNCx+cBcKPRKASdzXV1dRXkvgcuEFZ3yBCYxcXFOOeD+3Cv6+vrMNRUN5BVC0hgMzkB6JtGUtwjm/1weT4EOkbbNz/C5A70+fl5BGjoQYsgQ/CgWHlHgIMfPOTgk+oWPy+EioQHDx5ocXFRa2trEZ199uxZkEu1Wi0ywcnEQcFREdHr9UIR3nZoKJU1tHTwv3kgyPuoAvap8kGZ8X7X1zfninzwwQfa39+PzJGnT59qb29PrVZLCwsLGg6H+uCDDxIBDhQr7Qmo9iDIweFsKCmi8i5nHsmHnKAihTVn3efn5yPogEzR7ghymPUnEi9NS+8hPCGHWMuTk5OoJCATaHFxMVrQ3LlzJ7KAAA9eAueyAoGNfHtwhDMWWq2WarVaHHjNGJE/zkVwJw3l7MTPi34RnADAcwBVvV4PWadSzIOYRP3n5uYS5/64s4se8f+S+TGZTCKzl9ZqEBrdblfPnj3T/v5+BBvJupGmbRkYT6vV0nA4DJ1SKBTi/qenpwmQ5hlR3Ht2djb0DQFGskar1ao2NzeDTEb/E3S8vr5p/8V3ut2udnZ29Ed/9EeSpHv37iWA0MLCgqrVamRHeLYFc+RtcJhvB43SNLgAmepAKp/Pa3t7O/br8fFx6C4CR+fn5/E87udkAJ9Fp3sLQ5xvHECvNCCQxloiB5ISz6NFGzqUvtboXoIa/J5sPyofPDjjVSy1Wk3Hx8ehryFXmF8H88wv/euxq5xFVSqVIhCNvF9dXeng4CCCNJzHdXx8rOXl5TjgeTQa6e2339bc3Jw+/elPR/Vou91Wv9/X7OysWq2W3nvvPa2trYXM0vOb4Nn8/HycucS5TWRuLyws6O2331az2Yzqqk6no3a7HUQLh3oiD8yVZ1Ohs28DtS/D5TIBEeoBDmSU7FTkEYIXm0gbQAK86C3P+KI6FnvqZB/y73oAAp69CTGDjvA95k4zMugtAh2HQsqAyUjEubi4iGx+AjJpwt0TR5xYd/nhncrlsobDYQTwcO5eeeUVvfrqqyqXy8pkMokDe9nftDwEV7ij7UQ/QdtarRbZvTjUa2trcfbH+vq6KpWKarVaooLQg6tepeEk4GAwkKTYx2DF8XicqI5ArxLULJfLiaAVepvLdbw72MgKwQcCIzMzM/rGN74RGakkcxFI4GwrcCPYzwMT3N+DGGmS1+ecuUaGWCP0EUEO3od78t80MSPd2AnwIecvsd79fj96Z9+7d0/vv/++Wq1Wgvhg7T3wwjN7vV6ieglbhZ3lx9s43UZc47s5CfmyXMghWIm9v7a2Fmc++vyy1l7NwLrPzs7q4uIiDmSHFMH2uK6UlJBH/k01CfsBGceeIbvgBeQR241u94QrlwVJib3m7+H7BhyWJhR5X680SAeNPLDhRB7JmIzr7Ows9rN/Ph0Y8SArayRNM7sZ5/X1dYIgRG/jX7J/wbfu97O/bqtM8f3HvKRxBAQ8pKj/HT19G8nIGkMesgasD/a4XC6H793v93V+fq5msxnJM5z95oERAsPI3+XlZVQX8/7YWMbAfuAHfxH94RjReYVKpRJn9HC/s7Oz8OVJQkQ+OcsPvUqiLGuAjgMHOMnHe11fX4efsb6+HoeJP3nyJDiAk5OTD5GKnogrKRIzPWHkRb+Wl5dVrVZDp7E2VALPzMyoXC4neAtvcZbJ3Jxbio6kqwX2mPl2UtmJcQ/m+x7zv6GX+D26xAMGvgc/KuDi//9Rts87Zvg4uSd6kqQQ/GswL74FfFyhUPhQJaIHoJkjiHRwj1c8+3umOQeX13w+n+hYQdIKVdDpABFr6O34Xe/7+zsm8ICCy4GkCAThSxCspGomfTEP8Al0LvJuCnzm+fPnibM00R9UhKDrXObgENweua+fnguXGV977uef8zV020VAAq6A/YS9SSf4O2fNmM7PzyM5kvt5xyPG4HwmPg2BeW/HCv4Hf3rypMtROtD2rV4vTGAkn8/rM5/5jPr9vp48eaL33nsvQc7v7OyEMSIoQckPzmsmc9OCBmd0Z2cnyhidhAGwMNk4zxg1adraqVAoREYoIAglgaDwuXQVCQpbUgA2srK8RBfHW1KQTdI0g9EBKQLHQfE4yi48GHkn/shEJ3OV8k82Hc9xknMymcRzaG+G4gJAtlot9ft9DYfDcK5wgq6vr6OXNRUlKFrGyeZ0cCcpofTTADptdNjQELeAfy/Fz2Qy+t3f/V2dnJzoB3/wB3V5ealXX31Vk8lE7733nt54443Ehl9cXNT29nbIHGterVajRQUH9BaLxThUjQ1Or2aqeACOw+EwCISZmZloOePZBQA/SsycZER2CAhR8uZGYjKZxPoSaAKIUx3CIZuckUKgi1YvrAsgEgDvGZL3799XrVYL8nlxcVH379+PthaeSelEC2WHo9G0nBSgAWFOoPJlIQrX1tZi7qgQwqBy4CxkE8Qqe5cALplG7iwBLDGKudz0UOFmsxk6gz2Ec0xZeiaTCWKYQ8bQfVzj8Tj0JxVh6EvPGslms5FxgPF1kJZ2tldXV0OvepYWoMX3CzJ2fn6uTqcT+n00uqlq88w5Wt5xYDq6SEr2MHX97Rdgzqs+AHLSjSxXKpV4n3w+H4S5O7AOphk/9oXxAxawSw5kvQVLOpOJOQWYpYEFesozQHGU0Slk9DFHgCwPxLBu2Jqtra1owwi5x1khyBWVlwsLC9rY2FCpVAr9BHmCLAGOJanZbEaAmblnvL/5m7+pt99+Wx988EEA/q9//euq1+vRFiaTyUQ1B3a03+/r//yf/xM2E9mD4Pza174WAQ1ayfX7fbVaLV1dXenZs2eBA/L5vFZXVyNgnclkoooB3QvpTOm5Ew/swZfpcidkdnY22pNxfouT4p7Bj35BfqXpuTT37t1LBDz9WbncTcUPGGR/f1/7+/th81xfeYUuDiAH5YIZvWIL3ebl8fwNOw5Rhj5Dx6PjSE4gwOAZgegJ39/gLP97LpeLNk6VSkXSNJi9uLioe/fuqdFoRCvDbDYb7bOur6+DcMexY+/4OzKv2B/Gvbq6qouLCx0eHqrX60VrRIj4i4uLyJhlPiCpqGoGe7t8eFCGMT5//jzRsuX6+lrNZlMLCwv6xCc+EaRYuoKBgK90E0CSFMEr/xtBDeYPsoCqdJxA9jiyWq1WVa1WE9VHXE464sNAjB4dHQXpxrjSrTAh8obDYehG5AP9RdJLNjvN4Ofz6M1cLhfJVdiQbDarZrOpXq+nx48fq1QqhU04Pz+PAMrm5mYQhMjCaDQ9+P34+DjWHLvCM2id5gQr7+hEMwGwmZkZvfnmm9rd3f0OaJv/dy5sPp0SSOZaWVkJss+rvDyRjj3rP8wpOAf96fIJjkh3QUBewQVOjiGbyAL60rPoHTcgZ+7zemUs35tMJoGDsede6cV9nUQCk4CFmAt8I/BsOrhChnq9Xo9qMIh8l0ufC7+HE1roTJ7HM+r1ejyHinuSc9iH3kUBe4GedPL1tnd0Up2/oSfPzs6iUs+rmD3InA5Moks8kxcZYQ/zzpwlsry8HMkznU5HzWZTg8Eg2njBtXiQDT6gWCwqk8kE0ejvzTxiHyUldAZ+D/LFOR7MJf9Phnen0wlfl3cHv/Ic+I3hcJg4zBtZ90p+xgTfgIyAA6mCqFQqoYsdAziXwXs5x8HfXoYLe+7BXOSPBLhMJqONjQ1Vq1UVi8WQdQ8G5/N5PXz4MBKk4dtWVlZir0lKcDQklLnN9/2BPb+8vEzgOi4+6xXG6ENP8uB+YBp0hvt54Er2a9pXlKbBG2SWfUDSFolEvDfBgNsSDZA7sGQulwvOYDKZREIiPh34RFK0ZeRdaWVH8pEHX5kf+FjmlGpYSYl5Rhd4sMP1F34c843eIEiazWbDpygWi3GGLvgnHXD0OSaIIE113WQyCZyKTHY6nUQwCx+CNfFEY+wq6+2JibRAQ348cIr9QWbdV3SZcpvj/z8cDqOLQbr6Ak6Pe8KVOFZPYwiSQJFrMLYnbDEncAhUpnsyzW28RLlcvjVx36unvtn1wgRGstms6vV6TBLkBb0B9/b2wtC48+rgDUcAoUAgUIIeEAHYYMi8TZEvnINEAgIQzWx2NrpH0ACYvgE824tN4g4mAJIsKZRxOvOL77thBWQwB7w/9/XgCI6Xk04Q/ygWF0oy4gCpKGAMDGSPZ5gQaKH9lPcW9iwQ1gjnjrlwAOsZLenLDQaGxueUecvlcjo+PpakaOG0srKiyWQSfeoB74zN14LN7orNAS5tOXgPgiwE8siOY31QThCqacAPwEUp4ixwQTS4g+7ZNABMP4uhXC6rVCpFL/7l5eUEQeBVMGTvQE4y/pmZmWh1g/GkvPD6+jpac/COAHxA8WQy+RAhyPikD/fbfFmu5eXl6AXvgQqfC58TqhQgt9N7hH3A99n3Lk84Yh4cRg/y92w2G8EJZBrg4pkit60h4Auyzp1i7g8QdIcPsgRgxXv6XLjuZ3965iTEEMESyqnJ5GK/umF2u5B2nvmv2wi/3GGSFES6pDhXB5DP+B0QMEf8/21OP8/md+gVB43puXbZYfzMszt7adnxjGP/uwMV9C7znMvlEq34sC9pktVtHUF0yAPG56350OG08fJAMvfa399PVOVkMpk4H4z2WePxOKpOec7s7Gz8O5/PB1GJPcQJooUk8g+R6lVO6DXsG7YL3SpNDxF2++pz+jJeHtSnvJqEE/QFn8G+eim4NK06oZ0q9ocWH77vcDqlaTa0Bzl9rznmwtZ64DKd9cnv2NtOovle4H7sQzADzrA7Ab7/fT/7PvS9zXh5PliQqr/V1dXI0uK9PaPZ9Z4T4AQf0s6MZwv6GRhUnzkW58d1Co4xewKnyB0s9Ie/N840GAbMubCwEEERtxN+D89ER9/hJ3gLInfoWVfOJOBMOPASwQECCun97PrKAz7IGhUwvs58z/Gx4zzeA/0LfnXyxYPdbpN5b77vuIwqaHQemI7EGirruQfn8OBDeAY9+5V5dIIjTWjxe/ZJPp+PANvLdqUJd0hfsus9uIBMcbHfnOhjbd0/8H3o508gT8gXcuRBDJ7r+Og2YobnI2dO4EjJfvn8zXUlz/Gfj7KVaU6AOZSS+M79T3RIoVAIW+C+Hp9L700PgqR9Fp8X5JhABGQ7Z8C5H+x2irlIE7T83dcdXckcg/OZRyrAkIH0eNPziY7Hh+M58Bz+zq47stmb7HTa7+Fbg4X93m5DmQsIVkhRD/igg7EzvDcVzgRy4F1cttBN+LQkkzEe5g7d5f6N+zP8ziuePHs6ffatV5YQ6HOfxu2ozzm2KW1rX4aLOWUOHVMxb56MhSwhG2BxCFa6gZCw6fuFLH9wiaTEHnGfT1JCDt1PZ9z+Dmkf3P/2URd6B1/bE4O50jrOx4YMun9B8MeTS9JjcL7BiWjuBw68TbfgM6Gv+BzvwOe4r+Nq9hS2DO4yvfdukxHewassnO9EZ4FF6WiDbwwvm8ZbzLEnV/lcw2ESgAX7oUMcO7P/03bML7C/4580T5CWMecn0u/uuMHv5wFd56P5YS7RlehI942Qq/R+9CplH5PPo88NfJInYCBzJNJ40DHNl3yz64UKjOBQ3L9/X7u7u/rggw/0+PHjOLD67t270caJMjFJQbBIU6dhMplElHRpaSkyQeiVi/MJCZJ2xFhQDuqi3zIkB847Bw9fXFxEJiGVAwsLCwFCARgciOfBAN8IGFUUBb0Sx+Ob/u1+7gXfgXRDOCFvOCAIB5JMxH6/H2V3mUwmMvQw3pQtMk+vvvqqarWa1tbWdH19HU4TVQkLCwva2tpSPn/TEuLw8DCII0pjvfUOG9cjz05yelDIsyrZGO60eosKLpQ5fT1zuVy0rdrZ2dFXv/pVra6u6vXXX9fx8bH29/eDNN3a2pIk7e7uRm88Mj2Iwnv0+Pj4OGQMMpeqHBQ7wQQHSkSTkUkPvrgiGg5vDi/i/vRILRQKcTAxhCGAG7JoZmZGxWJRa2trqlarevDggQqFQmSRTiaTqBA5ODiIPuQ46Mzx9fX0QO/JZKJGoxFGDxID0mVtbS0cAA5J5rtUwKCcM5lM7BUyxN34vkwBkvX1dT169Cgy6jm8FUfNM9C9LZq3iYGQgpAm6+nq6uaMHSlJwEsKIote7JIikMBhlGRbkMkDsODsCXTLZHKTPbaysqJ2u63T09PQI55BRbYGrfWoIEIHQBACYtAJDgC9kq7VaoUTUavVVCgU9MUvflGTyU1rJD7/4MGDaGvkzqgTjw6EeJbbBA9eoJeYNw/+UhGALqjVamE3yCwD2HBfKhIkRUDfAS06EwLMq4AYq4M23pHAK8EU1gCAQ1YOMuOJB+548OMZnU4y5nI5NRoNbWxsaHNzM+T35OQkggvoc0lBYFJ9wZ6/vLwM+eHgtkzmpnJqMBhE5Q3ZJaVSSVdXVzo+PtbJyYlWVlYiQy+Xy+kP//APo6rj+Pg4HN9qtaq1tbV4P9oXYoMh/J49e6b3339ftVpNxWJRDx48CN01Pz8f1XXMD/uP4DXtv9iryJI7Yi6DL9OFfaP6st1uB3YoFoshx5RyMz9O2AHwaa+wsbERJN/u7m4EMqSpE4LzC5h30p0LnUs15cXFhTqdjmZmZtRoNBL7g8+lHVhP4GE/+niw3ehH3ldSVKDRWou96oQUcsp7oGOLxWJ8DrL61VdfVb1e19raWozbSRicWsaKneEMNsbuQXLmHztRrVZjHOwpiC1a2JXL5Xhf9C9JN9JN4spkMon9f3x8HFh5MpkEZiBoX6lUtL+/Hy3sqGI9OTnRYDCIjEYPBkCWUtng8+Atq9Cd6M2ZmRltb29rbW1NKysroRvwDQj6u1MPdr2N/OdzzJXLzHg81snJSbSiAX86TuR3nMFE9iuEQyaT0cnJiVqtlg4ODsJOor+pjsMWo8eePn2qwWCgjY0NbW1the9QLpf1hS98Qb1eT61WS51ORycnJ1GVOZlMEngZMpAzYrBBtIw9OzvT0dFRVN2DJ9nbnjn8Ml3IjJO9rC+tZrxFJz4c++62oG46mS6tv9jL8/PzUV1G5btjcfQRQVevJPHgA/5amiROByb4PH6Dt1Bx4god4GQh+wmfzMk9KZkc5wlr0jQwh63Y3t7W+fm5jo+PI2C3uLgYJJHPG++JzKM7HaeCk9DVEPanp6c6ODgIvdLpdMJX8q4Unrw4Ho8TgU1+R8CK9x+Px3F4Ndh3dnZWm5ubgXUgIj0pyYP5UjIYD7ZnvGSep20q8vnpT39au7u7ev/998N/4TvIEfjVM/CxW+Bc5PU2nOSkOXiOJL7d3d2Qx2KxGJ/FhlM5h7zzIyn0N5n27C0ub33m/n0+n9fGxoYqlYpWVlYCF37wwQfhp4AJa7VaJP443mAcPAObQILOy3AdHh4GBvfq1Vwup1deeSVkzTtRsCex2cj14uKitra2NDNzc4bmzMyMNjY2dHx8rOPjYzWbTeXzeTUajdhDnLWJX+pEL0E75MMDe/7jJLiUJO6lqe33dv6O4XK5XFSTeeKMJ6wgr17xB4dVLBZjT1DVTIU0Oprvul73QLj/kERI8uRgMND+/n5UFJA8USqV1G631el0gg/l7MrxeJxIvCAAxDuTxMb8MCbGz37zqmx4IyfrwdZg5ZOTk9ChjUYjqt24PNnE9zRJVuh2dLfrDRIAvb1Wu92ORA7sEAlenizjcuJ7PpPJhC/sfno6mOc+OXaJy4Nl6Ht0PngRTMyakkTmZxGjAwlCpm2eB3xOTk4CB3ilJ2soTc8fyeVyWl9fj/Ujic3tO7Lv7/HtXC9MYGQymUQEv16vh4LCGS4UCiqVSlFS7L3VAXUQw/RwpOell7OR/UwvVEgzjBDCxkJ41oJ0I8S045KmLWcoEWJjuSOG4uN+KDYAGsGR6+vrEJK5ubmouEA4aE1ENrQ78+70OQBx0OnkYzabjUw75m9m5qavP4aY51KGy5x5ZBCDRPYh84mScYPg42ODMS9OvDHP0of7NzJeVwTpzYMic9LOMx07nU6Ml/J/Mg0hFABaOHh810vBmHOy5wBjzD/vBVGKw+clzygByh6pzvB2Sp6548YMApvSZGSUtcZhrlQqcTAqwRA+72XFAEY3jjwL52JpaSl6p0LaXl5exn6s1WoxTta43W4HeUjwkHsyX05I3xYwfNGv1dVVPXjwQMfHxxGUINvP9Rzl4BhdiGoIc4JYGDYcEwKYgBWCtLT9AAC0Wi3l83lVq1XV63WNRqMYy/7+fuI8CA8uQGazdgRwvb0U6wnoX1hYCKDjFVXoOGkamJCS7RKc4PKAMMRSoVDQ5eVlABRks1qtBtF5fn6ecLa4D7Lr+hsdxL5259idcICqA2f0Ju0E0uSmt16SFEFkQARADICDc+ote9ye+JicSHBH0MEWn3P96sEO9jHOP7KXvg96anl5Oc7hIEsPh98JVWQLIMYzWBtvy+HBG/QjlWuLi4uhU50UhESkEu7s7CyII6pEmH/sOmW/zCtVrD6fnO2VrgZwufB5BFQTeGFNfE5e1sCIdLNv+v2+ms1mghxif6P/CKjjIOFQsEfJYPeMIwJrEIzp1gfsacdL6cCDl4APBgPNz89HgAA5Ya9zv7TdcrIQDMT/+971oLXrFddHjlHT5Cc2w+/PfqtUKtGyhMuz3JzoYn8NBoNItMHJQp+AqdgHad3E8x0LuCPPhV5i3mZmZqLahEQPb6nDurBfJ5ObJIyTkxNtbm5GQhSHAOP8SclAN+/v+jG9/9zG+VoQfOasOObOM119HdPBMcbA+szMzGh1dTXmwO22Z/aRkOAVGWn5crs1HN6c+UEGNw43Nhi/R1IEtIrFYiKAjr/D3/ygWx8LssAcQOZDKPkzPFvQfSvknwzzlwX/pS/3edBnBCvwHYrFYiRbsAbIMPPPeqereaTkIfdpfwaZZ39ISsghdtMTSiDyCWiRtMHeZY8xRvYBf0N+nazC72CcYA7HYbfNWdp3cT2N7Hp2cyaTCdzpgQAfk2Md96NdJ/vfXK+SkY6exLeHaATbcIH1HJ/5ezvJxHthxwg403oIHbW4uBhBBz+LCV+T5FAfN89A93qwHX8YH5bn065mbW0tyF++5xViBHVYa0hb1hD59fV1e8fFWpLk1+l0opq30+mE3How2uXZ7a9jAeTb5Yw1IJnx+vrmjEN8GLd1+OgeNPM5dHl2n5t5gmgEu77IF+tN8hLYAS5pMpkkDmkm4QoS2wMUHlScm5uL9ufX19c6PDxMnOOT1j1+Rho8mONRuDn2JngmrY8cT/nf+X/3JaXkmRlODN+GIyQlKjS8IpiEQohq/H3ulebjnHD2/ZVeG+wJWACsjY/mgelsNhvc2crKStyD/eRYzIlwfGDfazzb96zbOWTE/Vz2KHwwfAUcFYEHsBTz4v4smIx14d58XlLCb8MeonOZD8e13saQ9/N5vy3RyTlp1/Hc33W08xFum7g3rVtpXejBYBKCPOiHHU8HpGl55nLiCWDYeJKKwHqsHQlg/B48yL89GcL307dzvVCBEfo3b2xsxMYGaEHGNhqNKJN3cggiu9lsqtlsRkQYwQIE1Ot1LS4uqlwuR2YiB2pDLrqQASYp9cdRQGBQnHyOrASPgrlTmI6KZbPZyC6g3y+kNllcKBAyKMniSWfgSB8OJABAIEWlabsaSAUIo/n5eZVKpahkQImRHecBAlo0sRFoWYIhcyXvgNJBAQ4RG9iVKwoi/R1Xmlx8zxUi0XIMCBHs2dnZOHOGiHer1YoeytVqNTLoCMqR+TYzM/Oh8zzIAMpkbjLzcJJRfgBVWlcwd8gFmf4zMzNBAhD4wggRbWeOAVwEACmtJ0NmaWkpAlkERih3HA6HcVAw2dc4SqwtkXufW5T8ysqKtre39ejRo4Qckl1GNiiAGMNJ1h99qrmvt3MDlANWXyaneHt7W2+88UYc0IfT4cT8aDQKAoiy+Ewmk2jvcnFxoVarFQ4zLYRyuZzq9XqiqmllZUWbm5taX1/X8fGxOp2OPvjgA62urmpzc1MPHjzQeDzW//2//1c7Ozt69uxZVGTcvXs3qu6Oj491cXGh/f392EO0VEJeCZJ4xgOyg/7A6HJYunR76fJtzq0T83Nzc3FGEpmmc3M3hy4jnwTqHHzxLCfv0sEYB8DMvzvHXjrPfwH0q6urymQyEUyXphlogI3JZBKVI1QVor8BLV6VCDjkHt5yj3EDRL08mwtigs+gYwGpfJZnOwHjbSa5Tz6fV7FY1NbWlt55552wYQQpyKajt/bR0VEEarGDg8Eg0QoM2w45jQ3c3NxUpVIJEtQTKdBpZIHRlovMRQe4vMvKykoARwAa1VTFYlE7OzvRQgeHA/1MkA3Z9nsTPHYAC7ngsv0yBkW4aLnhAQ8yLclEnZ+fD/IDYoY2CNfX1+p0Oup0Ojo6Okq0y5qdnVWlUoksMynZvssJC36H3QafkbmIbj49PY2sKxxnJ67Stov7oRfAVgQbSAqSpg4hWaLuSPk4fX+6HEI+sw/IGKSFljtaEDmOsdAR9IM/Pj7+EEYmMxNizQMjVLe6k8dYnBhijgjSkwSUz+cDm7GvCVB6VjprCjnV6/X0hS98IZI2sBUE83EAnaT08Xh1YjqQ4YFX1o0qykqlEmvkAQUu9nda3jzQjZ6hkpKWcmS6eptWbLqT2VzYI66LiwsdHR2p2Wyq1WolKl94b+zn1dWVlpeXIyhB32kC0JAv/H5mZnpIPP+mhST4FoKB552dnX0oQxCb6XazWq3GvnmZcKBfyGEud5O1joxwluPe3p4ymUxU5RJExof16kf2iPfX53IyAqyOfvXkESeXWG/WFz+L5Cf2NGQacu/nnKBPuMBvkJ+eQc1+ZF+lCUPXJ/zN/Uf/PXqPZAv366laYi6YS7frHtj2zH6elcYAkKzMJQHsTqcTON/1r5QMjDj2dfviCYD+jgRGer2e8vm8arWaKpWKlpeXw9aQLJLL5aIS3IMszJ+TpV5xRGCGg93Bp+PxOBLwMplMnDfE/VhP5Ae8zT2dyENXcS6rVzNSgcY9qfQZDAYRBKZaHhtOQg3kN9g7XTGILEIoewAQe4TfTNU8n/M2kvhrrG06eQdMAL73uSDBjarJFx0bgjfgMrzaCrtNJfDi4qI6nY4k6f79+2FLvBIYDmtubk6rq6s6PDzUycmJnj9/fqsP5DoAnE51kbcqRzbhuQaDQaynB+t8Tzre8n87t5LGX7SW83X3oCF7x/mu1dXV0NHgVQKijj9cD3oygo8vjSvQdfjmzEVathk/Pt29e/fiPuBEkhYJIlAB5AFCDzD7WnnSBZjSEzMYJ5zsycmJVldXVavVgk/D74e/lZQg5z3wj05Az/qcoOc8EZlOBz5+vjc7OxvjTWNC3hPMio1gflwOPFDnvkq66sJ5O94HbgY5h+vEHmBvZmambX09cIRP7Njef5w7OTk50Wg0CrwIpzM3NxfdHCQFXnB96wno6SDit3K9MIGR8Xisw8PDMOD37t2LbOZsNhsVIxgQV0JE6yeTm3Y9rVZL4/E42jKguDKZjFZXVyPbi/Y/ZADiVNLagEWiIgAhJQuKzXJ2dhYKkkj/aDQKR8QPyHVgwCbGOfBsXICGNCVXvGomTaS4YmAMkKW8i5ORBHqYe0rjaf8FEXV1daWjo6Mg7GkbJU3BA88mO8JBI3PhDrUTT4zd2w9IU1DrQQZpmlWGcuDv4/E4NjH3ZR1RUGTG8HvasNBqgIoZwNje3l6UhtVqNZXL5Si1ZW698uTw8DAyLf1cBknxWZQ26+yHb5IlWS6XQzYlRXDPnWYIC1c+a2trccifO0g4KA7KOUsE4Aah7Nme2WxW1Wo14RBvbW2p0WjEIcPsPdaQQ3M965uAGiV8lUol1o3sjeFwGOWjAFaXkRf9Yk8eHx+r2+2q0+lobm5O9Xo9Dj5jDtljtK17/vx5ZNkAGjBgELhbW1shlwTRnj17pm63q+fPn4eu2d7e1uc+9zl94QtfUKFQiHNGOIy11Wrp7OxM+/v7oVM4xLfdbkfrvtXV1TiXwbMzAKHIumcjO+ggAwwHiX1MYBIdBWhFN0NcEyxAfjHuEG5krtGyEEAmKX7HnnUQAxjxTDp3yBmbE2D8rVarJYKa19fXIfO0bBiNRrFfmC/IQN4T3QBg4DOeXeUOmGds4ES6sydN25MhW+5IkvXBOkIM8Cx0LmNeWFjQ9va27t69K0l67733ImOLpIK9vT0NBoNoo8W7Me8bGxtBentLIUmhiwqFQpBtkLQEoXK5XKL9H84DQSkPgPF3d4zpHzsej7W2thb9irvdrg4ODiLoCB5xUg+58CpF9i/2wu0kANHt3Mt2OTnnBAOkX7lc1t27dyNx4/3334+5xmZhu2dmZtTr9dTv97W3t6fr62sdHx9rc3Mzgbs8yUGa9uX36kuwF7aRTP73339fa2tr2tzcTFQ8SNMgBXrFgb2vNzKZDk6kk0C4jxPM0vRcOIKOBHvPz8+1srIS4+D8KubJ5R6Z8yo2HDKSQUqlUlTeEGghSCFND+5kvmiL5A4e7wnxg53ywI4nsUBwSVPHyQlNxovzS+CfdonelsoJKX8v9qhn9DJmdBEksutJbAckTblcDp8DLAcu8z3PnPu806KiUCiE035xcREYm/V1stV/mBPan2I7pJsDttvtth4/fqxms6mLiwttbGyE/gT/ORHqRCLvC9nC+hLERLYymYwePXqkVqsV5CRternYN8gPczozM6N6vR5yQ+tV2jgQIH/ZLvYa84jMgwXm5+d19+7d2GcEi09PT6NiFhlx3ePz6YQVpA2EEmPA1oMpnaTB5oEJaF0ymUwSZ0ZA+ngbVvxUH580reDid/g+nijlvmGaSJOSvjB7zX1gSZHEOBgM4lBa2tFVq9U4E8x1723JC44LpeQBu9727vLyMjAfGMQDX46v2NO+Ro4neR/WDjnBF8/nb6pxDw8Ptb29ra2trfC5/VyNTqcTOpSkFwhKT1bzFjdk+3Km0NHRUVQHk3RAEG1paUlHR0chV/Pz86pWq/GMhYWF0PP41WBhKhtzuZvKKPD+4eGhut1uJDdCdkLaImPLy8uJlkj46/AvThAzZv4NyUiAlznGZzk5OdHBwUH4HCSc0Q766dOnsV+wNawrVfyMifFABLIew+FQx8fHsQ9KpdK3rjz+H7xYQ/wUz0pHnsE77XZbx8fHkeBXq9W0uroae2Zvb0+9Xk+7u7uqVCqRoIevWyqVoirSW/7wvGw2m9Bb+DVuw9iz5XI5wft5QDOdcOPPkKbVD06Ks2/SLTH5vJSsDvMEC5Ll0G2np6eRiOaXB1fSZDyBybTfwvPwx7E7BInG45vzG8FhzWZT5+fn2tvbi3kGx1Wr1eCdSM5mHtEV/t6MNa1/wWzYKzDZzMxN6zS4p1qtpkajEXPlfjtzAKYFn3vChq+b84ke4Aebl0oljcdjra+va2ZmJvx6SaHzPWjC+TdwDV5JCxYnQdLtgyfA4Ld64Ib14h3hg+Ab0Lntdjve01t+MReux5gb7Fo6gZzv8mz+TVcH/Hnn0T3hx30t9jwBPt7vW71eGNaQbBNaWbDJEWR64KOk2MB8F0XF91lkQAaG3hUVC4Hg8TcnmLyFCABsOBxGcIRorGc8sJA43u7kOlGWdoAd+LgQuFPMcx3g+YbAYUWx8K4oT5Qcz+CdKNnEQNMWajQaRamozyPz5eVm6Qgp7+nKH7INkp7P+b3TkVm/PHMmnU2G4mRzArIZh5MSkhI97mhJhSFhfiHmAIVkGkMKeOSe7ILLy8twbN2YOYnK+IjMugPkZLADYkhAiFUywMhoXltbi8Aiz3SHwZ/rpC3zQ9SWLDOMUS6Xiyjz5uZmBCiZI4I/3t7BK4dw7Jlryq69DBXZZA+7gXoZLjKDWq1WtL6A5GWevL+vAyOIJOSZDD2M7fLycmTRImsEECDTCAZSlbe9va1s9iY7tdFoBCglC0pKlg+7fgDgoK/SjqpX+bkuc4MqJdsOIquMgX1JEAP9cn097UuL88U4kTOCKeiRNCDk31SzuK2Rku0Y0o5yWi+RUQLo5cd719Mmg2eiUzxz0sfoWZU+Fp8//x5rQGDEwaGDXvQ9+9BbYHipLHPuRKdn3OEw1Ot1nZ2d6fnz56ELcOKRI4gU3oFnoy8YH+Ce4AfJBjzfwT4OFvbXg0ReZcl6uTxRteltI7HzZDE3m81ED1bfA7f98E7ucLjdd5v57YC/F+mi0sB7e5PxiQPhdgkbgr5bWlrS1tZWfGZnZyf0HMFdyBHmPx3QvM3ZdNxAJtPFxYWazabm5uYiYJZ2rv3e6Ywnnud23fWF/1eaZs2zh328k8kkQWIzdsaMjoGoRDcwntscKd6b+3hv6HQQMO30u/PkbRakJL71d2EcPAPSiICo65a0swoZC27gHD7ewbEga5nem6w14+DzHij2/ckPjiMZcdK0ZaRj/9sCGq6z0Ofo9kwmE/JNUovfwwkLTx5J6w4q6KiIzmQyUck5MzMTSSmQpcwR+hEfiOxqnkEVu9tO2ibS3jUtIxCv6b1Fdiz2BkKDuXmZAyNOwpGwR6IWPvF4PI5EI/dTXe7SusezSaUPV8XyfDCE2ynfC8iJ67N09S7yjP503AGuc184ncGcDhTz3LTf5zrSx+qfcV3juohEEZLUOE80rXdvk8O0DXc9yjPZSwScnSeQpgSpVxT6HHG/NMbDThIw8/Y7+O0EerwiiH3HnnTfzM8PcVng3fksFRuDwSASVHg2a03VnpPNVOSAs+ErSI7BDpAY4bJGFUW73dbR0VFwD5ChBGd4D/QaiTNpzuWjMBf7wbOw0V3YJnwmSdGCDT2MXk1XDiJ3noDLuvvfScygKwecyYt++f5P4y7WH/8N32F3dzdkX7qZw2azqV6vF23UJCUCy+xNyHpPwnRuEFlBp0nTsyjQwbRHcj8gHczkSnNi7g+kkxnRjb7f0/wReoEf8B3vif/qAZjb5hr9xH3Tn/PxMw5wz2g0ikQGEjqWlpbU7Xajmmo8Hid8UPA7iW6MjcAjusB1q/u1jMX3C59lXsD6JIEwVtaWufRqI650sNvXznGYByuYZ6qzS6VS8Nj4i25PGD+2mLUCB7r8IHu8v+NGxuL3vk23ObacTKZt+P2cG/SVJ+EglwSwfD48Ad/lDBzAXHuXEnSeY1evcuHffqX9p2/leqECI2RVnJ+fa3l5OTJPySCEdIaIwfnyCO7Gxoby+bxWVlZUqVTU7/d1fHysVquV6Gc+GAwickwlRD6fj/LSfr+vi4uLBLniAJ+2QeVyWZPJJMAU/f0BqfQSReGVSqUEEIWkQunTLxbDeH19HWXUTvwjPJCb3McDDgjt2dmZnj17pkKhEJF1J9dwLlutVjjEnU4nzjTp9Xq6uLjQ4uKiWq1WGAQcImma2eOGn+egIFAazCHgyI0eCtABBUYKEOelVihysi5uIzzcqLjDwSHIy8vLcTBoo9GI90ZZ0gOWub+8vDmcfjKZxMG/0pSYQDFnMjftHrwahIwuxohiJ8gBCcmBlcwpSuzZs2fhIBWLRdXrdX32s5+NftedTkfdbjfRb515Jfo8Go0CtGIwRqNRVCOReQPgJBK+tLSkzc3NRFAjl7spxQaIkLXLc7PZbGTqkjWEQcjlbg4Zk24UNweBr6+vh/y+LBUjv/d7v6fBYKDnz5/HoeVktVASTys99FU2m1W5XNadO3eCiJ6fn4+2P0dHR8pms1Gl0+12tb+/r06nEzp0OLzpw/nKK6+oXq/r1Vdf1fz8vA4ODqI66erqSnfv3tWrr76qZrMZmajPnj3T22+/HQexeUCPtnruxGI8ycZhr7jxxxh78JSDlwl4SFN7AUhlb56cnGh/f1+vvPKKZmZm4iA6z0ZBDp3sl6YBaCdw2NvutDopJCVJBPQSgWP2AHoLQIgTR19YCCAcTEkxl06ipolW3jsNwgH0FxcXoYNxenH6eG/GCRFZKBSidRHOa6VSiSwkwCvre319rXq9HtlKs7Oz2tra0uc//3mtr68HeD45OVGv11Oz2UwEX3h31nJ5eTnR/mZ2dlZra2sfWiv+myZnvFKPdwMkesYk6wihIClK+SeTSQSxsLdkTa+vr8dh4ayDk+PYQp7jQR5kFyDK/99GMr9M18OHD/XJT35Su7u76vV62t/fj/YHZM/Rxmo8HkdLl62tLW1ubmp1dVUPHz5ULpfTycmJJKnf70eQHeKLTGr2EM5Mq9WKgF3aIYaUQD+MRqM4nPrk5ET379+PxAF3Xrg//0avuMPrmcPoPg8Ij8fjSFhBl0gKnIo+BSOg00qlUmTzETjClnp1iBN3abK71+sF6VAoFBKkDYHvNN7inqVSKXQF9yO4fn5+Hg4XjhlZaePxOFqhOOZC51BFSIUFZ1+98cYbun//vorFov5/7P3Zr6RZdtaPPxEnznxijjPnUFnVVdXubrttbNkYIWSMLzAXCDBCIC4QSHBlhMQNQgIJrkACLhgk+AfwLRIghDCyLSPbsmgPuLvd3dU15HjmmCPOFNPv4vw+K553Z1RTBT0Umd9XSmXmORHvu9+9117rWc8adj6fj/M0NjY2Ah9SLewVQayrE1SuZ1lP2s16kIIg7c7OTrTZQydyELxnwTpZDDb3qiWXBXwTz6pDv3hl1f7+fhy2zM/At0dHR3r27Jk++ugjFYtFNRoNfelLXwoMjnydnp7GvCAXu7u7MRZITrLd/+AP/kDNZjMq4unjns/f9RSHBAYD4rOhfweDgS4uLqINInLLIfP4DRsbG9rb23sp4/V1uEajkdrtdrQ/Ojk50crKik5OTtRoNFQulzPB+s3NzcBk2B/kCtyDzPk6OxZH/vg9PoMnSHnVO/oInxGSGrxJdSj7j1Z1HpiQ5vLMnvOWoJ7w6Ak1Ujb4sSgggr7zYLD7alQFgNlGo1E8h4xaEmicmPZnOHkP/uPnED1gSvQ9vqHPBfqP/4NZ0InT6TTTPgpdwrtdX19HpwGSPAaDgUqlkt544w1JyrS64nk8i6p02iCypt72hfH4M2iTiu9GYAIM6TxCuVyOMyhzubtDnYfDYXRG6HQ66vf78Vnsx1e/+lUNh8M49LnT6ej8/Dz82729PdVqNX35y1+O8Xe7XQ0GA7148UK9Xk+np6dh48AEKZfifopXKFIBSIY0HA17ijaVVPdjNwmg+F6jyoa9CS7keeDQfP6uEr9QmJ/n+Cpf7E+q3TxJEr0At8Y5Mr1eT7/5m78Z8889vMrz9vY2ql1LpZK+8IUvhG1lX9OBJZ/Pv1QVgl7L5/PBP/b7/ZARWjMTZHFfjSCOc1vuF3gVBHiWpFwPhIIhwJ6OISVlEsYJRmBD2efsaXCLYzZfAz7jQWuvAuA7yCQ6D/zp3Qxon847oGPx+/b390P3w3eCCb1ScGVlJTAwSXkeGOIznJXK7+GPt7a2QvcXCoXAGNPpNIPRPDmb+UAuIPrx1VhDTyCGj6G9brFYVL1e13Q6jXOPSJDE5oCv4L9IVElbbmEz0oAW/lDq+0vK8B4uu8vLy8GlwD2AfR3X4v/iC6H/PJhHay72DGcWX15eRrss5z68uhwbB8+1ubmZ8YWxj/8n1yvDGrLZcPIg+lEYtJby3yEk0lw55HK5cI5ms5kGg0GUgnMmAqCExUQZeSkqmxXhShWDb858Ph8CJN05rU7C8RycXQQFY+gZwmzg9D2n02kcJuXAkOcAxHyj+O84BwMl4dFljAFAEXBMD2VIKo+k8i4EhgaDQcyJR3VRHg4mPdPY/+2k4KINwTw40cXPuTdj4GdOdPA8z2RyY8HY+A7kIIrKz8OAwFtZWQnAKs1bfXlkF4ey3+9nDgAmcispKkZweLgvAIu2B2SUl8tl7ezsqFKpqFarRYY0fzxrjzF45oUTc9IciBEo9OxNCIrJZKJqtZohQ5BfQIyTOQAKDzqyhu7IYDDJ7OVsIIJBr/JFRlC73dbTp0+j3B5jjR67vb1Vq9UKUObt9Aji4RRsbGyoXq9raWkpynLJQsnn79qj5XLzFmjo2VwuF4evA1DQFTg/BNIGg4FWV1d1dXWlFy9ehEMDSY9j6wEC9hmBX0ghDK3LFPqLEmaCNDja0nzfL8qU4feSMiCCseH081m/yNaFIEe3uj7xyx19/x26kLlgH/h43G7hMLIn+D/BIcbmmWhuh5AbJ3V9fARGXQe4I+b/5nsQIbQJ4Eyu0WgUgMh1rFc1Qtq89dZbOj091YsXL0JXYlOY1zTbBXAMgYdeSfeOB6V4L7eB2DKuVO/4uuG4kgTga+DEEGQVju9sNgsHl3FyT/7NfKfO0SIb9jpee3t7euutt0IvkaiATN7c3Oji4iI+XyjctRY9ODjQ7u6u6vW6JEU1R7PZVLvdDlxJwB98ycWauTPMz1l39AHOGpjp6upKFxcXUSKO/Lt9T4Oo2GIp63i5bOOkgCNIIkFvsGe4BziBQJ3rPT/vw/EZcu9YxcnKdH9A0DkhyMX4+MNzPRHD58LH7jqfKyUS0KH0/KaanO+Nx+MgidMgo2dDsi4+h+nacDku9HHw7xRHeUYcjiHPhPAE96MjkDl0KNWNOOs+L64zIPZWVlbCJrvjDnZqtVrRSoYzmXZ2drSysqJmsxkVNvTcRsbdz8H++PksBOOw9/l8PjJDuUehUIgkLM4Nury8DBkGL7hdpR3UaDRSp9PJZJy/bhfzyFzSYo09RgIA8sB+c6LViR70qstu6qulegB/LJfLZTJh+Rl+AesnKXNIvGd+pwFjDwBIc30LDkAvgRGYE97FSaJ03/r7cKVkmpQNdEvK7FPkGn3lPmzq//iauQ+7KDEIfe6YhT3hQWfWGtvj2NIxJM8ER4PbSVBBNlzP8X32nxNjBHbwDZA19GZq07y6zxM9fD583h1/YVNI6ioUCjo7Owu8y3wQ3Oh0OjF3tEscDodqNpsaDodxlmaxWAzfEd/d5Z5gPMFyT1R1f5S5YF6wS7PZLBNw551oEYYf5YER5Ig1wC6QGIQdIHmA57OurVbrE2qO/3cvlyv2umN39hOBevYh5/Wg09wu48exX+iI4WQ2exBujov/swZ+9hJ7Ak7O9ZEHutAv3s6TC1/N96DzUKm+Y6zgl1RXEhBKz83g3aSXMRf72vVmint8HFwuv2BqfHOCH9x7Op0GvwWPuciuM2/s10X8Ie8KrvM5WF1djb0DEQ/ZTotQAkXsRbcv6ZXOO2P0eXFbIM315ubmZub8UOwx90POuAe6Htl0XzblRni2d2jxMbiN8gCc62+viGJ+sXskbnrXBLjoNLmSuWB9V1dXY896gBBf3v0q5xncxjkmSPH3J71eqcAIB8v54bRkQeMsYzB8YnESEPBqtRrZ9ESuWq1WHM5J1hILJt0pqa2trRAGSjE5dBJl7USGE+0e8aWqAGCLgeTztOqAzCMjihYrlPDzXtKdouz1epEFSDSXaK0rDjYVrSSI9uF80YoEBd9qtZTL3UWt9/f3Y03q9XoAFoyAB2EgvyaTSWRBpI6vGxvG5T1NmR8HbYDHlCyCVHDD6WCVZ7rD7591pw4Hgu+hIAGUyAMBEdoSoPCJjBcKhZAp1geQiRGD1MFR5ayB8XgcFUwoMTIAV1ZWovKDA+KHw2FEvN9++209ePAgyMfhcKjj4+MIviDfyAEtGXDO/W+I8Wq1qnK5HLJNhgaZmpDs/EHBQryzdjc3N2o2mwHMycLylg1cTkYCPqhKICvkVb4IcpGxjK4jy3d5eTkOxup0OhF03d/fj/ZpBHwlRRB5f39fu7u72t3djUwY7k0Wpu8B9tWHH34YBAXj29/fj4wYWnJJd/ohn8/rt37rt9TpdEKmJIVDAolMUA/9iSFEbzuhzJ6FYCILYTKZRGaqNCcOyeJ1Is4DDIArsl7Pzs7iHBJK4B184Ugy3pTYlrJlrQ4AFgVG2N+0avBn8X8CJw7SyHBG91IB4wdLo08ZH/bCg06AKG9bBZnpfaEhTqQ5WEFvAFibzaZevHih8Xgc+95tIp9HzuhF+/7772f6ke7t7YXTgv5nrKwj84PeYm09AJE66l6piH3zcmEnRLH/bjexS7TpIoAjzTNQK5VKfJbsQOQYIsODU+7kuDwix8yd//91ux4+fKgf+7EfiwAv2aPM4fX1tZ4+fRpz+9Zbb6lWq8XfW1tbUbX43nvv6YMPPtDTp0/joGKq6iCRHXyTwX97exvOJOvmQWNIM4gggiMQvWAGb2WILvOgA9lf6CTuyT4io5eAjetMKXuY93R6V2HB4bOeubi0tBSY2gOL2Fyv+pDmGWZUI/I5zrlwx9SDiWT6OZ4oFosRzIbc5TtpkEbKZl57QhF7m6DIcDjMBEb4PdXQrJs0x4ZptQ16EpzD+yy6UueNtWR/IxN+5hMZ2Ng3J0n4A5ZG/5FhiCyip8gupJ0t8kiwulgsanNzM3NALL31j46OdH5+rslkou3tbb377rt68OCBptO7ihZwA5mE7C32gWeigsPIqicwib5+9uxZkJG0duVZJFnR2ofzDCuVSjjto9EoznvAiX4dK0W4CAbis3BeFjbu6uoqslMJikwmk7C32C/2AuQbex18gD11AsgT1rxtF/4gupLznySFH03lOm2+JGV0leMPx0xul6VsVRSYCF3KWD3BxP1E17lcTuRDCHn1tZQNBq+srGRwFXPIs9JgBbrEcYwHWfCVlpbmLXLA3B7MxeciCQjcxTzx3uwb9AzPLRTuDj6m60apVIoEFi7GVKlU4jk8n8QV7AI2CNLL59FbPuGbEnhgnuAgvGrGAzxwLvl8XqVSSd1uNzgJSbq6utL7778fyQ77+/uqVCo6ODiI8zxOT0/DLyqVSmo0GvE+dHuAZyCj3rGv43EPXHk7ROwl60VimnMb+MdgEeddnBfBZyYJMpfLRSWKJ0B6gPPb3/72/7Eu+X/hcruPnGB7uDjnd3V1NTpY9Ho9TSYTdTqdwBrsE1q+YZ8J7qaJZQRO0JFwVp6MgD5Ffgh4SYq9x55kf7HvscmOAz04C3ZyPemBa9d3/B9fjT03nU4jSYv9hy+G/+Q6KyWZHZOlvJsHRqV5kJ0LXofAIO2ImTf2Ie/lc+P4T5oHc1yvOrfn6+L7kz1F8Ip9SCefq6ur4NWwgyQL4yf6xTPRY2nClPOKboOYc6q9pHnLfg8MOK+L7NGhgbXldy4XHmRmzMgEmBRZYd09CdzHyXd5F7pZNBqN6NjUbrejWpukwDQgxzjy+XxUI8OvoHd9T/C+/l6TyfwsQqrcwaDpnvkk1ysTGJnNZqHkiJRL84jxZDLR8fFxHLy0urqqg4ODmDyy9wE63pqETPiHDx9GSRZVEg4YnGyn9RVOK5sQ5YGws9CeQbW2thbnQAD+IIb7/X5sXtqEQNR7u4JOp6PV1VU1Go3YlOfn5/EdznlIy4uleZsRQA+H2HvLFhTdxsaGHj16pM3NzQC1w+FQz549U7PZVK/Xi99vbGwEWcm9mLPl5btDyCAuOdwbUEcJFgpRUigHNg4bl43Ku7ERUYqevYLsADzd+Xdyww8ohSDBCe33+1FRhCM9Gt0dRDcajfTkyRM1m02Nx+Nw5lgvMqjofcoGBtTSNuDp06fRbggF6JFSAgilUklXV1fR9oj5Zn4/97nPqVar6d69exE1Pz8/j9Lp2WyWIU59HjHCtO8h0k/2ED/3VmhkBjDO09NTbW9va2trS5VKJdPyiLlqtVr6xje+EaWE7XZbknRycpJRqCh/7o1hJTOIzMFX+bq9vVW73dYbb7yhe/fuScpWTBAwLpVK2tvby1RY3d7e6oMPPsiAh83NTT148CAIMsD8xcVFkNmTyUT9fl/Pnz8PufCWJ+vr6zo8PAwnADCZGiYypqvVqh49eqTDw8OQewBLuVwOucdJIVODgBl62gMRPIsWOJybw/gJlCC/gN6DgwPt7OyEfiVrPJ/Ph71oNBo6OTmJgMva2pr29vZiLnhX9ocD1EUgwz/jWZJOpnlAmP+TBe3f8b0GuEFOnEiV5qAxJQMB++gpad5SykE2P+d3rLc0J1Lo5TscDnV2dqZWq6Xj42NNJpMAUASIpXn2OPbO26BNJpNoOTSbzSKrmXl0IswTHzyIAYAD9KHTcE6cjMCZgZhN7+eZXcgrc99ut3V7extOWLFYDD1Ku7pcLhftHpxQ8iAH84megyQAnHtWTErwvE4XdmF3dzf28oMHD3R+fq4nT54EWUrwHoLk6uoqytS/9rWv6eLiQh9++GG0+IB8wGFEv0Esu+4A2LMGBDBIeqH6Akx6dXUVrR1yuVwcNOs6wp1rbF7aStMTQZBJMklxlEh4aLVa0XYT20sQmnfa2NgIfIjepb2YV1qga9E7jNEdEeww8gqxSIKPpHB2/R4E3T0Ihe7zIKc0d/iQAZwpyKXZbBZBFshaJ0X29vZULpfj/Cy/rzRvV+LkFDLnhEM6L4zHdQfPT7Eq+J893u/3Yz6YM9fpzAlJWt66lbaz2MbLy0tdXFzEwcV+Bl4ul4tqQp7dbDZ1dHSkVqul29tbNRoNvfvuu/rxH/9x3bt3L2SBZyBLNzc30S7w7bff1vb2tpaXl3V5eRkZgUtLS1Gl3Gg0VKlUNBqN9PWvf13f/OY39dWvfjXW7erqKqq1IKLr9brOz8/17NmzSGbwABXfI9GqXC6/8skxiy5sPTJG4EFStCmlnzut1MB8jhH5A3bJ5/ORmEfwBewCxnAbxpk9dGEYDoc6Pz8PXIDPgqwSbFhZWckkZ6R6xfGUJzHw7h70kOZ6Usr2/5fmCXj8W3q513+a0ILMYY/xTfksgU6IbW/t5b6VB3vwL9HlYBECCh6M9aAQpD54iUAv/iw61INH7j8xLkhFetofHBxE8AzMAyEo3R3ozZwPBoPoNOCZ1sy96ztsDfh9a2sryDzvjOF/4Fy63W4cAEw7nlwup52dHZVKJZ2cnGT8ipWVFW1vb0dSDgQ4v3v06JGWlpbUbDYDn3IwN9VLm5ubqlQqEcihdSDVdIPBIBJg4JN4P0+mQTaplCqXy+H/5/P5jC+GnfBW0cgMgY+zs7OQT8hlkgqcZN3c3NRHH30UfvSreJE8h+ywFz1A4LYZucFeSXPb7TqNdSPhGNlyHxU+DawIHsC/8Jbim5ubqlarOjk5CR1Ieyf4P/SvJ8E5Ec1+TjP+GTvv6M9HlkioQOezZ70bAMkLyD940wl0/8OFPkaeXc86V8V4nbj2Sg+3N+AKsDeBfvSJt7LiWR5A4nNeecwzCCCz39rtduDEWq0WB5+zls5NsNfTJGYPvPPH+SrmCV+N+cMWSPNKbXx+gjGenL61taWlpaVMe3BwKkEVfFTmP5UVxuIYlb/xMR2Xuw/C5/xn/lx4cvx5r4YjiYa5dAzcaDRUr9fVaDQyGJrEXp+DUqkUB7M7dyspWo3jc/MOn/R6ZQIj0+k0ADWgDmBCVtL5+bm63a7Ozs7CuaL0iDZcRAmddJMU2a1kDVMFgHMLUGGhESgnuxxoepYBG4WgCEIECcgfSdHuAMFOCSknthg7m5PgQrvdzigwrpSwc+Xljpc/i8yR1DBAlna7Xd2/fz82u6To1YejzHxg0MlaJxOCjDcUP8LOJuQdXUm7EmeuIOA/Tkn4u/EzJ5xQqAQFmH+UF2VwnrGAo07WMZmT3ANHFcXvREg+n49D7cmEYc1cwXu2DwdQYnQx8pAdZL7W6/XIMkGGJYUCAYSnjgLP8BJInDCIFo+WIz84ZgQtAeIElyB6CRA1m81wtAB97XY7lJ8TxhhdZK/dbscau0P4Kl7sdUg8gA2tOFIiD/3U7/cju8gDtre3t5HRLs0PAoS8g3iHvGEf0sLL96yTzU7uS4pqp3a7rZWVlchMQ368ggGjyT3ZWy5vBDsBRnzGS3KdOHPwguFEh5XL5Uw1msvS0tJSgBIn51xvolMh+12/4IB/XGDEv+9r7MGHNGDCz/yQY9d5nq3iAMHtj2cDSdnKBHfc07Hh9HvlhOtL2vT4GS/0zcVBRG+6PvNsEYg1nEVJmfXxczyYL9cTDsp5hhOp/k4pqeIyAvhizVzeUmIUZ6fX68Xew+b5XqTCFL3oASq/GD/6jPEsclBex4vAPgRSo9EIQr7T6YSt29ra0vb2dhA+nLGWz+f19OlTnZ+f6+TkRPl8PsgXJ23YozgrEF3oKfYgDikYChmECD4+Pg48A6lFe0Fa2rAnfP9J2ey8FAOk8oosk6HoPc7Bt9wfDEGCEG1XScQhsMP3kH1suTRvFSBlM7yRVa/kYN49SxN9yufZq+wND0D6vpPme4Z94q1LCSrncvN2ZRCvlUolggWOp31ePJFGetm59N+n302dX8bN+yIj4F6IDCd8PfjjgWkCfv5uOM6e8UcLMRK2eAeCYsgUdh0CcTa7O/+wVqtpe3s7yAJ3otfX1zNVb4XCXd9+zou7uroKfAs5tLW1pZ2dnTgPjuSnJ0+e6OzsLJLAuD/35lBlKpoXrQn3arfbOj09Dfz4Ol0phk9Joun0rlIMAk6at4ZyXcNe8wv9l/qg7BNII3AdCXiQur1eLxICIE2QUz8zTJr7cY55UpLO8Qb7Ch3se8+/x894n9Tvc9/HP5cmLHjAxBPvqNSCf3Cf3+fRCTHnEFxvTqfTTBWeYxnwP4mU4GavWsY+eHWC61EncSGuJGl3dzewleM/ZAkMgw1w3OPykPrQjs2xsVSY8HvnRFZWVsJHpPWQB6MlRTCNCnOSKt0OSsq0dQbzF4vF6DSAv4wMQbBBVJJ06gEsJ0pTctH1dT6fzxyyTnUK9yJwgZ2E+HUeA7s5mczbE/Jz7JrrZU+4fdUv54Lgenx+fB7dP+Ln/JuEEuyL+wwQ6sgQeJ59JinWINUX6GOCvnBk0vwcJz7Ls7B7yJKP35OZXS+k/h+JMvga6FzXlf6O7GeIZa+ycF3p2MZ9V+cHfcyubzz4iR4hERMdxppIc0yHjvGkPzrt+JhSm+EcaqoXsU3eNg+cmwbbeQdf4xSDpr6jY+IUM/p6up0hYORcBQng3g3B35P/s87eRt75Bbcvbq89QOK6BHvs/KnLJfdCVzmny/v7mTIpdseWEMRGb5FsS2B8MBio2+2GHUBH0i0GuaEYAXsArv401yujLW9vb/Vrv/ZryuXuMqAgnP2wFiZ/d3c3yAgOacRJ8vIjBGNtbU27u7va3t5Wo9GIA+Lq9XqmbInMOghDnkkfTfq8XlxcKJfL6fLyMqLJOA3X19dBomD8rq6uItNxOp2q3+9HT0QcDT7P/WjLNBqNImCBguCAvevr66jQ8IwZlCglqq44UQ5sEgcAbswPDw/17W9/W8+fP9ebb74ZrQoI7OC4kj0sSY1GI5MdAzlBBQJZ3F7ix7w5oHQFiCJISQZJLynQlBhkPrj4Gb1IyZKZTCbRi1WaZ/Hh3Hk2PfOFsvSeoCnBNR6PdXFxERmtEGrIKwfE4ahCOjx//jyyWba2tnTv3j197nOf087OThyK2ev1giQh0gvg9CAVjreT7Sg7iG5khPF7JhrzjEEm0lsoFNRsNnV1daUnT55EZQtEKwGRo6Mj7ezsaHNzU48ePYo59bZsyAYy8cUvfjGM5de//nUdHR19t9XNZ+5CH2E4vVSXIC9B3el0qv39fV1eXkaLiqurqwhGPX78OAwYmcNE5sngmM1m2t7eDuNONk2v14sMbYgMB+lnZ2e6vb3Vt771Lb3//vv62te+FmTvyclJJtsnn89HmxVvu0cVEE6hG32vQkM/uAyTrY1+A0gQNLx3755qtZqOjo4iiANYOzk5UbVa1bvvvhv7+vnz5zGn0rwlAvcls8dJVeYMvc/9yeLk3RzAMA50mb8b640OB6gDpPL5fJBiZGcyVjLbsE04q9gUQAlgmgsHmaBtv9+PChAy8S8uLnR0dKRcLqcHDx5ofX1d9XpdT58+jdZstGZ0whSd2O121el09NFHH+n4+Fjn5+eqVqsqFApRKbK9vR0H5KGjOp1OgDMnSVLn0AO6yBHB3skkW1WUVtG5M+TBMZ6BboUIGgwGun//fgB4QCWVmFQUInNOLngw3MlAAnRpRtLreP3Kr/yKPvzww3BqyNj1zLqNjQ196Utf0he+8IXoK/2Vr3wl9M3/+l//S8PhULe3t9rb29P29raq1WrIOvJAMI7q4nq9Hmer0aKmWq2qUqmE84t8v/nmm5rNZmo2m5E1CM6jJenq6qqq1Wom+QJiSFKMyYMargMJQLpj7o6F94Fnn5McgS7c3t6WJD158kTdbjdayvJMJyWleeYZDhz60DOCpTu94a10sNPgSXf6wBjcnzGC03GEcK7RvSRWdLvdmCdaNdbr9RhPq9XS5uamPv/5z8ch3lQ2QISxt51cJJlDyuJD5sUPUeXnkJc49Smu9ko/7xPNPbgcayFvnu1JS1MOXidpYjqdxhk5tGSg8ph1urm50cnJiV68eKEXL15E8g52vtvtRrvejY2NDP5lf3Gu4A//8A9HOyTwX6vVyiT6nJyc6N1331W1WtXnP//5wKr//b//dx0dHek3fuM3Qr+zH6havX//flQAETz3PuAQw8fHx69lYKRQuGuZyxw5SUzADN/i4uIiquC9gpt/S/MEMHAU2amSMu0swSbFYjES5rCVtEAjSEa2by6Xi7ZsEMfseyej0FtcHvyRFPfl5/jETm56oMX1mGMDf6aTePhukHLoB4gZdNHS0pIajYaWl5cjmcuTMdzPBPuh0zwRB3yKXnRyCswMH0AiXLlcDoJqNBpFtZT7uk4ge/UCWO/8/Fzlclmf+9znVKlU4jm8I/6WrwEBDvaak5spUQ1PsLS0FPsakpOL7+7u7kZijZN9+KLoY+SOQ7SbzaaOj491eXmpb3zjG+EP12q1OJwbucF2I49UpKRZ0xBsjUYjgjnoXpIaeBevUvc2QMg3iY65XE737t3TeDzWH/zBH6jZbOr8/FwHBwdRXQB3hI73JARPXEVGPYiETkztyKt6eSCMf3syHXrAfS72OO1//CxhcAaJuS6nyDMVmV6Vic0kKQUsD7d2eHgYtnk4HEbbV/Y1+ongBNW7kL4emHNeLvVF8J3Zn+iRRqMR/jUt15Ev6W5PwCdI85ZNaaDHE9HR306AS9nz9kjcg68pFAoR9KV6xYOq/j23M+gt7Aj3go/1CgtPonPcRkAY/pLkDjhfuBR8P/Qmn3fZ4j2RQQ8OLZJRD4owJngU5A6ui/Xmc/jszAu/Y5wHBweRBMa6Oo52/hOZ8sC4c7rM1XQ671ZQKBQiScYr6ZxHgkfgKAtwI63pwNjIN5i8Xq9HcvTFxYWurq7U7XZjXHTmcF6Hym8P6MF5kXi7trYWNuOTXK9MYIRJQ3EQXPAsC4TeI++ere6OGRvfhY9ezGwm+viTqS7ND89BAFHQ/J4opGdquIHzjINqtRrPA1wBuHAQadfhmWcES6TsoYtLS0thMHu9nvL5fPRiWxT99fdflI0jzaOvZIr4Ad4Q7J6pwr0BgcPhMMaH8iVDEUeUtlNs1tRxXOScesDD38vfw+fH/+0ZmXyXzCpAyMrKSgR5MFoeIUbJuaIj0yBVxt4LGECOgcMwY7R8PX3dfA0wrgTy3nnnHd27dy+IGo/aAhhSQAio84xRjxgzLsaDzHokmzX3cQMyRqNR9LI9PT2NMXm5OM8AUFASXSqVMtVZzE+1Wg0wyTx4L8tX+UJePavWHUJ3qAioSoqsZnQcoAI59owRfk/1COfESMpUpdBCCVnmQHaecXl5qW9+85s6OzuL3vq5XC7TLs+JP29Zw+9Zcype0B0e4HUZdzDgIAA5BWyhkx3seYYtAAA74dmXpVIpAkGuf1LC+uOCrw5M0GPu2PvlOo4x0TIPcOr3Rt85+E1Bpzu8fn7MomAygV3WAeA1m921HGq1Wmq1WprN7s5TajQaQbAC9CHvXB/d3t5GkIb36vf7cU4Odp32LR6sSAMVOO2APw+cO2CWlKk8c5lx+0ZAhPfk9/5/wCbBeu+vXyqVIojOHDL/jkt8jZFN349uY/w+i0D463KRIc7eddIZG+JnZSCfEOasA9WQkIRedeGywx+SN2ibSSY7wX3sqZftO8GOnIzH40iUGQ6HmSzP1MF0veU23HUHesPJKN8XyDJjcwKQQMXNzY1arZZ6vV7sR4gB5sQzZV3n+Zg8u9cz0hlXqqO5+IwTcr5n/Z09UQM9I80zDSF6aU1CdmA+n209ADb0eXZC1itZJL1kQ7jAdXzeSVPeKw10Y4OQZf+dE7PoSeax2+2qUCjo/PxclUol1gQSbjabRXst/CPGjq0nUen8/DyIHMeDBKg96MWFPveKS8ek2FHHIMPhULlcLtrSQCDNZrM4g+74+DiCebxXLpeLDFicfnwN5hX8Shuu1wUD+gXOAdux/9nr7L3ZbBb2ljPJpJfJHXSZE2G+PzxByuUVP5tzC/H3/LvtdjvT4g3cCGaRXj4c1gOErkuQD77jusX/IMOLSCzfz9ybOXCbze/w8XK5eUcAr6LCv3Pcl/qojqPAD9VqNe7PZ+APHDPx3EKhoFqtFglQ/jmeC0aB72DsfIeEqkKhEO2msFepjmeOXT7gQnztFiVvYGucxPZ7+XeXl5cziU3u80nzAI80D8hsbGyEjkRXOOczGmXPrYJXcN+c+UGv814kJRGoQSe6LcI28kzwNfLhiS6QnPi3nOWH3DlRyVjBD8ii804u1/zO5/RVvnyPS9kKfU+4c33COjv354lUzmmkfhF7xSt/WTcuZJNgqu9Hkhacy3L/jECsv5/7yHwuxYXuE4CLPEmXABtJMGBi8BaJP8ghV/os9w9dty7i5Pz7rveYXypGmBs+79wlgWgSjsCFfN+TxcA1JKZ71bBjUw+Ks/89cIKO8vGn/he/8/v5e/P79B7+GZ9rZBIulSRHxkGA2PGl4x/aNYPjF+HrlJv2NUV3OZanAnRrayuS2Kns8PsTQCZZ3FuQSYpAGPqWOV9aWgpbh95nbXl35/CZd/f93SfI5XIxdyS8fdLrUwdGfv3Xf13/7J/9M/3O7/yOjo+P9R/+w3/Qn/tzf07SnTPwD/7BP9B/+S//RR9++KHK5bJ+7ud+Tv/0n/5THRwcxD1arZb+9t/+2/pP/+k/KZ/P6xd+4Rf0L//lvwwy9v/kWl5e1k/8xE9EqTUKCPCMU4pScaJPypZh8zOij5AbzWZTrVYrKhdwAh48eKBisai9vb1wEBByjwQTdYTYZdNCHiGUCBKHv3OAzWg0Uq1Wi+zSs7Oz6HHPuHFkqtVqONy8H04R0W8qUTy4gyLFQUHAHBwQDeQdAQe5XC7mh4MS7927F2CAyg8CKIBlBJ6sL8pgCRaQnUEZLYqH1mkObhwYsKlxjFKD6euNombDOsEmKdNzn37Up6enyuVyEXDAcKLEkBOP6rK+kK1kEnp2N2BKmjv2BPAwuji+gEb+kFmysrISh2V++ctfjgDVs2fPMtU10jwbiHZGKDPmBMeJDAHWl7VkztJyPN7bnanxeBxnM7x48SKABL1cAYkAUoh69hlG1Z8l3Sl1yvCQjefPn3/XneLPqv5Ls1/cKeLnkqKfaOpQ0Toll8vFeUHr6+uZVnZkPrNnt7e3Y+8QuKSVW6/Xi2dz2PbNzY3Ozs7U7Xb1wQcfhOzQOrDX64VRJiCDnJJdD2FIv3z2mO/PNPDn5Bsyg26TFBkz7XZb9+7dCxBG0JOMFA625LDG2WwWAdwXL14E+SZl2ySkmYpc7rC7w82/ARIpYcf9eQbkAqDQ21xwocOHw2HImRMZgEbOzvJ94+Ng3znJ5RlZAOynT5/q+fPn+tKXvqR6va6HDx/q/fff1+PHjyP7jlYN2A7e5eTkRE+ePIlKkna7rU6nExnghUJB/X4/5JSAMHrUM4eZE8gA9gl7Abv4ccAegIruhjSG0HYb4UFmHHPaxZFtTe/aNBsKuXHCAdlJ5Za1S4nn71dw5LOoA/2shVzurh0I+IdsqlqtJuluv3/wwQfqdDpqNpthu8gkJTjigREPwDmxSCIK7Qd7vV44Lbu7u0HGkxWIkwbZASYED7LGVFW6o+vkFBcy64EKcA1jxWmH4HIHZm1t7aWz7Eiqubq6ikOxIc5dt+BAQ4Sm+g7ZluZ95mmRinwTHHDSzp280WgUQfc06Qbbz7xgp87OzjQcDpXP5+PzJLY0Go3IXud9qY4Bc6UkA3qCDGKcTSmb/YdTl8vlokUpLWgJtOEMM598n1YD/X4/zsXh/tVqNRxN8K/7DycnJxE82N/f1+rqqg4PDwNPsWYpicF6zGYznZ6eqtPp6MmTJxHI3dnZiTlGnz98+DCqgdFfVE5tbW1FpjSYj3u5jru9vQ0cAonZarViTsjaJYDSarX0xhtvRDU8jjLZlNfX15lz70ie4T6/93u/93+kU77T9VnUgX6lAXeyx0lMcNKWllbYNQgQb+fGvcDrkCG873g8joxVJ+3A8RcXF9FNgfMYkPerqys1Gg0Vi0XVarWQU+x2GhTB//F9xx+SczyokZKl6KI0oJwSXe5zIb/MBfhHUqZFKHqbint8cw+kpr4q+oA/4Oj79+/HGVi8H62i+Ox0Oj+vlDaRa2trOj09jUPNmQuvOuHcN/z8YrGoy8vLCFytr69rb28v9pO3N5PmQWtfK3CN2yHwFdiQd0/xuAdGSNbiuy6nyBPrjr/Ae/JOdCu4urrS9vZ26ElsM5WBBNTxMxkLa+acALYObLC5uZk59NyDIvxhrzDfjx49Cn4H28y5OtgoknB4V/Ckz58H1qV5215pfg4Y2Jf9/t28Pqv6D7mUsu2PsN98BtKcCkqC+J7VTpKf+6PetteTb9Bt/CHIgE9IsH5lZSUSvOC2CoVC8F9O8C4i5T2hxbGg+5J8lt+BgeiOAxe3vr6u7e3t4LB+//d/P6oC4DYJpKfJIsi3lE0Scz7Ng87IrQel8K3wB8ENVHp4QBo+DR+RNYSXGo/vzu9F5sHO8FdwWOhAcDt/GCP2j33F2PD3GA/v73yic4+8H3qONUn9PuaJ52OvCLJ5u3uvEuFsGiqTnGtDR6Gn8Hd9LJKCl5XmCdjS3LdknpG5YrGo+/fvR5tUSZmKd/YdPCJcIvoKfhQf2mVXutMbzWYzZJk9wD5mP6DL+DnJAo7feQacDe1cP+n1qbXlcDjUl7/8Zf2Nv/E39Bf+wl/I/O7y8lK/+7u/q3/4D/+hvvzlL6vdbuvv/J2/oz/7Z/+svvKVr8Tn/upf/as6Pj7WL//yL2s0Gumv//W/rr/1t/6WfumXfunTDicuDCTEPg6qO2ueCSApExXz0l0UItm/GCkn4SUFWKEkmRYMkHd+bwQWxYfy8BYebBiUMOB+fX092i64o1Qo3JVDo8gHg0EQnW54UUqpYJGlCKhhHiGXXDG7QmEjsxFp/7W8vByG4fz8PIirdrsdZACKgc1Oe7Dp9C7zjXExFhQRgg5YkuYH6kHCSvPMaDcMrLcTXk4usMFQfHyW76GoNjY2wlkcj+8OLadfOUoNxYpBZS3YuB444BlsbgJABLhQ7DiMZADWarUMsPXg3nQ6jWDX/fv3ValUIovy5uZGR0dHmbYcjAdDzfx5VgQy4D1L+ZtAT71ez6wvjgJAgzYKBArZO5ICcNLGg7Vg3be3t7WysqKLi4sYY/rO0+k0DkWjzRZZAt/N67Oq/6S5nHIxV77WRP5pO+DZLehHvgOgcvLK//ihpugwMgPYa6PRSKenp+EctFqtaEnDmhOk8Cwn9g3tW6S5jn/48KGkO/3z/PlztVqtTKAlJYchqxzgehsHQNjp6amq1WpkGrjDB6EHCO71ehmi8+nTp0FGNhqNDIHojr0T6Q78HDS545xmJ3nQHseL4DT6mPmFeMPOzGbzMz8cxDK3nvEnKZPp6Fl9PJPnQdoVi0VNp1MdHR1FOysIhG9961v65je/qa9//etBFpMt1ev1Iti8vLwc7TY6nU4G0Pu6oV/a7XasUUpeIDeMF73nWVuQLC4zHphKnVLkyYO96CMcW99nW1tb0ULnyZMnUdXA4YZkxfBc9L8TKZIyJd7IjBMTjn++19dnUQeWy2Xt7OyEHJdKJUkKRwpbTGCWSpEf+ZEfCbJ7MBhknBl3lLCP2HKym7g4XBgHYTq9q5QbDodRpSDNMSPrRaYuzirVVtVqNWyuO1M49FI2O9IdCGnep9yxKzYVIh4cAzaAXKOCAvuLPcfRcrKBYABEmO8Tz+xyh4zPgSUdU/OunlDh2WM4iwRVB4NBzCMHy3PwI3qctn0ECtBP9Xpd9Xo9WsB41Rh7eXl5fhYJ+pbWTdgV7AN4yHWuJyk4oStl9T8Ouut6Wl+RSXl+fh5VTzjrOMuM8+LiIuZsd3c3EqQI+JF04kER7n16eqqLi4sIfEBQ0RIQoo52NMz76elpJkkmn8/ro48+0mg0ijYI0jzwREYh+n84HOri4kKdTidw4u3tbbQFwmavrq6GbV1ZWQn7gO2r1+uhC90OkIT03bw+izrQL9YbXeatN9PAKXOFTnKixvflysqKarWatra2goj2z6Bj2Qf4Zl5lWyjM248gU9fX1xFAJOiJrGJbnVRzDAIO8CA1OjolCR2H8U4pyej7j2CSH2ztVYfMH/4950guLS1Fe8V6vR4yjvxjp5lrDy64vifxLZfLqdlsZoifQmF+biP7dXd3N3T31dVV2AowDy2+V1dXA9sjJysrK3H4eKPR0O7ubrQUIoCBTfFqFN6fcbkNQoYcayEjYFB0Bi20uZ/rxVwuF8F6AvhOqhK8gVQlWUm6s//b29uaTCZhG2hbiW4FE7Nf8H94R/c30wQ0KkFSroC2jLe3t0H2LS0tReCs2+2qVCpFogx4vlgs6uDgIJIVPAPcq75IUEQu3f57wm8aQPluXZ9V/ce84Icis56clgYd8EU9wMq+dw4HvOQ8GrYYPEWlGH4zFUGrq6tRvejJMCSiTSaTTDWRlOU23G9Ef6SBB/8cvqoHMCG7mZPl5WUdHByE/sH/qtVqqlQq0V4UfMd9U/zCHuWZ7sunf6S5n8MeBgdubGxEoIP3QDetr6/H++BPcT+wwfr6um5vb0Nvs1eYY0mZhD+3X47B+MNzWXv3KV2vcaVr5+uHTnTb6ryEzxHzQvI4Og38Wi6X45wj8K8HPvG7kU1+5/jc9UOaKO14lQTGYrEYf5NMRdv08/NzdTodVSoVlUolvfHGG8FxtlotXV5e6vz8POS8UqmEzU0Tuqna8sAMe3Q8Hkdww7E1+8yTY7vdbsZ2VSoVdbvdT9xW9VMHRn7+539eP//zP7/wd+VyWb/8y7+c+dm/+Tf/Rj/5kz+pp0+f6sGDB/rGN76h//pf/6v+5//8n/qJn/gJSdK//tf/Wn/mz/wZ/fN//s8zEeVPe7HgkHpkwvjvpHnE2LMY2DhsUneGURqASH4PQUY5uLdY8eADQupEljQnZRx4ODGIcOHIIsCUjFExQlY3GbOuqPxCwXvmWlrmK80zZXwcGBVXxoCENPsCZUQkFsVEkIfsiMlkEv9m/Ci/lDBEkeIQotwhJ1LQ6yDXlRSX/9uzOxwYu0KbzWZRnsazAZb0M8YoeIDAx8I7OdnpzrGTDihLLwX0QBlOhVeR8J5knNJ3dDAYBGlwdnYWRAoBCZxUJ9Y8wMH7QNrxLHcs0ugzxCxtcCDEydT0zAeXS8YBiPCMR4A9ihKCEqXJuTrse6L8383rs6j/Fhlrd/S8YgJZg9ByMsPl1kk1J5L9eRAuuVy2N6bruOl0GjLQ7XbDAOKg4fz5swFWED+Mg2eTzYhuXllZ0fHxcWY8UnbfcX9v8+AkIYQb/S25lzSvkmPe0FMQacg6Z+tAKLmD6ADWAybsdcaTXqkedxKCNXCi3vcElRN8TtJLTiN7nPF6qTjywRjQcW43sEc4mV626sH/o6MjnZ6eqtVq6cGDB5E1CgnJGDzTh2wZb+/FOvAZnESAPvOYZqQ44c2z3GlwQhl5YX7SYB/f9Xu5zXDHgIy02WwWwSIy1NMgDmNw2WNM2GL/t2fpMObvR2Dks6gDAcSSggRHvkgymM1mGgwG0e5qc3NTh4eHL60VAXWSQVJHGjnwFioQO8ViMXAY+wBikkxOrwDjvsghzjKVwJ4wIymDVbk+TkewP9MgHjLN3kSf4Vy6g449lub7j2dCAvm+4He8m5Ni/rfbHXfYfM+mmApd4Znh3orVHUrwqycl4SSi6+/du5fpJ55iRd7B7Qi/8yAr7+VEiZOei8gBny8cczJH0WNk/WFfaZmFnva55l0Hg4Fub2+jnSi2Jf0sY4FIajabarfbUQlPi130JtUGkuJZzDtEBPaRqm/ad/i6OhHNfiBTsNls6uzsLOac4DE4leQhbI0HorHH2HeXIScNvlvXZ1EH+oU8sodYy9QfRhegFzzxyLEK9+RsNs6nwUa63wBRDVYi0Q45BzPxc/7wHXQplwc43Hbzbug2r1Zx28x303uhV9z28xn0JvpxY2MjQ/ql/iYBGpKOIJW2traiEjolLl0nuj+EbmSfbm5uRncEHz8XCUZkTKM72JN8lv/jp6e8AzZrb28vgpKpbvdKCifZUvnxuXZ8mfrGXO4TY3f95ySVYk8d07HeXlXC+6Ej6OSB3859/J7sA/dhwLuekQzp6kEKn8uUrINgxwY5SbqyspKxK4VCITLnwRd8LrVPqa/nPpyT4qn/9t24Pqv6j/d1H8bngrl3HOQ8E+sPbkBGkAEp2w6fPev3ILBHABBMtbW1FTbdOzf4HkoT0Pz37jdyfZw/ghymOtqTP+CukEmwHXvf7Qdj8n3rfIKP0f0p5pox+e99f7EW7BHmBnwMxmYPup9LMND/OOfhPm+aVJ36T855srasr8/josAI9/m4NeIZqV1NfU9fSzAt1U1bW1uq1WqBx5gPn+80KcA5TORCmuvytFKad8P/qNfrKpVKkfws3bUu7nQ6Oj091enpqbrdbvj0tVotdB+8z/n5eYaX8MDIzc3NS12CfL5J4ME2zGazSOx1OaCinXfzBCISGj7p9T0/Y4SMIQ7x+q3f+i1VKpVQhpL0cz/3c8rn8/rt3/5t/fk//+dfukea+e2ZylzT6TRa9JDhhdGR5o6Yf346nYaCwjhOJhNtbm5qfX1dnU5H0+k0E9UFfJCNz+FgtHmi8sINOgqGnvw4bqPRKEh1DjLEISbzHQeQw4+fPXsWG7pWq2l5eTn6giJ8VBb4lc/ng4TEgZlMJlFajfPFfWazeXscF1IHPgSGaFm0trYWh/gxxk6nE0bi6upKu7u7UZGTz9+do0KE/eLiIsh7lCa9gt0ZgwQ5ODjQ0dFRVM042CPq7GBUyiofxohBQC7IFscxppXTvXv3dHh4GPLAIasckNbv96MkmfJa+joCkr0qxLM5crlcnFlDu5Tr62t98MEHOjo6UqvV0tbWlnK5nHq9ni4uLvTs2bMg2wjk4UQWCgU9f/5ct7e36vf7cT7OZHLXO/rw8FDlcln1el0HBweZYJMT24BMnGyAghuyXC6nTqcTMk2m7PHxcZDiOEUEbFC6y8vLcSC0V1Sh6NypgiRiP0+n8+wBIuc4ZsViMdpm/CCv74b+kz5eB3qGnsuSE6UOEvmdk8dO8LBf/IB7QAlzS8DNiWoCXrT9Q+YZO47r3t5eAEsuz6aT5llX6CfGjrPAQeNkia+u3h1eTZYW74OO4XBFZBC9DwhqNBqRsTOd3mV67+zsaHNzM/QZwFaS6vW6zs7O4nAw9tdwONTz58+Vy+VUKpXioDCeKSlDBDIH7iw6AHAyiQAOASKABfua98YxoEqMZ/X7/chW4vsAJRwpslJwtH3vQ2T52AlKbWxsRKb5zc1NzNPKyoqOjo40nd6dwbKysqJHjx7p0aNHQUgCRrG10l37g1KpFGc4FQp3/a739vYkKewmWUbFYjEyTtGrzGeaweRz7YSoy6M0J/8cyGM3fc38u8yRVwt58O3s7Ey9Xk9f+9rXtLe3p/39/ejjv7m5GSARO+b7mPt4tYGTnp/l6/uBAc/Pz6OabGtrK86bm06nevLkiS4vL3V2dhZZV2+++aZqtZru3bsX1askwrB+ZChBjpElBXGztbUV1QLSHbao1Wqh/yCpb27mh7VL81ZCZBViS8k27Pf7Oj4+DvyHTLkz50GVfD6fcW7AtmdnZyE/2H6vOKJ90uXlpYrFot54443I5iIz680334zPb29vq1AohE6WFP/G4Qe7Mo9gWnduCQJBahPo8KCPk2vgOMZO1iMOMfsFPdjpdCQp2tlgI7e2tgLP9/t9HR4eant7O9OaQZoHwqX5GWsk5YCzSNT44IMPMli/WCzqC1/4gmazWSSyLC/ftSeDJCNxo1wuhw4B/3zpS1/SeDzW8fFxps3VxcWFTk5OtLu7q52dnSA+SUCCkEF+/uAP/kAbGxv6/Oc/HweiN5vNDHG0tLSkZ8+e6fT0VL/+67+um5ub0KfFYjESvcj0xyZQEQ4WPD4+Vi6X097eXiYQJ83PVYJ4pKUIAQ5sC/Zgc3MznF7I3u3tbe3t7UWbTs/+ZE2ww545Dl74NIdufq+u75cfzAVWA0sT3GcPYffy+ey5VU6+sW4QCre3tyqVStFm1Qn2yWSSyfokmxVCn31IshKENLoAUp6uAeAUJ/bd//A2H35vJ7Y9icv9APSmV8D55z3hz/94O+7JZJIJ4M1mM7VarSDiOOvj4OAg9gzz44kpzB2YZmdnRzc3d+c5wgWQ7epcBDgB3bu1tRW6W7ojNyeTiZrNZuBcvnN5eRn+OlwBmcmDwUAPHz7UgwcPIrOd8c1ms0zGbcoJoAOZQ2lujxYF2Pic+6XodE884v4kyWFXCVwxdvRSu93W2dlZtFRkjvb399VoNDJzTmUNe8YTHvBx3B5Mp3cVzrTe5XvgOOwY75DL5YJHoV3SaDTSixcvQv6xmScnJzFvYGgSB6mQYz/ir+PzdTqdzB72/ctc/iCv77UfzMUcSPOzB1w/8HPkkd+D0QnE4w85H+FBBe6BDDLndDbhPT3pwStyd3Z2NB6PtbW1Ff6jtyzlQvbRU/gl7pv5+yC3YCsPNmxsbOjFixdRGY0eefLkid57773AtLu7u8GDIT9U8jGX6dylgXa4HCl7rpyPE46HOWMNqtVqtMm+vb3NHE+wubkZ9+U76P3RaBT7QJp3VYDPI8js5L/vJxKq0IvoSPg05nvRH+cRnaNK9SPz5RwIP3c7x3u6fiTo8Pbbb2t7e1uDwUCPHz8OX9/tuNtm7B9yg27ypMC0MrdUKmlnZyeCZLe3t3r8+HEkt2Iz4dqWlpZ0//591et1LS8v6+zsTMfHxzo/Pw/enASIwWAQtgM8ff/+/Xg2c8E48ZPwEzyhwYN3/X4/5hbOCd3pnTA+yfU9DYxcX1/r7/29v6e/8lf+SrQ2ODk50c7OTnYQ//8FPzk5WXiff/JP/on+8T/+x9/xWRg0BMI3IJsAwUuzZly46Sc8Ho8D8JBhgPADgtg0BDVYHMr+MZI8i8VkA3mmBZE0SpTJbHMlBznsGQAYZd4ZZU7EF+XgZBCEYZpB5MRjPp+PszNQCh93AXDcYUWAndCm15+XHDM/AB/WAidyOr3LVoNU8GgoRN/a2loovzS6jiJi/Z0k9mi7k5KsC+tF1LRYLGplZSWM/M7OTgSsAKz0MfcMF4JV9DD3def5kmLNALSDwUDNZjNTjs7ncDQxKmx8FFZaSogMY7RwbuinCPBlLL4nIDdQNh7V5bMQPZQp83nWieeWy+Uw1J6tBYhh/3kmKIERByBOILvzjgMPoGWOfxDXd0v/SR+vA1mjlIhFT0nzFllusF03uaMsKQP8/Pfsn5SQdeLZM6oB5pIiEMYhqgQyHWw4Ac2edPAHwYaTmM/nNRgMIlMAHeRy7HsekAoo9JJpwCf7E1lyOfKKBIy1HwrretbXxx14H5NnAzGPvu/4mYNP9jbfd2KA5zkZwBp4gH7R2PxZ2CPGypqkmSd8l3njd+hM5HE6nQZJSCb/eDzWxcVF2Byy+CEc2+12ZB0zJ55Jg+6CnPZgRBpoQqYdNPqcOinqusX3i88Xf3sgiisFwb42tMThfWkDxn7yoCXvwf09kMn7pBjnB6nrPu76fmHAXq+n5eVlvfnmm4EJkPd6va61tTVdXV1FEK1erwdRThKDB8Kwe75fOp2Oer1e2G9sqweIwYROKHEPnBHsVeoYobMh40mq4Hlptp+U3e+uS5zgAUtCEiEntJza3NxUqVQKLAOJWigUgrxPySHkHNl2uUz3H3vWnRn0kdsT7Dn3cwKI94Jw7XQ68Y448e12O6oewJbocOSBz0uKlqAe7OTZbkP8/RyzuF7K5XLR0hb8jl1wTOkZi1dXVxEs8Ow4zlpAx5dKpXAmvYUKMsa7+fpDstBXH30FcYteefr0qc7OziJRABLP39uzRZFbSDrPnCXINRqN1G63w/Fm/V1PM3bWl3egPRqf977snIGwtrYWLR2QQ/wHrzxgXD/o4PH30w/mYp1d9nwPuzwjp3zP7Rxz67Lnn/dEFPqNu5x4EoVjCenOR/KK+FwuF74V+MFbgaS4ip8t2pPplWJY9FC61x2Dcb/0PVIfkeoZyDlsCpiSoHharevPYb7wl7FdjIt5w7/3bGkngnnXra2taI/oz4R4dTwxmUxiz62srKhSqYSvynw4yZauheMX1gqd6sSg60ueje7GzqWtXzyhCRtJoiQyRXAEX2A4HMaZsIPBIDgQ9MV4PI6EQg+C8E5O+CJXrsd8b9DBgcOI/ZwVsC+t/uCX8M0h9fE/er1eyAsygF5lXK7b3KdI/QXmjzV3W/b9vr4ffjAX8klSXoqLPQiGXlt0D+flnB9xWeFZzjemusNlHuzHvpQU+MPPCXbyV8q2lPfzk1xv+Xfw/z1BhX3jgeCrq6uo0jw7O4suHewt7Kf7g65b/Xm+H/3nPqfMK+/ka+EYeGNjI1p4eWcLkoOYA+aKZ4NpeG+e4xfv5BVYkoKfSoMhzmf6WnKv1CY5Hnes7UmA7numfibfwabABWJf0A98hoTMfr8vaV4xlT4DGw1PyjsjU16dS7CDFqSecALXSIIDfhK8BG15SRxlLOkcIgtwuF61mtpj+ELaKc5ms3gm84KNYI7hNXmW4/5Pcn3PAiOj0Uh/6S/9Jc1mM/3bf/tv/6/u9ff//t/X3/27fzf+3+v1dP/+/Zc+5+U10nzzuYPKpEnZTc7m73a7kT3IzwFuZAp61lcul4sKh83NzTDKOOMYYw9IYKi5cAjJQkA5SfNDcehFyWGzOPLT6VQ7OzsBeOjRCwEAEeVkC8Q6F4oSx4P+m4eHh6FgMQwOjDzS6g5bqpy3t7c1Ho+jvzz9GCEYuS9np3zwwQe6vb1Vp9MJYMMGxoAQGMCRxMl3QtUNigdHUiLJARg/91I6KoSq1apWV1d1eXkZ2XiVSkWbm5v62te+pnw+r1qtFi23iPZySNLOzk6MgwCXNAfJtC+4vb3VBx98oPPz8zj89Pb2Vufn5+r3+9rd3VUud5d9gQItlUohQ54B6SWhuVwunO6Dg4Mofev3+2G4MRDMhRMRJycnkalQq9Winy2OcLfbjcwd3pHyUQIirtzcQfcMsvH4rh+uG0/GgzL0fYtzx8GfjUYj5OvTRIm/m9d3U/9JH68DATieGY+uAYz7QePMH6Ddg6xOvKXABYPuwJBMQPZLPn+XcUKwAb1Ixj8HQwI00cvu/CB/0ssyQjYZGR1UCI5Go9A1kjLvlQZzIOXH43EEDJeWluLwWHQXe9+DJfwfwAQJdnl5qXK5HHvD288AShw0+t+Ml3nmOylpyl6mPYUTbmTaOhmIDiSoyJkF3J9xebAGcAKpws/Rv/xJA5qMH/AEaMOBhfACBHGY+snJiXq9njqdjs7Pz2OtcVjTCkevKiqXy5FRTD9ywKETszi0/nMHpzgZHnhi7dI94g4OMpQGRvg/dh/ijyyym5ubCPrglHuPaWkO0sl8IfCH/EvKAD3e5Qfp/C66vp8Y8PT0VP1+X3/8j//xqOJgHd966y1dXl6q0+lExvODBw+Uy+WiQpUz0WjneH19rW63GwQzlQgEYCDcsTNbW1va2trSW2+99VLFCYGJ2WyWacO3KPiIvJJswxkR4FPHX77e3nM3Df5Np3dZrpDV7Fm+8+DBA21vb+vg4CCcZ9qugBHYH+xNdJyTlryz/9+TNNAd4AB3PNFdYPhcbt6Kxkmpy8tLnZ6eRlYbe+Ly8jL6HQ8Gg6jiISDP8yBvwQurq6uB9905czzo+sKrdLCzjL/b7Ya+BRez3tybJCEqa7e2tlQqlSJLnOSBw8PD0Ie0Vnn27Fngcw9e4MRCLudyuSAIR6ORyuVyJJpMp9OQ62azqRcvXqjb7QZW29nZCfIwzc5jLakSQRZZ0+XlZXW7XXW73cCKLq+1Wi2qmmnJVK/XtbGxoWq1GnuJ/vrY3lwup+Pj49ir4Ovt7e0IctI+ttlsBv4gAQgZ/UFcPwg/mOdyjpKTTugDXzvsIHjMyWsntdFZBPQmk0mcH8kez+fvEvVSUhBdIykTfMW3IbEKotyDl37uBhc6wrNk+fmivz2A5vuYz3hLkhSrub5Gj4GzfI8sLy+H/8W5EvhZ1Wo13tXnhX9zvtTNzY2q1Wr4uTwXHEV7Rs+C5t1JDlteXlaj0dBsNtPZ2Zny+bvkss3NzbAD7GladBPwp9qyXq+HfEh66XkeWPP2q6wrGDX1v5lDMBtBmV6vp+FwqI2NDR0eHmaCFNK8cqJQKERCA2sDbwJfQDtc/OVSqfTSOYFO2lFt7AFAlxvH2o4X6buP7WRPMEdkuVPBQi9+ApbNZlPPnz+Pbgv5fF67u7s6PDzUvXv3wvYyD7RNJ3HVk3AYb+p3LErw+H5e3y8/mIt1ohMLATcu9j4Z8s45gDHch0YOPRjlPJj7Py4nH6dHsaEcEg6HBRaEnOd3jA8f1/kTxykkHXjQ188o4n5UZLLnP/zwQ73//vv66KOP9NM//dPa3NyMfUByAnvM38/Jbset0rytE0S4Y8E0+dB9bXQJAeBcLhcVh7w//hIVfLwXfhqfW+RnSwpcg3+Qz+fj+AE4ALAi40S3845eJen21eUvDRCl9if1/T3Qmc/nI5Fwa2tL7XY7/Hm4D/hF/ElJUeHruMtlFTtLpS3nenJuycbGRnQhohMRnV/gDsFaVJXDS0ynd502Tk5OdHFxEYnYe3t7Yb+ZU4LH3nIWXEnCLDaPQMzGxkbIrp8/en19nfH1uLxbid/3k17fE8SIMnzy5Il+5Vd+JaLEkrS3t6ezs7PM58fjsVqtVrTKSC9vAfJxF4aAMm42a1o9ksvlwlAwUWxMNpgLb0qGeEabK0FATL/f18nJSUQdKUVCoHGYHDQ4KehRXUrEu92uHj9+HIQ0TkC1WtXKyoq2t7c1Go3U6/X0jW98Q8fHx0G89Hq9zNkUHi10cMMmIMCAUkijfa4ICXKUy+UMsAOY1ev1KF2llQsC7ErUyVWcGcoJGaPPP+MDhEDAuXJGoXnk9OPkwi8nl/P5vPb29rS9va0HDx6EA44iqdVqms1mAcQkqdlshpIB7FHmTBagk5cE1CCVB4OBjo6O9OGHH8a5IJCNOJQ40OVyWT/8wz8cz3v+/Ll+7/d+L94fcAuxM5lM1Gg0VKvVol9gLpcL8IDDTqADcgilhREej8fRk9p7tTJ/BCYo02Zd3eCm0dyUtMZIuBPha+bOHeQH9yIjinX+fl/fbf0nfWcdiKyzTyHtPm5+cU5cFyCPzCsyJs2JO9aNfSdlgxBcGG5JAXBoOUcwIq3CQwe7riFjhL3vxg0CE0C5vr4eZBBg1B1mnyve2VuieDbq6upqBPdch5Dpg2NGmwMADPfG0SII5ITDosvtizvaHrTAzlBJ5z/DSZPm/Y99rSQFiUjGjAeDWc+lpaXMWUP8wUFwe8i4ADpkdbjTzvpD0gyHwyC3IPi8MnBp6a49GrbMAWtaccbneVfmkT9pe5BURrkA8dhh3sv3gtsQnocuchlzZ94JYuQO2wfZK0kXFxdaXl6O/UIwcDabBcHuGVxus328HydbP6jrB4EBITkAysgyxFC5XI5EBjDP0dFRZPofHByEU0b2k2fxQaRDbjsm4ZBBbDR6hLY+yA1OSalUCoIRR1VS2Mper6fpdKpWqxV7PMUsjMETf9wRp3Xr1dWV2u22hsNhYCV+v7Kyonv37kWAkbXDMeF9Ce6g99g3ZAZj392hpDoY+yNls5rZX76H0U1OiKHLpXkWbLPZjOQJKrBwoiHZ0d/S3X5BrxC09TYyTuzhCHtmtu+/lZUV1et1FQqFTMsHcGG9Xo9AC8FpWh0QQMAP4d4+52tra9rb29OzZ880Ho91cHAQegZdyv5ZWro7Q45DfV0unJQmWMSYB4OBzs/PJSmCDOhZ5NrJW89gpqqc321sbGg0GoVt91YNfNeJ3l6vF45uuVyOABxrRRYtGAG8v7a2pt3d3di319fXWltb07Nnz7S7u6u33npLOzs7Ojg40MHBQegA1z3fz+sHoQO53OZho8GF4Hn0EmvtWNsJ3jTwQKWcV4l4kDcl7Pmey5OkDEZiDLQFQSfQU90JwzTAwf0YsxNVjAl/wMfoiXK+d8DS2AkCwfADPjdgJXAhuohqWAIPfu6Vk1W8BxjLK0L6/X7gXD9/0zNlXf+dn59HQma329XR0ZE++OCD2NcEU9HHS0tLsX7X19eq1+vhp25ubmbW0fU8GF2atx1MycFFuNvlDDuFvpnNZjo6Ogp+gWoxJ/iYJ0/kJHGPwAjE6c7OTiQYYLPQub1eTycnJ8rlctFyzAML7juhS719E2RiqVTSvXv3tLe3p0ajEQFlT5iBv8HGY6fRp9hj1/+M0ZNNsaeeKMYecixIQgP7wfmQ7/f1/faDJUWglkQw5AW8ARdCEBH9iP/pl+sS5NQDm9JiuXbd53sCfew2TVIkmyB74Nbl5eU4Pxis49069vf3Y6weJPOgZxokoLsM2OT09FS3t7fBu9G1xXU/+805AjASY3F95Ek+yEGqL5FTfEf2vete6Q6bIPusT61Wi7aL7pexPo5jZ7NZZpz4k8gi+JjPgQ3dv2ZNHRuxprwz7wXH5XOIvnRZkLJt39AbjlfB1GBG17X8vNFoBL/c7/ej0tyrMFkTno3uwaegymN1dTV8T092AJNubm7G/jk7O1O32412/ePxOLpn0LqVQBdyyx7xpGWqWKhKYR5cZkikcozbaDQyvCZ7mzl2+XNu8pNe3/XACMrw29/+tn71V381yFmun/7pn1an09Hv/M7v6Md//MclSb/yK7+i6XSqn/qpn/q/enZK3DlR7kKJEUJB+EI5QETI3eg7CezPY2EwiiiBwWCQiXihgAAq3mc3rabAsSUbDZK8Wq1Gr8Jqtap33nknBJxWXJTPOwnJhnelx8VG4rMYDSnbT92/k0a8UfCSAtDeu3cvMiLcSHF5pC912N0wOenlTpdHHh3wuvLhZ260HPhwufLmb4I7pVIpjC5KgsAVWUIofFpWQQrU6/XocY0D4Y6GO50onWazGQrLSUvWsFC460P41ltv6eDgIO7x3nvvhTLzLHIythqNRgTr3MAzJuaXMxuIVrvzgHyhmFhHjDrtD+jn6PKTOs3IDYrblSNr4oERfuZrLM37WHI/5pf5/n5dPwj9lwIZz1BwksTXl7n0z/ne8p9L2Tn3gEFKlOdyuQgCo0skRe/ObrebIU+k+YHbnonrATDG5aQ/BKIDMYJ6vJfrfAeu0jxzaHl5OSoNvP2D98F0UooyXogvwCcZcJ4RQWDO7QWX6x0fn/8+/cPaOIBy4oPP+N7gmd6eIdWJzGcaXEtBFfdzQh7ylGAQWUnclzXrdrtqNps6Pz/X2dlZZL9hLyGS19bWMm21IIWZTzKOkSvX68gjmYBuExY5hj63Pie+JsiKByTSfy/6nM+v71HmC5n27D/m3VsfINvcw8e9yPn6LFw/SAyIE8H+xrkAf2D76BNOX3icRkggSA0pmxXrQXgCgHyWAAlBLV9P9AD7EB2BHPBviDOyi+nnyzlJnlAA5vSMR3c80D+9Xi9TVcgfKoqr1Wpk1rttZg+hJ8Eivq884Ou6m/khMIqudmztuJmfufMtZTO9uWazmQaDQdwP4h/MS5DYHVfpzkEaDAaB35AT3tkzGn1t3O6xhwkGOM5LDwtnPsCFUpZ4dV3qpOfy8rIqlYqOjo4kKaoibm9v9fz5c11eXmbaSZLV6QlXvDOJIt1uN4LK7XY7MqvL5XIEKBiz22bGBzHNxb6ZzWaRcIWudzwCUVksFmMfkIjj9oG1dBvnSRQQANVqNfAxSTm0mKWKmfaKHtj7fl8/SB3I5fgMkpAACbrFE56Yf9dJ6Vryez/TLLVLKSnkRFnqX+M3cG+IEshjggopGScpbKYTwD4OKZs0lF7MC/fi8+5vId/gPQ8++/N4D/QfyVkk82CLkHm/eC+f31T+Ga/PnxOPZO+CA7vdrlqtls7OztRoNKIbgc8LmJq5K5VK2t3dDd/W/X1/Nuvm9sT9dB9buhauS9n3PB8cTgY0/IevCziVC31CpwKwHwmb+OhO0IE9l5eXg0Dnj68TQWXe330rKhYrlYoqlUqmepGsbbp6gA18Hh1jIxPYE57rPgI/cx/FfRmXJeY9xerfz+sHpf+cKPU1BdeRRCLNuQGvWEgxdYof0iQJ96cW7U0u9wfAjE7qj0ajsFkkULMH3Sdw/5uzHcASjBvdi2/q+299fT3aIU4mk/C1kGl4FNff7DuwmOtI3/vMl+8TH5cnuLA+3o3A5xqdD4+ADiSJQlKQ+D6/qS1j/rytGIEEMDmfd3lBPvx+Hjx3O5fOQ+o7pu/tc8X9/Dno2NlslpFL9wV5FhwfNoSkSQJvPIvPuKzjM6BT+O5kcnckBO9QqVRiXPCdL168UKfT0YsXL2Jc+DRwPbQUJjnIx4188TswdBoYATszbyQogLFXVubnNjkP4FxuOu+f5PrUgZHBYKD3338//v/RRx/p93//91Wr1bS/v6+/+Bf/on73d39X//k//2dNJpPoF0jWxw/90A/pT//pP62/+Tf/pv7dv/t3Go1G+sVf/EX95b/8l3VwcPBphxMXk+ZZzikp6ADKJ8+FplgsZhQYjhZOHgd/UabsFSDS3PABHJvNpi4uLjIbD+BOWyOy11ZXV6N1Ak4yBn48Huvs7EwfffSRnj9/rqdPn+qnfuqntLGxof39/SBbcrm7sy8KhUK0KOGQzYcPH0bGIvPiSokDDJvNZmQFEajhO55JhmHB6R2Pxzo5OdHy8rLu3bsXnyWbo1gsqlQqRcYsgQcMBQJOIAlg5A6pE/BpGRhtq1LDlAJRV1ruALtjyVh/+Id/WBsbG+p0Omq1Wur3+/rSl76kra0tvXjxIiKrb7/9torFot58883okU8gZXd3N9qEoeB513z+ruQ2l8vp6OgoDsICkKHENzc3tb+/r+XlZT158kRbW1va39/XH/2jf1TvvvuuJGl3dzfT5w9D4AEKAKK3j7h3714oaXo5X19fR9DQ9wJz7GcskJXn+0iaGy4Ht94bkLX1DHMnpfi9Z4ohix5kw3Hh/57d890OjHxW9R+6CAMG2AFgOACDoEh1H4SfG0v2B6DSCRP2WS6XC8eLyD5OCUYvn79rQXh0dBS9dcmcRvYg7wjMSFkwytgHg0Emi4FWfg62ADJODjAvTp4DQHGYbm9v4zA8iFQ/fH1tbU2Xl5eRmc78oVcJbjsxSfYrc+cBKAfwzKukDEijLQwHmUmKgzaPj48jIAHBiE5CLphH7sW43BZ6IAe94UCNzzFOgCatDCEjp9NptFI5PT2NTHr6pGLXSqVSVK2RJbe0tBTtfJaX7w5w45080JsCYPY+ZKWTbLxXmhHq78LPXe5zudxL2ZF8joQGHC70jZ9zwvymWMJBrxPctH7hGQBCzzD3dWR8aXDm+3F9VnWgNHc2CLaj88AutDj56KOP1G639eLFC+3s7Kherwcgf/HiRVRMcg4FbTHcEcO2kkhwc3Ojx48fR9UoGKVWq4XuIkPOW6wiQ94aADw0HA4jYQK5ubi4iCQWx3HINnuKoFs+f3deHOQ2v280GqpUKlHhyRyBhdiX7Cn6PrNvptO7yg2cJXDZ4eFhOEW8Q6PRkDTff6k+x36RVOGH4voZGmB6Ksr8kG2qgXZ2dnR7e6t2u50h0m5ubnRxcaEvfvGLcdgjOhCd6RndniyEDkFHDAYDtVotPX78OAINX/ziFyNoA5GAXcAR551ns1kcQr6yshJrSWbkwcGBjo+PNZ1O9fz581iDt956S7lcTl/4whfU6/VCR3IeHWvolYcQraVSSSsrK+r3+yoUCtE6i4Ni3YnleR5cwM5KChwLGUviz/r6uiqVSmR7b25u6s0339SjR480nd5Vjv/u7/6uLi4u1Gw29eTJE11cXETmKmuKr4VO+SN/5I/ojTfe0N7enlqtlp49exZy8t/+23/TkydP9Gu/9mt65513tLOzE3i8UqlEG7Hv5vVZ1oHSXdXuw4cPI1sdXO3427EB8k9iHX4vvhp7iKxdAgDsRyfZqJxbX1/X/v5+BK+Qfcej+HZeLTyZ3GXon5+fB7lM1f3W1lamim1lZSUCPBCGXOxZdIuTyVL2XIa0Ug3ZJdAJ0cP38DM86E3LYN6HoCk2yLNw0THYJvYmwaDxeBytD/m9z5FjRvxr5rRYLOr4+Dh4Ar4Dx9BoNEIewE/b29t6++23de/evQyfwfzgizOn3sP98vIyEgG8nTW6j/lkbXh/5E6a+y8Ef5k3by+N7JEZ3Wq1dHFxoWfPnunp06dqtVo6Pj4OG1Yul1Uul6OFb6FQCP1WLBZVrVb1Iz/yI5kkR8ZEFXm32w37yjtOp9Pw34fDoZ4/fx6VOlTazGazSEggAZeqOPQr+rlarWbkEOLPg+pwM3wXmUImkDmv+MbHIWnru3l91vUfe9QDDvAdHij3BCXnBJ1YZX4XBZvYh+63uW/hPqcTt+hBry7CTh0dHUUCGPrujTfeCP18fn6u4XCoSqUS8o3+YywkeeDXQ3xvbGyEruJenrjClepRx6v8DL/DiW/nX32evFUdibX418wxOhOfBywIf0li4r1791StVlWpVOJ8NOaXsfgc48ctLy9rb28v9Gyr1Yp1x054QhT387nlvdOgmweRnPPiYi48wIo+c07F/83zsZvoXGwOlyd8jUYjFYvFwFK0TaXyHDmbTqd6+PChtra29LnPfU4nJyfqdrt69uxZPB9s2mq1dHp6qq9+9avBg6PPd3d3o9KIoAWJOgRzfazgBceWS0tLYQdYu5WVlTjzBm7j+vo6kmDwo+DHZ7NZvBfPQY7TqvNPcn3qwMhXvvIV/ck/+Sfj//T7+2t/7a/pH/2jf6T/+B//oyTpR3/0RzPf+9Vf/VX9zM/8jCTp3//7f69f/MVf1J/6U39K+Xxev/ALv6B/9a/+1acdSuZyMtCjQw50WEwXZI/kuSOREhrSXBFivNhMbA4n5HHKFxHBDpZQUhBdDji4CNjc3t7q7OwsFDQAhTFMJndtmWq1mhqNRpCRGHvaCFCmxjgdODJHqWIjuwQH3Y0HBnlzczMIVzIVT09PoyyU7DSIS+bIo675fD7uVS6XM8CJsfJvDM7y8rKKxWJkJjPfrrx5D59Xj+JL8+guxF2j0YhsOJxOSmjpQ857QIK4MkVRALxcaXrGPrJL4IU5BuDwTJT9eDzW5uamHj16FIEJFOIbb7wRfaMhdyuVSsboo1x5X4yWpBgrskNbDwgOP2vHD8H0ChTkCMPEHxwe/wy/86wu9jCgwUshncjn3w5CfG6/F4ThZ1H/EQSgdYuUNbZcLufoL0hodADfhahjndijyDv39gg98klQFRDPfdwxB/QQuEkNGs/CYUU3fNx6OkEIwFj0WXdKeV5KfPMefJYyU/Y0+nc6nWb6X/vY+cM6OLng85nKMmPje07eu74DGDgAQN4BIzwD/S0pxu+ZU76P/PnpHPr8o+edzJrN7tqSHR8f6+TkROfn5+EYolc94OCl6xBx6BYODwUMexVhGvj2AIjrOGTe9Y2vfbon/B0Xfdbv7zKJ/Dipmu4/d5BcL3m2EeMkEIL8LwqksL6MB3nzefleXZ9FHciFI4GdWVpaypwTgl57+vRpHFrIXjo6OtJoNIogh2MSn3vp5UN+CYqh8yD02L9uzyVl9jdkC2QlFVg4DJBPyJlXFHFPzyxDnnA6CoVsWzH0Pgk62GrIMtdr0jzbyuWbd+czzC194iHKXVc6tuS7rqP4WerAYJt4bwhGL7d3nYuDS4DdxwCZtLGxEWPydi6OR1Kd7fPEWAiYFwp352iB03gfnycnV6R5C0vWxPc1AQcIMWwnQfjDw0PVarU4twhCGr3O86na5LwRdOX6+noERdC1jNXtAnibeSeo433QwcO+brQ9KJfLOjg40P3796M1CMGfy8vL2JsezGYNhsOhVldXM4d6U41IVfBwOFS1Wg3H/+TkJFqjVavVaPH73b4+yzpQUrQdW1paikATuA5ZJ0kqtR2sAzoTH9Or+F0HOcb3C1sPJnEs5IFGJ3FdP+BzQoZ4hr372xBHrmv9GehxxwCMw+0+78Ll+zPFZ8wRvrVnJ0NqQ/Q5ZnH/xOeJcfoYFhGPrIGPhT1JUopXKXhykOtI1hlfe3t7O3PoenqBDbGL7g9gM5Av1tQDCfAVjr9TzI8OYU6vrq6CkOU9+fnV1VWcT9dqtaKjBkFAKi7G43EEflkT8KekaNeackIkSvG+YISlpaV4Bu0cCTZvbm6q0WiE3Lg8QPjxcyeQ+dvXx3ErXSiQIfYUAUJkgeCN+9vfK1z4Wdd/js09IOvznM/nM4E7t9XMfVqB4JjDeUbH4q7D/HK/hXt70o7jDzAOOoPgRvoZ/DB8Kd9XPgfIHgkOYFWCbSme5Z2+09+LfKRF/JrrW58H328pj8DvwX7uK/IuHjz0caRr5/gQfeJJouh49A771rGpcx0eCPO19vfy/zsP6e/2cRjRk3k8EdC52vR9JWWCNHCQXgzgujqXy2l/fz+6DtGGnLZiHsRyTMae8fkkKMK+QS7xxRz7uxws4mhcVpgn9CnJ+T5X3m3GcYjbfz7/aa5PHRj5mZ/5mY8lp/zFvtNVq9X0S7/0S5/20d/xms1mke3iAgOxjlFEObgDxR++AyBEWUnzzGUiWC4cfnlGhzQ/kJagAg7M9fV1HFazvLyser0eWTGeEcJG2N7e1tbWVgCe6XSqUqkUGdceEd7e3tabb74Z0VjOHDk6OtLGxkZkCCIsRGgZv7eL4OLA+Xa7HRUdTljjyJHteHNzoxcvXkQvz9XVVd2/fz8+y2br9XqZLOvl5eWIAEqKvtGetUa2EOu9urqq/f19VSqVaDUwGAwWGqiU3PCNBrBYX1/XvXv39ODBAy0vL6vX6+mDDz7Qw4cPde/ePW1vbyuXuzu4lSxxCEfamd3e3sZh6xymByj2jUu24HA41LNnz9RutzUajTKtHsiu7nQ64Uju7OzoT/yJPxGH7JHF/mM/9mNhTN9//32trKxEL8rZbF7J5A6PG6disRhg4fLyUsfHx/rWt76lk5OTII7y+bsqFw6f8/JflCJODQrce+emxkNSJmDHOAG4GDMHLN4+DeXHunqw7ZPoo09zfVb1H0QX2XOQG07GePCXrAlIHTLKIM17vZ4Gg0E4pW6g/F2dyMIx4qBiAB/6DuO7tLSk3d3dkDnaxjA+z+oB+KfEPXoRPYus4TRg1B2sSvPgghteMtsc6NEezw9bLpfLWl9f1+XlZbTtQMfm8/koX6X6gf3rgNLBE+/moNYrpvg9ck0gluD3ysqKPvroo5fAD5kTqaM3m80y7YLIUGL87sQT0PAAM3qbdcVpcxA2HA71wQcfqNPpxMGXq6ur2t3dDTlzsOgk9mg0iizvSqUSmSfS/EByLm+dx7M9QMH4+B33kbJJEG7X0cfergDZ92AIss7vAc+LyBd3DnhPiFgcHscR4/E4DsBjrP6OfGY0GkXgnc8S0P5eX59VHci+dZ0l3Z3jwpk2zWZTvV5PFxcXyuVyUZY/HA5jL3m1JnsCOWc/cLGOZBQvLS1F9j7nSlQqlcAWfMf7//pak2RCtR0VG61WK0gxbLBnaXkrPy5ky+Xi+vo6soaphoN44dDrXC4XGJELUho5xp6QgTga3Z2/Bgldr9e1t7cXMs9+dEfFMTfPSJ3FXC6XKcv3yr7pdBoV3re3txlbMZ1OM0k8zLv304aMpV0DuNrtBnPHO1A9wnvu7+9rd3dXkqJKAV0ize0S74INAxN75R14GL1G9jnkcKvV0vX1tUqlkn7sx34sQ4oRSHCH9Pb2Vs+ePVOn09Hp6ana7baurq5Ur9e1u7urL3zhCyHfnGkDmYh+wV/ChjNH1WpVm5ubmcOSya6ezWba2dmJipS3335bn/vc51Sr1TQej7W7u6vf+q3f0mAw0NOnT8Mm+8GiVJeyl87Pz1WtVnX//n2trNz11iZp5uHDh7q6utKzZ890enqqJ0+e6Pj4OPwgKlS/m9dnVQdybW1t6fOf/7yOjo7UbDbjLCVkZDabRf92Jz4gbn2fsWc4Dyafz0eym9vVdM9I80NQPUCZVnHgL3qgheqD29vbkHtkemNjQ9Kdnb+9vY3AGWeCOO7xvei4kPEyLt7bAzxU1zJGJy+ZI6q1IKY9GELCHhjHiSPGyBhcb6F/wMAefHGfJx3TeDzW8fFxppKUrFvwHYFR5vLBgweq1+t6+PChdnZ2VC6XYw0YH88bjUZxePj19XX4t06eeWse9If7Y+BQx1LslWq1qtFopNPT00i2wT9xUpizO09OTnRycqLnz5+HjUdXUsWHXw6xtrm5Ga2E4ChI2KxWqzFOzuUajUba2tpSvV4PPA925pyj0Wikw8NDVSoVvfnmm+EbkAS6unp3ZiF8AXPj1YPux0qKjgkkQuLPwTXwN7yJ25lerxcJaHBI321c+FnXf9it2ewuqZVOL/BLnPfjZ1s5mQ6fxv5iHQikOVEvZXk/x4fIeRqwSIOq4CN4FD5HxQsBEJ/Xfr8fibtgQ6/kZBzOnYDh4JzOzs5CT3oQw+fR3yUN7ixKeGH+FgVb+LwnXUjZIHX6XfAaepMguAdN0Ve+lmAV51LxKamkvLm5iSQkeAjkgo407oNj3zwRE84k9Rf9345t/WeMHXvhttFtMxVA8Dzu37IO6CcSoZkH6c4HSnHWT/7kT6per6tYLGo4HKrX64UPgMyzNsyJdzDAhqFfSL4BM4zH8+4GPgesE1jaA1tuK7BvBMHgRGezWQTCu93ux9p3fKR0/j/J9T05fP0Hcc1mszAITLSkjJJhghAgJ1AoXyyVSuG4UmaWblQ3ZF7KyEZx0sv/j4En+suznTTh8CBKyaR525Ll5eUouywUCnrw4IHu37+vzc1NDQYDHR8fazAY6Pr6Wtvb22EYUAAEGfL5fBhtwAqHPM1mM+3v70fWH2QDG9SJvVSpoTDYUGRkTiYTra+vx6FarMF0elc94w4jc+ZZeDikVKHQvzUNfqQZmSgcH7PLC89lHcmY2d/f1+HhocrlcmSglUol3b9/X2+//XaQE/59nsk4c7lckL8YHVpRMBYAMwQ00Wuy7XCYcVxbrZYmk4neeecdvfXWW9rd3dV4PI5yuUKhEOB2bW1NnU4niFuUFZl1Nzc3AdJwaD0Dot/v6+rqKg5Z7/V6AS5p/UZrMDfukA/8n/XGOLnz4uuCsvbSRWQMgO0Za4wTEI4Dwx5dFBR7lS8HIJA4frnDh9NFpphnGHmWAJ9N59HBPHoRmXeCHpny4HCpVNL6+rqq1Wo4GJ7hhR4GeAJ+PFsZ3eu9qXH4nKT2dlLMj++/ReAdueFQRu+lTXk9xOrm5qb29vainR97FkLOMx2c+E7n14Pri4Am+hfnB1sCyHc7wvsx77SZ88Av60MwCMeKMTFmL9n3DFIOh8QJZX25L4TVzs5OnF2Afk+JZdYecIX8oTeZMwg7z3YEGPJdl9+UYGWuWWPmg//7fR1c+/1YK3+ugz6XeZd97ouzCrjj2S7TrKtXjnpGU3p/nGb/+et+TSaTwDM3Nzc6OTnRcDgMomM8HodcgnFoySRlM3hZVw+oStmz6nBaCOilbVR6vV4mOMr9PTjoa0rwjPt5QBlM5EFtT07x8aEbx+NxjI/3Bn+QXY/TzDulrfhSnckzqThpNBrRhpOx4mj6fkT/oUvY68g+z0gDj+gknn9+fh7tPpeW5uf2eL9iaa7PObcA3EIFIHrG9xbfYe4cj+ALlEqlaLXjZ/g5Kez+gjvNKXEyHo/DJ3EnntYB/X5f+Xw+2kDQGoQ5Yd7IjJYUlRm9Xi/mF1KQCg+cZSfEITchIcDprCFEEpgNX8WzxSXFIc60RuR3YNQHDx7oc5/7XKxXuVwOmccOYZcuLi704sWLqM6R7jAIB4B+/etfV6vVirZ2yFyv19Pjx491eXn5f6tS/p+71tbWtL+/r1zurtVsu92OPeE4nT1M4la5XI69iT1DJj3IQIU+VUQQSnwOv4RKUrCL73N0JwQu8u/yxlhJUnFf2e05upJ78zd23RMm2YMpQZXaTv8893QfKQ3k8n68Cwk+2HMS/rALVD2By9x35blpYJ4Wg8yTk2oeyGEve9LYzc1NJDfm83dnFEDo07IK+YBvYA44p+jo6CjeZ2trK4Kj7v8hP25PeB/kA0ybEqSj0SgqxZwo5L2Gw6EuLi5iLOfn53GuF238+D5ntNCmj4DHdDqNyjMSoJaWltRutyN4sra2pkajoVwuF5UgyAo2GH06Ho8jcZUODhCFYBGq47BDvk4EN9B9zKFX+oGRHaem/APrDKZ2G/o6XhCqVF7Av3Q6nTg7tVwuR0W6Yym+74Qte4L9zdp7kou3nHKuAn3jHBr7Hgy0iGND3x0fH2cCAOyJyWQSOoEEGSl7vprrUIKGJErQDcE5U+dF3fdB36QZ+h4gSLEP+4WxgL/5jAdgpXnSl+sSdBUYj0PXeX90IfOO3kD3+HrQUYZ2pyTjkoREFTU6zpNP4PzSIIfbA8fIHsz1IDhz5/4j9sXtIPIAt0o7RZLj3U+gdSX2grVDB+/t7YUexk612+3g97761a/q+fPncU8CugRCUn7QkynZA/gxnsDolcSsA3MAfkfnwlM6Dva9h71ZWlpSqVSKxDOC9cijY+00mPeJdcen+vRn+HLA4UCHwIhPTArCJIWzwULQDgHnzSNb3INFdUKez5Hd4edWIMQO/vxAKP6PI4uz5FkPW1tbAS6IfEt3ASAOJJxMJuHAXF9f6/j4OEgBlII70gQe2GxkEkLOYMz9/RxUSvOgBFF5gh4Q8pJCyfmzmQcn0d3p4netViscNoIpbCzvq8ka+SZODY2ULa0i+6JUKqlarerg4CAATrfbjZ6kZNo1m81wqtN5cAKFAAcGlk3vZAvGCqNNVBuFiNNJmVs+n9f9+/e1t7enYrEYPb7JbKHP8+rqagQtJIWMQQABtlwWMUjj8V0vdhxzd55pDUbWimdZOlnnBt4dhvSAUOSayhsHn6wZe4z2Hg4imCfWmT++vq/65TLvQA6Z9J9Lc91FKzQy8zgo0kuP04Cwk4QY7zQI6fuZ5yMftFhBxl3uGBvEP0baHUYIfXckkDnPGEG3+N9+OUjl3fgecgqg4Vwd9gw6FOK+WCwql8tlSCqADsDXD39M5ye1Ha63nHxwMMQzNjY2MmXXLg+3t7cBONJgAHuSveJVk4ybn1GlhnPHmSEeICGLh2BNvV5XqVSKjA13nP3ivdweYD8J3LsMpUELJx1d/3iWVAqO3H65beC+/u/UlnhFksuM7w//t48NWed+yJo7Sow71V8eMEvvT+Do/wuKZM+K6ff7kRUHSQwGI/toY2Mjkw2PvfG5ROelJBry7NiI84BwpLwiyuXD8YoHAJycJzFCmp8t46RMpVKJMfkfZAU8yfkfXhnM7xkLAQLwIO/rQVveUZo7hDir6MBcLqdOp5M518DlHT3g7UE88SHdezzTHSrsjreSwKmCAGRP8Idn0Wd/eXk5dCb3XrTffd0cc+Dwra6uBn7DLvle9H3q43FsRLDUsTUZc+h2zqrhma4nwFZ+D+YZe8qZH2Tcz2azaJE6Ht+dP4KcgSfTqnHsogdv3REnsIgTWy6Xo/qN4BEEbrlc1s7Ojo6OjgLzMuee6QkeabVacWaIdIcFnjx5omazqRcvXmg0GgVZS/UT5xDgf7xOFwEPKqMcm0hzfyDFLdh99pDrNiew8A0JgLp+crIEwgJfxjG+Z7v6PnQ9hixDALL3PYDq5705Qed70eU49TGkrO1O/cZFhB+X4zXuDT7zzHLkHp8Lu+DZt9zf55y97fyAJwU5jiDh0skhnwPIv8vLywiG0P6PfS29fFAtPApBFbgMWl35GX/Ilrc7TOfeCWf0FlgaufUAGvPDnHW7XbXb7WihNRwOQxdxlhafpfIE24xcecUGvNHV1VUQb+gw/E7GN5vNon005Ot0Oo3KHMYOH0VADx/CW2L5H8d76FIP8tPhAb8N3YidYz94soz7Xa8jNkSf0WIauSQYxvzB/TC/3rJXerkNMraXufY2lC7TyC7/dj+EezoO5FnOT0p3NnkwGIQe5DxXaZ6M61VqXDwPHOaJFhcXFxoMBqGb08RDlyf8jkU6UpqT/Is4F3QY4/EkRn7G55w7SHkMl3kqwnm2+3HwAh5Y8PklWIkeBevj34J5mP80WcfxNuN2fzK1N+mcpX4a3011uY+fz3l1mFeQeZISfKEn/K+urga+83ZU7XZb3W5Xjx8/1tOnT9XpdCL4gh33Tg2OgT2BBz3KWnn3DQ8sOQeBbmJ+wdPggxQHYN/8zGsC21Q7u65LeZ1Pe70ygRFpfliOO62Q+qmT5Q6FAz4IHwhliGCPnHH5wvEHgaRNiUfJPPMhvZz8w0kfj8cR8YbgooT85uZG3/rWt3R0dKR6vR6lnZBbHIDZaDTUaDR0eXmp09NTTSYTXV5ehrNIBqEHadbX1wMwpFFYNpo7RR6MYg4gtur1epSyn5+fx8HMDhj9Hii6VDlLiiyMo6OjAEM4WRgKz0xCWTq56kEZ/pTLZZVKJX3hC19QtVrV/v5+tB+4vLzU1taWfvRHfzQqXnAcCUpNJpNoQbW0dNfTl56jkI4oBS/vpL0QBEOlUolsDzLVOXNkMBioWq1qZ2dHf+yP/TE1Gg31+319+OGH6na70dtUUswLIJESucvLy2hx5CQb1SF+UCNKC+cK2YeMZQ69lztrRgCDMk/Wwx3f8XgcDv5sNguylXV0YEdrIhy5NCrPzwAg6ALf96/yxTp4K42U8GUfoYc88Ar5jbyT4ZwGL13H+V7n/270XMflcrnISqxWqyGT3W5XrVYrwD1lohjxyWQShtyddMbtP0fnIGsYToCr73n0mb+TO+AQVWQmrK+vh7OBPHqP40LhrsqLw0ohXcmmJcuXcbEPGLOTkABAl3/aWgEQITuY8+l0GqXi0+k0HPDz8/MoQQVwUDqMo8c+pT/z2dlZ7Geez1khOJjSvIqF+XayjDZ7m5uboSuHw+FLjgGZSWlWoQdLuG/q8Pve9p87mcBz0j3hTksaIJPmNsKfyfiQFXcEfK+5zcLG8nNIO+YEWUKnSne627P9nOhMg8Bc/A7ZfV0vX/vJ5C5jvNls6uLiQtPpXdsyggpOdJBwIc1lCZ2BrZvNZuEoeDIHssPeQ3ZIYPFqV3SRB7NYW2SI96BKAJ24u7ubqSROkwlchv18p6Wlu0PWCTZ7yyT2qDuV9J/mPdCjyKo7q1SgLC8vZ6qKpXmlH7K/ubkZeAls6TbDMTJzAM6V7vSCn70GwceYJWVIWDAV92u321pbW9O7776rarUaeoY5Q995SxKy5iDYILd4L2+tAjbhSiu5CFLg4CF7nozivgFzT5XE/v6+3nnnnQzJcnl5qbOzswxGJOhEFTGH3oLfcrlczL0nRHGGHm2TIJSkOZ70cYMTl5aWwvYMBoNIztnb29P29raKxWIclv7hhx/G+nU6HeXzedVqtczB9Dc3N5HhTTBnOr3L8kW2+Vm73Y4KJfatJ6sht74ur8vVbDb1P/7H/5CkIIJrtZrW19fjbIThcJg5dFjK2hUOHacSp9vtSrrbmwcHB8rn8+p0OuFf4P949ZM0P48MmUJ3IodOmqQ4zQM5YCHIbuTg4OBgYTU5z0Z3MXbXS243nbhZWspWcbA3eabjFXQo/0c3eia/pEwHBmSXrgdcBIpTPxVyKsVF0vzAWtruLC0txftOJpO4X6vV0tXVlQqFgg4ODnR4eBjVh07GQrqlVWQuM+PxWG+99VbYEeYOe4mta7Va8R7oasgt3sMzswk4ODGK3en1ejo/P9eHH36oZrMZ/gqJQ3A1s9ksziglSHd9fa2nT59GUGNnZyf0L4ELTwwj+Y8kwQ8++CBw+MHBQbQJRC/ix0K8397eqtPpZBIAkMcUM/NM3w9UYkNqO8bEN0FesOcpae3V7qzp63SNRqNM+3F8oZ2dnbC72K4XL15EsIR1Icl0fX09+B0P1rFXSF6R9JLuc54FfePchCc0ME7GgB12f5FgKmO8ubnR8+fPY/95y3b2BbIEr0RFVx/kbGwAAQAASURBVD5/V4WKzfakGXQYes71XsotOFfg/3dd6DyepNjzzCnvlwZmpPkZc8yfpEh0InE9TQ7hfim+8uRkx/qz2Szm2yskHB964MOTDf1nHsReFPTAf+BduTdjRifC+/Z6PbXbbfX7/ZgLkotdtsC92GTw4NnZWbRhBRN3Oh0NBgM9f/48w/mC17z6kH3Eu6TBIjpIkPSCDl5fX9dkMgm/1pPDWG/nDCaTSdgH5sCTNXje2dlZJL3RDo7EF8cwHjBahG3+d9crFRhh0VygUSwOeHwTOyDAWUKoyazCwWKDp1cKmHCwPBPGieGP+65Hu3xjXV1dZUhvd4y8DzWKfTabhSNIJp8DKRQMThQbzIkiwATCjoClm5i/fZNDCEjzjQwIYX6dIPNorI+F+/AzD1IBlgDYPq5UDnyN06hsoVBQvV5XtVpVrVbLHO5IuymCAyg91tIzdKRsD0ZX5jyT9/NsRy7eJc3W5/6z2UzValV7e3tqNBpaW1uLVle0fAMcXlxcqNfrBZGC4+7Z6p7tygFcLrN8lyg0RtL3jiv4j3OuFsl7mhXgf9yYuvPh93UDy8/SMThQfNUvSCQHv+4A+lykAVqMC1mvTv7w/VQOHYA7QJKya+Pllh7tR3dBrrDufo4Qa+/6wZ+Zyo30cmY3zoqTbanjLL188Kb/3nUeZLnrE/TQ5eVl6DjPRkEP8O4ERiFTPTDiRKPrM8aFDYLEc7LWwSfvmxLskoIs9cC2gxNpDsDZqzjEzWYznu9rzNwALAE3yKRXDbJOTgjzTMbuutL3sOsXJyJc//paui5I//AZJ6S5XypXvocW3YdnuB1MQST2AtLAx8hcYMvdsUqftUi/peN9XS8IHLAL5yRhtyD6INKZc4jvNFHG5zr9uesFt0sQV6wh+IPP8zmXJd8H6X7wA7dx7sA7VBKkmbWOJ/kuuDEl7tAlvGeqG1OS0WWNQJBnQ0PioU9SWw2xOR6PM3rOx8w9PMjOHDkBDsnmVQte7eK64ebmRuvr61HB4IFOD7rzb8548iA7ZCPf8yCpB8yc2HNiyj+brpXLGXZEUgTdCbyD5TjDqdVqhZNI21qe56QoeI7MQuSf1rsQzemac/l8+lqxLuguiBnek+A3Pfb5nRORngwGmeOBJD7P+jC+Xq8Xn3eymN+7bX3druFwqA8//DBkGOKEMxohNFLcCOkCYeRZmB5cGA6HyufnfcWdBOI7rB8XMuQ+g+s9t4duc92WO6nIhcyn7f/4HTKGvnP9zLsyBt7P/TZ/VmpjXa+7XnQ7kWICJ+D8eayFkzpcrCH7J/XDsT383nU/eoYgc6lUUqVSybR/dRvia4A+9b7x/JsEUuc50K28G/s4l8tlqhsYd2q74F082YUxDIdDdTqd6C/vbRrdl2XdPZiEHKArnIAjkc/tOrrEE4TQWSsrK1F5x+ed93F/25MnsAfIvvMDKX+UJvM4icieTn0018fsFfb265Yw4zZKmu8R91XIdmcNCFKl+M2r9X1/cA8Pyjph7riFMaVjQy/7Xnecg3wjZ+hv8ByJznA3JC+gD0l69CCBYzLHtu4Tus/rgWAp6yfzrinP5b6QY0bnBDywsog/SnUFn4EfYJ+5jXLshF3wZJN0bfGh0QVpNa5zwz4+111c/h3G73+nP3PZ5AKXg5tIIKWVPhwBa+R4Hv1D4iZJIwRX8EHhepgnkh/8/GbnWJx/c/8EfZMmdqVcka+jr61zF8iL2272Ackbbo+8It31XSo7i3iiT3K9MoERNowbZiYaQp32UA78fDN5xlihUND29nYo0ZQMdMFJgRMgBKFB8aC8XOmxsfnjDqMrSAADjs7y8nJk+AMCSqVSGNUnT55oY2NDu7u7QeaTjYGQehkpYACyn2wDejJ79k6aMeNGHZBBX9+lpSVVKhXNZrNMGyfICr8fGzIlHlkbDg29vLyMUl42jpNPksJRRxZwpLkAp5ubm3r06JF2d3ejDx/OJocsk2U6nU7jkPOlpaV4BgDNMzfIsgM0ISOuuJAt7kGGiZMrXMvLy3rrrbf09ttv6/DwUMPhUMfHx/rwww/17NmzODzuxYsXeu+999RsNqPVmleBAFBxVAG3KCoyB/xQbmQQRepKz7NhWLdF2c1ORAAePVgH0KDKxs8t4ffpfufe/jP2Dc961S93qsj2dFLWyTh0C+BnNBrp4uIiDiTGyXVj4+uWAk0AjjtprBcEzOrqamTbrK6uBjF2fn4ecs9+KRaLUXXB3ka3uIOVAi7Gw+eQO3f6+Dwy4e/i42dO3cjzGddLzAf9Lf2wekCIg0QAF4CHygF0A0CLQ2u3t7e1sbGhra2tTNsWnCPmGecMneq62UlI3pnMDqoXAFVUtNBy0auPaF3w+PHjyJCr1WoR7ALc0F6vWCxKUgS/CI4wH56pjTxib5w0cDJkEahhLdBtDsT4fGpTXG948gFrkDookjL2PyVMFskghHFKJuJ4QW47qYLjDemJPvR9VijctYBaRFx+p3l6Xa7JZKKnT5+qUCgEiUJSCeca0au42+1G8ITsemwP2VIeQPDMPScZfc9BnrvOYf3QRSSJOJ50Qo17kQnFO9BKA3lGbsG0tIKgRQg6wGUGPQt2Qa+4TvT94YSh238SViaTSVTfVKtVXV9fq9PphB5w54tkEIgraX64Pc92QpwEGHQWOhcSjGqXWq0WeNUDsWAL5oJDxw8PD1UoFDIVQpyJksvl4j7D4TDazUAWewKO2y0IOPSQB5vIMmbfozPdXoJRITRprzqbzaKSuF6va3NzU2dnZ5HBjF5GbyB7fGdra0v37t2L88R4FzK8c7lc9Bp///3340xA9KDrMOTA/yDz2PHBYBA4m7UiMafVaunDDz+MBAJkGH+g1Wq9FAQbjUZx9lyn04mKYmxgr9fTeDyOABm4XJq3jCD79nW7ms2mfuM3fiN0HnIADltbWwtswIGrkqIShKzMtN0Tegv/jsp9bzHph6p6gNT9GWSD9U6DKex95Aib6v4gdpF9PxgMosLO/RP2n+9V5MjxpZNWrpelbFWqv4OTPpIyre/Q+7yfpLAbGxsbmfMmOHeDAC4/Y348ORNdIWUD6dfX15mWrXAGPP/m5kYbGxtRLbKzsxPz7YSY732IVU9kYs9yphQ6G/sjzatYfF6ZG1pWeRIN84nu570JgPT7fTWbTR0fH0cbIPAb9p7Pwfeg92azWdgmbzvL80ulUvhQzCNEIQmIw+EwcMLjx4+jd3+j0cgcdixliUHXgSQc8a4uwy7nzikwTvyptbU1lcvlkE/kzNsluZ30AOfrdDkOB2Ng26Q5/wPJzDwyb+wX+JF+vx/8GASyn3/pf7M2BCO8Xb4npPIz7K0HxdA17qN5giE6YDAYqNlsRrtYZMV5mzTJUFIk6HkiOBUy0+k07sNcgIscF6YcAz9jL6CnHVPir6ZBBmxLGuTwRDnGyRm6tEhjvti/6Zm3qe5lvGA4WgmidyRldG1aocXvvYKWd0/JeH6f6gS3pT5/3o3n6upKR0dHevHiReBqzk/a3t4OXYse40wluEtaprVarTg/BPuXy+WiewfJmClfx5g98Yg/cNnMK98FO7utTBPO8P/hMzxh3/0X9tDp6WlwgySYMh5P1nKOgT2VBqY/6fXKIEYMCGCChWHimVAp28LEo2JOernjuuhyR9YdyHRM0pyg5b6eCeVCmEbhXDlT9kfGAoqNTEKEwMcNSEXBuHPP81CWDlJ9k3gfZo/ssWFS4hWyv1QqhWFgTtMMQUkvAeeUbHdS3stcCTywSb2kajabBQGRy+WiDRmZUuPxWI1GQ8ViUbu7u9re3lapVIrMOw4ax7mk1QwbHOXO8zwDUcqCbkjQNNLpGdSUe7bb7UxWg6RMgI05gpB977339PjxY52enurNN9/U1dWVTk9PwzGp1+taXl4OsnY4HEbJqB8YBrlCGbYHwTBuACw3ioA65gC5873EBegAQEPWAhzYhxhkJ6Xc8Pke5b4evWcvewDzVb6cpHAQwDqwnh5kIEuaNSCzwDPOXAaYU77va5+SJa5/AJ+UGuNsQ9izntwfQ+ky6E6zB2BdzqSsjkUXSXppnLyjV2u5M+jOsaTMfKK3HOwR/EGP+VgdSDpZwO89yM0842xeX19HQNn7uhMA4904cJR9NBqN4qBVl3/X505AoqMYK+3vvOUTe5YWYQAl389U+yBrnlXIvSG03DnBwUC3cx+3124P0j2d2mrXvX45OebrCMhKM6n83mnwg+ektt+dodQZwe6DRTxDS1ImGz3tQ+37EKIK4oj38M+/rtdsdlcpy36QFCQUxB2A3p0mTxpxWXDHxc+34h5O6LjDiHPNursTmK6Pyy54kH3p1cGeMOG2bTweZ/ad2053wPj31tZW6GZJgff8s04o0oYhzeDnc7RmISmHoBOkFoEmfw8cfH8X5gKnaWNjI8h8TyhyEtQTTtz2eRUi38PxLZfLgQE9K88rb/gZ+w2dyH5dWlrKtMNzbArJyHPRf1TeIhuOWdyOQcTQKmw4HKrVaun8/FxPnjzRRx99FFnT6bt5hWIqq+5oIvOMx4MlyMrS0l2PfZxub+sBFgRDQOjS+mE6neob3/iG2u223nzzzWjNSfDGbRNyWygUgkDyTELeDbKe+cSfYMxefepkomPQ1+nyYGwulwvfxpMQmD8y4D1AR+DUq8jRGVwkwiFXrD2+BfiN8bgv53gNPIfe8s+meN4DpK4X0RvgLvakt1lDnpERJ6zSPelY0MfgGMH3LrrLk2dc/ngX97vBf6772RvcjzFwXzAygRT3+aV52xPHx+iqarWqSqWiw8PD6IDA+7g9cKwDZgGX0UWABMqrqyu1220Vi8XwH33/wjtg19xP8cCl2zQnOQeDQVQrc9A6CX0uP/x9fX0dc8na8V7OO3gFBngA3eJ/0Mez2SxaQRK82d7eDo4A+08g3KutwMNXV1fqdDrBk9CmibNI3af19kyMBUwzGAwy5LNzKo6BscnggtfpcmzO3wTOSXTgYq/5fma/swf4DOvoCcauH5xA9z2PjuTnXknq4/B97zrc95DL8MbGhqrVarR+Tb/rPie+Izbb9zmf9YArFZyMk3G4bnQ/nXvx3gTpfN+TeOv+k8+361zuL2UrLcCgJCbDccHJ0RoXHZFWW/Es/s35QLSMnM1mYSsIfqSBzjRZxPGnB6ecx2V+GFP6ruj3fD6vdrut8/NzHR0dhe3t9Xp68uRJtNXf2NiILjfFYjE4vrOzs+AbqTgvlUpxH2/x7eN0jO0+L2P0zzBeD2hh13ytnIdx/QSPyh/khQSZm5ubSOQBl4BTvRqR5H44EWSURE/n6D+NDnxlAiPSPAjii4ozg4BL2RIrPutKxBWaG9OUbPFJd8IsJddcSUpzcoUxO/nhwBFh4//Ly3c9Bek7DLBCUfFOPBtlDDkI+EkdJZwWfwcUHoobxezRQycomUfebXNzMwOQp9NpJuORy4EwY/P18zlm3SDO6BN6e3uri4uLTIYi9y4UCpnqh16vF5ketVpNDx48CGVN1P329jaik5CBBAU8k5lKHCfvea5nI3m7Dsboa8wBchAJPse0OHA5xAl5+vSpzs7O1O12Y/3Josvn8xEBHwwG0Qv49PQ0ng3AJTMG0gSFhiF1g+0kJwbOHXsn6FJiFieMz/lc+N5zxyTN4kjBhwPB1JHyffYqX74/XAc5QMLxc5DNWnrlhpStjnB9khpE1lyaO1QAK0AWcoIeI/uMfZqO09ed8S5ycvgc+8Llb5Ec8DvPYHZwhxylOts/5+/L+AhQr6yshDOOLvASfneSkG8CKgR4x+NxHBaLg4wD6zrX5w0HysE+ZEEqB7w3Y2R93RZC6q2ursYYsJ8QVMiG7z3sLPe8vb0Nwgy5QLcho56V1+v1lM/n4/+8l7+z72cfO/OBPsAxTr+bBj58Hh3g+r5KAaITNIv2oe8tH4t/10u3PYDPOrhtwLYCMOmR6zZ30Xu9jhc2xas1AODu3KYyz170jCYnW1hrZNhBuDvOjlnc7qQOUPp/t2OuywD2jhf8ntyH4AiOj+935ITv8DnPUPT3cGwIsY8z7ZUOjNsDULRmoSL29vY2Mvtc/3j5fHo/9BKVyvQq5ueewextL/g+n2HvsbfBORsbGxkSmGSVdD1wKFl/TwzCAWd/sj5UqrBXeR9woxNYbledGMChJ0uZ8+qw8c+ePYuqG2wH78ahrE5+s8YQkOg41z2QDGBpZIHMVHS7Y3WcfcjDNGP56dOncZ4V5DR2x7OmkUcnnpFHSFVsRj6fj0Qv9q3PP/YX24KfkPptr8OF/LM3SEZx2WCO/Sww/Bk/XBo/zvcxP5PmBAXygH50P9iDqWBNJ8w8SChlCXr0ohOVfAaZcpzmdh/8wXfdT/g43JxiW9efPhZ0gmOzNCiC/vV9g4w6ZsLuePDR9RvjgtTyjgnMq/vzrvuYo3K5HC2jqdSArHV74PvF96ETi3yGZCfwIe/NGL2aKJfLhey5X8/eZv7dRxkMBtFGhsOC0TdOfLlsTafT0MOuV/zdfH1cL6GXXba8TRF6kQ4N8AQeXOFezBO/8wROgijgdnwBLvQic+xnk1FtjKx78Mn3CLrPMczrdjkuI/kBHeCck9sd5xCd34KwRaZ8baUsJuO7fjl+47vOu33cmD04QHIcOoWMf87eIkDgeMV9CMaKPM1md0kFnG/Dd/EhwTngJTg83sf5GR8/dsAx0ng8jjae6TwtLS1lqsucT0ztt+uYra2tCNAyDtpIuT1zfoE5QUdRRe6BEQ8egL3dv3SZcP/M5YyKFnS7pIwu5x5eNYTs0f6q2WyGrQBTdzodbW1taWNjQ/fu3dPW1pYqlYouLi4iiMw8ge+ojPL39SpP1tvl1O23+9O+7o53Uz/dfVS/eHf8LnhHgh/gAzCn6zgCI4zFfbHRaBT3gBtPeZdPer1SgRE2GArDSboUmAAGHCRJyihIz2pASJjolPiV5tFN39CeSe8ZuvxMyh7Y5o6bZzV6GSrfXV9fj+oMFAC/IzK4tbWlarUapEG/3w8Sig3Bd/x9EVoHrsxpSgbwbJxY3h/FytxWKpWXCE8HFZ6B59HJXC6nUqkUJY0AcNr0lMvlULxkZrthcFBC6yraTC0vL0c7gk6no+XlZT148OAlZ5gxO2AF4PFv1hL5ghikhNdBoWdUk6nibZCoIjk9PVWxWFSj0Qjg961vfUvvvfee/vAP/1ArKyu6f/++3n33XUl3DhC9qAGTz549i5Yc0+ldhiGtehyMecaM/9sDb8i5k8rIvAPr1ADwB6eLTBnAQUoQIFfIHMaCZ2L4Li8vg8Dxve4k++ty4QC40WUNMU7oFNpuMF8AcfYOew+5TnWplCVpnSR3vcC+uby8jFJ0CHfu52XJZImhh/xy8hq9kAYr/B3RY24UPdjsoM51hjsRiwy7z6dnXWB3/LtuwNFPOJhkNTixh35Hn7kDT9aOl1Lz86urK1UqFUnSN7/5zWh14U4t73V5eZmZN98jVDNMp3eB7K2tLTUaDd3e3ur+/fvRyoI97u0ZuSdtFuiNOpvNImOF9jYQ1jjwyA5ZeQC1jyP93fa6bXb74Zk67A1/R+YkDTI4oeigym0CRGeaYJGS42430sNml5eXM20RcFxSgpz7TSaTcIA8s8sTFF7nK5/P6+DgIFr5gD1wCtx+e4AfkogEhvPz84xDNZvNol0nuAkMiHOFU+G6Axl1HMXF3mUc2Ha3q+xdJ5WRb/7PYbjX19daX19Xv99XpVKJjG90qmNSd8LYFy7n/PFsrMlkEgkm3MOxjre4gfwplUra2tqKagR0CsSS62Tmiv2DM7e3t6enT5/q8vIyWp74mXXdbjeymKkyow0V8zabzbSzs6NGoxHzyZkyzH2ajOREIGuKTE0mk0wrGHA5wZTp9C47nQoVHG3e151G1oKKw1arFQcLP378WN1uV81mM9MOq1KpaHt7Oxx3ZAFCwO2yB7Oo8CABx6tG0I18h0CL20NsDc/ydi9k4vKn1WppOBxGBRe60rNFnXR0nYgcMF4wre/ry8vLTHIEuvHy8lKTyV21Etm0KY54HS7sK/4n1RySAovg49GaZHl5OTKJvUJemrecSwkt5BoZlpSpdnI77Ylh+N9OQGID+Zm32uBnvA9Xam9dHtx/dFIsJXkkhVx6spfbdNfL/Aw8kAb8CAZ7ooik2J/uo3hwHqLP9xg/Z6+yTvSKh3Qj8Y5xl8vlINHws995553APti6Xq8XCXK8N5wAfi4trCHxsUMEYtvtdqaiLNUFjMn9McdPXNhCfPVut6tvf/vbajabOjk5Ub/fj/fBrnLhJ2I3sTGFQiHsI7qIgPh0Oo3qE2SSi8CLtw1bX1/XxsaG3nnnHZVKJW1vb2eqBdMgCDLtAVvwMv4+iUjMNTjBq/+QNw8oSXd2hDOWpHl1vONfZPZ18oOleZK0837ObbDW2D5PJHAdwV5dVAXgOEjKJoU6Ac+V8iF+ue/g/ivrjZ1EzpDPtbU11Wq1qKxtNpu6uroKnswr9rHVy8vLUbnLHs3lcmq32xG8gG8EE6a+Ku/D2HmGj73b7Qa3g66ltR24xJMn0S3INbqR+Xbc5Hwh8+64Ft3AOvA+l5eXgW0IDjihjg4Zj8dRdYUOQDYIUjjmBdugw9HvLj/Sy0cPMHb01crKigaDgb72ta/po48+UrfbDa7AZaXb7eri4kIfffRRrAXj29vbU61Wi7aYkoL7cy6EM99cn6B33L+UshXZyDc234O0rKnzSu5P4FNMJhOdnp5qd3dXs9lMBwcH2tra0nQ61dHRUYbL5d7YWA9AIy9LS0uZNtPegYFxvtaBESdLPBiRCoCUzRDzf0sv903jftzDP59G1pwY5vLP+QJ5FhnP8Mw0J4r9ua4sHTg5SSQpDpGk77CkcCq4F8ojnSNXeCgqB8DMC+R5+l4oqrScytfD/50qC5QLioV35ZnePxwwxkZ1UM8G4zB1nz/68WFAcDZZC4zrx5Fgi4g7z47HOHkLG8bO71IiOXU+IAxzubtMxbOzsziPhJYTzB1OyfX1tc7Pz4OcBDzh9OJg8D03OBCKqXy4/LkhdBl30oj7+h/PxPG9ls47a+0ZR1TPALJRxH6le/t1ulJy1vcvl88v65Q6lT6HHjD2P/zes7MlZcgmd3ZxxDyC75cHS90RcLDjz3dd4nrX39UBCO/u+pOfLfqb7/u8LZprB8+LPoMucuJpkZPia8V3IN7Yr6yNk/T+juwpz/7kcz5GyFUH6k4GpLqPdfYWaG7LHLw4uZHKBZ91ApbvObHvYNhlc9F6uxz53PA9//53WstFwRHX9bxLaqvcDkvZgz6dRHd757K1aG/6WLjcSSCgvoiEf50vyBKquJyMlxTg3J1iD2piI5ExD/qn1Qmpjkz1jv8/xXDp5/zPIvzKPVJinTG7w8w9ID6luU7mmf43+gCd42NO94TrHQ8S8TzP3IZ0xdFyAtKdw3QsPi+FQiHT/92JHoLDJEbc3t7Gurs+Yl5KpVJgKPYQwQi3e4wJnck9UrvIv8Fw7sR5ex/W3vG0B+uRP4jQs7MznZ+f6/T0NNpbYgc2NjYi6IXzzXsyRzj/rA/r6jLgPsciO8g4mTvXxaxz2tIKW8R6exDPyQbXtcyv68ZFpJEnSfi6pPvFsT248XW9wNQelAKHsTaQ4Y6PCHb5WrI+qV0nK9arziF5IEeQEXwB16mpHnb7j6/p35lO5weLe9CDz/g+Tv14r8TwoIk/P02IWTSnXO57uPx6QN33vo/JfUnk2m2W23nHMq53fZ/yB50m3el8Arb4iAQySM5BfyMXrJ8/n3emnz1nOkHe+/uj73wf+xwwNx6kSucHH5ZDg3u9nvr9fgQ3HLd64qgHkMDOyDeEGjrKcSX6V5ofKOz4z+0aAaPhcBiZ++yDtK0gc0FSGONkX3p7Mk/A4DmMCd3Kn9TWMyZkj6CP4/iUm3kdrtRnkP73/pz7UVysjVd2eUDV7+X2KN2nro/c10n9EtdtLnu+nshzv9/XZDIJWSEYjty5bHIP9CS6vVgsZtomUnmBrycpODb3T9L3SvGtz4nbF/52rMnlSRHeat51i3OK+EEpV+VV0fixjmM96OTz6mN0+5aOL5/PR9tQTxxNcZUH0JxH8TXm/+h6urucnp5GMoNzZylHAy87nU6D/6RlIsFx12su3x7MTe1niu1Zw5TPc5lm/lI7JSmwIPwkHKnzrnDU/X4/zkADX/reY76QAV8X98fSd1vE1X7c9coFRiRlAAc9yrz8kKivR9Z9g/vippuSny36nitgFhJj5huQBWQsKZnk5UPpRnYDhxHtdDovbWKADsCoUqnojTfeCLKcuaC/22w2yxADXO54Fwp3bRLIzmMMs9ks04PUlRJj4Z6eXcEzWQuvFOF9KM9lDabTaRzIdnR0pHa7rU6no1qtFu/p5ZJOtubz+aiyIdOy2WwudMa4vNe9R9Hd8KYgmeydXq8XytsJvdFoFL8bjUaZ0jvuAWArlUpqNBq6d++e8vm8+v1+vDdKcGNjQ6enp2Es2+22+v2+Pvjgg1jTUqmkSqWSyd6kH6o0NyjINaXylHsTnHBizjO6cSoWEUZukKV5ixPAHErc25kARjyqDwni4NKVs++/RYTVq3z5O0vZsxeQPc/48GwUB9J83oFZ+n8HWWmbjdTxxVng8EYneNnrZIIS5ccIz2azADWSMpld7tj6mN3Z9TGw//ksc+R/sy98nhzE+ne5/Hmpo4wz5kCB8UhzB5msXxyq2WymYrGoarWqnZ2dALuDwSBDFrijNx6P42yRVqsVLRe9faE7lD421tAz6ciioaJvNptFVV2v1wswvbGxkVlTtyNkrOfz+cj4ZT0BecwH75QScMiArzH/9gAENof+oswlGZpe8cR8sFYpAY2cpeXPrCk2jHXu9/sR9HaZ8TVyJ8LfhQqhdL9iE9M97vPD2kJa/H+XwmZguzwwgsx5plHqwPI9WhT5QY5Osjmp43rIMWFKiktzfeHyk8qH62GXc8cw/Nzl/ObmJtqNbGxs6OHDh5mezunlzpLjXfYcTiVzlVYNM1YCE45nyERnr/Fu6fls0rw1gr8399nd3dW3v/3t2HNgO5J8yNwjwx1MwfxQOXdwcKDt7W3NZndJPlRe8XwcWzJ9yeQlyEwLglSPgrWurq60vb2tpaWl0DmTySTOV2GtITJ4Z3Qs54j83u/9XlT60qblwYMH2tjYULFYVKlU0vLycmBM9Ifjsn6/H/KyubkZuBgsVSqVQgbTvcDa8DvGyc88GIzdAFMiR7lcLggLzs2bze6CU+hnt4e+v8ASjpWRb5KfeF9sFeOgL7j7afgNr9uVz+czGfusa7vdfskXJcEMQoxWbsyr22nwH1XfxWJRm5ubmfZMk8kkKqZ6vV7IqVfEz2azzB50PwuZQBbcL8rlchn/kcxeT6rywBvvQIUa2If9iHyn5LTjRecDXEcxJq8I8EQ9vodOAmMROKQf/mx2V+HBhe2Hs+DZjlvY7+h/CCfPxJ5MJmq322o0Gtrd3VWtVtPNzY3Ozs60s7MT6wO286pifFR0xubmZvSydx1AQFfKti1L2xFJ8xbTrgM9WMJ6UiV3enqqZrOpXq8XmMzlwzOevUrS8SC6nIDQYDAIOaY1C74IOA6+wgnyfD6vbrcbstxoNKLid2NjI84mPTk5iT2C3jw9PQ25pMUfVTremoxno7/hU9hr2GuqrrBj6Dg+y4Wt9qrH1+laxAGwj5ARfM6UxGW9nIdKcRSfcTzomC0lwBdV/Piz00AwMjEe37VOZ9+x9t1uV2tra+p2u5kKVvArthO/ED2PfVxbW9Pu7m58xys0qaTK5e7OoKVaGDnzd4WTQf+yl9nrrqORefxGD5zTymppaSmq63lfXyeCOK1WK1rou36lQ05qJzwoAH4iOIS+RF+B/0mmYR74bq/X04sXL8J/r9frmWowT5bDb/R1Z88jK5zV9Pz5c11cXOib3/xmdFZATjg/CRvjrbBms5nu37+ver2uL33pS6ELj4+Po4LIfdo0OJXy0oybQLXbU7fT2GQP3HjFiNtaOFcCerlcLlNlyXnO19fXajaburi40Gw2y+g01s/P4vMzWJEX5oQqSipMPun1ygRGUCwAETauR3dTciIl8PkZoJrLFSn3RiDcqU0dIL+Xk+lp1A8gwb/dacZ5Qql65M4dQCeSGMtsNlOz2dTm5qZub2/VaDRUrVbVaDR0cXERkTmAT1pW6v1/ETgUDo44jg4KnLlKs5WZfyeNUCCsCRsKoOTOjpfOj0ajUKySMv0EW61WGAaeOxwOdXNzE0CK56FgCC6cn59rMpno+PhYGxsbUXLn4wNco/gxMmRaAVYxMowRx77b7YaRIvMR4JL2FeWwoUajEdk+TnITVcVwUKre7XYz1TQoUQ+0Ofh344Hhc6LQ5d4BOorICT3+dsLH9x7KCgOcz89L7HByXeadbCUTEkfHiWH2G3Pnjv7rcDkB5wRyqmu4UrAmZUn/9N/Ir3/eZQf5pWWSpHAkJpN5mwsPpvFdDK9XRTB2N97IgzsS7tA64c74eFd/f+RrkXwib67HGJPrXrcBPMOdZZ+/9GesD4aa9+aZOJ2dTkfPnz8PUssBhwenuCcHVRLcITDh43Ty1Z/nP3ciZDqdRtYeQeherxegvFAohA7z+fa2CjwXHQngo/WMz4m3vnL5Y4zuvLAWnlECmCVjkv78ZD+yjq7n0COsCZjB5cODdcydOz0+nwRouDf6yduOeFkx43P5WLRnfT4dY/geTeXudbrYGwRHPKPUsUY+n88ckO32o1AoZJxAnFUyel0GXc+mOBCHyRMGPEiWOseSXtLDqWPtuobfo6PW19eDyIbQb7VaoSNpm+l4zJ0a9JnPJbaafeXjZn94BQ7jIdkmzZbjWV49KCnTHgYnqN/vhzPqyRFpkAoSEn3nzhG9sz0hJs1+Y585+YjzDcaV7nR0o9EIvAUOpeXpzc2N9vf3M1XLkhbaVydUsH/vv/++Xrx4oePjY81msyCbvSUaupO9ngZoWU/PBiewQ0LT2tpaJsCOPDK30rzqDT1N6w2e7b4Wv0eufL9B/qL3CaA4JgGXYgvA/o4B3J5DtrC/WWveB3KEYOhsNnstK0fYf9I8k1hSBsPhozFfS0tLofukbC9w1sovMlzH47H6/X7cD78EnwvZcb/QyTTGx7rjH6RVm5A0o9Hd2ROMgT+QIPhTTrqjF9wGeGUHY1kU/EAG3RdiXOxt9A+BmNTXBd8yDt6XIAl7kc97MprvuWKxKEmZ/Y8u8RZe7LvpdKpqtaq9vb3Y5yTF0GrOsRXYhcAIZ9xhx1K9wVwx515lho5HH6EnvIUp8+x8CqTv8fFx+LLMn1cMDYfDmAfmH0KYJDpJMefe7sv1C3qq3+9nZBW7QYUeFYpXV1fq9XrqdDrxO6/oA4dTKUJSkLdXc72Z+g7IOXoOfeqEtO9Bt7X4BEtLS4GDPZHhdbjcnoOJ0j2ODCJ3i3gM1y3SnMNBn7gv4lwKY0iDHI5HU5ye6hXXOQRnUl4FP4ZgGeQ642LdwT6p/vYzVxwboiNIaCwUChF09QOwvf0e+txbJ5EIwRlEtIviPp785fLPfgRrebK06wDahhKIJ+jC+7O+0+k0fo4N6Pf7Me5arRa6kbVIA4ys5fX1tY6OjnR6eqrz83PV6/XgPZaWljJ2C1uLr+c2gWePx+Oohru+vtbx8XFUoniQIZfLRZDGZYp1Xltb0+HhoSqVSujGbrcbB7I7vkvtOuNibhiX4234vlSmXd8wTq/A49l+Vg1J9Tzz4uJCH374YcgGwY6trS2Nx+NonZtyfSRqsXbefQd5wBZPp9Pg2D/J9coERqS5IksJlNTRdKCNQuNKncYUFPFZ/507Pk54MSYHEb4x+L0LJ/9m8f07KIh0c3gkmffFoNJ6aTKZaH9/PxwuehGi4NfX1wPMsoFQdv5sB1YYbh8DChZDzhj94n0gy3w+0wwelCjrhPNF9Qb9SDn0cTAYRLAGpU1ZID1ZMYwYhGq1qmq1qn6/r8FgoPPzc1Wr1ZAf1spLVSVlDAOGjzkE3Pu8EYkn08bBNICR+SZjJJfLqVKpaGtrK6PokR0cBbICyIoheLS+vh7ZSDjhKBeXPdbQnV2+4/uFz7tcO4GT7jHfS/ybuYD8wJjiVEHkcE8/X8fJTDLJkEnWyffO63L5+zqhC8nvl68Xe52fp1kDXE4gohf4jjTPuiUbVFK0e/P2bt7+jzHzsxSIsv+9VNhlEHl1GUx1LWNPAWdKbPt7Mg8OptE7jCslSN0x4WepDC4iVf17/nmyUtC9W1tbsY89mOFrdXl5GYQBZCmfXbQfnGRPx+Djo6UBGR+cIbC+vq5KpfJSUNfJ4DTw6sQkGTvoNWQLWUpl1oMTrL33lpYUBEFqn13f+b89mOOBQtdtrtNSR8pJX+TK5951K6Ae2cdeMCc+Zh+bXxCDToi6PC3au6/T5eQOOGQ4HL5EqKdJAo6rIE8gYyRlSPVUX3Ah4zwjDb6me8vJGb8H900JOv+M71eIfBwYkiTIBoYgYY+k90kDyD5OKgOcaOazvmcdwxJ08mxAfz7EFQEGd7B4Z1rAEhiB7OOe6A53xL2lE2OnLYm3eHJb4LgeDIIdA1fgFJbL5Tj4HB0AtnQ8l8/nM86g20tfc7ILr66u9OzZMz19+lSdTkcbGxuq1Wpx9gN2Lw2MINPpOjAPk8kkyD7GSWYoxEZK9krzbHQCDpCVrJfrXf5gtxe1bmAe3b7whz3iVYNud5E55pD1cZLQ55jfeeZ4akteh8vtpQd2IZy8GsiDCOA3D7KnyW75/DwTFFxHF4JCoRDJZNPpNDCf2z/fb9wXf0yatzTCz0LGvaoWws4P/GavQ6L5syDtPSDjCRX+h/lbpCN8fh0/u+/C3pOybQ/df8SvRZelmbzYHpdtghlp8JH189aFrHEul1OxWFS9Xg/fi33NGZ2ekc28jEZ352pAaKZz4Poaf9F/534vMsRnnOxLMSwyOhgMdHFxEb4sz/FkUDKP+T3yxfugK2k17ZUpvs7IFc9Cl5OY6RnuktRqtaLdF3qLZEzO94ST4PnFYlHFYjFju133LpoDeA5sLUkA/nlsqvtxzBW2w4NQr8vlc+u2RJr7uR6YQm+4L8ee8zlH1pDhRb6flA2mur+Yrrn7iylWTAM5rpOkbHtr5IREEE+GYV+AN/iOtyBijGlgotvtajabxZld+HzoDu824HsU3YytIHCI3gNPS/MqAN4JHcVe9CRA5h3cxHepRkmTkXgfT/ZFt6SB2fQ8SselBD1od9psNtXtduPcOg/0gBkJNCyqFsHGwt0NBoM4N4RkOQ9e5HLZYA0ygK/JmUec0wEPSLK723O3ib4nUszG/DMHKSfi/oJz2mBVAiNwQB5s5rPj8VidTkfSXdVoo9HQ9fV1YDh8h5QvcRyKrqTCkr3tFY74C5/0emUQYy6Xi+i+O7BkG0jfua+3OxgeAZOyTipKTcqeo5GSKk5YpCDAgb6T/dyf+/h3nLBD8N3xdEeLZ6Mgz8/P1Ww2gyR/9OiRcrlc9HOT5ofzIWjT6V2mMEDLNxUEFwGSwWAQpbZkwjgJ5C2SuAeKCkfKMw894shhgMViUVtbW5pMJnEgEpsWwSeD7+bm7sBzL7Vns29tbWljY0O7u7vxXpCOtFp4/PhxZFwOh0Otra1pc3NTh4eHqtfrUf4sKQ6hpBLE/6AcOIiQwwjJPiSLhMOIrq+vQ7mThb2xsaF6va79/X3NZnclzx9++GGUGiNjTop5SeVkclcB42163OB70Md7zLpC5g/kpz/P5ZuxsC6+V/wC1NO2ggxT5AoHgO+zDr1eL5Slt0xxeWd+U0fnVb+oDuJCp7h+SNeMy8kuB04pUPPMUCeB2esQQtyr3++r3++r2+1mnFue6brTK4LQcegv7uf6gb2FY8KVOq8uqw42/b0dFPrl5IKkjI5OQa3rewAcQCaXy0UPUR8H73B+fh7vgj68vLzU8vJylObXarVM1h5OEk7gYDCIzOVarRbAmPnFSWLeGTPkBsCBcWEH+IMOZl1oycFBvrPZLJOp6URgqie8fQCEGZnNNzc3offc8fb5YdwQtm4bWZM0SM33WJ+0zYDPx6JAj5ONbsdns2zrHsbpLczQdYBxL733lpQesGZP+7j4GXvOdSzPcHl93S4wCzLtDh9gGRxAIoETtrRL8KQK1hAsiZymQU0PgjmBhG5Lg6yLApt++X2lbHVD+s6pDWYsnC2GQ89h2q5/JpNJpt0cWYS0DCFTkMxh9qwT5T637FG3G+g/9vJwONRgMIhMRtqEXF5eRkY0Y9rY2FCpVNJwONTx8XHcA1viFYhp9VU+nw9ii2QM5tZJOrdfjJmEGFqClUolra+vRxYwGW3vvvtuzIHrLJ8L9q/jk6Wlu5ZbrVZLZ2dnevbsmdrttg4PD1Uul1Wv1zPOI3rAM+/83d1RZWyFQiESccDRkG7MT/oHctrnZ319PQIljL9cLsd3sB+OHzzxiHPu0FPuSBOEJKvb/R4nGkigYkyQMzjdjBecwVrncvN2Da/ThY/IWTweAHG9gn5Cftj/2DpIw5RcZP854TGbzaKlkGfvOlnNukhzDDidTqNthmepYgfx58nWRldT8UB3AL6LXDnx6UmDThi7b55iYsegi4Iijic8mcNtsGMo5oOABWOezWZxyC771t8/l8sF1llbWwtdxjjcL0NHX1xcSJIODw+1v7+vRqMRbVW8vWKpVIogCoQ++AxMcXV1FWc9gW8IHnhFAuP0gBl6n59zOXfCnPJeFxcXajabUY2HvnW8xRqTAECmNZVk+NLYG95Nmp+/klb8EWiZTO6qPMCh6EQwfb1eD9vFvgEjgueur691cnKi6XSqnZ2dwJzIMvLgrWqxd4VCIfSlE45OVnqwJJ/PZyru0J2DwSAqqF+ny22cNLefZK9fXV1FdSkBQTC/n+fouN99J0kZno3PSgp5df/YA9SMD13kY3Y86DaZZ/C3d9VIfXZPArq6uooOAozRiWX2J9eiZDSST9Hv4/Fd+9B8Pq9WqxWBjmq1muFjwIkejAYPgBV5F09wHQwGgc2l+Rk7nuzQ6XSi1RK4rFqtZnizfD4fnWKGw2GsBQkCcF23t7c6OTmJ9QMPjkajOKsD+/GVr3xF5+fnevLkSaZryWg00tnZWSRWo0+pzF1aWgqfHN+eCh/WCr3jicvYPJJDSY52P3d9fT0q1Zgf5yI9QMqzuJALt3HcGx3lFVfuE6dBRHxeZJB3bLfb0fIKjph7eIuu09NTra6uxjqmSYTpfvOkHmwN/Co8FEHC/xMO8JUJjEgvZ+FKL7cwkbIE16IIbvrHSS9Xbu78uRKT5pUiKTnszrM7tJ4x6vf176SOMu+J4ll0P96XyFw+n1elUomWN/n8XUVFt9vNbEien85jCo5xQvx9UoXtRoKxc393gnCuHDSRYeNZaWwWiEcMIcCBjeHtmQCN5XJZm5ubKpfLGo/HQR5MJpNoNeCGdTAYBFnFPXxO2fQYXa9kcQCNYcLwumImexJwCFHInHvffPrv9Xq92Pgu28gJZKIrW+aWNVhEcPvasAZppJjfO9BNf5fKj++BNPsUx4lIe0qIYyBwBgAxZD34HnVS6nW6UuWf6kIHb4su12euM7nSPQvQ8X2NUXQSBydKUub5noWIvnG9zb/ToI6PYVFwJ5VB/3z6vuncuQ7lfRxI8B13WF0H8zPfN3wv3RNeIoyjw7y4DodM8D3sgIa94aS4Zxkzh7yf61zXT4yHzCk+k4L/VA94qXCaCZiuC99Nx+bgEF3vugVnkHd0O8gYWBd3Gp2k9qwv/u/viAzzNzK3CACyr9y+pc6YO1XsgxQLpGT5Irn2+/v3PCuV8XhW0Ot6gUVub28zTq7rNmTJiTSCjSRBON6AZKQdmzvHvq/TPeJ60G1a6gTzff7236WYyz+PbKefcf0BsUW1JWNJn+H2wrEluCDN0IfoTPWcv4vjUfYo+8p1GfsWPSLNydDpdBp4rdVqxc8gc7knONHxNfaJzGywFXuKK7UrrLc77zi1KQZ3Z3/RmizC8MghWdmcNwcRAQ7jOd8ps8/fmfE6Tva2Xjw7vX/qyyD7EDA4oehl5MGJZWSN+3hrJmSEeYWg8Gofd9xZY94TopO5h1BknGCJVEZT/+11upAvMDMy6SQIa50SD/iT0jwQle5bfudtkbDTZOj6/dP95rbO7+sJcq7XeBZVGchQep6H4wsnND0gh9wssre8v+PNFDdxLbqf++PcC/llL+H/gDvcljNuvudBF+aSi72Trh2+NIQl5w+An0jM8Iugh/u47E/G4uSo++Te5odkPNbPg0To3dTG8VlsAH/j73pwzrGczzvfwcYiA2ABuAC+I83PckFXeFY5WEBSZjxeocOY8fcdT3h1EDwB7bMdCyNHzAnziUw4PlmUYe9zwn2RXdbMA+ivy+Vnw7GfvRuK8wTuF3hVm2O5NKktxX0plueZqb7073AtwmGuQ6TsWZbsI99bPJv9x7rz3ZQP8ORjxujPS8cInkj9C8bqcwyOc9/Of+Z8JXKKr0vLZsdwjmckZTrEbG5uqlQqBWYn0OL7hSAkSU+TySSCM5PJJHg0dMDy8nK0hoQfvLm50cXFhdrttkajUWDCbrcbwRxwNv7e1dVVRm+DIf1zzi0jg26XlpbuWuLhl/B77NnGxkYkCbAe6Xz7Pki5CObWfRbHTCmXsUiW0j+uEx3np3vAn8scIbPIHJ9ljtw28y4pL4Ivzl7hHX2//O+uVyYwMpvN2wSRdeqOqC9iOvmetcDfvvAO1CW9pBRxPlyx8Gwn7Ln8fm4UFxHRjMc3inTneLC5cEhc0Cmf4me5XE4nJydxyNre3p4ePnyo58+f6/nz5/rDP/zDEORarZYpkYPcYcxObHlwgN6kZFoAQgDKOEkuqLz7eDyO9l5kL6+srKjVamljY0P37t0LJcgGIIsRcAhoIVIL4b6zsxPvw2Fp3Pvb3/529EKs1Wqh9LzdE9FQxgvZQNSXVkE4uh6tJdK7uroah4wvLS1FRcrFxYW63W7IB3NH714i06VSKXoqciiWky3pIUeUsaGQ6YNKlNtljExHJxbdOU6N5CJnAvldRAClBD1OMfdmPt0wObDFUej1ehGJnkwm0bNyETh83a7UOcI4OpFMxH/R2rE2i4gEN2LS3FjilLL/yPZKCX8PvPE8ae68ONmc6lh0GO/lzirrzT0dpPJ5BxkfRzC6o5SCUwfSOGfuBKcEH+CazziBzufpJ+rgD0DuQVw+h65hHO708xkCUp4Vk4Ii9p4DGECq/9sdLJwr3sfJ01wuF7b29vY2yBDWwzNUnLyCGMAJ9l6yri+wYQSnIeXQZ9gg7D46yx0gWvGAC8bjcab9BmSAZ9YyLsZIZo87Vzi8nlkDwF5aWoq+ut4eETtDUNz3ghOP7timcgioT7NhAe+vmwPs13Q6VbPZ1GAw0PLysur1esgJ80SAAwKOLLO1tTXt7e1FFjKyhG2iOlPKEhmOr6T5OhYKhcBnOFnudLtuckeb90jxJt9J9RwOe0qWSPMM016vFwFoggROjnvQ0GVuaWkpQ6whh2TfelUOco1sM1Z+T6KHJzI42c3eGg6HEcBhnba3twMTUYHId8l+JlOYPVko3LVyoA3pbDbvSc0cMU4qChgXWcjsMwjCdrudIX0JeoFnPDAA6eZ6n+fys06no3a7rXa7LWl+WO5kMokqbPQlutjtDrKJbqJyAj2CTJCJzpqDvZ3Mc5mDRCBLnPfhGcifkxbSPCiZy+WiyubevXtqt9tqtVr6+te/Hu0eq9Wq6vW6pHm2LjqMFhmQO1QhUHW3sbERFd5OCrjNcKL1ddSJk8kk/JN8Pq9qtRp7ETnwQJK3/5WymbrIE77Ozc1NnP3IwbVLS0uRHTqdTjOZ6th4SS/pu5REkebYDjxFtQSVa+w3fHlkbmNjIzL8GbfPh5+nyc/SoIfjNZ8vLif008Cc4z2371QjlEqlCOYg527H0YWMrdPpRMsakunQb9guevhjFxyLbG1t6eHDh1Fdhc70SmLPCva9UygU1Gg04n2d1Gc9PZOZNaSin04UPk/Mt+NzJ2ThEZhHzvKYTCYxz6y9NMeP4DlJ0QoO3eH4TVKmkwLySOcGzgnwABzdHs7Pz0N2aWlLhrs0PwwY7qFWq8U7cOCwn0PlmdPgWDpwEGxkHfEHnOdxMnHRvoIcdB/gdbmm02nYVHTabDaLtS+VStGmstVqBW6g3ZM09/dSHLMo6TfVk+wPX98UJ3plD3+4uHfqD7PGXqnLfT1IycXeJojAPBAcleaYJ8Uq7nfk8/P2R+hP90E88YFqYPaFND/rg44t/h43NzdqNptRXTAYDNTr9VQqlbS2tqZarZap5Lm9vdXp6akuLy+1srKiw8ND7ezsZHxT9Bv7ZjKZBO8HDjo6OgqujpbVrEuhUIi97Hb06Ogow4/m83l9/etfj/t4Ky9f71wuF/rQcb/7Ay4rrAv8VrlcDr0HroQvRI43NjaiQoZESbgBTzpm3cCVzjlMp9PgMT1JeVHSisur+y6pTLv/i5/l1YpeRQLGQG+i091/8+QLnuEVjzyLbiVwt5yz/UmvVyYwImXPB6GEjFYJHilzAobvOVGcZtB7dDGNOgHAUyXI79yQIfQoCld87rh76S7fS6Nk/C4lowB4KPDhcJghmQeDgY6OjmIM5XJZo9FIDx8+1MnJSUQ+eSfGjsHw57ujzFxTuu8kFuQogNl7lpLRR3nryspKEPt+cLMkbW1taTgcxhoByCil8oxZDmHz7CHKXGmhwVgp44aor9frMdcQa/QHdZAD6HGyHqcchcD7oTAoEyQIxPecLKCtEPOVBhboI8gcLSJweV8ANXNMNN2Vtge53CACnFl3d6z5Wbr/nGj23/s+4P+MGSXvGTu00nAg4ZmfVMxwiJYTj15qmo7xVb3S4K8Ta/zc9zTr7IbaP++gi6CKP8vlxsG3/81nIFrQSYwvDVT4zxiTGzvADnLD//k8Y/PMgfR3XC6L6WeZn3RMkDU+D2mFAt9x/c13HZz6O7mTBGB2Mq/X60lStMbgGePxvE1fv99/6QC9fr8f+4De9RDFPj72FcSSj19SZMVcXFwEgOY+6BfaWAK4+By2AIcv3fdpkgD32dzcjPYvHgj2A04JyAGU0PeAUHRWKlM+9+hKbKxjAtcfXoHIOP2+vi/896mjwTi52Jvu5C7CDciF/46feSDlddF3H3chH1L2zA9IBmQO+wweWV9fV71eV7FYVKPRCJ1G/1sP2LneZH1SHcqzXT+4nHsAku85xpPmQdvUbqa6ymXBM8DRzzg6TpQyT8i/6y9/hhNoOCXgM9eL/X4/DgtPnXYnFKh+dRlmDxNw4WfsDYItlUpFo9Eoes+zjk6g8py1tbVIRAEL4kT5uSXSPHOb7zIWx/sEK1yH8PNFesOrU9IAM5j57OxMZ2dnOj09DVxI6zKIZw9auQy4HXW76wRt6pug17Fv4GBk1MfPWNk7bledhOA7juMJJoHleJder6fBYBDnx6T6S8pWKEjz1hYQ3vgmtM2ZTuftZCBO0ivFGa/DVSwW9UM/9ENx+Co4GVsPwS1lW4G6TkFGIBjwVZAj9hTzC6kBqdvv92Nt8TnY2/iLkDjSHOODIbzdpQewPevf5YagiVdEuB5zwjslPp28Q7bxR9yGL9K/HhjBvqeY1ZO/KpVK+Ij4OQRraOfk5xZ5QMHn3/UQ46HNM4ckQyxi69izToTlcvNzoXK5u9Yka2tr0VXB58XbkGHfHEu5r+pr5/aJtePyqgrmDlzpAVOXH+aC+cc2oT88cbTX64Veo20WBxw7oYmfjrxwb5Lv+JxXwUECo4MJ7nhiaqlUyiQ+IX/oX9fPfA6dBo+FjUr9DwKOnhHO/CO/jO11uXK5XGABT/rEh0WOOZsBOUiri91+ux/oWA585XvV/TzH6ynnwuX6V8q2mXN/3vkQxsHf7AXHpDzXW1eh18E+Pjf+LLAPwdTRaKRutxsYEn2MnpbmvmuKKfCtxuNxtNVG9q+urqL9PQEfMCTcH2Pne+hRSPXNzc3AOvC9+JzLy8vRbgr/l1Zq+Ka0mPX5xoduNpuxpru7u5k1H41Gmfbz2C336xmLV0K6n8c7Ot8IfiLgQYCfAAwJCtPpXbtyWqcih/CanjTD+3nSADLinT3ofOPV4J4M4wE490t9n6C/sKm8P2vgwRISEbEJ+NxwoJ404z6I43OXM+Sbe6MHGO8nvV6pwIhvbAygZ+amTqj/wRnwSgkXpvS7PE/KtvLgb1eK0suHKaHo3KlCESE4kOyeseIK0oMLTjgxRpQPAs5GmE6nseEODw9VrVa1v7+vwWAQSsqNtBPq/k6uQIlk+qGa7qg6scOcorRdofJvKkcADpCEKCOyZ6i8AJyQ5ba2tpYBHUtLSxlinSqPyWQSynpvby+AK3PLO9ALlEAIGSJEyFHIrBcKE5AHOIFkPD4+jnUnIINC8IxyJ58BZhwMijPsGQQewadSxYEcf3s2FUrRiTUMv1cK4ainUW4+j5z7vd3RAhwgB+68S8ooa7IPuTdKDoNEtqqUDR5Cqjqp8Dpc7pBwpcECB0ceRPHP8nkuJ53c+UOnOlnouoDMWhwK9Ei65ikITQMKGE1kDmPrF2Pxe/g7+Dum+jMdw8fNA3PscyZl+7/759xY5/P5yPbyoA66gsMhPfBC6zxJAZxwthgb9oIAK/djfQEWZBWih9kb6HgnCMnsZr5yuZyGw6E6nY7Oz89DH6JTcrlc6GNvc4GseeCCewIS06wTHHQAoYMhd0x5jsucZ4pzPos7F77u7jy4bPmaO5krzQ8kRr/6u3p2LRcy6OecMF53mnw93Ub7vKRyys/BG9628XXRd4su5Ad764SWt5XBicGub25uxqGSpVJJ9Xo9bDBBSWkejHSielFgxPWiE2rpWNP1dv2SBk4cN/q9kA3kPJVB5A0cSOLN7e1t2Gnu4YEb1wHIPs4rySlOwne73SD3Pm6PMb5U3zqOof2A2yh02ubmZrR8JchVqVQi4Mr3vO8yyRL9fj8INjIePSONvcyexQFzoqPb7Way7VL75wQI88kf1/tkcdIn++LiIshn9ISTtovskpMzaTafr6UT107upGsK2cj6sG48Lx0Hz2T+cGC9Gph3INCzt7enXq+n8/PzTOAkDSw5cYpexR4wVpKRPBPd9bjL4et4bW5u6s0339SzZ890cXGho6OjWF+/nERK5441ploHf4o/XuXpNhaiGlnO5eZnJyBfaaYnehufBTzBz9KgxiICkGQNT/xCrpAjJ6alOaHsfpYT+x4Y8eoUdCby6n4NJKn/nD3PGkDW0AFhfX09U/nrbVCcv3A9k/7J5/OhR/b397W1tRX6D9sIVnCOYGnp7kxHbBsJNZxnQlDMg5AeGOHZjsmYc96XfeoBFB8H88v90Cd+lh6BY/QT48Wuub1YX18Pvxw94fLd6XSiyoU1YG+w9oydYAittgkw+eHGfA+cjmwjl9gXD27AX6T+saRo49XpdGKuvJUOz/NAHnuJPcfcvW6BEUkZfUESCGe8cPYKwUAqppCR1HdM/SGXXceYzLvrASfEHdN5sjIX/3bdkvoJHzcO/x17zP/vOsJxIj4T78rfbt/Ze66b4JXYD+x/fF2XOfbq7e1tBG6dg/PAoicwSwpSnvHiSxUKhcxh7sy9J6Sg8z0QxnjhJMbjcdgX2g06zuh2uzGfJEyTGOQttTzJjvHWarXQkehPX3N0MQng6CDnBnydCEpxXvFkMonACN1h4M686gMeEy7Ax4nu4L29YoQ9wRqyvp604JwcuofPuFxNJpOw6d6icRGOZFzwH+7jsy48i+f5d32PgSFe28DIdHrXRgEjScsEDM+i0q9FmXJ+QFy3241FdiHheXw3VZzuVKSRWgfrfk8XVvrlAdocILmDwvMBepBB+Xxem5ubAT4h8ikvzOVy6vV6evLkid58882I8HFIGORYPp9Xr9eLQ2NRWmwML1v2szVQcigj5oHyruFwqEaj8ZJxwpFtNBq6vLxUt9uNtgmAjXa7rVKpFI4SDibzydg8mEWEmyxkFNHq6qoePnyo8/NznZ6e6vHjx3FAvWe5IxtUKJyfn+vy8lLNZjPetdFoRBsO5IwD4Y6Pj2MN2ahvv/12lHR2Op2o5EFBsZE5mBTFyUHLzBngEZkhiIXhcKc4NdiucDz44Q6MB3X42wMxboCZp5TwYe6Qf9YIRZ4CEwA7CncwGGTIUT9gyw0hypbseXe4X/XLW6w5EcXljlVKqnwc6YJz7EHjtKLLA2rusEnzyhP0LPLDc90xkua9z33Mvn68m7csScGhE+4uk4vmwsfpn+dy3Z/L5V4KbvBd5NXHDFlXLpdVLpdDf3lgxysS+T33RodxOCaOGAcAu5PFuAnIQkxwsSfY52RRA1jpR03wi/UHeJbL5SA52IP1ej10ZEoqEoSZTCYvlU5DfvKOkCApscxc0ZLD5xm55N29LR/AC3kjYO3zzdjQc4A7PsO8gh2wNyn5mWZT+p7DJrO+kAysB39Sh0dSBuDxfw7WS+UTB5i5/zTg71W78vl8tKqkytQDdNj8lBhjn9Xr9bCj2B2y5DwDznFYut5OrkES0t5jEWGe3nNRoIVnOEnGlToDOIJ+XwIJk8kkDqf3rC3/w/28ZB3bC7ajlQ4Zceg8PuuEKLqBd/egOq0dwSI+D/75i4sLDYdDnZycaDgcZoKmw+FQV1dXarfbgUcZ99bWVrR7ASfXarVwhAnwkAWNozeb3VXsUZnCe9ze3oZzTUYdeAZ9KimSeryNkweOnz59qrOzM/3hH/5hOLkcIrq7u5vRi6kuABd5WyPkzzO00RcEqVlPdKgHrBkj9h3sBs7zbG5PBEgdZHQvP4OoRbbI6F9EPlEB5LLAO6CfwYmsPQRrq9WKOUvxTEo+vS4XFSNf/OIXNZlM9Ju/+ZvR0gy5JJOYqlOv7mTuPejl2aFOVKN7HD/wew8iuC5C7qhs2NnZ0ebmporF4ksBVRKdGAOEl/vPTgCiRyVFhVxKNPnnHev6GThU8npV/yK9yT09mc8DjOgH+IhOpxOZznQiKJfLQbo1m83gL3hPfGXH0uzJ3d3dCFh3u11dXV3py1/+crQgZE0g1v0Qcn7mug897jjbCSnei2AEbQfB5h4YAvswV8y9cyeO5R177u3t6a233lIul1On01Gv11O73dbZ2VlGT0hzuwLGggcCR3JAc7FY1MrKihqNRvAH+ORgqHa7HeM6PDwMX3IwGKjVaoXfA1F5e3sbgT8/JJ6xMB+FQiEwJfdE7vgZcu/rhl4koI/eG4/vzo31M049yFgul4MUfF38YEmBiZFnT+CQFHzJxsZGyLPrFg9UpVgN8t6DWKwfex0Oj2CyB6tc1j1xxvGPlG2/leIz95Pdjvu7ul/tpD0X9hRb4P47epWkPQ/Ugs2cK53NZmq32xGQ5PseMGLsfJ728be3t6pUKlpaWoq2zC77BE0Gg4HOz8/V7/fVarVUq9Wi2oeuOKyD4xn2JLih3+9nDuUG28Er0RnHsRL6QZIGg4GePXsWutcDvegTWnNhN0h4XFpaCv9ieXlZlUolAp6OzyaTic7OzkKWWZNyuRz/J9DkwWFkz9cJXQBfhjxJincg4RJ5lOZ+sCcBgqU9yZ2kTE/aXIS3sCv4qIyBtQIvOi/F3vTEP37vyQXYF3gF53f8OZ8GB74ygREnBryUCyWGMDqhlJK37tS60uI+LlRpoIKLBXFHOSV9pMUHCPv3uUdKICJIaUDH58EdbKLkCCbvBdkMyYxBd0I5n59nHDIOnF7u6SQ6gshY2QhsJJ8HhBhF5JuWcTtpxrhdkRPkIJDAOPh9CsZYe8bGpveqIifunUhzZxRn3HuC8nyPjmM4fMOSDV2v11UqlVSpVAJMe8Zfapjd4XMgBQDAIKEsALrIioNR5ByD6llEyJBn+yAHbtidjHEZdrn2z/r9XcGlcguY9PK+NIMLY8de537sb88W9me8qpfrhzT4wc/SdWGfpjrEP+PkGpfLI8BqEbm7aGwf93f6Xfaif1eaZ+F7Jsr/bk4W/d/1fvru6eXz5jrc5T7VxW7YfazYEACq6xd3gHguayfNqwn54wALMIku5/vMnetOryKkfDqtFksJ+s3NTW1tbUU2p2dNe3ssBzX829/Xy6d5llcOAviclAOQuZz5OD0YwX0gMd1OcS1KbmCtWCfmHAzhmaMO/pzwcbn08fOcdNyL7L/LKPdHzjzDfdE6ebXQ63yxVo5DnPxiXl3vQN4wf16F5VmsjhnTNUidaWm+fxyDSC+fveVXqrf42cf9jvfiGew3MCu6nv0P8edEt2dh+72keeDX58zljblxWV5k691BSefHHUffMwRZyMyFvGWdHU+n84DDTFsGiHTH5YyLdUdfgZ2YN86I8SQmPu9+ghOtPn+8K7qj2+2q0+lEwA0iDD3rSVy8G/MKHuJdPciHPnSnEBnwtfGAF2vFnnHfyNfL/QD+78RwmnGL/nedzjyT4cn8Mya3VT53TkJ5gJifuc30uUjt/Ot0XV1d6fnz53r06JEajYbefPNNNZtNLS8vx1k7+JeFQiEyTkkkQC8QOORi/fFXXA58X6T+XD4/T4yQ5i3Stra24rwY9oDLJGSS7wkPwrjOcHvM2jvZIn08xpOyumqRX7tof/FvSDSvQHH97/iBRD3sOkEY9DNZ1fg5vich+NgrBBHQLZy3US6XI+jBBRfgc+aJf4swG/PDfTxgjqxQMYGfji70wGmKlfh3uschKTc2NiIhxfc0uoS5Tu9D0Ht1dTWTrOlBG94PvgPMyDpiWzyTeXl5Ofx4cLSfV4YNY/486XORX+/r6fbC1wH/NSXVuS8yCkGLrNIqkoAiMvQ6Xdh65wKQkUX+mq/LIgzuspbipEX38vVFnvzevtcItqS2ij3B365LU13n6884FuEwLm9j6PvL30dSRqZddyKbnlQLj8R+8vdwHeu8E8+Hl0sT7fycFIKjjqkINsNfOteBjuWdPFGchJI0IddtDO+I7eEMDw8Oe7KA7/V0blL/33UsyZeOsZxfQZ8SQGLfp7gaHeTykuo3n4+Uh2MdXPa4h/Pm/n3WMvWzfd0dq6b+mcsmc+adIhxXI4/cj3XxShaX29T//jTXK6MtZ7NZZK/g/BUKhThQi2im9yT2YAcLDTghGw3nzEk1KVsJ4sKSOqlseITdDZ40V74QTNI8+yF1Vjwo4o6+O9pOIvLdYrGoUqkUZ3L0+/3oXd9sNrWyshJVEhhSggbFYlGj0d2ZDgAA2hIA3vguh4oxPyg03o++fvwMMp/Nwhz5pigWi9FqBmKtWCyqWCxGOdn6+rq2t7cjm5r7AM4YZ6FQiPM5iKBykOPV1VUASTdiKO9ut6t+vx9OOvev1WqhsGazmS4uLtTr9dTv94MY5V23trb06NGjcATY1E+fPtVwOIyKHg/Aef9BFAGtPyAqXY7d+UcmpbkzT29CD4zgoBOxd3nw8t00GIiMIpOLyBF+5lmbnlEgKUPo0R8RRw0FCMgG9GL0/H2Yi5RAfR2uRcQHxgYyAV2BQ8bnXW+gn/i+6zP2H/LiTpI0P6/Cn7XIWErKAIjvBDBT3TabzVvuIfPuOPjz0gyGRcDPn7VonP4Z3hG94kSAV2iQXcNBwoAND5Ig17PZLAg/D/wi19ik2WwWFZFkGrI/ORMBp5hzEdIAP055LneXpd1oNIIM8ZaFDtxyuVwcSk0gEkcM8ETmHHbKbSqfI1OUA4dns5lqtZokZQK7jHM0GoWDt7OzEwFp7odOoSKRNUI3MI/Ybj7v3ydbNpfLhb5xoMXPCAblcrnIuOc9cUyRAZdrd2p9bqk+cWdayra/kbKtKLwEmv2FHSIYhn59na+UrPK5deIWeaUlAAeuj0Z3Z1i02+1oIYPDREY6gb3UmXbwDn5yoiMlSb7Txbg9cOLvI73cGhB5lOattdBLOBudTkfj8ThTOePtUVKc60kT9AemWnh1dTUCI+6A4bQxDncCSWRgvnzMrp+doKXVVKfTiT3Gc5x8bDQaWltb08XFhcbjsY6PjyObdzqdRmsZJ7JWVlaiKs9bI9APGb2zsrKier2uarUaems8HmcyHyHxSNAqFAqZcxlIRnr27JlarVbs3XK5HBXHYG/sGrbASQyCC6yDy1eKwVxPpeQEONyJPK/44LMQ2p6U5HbFyRqICta+WCxmDlXGJ3PH2gkrcD5/4x8gH/gwrsu5j6SMf+f75HW7vv3tb+tf/It/oV/8xV/Uz/7sz+pnf/Zn1e/39dFHH+ns7Cz0AGtJi9+jo6PItMf21Ov12N9e9Qm55Zf7t/gsrnNHo5FqtZo2Nja0u7urarWqRqMRB4xDfo9Go1hjP5My9ZvToIU0P0tnNpuT9m6b0XNup90/B1eQJAjh4uQLBDvPwUfm2ZubmxksjJxOJnfnVlGlSAXV4eGhyuWyqtVqVBj7PkZ/Li8vZ8j46XQaHAfzOplM9OjRIxWLxfi+NG/PxNjxDUi6ofqhWCyGrmfMKysrYfs4J0iaV5mVSqVYO0mZs7uwM1Qo4Wvy3LRdFXhwdXU19GetVlO5XNb+/n7mQGH8ETDpO++8E/rrt3/7t3VzcxNnqvb7/Zhzx6/Yd9oyLi8vR4usVqulYrGoer0eGNi7YiB3rmO8HdzV1ZWazWYEIb2tlvtjyCEYncRLD6hQDVKr1TLYEKKXsfiBzHTKeO+99yIL/VW/sI/gEPSJJwKwj739j38WTOMEK/KS2mdpbrvAQ/AbBLDggFIfdJFtSrGiY0v3kf19PQk2TWLwai9+7olg7DX0J/qQe8GDOa6Wsmclo6/gxcC/VC75uHknqtzQ9QSgLi8vg3daWbk7m6zVauno6EiDwUDlcjn2D91W4NOWl+fnkXm3Ffbz8fGx2u22Tk9Po0IEP3wwGGR0MrqdsbVarWjTzB/0MP77dDoNPxw9k8/n498e5PaKYpKzPNmDVmP4oRxIT0IjlS/MKToZnZtWACMXrmskZbjnFC+6zUUO/P9uh7wLDHKJrmOe0+AKc5dW4cHtMjeeKO/Yj7latKdSG/9p+MBXxovGwSMLhQ3ti4VgOJmbRuvZCG40F5EdHtxwx8BJG5wjD4zwb38m92AsKC0nu9lUfr90LCnBh3PhAg55CeEDce9Az8ksr0pwUAN5PZ1OIwPp+vpatVotU2VAlBaQzDvTWskrVvh7PB6H0uJ9pXm2ysHBgTY3NzMlr5VKJdO7jvnzyOdgMMhkQbFm/m/mjLUChBItRmYAv0tLSwG+mGt3ItM/vV5PNzc3arVasUbvvfeeWq1WOOAoXRQI7+A9d1EWnpngAQxkKpVjB5Xu2GIUcbiZOzLHUG6M2bPFUHCeiYOs+R+ehYxSiu3y7YDTiScPEDpx4megsK/9AFh3kF/lC2OGsfNMrJQs9N+7MXFH2e8JyEOukRtfo0WGlft5gMV1sRss11s+dv/bx5vqYCcl+Zx/b1Fwj+8tMpwue1zYBfYDusmJGXcOcQy9ZNv3C+N0vcy7ueMEeBgMBlpbW4ugK5/DqXS5B5gBOABN3tKJzEU/fJ09DFhi7dj/kMfMJSSKOxgOAtEH3l7GZQ+QDgnmgX1kz4kOdxYJgDBXDvw8W5D5ZW7T5IFcLhcECuMgwOoOKOsNaIUcQl85oHaZdyDK933fpvKakuKsQxpwRJY9OPxpwN+remHz0j0NOeFtedbX18NxYk77/X4QDewNkm3Qa07Is94OxKXF2YiOwzzYm+qkVJ+5nnXsx8WeZ1zsCQIAkF7eesmDR+AJnuuZW2mWmxN9jnWcVHCHjb3gRCVOrxPZKb6W5iQnjiNryLxCCLhuBSuA5QuFQmBqiEXwi2MK/u/tZ33OHIMzVvcleAbnX1xeXsZZcjs7O5kKGHrlQ8LS2sPJVD9I1DMI3VlP/zAXfNfJILc13uoHfe/ZkuhTt/tOYBBUdEzvyRJ+eCdrTWW22z4n2MHayIfbMseAvreRA97VMyNfx4AI13Q6TwpgfTc3N7W9vR2+Mi15c7mcKpWKxuOx6vV6JM2x36vVauxVLva8k/RO9HCxBq53K5WKNjY2MlUi+DseQEgxmONCT8LwtV5EgKR6NfXV3Y8Auzp+dd3KWFwfgm3G43EQOGTrsxZeWcfzBoNB7B9vdwTGIgmx3W5nWoKhc3ys+M+VSkW5XC7aKHmCFGud9ltnT/KuEHBUmEgKkhG75Vm9JKzg87M+yJ3vR94fn8KxNBfzV6lU1O12QzdwOT/BmUUnJydB3pIs9OjRI+XzeTWbzdBftNJxbgXdJ831Drr69PQ0Wi5iy7hX6kM7Se6Z5QSYCPI4Mer20+UYnMza0m6uXC7rjTfeiPnd3t6O5yDbfoAziR+//Mu//MkUx/+vvXcLsjzL6vrXOXnPPJl58lqXru6eHmYYEGFACNp5MEKD/suMhoHAAxATBKIBgXIJBX3wAdEnQAwVCEJ8Qw1B5WE0MBACGWEEhxEGEIWh59Y93V1dVXk9mScvlZdzfv+HjM8+n9+uk93V1Vldt70iMjLznN9lX9Zel+9ae+3HhCwPsNEJzHE2rHEMyxtwHGwTJ3Gie+D1HOeAvOvI9rznOF8XDoLk/rrtSl9PH/3MPDEA2etgDfrfeCcEL0bUD07nXbwvT9RqNAbBT2OPtiuxvbiXRAxsCduLOZF4QrnFbrebbFcCIyS/4IPio9LH7e3t6HQ6qZw/PwRNHCjFl7WtTNu888S6r6qqhEMb6zIWynPsr+X2NfZeRKS+eOcGwRFXybEPbl/B44nu8N8ea9taTqjMedO8kyc22WbLsWvjuba7sbV9DAbtQZZRxtYJEMbS7ZNZn9nnult6rAIjDN74+HgyuJkIZyYB+jApCCyDzDjNOWM7uOEMFJyNXNix0MxcBtFyJ5cFATOzwBwl43r6ZIfcgpdrWHwscCKTCMzzFESvNzgnBMOIwAjOIhl1GCVzc3M1483RaZ4dEbW6+SxwR29pE8LSkcmVlZW0i4Rxmpubq2UIcG2/30+ChdIKZNrRR4xsb9vDYHEgwVF4Zyvfvn07Xn755bTrxI6+lRiGXESkYNLR0VG89tprKQsfAM6AAf/TdmrfwgsRcYcQhizk6BvvZQ14+yLBF0eu4TuXNXOJEYOqzjqwkM0NR8AmnFmAGQtyOzC54+8M+3wM8l1hjzsZDBqWZZKDBDbCrDyssJGBgL0odZyKXM75PV77zHluaOXBYTvAORB8Xp/thOdtcf95L/0YJitzyg1dG5wG/W08cB3Oj2Un6w+lnQeGeCafO0uSnQFkj5B5zBghE3DEaSuHbWJ4MC/IRpcztFxDl1kPoQ8dwEQuu54+fOPALde41ESux1wznvH3u7g+P7C11+uldnmnIWM8DGjLP8PQzefZPMCY8C7kKACnbQBkv/ndPIKuNLBjMB0esK1Bm/0s3gUY7cDSk0w4bflaNxiB/PFBqhyQSFAExwg+Z817Gzs85AC95xKyLDOIHzGQk7k843cOKjngYGeZ97DOkTWWeyQjRAzKqOBouT/YUE54MDiIvjBYj63nLHHaCaCAHELn817bEchPOzTYJnxPvwkmO0nDax1bBh5gjdh+sBPJesc+Q3ZhH9F2+mXQFtnjAzJv3boVVXV2hgC7KciKQ25QOoZdOBCAl21zajnTDoAFjxf9w1bPbak8qHdeYMQBGYNLzF2+G9L8sLe3l3QTAR+AQY85ctRZvbQPHjYI7ox9+M79Nu+cp9ufBLKfybqdnJyMhYWFiBiALaxNQBfOd9zY2EjyCJDdu8IiBsFAkiMAGz1/zIsPguUsJ3bpOdDFGrYstd9lG9P+RkTU5ELEndnYvneYPAXo4cc7ofOAqMEfdkThSxLkHBsbqwUDnQSB7YAvZ2Ae3xYM49atW7UqGJZzzpJmpwBgOvPjPkZEkhfmFYO87HahTbQLfejdJdilLtcCX6GHjT/AN54//uY9rVYrtWtzczPtUqG/7C6KiNjc3EzJQui6ycnJWFlZiWvXrkXE2e4pdrn4HEaed3Jykp7H2CFfNjY2Uqke27PoBfSAdYIDtIw3vrftTOs72wy2WTjjb3V1Na5duxbtdjueeeaZJKvROYwtvMTYTk1NxezsbBrTJ4nge+w923Ik5mLLuRwcgD74oe0HbG7bVtatEL5h7lfn9pxtlTzQwefwhm0pv8vAt5/JdfTZz/DuLWSK5WGuV2k/vMn18JrXM+A2utxBAnS9A6folpmZmVpyjdsxMjKSZKoDI/QlItIzOK8Ne9SJTJxbfHh4mILzi4uL6awexpt32J9z30l88dm5/FhOM5/gsASUnQTiagAOwkAuX23/vKqqFCAxfmzdOwzbPg+voe3ci69t/YHc5H3Id+Si58u8YYzRmF0eGAFLQIZGDHaMcE4fawu71O/02oQ3cmzobugtB0Y+9rGPxU/8xE/EJz/5ybhx40Z85CMfib/+1//60Gu/53u+J/71v/7X8S/+xb+Iv/t3/276fGtrK77/+78/fumXfimazWZ88zd/c/zkT/7k2xLep6en8elPfzqWlpbiPe95T8zNzaUJNMhgg9GOpRXLeUZTRB1MiagbFTbgWUzesdFqtVKbMChh2qmpqaQ8ASNZ1N6dYdDJOyTMKHYQrKDpB4rUCzE3NnkPzgsCgGAJB4f3+/3Y399PQmJnZye2t7eTcPNYegs888HhSiyW6enpdAg8gP7JyUmsrKykdlDSamtrKxlrOJn85rC7fn+wFdpAHNtv2WJHBDgHGhAObGs7PDxMuz02NjbSnOPcksHBYfcEkSgpgDB0FsvCwkJcvnw55ufna/Nqpcm8GOAlODEMiIkYAB/sdrExZ+DPIKwVPPyC0c/4+mwXMhwNPvlZfg5rxdvxMUqZNwQggtZlFTDyraRtXKJgOKR6dnY2rfWLoodV/kHDghKcKZEbKA6CWFbaYIHXXF/TQEwe+HCGqg0DjAL4BCPVAZBhAT3uR55hIJmfbEDZkISv3D4r/vwZ7kvuOA4DM3u9waHGHkeMAAKnBwcH6dBG+ojhbaOJtcaYYAwRbHWNY+QKhg5B/H6/X6vRzHrF8CdQ02w2U6kgACzrQGQauzIYX4xsb8lm/GjXzs5OtFqtVO7r9PTs8LyISJ8jd+gj44CswaDLzzSxY8nceY17d0xVDUp5WHY6iMWcMSYGCJFPN2/eTPw4Ozsbo6OjKauSPsOzvtd6DT6AZ3i/M7/tWOc2R/5dr9eLy5cvx8TERAq2YxDeb3qYZaBBY3jEgTD4CZAX2wVACJAJPsBW2NzcTOuIIKQN7dx5iqjLDWSLv38jskzjx/YrayRisF5Zj3mQhOAB4DSA+fb2dpILlGQCnLdDYbAQmxK5w3jB+zg3rC36gV5irbvtXEtmLWsYPkfWsT6dycy7G41GsumwB+3AE1x2OTDkn3eVMbbNZjOBi1V1Fqim5j18w72UJ0Rm4eh1Op343Oc+F1VVxeXLl5N8A6DD9pmamqoFiwFN2blEMAQgBuARW5hx9A5i+y+QATN4jPHnO8t4+xHwQ/4M86LP5IEP2XlAeQcnQ/X7/eh0OnfYdgSfzcesL0pvWEbSXwO+8N79ChQ/TDKQvg/bsYG8WFtbq4H/rVarlrTHml9cXExzaZ5DDpCFznwYyEAPwisRkfj3+vXriXefeuqpVK7JwBttNT9E1AMew4K0tuMi6rajdTrnsDlAkb/fQD2+kv19A02sYWQLJU7JWI4Y7KzB/4cvT0/PSgTu7e3V+hERCbjb2tqKjY2NWF9fr1UKaDQatXPiFhcXU6a0SwE6KIJ/hN+F3cT8IwsiBue/uPY9ICclnOEZ4yoEgZCjJFPCk8hs5Dx2nYPNORZx5cqVO2xkdi43m4PdLZ1OJxqNRiqj2Gye7Zz4oi/6opienk47Swh4Y7c66AavdrvdGmC4v78fn/rUp2p+bK7DsKNdbYK+MQ72gYwjgfcYDG+32zEzMxPXrl2L5eXluHz5ciwuLia/lrYzZ6zVk5OTVMqr1Wql8uYOuF8EPUzy7zyyPwjmxZzwG/+EoObIyEgNQ8vBY/OL7QTWcMSdGfNOmIio+5457sY9xuospywL3Q4/F/Lf2FHoagdhaDM4mYPN6AjsSyeYIztyHIa1ir38+uuvR7vdTlVdjDM5gBARCf+xXpmcnIxr167FpUuX4vj4OJVW3d7eTv4k7W61Wsk+t21hWccP/bM9SxIySbobGxuJV5BbrHXex/jBc4yfsQF0EjsesM8iIu1KyROF7J/ym2Ttvb29ODo6ik6nUwt64Gs4+EFbeT5kX4Q5xP+2PWYeop/oeuN1lOfM8Qv0EXgCRzFgMzjIDkaF/iHRAD6k9DV2tvkNvyNiUCIPOZz7a29Gbzkwsr+/H+9///vjb/7Nvxnf9E3fdO51H/nIR+J3fud34urVq3d89+EPfzhu3LgRv/ZrvxYnJyfxnd/5nfHd3/3d8fM///NvtTmJMJqpTceCM3AccSdIOyySlANjPN8/EYMgiQUDzDQsMJID3gbtOH/DGVMG+ocx8TDmzwFGB3D8Phti7ovBbQstMyHOLQ63QfZut5uu4zN2J/DbAI5LKxwcHKTPEFaAsTiUZH5UVRXb29spkxDldHp6miLH9NWKg89w4DlIHWc0og6e4uwRISaySR8YLxavjW4rudyQ9/yQYTQ/P5+us1M4LBBnJZUDLTmQ4qwU+MpzbYKv8nVClD9ikHGe94P7oVxh2wkZ5rAaHOAaA31WvjkAlbf3bgGot0oPo/wDwGMt2aiKiDtAhIiojdUwhYGiZR5sXOQGGM/zu/MfG5o8m/fydy6fcnDHzrH/932m/H87fznRxlwG2vEepgNs4Ppeg7JVNSglxdg6+9Bt8Dh6p0Sup/J15HXD+OZZGhjHAAW8g0yZXJ85q+fk5KQWmLBxbXlph+08QAHjMAfjGC9+CJ7RNwfrMWgxpBgDnmXeyvmN53n3igNbdnLgfcsrsqBph2u0et4xym248r0NZvOqQQDzYe4oNRqNBFJYp7A27ic9jDIQGhZQ8ryz7uAV22cuIQlvoWPZrUVNdGfI8uycv0zD5IWJ+32deTnXyb4vX7vDZBy2JA4C6xS7ChvUWV6MVQ5Aup/wm9eXM62tyxuNRq2EA/OFnYBMsn3KOsFpwnHlGawrry3a3e/3k5PbaJyVR9ne3o52u50SkQBi6YPBYN7FfJNlT7tz0MIJV/wQDOX8AQdhcvnHe5EbBIQcLHYtcAclzPMOYlnf5uOUrw2vH+te3oess22AvIKXvGuv2WymzEyXwjG4RF+dsZvbde4feixfX5bbb8UBvld6mGXgMMp3VjsI6TVHuVyC/k6+MrgIiOY1w2cOqh4dHaWgBHzP7igC1BHDy13ZZrV+s7yD3kiuOmHFPlqeiGO/23aQ7WbuGR0dTWuUdeszeiy/GBOXAuRexp415vVrnzHPQkbW2P8lES73fQziWo943C0zWZsed/uwBtjgIY8p95NwOExP5n7yeXaLA50QgBk6a2ZmJlqtVrRarQQ+Hx8fp0DY008/Hfv7+9FqtVIiJH4983d6ehr7+/s10NQykeA0QJvlTW5fmu9YL/CnMR2+91kEXM+5O08//XQ6h4fEDeyS3H+H3+A1AOK8dNpF0MMu//A38sBmxMBWsW60P0IQwNea/zyX5gOu8bssp4xlDNNxvM8++jCcJcc5rA+H+cL01Ylv9htZT7arcv2a27bW/Zax3iEGEZDB/mPN5M9GtmAH2mbkvtPT09jd3U1/w+vGLFlbtj35m2dZVhovst+M3e/dWcgHAp653TRsHnI7zIT8RNbCi06yh9DH3qXp8fd5mzluYH5nLPJ22NY2r56HgXCfx3wYtgefMOfYiPzO7VfaCV/mGLRtgn5/cAareRSbBb9+GE+/Eb3lwMiHPvSh+NCHPvSG11y/fj2+//u/P371V381/upf/au17z71qU/Fr/zKr8Tv/u7vxtd8zddERMRP//RPx1/5K38l/tk/+2dDBejdkqNOEYMyTjZsDEBg9OfCyIvDQIUXmo0HHAEf0g5j4ngjbDGectBkdnY2ut1u7O7upuxaFsbs7Gx6N04S0ciIesTRwREW3TDnib46y4j+OlJHv10LmPsQWmThzc7Opmivo4IcBnxychLz8/PJYbJjBIOPjY1Fp9NJwoEtbnt7e7G/vx+7u7sp6ry9vR1jY2Np98rY2Fhcv349baVdXV2NVquVMkJtLGxsbMTBwUGKKjNGKA2cPLJMOp1OGlMOYltaWqplYB8fH6dtz0dHR6msGNnjzpqz07+yspKMF8BLyALA9zF/CDxn3liQMOc4LT6ol/cTaMoFKdfwDJyf/OBW8xvZRb1eLzm7EVEDMHkXWWpWZPAFyhSeMHhgw9VgCdlDOF1+50XRwyb/yBjb29uLV155JWZmZpKxjawy6OBtm4wnMi83IBlzssyGGeI20nKl6UCKDRTWA3yMIwlPsQ4MJJnvMfLoI2vG78kpB1NyMD13sp0ljUHkPtjYJKvO1O+f7aSjTbu7u2msWUOMuR1QjMKqqmqBWxsEjJeNAst69Jezq5HzHPxpA3RnZydOT0+Tg50bO5Qp9HklZOE7EwSeomQhwWrkC+PHPfQBUA3nFDCQclkLCwuJPzjk0/zq2qrMHwbWsEw56t2TMW4n09ktBm7QU9vb29FsNlNQwn2B5ynB4BrTExMTsby8HCMjI6kcWrfbTc64s4rQ+9PT0wmMhD8BeCYmJuLP/tk/G8vLyzE6OprG8A//8A/j1VdffSOR8bbpYZOBkEFaKHcI0Y/YM5zbk5cjQr4QDNnc3EwHFB8dHd2RyGAAZ5iDxN+5jMz1ra8dFuSBaGsO9hn4clIQMp5yBdit7Gxg6zrvZWeUndR8nfB+asID5DsrljaTWMFObvpL2QV2uSH7SUIhoNzr9ZLt2Gg0UuYv68G7O0iK6fV6CVDa3d2NnZ2d+NM//dN497vfnc5SaDQa0e120xlN7ApGzgLuTk9Pp4NzsUtwkJ3NZ75D9u7t7cWLL75YW9vz8/NJduAPAD7iNDKeHETZ6/WSHTk/P592/sCTToyw/M9BZOwzg0bY8wQwaL+Bh9yxpn3M0e7ubtoNA19iy56entbK1yJP6SeZ8zmwQlsN6no9GGh1tiXXXLT9Bz1MMhBbYRgxZ06ewT627QRxRiS8gO1HdirvY/eDbX+ANQfl4Fdn7lKqibl18MUyzfajgR3L9Ny2hMwnrGXvBrVNCcDOcwzau33IpmbzbOchlQuwf+bn55NNYPmKf0/pMANDzpClfwRtV1ZW4saNGxERaQcB84bsGh8fHFo+Ojqa/G7GzmWBsJdJjoE/KNPMTpXd3d2oqirpt9wucVkT66l+v5/Ov/PBwKurq8kOM+jFWDOn+H7gC9YlBm+xeyPOZPzo6GgsLS1FRKQxxeaamJiIK1euJJ7odrvpUHW/4/T0NDqdThwcHMT29nayQ9Fb2MT9fj8FuLARneGPLMIGt/1m4G5kZCSV2iWTnrOmZmdn0/k7lA1jN6Z9HQOW5n8Hi+5XoPhhkn85gbtZto2NjSWeye0w1hxyy4BrrkOcQMX1jHGOg+S+pRPG8gQF+Nx2nPklYoAHsra9q9OBDq4DpzG4blzQ4DPXnJycJL/IAQPuQR9gezigAE+z9mZnZ++wh7ErndFP39ALPiuTQCc2U1VVae12u924evVqrKyspDLzxnPzoFS/308ymDFysnW/3087rWZmZpIfx7PYJXxwcBDLy8vRbrfTzpLd3d3aeZvoPuPI6DZkPzuC9/f3E24FH87NzaV+8F7OmqLKjvksT3yKuLMKEvrMgSruZfej1wVzkGOQzBfYkmU6OGiOm29tbaX3+ZxQeMA6xroGmw/+Y57s/xubwYak3/ZZhuFC59GFnzHS7/fj27/92+Mf/IN/EF/2ZV92x/cf//jHo91uJ2EYEfHCCy9Es9mMT3ziE/GN3/iNb+v9THS+oL2NzNFEK7c86pUD2AakvaBdHsDvjagfcIOiRRmzgCzIfV2v10tGCI4ohgFZvAYQEfw5gMlnBIwskBkLmJXAEp/nwh1hjMGAMcy9bidjtrW1lQxjwEJvMfYuDIONY2NjtS3dtA3AiPcRpJicnExCncPYJicnE6g7Ojoa29vbaWst4BhC21vcKLGBEO73+wnsu3z5cqplSL87nU4qx0WpMWfz8hsA0AbZ2tpabfuinYPcqILnckWY/1hRG7i2QLVSM0+Y9xkXOzuMkw0BgzC0wSUt8udzXQ5mWdmzfnLwhzZZeDabzRSgI1B1v4zCN6J3Wv6RKWCggiwy1pF5hDbamWReGKvcIcyV17BASJ5l5d+WR/w/7P2Ac3Z6UbzOOkNOOlCS85bXDPzndnFd7nTDUxgofg/GpPnQRogd83yceZaDhuZPO1NW4AY2GXMHbfwdMhId6AwoG2c47LyT+eAZgCLoRZx2ymxERDIAKW0CODCMaI/vQbflILGBAgz74+PjmrGbj0v+4yCVZRXf4xCTeYMhB5+xO4a5yIFEy/G9vb2ag0QywN7eXjQajaQHZmdn47nnnks1uvf29mJ3d7eWpch8YOBjWPvMJNb06OhovPvd706ACWAj28ofJD1IG9AggfWV14gBVv7GISTzFnnHTlHzuIN6vHOYHuT5JuwqeNTP4HrLK/crl6kR9V3LPM/2p/vo9WF5CaDO+sUudGad38t4mW9znWJn398h47Hter2zMo0EB3gW67LX6yVAvdVqpWcYSHTmrYMu6CUnRwHoOTPeOzcckGB8kTm0nXcABCAnGTvaNzMzE88++2x0u92aLMam884j7nNWIDwIIEDQx7Y1/gzPNHBpwMM6l3UA8GOghr8N/JivLFvNRxFRWzfWqTi0/G891m63U8DHdj7r1u/O9bS/R087e3AYYP5O0YP2gyH4Brnj7GbWjROPGHt8Qu+mIlHg8PAwDg8P033wTh6QBsSLOCuhicyIqO92Gmaz2f/Mv+N72ot+dgCN3ySg4Ocb5LFMtP1mf8MJc7YdwRMAVfnhPa6Xjj/MM2mTcQr0UsQAU+BAdXyamZmZlPgEOE6glnWHb5kHjhgnZLv9qZGRkWi1WkneksQzOzubAEfGiXIlJL1E1Ev6AJo2GoPyhSR5UM3D7UJ/OCjPWV+MrxP+kF2W7dhrgK4E6plHKltEnCWSnZycpAQBgnWnp4Py2gZLd3Z2Yn9/P9bX15NNiAwmwEhiCmNJEI51Yf5FdjlwTVvBF5Dd2B/wMvPnOfR6I7iCTo0YnB+WJ27db3qQ8s96zLvmSai1LjF+lidJW4ew3rnOctO6M6KedGrbJ9eLuU8KH+Jnwvv5b2wySrSxJuz/8tzc3uP93vVkEJvfjIHHAjxnZWWlFqQxvmpM032IGOy2Y8zgE8bDO3vzcoq5vY5MXVhYiJWVlZibm4uZmZkUVHE/SPIeGxuLp59+OpW4x4ZnTKxf2OG4urqakj1IQDk5OYn9/f2a7Y295rF1oI05cPIMeBVYqhPcjJmRiOjyrcNs31ardYcdaFuOOeDHPIDeslzO7UVsxohIJb9ZG5Sks71FoIZr7AMwVrZBoBxjyYONxrZtr9ImBy/RRcZX74YuPDDy4z/+4zE6Oho/8AM/MPT7mzdvxurqar0Ro6OxuLgYN2/eHHqPHZWISDW1hxED58khuogSdFTNwQcWkoFZg4QYORDMy6Ri7Jk5UPgEPyCYxEaoAyPOmO33+wkk4gDsZrOZFqlrEOfGnQ0+g0S00RldKFz6kQdGEJyMA+C3x4MF6a22BBowMizw8iABC9OGOAYgYBkGSUSkRc2Bfmtra7G1tRW3bt1K2+AQNBFndS3JbiT6i0LEWSZ7BPCqqqpkbC0sLMSVK1diamoqpqen0y4fnyEwPz+fDohnPr0Fzs432XI20G0s0cdhmQQWFM68sQLmutyJMBjoLYHMGXxhQy+P5EZE7Xm8k2u9a8FzaxAoN/gcZfacMy78tuHJ9XzGlkLG552k+yH/Is6XgTb8yd7kM2ekRtxZ2uS8oEjEYNuvg2SWHVxrw4/rLS8i6sE7yAAa93i7JdcD4DvQ5cBInlXg9+eU64bciMSAINiKI+Zxq6rBuRV8PkwnMIaMMfJ4GICaO+4RcYeucXsNargv3jGC85WDw8jwo6OjWgDRBjbvQCcA4OHIN5vNFDB2zXfGjHFw0IO+U8YgB6+Zc96VAy4OLnks4LPciON7B4tt9GELsK5sQA0L0BlAxLhjJ49lsPXY5ORktFqtWFhYiMXFxXj3u9+dghjojTww4oAIwTlkngHQZrOZdkS22+1k5zwMgZEHaQN6nSIHnOVvmWd7D513cnKSAPhGo5F2LZDxDvBgGwrbzv9HDMA9KJd/+fW+Nl/7uc7MHWzzv9eeedZ2gOUvIBvrDl3q7DCvU8ta1iV87/djE3AP2WrYzGSid7vdGB8fT8FYnEGejwM5MzNTs+GRD8hDwDrb7ycnJ+kzbDyX8sl3wGKbAYDYSSPgwbWsR3+Gk4y8fPbZZ2N3dzfVwDcAgI1jgBQ+dWCEXXJ28OysMp7YzHk5H/OX7zMAYx1t4Jy+M7f4MLkeNf8Q6GENAJjyXAN7JA/NzMyknXTIaDvLDr7QVu9ssF6zXeA1907Sg/aDIftTEXee0eEsfMYwYuADHB8PzpRj1yg7Avr9fvJHz7P5eC5nGBkgst1oG4D/DdDxmfW67RlnXNtXync9AZZYBub63UmSlvO2keE5yxQCGaOjo7UdB8gJ3mHfHFvIgJmDObQff5OkQIA91rFtaL7jHXkwk74xPwCHyOONjY2UKADmgC3Ms8kM553IFfuhBwcHsbu7m4IWXs+MI+vcdiN4Rq/XS/zlwIkTTHkvO2c4eJnzT82PEZF2E7bb7cQ3jB+8X1VV7O3txcHBQVy/fj3J7vn5+ZQQOTExkXZSY/dFRC3Awfhiyxs0xZf1D+ffjI6OJrzKtjJ2pYPf9pcI1hwcHMTe3l5K5sgB83eC3mk/OCcHEQjuwUsRA/+ERFrvDrLfBF+wQ5WAsCtSWIfa3oFfPUfWs/ztpFXWmAFjrym3z34bfOzEUtu5XmuMC+21XWhfP0+WoE2Li4sxOTmZzs09Pj6OTqeTzkXKq+G4nRH15HXbsdh+DirnNgZ/I9vb7XYsLy+nXR6uIsG7kG/wwfj4eKyvr6c2cJ11DTvwLl26lOQhZ+uCZ1pmgB1YfxiMN/5mvNHjEjHAYQ3yW97xGfavd2xzBhUygjmmffAA8sA6Ap1Je5hX+ujAyOnpaUpuxP5y0r39ZsaYADZ4obFHZGHE4ByT3Cbmb3wq+3f0mTOieX7Of/av3owuNDDyyU9+Mn7yJ38yfv/3f/9CAckf/dEfjX/yT/7JXV3LRHoLNuU4PNl2Hu00M8gMrI0zBzKcHWPAxhG63GG28cWEoTS9c4EMDaKHlNbiXRb2BucMvKFQvQDIqMgBH3ZhICQw+jCKDEiPjIzUDiHnubOzs6kcAQKVdz399NNx+/bt+MIXvhDdbjc2NzeT4OG5/B8RqfQK/W02B4fjYhTipGJ8UHJreXk5GfpsD8PpJjBjcN9Cn90pOGdVVaV61Kurq7G4uJhKIKBQ4DWXS+GgKRRdxKDECtlWPhjKjj/ziwKD7zBg4S34zUY8QtM1qR0EiYgElLdarVpGA1l95v2IqI2PAznwD1mHdg6GOaMGUhg3rmO+er1eGgMbjrlzZIcrD/qQTeUxeafofsm/iPNl4OjoaMzPz6e1vbm5WXMaDg8Pk7Pmg8/4Mf+g3BhXZwWwrnNw386elVBEPdMTssGCjLCxyjoxr0cMDlWGF2xA8n7LcWc+5g6SedqOb7/frx0uynu9TmzkAgDZQIqIWpv8fngxd3QsK1nzDtLkWZUG5LwlOV8bNtaReZOTkykwsLm5mRwyb3tm7nkWWdFk/AEcdzqdeP3119MWYpxuAnHo316vl4ImGNR5NjrGjAM78FyeeR5xZ71VZGsOODNn8JOBCbI8q2qwY5L5MWDcaAwOgXfbuc48R9tXVlZidnY2rl69muYAcGN+fj4Z/8OAbgBeG7YOAiPvcFDoA2vkQdKDtgG9VrzOrH+QBYw1jge6jAyxo6OjGtBM+TRAhxzsdnamM1sjBus2n08n4BjA9tq1repr7BzkgKTl/MjISApSuDxE7gzdvn07yRXvbIXfDSw4YGQ71m2yPcHnR0dHqVwINs3Kysod9rjLLBHEYJ0DhPX7/WSD3r59Ozm/gCXj4+PJ5t/b24uZmZl4z3veE8vLyzE9PZ1KPs3NzaVdZDj4jUYjBcKQz95F534y1mQhwx+np6dx9erVWF5ejps3b6aEJ2eTIo8YO2QaAdORkZF06C42+unp2cHNlJb1jpeIuONQZAi72aC0gfOcR12ekrHv9/tJDvoerrMOchCo2WzWkrAMUtsvclCS8ka2RbjegQ8fJo2t651B77RMfNAy0IR+nJ2dTXoMGw05SdYq446dkOs37JmIQd14A+0G2qyvc9ll2z3Xc752GLDErgbItg0gj4M15hUD+Jaj/LZdnIMq+MjYM5xnCiCP/4fv3e124/T0NBYWFpLM6HQ60e/3a0FZKhdgK1mWYv/xjH5/UAqq3x+cnwQwSXIe84r8dslifCsnn/DD4e07OztxfHwcn//856OqzpICsRu73W6ycVhbY2NjSa/AIy41hqyyTmMsCXQb0LVNy2fGM5jHbreb5o+y1eAEkOWfeQKdnmdGcx2BFfTJ3NxcrKysxMLCQq1ENs93EgHvgc/8XDAbJyoZUwJ8ZTelgUB4inZRuhw56jVoXMjr652gB+EH52RfEXsO/e1qAA6A2BdE/9B++N9yD7DY+twy1D5dHnCNuLPMK89AHhiMZv2AD8HrThT1TlLsCIPZ6H5kIrxpW8T2LGOVg/z0a3JyMtlS2C6dTifW19djY2MjNjY24vbt27Gzs5P8Rtt4lr2se0pLYUNFRLLBOefv5ZdfjqqqUhtZU71eL5Xcx35EXhBs9g445su8Yh9samoqnnvuuVhaWoputxtLS0vpuSS1GeRnxxl4HmPks6V2dnZqcxMxCOIhE5gnxspYNnPPO8Bc0e/InRwntB+EjJydnU06B/lHwAedNzo6WiuXxbjBF61WK713Z2cnIs6Czw5ksJbGxsZS8DFiUPLVvrltNffbzwGDynF672K3nJ+amkpB7LulCw2M/M//+T9jbW0tnnnmmfRZr9eLH/qhH4p/+S//Zbz88stx+fLlWFtbq913enoaW1tbcfny5aHP/Yf/8B/GD/7gD6b/d3d34+mnnz63HQ6O5A4jABrkaCzt5W+DcHa4eQfPzSNReZSKBZCDIPxERC1jxOCXy3gw+TYwrWAjBoallT3fYXzkgLIdGt9P1JfnIjBhPoAodl1YSNG+Xq+XhDc1u21E4HTnwG1uwHrcGQMrrk6nk97BovYuhmFkxcg84UigxCiDsrS0FO12O2Xk0j7Gl/63Wq1ahg3PJJvfJSIc0MLAdDDAoEjuhBvgtcByUNB8YycB/jT/GmDxeDn4Y8DJ7WMuEe52hjzWnlvzOfwXEXcoOxuGvs7GvxWcFcGwtXk/6X7Jv4jzZSDKnvNVWLcGdSMGxocDF55n8xmG9rDgb76WctnDvORzf973/gyyQ41DyOfIIcbWa8gyLG/fMF50f3iuA3G0LR+vvM95f/Pr/R7LRtpq59Q8bEM9b4eBTd7pucvf67WD4cyaIQOFdQev4KAjR3GQyRoCkOx2u8m44l0Yuh5blwW0XrS+si7yfOUgC3KULEecllwPYiTaADaQMoxvkJsueYOBS2DEZQLt1KPPLl++HK1WK1ZXV2u7TQENeAZtslNr2ef5xnlCJpOhmvPfg6QHaQPa4bLudEANspNp2w4QhhJpEVHjEz/PYISfG1HnWeYeW+g8GZrLlVxODbvG/1tuWNfbxs3Xmh1VBxqxf3AuAFT5DJuADGJnUcK3th1yW4WxIgDK+/mMBAdAAsYRm8tJMfAPMtXOP9/TD4KJTkDB+fOZJhH1g409fraZ4Q3ajWPKNdyLU8jYGeTHzkZeGcQYGRmpPY8xdfDOdhv9t57M+TG3KXO70E4015PxZ12b26PmZ+ut84BK5s361nxB8MsZi3ngk2fY7o0YHHZNos07SQ+LHxwx0MUR9d2TzJlBWssYy0fbXQbJ/Gwo5zOvv4g7ZRZrw5Tba4yf5TntMQCE75RnytoGyv3dnJdy38jvcPIPsoHdAXwHH2L7AF5iZ1EuED3vREW3if6TaIJdb/lEv7DPXAUg1yMGyp2dy9hhHwGG9vv9tGtif38/XeN5zv1n7HXeQ0kv5LGDP8N4dFjAGLlkfrI+tJxlLIf5+zk/MR72V/N5qKoqgYf9fj9WVlZS6VLbY7Y7eJfte/cXPiHhhySwqqpqoDDt8Foz5bLb4+I+5j7FO0EPwg/OCXDUyWe0w/6AMRLmkWsi6mXBsRWsbyxTrJscGGHOPfeQdanlsHWe5YGDbfCskwts3+W2YS4LbVPxv20BB2HwC3lWHqQmgTpiULlia2srtdltot/8777m9iLjQmKMyziSqE1/nHjs3QmeT9qf474Rdd2E7On1eikh2HhjnvxIP322EhVorKNy7A6/GlvUwSzbYRGRrqFqDsnUPhsUTNjPZ3xynyC3x+1f+jl5Qjb9Hh09OwuFMcP/pqyW/Xs/l2ehFwkagYUYu7Y/R1ucVMY6j4jazhOum52dTeP1VhJkLtRi/PZv//Z44YUXap99/dd/fXz7t397fOd3fmdERHzgAx+ITqcTn/zkJ+Orv/qrIyLiox/9aPT7/Xj++eeHPtflYN6MYGQyKxg4MwLGsjNLfKh5zrgWejboLGwjBrWZbZxNTU0lB9KHFeWGi7NHcQqIsJpRyNzyVjMbHGY2ns9vMiz8GYEgR7NZLIeHh8mQQ1Csrq6mhbu1tZXO6eDgtoiBMYjjRpmy6enpJDTJ2CDrwXVBqTfNoefMJ8QBc85GI7DE4Uo2ODEcCXBMT08noe6IP3U5m81myjZ79tlnY35+Pi5fvpwMYKK+bMNsNpspIkmt5J2dndjZ2Uk7LCid4kAFC3bYYeF2AMyLdmhQ8PAFQRiI+9hGitABhIAPPPeMB44wu4MIXKHgcQgcGaeNZDShuGmDjfSI+vk7tMu1a1ESuXDkegv0XICzLt9JwPB+yb+I82Xg2NhYzM/Pp8wG1ixl4A4PD2vbsT2GEfWSfgB9KDbv3IA3vI05YhA0trNm/rQTA8iRG2w2lpA9bIucnZ1N/MihY5So87o3bzr4QPtymR5R39qcf4+TmfOYnSEHG+wcOhPE/eez3EhAH1lvTExMJPCLcw5Y77QTQ8WOmNeG54DDOtEdAKCMO/NCcLrRaKT3EyBmuy7ZSYeHh7GyshKdTid2dnZibW0tgZm8B/2L8Tc+Pl4rHxVRB0KQF4AlzmwyOIZ+58yqiIHesbNrg9DywY4P8ssGIxmUU1NTCUxl55UNTOYeYmzm5+dTfzHWNzc3o9frxcrKSm3+cr5kTgEUDFJDVVWld3U6nVrA5EHSg7YBKYFkR25YgJe1NjMzk+YbOfPqq69Gp9OJVqsVi4uLyY47PT1NO1PhK5IxDJSgK0dGRlJ2GQ6od0Qinwz4OSBMO60zI6JmD9pxYr3n5Rcs71lDZD4iJxzMJMMP3sNGWVxcTHYauhmbiexotvOTxdztdmNnZyc5b+zAnZmZSY7Q3NxcAv1wJquqSofec8aGwTN2GLtMJAkBOzs7aW1EnK2nhYWFWFpaipWVlVqJIMCIbrcbW1tbsb6+Hv1+v5YNzvixMwtfAfCdoDKO+f7+fi0DEIc5L+Vm3ey5ImMYwIP69tbL6+vrNXAE3mdeLG8N9DHm2Fj87VI/edAFXkWOM265rocPGF8CKgTUyRK3PwY/kiHd6/WS3KXsDbKOnTSW7TmwQl+uXbsWc3NzqcTuO0kPWgaabP9A8IWBKAA27Cn4DT1sgIl1BSGPzFN+VrPZrPnBzgRmDSGrXZIDH83BNewB1he8xWfDQC/sTp5lgNJgJnYAspBnsXPM5bbZ+Tk7O5vW2MnJSarwgHxZWFhI40fm9+7ubrIpFhYWot8f7E7l736/n87DmJqaiu3t7ej1znYQ7O7u1sDJTqcTEZHeSTCL/uBXA+RiN/f7/bRzj+BHo9GIK1eu1M7W2NvbS+eNeAeMdQRzgVzGhmk0GtHpdKKqqpqstFzKEy0ZX5cQZK0zt/i8JDHAF9Z99v3ghTzoBsgHP/j7fr+fymetrKykpMc86GfgNwebAdVt58HLlBefm5uLZrMZu7u7sbm5GRsbG/Hcc8/F3NxcTE9Px+npaW3XVw6OslYcRIF/WB9vBRR8u/Qg/GBTv3+2mx0/AF7tdru18SNoxzyis6hGYn2HjZeD6RF13xDeQK7kPm8eSPQzsPOtr3gOuxHwr/AnvC7oG7IRXssTlukrz2b9cSYQcgF/D16j3+zK6HQ6ya5bXl6u6Qt8OGxdj02jcbZjjHKD4HlLS0vJX2y329FsNlPizejoWdnBnZ2dxNvLy8vJ7gODtZ2ILcT36Lzj4+Pa+UkeA9YuAVES/27evBk3btxIthHzRxljzh/hgHTOm0Ku0AZ2Xziosbi4mOQiOOrNmzdTEJz5xXZmTjy29gVyHNH4ipN84H34k2A4diXrhHkfGRnsuKGiBLtDjKXmO6Bv374dGxsbaT6uXLkSExMTcfXq1cQjm5ubCS/AjsfPcqCOeXayOfbo7Oxs0suMEe1j5+Td0lsOjOzt7cVnP/vZ9P9LL70Uf/iHfxiLi4vxzDPPxNLSUu16siff9773RUTEl37pl8YHP/jB+K7v+q742Z/92Tg5OYnv+77vi2/91m+Nq1evvtXm3EG93tl2KjJKrbCYBITI6elp+mx2djZNJAuLLdp2XiPqZREsKB3tRQg6cpzXcrVQ9rMR5D77gQXLc32PI50G4QygYYDkQpsx8u4KFID76DrMLGyicDhweSScxeaFNjc3VxsTK+18ziIGgCdGk8eVRYLQhT95Ps8BADQo4jl1oGJiYiIFayYnJ5NhhCAB6CDQhbBwm5hb+LDb7SYBNyxyTPvJEMxBDTue7g9znytfZyEYLDWo62vsWAKs8zz41tsqbUTCl+YfZ2k4Kxe+9LzRfsaWbAGv23zN2TCxYZ4bv9x7kfSwyT8MHxwJH1DLXBp0YJ5R1M7CZQ595g9r24EtBxa8zoe1zXOCowC/wp/caxDcsg2yw2Ww3JkSzrbn3XnGqNd8Lufy4LCDH7m8tcPuzyFn8ngMIupZK3wHqBoRKXtsZ2cnTk/Ptp+22+0EPuZOkIM/tN3Pd4IAOs/Bz729vSTv8nkl4L21tRXz8/NprjA8kJ0EwzF4MV4i4o4gNnJiGMjFdRhfnmt4g4C9jSBKHBhcsQz0PDPm1kPOkBodHb3jkM3cubTBxnOt6x38GB0dTQCGeZV25mQ9bQDbuhuA1ve8E/SwyUCTeSknBw0M0PAd6xk7BIA7B1zsYPV6vZQ8wJrjkFz0Ngk41tNOCqDdeeYh8+31GFEvS2kAhh94xTaE11rupOeBYdsbODYG2iLqyUDYj/SLtU5wCB7wjjMHA3CCfNBsnrRi3cX5SO6Dy0g4GYRn2AlmHJGhBEWoJU3CDmd0IccBqfAb7E8AbO3u7sbGxkbMzc3F/Px8kuNbW1t3gHuTk5OpX+ZXB2+Rl05+gfcMejCmzLWDv16HyMDcn+EzghQAMU4yYlydeJIDgfanrH8dxCJQybx5147LIdrmxWaHHzkgudFoJHuYMZ2enk46IR/bi6KHWQaaPLeWjZYR5hPsCNvzTrKzD2b73dmbecCBe/lxMNdJDMjI3GaiTS7R6QQG2u/+wP+WkXzm80ZcrgMedeCG/gB0OfvYO+RIrNvb24u9vb1U+g6ZExExPz8fIyMjsb29nYIkBOZ9rgb9x3YnAS9iEPx0wHF5eTkiohbsRmaxy5XgSu7z2S9FNiBbl5eX0+fYgIuLi7XAv20sgkgEhG2f24+gJCDywkFkgDDKnOZkHxLb03Yzesl4hNc/bTbPwgvYArap7ZsMA8RpM9cRlMoTFgxS837kIjgQCUOW3eAhtl8dCGf+WK8OTtoeuGgZ+LDLP/wccDQHBpEnnjfGzYENlxPNeck4Wy5Lc5lqe+M8eUybcnzPfib3A3D7PA3WvfEn6988WOJADLYT9giyBTvOfcxlId9zHtHU1FTN54s4S1hrt9upqgXPdllRxt58zjgDbGNncy3JyRGDHWAEQBqNRnS73ZpNCF7V7/ej1WrdkWxmuxoZubm5Gevr63Hr1q1YW1tL+mJhYSHZOLSt0WjUbA9sFiemIvOwT2kr8thlqeFLbNd2u52CdB4X81GO/9pnMG4TUT97mDlGljtoZrwF/eTdzDzXMhNd1micBeuotNNonCUpYVtHRArKYXcaj2QMLEN57+HhYQp2joyMpGAWvz3n2JV3S285MPJ7v/d78Zf+0l9K/7Ot7Tu+4zvi537u5+7qGf/+3//7+L7v+774uq/7umg2m/HN3/zN8VM/9VNvtSlD6eTkJNVitJFA/WRnktmA4hBABCKANkaIAUEmm8Xo73LDxFF7gz9EHR2tc9SXTD2YgSxcFjnvhhAUueFLRo4DBc685T5nszE2BphOT0+TU4RBCFDuIIOFMeMCaMDYs/0qYrClDgDOisABGRxvxikiatnrLHYyXzC0qqpKWc8YWnmgAUKBkhVNNr63CJJRSfBgZmamtk0LkIBFy28IQzBXtNyH0QN/sei5vtfr1Q5hcvvNzwZeEKIGeg3aYcRhiCNEAAfh4Xw7mnnO2d9uN0ERt9XgJH3yWQFWlvASz8qBnGHj6TVw0cGRh03+OTBC9hp8YGUL35CFsL29nWQc82i+iqgbQ6y7PIgA2fHNZUEuk1BWVtB+jsEryyQ7DJZb8B99zzMmkGM5+AgP0R/GzeCRyf/nQRN/nuuC3NBl3vzbjmJEJLkBmD4+Ph4rKyuxtLRUO8jScsBj7LawxhlDdlZQi3V/fz+63W4CBVyKAvnpvlh2IB+odXp0dBS7u7spq4idP3bUMKbInjHP4AhyD98DikE44ezmIzvY2VF2RCPqAQjkHX1hTNkVCAicOznwm9cDwX3rPPjLgRIMZRuM+frx3w4QwivIs6qqaiUsh/Hr/aKHTQaarOci6qUiDSQ744p1byAD2ck8s24mJyeT80J2FzsbyFgnSxjghkxjP9P63TaAnQL4Jwd54Av40GvFsiwHGC0jIuoOx7DASFVVKWjhoLmdap7LurX8ZS0BagJ2YTNi6xAUIRA1MjJSKyFroGpYORnWAAA9QZipqankHOOEMnasPzKucYD7/X5y5JFtzOvMzEySWQ6gMn7dbje2t7djfX09xsbGYmFhIdlUW1tbaXwJbLNzGfls+WpQgn47ieHk5KSWzWrZkoMB8EHOcw6WIbNw8rELsPsYU/s9eZIFoAQBc/wp5gn5hRwnMELQqdlsJjvfADT8PTIyknaObm9v1/SDgQYyXXneRduAEQ+3DDTZ/o+4M4nOtnTEwGbh/B3bfLbLzEfmuYgBOOxx9zr2nDgLlHdYT2MrIrdJ0BkG9tImZJCBG9uYJLJxrTNdXS6FNR4xKBXjcn/odJ6BHbW3t3eH/Kiqs+zisbGx2N3dTWAQsgBA8/j4OCVEYj9hAwKik5RHBvGlS5ciYmAzknmLn87OFnZbRQx2drl/8AEy+tKlS2nOfCA2vr/tS/gEWeGgttcztuLe3l5at55LdCO7dAzyDeMl4yDIUbfpPL7lfspG5piA2899w9YPesk6hTbAy9gXTuAzQOpzsHq9Xi2hgIDYebp5WBlZzkF1Xy+aHmb5h02AXpyfn0+gPwFJA6+5Lc6couuZQ2SRr7PPRbKYA4f28/Lgmnkp15P+3n1CRrmdJAu4b/aj3DZkFu3LfRYAZ+sGbDxsHe9ogXfZxeaywQRBSDZmJ6h9NNagcT/766xp7KiDg4P0HbYbu0qwLcDs2GUXETUMr6rOKlF4/o0XsV5OTk5iY2Mj1tbW4tatW2mXLkG+lZWVtDsQ3LHVaqX3O5kDvmHs0WXoSq7jjCHahvzGJmVOsI/57QCvZWnOR/YJ7MvaR859WOPGlung0vCFE5jMe6xB+kzCAPb38fFxqqizs7OT2st6sdyDZ8GLOYuGdpIsyfvRlz7C4W7oLQdG/uJf/ItvyQF/+eWX7/hscXExfv7nf/6tvvquiAVjJxgDn8G1sjbIR7YRz1leXk5AD4LUUWfIQLCFaMRAyRrYN2Mh5Pxc1+QkqGKHPheGRBgdXDGYjDDi+fQDh6/X66U6zwbevXsDp7Xb7SaBh+PlbGAr9PHx8WTcsCNgdnY22u12ug6nG0fXRjYO9ejoaLRardRXxiaPeNJv/mac5+fnEwhCFj2GMwsWAeQsDt5BoMA7Giz0PRYETBA0Du64BIHnwoCY/7dAcMTUAQLuM3hnMj8aSPEhYuwoAEQ2QEh2D+sF4cjvYWSllwfzPD8WyiiLYc5U7sB7LADtDw4OavV7GRcbMhdBD5v8Y14BUzx/dgwizsYTY5oyb87up/TW5uZmArfZsRBRr3GJbMEhygN9OViXA28meM+gSMTA0YHfIP/tLcIOHubP8bty5Y7Rl58bgXHMDho7On4ufbNxZxnsAJKDTsgv5Euv10tlkQgotFqtuHLlSszPz8e1a9cS6MPYMBYub2GDFpkCkNZut+Nd73pXtNvt+MxnPhPr6+txcHAQt2/fju3t7XSAGkHkqqqS40i7ms1myn603sApbLfbtUxBB28whMlMpm15Wz3mzBOyj0BGq9VK2SfOhs71n2WGeTF3VrjeuwlykNkGtJ8Db3tNAp6g3zjkmWBlv9+vHbSeA0cGHsy3tM36wGN0v+lhk4GmPCgYMciCNh8iBylvia46PT2tlUyzHWcnB2cIm2B1dTUlEjAPBEvMX7wrr5MMH1o2QdxvPWwes0NE/3IgHIfC1w1LsKEt8KMDI5ubmzE6OhqHh4cxNzcXs7OzQ0ElHPj5+fmU3b+6uhpzc3Nx+fLlJM+xfbe3t5PtwfNwoJAzEVEruYrTCYBLYAQ7EpDOYBP2PYfGU5rh85//fNJzly9fjvn5+RSABkQFvGccmRcCPMhHlx/F4R8dHU3BMjt3bPO3A8tYk8xjGZPPFTalg0Y4zdznUgi2AZHNPNdZ3uYd85DXAQBK7h/h/LKOpqena/XHrc8PDw/j1q1bETHIRF9dXU07BRk/eBrb2L4WtixjBsC7sbGR+OmtOMR3Sw+zDDSZR8bHxxNIaIB+amoqzWUOorIu4SXsIXjefiXrymVIHTgwQBQRtYQdkvcIviGHcr/FJd9yUNpBDdubtAGbzsCpS2chd+A39CrPg49yeY1c73Q6KfN1bm4uFhYW0rMiIr2L57q0NuNzfHycDkGPiJpvGRG1NeDdYoDjyDjGZ3d3NwVj2+12Ciru7OwkGyQiUomskZGRBB6S9JfvlsTnzWURvi7tRY/Mzc2lMfTOXgdvq6pKGfA8xwCp+dJz68PHeY71qmUfc4zccEDM8s/VKZB/+AnIGuStg2RcA39ZN1rnmpeazWbs7++ntcDOf8rrDAtqONBj3kC3WK8bs7pIetjlH/PveSJLfWpqqnZGIbaCdaNBeY+hsQdsHmRK7vOZxxy0M06G/HKwzXzDcyMG68D+LfKNAGO73U7X8tv2pOcMOzR/NvZDs9mMnZ2dtEOE83bxjzudTnQ6nbSjDdtseXk57ZYlYGw7dXR0NO0eWVxcjD/90z+No6OjVDZ1cXGxliDk4E6z2Uw2HvgUfXGpzcnJyRREGRkZSQEM1nur1Urjzzhjv7RarVTiiyoJrVYrLl++nHjmueeei2eeeSZu3boVo6Oj8fLLL6c1ZrwO+eEyUbu7u9HtdmNzc7PGCw7ich/PiIi0O4bxQI5F1KtiOGnI8sbB5GHBFfse9m/9Yz1s28r+BDrE5bCwP9gpNDIyko5iuH37dnQ6nTg5OUkBcZI3eTYEjg9mgB15enpW5vjg4CC2t7cT5o2vwPEMd0vv7Kl07wAR0cy3iRk4QghhoOPcAlojmObm5mpbFR2EsPFn4eW//b5coHkR8dtGoJ35iPo2eAOe/m0DwsycE+3mvQYQbKjlQhQjlv9dW5vnAtTh3GAoATwgGDFiR0dH79g943fSX2fFIsQA4ob1mfHE4HJWIfyAkQYoj7A0mIEh70govMXis2HlIIUVAdcZQBg2H3xuUNffw+M8N++7n5ePpX8c3LDC59kIJrKkbHjmijwPBlqp0x4DiHk7DVBagTtwYqHu57s/rBFnWz7udHx8HNvb2wnkcKCC8RgGpkSc8fbk5GRyWHNjggxNlFweDEZm5uC/jfZhILR500CzlbeDDShsB54j6mUHc2PB7xjGCzkP8pkBIAziHKiEn30fbcj53EYybcx5HCDcwV7k1vT0dDr0ka206CmvQWQsc8Na8XzQVgDHmZmZ6Ha7NfkMuJSPE2NC5g7yYdhcIAt9nwMkyB0CJA6M0A4bVfASvAvoSj8MTELwPnoDuca42WiNGBjIBme82yQHJvMx5XfO++6/gR50jPVavg7MTzmvuj+0K89IexLpPPuLcXMyAk4B4547BOap3L6CV5grtrs7scY6MG+PQSHzWN7mYXxmeWdZY8DE19su4p3Wo7ZF8jVsueudpYyTeTAPPGL3+LyL3NnhHbw7B+BchsxtM2Bh8NOBoNymcHurqkoZZwDEOMzsGLZu83jlOhUC2Mx3dwCG5uNvZ5Y+ogM8rwDQTu5yX3EM8zXAvfAVfG+HGNvV11rOMoeWQchofrwTysHdRqORANRcP8IDABnoOmdL27aFmGvKMCBLIfoFuGkf6nEm+zsm7/R2sN9zwXqLuDOpJPcVva7y9Y/NYXDR/DfMV8CnBLxhrrFJ7GNYzvC8XCbn8p+/8ZXoG/JpmAzjWvuWBhhzvU0/AHnY+U8AJO9DrsedjNfvDw5Bx4Yx5T4mfWScvUsPcM94w+npaezu7sb+/n4t2ce2HMCo5Te7WHJQ2G0YZudHRAoA+3twGY8HgQBkUN5HjwFtYd69wzCX2ZYBuV8KT9j28jy7L8hPlyEeFjjmPcP8YMsk2wjw1NTUVArI27+3nWBbhfFEBtpOtR35pBHrl4BhRNTwqnxubDPAl/4eHMh4DvrbeJGfzfhbluby0PPjRAXm1f9zT24H8nlOfObgi/0wvstxSWMJlKkcVrHGfO02U75vcnIy2UK8B3sNP5RKAwRQXJ7f/bD+Yt07mIwe4TxH+sZ4gV9YPpkXuJ41iA2xu7ub7Fd2AFJqtdVqRafTqbUpxyHMD5Znvsa73LgezNK7zMxHuY7LZYyv4158H8t5sGzLz5x/jDfmsiTX9fCRzwlxsIXrsCGZL/rGzl9KTDYajeSjRQzKW+KPkMDpiickXNJeki7eihx87AIji4uL8fzzzyfF6jqBGPIcnu1DBgEGDw8P06E4gN+NRiM5PM6KyaPJFlL53zCLGclGk7cjOaPW3+EgkRGOA0MJFDLVYCQDRY7A5jtMEBYugcAigvifQ4boC21jbBE+ZCcvLCwk0ICx2N/fTzVYV1dXY29vL7a2tmqGKGOHQJmamkoABAu52Wymrf+QS2MwtnYoMW6WlpZicXExnn766dRvakS/9tpr6d15WRainqOjo4k37ABGDEA5nI08u415t7IA2LKQzo31HPjHILTRyXzAszwfxWYHFuUO4ErpD94PzzL3vNcGvzNeczCHdkUMSqvxuQFwl6Ix+GJQIHeo6A+Zbhx4NTk5GVevXq1tVXycaW1tLX7t134tvuzLviy+9Eu/NPG6HTnLJoxpytkZiAXI4QDZg4ODuHXrVuzv78fa2lrKhkMG+hCyiDtLTeVGaG7o5U6sI/oGYiIG2fwGu3NnCWKtGSywUmaN8Bn8aznrnQvwIM8eBjx5S7Kz1fx+3oesRIHbcMURfeqpp6LdbsfKykpcunQpGY826Pz36Ohozfiz3LCh3ul00tpywBZDo9PppLFhXJAxo6Ojsbu7m57hM0ZsmHkeLD/9Obzo4BPzbGfEwVCDCJQKYK4YX8iJEdwLnztA74wa5L3P02K+cgfTczAMxGa7OYdP7+7uJn3EnBuAwJiPGBzmCb+a5xk/j4mB2mEO0pNE8EfEnUE9g86sPRJcIuIOXmGOrXOxQfgBDLPeBtCfm5tL4C/152135XqQNjvJIufpYes/or4t3nKN6/KAG23NZVn+3jzRANuO/mNPkV1M1q9tIa6jXj7Px4Y8OjpKQSXKuJD0wjkS3vXGThCcKg6GRwayi8R2kWs3YwO/+uqrsbOzE9vb27GyshILCwvx1FNPpV0WXqMRcYeTx7PpC+eU0DaCyM5wpLQOPGmdYz3scgouD+VEHp6/vb2dzrMzwMNacKAB/webibNUOBsAYLXf79ecUzvWuT3p3ey8Dx+Ba8k8t10SEcme2N3djZWVlcTPuc1NeQ8AFzJX+/1+LcObYCXy1Alxjyux+4hzYUyrq6vxnve8J/l+ZGdi12DPs6btIzJ/jD3yZ2xsLPEq9fdHR0dTHXEnGyJfLbsiBoFReGp/fz8iIh2min+LDTFML8NDthOwaXLgyL4V5ToajUbKhgaQ4x0GEA0e9fv9VA6aZ8PjW1tbNf87YmBve01wntv09HS02+0UTN/a2orj4+OYnJxM4BxyAUJmE1ggqDQxMRELCws1+bC9vZ3KsVZVFbdu3YqNjY349Kc/ndbWs88+m8rcgIMcHh4mnxs5xtjiXyC7GFvLRAd2pqam4qmnnkpylLFETuRrl3kz8Jzb3Dn4V1VV7YwWYxnWa7TPfo/xEPuXud1MwAuZnMtZeMOgsn0Czx/BFez9hYWF1J+ZmZk0h/AsOt1liJh7ZDDl4+FbfBfz/ZNCVVVFp9OJRqNRw/MODw+TTmT+wdgIchkP8644J/q2Wq2kLyMGazJiADbbn0Ye2OcyuAvPARDbHjPmk/sB9JXftvHgdeQ1/YFn0MPGRsGmuAe/BBtmb28v5ubm4sqVKzE+Ph7Ly8u1Ek/4ZSQtsNaMs2JjTE5OxrVr19Kuixs3bsTa2lqMj4/H5cuXk51h/3phYSEajUasrq4mmUjyHNcfHh5Gp9OJw8PDWoJft9uNqqpicXExjZfPN2Y9seNlf38/1tfX4+WXX66Vkgdf4hwLxpvz7JzAMyz5B7/Acp95Z96azWYqsTgyMpLKo9m3d6Ar9wWcAICNDebAcQXITGN8xkLQv8h8J6P4Hfg/2KvwoPUlPApOPTMzU6tygBxsNBppjNEzEfWkD+xR5qTVaiU+9vkk8C9JTvgVd0uPXWCEWuwMoB1gGG92djYtdBS/BQUTjINkRQ8QA2CEInR2Sw4WwtQGPCArawNwRC9zcrajsypYUC6xYUPCgZF8Z4aBwzxww/+MwdzcXG0Bcz8L0+PHHHAvAZe9vb2k6Gkr5Veok4pR7efwLgdgbKxhMBpksOHGMyMiRSXn5uaS8Af85VC888oIHBwcpKg2CgfBhqMHT+XBAMbeQAMgiefDgs1AjY09C0PeAU9GRI3n4Q07igg+hKAFB4LSWY8G5BzUgwzCmP9tAAwLCuaGBf04zyDG2KBvOGXLy8sxOzsbly9fTsaAhfnjSsgCO5MOvHneciDX8+cMUZxktpVevnw5BUtQ1IAjDoq61IyVsuVmzr85sJ6vD8sWA+DDAjJ+hnnNAQSPR8SgXIHLkiDHIur10fMxg3L5z7j7eQaWvAuLQKuzUhYXF2NmZqam0A3U5v2yE0Wb6ZNr0DOHt2/fTsYFYwbQgbFDQBsZhGwFCLARHxE14x3ew/FwmTeMIAO5bnc+3gb90XmuTW0+8nXO4vGON+sT5ti61OAn/JvzmWWl2+hgjQ3H27dvp52svIc5ymWmgx2MB6A9Dhz9t+NvAOVJJfNjDvgb5LazyLW2m8xzXMc8A3Tb/sidEd4BwARRthK9z9xH1LeMO1gK2bnOA835/OdrB9k5zKk2wJX3nzHgPf4xL6M7DJIh99n1gfzxWkX+OeGE/vAbuYPdZScSnYNTz/scGMFWOzw8TGdr4cjZGUNWOokH+ZDbxh4T/AtA0TzA7kQel+fJg1TOgGSXJvYN+mJ/fz+1k9IRGxsbia/syNJveIl+u3wtshjgwGUY0D3sGm40GrXdjR5vEoWQ7y4T1O/379AX8A8JT5zP4J0qjcbgfJ78/DnbpaxF8z7zgJ34OBOgzrB+co4c/gxzwDhGRNLvXvvwqtdqRB2kNhDHM7jGoBA8gN72fXlg34Fe5CR+sGWOwT+eHzHw0Yb5ScjO/f39tFuMwAhgPYHYiIGsRnc4gc27qCjja170+ELcxzqxLeVnIFewGwj+ooNYc5Sxe/3111NwA/3DOm82mylIiHzKd69R492BBQenST7My2fZPmFN0naXKKM0DnqUuvSsa3gEoNK+iv1n+8XmF4Bc6zAHJcwjgMAEh9Eb+Xw5MJOD28y9M7kNbiIDIesqJzXyPOwDMCcDrh4HYz/0h2eBIWArogempqaS3fkkUY4J2ReIqNs0fI58gM9IIGPNs/bQL/Y/c//DzycQk/uO/J8HwKzLmG+SHnIMyO+DN3O/2Pai+cTjZJ9imI8Lf1M2a2pqKlqtVroWAJo17ERtklfBBE5PT2Nrayvm5uZSEgv3IWuxu5ysOzMzE1VVxdWrV5Oswi8ieGvcCJnZbDbTOicJ2CUZHfydmpqKubm5lDxAuVySQU9Pz0rA3rx5MzY3N+O1116L27dvJ3+dAPvx8XGsr68n+Yl/Tzkyxo5xgg8ICiwvL9fmGtsNDNG2FXxrXjDGY9ws9yu4l/HAlrMsNqZq3ALezG1i2mC+I1mMwBBzhc3rpHyXR48YVMDIeZN1yHfYjtjMDk5bZ9wNPXbScmJiopZ5RCTPxh/GyPb2dmxtbcXu7m5NQRpwZcJQohjbTDx/59HaiPr22xyoi7gzuxMmRDhbofJsM2buoMKAXhzch3K3AeMFlBPvJppIxtfc3Fwtq8iLwtFXIrknJydJWLRareh2uymLxXULiQYD3JG1TmaTwSzG1AaRM4QRHsw3AgjhgjFCYASn7PXXX0+gIZFvjw1jgqGJE40h1O/3o9vtpmf4XjtzKFqDGgYjcuOH/jPPVoQG83LBB28aRIE/UIZ2iGwk5MIUh8qOjJ0R+DdX6vw2MAwZHHFmloNxOYjJWuZ9CNzZ2dl49tlnY3FxMZaXl9N9BqUeV8L4A4DyeCLHIqKW6WdQxsaY+aLRaMTly5fTOva6BJQhqIhjR2Bxf38/dnZ2kjGE0zHMYc3XtmWoAcw8eJj3A3IQEnIGm8G9kZGRWu14Ms8w4Oz8+fl5sNZAQC7/eZ6zvLxrgWyUVqsVS0tLqc4w7eOdjJ/lrPvhdtrYBSgjY4SdP+ywcrtxxPmeM61y3QK4Zmq1WmnbMfJnb28vIiKdveDzqQyU5QCKM93yHRTwjuWJ5dcwAMWBF9aDdbZrRPNMG6K5rrajZb6Ez5B3rBkOS2Uu6I+db/jYgBTXOVsWw56ATR5Yf5IpB/GwqXJAh4CgwTx/n+s85hQ7wsAxjpl1pTOjkC/mZ94JH8OLkJ0PiPZgPxhgtg3B33aesP3s5MBz8JtliNej9T58ibzkHuwgyyaABcBvkmJsL+HA+qw2nk8fvKOXYEMeGOFMJs+LA1Bcs7GxkWxovmcXApnzzDXjh73jeXOAHZnq8+sYC2S/dx56fhwUo12cl0ECwujoaDoQ3cks7BjBiXeQDjAIGU0iA89GBxEIsc0IT8G/Dojbp2D9uJ4z8p21QpITwCprCV6izM729nbs7u4mXwM7HhkHqOvgEU6xbemIQclH+v+4y0YA5mFEnXR2/zCXtrOcmcuZDfA4axy5lgOATvQwMGv/ks8NGMPv7oNtutx3MXDpRDTrSSdzOThpf6ff76fqBBsbG4lfAcYAp8mu5r1OlHFJl0ajEZ1OJ/l7yC7GxbsgAKDY7RQRabcCO76wtZAr2NLOUGfNcU7Iyy+/HFeuXElnmpA9yxrAH0WeELRgXo+OjtKukohI629iYiK63W5qg31L/3g+HfyBZ/KEI2rM40vzDCei4hd7TTOmtMM7PB0k8zMgB4cPDg5ia2vrjuQ6n0/lftFu+AjQEL2C34P+Rv/kYwMmkScxcSYMgW10HP0Hh/IOLPgZwqY8OTlJ4OL09HTMzMyks8CeFGo0GkmfW55Bxlw8T9g03nXDfDk5DXzLCSX2oY3N2H9z0NNAsnFG7B37Y5536zv7xgaCc2zPAZX8h3WU+6xO+qa/VNrpdrup2svMzEzazYosxUbudrvJlwQHiIh0Xl273Y79/f2UIAGPYkuPjIzUzjTxLgonw1RVlc6+dGIKZxmNjIwk+by0tFSbE3w0ZCWY4MbGRvKF2UHHuExMTKTvb926FRMTE/G+970vrl27FpcvX042GUk4+/v7yfdbWVlJfjd2Gwkh7BScnZ2NS5cupTn0bjvmxcnteRKdcYlcr9rHgAds987NzdVsPvQ2PECAC8ptQa+viAFG2m63E56A3nHFDO6zD0AfcvyFPpHsxPeuTmFfBv39RAdGbADZ6SB7gsEnG7fdbicwDCZAsSwuLtYEg2uiA6KxFdRZ03lEzcah22kGMuibA9WOfEXUAZ2qGkS2c2FpxQwT8bfBz4g7DyimzfQXMMHb7l0uwGC2+8M2OgxJshc4bOeP//iPY2ZmJubn5+/Yal9VVWxvb6f3O7KcBwcAsQyK0kcWNs4pbTk4OIgXX3wxXnvttZR112yelRmy8DUf4cTBL5SU4B7mi+2uVVXV2kabc/7MhRbGOQrDyjPfPkjfmLNcYdpJiKgf/IwQoc3eVmlnyMAHa8JtP0/owG8+o8KK2iA5JSOYMwtA2so4YLwDIi8vL6d59dbHJyUwQjk687zBK0ATAyDwIA6JlagDYygnjE0yNwwgouCc5YbjhoEAQIxs4D7zDzLRn1kG5d9BucI3mOdsZIy3ubm5O4KL7CJkV4x53E4W/O9gJtexLq0HIgYlonCsCAZPT0+nYAhZN1bkyEDmgeDJsGCkAX+cJ9bH9PR0nJ6exs7OTirvdOXKlTg6OopWq5WCXWTHbG9vJyPJzgFymmxKtzMv44j8p21+jjPDDVw5gEHf7NQ5SArgZp7nPviKLHMcpIh6nfxcp5MpiE6xU4zcdls91g7KA9RWVZW2TjN21vu0xwYvlJcwIpDS6/ViZ2cn8RXrMQ/ePIlkB9Syzk4lejqinmnO/c5Mh/e8s8gBkDwz37qcLOT5+fmIGJRSgj9t8HuesUOtp61nAevz4Jq/972WFbYjGaPcZhx2r0FO95/xdEYzNoJ3Ds7MzKQt7V7DnjOPN6Dg3t5etNvtJDNtN9hxZJ3nQVPGmUOnp6enU4Zeq9VK6xVQYmtrK9kOnh/AdtvZjB9AW693Vkbt6aefjqWlpeQIovOwv1mrOI3IH/hzamqqBlg4CGubiLmbn59POgrwFWd5b2+vtgYiolb6gmu9Q5v+ogO9XgDjbGsjFymzi31Gm8k439/fT7xim6/VasXi4mJN5kcMMvadDOZ3GojKyUFtA/BPGv2f//N/oqqqWF1dTUlEOzs7cXBwUDt7hPEkyMV6zuWFZUxEfXdmntGeB1RdIgsd6Wewbq2feRfg/cHBQQraGViMqIPnXmvwOb4UZWTZJeGsU+QFa8s2Huvp9PQ0rl+/HgsLC+lg3qqqaruqCcBeunSpVvaD0h+UbfZOBAeUODuw0+lEt9tNgU9smXa7HWNjY3F8fByf/exn03xeu3YtWq1W7O7uJl/Q/h/z7XOibAdj54ORkOV88+bNiIgkHwGwRkfPypUgawmKGrBirpgX+xW23RhvviM4dB524UQv+zP2G3KeAKzd399PepZrCJCA/zi4nu/27fV6KTEM+c48AmY7CIl9wLjkoKUD6fgWxnNoS67L+Z6EVUrc8h3Jck+SbYhuh3+ZH48JcgpfrtfrpbViGx/d5sAEn8MnLqkOHwEew2OQcT/PP8/Hx8JWAY/Z29urYYz8uB95ACjHZry2uN8BaPtZxof6/X4CxJGPJycn8corryRZsbm5mYKp8Cs23/z8fCrr58SOiIi9vb3kc8Pv7EbBtgFDZCzb7XZNbuF7+kyQ8fHxeOqpp2oBjaqqYmVlJc0TmARt884iArrPPPNMsmHX1tZia2srlRSbmZmJ9773vbGwsBBf+ZVfmTCpL3zhC4nfKLtG2bHZ2dk4OTk7uH59fT3JCuZ7fn4+ZmdnExZHUNslKY3d2i6CcrsduW9/0vyIfiQgQv8h+NR+ie1inyPH9ZbFXMs8EERG1qHT6Jt1csQg8IN+joiUbOSApAM2xrBY8+7Tm9FjFxiJuPOAovzHGUZMikFbBCQLxeCdM1Y84RY6CNMcZLQhb8EYUXd6EHAYiwhM7jWwMuw5HgcLy5wZ8wCDmd0EQ+LQYyBYieRKg75idDhDjy1VEZHKaiGIcDStiGwoMdb5eNhAop+8PwcRRkZGEuh1cnISW1tbNaGNger5Ywww0iyQcGKdXZUDCAbQHA31HOb8Sz/h1Ry04W8+514DBBaEniMrSzubKAE70n6OQU8Do8xRTowZ7fM6dMYFRjbgu7d1GgRA+QIiOzAy7Do79Y8r5XNj2eexzQEW1iZyIOd3nuG/nZ2cB1Mw8FBabJVttVoJGKEONkYWv3NQLwfoDNQNC4xYtiKfvKWcz+ANZBdtNqCNs8OasKOSy1TGMyJqa5Hfud5xZsjy8nLMzMwkEA0wDhlo/qc9Xhf028ZPRKTMt4gBGEufIyIFP/iO+ruMh4EF99dGDM+xnGCeLIOdsWx5mPNPzkes5VyWGTRBtvgarwPrAe4bBvDyN7II/srBYa8d+jvMIIwYHNbo+ugudefreYb7YfDV/behb1A91yGFzsi66Tw9a7Ltxv8Rg+AocwDP+B25LYQcoNa3dXn+fK8zy+kcLIyImlzyOsn19bAfy3rePWz95OPE5x5XbFrbyh5Pg1K5Y0UfeD5jyLW2AZHpOHa5/c6c2anNZSTAG7b96elpkqVOIvKO4nydIv/ycSA5iGfNz8+nHdase5csRNYYsId/6B/JCuap3EcBcHHWnfkn15kGqK0HPffoQvrVaJyVmuDenG+ZZ8ttQEHbH9xr2WX+A6yCp+h7Dlz7/bk+5m/fbwf7SaTNzc34whe+kA6JnZ6ejm63m0o7Oju02WzWDpp1YlXEnbLRlNuCXqOWmdbNBg8B3AxeOLHENpYTLHL73oG13C9h7bIGpqen0y4N30effV6fAZuISOWtyCqfmJiI+fn5xNOAWsgTbD+S3dAJkIF4ZA2gGCVdkPNk32JPbG5upp1Bly5dqtmCEZECYLSdPnsubadis2B/wCPYx04kwZ7NdRS7QpAv9t2Zm9yviBjYkFznM2J5PteaVyzrrH/hMzLYSQDiOdZ96Ab6bd52wkzu17tNvg957nG2zcDvHBuwPWj7w2ecYPsOS2qwHIyIJ1IGDsNb7EcyVjnOY3kxzKewzcK1nqecv+GN3A/MfRDjctaf8BVBQ+yG3C7Eb7FdZT6lbdbT8JR5xbKTe+yPIKOMQTWbzdjb26vhgsN2sEQMygkSkAT0B/8DGzQGS389zjybtlpPIa8IyLJOuI6xsT9VVYOSrczp5ORkLC0tpQAoY5zvWiNQXFVV2iHCjiLGbHZ2tlYmz4miOb+Q6ONnsYbhH8uonKdznMRyAf8znw/jl8ZcwR+8RiDrVXjFOsD3kjQJ9so1tnvzdUqbzYvuo7Eer3n7Y8jLvGrAm9FjFxjJB811zfg+F1q+zxmwZD8RxWSber/fj1arlbKjKcVFNgJMb3DewiEXnix6tyFieJ1p34vwdETazMUYIFjsQEEuo0AbfagXCwkwc319PTl6ODMETNhy1mw2U9ZbVVUJaNvZ2UkA4JUrV6Kqqtjd3U2ltV599dUUOW61WrGwsJB27RiMYDHQZjJgTk5O0nZh+p7vmODez3zmM3F0dBQ7Ozvp0Drq+lkBwjcIK5SXFSgCnnuJrnunCHOTKxzGD4PUbXTwCV6jjzzXW+CoKep69BbkORA5jB8RKDn4EDE46AoDzfw5TCgBbEREKrNAjUdnHdm4G7bTwTsVcmXbaDRS1obrSLLlMwe+HldaXFyMq1evpgzRiKiVLbLR3e/3k2EyzECPGNQlRbZYDpmvcseV9Ub2Q7/fj2vXrqVdSGTv5OA5v+3YoFi5Llf4uQJlvcBD3vKev6PX68Xm5mY6fBcZDeWAeb4uGU8H9yIGmUR2KHHCyY5le7vXrMGcqqpqNZoxKhwURb7nGXesOwgZ3Wq14uTkJB2oubW1ldq6tLQUBwcHKSuJXT44wZTT2traShnNHNa5s7NTW4fIacqrdbvdaDbPytXQbpxmjBV0HnPLwcBkZC0tLSV50O12k2yFzBc2+pGPDhjZmDf4Aa8AmuZAeH7wZsSgzFur1arpVzscs7OzCcRA1w4D4+3YMrc+KwBCnzpbBn10Xp35J4UMGNtBwOaBN71bw3ouol4CirmPiHQmD1lsp6enKfPJjhLyBiCtqqpa0gXkYEGeoBJR32FmcNkyLwd+c1vQwGIekMl1fETdGUauGQjyOJNxRzYWdlpuY2A3sc58DXxN8hH64fj4ODqdTvR6vZifn0/rgJ0G2HuMAfNCMKHb7cbY2NgdJUSQd+gAjxV9RK7Mzs6mcWd+eQbOI/O1v7+f5On09HRcvXo1OZqXL1+OhYWFlBxgOYvNit3Ms0dGRtK5J71eL5UjJNt9cnIy7T4bHx9Pssn1sMnCZNcSdqHrgJuv0E84rmT27e3txc7OTpLFlrO5XZkHbvC7yJJ3+9Bn9Ht6ejo9N7cBnTFoZxye8vqx/2Hw/Uml3d3duHHjRnzuc59LOnF3dzeV3rKMixgE9HN/lXU3zJ8CRCfQYl5zuUHPae4DsyZYz/jbZBxT+hj/jkCPn8972+12ei5VDcgmhr+azWZcuXIlAe/eoW+fnzbT7vX19djf349bt26lHdHz8/MxPj4eTz/9dFrjnU4n9vb24rXXXkv+zvLycpJHftf4+Hg6H6TX68X6+nrs7OzE1tZW2t3z8ssvJ39meXk5nn322fjKr/zKWFhYSOvpj/7oj2JhYSEmJibSrrCRkZG4dOlSzMzMJHv3+vXrsbm5mTAKxoR5ZDeKbf/Z2dnodruxsbGR1iTndM7Pz6dxAjfY399PPh42GGX1rEtYnwZ28XXZUYQdBeaAHmM+zwPA+bvb7cbu7m7cvHkz2UwcII3Mw/9GlgHW2k6EkNOuSMDODNZQnrjiNkHwqMs+mdciIo0Dctg6El8qItLZhJOTk/HUU08lucu4nFdq73GkXq8X169fT9U8kHsEKV39ggx55jxiALqT3NBsNmNnZyfZKPA/wSnbZfC3E7eYT2Saz1zb3d2NTqeTgpunp6fx+uuvpx0ExjryoIp3REUMEprRxS7fbD+dvjpxLWJw1hzPYl0xpsh/MNWVlZV0rgZ8ub6+nvjTeF9Vne2cx55jZ9nm5mYqY/XUU0/FlStX4sqVK8l2Zf3Z/sBu8Fi4f7ajcluTHX/swGs0GqnklhOzr1y5EjMzM9Hr9dKOEnbm9vv9pE+2t7djbW0tBV/BfhuNRszOzqYf/DuXGkf3jI6eVR/iWAfaDk85cEs/6K+TOs3HTkgCR4HfGRfv3nHw2jxUVVXaOYxcyxNx4G/vlkKXkXBpfwzdgt8MfzEf9Nuy3n4SAS5kHtdzTl7E4IyyYckTd0OPXWAEAWInE+awgIHsYGLk22nmGTmgAQiEMj0+Pk7bnxwYcaDFTqlBFDON22tAPaf8+xzkzjNvYJI8OwIHzpG3fNzysWOh5bsU7EwDDHCdwQaPKUblxMREKotCRsvu7m5i/vn5+eRE8l7exzt4H4IPoUI5F+6xcJmYmIjZ2dm0fTEiatsLXR7FCpMMGoQzhoeBy5zfWOAOhEUMQBBvpXZE3mAZSp15QViyTRwlbR4yMOR1wm+DwBZiXkvwLWCH+dXP9NwiiDHUcZTzslwOghh8NuCaB00MJDPu3vp+8+bN+P3f//24devWHWvncSQ7qfANRg/KcHR0UJuZH8sWGxkG3yPqQVpH4x3AyOWcA7oO/JnXDO55B1QeILG8M9/lMtB8479R1gQXDw8PazvEDBTmgcIcrDSo5OB0zq/e/WTHm/9dOsCGTUQkQwrDmzWDscAYsaZpg+Uwbfb6wvjjfTi4NrowbnDKKBPogL3HnHHkHBHmk2wg+I4f+ma5wzPRG8h15s58xTjBEwa8cQSQIYClb6RnI+pnOuBweqcR3+UgD/qA9tIf5hY5b13pd3u+zX+NxiCj3HaIQXCDTMyjZfyTSNg11sOe71wv57ZgblflPN/v9xP/2l7yHGGLODPViQ7wQ77rkmfCO+aF/B3+zMGT3GYdZgtYxufvGRYsYU3hxAF0OZCSg52NRiM5v4ydky6swymJYrsNuYHzxLwhw9xH5BmAP/2jXREDh5jzBE5PT9OzbffbpsrXnBNtGE/bMBGRwFruQx8sLy+nXZMEM9BJ1neWE/Tbju7JyUkC6QAmrSvR/T701PooD/Dn9prPoMMhxrdpNOoHBftAVevy09PT2N7eToEsAoWAUAA1yEtAbfgCHjKxnlmPjBG/c7uZsXsSs6VNzIsBQAL9li0ev4jhVRcsG3IZatDCmfr4Xrl84Vr4FpAI4ATwbHR0NLa3t2NmZiaB/TwHXrDf4EQZ99dr1olzrA3aQ/IXY5b3l4S/6enpVJqJ8kWUTTEga/npADkBCPpoP3N3dzfW1tZScornMeJMlt24cSOuXbsWIyNn2cgEYzY2NmJqaiquXbuWQF3WASVkCXQcHR2lnUHIl2azGe12uxbIt84EsKKktgNT8APJfCQPUKbGNipzhb9O5QjAUvpCqTIn1Ll0FTrPvq9tQQJtMzMzsbi4mPhhdnY22Qq2oZChBg9pb46FwNf8Zq7Pszvy7/jMOIDfdXp6Vvp2b28vOp1OOpPA8ta6lnXzzDPPxPz8fC2RkNKrTwp5redJKXkAICfr0Vx+GDjGxiNxgc+QfcalRkbOzrmgWgD6ibOFnHRFu32eDD/2m5xkSHAhP1MFH4hncy/f8bnHxf0wfznRkmexKw5cjjODWEu0D/kI3ud3kYSytLSUDjH3+RP2c61H8uoJYHDG77gHOxD70vbk7Oxs8jOR0wR78bkZs4ODg7h161Y6U44ygi5FjXwnaMQ51+y4I3neGEuOB7uvrvYQcecOjdxWYm5twzoQyOdOqjS24wCfAx3mCebPMhSZhN0P3xuXNXYEFoBPQT95f0T9LDLbG7YTjXHSD+M0+VjcDT22gZEc4GIyYVquYVDJRIkYONcOZPj63IkAzHEZGQIjOaBo0JIgiqN7CMbcubOhCrFY/b0VtAV8ruzpA4C6t2bZCKAtvieinlkJA5JhggFEH/JSEvRxZOSsnuLc3FwsLS3F6elpbG1txc2bN4ceCAdQh/EKgBARtUWHQc53PvjSQgbAfmFhIZaWlmqGNW11FjaChexnKz7XTs0XL3NlB9yADO9CgfE+g9uNRiMdbuxI6zA+t3B1myxw/Zuxy0s75PxmcBGyQcxvhD2G+Pz8fDp0im3djuLCQwYkDIrnDpgNG/p9cjI47LbX68XLL78cH/nIR1Jt3MeZrOQBfrw7w2CPFZz50ONtMI0fB0F4Zx7ccEAkD44YQPfnPMvGmA0E2ggQl4Nx/O01YH62A3J6epoCr6enp8nR4oyGXJG6L7TFvEqgg3F3gIBdIsgcO19uJ6BADlRiICC7MEpxMLmXtcJ6M7jE+xwYcaAg4kz2cPgx8hSjmxr/PmsLI455QEb63JZutxv9fj9la3pOGPeIqMlQ2kLA2QaSd94ZkLZ+M3CIA8Icmc/yOWUM0ZHNZjOVe3NGJ+9GfxCocqa6HV6e7XJKzuyykxwxOJjVjofXrvuczzf35w7gk0Y4EQaeHXQw2Ox16M8NaEC2gwDXrfOsk+zU4iTa6Cf5grXtUgI4CvQl71setIiImp1i8JK2eI3xTssa61Z0BP1h3eLw4ujkh8tartnpBkSkv+6j5SJr/fT0NMkOwMZ2u52+833YMwZj0TGeb2zSzc3NtMMFngCgyEFi24iWEaz3kZHBod68k90LyH3mNiLSrjcyf6emphJ/GFTAjmRMsaV8Rgfv6PV66WBSxh6+Q3bjhLNjzXZCHkDNQUDzmROROOelqs6yH5vNZi0zkbYCHnNeC2sA3rCNi35jfh0It02b28PmN/iMuc1L8T7pRPa4A4e2n/KgakT9rLbc3s5tvVzvDbPBeJfJcpW/4VGDObOzs7G8vBwLCwtJtwPoYHsh1+1vYtN4t5PLx3g9s/4oZYOc596Iwc6AVqsVnU4nbt68GXt7e2knMGBYxJnMoxoCFRNYQ1zLc8l8bTabsbW1FTdu3IiNjY3Y39+/Y9zIOH7qqadidPRsV1pVVXHr1q24ceNGVFUVzz77bK1yQK/XSxnr7Hh0EuHOzk7yYVdXV2sJeNhFzNfU1FQsLCzUggvITpesIQPa53Ba56CPOKCZ/1955ZW4fv16vPTSS/FFX/RFcfny5XjPe96TdrsBxkZELVFxZGSwu8/Zzdjh6F4CXDkmkeuoiHoJI9u8Xh8RgwOjfTZnnvjj722v+vwIxgbwlN1Dm5ubsb29nXbzsT5sG6JL3/Wud8XCwkKyXycmJmJra+ue5MajTPAuyWjGp+zjQow992Gz53LC4G5VVdHpdGoBLWQMuti+FmsB+4lSebzHARACuP7cshVZhf1CwBtet+/H9wak8Yfpu20e7FLaZdkG/1IRAPsQn53gj/X27OxsLC0tpYADfm1EpLM2L126FLOzs6m6ARgjct0yEDvLWBOVVEjocGAEm6fb7dYwPnYk4rf6fE30B3Yi8mVjYyPJS+wq5Fe/30/BkFarlWQu/IBdRuAHsv2LzuT9JIez1o3BGZPJ+diJ1si6vGwmso25Ri45gOQgDs/37qE8eIzfy3PwyeFVl+2mnWCb7Ohmc4EDj41Go6b7GTfkvG1FY4Uel7ulx86Lxsg26Guh4ACEI25MGs6MgVsWn51hFoQDIggoorYwuw10mIZt8s5yNVMieHIj1I4LzO5tngYqKbvkUg8wrwMcdq4N+pB15oPrbUxjEAG40p8cWEVo7O7uRrPZTAcrRUTs7OykNrObwAft7e3txfHxcQK9Z2dnU0ZLu91OfVhfX0+HPzKvLPSIs62mTz/9dFrIlEmjNMHJyUlaSEtLSzXnOiLSfKGQTk9Pk/Kw8W9w16Vb+Iyxw5BDQQLOWeiR2YIR5HM17IDAn/CIgWZ4x8A115of+c4RXBwUP5t2mfcQ4BZGzBVZRQhpv9+/c6FlBz6PcBv8sJGCMYCg39zcvENpPI6EIYNShW9Y185eRg7kwTPGMKK+syjPvjC/OOgbcWdZBhszw4J3Vo4AwC6Dw3U55cHFHOgeBphj0OK0LS4uxuzsbC0zx+vdwWbzEHzpH5Q78tNrwfcZzLHTZGfJAS63xzrLz3Z/86xeZIu3S/t5GEqsUd7Jc/f29mJraytWV1dTliDzg3FDiQsyDxl3no+sJ3OEUonIFfSUgzwYNgSdhtX7t0Fo8BW9gLOM0UY5sF6vVysr4PIgzBGZSGQ8G7hDbuf3Wc5iAFNGiCAlARcCc/CA+dwArYNw9MdZgEtLS0nmMQ7dbveO9fKkELYX84ctYF5x8ID5zvkIp9E6244q68lrEn2JXYRzRLsajcGhrPyPA+ksQ96JLZkD9DyP3zmog+2Ic56TZWXeByclkCiEU9RoNNKZSCsrKzV7jyw77z7GJmSt4qwCWiJr0CcjI/VDhff29tKac0CU9UvdZ2QD/UAWR5yVEVpeXo6JiYk07s7C5L0eT+xMj6nHzusUXuLg2/X19Yg4yyqkzST3cHgoIANAKLYhPJAH5gkkO1mAvgEqYoNZ5+HQOwB1fHyczpewk9xoNGo6yD6J9TNtMI87INhsnu0Ax9aIiFRSCIAuYhAAt59moBPfwFm6dn65hnejN9F1x8dnB1czVk9CGZncToHW1tbuKCnrIL91sX9s43NdnsxkG93y1H7hsAQTCFu13+/XyqJB/E2CxiuvvJKSTpwEQmCEtWuwD1vMma3OlPXntBN7pNPpJD/YSVvYWhwCjG5Gflt2tVqttFZIgEGm47M0Go04ODiIzc3NeP311+PFF1+MtbW1WtWDYXT9+vU4Pj5OGc8LCwupJM9zzz2XEv4ItiJfDPiRFAQAReCcnQlO9jk9PU1BVpf6MQ/YpmGuOEyYoLQT8FqtVtr5hp10cnKSwN3l5eWYn59PMntycjJmZ2drZbzhISeNGASPGNh5zJGxFe5DbtlfR2ejV9F36GgIoNO7OcAJnNiDDDeQZ58IHmS90n6y7fM1x/VOggB4JgBIv58UGhsbi6/6qq+KVquV7IqRkZFUasdJHfZ9cxvLNlHE2Xrd2dlJmA+8js3teePZEXV/GvsDmUrZwIWFhSRTnbg9DHuBJ+EX5tx+if11P8dJcvSXPvIdGBz2AnqdA8fZBXbz5s2ED9K2mZmZWF5ejpWVlVo1GJeUsu4YHx9P5f+Q38wHdiy7cI1hOvhDm8H1rFNYF4zn3NxcmhfK8y0sLES3262VcGS8x8fHU9AH/nnve98bV65cSbbl4eFhvPLKK+kebNKNjY2a/esgFsEAfDsI3WO7E93jcrRONMyDI9bn8LKDwA5iIJ/AMpFZ2MZ5YCX3HbDLvFb4IUnN68zjiI/EofTYdXmyC7Ke56An4BPLZsaENjjA5MpBb0aPXWAkF2bO9mJhGUjOwVk7ihZyMJQXprOS/B4Emw12g2FW5PzYaBgbG0vgEhOeG71uWw6gWdgbeLIhwfPyuuQeg2FGr4W8HfMcRDRYmhsUEZGMQ5xIxsCOj7NyHVnks6WlpWSoevcKjiERR+oJzs3NJbCNUjqAXwZGnV3EZ2Raea7J3LCBZb6zU8f8M078DS9wD/cx9vlY5Jk8OUDoNhrc8XVuI+/OFYzrneZrw86FAUPWCOAUZyh4G7+d+3wNuj1Wnl7PuTGbC2raiFHrdfI4ElkodmYAIZhTy72chjmsEVHjU96T35dfnxuGlg2Q25A7BpYtXhd5+4bJGvjB/I+SdNkSeNrKNjeKact58s7gH9cZKPdYmSfN/+ZjA2OWBYyDg9EOLqL4I+oHsDlDKOd/2uHxRp6id3i/68Fj4HKPdzNgANE/Amy5DKe93At/WTYCHhjo9Djmcsz6nvFnZ5oBGmS6nU8cFGQsz7MeYvyYawdQ0M8OMFNnFgcKAJezyPjM42RHObdNWMOAL9TDHRsbi/39/bQDDx3ts1eeRPK6NTAXUd9NnJNljGWm780BDD43OMv78uAlc4z9590Z2BZkpAEO5e+3TBgmV+1QGrjhHcPkx7CxcoDFO2UJgAI6Wc7idNA35JDlJM/O1y9/8x52h5ivPU92Bg1WGjyg7RGD87J4P38zxrZxbG9YDvF/DpxERHL8d3Z2kh7OHVjKxFqmMNcuIzRMtuEs5jYPiU/WaxFRC4rQP9drJjCCzQ2gia0K/5l/nO2HPKdvXjc8zzuUsM0BqrjWO6StB3MZm/tPnhODsfarAChtRzyJhP423zBnDvJD5jvkgm37XG7kcszAnu2j3C+MiFq7oHytM/cA94D1BoloA7oQvo+o+zVk3Tqb2pmvORbAgcIkduWAIwBMxJlc4YD0iEiZrZRa4ZqqGgDwBsfZJfLqq6/G1tZW2jnndZ/T3t5ejIyMxP7+fvJl2Rm3trYWVVWl4Dxja13AGOPzctaddzzCI4yzd2d4brjGvi6BDMaNz10axbuCWPszMzPpOSTjICeRJ8Y0kIX5OnfQ2UmnxkSYB8sMB2I5p8m7+pDX4D+sM4O5Dozw3NxfYQysd+kP40nQz/6FbVXjOubL3IZ2dvrjTiMjI3Ht2rW0EwD5RbA8D3bkyau5D8u6IZALH8IHAOfwfO6T5H4sz/G8IjO5J/dx8Qtsw7pt5yX7cG/u/9tW4hm0g8Q6+AqZCohNwhfYmstHcbbo8vJyCohiO5LQy7rnOwIU+Y4I27uUZ8Ke4X1OluV/Ekl4lufTZcUc5G02m0meGtOzDuP+drsd73nPe+LatWvpfLlXXnmlJlvZ/QH2QCIh/MiY4h/bRo6oV2cxDptjJsOwHfOJ/zcPYkfngRGXzcrtc/NN7gex7nL+dCDMdlxVVbUzqKxHc51nDAD5amzHu1ucYMo8OAh4t/TYBUYA0D35BjyYrIhImR8oZgAgL7g8MOBt5YAgjUYjlThisVNzjow7A9Q5OBZRF178dLvdtF0NxexsBRsGOYjniDbEeNgw2dzcTPfOzMzUHCrXs2Rs80XmNjCmEfXyUNzDFrLDw8MUIcyzMygDMDU1FSsrK3Hp0qVUY5TtaWyZW1xcTEJyYWEh1Wtk/NbW1qLT6cSLL76YBLwXohcuBMDl/7mW51LOi7qoXINxheHlIFAOsOGM5HPOvCB42OJGJo+z23MQJAeB8yxkrxF4nsOXKXngbCorBH7nzpADOAbx2AIIodRwyN027xKwcWrhWlVnh+0xhqxrgBqMHwekcqfrcaTV1dX483/+z8f8/Hw6DHJkZCQODg5ifn4+1QK24ezxyTNifQ38ZvDMCsw/EXcGuDDGLS+QSQ722jmDDHzlxr4VbA78Y3h6pwhZ+71eLxYXF2NqaiplodnBzUH4YSBBPg6QdQSOTt6/k5OT6HQ6iadR8hEDucC18D9OOW2yccTY5jLZOssAqeeH7EEcf0p1uU2A+RiMnCGCA9xoNFKZlJGRkbS9mOsXFxdjeXk56VT0ZQ7YOmjR6XTS3JFJhDx2v3EOcb6d/QnIwThyHf0no8dBLstoO9IGWDC0yFihP1tbW2lHCPoNo9jbkOk7h3Y7g9MH4MFP3lWIzjOo4rIiHIL6pNWSNlXV2e5UwCCAfL6z/eVdb3wfMRj3iPraMtjmz3kedgc8Z8eMvw26uy3or9nZ2cQzGxsbqXQoTqmdIAOAyBbLMtu7wwKUlm+2Owjk7e7uJv26tLSUAnIRZ2WpkB0RZ1mQ169fj3a7nXbz0nfe73KFjDdgo4PBnge/I7cZCGzzmzVL9iK7Bjhkd35+PvEJsrbT6cTU1FSsrq7WACYH12iz31FVVTpXqN/vJ6ef9b+9vR3tdjvm5+dTLX/KZgGs7O/vx0svvZSy4XkvACXZdMyZgwaNRiPJH8rqjIyMxOrqakxNTUWr1arZ7PAe9vXNmzeTQ9lut5OtHXHmN7z22muxvr4ea2trEXEmLwmI5PaUdaVtxpmZmSRPsZd5Bn4Sa5PyFIwTJXo87/wQsOv1eukd9tNIyjGPb21tpXIMTxrltoztJ4OCvj4HUfJg4DAAzvaQr8mDmzlo6PdGDPi12WwmEH5xcTH5KTkQHDE47Hp7e7tmj0YM/I48OczrAtsGf8jX4TO6HBx9dSJMDlSjXwzWIReRJ9gmR0dH8dJLL8XOzk5sb2/XQH/sqWHANlUVPve5z8Xq6mo888wzsb+/H91uNz72sY/F8vJyvPe9743V1dVUGoZ3c+ixd+t5t2W/34+NjY00TuwIfte73pW+v3XrVkoGsW3J9WSJY7fs7+8nTIE5IDub4Dr6cGVlJVZWVpIefPHFF5P/v729nWwsZIaz6A0a4s8jP42zINPhmfw+2+/2mXKepS85mG35BNmH8Jpi7PyuXu+sysbBwUEaB9ulXpcOoMDLloNPwq45aGxsLL7ma74myQv0+ObmZkRELcEL3MS7uB30Qx4SZIHv9vb2Yn19Pfb392NjYyPpU+bEuz54rrFAMBowCwfUvOvItojJfhDPiBgEegwO878B5IiBnEauwTf9fj82NzdTCTcSM9jZlQdBIyKVTH/f+94XTz31VFy+fDnJLMsX7FNwOM6dzXe9ovedGMw6abVaaQyQqYwZSboOSEZEknMLCwtpvNAvrEcCPMyZ7dfJycm4cuVKtFqteM973hOLi4vRarXif/2v/xU3btxIZ6oRnGbN5iXy2MXCD34zu1Xm5uZquybARbDxkXfwj2UB48YYsBPF8oSkceZvGF9wP2SZCZ+SgJfbAvAlupHx9XXoGNZfr9dLu648NpbJXhvYgeZzMEn66/MGGYvNzc27tgMfu8AIDGgn0g6swTQWqQFtg0hMthUWi/3k5CQpZBaQM80wujC0LGQjBvUgEWQupcW7iN5yMDnvhCHoowUJDG6AeVg0MaJu+JLVxi6I3GE2AO6x8IJxm+ywEBFeXV1Nh6k5UwTDhTmgzuDS0lICf8g84dkGuhDaXnQIg9HR0bh161YSQL1eLwl4BB6CBlCZHSYG+52R53qw+ZzxOf07z5F05NOGvA1sA6X0lZ1K9NsGnkEY5sxjZceGrKuJiYm0JRBeI2AFKOCouR2bHCx2xjZjZ4A7ItLazEt78VzmGGViMOL09LT27ohBBqjH2eOSj//jRmxFBURhnTCfzIkdMss01jifmzdzuZGDFPmPnd3csBzmdOTOpDNtofPalQNFBiFRnhEDowyegp+ddeUdDDm/5M69FTzj4t8eUz6H5+H7POjIdYwFxqydeJ4dMeD5vD3IHN+bbzFFV3jLtUtO2SDBCHPJGsYDZ9jACk5GVVU1o9dgLO2JiMSnPlCebJ/T09OkJ1wq0vqTMXEw104ocicHcwzSoLtc7sDBZhvq6FWyxAAaO51OLQDngIhBDpeDsYy2jDXI4qCN7RbLN/jj+Pg4Op1ODeR60ug8AMDBRGey57aE9RGyxnaM118OkAwL8uU7N3gezzLvsX55Ho4JOo81lL+bZ9LuPNveepU2cl8OkJqHceLa7XbMzc2lzGeAMLKLAcsB/r0rmL4i7yIGu9NymZbbpf6fz1gD9InxchCRcbQN2+v1otVq1eap0ThL1LFdgvzLgeDc6TPPWAfhkJPtDUCITensQex4xoTnIndpB4BFDryhywnEVlWV7GxsYZ4F8OPdG4DA1MFmTqampmJ5eTklnxjIMH/aafVcIe+cxelzrbxGDUwj4wCY3MeI+o5VxoK5NS8xbtghw0Clx5HeyM4dBuYOW28Ggvmd833Enbt+/Z3flfscwz7LbSDz+cHBQYyOjqbgsEu/eTeo25nbRHmf3Aa/i+c5UG7fGNDMvpAB7vwdloHDfKjcdwP4BuC3jcHOA5PtqVu3bkWz2YzFxcUEjHO2yUsvvZRAO4LbrDXsE2Qmvh+Ebmk0GsmXsH/tXYUmApT8WOcMS6QyWGzeioi089ZlvSj55VJV6PXcF/dv2mZcJwfgcp/xPJvLc57LwGGf5fyR38845HaKM/Pt/5iv0UPwPWXCHXx5kkppNRpnCVs+i5W10mg0aiW38UftJ9kPYHxJ+EAuHRwcxPLyckqEQLeyMyBiYFPA3y6rm/sBzB2f5YG83O7LeSvvo/1W2jIMk7IMQ8Y0m80ki5AByAeXU15ZWUnY2crKSiwsLMRTTz0VS0tLMTs7m5K5kH8EH3je9PR0Kotn28JBa2QS/2OLYMNbhqL3sVWYR+RtRNSOOfBuDewn3kXSMzw0Pj6ePtvc3Iyjo6MYHx+PjY2N2N3drSU6RQwqeeDP5gnETsbjPsab+cixG8bHQQ5jvw5sOMDjtoGxIhOQmeb7YXLKOtz61fxkLIngCbacdckwuZxjQsaB/Bl9w8bF57KPVlVV7YxRbOhPf/rTKdnnzeixDIwgjMyojcbggNWI+racZrOZdmRQ2ol7EJ4ITkdBcUo8MRGDgAtOIGTnmRqdZJF2Op0kjMyYOKs+iMY1L/v9wSG3OKcEeIYFROyY58YfdTdhyjzTkAXN9c7MZlE5E5OshYWFhZifn49nnnkmZSYzLoCWLKLj4+NYWlqKpaWleOqpp1LEMWJQ4sEgEXMDyG9giO3FRPbX1tZib28vpqen44u/+ItTpjRZe1tbW0mpkiHEoUAIx9HR0STc2aHiNg0DXi3UMHx9cJadPzvu/okYHCJ/nnORCwpnLfh75hHD9erVq2lOyBpYX19PQtpZePQDsmKHT1y2get5L3Pk4CV9d6QaI4LxsrGBQsGAZI0SVLGQzw3tx43Gxsai3W6n3V44R87utJEB2SC3omINo1A9ppaD/t+Re7bhOjDFD/cYkBwZGUnziwPsjB7LpxywPj09rZVCMrDS6/VqB+JG1NeXja68rmeuoHOndpjDHzFw8JCBONwGxgg8s8Yj6rux+B9AlDl24AfAjLXuwCTGEAYIjmteCsWgO+sbh9l6BUeA7F6DWAavcFCRjdPT09Fut2NhYaG2OwbdhfFCZiFZ/nlpRQcLGCMbWAYMhgX0/Qzm0YGa/f39tDPGerPf7yfZQ31Yy23rWr53SZwcRGJOq6qqGcf0bRjowjoeGxur7WKBKA8yNTUVR0dHsbW19cQHRvJDDRlbvmceczvLZB7LjfOIqGX+eR2Njp6V62SdktGKbWDbqqqqJKs4gw2n3bV30fmjo4P6ycOATPMOcsDj4uBuLo+xYTi34vT0NFZWVmJ2djbt2J2cnEyl4DjXAvvq9PQ0HTBMcCAHHHO+9pwwLraT8nmlvbap0HHYFfQZG8M7LdrtdpJTjAE7XyIG5zGhA2xveO7zfiHvkKO9Xi+V7Gg0GqmcRLfbjW63m7KdnVGOPLWDTJY4O3a8o49gADoCWdRqtRLvoLcBcXZ2dpL/AyixvLycrkVWkjC0uLhYA4HIKsX+t//BuwgIE/jwuVRTU1OxtbVV2/HMPPJu+BD/zUA4AUeABmR/v9+v1QTns9yGflIJ+8n/53aL5wPyPfka4J78Pb73PNvbcsvPz9/BWkU24DMjd+Bb78ZwggTrKk/cyu047FRXGrDudsDY4M6wdoIl2F7BTjLolNvbHptGo1E7eBvb7Tzq9Xrx6quvRr9/VkGBXeLdbjd2dnZifX09jQN2nisDOEGNefDayecI28l8k/txwwJG1kv255GFeVk1xof1bPzFQJ4xDBJX/BzrC/xLt81gnufBCTXuYx6UyOcwD7IYtMT+Re8agPeaoR8e13z88gCPDzTGJ/C9T1KJVfwPgG77dviotr2N8zGW+E2M4fz8fDoDjUBdp9NJ56vx2fb2dtKD2IS8nwow+/v7KZhCCVL7KhGDswp9foJljHnT69G7E3gu69EJGFxvsl+PX0S72InKzpmpqanY3d1N1126dCmWlpbiXe96V7JBSCJzIAAbjp2jJGFEDMoowev9fj8l4NAP5o/d1NiaBElcap7PnJxEucWTk5OkS3I/jOBixCDA4YS3l156KdlM169fTyUUjYOQVIQcsH2az4F3QbjcG2dAYd+y3pGBJLzQR+bZQQH7/sYmIiL5QMggB6dZLxGDZCZsQCc3OZnS8pj1wFmF+PwRd56DnSdL4teyi4j/SeQh0OHzTWkPc0BQCt+l1WrFb/3Wb921DHnsAiMoFYP2jiJGDMD44+PjWuQLQcjkw8jOKkP4cNBxr9eLpaWldIAM78TogmEbjUaaaAdQUH7sLME5qKoq5ubmatFTSn2xQGEwmMFAMhlpfJ8bMKbcWDMZlM+NQoI0zlZAgJmZMWIxghC4GKTeHtZsNmNhYSEFU+zwsOgM+PMc2oTjRIZJq9WKL//yL4+dnZ0kxKgLyJZ9+owwZO7gB34jcAwGMxcIXgzO3LA0CGFBYNDgvMBD7jjY0HfAyrtAHGBBuDAe3Ec/MMThURxsg7AoOoM7OcjI++BfjxPtAThnrnJl4eChxxglYJAfJQC/OzshN2IfV2JNdLvd2NzcjGazmUBpHCDzDPd4hxF856CB587gVaPRiN3d3WSQcL0NuIjBGSEAJzzfwFzEAMiAD1Go8Ibbifzis/x+1qw/swwfHR1NoGZVVSlTFqOYzNuIqGUV2bnK17W/o19uH+OLnCObi/cjA3Pn1HU3IYOftM/rByDJGYbI1r29vVQmh+cCNFDyoNVqxa1bt9JYOxALmMbnPkjX+o1zMCgl46xu2jo1NRUjIyPp+2azmfTZ6elpMppZ417LdpTtSHqdwy/IdRvHDrBhMJIQ4cBHfl0OathwdMAFcvCW8cxrEbNG0DEGAQEbeT4ZMvPz86k/OH5HR0fx8ssvx2//9m/fdUbM40hVVaVyHR5jlylDjrEGzTfDZCJ/Mz8RUcukY52y23J6ejrND+1w8NKgNfPvmsgY8ehpZ4zmssX2mkEQgDSDOzjUAHx2SrwtHd3/9NNP18CFRqMRS0tLMT8/nw4Px/FgDXr3F3o6t12wV7yuc5DIawtZR99tD9DHfFdZRKTdasjXpaWlaDabKTB7fHyc2kD5tenp6ZQV6AA27XD2nvmHvjLeli1zc3MxPj4ely5dqs0NY8cYEFzF2e/1erG1tRW7u7tRVWfZjO12O/Ewtg5+x9jYWHS73cR37B5B7lFqiCDczMxM3L59O8lf3oMTjmPNbiFnV56eniYboNfrpUDG8fFx0qc+h8DyDPv/5OQk9vb20vgR9IG/kcXIVhx6A35erwC+rEf4ymv5SSTrwPMAsYjhNcTz74bRsEAH5ADB3Tw79z+xF+CH09OzMx9y4Np+ke0x1qr9JX4baPN1eeDEbcPP9PsjBudl5vqEMaCfue3i8SPYSJJGXsb6jeauqqrodDrxqU99Kt773vfGwsJC2uGX7zQ5PT2tle7zGLuPnp/cNzXon5MxAO6xf5E/b5h/YVDX/qWxjPOCD3kGdQ7yofeMjeS2Xf7s/LthfqWvo2+2FfPnei3k45nz2jB+zK9lvOwPeOzfaJ0+boTOj4hYWFhIfiXr1ufyMe4ka0ZE0u3mj4gzXt3f30/6fnl5OckmfsDEwCp4JgEX7ALsVK53QA97DbwIm8UBtZwP4Y/cB0WnOwHOuySwF46Pj9MZaeAr2AmtViueeuqpWF5ejvn5+WQ7vetd70p+7ezsbExNTSX/PSJqNi32BEkMp6dnO+J2dnaSzUXpOWSlx97yGztpe3s72dOMAQEV7OpcFoBjMl+jo6PJH52bm0vt5giDnZ2d2NnZiW63G6+99lrCOegT1QKMHbq8GXNA2/NKFTm+hW9BUIOytshGbEtkCu+bm5uLmZmZVHKSa8FdI6KGi9uGwy/O+Yl3orNINgJrZK1BVJVgDHk/NmWenGDsGv7HpyKwRDCSIAiYlpPHvCuR8fEZyQT2fN7Wm9FjFxhh0XlRRdQdG9c4Q3ABKmHoG3TCqbQQ3d/fT8/1NlQUI0YAk43xlYNrfOcMF/rhjBdAQgIkZMNZgBvoASiG8WDuYQIVssAd9pMr1jcCCR0YcaaZjQQEFe1CYMPEzg7L3+t5YbxQArSVOV9eXo6xsbF0UCVggx1sg1iAEAh2FriNPebMfOJ+5ePKPNjxN5/lxr0Ddvk1FrLOHIcPERR2CgAy2u12uo8dL6557/nwGskBAp7vLZD02VFnfhwcydeB14L76Gh+ngXsDCDezdgblHzcCXm3t7dXyxJwVpQNB8h87LHy5/Ap3zGPfGaZ5oBH7nQZzOBe84edBGf2ALic54x5ziPu3O5uB8PPI4CCcoa/nNWAHDF/wlc2QHNHmWfyHJ5B29x2Z7bQRhsSkLMpuAaZ6n7mTpHHzEF42kvQGiCWzAtf63myHPMcO3jCb4Iu+Rx4TZNFk4+PgQr4jvf7jK3cUTXYmju/BLDtZLhevXeEGKAbxnPm/1wucw3rz/3KdasdAGeF5pkyJycntbJ41gv0udvtxssvvxxPOnl8oRz0sX7IbYtcf7tMXA7meL3lOtoyJ981AW9YJ9pucha0naDcCXabDf5Y/vFc+umSIznvkTgxPz+fzvdxsA8bwrYpCT3UoHdG8TCQxmM0bH3lzj9jm+t4KB9z3k0yB/rRtrSD98ytkzQYT69hrvd85SCX5aNB+ZGRkZTZxg4b2mSeazabtV1BJKt0Op2kp/BTvHMEAABgdXt7u8ZfloMOeB8cHKR+k9nX6/Vqu6WdVGb/xHLIPGdett5H3jcag7IutIk1SXCETE9ATjJNc3uOfjGfbqd9A6+VJ5Fy2eH/+WzYtfn3liv5577H695rnWvz+TjvOb53mP/5RmSd7EBtLo/5HlvENl4O1PvZlvfn+X/5j/k194UBxkjce7Odn/lY3L59OzY3N+PSpUvJ7rLsd9sAgYfpwjfy8ZGLfl5+zTDZP8zPM7aSj2luU9nffzMeyNvrcbZ/kAdQ3H/bELkvnOta3ukxydtr+y8fJ89l7rcMGzuPmf/Ox2XYOnvSqNFo1Eq157vsPU+2+ew7ozO9Hu2DMffoffS7S/LDA97B4OQAfBPkgu8ZdsB7rvdok9cU/gx2A7t7jcexDjgDLGKAO8JzVKNg5/D09HRKWFhdXU2BEWw/ywjegy/oMyzBF46OjmJnZyf6/X4taYaxMxkHJajEfWBeJI77noio7cq1v2kA3/Yic89u206nk3b59Hq9lAjF/5Y1TgbMfUfLNydtnCdPGSNjDB4j+t5qtVJwanFxMaqqSjgc9jO/IfsF+Rgb17H+NPaX4z0uic1c2P7LsT94lbWDzIJXFhYWYmpqKv0m8EOgw/gytiZrdXp6OvG4d5jeLT12gRFAL09kVZ1lEhK8IILGQHoyZmdna4LMgvHo6Cg2Nzdjf38/1tfXUxkQvu90OhEx2MoH83IvWU9kYFEGA3DMYGS/f1bfDkbKHVoLvlw55s6jFTQgEQIqV/o2GvIII8KYn4WFhRqoxOfN5lnWOs4gZyCQccxiZwF5UTebZ/X9AHgdJfZcMHcoKNrMVj8E6MnJSe2Q9sXFxbT9jzlrNBqp1vLBwUFsbW0l4UWQ5vDwMJaWlqLdbqf2ttvt2NnZid3d3VSKJTdC87lw1iGEILRicFDDRiJgRK5AcAi9jRx+dxkESjtMT0+n+ojXr1+PbrcbW1tb0ev10qF6RKK5nzVFhmIOBhFsQmE5O5aseAtEDgomCuySMd5iaiAYpUiU/vbt2zExMRFLS0tp/F2q43Gno6Ozw1SRb64FTObYpUuX0lZYFAlz6CyNYWAimfSUuBgbG4v5+fkkD7zNEgXHWiN72uvCoGC32439/f0ExKyurqZ5hU845BYeYqcKbXQQ1OsoV7ysAzu9EZHkFgrUADzX5oFynpuvdQxQO97+zsoeuY9xzIG7AIw2jvOyaOiJfL7IBmc+Go2zUi4A66enpykDeH5+Pq5evRrz8/Nx5cqVqKoqlXwhSwaduLm5mcYQOYnhQRaGx5X27u3t1caQEoW5oxcRaScZhimlZ27fvp12Z1LSgkwanst4Ie9dx9cghOcO/WGjz3yRG4T8bZnuHXd8zju9hdj6Ef3rrfJ8ZqcHAiSnxCHyeGpqKp555pmYm5tLhxo+6dRoNBKgnwMt2BwEHuDbPABmQAQHNreT0MneXg5vdDqd2rXsDPDWd3ZFMc/YPd4hxXlo3W438ZTBZd6B82N7zk4yDhj2E3oYWTwyMpIyshYXF2NhYSHxmJ/v59rOoD05CG1wMAcacmAVe53AgGvG8z0gQaPRSPzudcw5SGQAAv4BUuzt7aUMM9oHgL61tZXah7NIkBybgwAEbWbnhQPsGxsbyYFmxwoJC5zdMT4+Hmtra3eUchsfH6+dV0ifjo6O4vXXX4+tra1YX19Pu+ycbYgen52dTePKvMPHo6OjcfXq1Wg06mVVAD6ee+65VB5kc3Mzdnd3o9PpxNjYWMzOziZeyYPzjUYjgTZ5kI/xR8+5r8g1lz9qtVqxsrKSDi8lUxKdYgASXiLzcWxsLHZ3d2N5eTmNBfdSSvNJJIMxEfVksmEg7TAw1Ws6pxzU9d+eKyfO3M27uHZYoITvczti2HcGQNG5w+i8pJK8b7zHfo/ffV6gNu9rDtTDy9jK55H7aCI56sUXX4xXXnkl+V7ewWfQi7+pboGfxfe0KZ8HrhvWJrfLv52Qmc9vHmTIx8YgsMcpD1oYnMzb7H7kfRrGj8O+y6/J++zPDRj6M/7O+TbntWHfey0Nu8bBe9a42zKsL48rNZtnVUfYFQm+h42MLgKnQz/Dc+Bu6FD0J/9DDtpF3Mn76Gh8Ed5rcNzzAy5nX8FJFv6h/bzPdhX9MGaGTgYbwcYgGEsb0ZckGVAOn6S5kZGRdFD25ORk8tM2Nzejqqp0Hlqz2YzV1dVkc/FeV2w4OjqK/f392N3djYiIq1evpnGfm5ur2ZDYHBERnU4n1tfX48aNGykB5rnnnktYx61bt2J/fz/589hI4JLWh55LMJGISDYc1Rbw6/NxZpeE17/5y3gHiXfIWAdlAfld7YVnuCxUXoUHm8zJVLa3O51O2v2C3wyf4X+SMI5N7GQY+9fWG/ztJEhju7SR4AjBP7A7ZBjPgr+w4V15JyJqtqcxwfy8ID6n/Cx+AM+8W3os0UODzA4c5NGq85SFHeQ8sggzkGHLQvNEG2T0LpU8KICAg3GcAZYrMzMli8ClQXLjJe+PFzOGRa5s+TGYxA+f4bg6aORMF48/2/wBdRCOjqo2Go1akKjRaKTthdTDjxiUr/B8OjDE3wg8KwS3ycAcwR8W8KVLl1KdbKLonU4nRkYGZwQcHh4m59TlqcjaYyzd1mHGvXnQQsaOTG5g55nWFhQOqvg67yrB4DVAY0CP0gYIb9rDOrKQp+3mNZdVy/uZO6c2sM23Xj92Nt7oPsY7z6Z+EggA5eTkpGb4jI+Px87OTkxOTkan00lADTxBgIy16YxayxobaPCqz+ZwFgHrCcqDA57TiKi1l78NQPsZyAn4O3csucdOm52kPIhnR93Ou50YPvOaiqjzq50WyxreRxtzo8LgKwEDMnJY13bmMPB4v0FaPjOoTx8t73EQDGqyjRgZSAkGZEBVVekQVLZaI2/ZtcjzmL987Ic5ZuiSPMCEAXl8fFwz5vJAArrTwIczo3lenjTAdZ432mCZ6j74Ga7VmtdRdcICO0/ynSv00T/n6eSIqAV6RkdHY39/P8l0SgCNj4/Ha6+99mai4rEnQHOcYMbe2UToBs9pLktsy7lk0jCeJkmDgK1BC56JI+KdX3kQDN7KgUzzJOuLvuRZjE6isNPtd6Ej7fyQlAJIjv1pgC63o3CY87PH3P8cPMyBqTwz0HICeUs7vMsCPTBsrVtv2AYgaIzusJ7BhkU+evz8/GF95HscYmQC8tZz7qQCkjpoMyAmYA1/c8YHgSGeY78kol5uL5f7vM8BXstxskV5lstdoJftSI+MjKRSXWNjY6nPvd7gQFPL0NzP4Lmee8tzPs95Dv62vZfzKMElO865P/Sk0Zv5u2/2na85D9DN3zcMvM3bk393N+30tfnz/dxh7Rz2XMvIYf0b1p7cL3uj/p13TW6f5L7tsOflz877VFWD5CEnMjko8kb+pT/LZd5bJY+59WZ+jeW17+Nv5sU2m+0y4xr5/Xk7uO68fg2b5/xzeOSN7n2jcTtvHIb9zufd7cn/HxbYM2/dyxw+yuTdrvAP2AT4ifVgxEDP5LiDMQevDfsewyjHM3Kfhc+ZGyfL5bhbXt4X+wk7x+skt1ON89Aul6ZknLzrwqC4/VHsGeNpBFnQ/9jYObhdVYMz1dx/EjqM3fEO/5BQtrGxEZubm7G9vZ3aOzc3F2NjY7G6upp0P/3zLgfvFmLusaW73W6aZzDepaWlGB0dTbaxz0Fz0MC+fu5zWn7RLz7P7WxjBNh64Iv89q4frh3mf/d6vdpObgcnzC8upWVdYb/DgQmPKc8eHR2tBQAJ4Fj/4Mc62Yy5pW/gEV5vEXdi97SBdtjfwv5zkqr9+ruhxy4wApOSyeedCcMyyXNGdjAgD4zgmE1PT9e28jAxZhwHUphowBLqFNpxM3jlrDY/A2EEYQT5EB3GwOCxwcPzlL3HYtgCdnbs3t5eOqgdQL3fP6uTzOKamJhIu0WoU+058g4EBARlGRi7k5OTBKi7HrGFqh3Ufv/sAGeDuzjXEZEEOQv99u3bsbOzk3aFrKysxPHxcdy6dSuuX78ea2trsba2FqenZ4c8b25uxsLCQspKW1lZiYmJiZS1yzybZ3KH2hkwEMLDYzTMgHKQzUorN4AZEx9QyDOJ1u7t7aWMRIJ1RJdHR0dTBNc1+NvtdnJI88i0QR5/7giveQ0QIv+MufE4mCcYB+YVBX98fJyEK2P6JBAK3SCgd0eQqc9uOIweshA4W4Ktii7HxrUYEfDXzMxMkgV+X0Sk83bIAo4YnPtjuYphRyAAHgZsI7MkYiDPnMk2zJHMAfI8iz53WA265YCkjVgbihF37hbx2NigyAPz9MMAWkTE0tJSTE9P1+SIjQDWILvSaO+wdZUblQBfjAV6Cx6ADzC0yNQhi6TXO8ta7/f7MT09XaufOzY2Fu12uxb8zgExAM1hZ2JRn9VlDTGeOPfIwQTXcQW8MwAIT5HFgkzMQVLPh+Uy/8NrDmgQ8Njf30/BmvzgdmfEvFnm590QOo735fTiiy++rec/btRoNJIjsL+/n0DliKjpSDtbua62zsVOgSx34GFnAUYMEh289tGxOLh2qLinqqq0C6rZHBwQah2JQ4++dmDEmff0wY4K68MBUAD4+fn5ZK/RD3ZBMQ78HhkZlDpljTG+uf3IOBiAcDIQMi7P4mbcLW8B5gkgMGbOfvMapq3oDA6OZ3xsf2M3Hh8fx8rKSg2Ad4Yo7TYobz1BEBO5xWf8bRl/dHQUW1tbSa4w7u12O2X4jY+Px+7ubty4cSM5sN1ut6YfsH2ZF75j3hmj/f39NCbsqkbOHx4e1s7mYOcigTp2YxwcHMTrr78eo6OjceXKlWi328mvgdfYTci4WobzGcCC9afHyXzHPOHPOamANdRqtZKM5HBb7JT87JknkXIfhPWRf3/e37aJHFAcBuD6s2FAxLCgiOfbcnlY+/Pr/Nxhnxt88neWvV7H5wUz3ggIN1Ceg9BvFhi5Gxo2Zvl3PI8gZ36NQV63KwfYcxxhWPuHgX/ntcf9fSMaxivWqfkzzpt/vy//nmcO41vfN2yu/fl5a2fYe/Nr/Ky8P8Out18yrD++3nPnd7xdO/RRI/wD+53oZnbBk5nPuVwRkewZB0lznA79czdr12C8ybLCuwvsa9tfxt5zMpV9HZcsdqUNbC/7VvgmlK/CdjCuZJ1pn9q72tG9JPWxs5bvHExxUBM/09cwPvhc9p1s55B8/corr8TW1lbC5rCTR0ZG4umnn07JOtg8+LoED3iekz6x28w/c3Nzyb/u9/uxvr6e8E9jiqxPfHMnvhuLeCMd4eRHfFCSJbHP6QPzhHzMd1gwhrdv364dPu5+9nq9WoK1E/OsD1kXjLEDMfnaYHc79rGTdEkIAkt00K+qqpienk6VbBy0jKgnp+ZrCFseov15Enne1jejxy4wAijvbCYWJT+OCgMYMUF57WU7oY6oGUBx1nNu8LEd3JPiCJ0ziSMG4Jk/o18GeKqquiO4wOf0146dGWiYceiFihFp5nQ7Is4EpXd2EC0GhL18+XK02+10CDRCz4BebkDMzMykOUKALy4uJuCO7wxueMzoC2QHErAMJ44+uqYzwvry5csxNTUVly5dina7nXiIHUI4kVtbW0kBAwwCzCDsPRfDjCErMPPPMKON59FfxiWPXOfXW8kbNHDEf3R0NDqdTqrj5/Y7CMGY+bm01W0YZnBb0KGY4EuEsQ9JgxCgPqA4d3gMcAKu2sl+XAnwgS2rBhK8S4L1ajAlYgBCOSPB2yh5Tp5B4jGPiMSHzrD2WuddyFSAN2RgxIC3eQYykuc4yGb5ljtzBrxM+VqMGACmkLNJ/Az0BGsF3vYZAM6g8JrkefA492JwsOacST7MmWKnjncIetfcsGDE1tZWdLvdaDQaqZwhu4e2t7dTUGJjYyPtCGHebeRERDqTCBkDGGegNM+Qsi71GiVLGyDrlVdeSQF3G5XDnD7mwWOTAzI5AJ7zwXkObS5DcwfTwZI8qyv/ebt0t8BJoTOqqiplkeHkUPPZSRIun5fLA+vjXIfxGQ63E1JYv3ZacECcmMDzLNf8Pq7LZZtBLxw/yuTBh/AuTvTh4WHqFzKGw8CxYyjDhH1kGwvyZ86Us9zOx9BrCbkWEbVEGA4Bnp6eTruO2SVmOcIYWabg8DBOOF3WN5Y5lBDAPzDAMTo6mrLp8B0oA4ncdXCHeURWRkTNtsV2JXOu0Wik5KGqqmdNcuAmwbPR0UG5wsnJyTg4OIj5+fl0nXmUsee5tJHyUkdHRzUgANnl8l8EwF0+hLEnYEM/2W2NvuD99H9jYyO63W4qbYrzzPzwfJ814jV5cHAQe3t7CaxirgAdIs7kPoEweJFgf7vdTrIYvt3Z2akFEJ80ynWR9ekwvXge4Mrv80Bx20z8f54OdLKa35XbPKZhuvy864c9O39W/p1942G+je24N2qfE0OG+Xrn+USQx8zX8m633Z/5Wv8e5o/xfR4sgnIQPifkj9+Vy/5hvJH3bVib8ufwt/0861C3OeeBfKzyMX0jHsz7f9545P7CG43bML4aNk75M4bpZD/T9/r+83j1cad+/6ysJfYYawC/DF0J+ExS6O3bt2NkZCTtPjhvLoetmXsh2uTn8hubEHvJwQ9jZFwLZsiuE68N7C/7rWA88/PzdySz+JBq1h3PcDDHvIe95B0llokEJZw8x3XDdmV7XdGX7e3t2NjYiE9/+tOxs7MT29vbKbBCBR8SSlza2ztfqUrDO7DbrNdoM/9j91JmdmlpqZYIaX/TPjm/c39+mH9rvxIbybtDjMXYX2De3Yd+v59sWMaPoAiJffglrBGeYZsaXnEQxDtF4AH6MDk5WUsUsi/OnERE4jlsXux5fBDmYJiMpk22K23H005jjB7vu6XHLjByfHwc29vbcfv27RgbG0tRLDOChZ4ZFGDWZTHySClUVVWabBaeFwkCL3cuuDcXMBYkMD9C3IEKPyMPLtj5cdQ1F0TDDEMLBdMwI4f7HL3GwcahcyYxzo0znQ1eWng664/rmTPmYFhgJAfKbPQhBBGWzB3BnHyHAwDz1NRULVpPmQ6e6VJmgC9E4C1kvMgtMDwWFiL+3uSMVfNIznu5wWpjKVdUPO/k5CTm5+fTHAI+UzIn511nj5mvHOBxv62oeefOzk6t1ATBGPOHhZsPNPOYkJWxv78fIyMjcXBwkM6OedwJRQzw5Yg+8gG55SCpeRce2t3drWUGoNAYX2fA5FnRvA/wxPyI4gXg6PV6KZM7YlAXN5eDrCfaPgzsHjbH8GQOcPOcYUYQ1/gd6IRhMsXvsFHp9ejfvJN3eK1S45Udd7wX4p02fGxI2SCFH8gSXl9fj93d3Tg8PExzi0575ZVXYmJiIo6Pj+P69euxvr6ezvXIz7zgdy5T8nq0wwIjuXFoHUUGzuc+97mUlVyo0L1Qv3+WiDIyMhLHx8dpN1TulNgBGwbWDAMgTAZmHBR1ogEyDbtgmE7OnRtn0efnlTm4iDOJjsyfj+3KuwmEzMzMRLvdTg4I2Xs+l4r3Ws7mctmyNwf4LN88pvm99LHROKsnHRG1s0WwBWiLx32Yk0kwImJwLpUBXJJbsBEM7HEtweRGo1EDGDwOlsG2ndFP2D48j1JOPkfFSQeQExXMDzMzMxERaTeEbXo7vZ4Hf861tt+wq3FOcUyxK+kzvgt8SruxxeAx2+cEoObm5tKasJNN/+gzbeH8qJ2dnaQH4Uvabb2BLUjfXFoCXmJenuTAyBuBosO+e7PPznveMJD5jd5rvzKXjabcv72bdr4ZEDzs+1zmu425LBx23XltzX3nYf41ZFk3rL1uT36/bcTznj/smR5zg05+3zD//7xn52Nxnp0+TB/4nefReTxwt7wMDQvaDbs+7+8w/vTnw9p33n3D3ptf63l6ozZ7HN+M/x936vV68corr6SEQQfoR0dHo9vtpuSDVquV7sn9lGG86d/3Sr7/vCz2N1u3ud1KH/OkQvvVYCXoSzAx+5R5YAQbwj6s7VSIwI3faxzAwRtjEvaD7ZM74YTndrvd6HQ66WzcnZ2d5H+y8/X4+DglEILB5hUWcrk2zL/nGoPs7ISl3cao7NPb5x3GU3lCXd6eRqNe7cWYHX/TRiddOUkyl68kyVRVlXA/klzz0mmMRY63EKhz33N8JMeRwd63t7fTZ/APlSyoyANfmtf97FwX28+hX/SBc2EYb5eMvRt67AIj//f//t/4oR/6oaGK4s0MF/9/nnIy5cwXEWnr0//3//1/cfXq1VhdXa0J1GazmZydiHq9QRjAW8xy48zBEhaFtxi5xALXu/Yc99rJyIUEzGznx7XVm81mOki9qqpUG44tW0Q6vV2O9lgI28lHQLMdH5BhcXExZSM7ADHM4Wax8BzXZ+QessscXKDvOzs7SQCNjo6m2tuOwuKARQwyEi0QqqpKWxYNfDAPzsAfRggfg88QgoRse4J4zDMCyztPHJQz0N1oNNJhTpTVOC/AZ2Xm/uRCmv5znRUHAvf09DRF/n/5l385rl+/HhsbG+ca3/kafCNyO+DXx50ANyiL5RJDkHkO/gWwIUhBSaCjo6OUsZkD46ypiMHOPK+7iEigGzsJ/K7cGYZXMWRQ0HnZDAelzet2ZnOjyrIyd15z/nIQ8jyDIx8Lt8Fyzm0aFshky+jExES8+uqrcePGjfjVX/3V6HQ60el07mrO3wyEyJ2p3Oijn//u3/27dI8zL85zws4z1t/IYXgzIIX3MVaFCt0rnZ6exv/7f/8v/f/cc8/F8vJybefFeXZD7tzk9iN2BLYQB3o7oEG2v4ODAL7cB99zz8jISAoQ5OAcMgZ9il22t7dXC1A3Go1k9zmoyVb8lZWVWFpaStvqcR4c0MQJ29raSrtqcQat++kTThYyI7c5sTv48c4xzxfPvn37dhpPst0iIo1Nv99PwZxms5ky327cuJHKA2AXHRwcxPT0dCoZRbuOjo5SqVA7yNiU7JqlHKsDXDwHPTAyclauamdnJx30zfs4p25/fz/Z+uyI2djYSIeSopfRk8wt1G63o9FoJB6G/+BFdLKdU2y2mzdvRqfTiddffz3pbcrIUhoRMg+we8Y7jvb395NNvrq6muacXdKXLl2KXq8X8/PzsbW1Fbu7u8knmJubS/PD2Sv2QTqdTrJhKJ/oYAe2gNcGJQ0pbWHeY81CzG+hh4feil1+t8GOt0o5MD2sTXfbzmF2i/0j3vFmQQtkDdcP+30e8J7jA77uvGSg/P35u93OYeAhz3DQddj9UL6DOh+TN5qTYXhODjbmY2F6KwED+ym+f5h8cYmc+01v9J4nPRhi2t3djR/4gR+4w68zjnb58uW4evVq/PAP/3Bcu3YtlpeX03UzMzPnBiweFgJHzNeQAxhO7oY/WIPz8/Opwgl2BWW4XJbJZyXm5U2xa53EMDIyUrNLeCf+L+0BkwMnjIhauU8A8m63m2yDL3zhCymBb2dnJzY3N2Nubi6VicLGJkl7dLR+2LsTQY1jgbNi/9BHnkUfjcfmP8ZIsME4OyVikKgnCQnxAAATpUlEQVThhBoIW9zlzLEHc+CfsfezvIMW+zmvWuNqD8OwE+/YACti7fh9OY7j75lz+wBf+MIX4vOf/3z8m3/zb2JjYyO2t7fTfcNk1nkYwzB88I10o3UA9uTd4isRj2FghG3kD4qoZfjHf/zHcePGjZpzloPIEXVFDqMbcPN1PCNX8hbi3uWC8QKTQmZ0C82IgQFn58vRTS8ASkngWFGGIAcKc4MnN3q4Hgd7fX09jcWNGzdSSTRn5nlMPKbuF89A0BAJt1A3WMHCRzjmzr0Fp8fJAEG+gPOgxbDafL4nD0jYsPbc5oAv45yPuQVhnsVONgX1mdfX1+8AiRxkcbZiLmCH8bR5DmGK89/tduPVV19NjnQx7O6NTk5OYm9vL27cuBGdTicpz3x9OWvDShNQglIWGEGWEV73llF2dHifAzAurzVM4VnO0TbvdvH6s+NjXoeGOX1eO1DOy7Q5B/f5jHcbuB8GonqXFGRD3LIf+bS+vh7b29tx48aNVD/1naRh51YUKvQok0FQSsMZOIZyACUHevydZRDOCvaPdeDk5GQqW9doNGoH4Xp3bS4PzgNzIuo7A/I22VmzLYKDs7i4GLOzs7G8vJySPJx0k29fz4OUlp9uA7Yhh4F7TCPu3H3sRBVKXOY2K/dQr3psbCzZ0rSBQELEGfixt7cX29vbtQATh3O2Wq3kcNphJ0Dhkl7e7eEyZA4U5MksDtjDV+zMabfbaV4c/CGgxo6IHHilH8zzeQeFmgdt59o+W1xcjImJiTQm7MKpqiquX79eCyY0GvUdLTwX+562MBa87/DwMHZ2dtJ5gzs7O6kcIgkPnU4ntcFJWO6PQRxsW9pBMMs6GnvVZ5sUKvRWCL6+X35H7p/5s4jhuz9yHTUMnD/vfwdv7+a554Fc+b1uq9+Z9+PN2pj31z633+P23u1YvNF1593zZjTsfcN4pvitDx9VVfWGGCD6+ODgIH75l385lpaWaiA2iXx+3nmA7YMm633sSmwa9L6xKXx4Y2Loe+/CxO5A3ztpFhvQh3i7WsV5gVh0unE8JycTPABri4iU+HB8fByf//znY3t7O27evJnKbrJL9bOf/WzClebn52NycjLZHJRIwyaxTcUYYvcbKz09PU3nYZCwPkxG2Z5xf10BxTvAczJmQmCCILkDTE70zJMY/XzvnKCtt2/fTvZ0jisy3t5JlON+1hncR99sDzIG3L++vh43b96MV199Nbrdbi3x550i5vatJGQ8doGRB03UAv7oRz/6oJtSqFChx5yOj49jc3Mzrl+/XgCCQoWeELqfoM7jQmtra7G2tvaOvOvWrVv37dkY9ouLi6k8GA4TuxcMJM3Ozsb09HQ888wz0Wq1YnFxsRZoJimCxAhKhu7v76cABo6wHTAcC0pOnZycxOzs7B2JNziSAPE46eyyISiDk0VW3+joaLTb7bSjd29vLwURGo1GKnvR7/djbW0tnYs0NTUVS0tLybkmk5AxY5ceji4Hj7Kbw+UX6N/u7m7aXVxVVW2nMMCKQYdGo1FzavMkFhz4vb29mJycTNmIToSxc+5dw3kdaZJkDD44cebk5CQBA5RKZBfRwcFB3Lp1674Hxe/neihU6CLofurPN9v9eq/vzgMG9/qsYc+52+fx/cO6I/+N+na39w/7e9j/hR49ajQasbOzE51OJ37sx37sQTen0NsgdgG89NJLD7YhhR5aIiD4VoKbJTBSqFChQo8oUdqklCEq9LgQGTcPq+P9MFBx0J8cAlgnI9/ZXnm5iGazGYeHhzE2NhYbGxu1oIWzvFwKkMAKOzoA0ScmJuLSpUvp3mHlYXZ3d+8IyAPo+zD3/f39lMHHe2kPa92HqkdE2kVA4IEDPk9OTlKJBTIPX3311dq5WdSiJpDUbrej3+/H4eFh3Lp1K5VspN/0zYd8u5Spx/bo6CiWlpZSuYODg4N0/ke+W5n7KYnAuPrQe+qe5weXDttVlGcpel7zLEIyBfMd4mSGFipUqFChQk8SFV+5UKEnj96Kz/xIBkYKKFCoUKG3Qo+bzDAowvbYQoUKFTqPHicZ+Dj15W6I3RBvRGzfJ/iQl116q0SZhWElYAHar1+/noB2vmcnysTERGoDu1HezrxNTU2lYAn0Rjundnd3026MlZWVWg3/iKidI+XfOTmoQK3mq1evpl0ma2trsbm5+Zb60mw2Y25uLpVQWF9fLwGLd4AeJ7nxOPWlUKFC958eN5nxuPWnUKFC95fuRmY8koGRbrf7oJtQqFChR4ioPfm4kGVgCYoUepzIZXsKXRw9TjKw2IB3Ur/fj9u3b1/Y827fvh2f//zn7/p6HI6Dg4MLa4NpWPmnN3NyqIX92muvXWhbXnnllbd1f7/ff0uHQRa6GCoysFChQk8qPU7yL6LIwEKFCr01uhsZ2KgewZBrv9+PF198Mf7Mn/kz8eqrr8bc3NyDbtIjTbu7u/H000+XsbwgKuN5cfR2x7Kqquh2u3H16tVaHfRHnYoMvFgqa/ZiqYznxVGRgXdSkX8XT2XNXhyVsbxYKjLwTioy8OKprNuLozKWF0tvZzwfR/kXUWTgRVNZsxdLZTwvjt5JG/CR3DHSbDbjqaeeioiIubm5wnAXRGUsL5bKeF4cvZ2xfJwyZKAiA+8PlbG8WCrjeXFUZOCAivy7f1TG8+KojOXFUpGBAyoy8P5RGc+LozKWF0v3Op6Pm/yLKDLwflEZy4ulMp4XR++EDfj4hI4LFSpUqFChQoUKFSpUqFChQoUKFSpUqFChQoXehEpgpFChQoUKFSpUqFChQoUKFSpUqFChQoUKFSr0xNAjGxiZmJiIH/mRH4mJiYkH3ZRHnspYXiyV8bw4KmN5PpWxuTgqY3mxVMbz4qiM5XAq43KxVMbz4qiM5cVSGc/hVMblYqmM58VRGcuLpTKew6mMy8VRGcuLpTKeF0fv5Fg+koevFypUqFChQoUKFSpUqFChQoUKFSpUqFChQoUK3Qs9sjtGChUqVKhQoUKFChUqVKhQoUKFChUqVKhQoUKF3iqVwEihQoUKFSpUqFChQoUKFSpUqFChQoUKFSpU6ImhEhgpVKhQoUKFChUqVKhQoUKFChUqVKhQoUKFCj0xVAIjhQoVKlSoUKFChQoVKlSoUKFChQoVKlSoUKEnhh7JwMjP/MzPxLve9a6YnJyM559/Pv73//7fD7pJjwT943/8j6PRaNR+vuRLviR9f/v27fje7/3eWFpailarFd/8zd8ct27deoAtfnjoYx/7WPy1v/bX4urVq9FoNOI//+f/XPu+qqr4R//oH8WVK1diamoqXnjhhfjMZz5Tu2Zrays+/OEPx9zcXLTb7fhbf+tvxd7e3jvYi4eH3mw8/8bf+Bt38OoHP/jB2jVP8ngWGfjWqci/t0dFBl4sFRn49qjIwLdORQa+PSoy8OKoyL+3T0UGvnUqMvDeqci/i6UiA98eFfl3b1Rk4L1TkYEXSw+jDHzkAiP/8T/+x/jBH/zB+JEf+ZH4/d///Xj/+98fX//1Xx9ra2sPummPBH3Zl31Z3LhxI/381m/9Vvru7/29vxe/9Eu/FL/4i78Yv/mbvxmvv/56fNM3fdMDbO3DQ/v7+/H+978/fuZnfmbo9//0n/7T+Kmf+qn42Z/92fjEJz4RMzMz8fVf//Vx+/btdM2HP/zh+OM//uP4tV/7tfiv//W/xsc+9rH47u/+7neqCw8Vvdl4RkR88IMfrPHqL/zCL9S+f1LHs8jAe6ci/+6digy8WCoy8N6pyMB7pyID752KDLw4KvLv7VGRgfdORQbeGxX5d7FUZOC9U5F/b4+KDLw3KjLwYumhlIHVI0Zf+7VfW33v935v+r/X61VXr16tfvRHf/QBturRoB/5kR+p3v/+9w/9rtPpVGNjY9Uv/uIvps8+9alPVRFRffzjH3+HWvhoUERUH/nIR9L//X6/unz5cvUTP/ET6bNOp1NNTExUv/ALv1BVVVX9yZ/8SRUR1e/+7u+ma/7bf/tvVaPRqK5fv/6Otf1hpHw8q6qqvuM7vqP6hm/4hnPveZLHs8jAe6Mi/y6Oigy8WCoy8K1RkYH3RkUGXhwVGXhxVOTfW6ciA++Nigy8GCry72KpyMC3RkX+3TsVGXgxVGTgxdLDIgMfqR0jx8fH8clPfjJeeOGF9Fmz2YwXXnghPv7xjz/Alj069JnPfCauXr0a7373u+PDH/5wvPLKKxER8clPfjJOTk5qY/slX/Il8cwzz5SxfRN66aWX4ubNm7Wxm5+fj+effz6N3cc//vFot9vxNV/zNemaF154IZrNZnziE594x9v8KNBv/MZvxOrqarzvfe+Lv/23/3Zsbm6m757U8Swy8O1RkX/3h4oMvD9UZOCdVGTg26MiA+8PFRl48VTk33AqMvDtUZGBF09F/t0fKjLwTiry7+1TkYEXT0UG3h96p2XgIxUY2djYiF6vF5cuXap9funSpbh58+YDatWjQ88//3z83M/9XPzKr/xK/Kt/9a/ipZdeir/wF/5CdLvduHnzZoyPj0e73a7dU8b2zYnxeSO+vHnzZqyurta+Hx0djcXFxTK+Q+iDH/xg/Nt/+2/j13/91+PHf/zH4zd/8zfjQx/6UPR6vYh4csezyMB7pyL/7h8VGXjxVGTgcCoy8N6pyMD7R0UGXiwV+Xc+FRl471Rk4P2hIv8unooMHE5F/r09KjLw/lCRgRdPD0IGjr7tVhd6ZOhDH/pQ+vsrvuIr4vnnn49nn302/tN/+k8xNTX1AFtWqFCdvvVbvzX9/eVf/uXxFV/xFfFFX/RF8Ru/8RvxdV/3dQ+wZYUeVSryr9CjREUGFrpoKjKw0KNCRf4Vuh9UZGChR4WKDCx0P6jIwEKPCj0IGfhI7RhZXl6OkZGRuHXrVu3zW7duxeXLlx9Qqx5darfb8cVf/MXx2c9+Ni5fvhzHx8fR6XRq15SxfXNifN6ILy9fvnzHoWCnp6extbVVxvcu6N3vfncsLy/HZz/72Yh4csezyMCLoyL/Lo6KDLz/VGTgGRUZeHFUZODFUZGB95eK/BtQkYEXR0UGXgwV+Xf/qcjAMyry72KpyMCLoSID7z+9EzLwkQqMjI+Px1d/9VfHr//6r6fP+v1+/Pqv/3p84AMfeIAtezRpb28vPve5z8WVK1fiq7/6q2NsbKw2ti+++GK88sorZWzfhJ577rm4fPlybex2d3fjE5/4RBq7D3zgA9HpdOKTn/xkuuajH/1o9Pv9eP7559/xNj9q9Nprr8Xm5mZcuXIlIp7c8Swy8OKoyL+LoyID7z8VGXhGRQZeHBUZeHFUZOD9pSL/BlRk4MVRkYEXQ0X+3X8qMvCMivy7WCoy8GKoyMD7T++IDLynI9sfIP2H//AfqomJiernfu7nqj/5kz+pvvu7v7tqt9vVzZs3H3TTHnr6oR/6oeo3fuM3qpdeeqn67d/+7eqFF16olpeXq7W1taqqqup7vud7qmeeeab66Ec/Wv3e7/1e9YEPfKD6wAc+8IBb/XBQt9ut/uAP/qD6gz/4gyoiqn/+z/959Qd/8AfVF77whaqqqurHfuzHqna7Xf2X//Jfqj/6oz+qvuEbvqF67rnnqsPDw/SMD37wg9VXfdVXVZ/4xCeq3/qt36re+973Vt/2bd/2oLr0QOmNxrPb7VZ//+///erjH/949dJLL1X//b//9+rP/bk/V733ve+tbt++nZ7xpI5nkYH3RkX+vT0qMvBiqcjAe6ciA++Nigx8e1Rk4MVRkX9vj4oMvDcqMvDeqci/i6UiA++divy7dyoy8N6pyMCLpYdRBj5ygZGqqqqf/umfrp555plqfHy8+tqv/drqd37ndx50kx4J+pZv+ZbqypUr1fj4ePXUU09V3/It31J99rOfTd8fHh5Wf+fv/J1qYWGhmp6err7xG7+xunHjxgNs8cND/+N//I8qIu74+Y7v+I6qqqqq3+9XP/zDP1xdunSpmpiYqL7u676uevHFF2vP2NzcrL7t276tarVa1dzcXPWd3/mdVbfbfQC9efD0RuN5cHBQ/eW//JerlZWVamxsrHr22Wer7/qu77rD4HmSx7PIwLdORf69PSoy8GKpyMC3R0UGvnUqMvDtUZGBF0dF/r19KjLwrVORgfdORf5dLBUZ+PaoyL97oyID752KDLxYehhlYKOqqure9poUKlSoUKFChQoVKlSoUKFChQoVKlSoUKFChQo9WvRInTFSqFChQoUKFSpUqFChQoUKFSpUqFChQoUKFSr0dqgERgoVKlSoUKFChQoVKlSoUKFChQoVKlSoUKFCTwyVwEihQoUKFSpUqFChQoUKFSpUqFChQoUKFSpU6ImhEhgpVKhQoUKFChUqVKhQoUKFChUqVKhQoUKFCj0xVAIjhQoVKlSoUKFChQoVKlSoUKFChQoVKlSoUKEnhkpgpFChQoUKFSpUqFChQoUKFSpUqFChQoUKFSr0xFAJjBQqVKhQoUKFChUqVKhQoUKFChUqVKhQoUKFnhgqgZFChQoVKlSoUKFChQoVKlSoUKFChQoVKlSo0BNDJTBSqFChQoUKFSpUqFChQoUKFSpUqFChQoUKFXpiqARGChUqVKhQoUKFChUqVKhQoUKFChUqVKhQoUJPDJXASKFChQoVKlSoUKFChQoVKlSoUKFChQoVKlToiaESGClUqFChQoUKFSpUqFChQoUKFSpUqFChQoUKPTH0/wMgJAPVzzH8+gAAAABJRU5ErkJggg==",
       "text/plain": [
        "<Figure size 2000x1000 with 5 Axes>"
       ]
@@ -8204,7 +6392,7 @@
     "    )\n",
     "\n",
     "\n",
-    "show_matching_images(1, \"BodyPartExamined\")"
+    "show_matching_images(1, \"BodyPartExamined\")\n"
    ]
   },
   {
@@ -8217,7 +6405,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 36,
+   "execution_count": 37,
    "id": "303aef34",
    "metadata": {
     "scrolled": false
@@ -8227,85 +6415,86 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
+      "Unnamed: 0                                                                     123\n",
       "batch                                                                          NaN\n",
-      "series_path                      1.3.6.1.4.1.55648.9893029871485229946805962264...\n",
-      "n_files                                                                        156\n",
+      "series_path                      1.3.6.1.4.1.55648.8303711928810683927034638554...\n",
+      "n_files                                                                         40\n",
       "series_loaded_correctly                                                       True\n",
       "series_error_description                                                       NaN\n",
-      "series_reader.Execute()                                                   60.62977\n",
-      "reading metadata                                                          0.000161\n",
+      "series_reader.Execute()                                                  35.902482\n",
+      "reading metadata                                                          0.000163\n",
       "SpecificCharacterSet                                                    ISO_IR 100\n",
       "ImageType                                            ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D\n",
       "SOPClassUID                                              1.2.840.10008.5.1.4.1.1.4\n",
-      "SOPInstanceUID                   1.3.6.1.4.1.55648.9893029871485229946805962264...\n",
-      "StudyDate                                                                 20171208\n",
+      "SOPInstanceUID                   1.3.6.1.4.1.55648.8303711928810683927034638554...\n",
+      "StudyDate                                                                 20191224\n",
       "SeriesTime                                                                     NaN\n",
-      "AcquisitionTime                                                           103513.3\n",
-      "AccessionNumber                                                          536756641\n",
+      "AcquisitionTime                                                           85009.26\n",
+      "AccessionNumber                                                          176833333\n",
       "Modality                                                                        MR\n",
       "Manufacturer                                                               Siemens\n",
-      "SeriesDescription                                                    AX 3DTOF HEAD\n",
+      "SeriesDescription                                                    AX T1 FS POST\n",
       "ManufacturerModelName                                                         Aera\n",
-      "PatientName                                            Patient_6095744922027386672\n",
-      "PatientID                                              Patient_6095744922027386672\n",
+      "PatientName                                            Patient_1940993094107057844\n",
+      "PatientID                                              Patient_1940993094107057844\n",
       "PatientSex                                                                       M\n",
-      "PatientAge                                                                    033Y\n",
-      "PatientWeight                                                            72.574788\n",
+      "PatientAge                                                                    058Y\n",
+      "PatientWeight                                                           113.398107\n",
       "EthnicGroup                                                                    NaN\n",
       "BodyPartExamined                                                             SPINE\n",
-      "ScanningSequence                                                                GR\n",
-      "SequenceVariant                                                                 SP\n",
-      "ScanOptions                                                                   SAT1\n",
-      "MRAcquisitionType                                                               3D\n",
-      "SequenceName                                                           *fl3d1r_t70\n",
-      "SliceThickness                                                                 0.6\n",
-      "RepetitionTime                                                                28.0\n",
-      "EchoTime                                                                      7.15\n",
+      "ScanningSequence                                                                SE\n",
+      "SequenceVariant                                                              SK\\SP\n",
+      "ScanOptions                                                                SAT1\\FS\n",
+      "MRAcquisitionType                                                               2D\n",
+      "SequenceName                                                             *tse2d1_3\n",
+      "SliceThickness                                                                 3.0\n",
+      "RepetitionTime                                                               638.0\n",
+      "EchoTime                                                                      10.0\n",
       "NumberOfAverages                                                                 1\n",
-      "ImagingFrequency                                                         63.679279\n",
+      "ImagingFrequency                                                         63.676195\n",
       "ImagedNucleus                                                                   1H\n",
       "EchoNumbers                                                                    1.0\n",
       "MagneticFieldStrength                                                          1.5\n",
-      "SpacingBetweenSlices                                                          17.4\n",
-      "NumberOfPhaseEncodingSteps                                                     319\n",
-      "EchoTrainLength                                                                1.0\n",
+      "SpacingBetweenSlices                                                           3.0\n",
+      "NumberOfPhaseEncodingSteps                                                     255\n",
+      "EchoTrainLength                                                                3.0\n",
       "PercentSampling                                                                100\n",
       "PercentPhaseFieldOfView                                                      100.0\n",
-      "PixelBandwidth                                                               120.0\n",
+      "PixelBandwidth                                                               150.0\n",
       "SoftwareVersions                                                      syngo MR E11\n",
-      "ProtocolName                                                         AX 3DTOF HEAD\n",
+      "ProtocolName                                                         AX T1 FS POST\n",
       "TransmitCoilName                                                              Body\n",
-      "AcquisitionMatrix                                                      0\\320\\320\\0\n",
-      "InPlanePhaseEncodingDirection                                                  ROW\n",
-      "FlipAngle                                                                       30\n",
-      "PatientPosition                                                                HFS\n",
-      "StudyInstanceUID                 1.3.6.1.4.1.55648.9893029871485229946805962264...\n",
-      "SeriesInstanceUID                1.3.6.1.4.1.55648.9893029871485229946805962264...\n",
-      "SeriesNumber                                                                     8\n",
+      "AcquisitionMatrix                                                      256\\0\\0\\256\n",
+      "InPlanePhaseEncodingDirection                                                  COL\n",
+      "FlipAngle                                                                      150\n",
+      "PatientPosition                                                                FFS\n",
+      "StudyInstanceUID                 1.3.6.1.4.1.55648.8303711928810683927034638554...\n",
+      "SeriesInstanceUID                1.3.6.1.4.1.55648.8303711928810683927034638554...\n",
+      "SeriesNumber                                                                     9\n",
       "AcquisitionNumber                                                                1\n",
-      "InstanceNumber                                                                   1\n",
-      "ImagePositionPatient             -96.559971383312\\-63.312875536036\\-61.00291265...\n",
-      "ImageOrientationPatient          0.99879263993256\\-0.0488985236805\\0.0047113478...\n",
+      "InstanceNumber                                                                  40\n",
+      "ImagePositionPatient             -25.542167663574\\-87.228916168213\\-76.57228851...\n",
+      "ImageOrientationPatient                                                1\\0\\0\\0\\1\\0\n",
       "FrameOfReferenceUID                                                            NaN\n",
       "PositionReferenceIndicator                                                     NaN\n",
-      "SliceLocation                                                           -37.907736\n",
+      "SliceLocation                                                           -76.572289\n",
       "SamplesPerPixel                                                                  1\n",
       "PhotometricInterpretation                                              MONOCHROME2\n",
-      "Rows                                                                           320\n",
-      "Columns                                                                        320\n",
-      "PixelSpacing                                                         0.5625\\0.5625\n",
+      "Rows                                                                           256\n",
+      "Columns                                                                        256\n",
+      "PixelSpacing                                                     0.859375\\0.859375\n",
       "BitsAllocated                                                                   16\n",
       "BitsStored                                                                      12\n",
       "HighBit                                                                         11\n",
       "PixelRepresentation                                                              0\n",
       "SmallestImagePixelValue                                                        0.0\n",
-      "LargestImagePixelValue                                                       506.0\n",
-      "WindowCenter                                                                   134\n",
-      "WindowWidth                                                                    342\n",
-      "PregnancyStatus                                                                4.0\n",
-      "ContrastBolusAgent                                                             NaN\n",
-      "ContrastBolusVolume                                                            NaN\n",
-      "ContrastBolusTotalDose                                                         NaN\n",
+      "LargestImagePixelValue                                                      1123.0\n",
+      "WindowCenter                                                                   221\n",
+      "WindowWidth                                                                    578\n",
+      "PregnancyStatus                                                                NaN\n",
+      "ContrastBolusAgent                                                   with contrast\n",
+      "ContrastBolusVolume                                                            0.0\n",
+      "ContrastBolusTotalDose                                                         0.0\n",
       "ReceiveCoilName                                                                NaN\n",
       "RescaleIntercept                                                               NaN\n",
       "RescaleSlope                                                                   NaN\n",
@@ -8321,33 +6510,20 @@
       "ImagesInAcquisition                                                            NaN\n",
       "NumberOfFrames                                                                 NaN\n",
       "PixelAspectRatio                                                               NaN\n",
-      "Report                           MRA-HEAD NON CONTRAST HISTORY: Possible vascul...\n",
-      "Topic                                                                           35\n",
-      "png_path                         1.3.6.1.4.1.55648.9893029871485229946805962264...\n",
-      "features                         1.3.6.1.4.1.55648.9893029871485229946805962264...\n",
-      "embedding_p1                                                              2.566224\n",
-      "embedding_p2                                                              5.857469\n",
-      "BodyPartExamined_gpt                                                         SPINE\n",
-      "ImagingPlane_gpt                                                             AXIAL\n",
-      "ProtocolUsed_gpt                                           3D TIME-OF-FLIGHT (TOF)\n"
-     ]
-    },
-    {
-     "ename": "FileNotFoundError",
-     "evalue": "[Errno 2] No such file or directory: './data/pngs/1.3.6.1.4.1.55648.8584380576408925194686299530988970/1.3.6.1.4.1.55648.8584380576408925194686299530988970.4'",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
-      "\u001b[0;31mFileNotFoundError\u001b[0m                         Traceback (most recent call last)",
-      "Cell \u001b[0;32mIn[36], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m \u001b[43mshow_matching_images\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m6\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mBodyPartExamined\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m)\u001b[49m\n",
-      "Cell \u001b[0;32mIn[35], line 9\u001b[0m, in \u001b[0;36mshow_matching_images\u001b[0;34m(id, parameter)\u001b[0m\n\u001b[1;32m      3\u001b[0m test_series \u001b[38;5;241m=\u001b[39m df_mri[\n\u001b[1;32m      4\u001b[0m     df_mri[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mSeriesInstanceUID\u001b[39m\u001b[38;5;124m\"\u001b[39m]\n\u001b[1;32m      5\u001b[0m     \u001b[38;5;241m==\u001b[39m holdout_set[parameter]\u001b[38;5;241m.\u001b[39miloc[id_to_test][\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mSeriesInstanceUID\u001b[39m\u001b[38;5;124m\"\u001b[39m]\n\u001b[1;32m      6\u001b[0m ]\u001b[38;5;241m.\u001b[39miloc[\u001b[38;5;241m0\u001b[39m]\n\u001b[1;32m      7\u001b[0m \u001b[38;5;28mprint\u001b[39m(test_series\u001b[38;5;241m.\u001b[39mto_string())\n\u001b[0;32m----> 9\u001b[0m \u001b[43mhelpers\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mdisplay_closest_images\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m     10\u001b[0m \u001b[43m    \u001b[49m\u001b[43mdf_mri\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m     11\u001b[0m \u001b[43m    \u001b[49m\u001b[43mparameter\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m     12\u001b[0m \u001b[43m    \u001b[49m\u001b[43mtest_series\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m     13\u001b[0m \u001b[43m    \u001b[49m\u001b[43mimages_path\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mimages_path\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m     14\u001b[0m \u001b[43m    \u001b[49m\u001b[43mfeatures_path\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mfeature_vectors_path\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m     15\u001b[0m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n",
-      "File \u001b[0;32m/mnt/batch/tasks/shared/LS_root/mounts/clusters/jmerkow-cpu4/code/Users/jmerkow/healthcareai-azureml-examples/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam_parameter_helpers.py:359\u001b[0m, in \u001b[0;36mdisplay_closest_images\u001b[0;34m(df, column, image_series, text_flag, images_path, features_path)\u001b[0m\n\u001b[1;32m    357\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m images_path \u001b[38;5;241m!=\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m\"\u001b[39m:\n\u001b[1;32m    358\u001b[0m     png_path \u001b[38;5;241m=\u001b[39m os\u001b[38;5;241m.\u001b[39mpath\u001b[38;5;241m.\u001b[39mjoin(images_path, png_path)\n\u001b[0;32m--> 359\u001b[0m files \u001b[38;5;241m=\u001b[39m \u001b[43mos\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mlistdir\u001b[49m\u001b[43m(\u001b[49m\u001b[43mpng_path\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    360\u001b[0m files\u001b[38;5;241m.\u001b[39msort()\n\u001b[1;32m    361\u001b[0m png_file \u001b[38;5;241m=\u001b[39m png_path \u001b[38;5;241m+\u001b[39m os\u001b[38;5;241m.\u001b[39msep \u001b[38;5;241m+\u001b[39m files[\u001b[38;5;28mlen\u001b[39m(files) \u001b[38;5;241m/\u001b[39m\u001b[38;5;241m/\u001b[39m \u001b[38;5;241m2\u001b[39m]\n",
-      "\u001b[0;31mFileNotFoundError\u001b[0m: [Errno 2] No such file or directory: './data/pngs/1.3.6.1.4.1.55648.8584380576408925194686299530988970/1.3.6.1.4.1.55648.8584380576408925194686299530988970.4'"
+      "Report                           EXAM: MRV-PELVIS PRE AND POST IV CONTRAST, MRI...\n",
+      "Topic                                                                           62\n",
+      "png_path                         1.3.6.1.4.1.55648.8303711928810683927034638554...\n",
+      "features                         1.3.6.1.4.1.55648.8303711928810683927034638554...\n",
+      "embedding_p1                                                             -3.538007\n",
+      "embedding_p2                                                               6.02187\n",
+      "BodyPartExamined_gpt                                                          None\n",
+      "ImagingPlane_gpt                                                              None\n",
+      "ProtocolUsed_gpt                                                              None\n"
      ]
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -8357,7 +6533,7 @@
     },
     {
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zZoxKSUlRxcXFlrJ2hlAppUpLS9X111+vOnbsqNvrdDrVxIkTVW1t7Rb1g8G2h6F9Vhjat2vRPqWUWr9+vbr00ktVXl6eHveUlBR15513WpQDSik1Z84cdeSRRyqn06nL9u3bV/3222+6TKL0NJZhRCmlnn/+eQVAvf7665Z+tfOVicwbgx0PQwetMHRw16KDhgc02N4wNNAKQwMNDdwbaKBJpbUdcOihh1oOajrrrLPQt29fTJw4ESeddBJSUlKwatUqtGnTBoFAwHLvfvvtB6Apvx7/Op1OdO3a1VJu3333jXhujx49cMghh2D27NkYP348gKaQu8MPPxz77LNPRPn58+cjGAwiOTkZ7dq1i3jG888/j3/9619YunQpGhoa9PXOnTtH1BXtWktwuVw4/vjj4yr77LPPomvXrli2bBm++OILeL1ey+81NTW49957MXPmTKxbt84SglZWVhZRnz3cKy0tDQAiQtrS0tJQUlISVxvtdWZkZAAASkpKEAwGsWzZMiil0K1bt6j388Byjr29XHJyMrp06RJXW5pDt27dovb7//73v7jr6NSpE55++mk4HA54PB5069YtrpzVBrsXDC2LD4aWWbGjaNnFF1+MM844A06nE+np6ejVqxfcbndEuXbt2sU9PrEwevRoXHPNNZgzZw6OOeYY1NbW4o033sAJJ5yg+6c5pKWl4Z///Cf++c9/YtWqVfjwww/xwAMP4LHHHkNaWhruvvvurWqfwbaFoX3xwdA+K3YE7WvdujVmzJiB6dOnY9myZXjvvfdw//334/bbb0fr1q1x4YUX6rJnnXUWzjrrLJSXl+Prr7/GrFmzMGfOHJx88sn45ZdfLAePxktPm8M555yDu+66C3feeSdGjBgRs1wi88Zg58HQwfhg6KAVhgeMhOEBd08YGhgfDA20wtDASOwONNAYRnYAnE4njj32WDzyyCNYtmwZevXqtd2eNWbMGFx55ZVYu3Yt6urq8NVXX+Gxxx6LWvboo49GdnZ21N9eeukljBs3DiNGjMD111+P3NxcuFwu3HvvvTp/nYSdqG1rfPLJJ6irqwMA/PzzzxG5FS+//HLMnDkTV111FY444gikpaXB4XBg9OjRCIfDEfW5XK6oz4l2XRLk5hCrTt4fDofhcDiwYMGCqGVTU1Pjes6uAL/fb4TavRCGlm09DC3bdohl5N0eyM3NxaBBgzB//nw8/vjj+Pe//42Kigqcc845CdfVsWNHXHDBBRg5ciS6dOmC2bNn7xIMoUFsGNq39TC0b9vC4XCge/fu6N69O4YNG4Zu3bph9uzZFsMIEQwGMWjQIAwaNAjJycl4/vnn8fXXX2PAgAG6zLagpzxrZNy4cXjrrbe2qi6DXQ+GDm49DB3cdjA8oMGOhqGBWw9DA7cdDA3ctjCGkR2ExsZGAEBlZSWApgnxwQcfoKKiwmJhXrp0qf6df8PhMJYvX26xKP/+++9Rn0Nr3ty5c1FTU4Pk5GSMGjUq4fa+9tpr6NKlC15//XXLATmTJk2Ku45tdbDOhg0bcPnll2Pw4MFISUnBddddhyFDhug+YnvHjh2Lf/3rX/pabW0tSktLt0kbtgW6du0KpRQ6d+6M7t27xyzH91q2bBkGDhyorzc0NGDFihU48MADt3tbDQxiwdCyLYehZU3YXWnZOeecg3fffRcLFizAnDlzEAwGcfLJJ29xfRkZGejatSt++eWXbdhKg+0FQ/u2HIb2NWF70b4uXbogIyMDGzZsaLHswQcfjOeffz6usluCc889F3fffTcmT56M4cOHb5dnGOw8GDq45TB0sAmGB2yC4QF3TxgauOUwNLAJhgY2YVejgc6d3YC9AQ0NDXj//feRkpKiw+pOPPFEhEKhCMvvQw89BIfDgRNOOAEA9N9HH33UUu7hhx+O+qzs7GyccMIJeOmllzB79mwMHTo0pgW5OdD6KS2rX3/9Nb788su46/D7/QCw1YTsoosuQjgcxrPPPounnnoKSUlJGD9+vKVtLpcrwgo8bdo0hEKhrXr2tsSpp54Kl8uFyZMnR7RVKYWioiIATUJrTk4OnnjiCdTX1+sys2bNitqXq1ev1puvgcH2hKFlpQk/X8LQsibsrrRsxIgR8Pl8mD59OhYsWIBTTz3VkoomFn788UcUFhZGXF+1ahV+++23qGH0BrsWDO0rTfj5Eob2NWFrad/XX3+NqqqqiOuLFi1CUVGRpiXV1dUxx3nBggUAoqfv2BZg1MgPP/yA//u//9suzzDYOTB0sDTh50sYOtgEwwM2wfCAux8MDSxN+PkShgY2wdDAJuxqNNBEjGwHLFiwQE/qTZs2Yc6cOVi2bBluuukmBINBAMDJJ5+MY489FrfccgtWrlyJAw88EO+//z7eeustXHXVVTo3YJ8+fXDWWWdh+vTpKCsrQ//+/fHhhx/izz//jPn8MWPG4PTTTwcA3HXXXVv0DieddBJef/11jBw5EsOGDcOKFSvwxBNPoGfPntpC3hK6du2K9PR0PPHEEwgEAvD7/TjssMN07sLGxka89NJLUe8dOXIk/H4/Zs6cif/85z+YNWsW2rVrB6CJOJ577rmYMWMGJkyYoNv74osvIi0tDT179sSXX36JDz74AFlZWVv0/tsDXbt2xd13342bb74ZK1euxIgRIxAIBLBixQq88cYbuPjii3HdddchOTkZd999Ny655BIMHDgQo0aNwooVKzBz5syo+QjHjBmD//73v3GHBxoYxAtDy5pgaJkVuxst++OPP6KOT15eHgYNGqS/NzQ0RA3lzczMxIQJE5CamooRI0Zgzpw5ABB3+PDChQsxadIkDB8+HIcffjhSU1Px119/4bnnnkNdXR3uuOOOLXsxg+0GQ/uaYGifFTub9r344ouYPXs2Ro4ciX79+iElJQVLlizBc889B4/Hg3/84x8Amgwj/fv3x+GHH46hQ4eiffv2KC0txZtvvonPPvsMI0aMQN++fbdLHwGbzxr54Ycfov4ez7wx2PkwdLAJhg5asbPpYKIwPKDBlsLQwCYYGmiFoYF7KA3chge57/WYOXOmAmD5eDwe1adPHzVjxgwVDoct5SsqKtTVV1+t2rRpo5KTk1W3bt3U1KlTI8rV1NSoK664QmVlZSm/369OPvlktWbNGgVATZo0KaIddXV1KiMjQ6WlpamampqI3ydNmqQAqIKCgpjvEg6H1T333KM6duyo3G636tu3r3r77bfV2LFjVceOHXW5FStWKABq6tSpUet56623VM+ePVVSUpICoGbOnKmUUmrs2LERfSU/K1asUGvWrFFpaWnq5JNPjqh35MiRyu/3q7/++ksppVRJSYk6//zzVXZ2tkpNTVVDhgxRS5cuVR07dlRjx47V93GMvvnmm7j6ZOzYscrv91uu2fs91r181ooVKyzX58+fr4488kjl9/uV3+9XPXr0UJdddpn6/fffLeWmT5+uOnfurNxutzr44IPVp59+qgYMGKAGDBhgKTdgwAAVz1JuaayivUe09x8wYIDq1atXi88z2H1haFkkDC3bfWiZ/R1jfeTzmxvHrl276nL/+c9/FADVunVrFQqFoj6zY8eOatiwYfr7X3/9pW6//XZ1+OGHq9zcXJWUlKRycnLUsGHD1EcffdTiOxjsOBjaFwlD+3Yd2vfTTz+p66+/Xh100EEqMzNTJSUlqdatW6szzjhDff/997pcQ0ODevrpp9WIESP0+Pt8PtW3b181depUVVdXp8smSk8vu+yyuO6Va8nOV7Y0bwx2LgwdjIShg7sOHTQ8oMH2hqGBkTA00NBApfZsGuhQyriZ72lobGxEmzZtcPLJJ+PZZ5/d2c0xMDAw2CIYWmZgYLA3wtA+AwODvR2GDhoYGOzNMDTQwGDHwZwxsgfizTffREFBAcaMGbOzm2JgYGCwxTC0zMDAYG+EoX0GBgZ7OwwdNDAw2JthaKCBwY6DiRjZg/D111/jp59+wl133YXs7Gx8//33O7tJBgYGBgnD0DIDA4O9EYb2GRgY7O0wdNDAwGBvhqGBBgY7HiZiZA/CjBkz8Pe//x25ubl44YUXdnZzDAwMDLYIhpYZGBjsjTC0z8DAYG+HoYMGBgZ7MwwNNDDY8TARIwYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGew1MxIiBgYGBgYGBgYGBgYGBgYGBgYGBgYGBwV4DYxgxMDAwMDAwMDAwMDAwMDAwMDAwMDAwMNhrsNcZRu644w44HI6d3QwDAwODHQ5D/wwMDPZmGBpoYGCwN8PQQAMDg70Vhv4ZGBjEwm5tGJk1axYcDof+eDwetGnTBkOGDMGjjz6KioqKbfKc9evX44477sAPP/ywTerblbFu3TqceeaZSE9PRzAYxCmnnIK//vor7vvr6+txzz33oEePHvB4PMjLy8OwYcOwdu1aS7m6ujrceOONaNOmDbxeLw477DAsXLjQUmblypWW8bV/LrroIkv57777DkOHDkUwGEQgEMDgwYOjjlk4HMYTTzyBPn36IDU1FXl5eTjhhBPwxRdfRH2n77//HsOHD0dmZiZ8Ph/2339/PProo1vczmXLlmH06NFo164dfD4fevTogTvvvBPV1dVb3M543x2Ib4y++eYbTJw4Eb169YLf70eHDh1w5pln4o8//ohaZzgcxowZM9CnTx94vV5kZWVh4MCB+PHHHyPKLl++HGeffTZyc3Ph9XrRrVs33HLLLZYy48aNi9qXPXr0sJRbunQpbrjhBvTp0weBQACtW7fGsGHD8O2330Zt554EQ/+2PbaG/jU0NGDy5Mno0qUL3G43unTpgrvvvhuNjY2WcomsrXjXARn9WJ/PP/9cl3366acxYMAA5OXlwe12o3Pnzjj//POxcuXKqO+Vn5+PSy65BG3btoXH40GnTp0wfvz4qGXnzZuHI444An6/H+np6ejfvz8++ugjS5mysjLccMMN6NatG7xeLzp27Ijx48dj9erVW1xnvO2M1U8ejyeivlh9ed9990VtJzFo0CA4HA5MnDgx6u/PPvss9ttvP3g8HnTr1g3Tpk2LWu7ll1/GQQcdBI/Hg5ycHIwfPx6FhYUR5WbMmIEzzjgDHTp0gMPhwLhx45pt354EQwO3LX7//XdcffXV6N+/PzweDxwOR0y6YEc4HMasWbMwfPhwtG/fHn6/H/vvvz/uvvtu1NbWWsquWbMGkydPxqGHHoqMjAxkZ2fjmGOOwQcffBC17u+++w4nnXQSWrVqhdTUVPTu3RuPPvooQqGQLlNUVISpU6fi6KOPRk5ODtLT03H44Ydj3rx5UeuMhwetrq7G448/jsGDB6N169YIBALo27cvZsyYYXk20DRHzj33XOy7774IBAJIT0/HoYceiueffx72oxxff/11jBo1Cl26dIHP58O+++6La6+9FqWlpRHtrKysxFVXXYV27drB7XZjv/32w4wZM2KOwwcffICBAwciLS0NgUAA/fr1i9kHQBM/xrG2803HHHNMTDqYnJysyyXS97H2NH7WrVuny8a7p37yyScx6/vqq69ivvueAEMDty22hgba0dDQgJ49e8LhcOCBBx6I+D0cDuOf//wnOnfuDI/Hg969e2Pu3LlbVeeUKVMwfPhw5OXlweFw4I477ohaT7w0KFG6ujNl0Xh520T3n4ULF+LII4+Ez+dDRkYGTj/99Jhz4v/+7/8039ahQwdMmjQpgl5t2LABN910E4499lgEAgE4HA588sknUevb1vqKPQ2G/m1bbC39i1dmBYA///wTp59+OjIyMuDz+XDkkUfi448/jlpvvDqmDRs24OKLL0bnzp3h9XrRtWtXXHPNNSgqKtridkrMnj0bDocDqampUX9fsmQJhg4ditTUVGRmZuK8885DQUHBFte5aNEiTJgwAf369UNycnKLBr145OBOnTrF5Je6detmKRuvfJkITQOAL774QtPUVq1a4YorrkBlZaWlzPag/fEgKeE7dkHceeed6Ny5MxoaGrBx40Z88sknuOqqq/Dggw/i//7v/9C7d29d9tZbb8VNN92UUP3r16/H5MmT0alTJ/Tp02cbt37XQWVlJY499liUlZXhH//4B5KTk/HQQw9hwIAB+OGHH5CVldXs/Q0NDRg2bBi++OILXHTRRejduzdKSkrw9ddfo6ysDO3atdNlx40bh9deew1XXXUVunXrhlmzZuHEE0/Exx9/jCOPPBIAkJOTgxdffDHiOe+++y5mz56NwYMH62vff/89jjzySLRv3x6TJk1COBzG9OnTMWDAACxatAj77ruvLnv99dfjwQcfxLnnnosJEyagtLQUTz75JAYMGIDPP/8chx56qC77/vvv4+STT0bfvn1x2223ITU1FcuXL7cwbom0c82aNTj00EORlpaGiRMnIjMzE19++SUmTZqE7777Dm+99VbC7Uzk3eMdo/vvvx+ff/45zjjjDPTu3RsbN27EY489hoMOOghfffUV9t9/f8u7XnDBBZg9ezbGjBmDiRMnoqqqCosXL8amTZss5X744Qccc8wxaNu2La699lpkZWVh9erVWLNmTUT/ud1uPPPMM5ZraWlplu/PPPMMnn32WZx22mmYMGECysrK8OSTT+Lwww/Hu+++i+OPPz6i3j0Nhv5tG2wt/Tv33HPx6quv4oILLsDBBx+Mr776CrfddhtWr16Np556SpdLdG3Fsw5OPfVU7LPPPhFt+sc//oHKykoccsgh+trixYvRuXNnDB8+HBkZGVixYgWefvppvP322/jxxx/Rpk0bXXbNmjX429/+BgC49NJL0bZtW6xfvx6LFi2KeNYdd9yBO++8E6effjrGjRuHhoYG/PLLLxZFVzgcxqBBg/Dbb79hwoQJ6N69O/78809Mnz4d7733HpYsWYJAIJBQnYm2E2hi9iQT6nK5opYbNGgQxowZY7nWt2/fqGWBJmXDl19+GfP3J598EpdeeilOO+00XHPNNfjss89wxRVXoLq6GjfeeKOlfRMmTMBxxx2HBx98EGvXrsUjjzyCb7/9Fl9//bXFkHP//fejoqIChx56KDZs2BDz2XsyDA3cNvjyyy/x6KOPomfPnthvv/0SUgJUV1fj/PPPx+GHH45LL70Uubm5mrf58MMP8dFHH2mh7q233sL999+PESNGYOzYsWhsbMQLL7yAQYMG4bnnnsP555+v6/3uu+/Qv39/dOvWDTfeeCN8Ph8WLFiAK6+8EsuXL8cjjzyi237LLbfgxBNPxK233oqkpCTMnz8fo0ePxm+//YbJkydb2hsPD/rXX3/h8ssvx3HHHYdrrrkGwWAQ7733HiZMmICvvvoKzz//vK6vsLAQa9euxemnn44OHTqgoaEBCxcuxLhx4/D777/jnnvu0WUvvvhitGnTBueeey46dOiAn3/+GY899hjeeecdfP/99/B6vQCAUCiEIUOG4Ntvv8Vll12Gbt266eeXlJTgH//4h+WdZs6cifHjx2PQoEG455574HK58Pvvv0flr4irr74aSUlJqKuri/jtlltuwYUXXmi5VlVVhUsvvdTC1ybS95dcckkEX6aUwqWXXopOnTqhbdu2+nq8eypxxRVXWPY6AFH3xT0RhgZuG2wNDbRj2rRpMR0+gKb1dd999+Giiy7CIYccgrfeegtnn302HA4HRo8evUV13nrrrWjVqhX69u2L9957L2a5eGlQImt7Z8ui8fK2iew/b7/9Nk455RQcdNBBuO+++1BeXo5HHnkERx55JBYvXoycnBxddsGCBRgxYgSOOeYYTJs2DT///DPuvvtubNq0yWLM/v3333H//fejW7duOOCAA5rlGbe1vmJPhaF/2wbbgv7FI7OuWbMGRxxxBFwuF66//nr4/X7MnDkTgwcPxocffoijjz7aUj4eHVNlZSWOOOIIVFVVYcKECWjfvj1+/PFHPPbYY/j444/x3XffwencHA8QTzslKisrccMNN8Dv90f9fe3atTj66KORlpaGe+65B5WVlXjggQfw888/Y9GiRUhJSUm4znfeeQfPPPMMevfujS5dusR0Tgbil4MffvjhCCPEqlWrcOutt1r4OiB++TIRmvbDDz/guOOOw3777afl2wceeADLli3DggULLM/e1rQ/LqjdGDNnzlQA1DfffBPx24cffqi8Xq/q2LGjqq6u3qrnfPPNNwqAmjlz5lbVs6vj/vvvVwDUokWL9LUlS5Yol8ulbr755rjuT05OVl9//XWz5b7++msFQE2dOlVfq6mpUV27dlVHHHFEi8857rjjVDAYVDU1NfraiSeeqDIyMlRhYaG+tn79epWamqpOPfVUfa2hoUF5vV51+umnW+r866+/FAB1xRVX6GtlZWUqLy9PjRw5UoVCoRbbFU87p0yZogCoX375xVJ2zJgxCoAqLi5OuJ3xvrtS8Y/R559/rurq6izX/vjjD+V2u9U555xjuT5v3jwFQL3++uvN1hkKhdT++++vDjvssBbX5NixY5Xf72+2jFJKffvtt6qiosJyrbCwUOXk5Ki//e1vLd6/O8PQv22LraF/ixYtUgDUbbfdZrl+7bXXKofDoX788Ud9LZG1Fe86iIbVq1crh8OhLrroohbLfvvttwqAuvfeey3XTzjhBNW5c2cLbYmGL7/8UjkcDvXggw82W+7zzz9XANRjjz1muf7cc89F0JB460yknZMmTVIAVEFBQYt1AlCXXXZZi+WImpoa1alTJ3XnnXdGvbe6ulplZWWpYcOGWa6fc845yu/3a9pfV1en0tPT1dFHH63C4bAu9+9//1sBUI8++qjl/pUrV+pyfr9fjR07Nu427+4wNHDboqioSJWXlyullJo6daoCoFasWBHXvXV1derzzz+PuD558mQFQC1cuFBf++WXXyLWYG1trerRo4dq166d5fpFF12kUlJSVFFRkeX60UcfrYLBoP7+119/qZUrV1rKhMNhNXDgQOV2u1VlZaW+Hi8PWlBQEMGrKaXU+eefrwCoZcuWRe0LiZNOOkn5/X7V2Nior3388ccR5Z5//nkFQD399NP62iuvvKIAqGeffdZS9rTTTlMej0fl5+fraytWrFBer9fCG7aEd999V6WkpKhbb7015jqy48UXX1QA1OzZs/W1RPo+Gj777DMFQE2ZMkVfS2RP/fjjjxUA9eqrr7bY/j0NhgZuW2wNDZTIz89XaWlpmh+QtEYppdauXauSk5MtfEI4HFZHHXWUateunYVexFunUkq3taCgQAFQkyZNitq+eGlQImt7Z8ui0RCNt01k/+nZs6faZ599LG344YcflNPpVNdcc01E2QMPPFA1NDToa7fccotyOBxqyZIl+lp5ebnez1599VUFIOp47Eh9xe4KQ/+2LbaW/sUrs06YMEElJSWppUuX6mtVVVWqffv26qCDDrKUjVfHNHv2bAVAvf3225brt99+uwKgvv/++4TbKXHjjTeqfffdV8tsdvz9739XXq9XrVq1Sl9buHChAqCefPLJLapz48aNeu5edtllqjm1fbxycDTcddddCkAEDx+vfBkvTWM7W7durcrKyvS1p59+WgFQ7733nr62PWh/PNitU2k1h4EDB+K2227DqlWr8NJLL+nr0XILMkwyPT0dqamp2HfffbUn1ieffKI9kM4//3wdbjRr1iwAwGeffabDjNxuN9q3b4+rr74aNTU1lmeMGzcOqampWLduHUaMGIHU1FTk5OTguuuuiwjJD4fDeOSRR3DAAQfoNBpDhw6NCHN/6aWX0K9fP3i9XmRmZmL06NERnmHV1dVYunRp1BQcdrz22ms45JBDLB5XPXr0wHHHHYdXXnml2XvZ5pEjR+LQQw9FY2NjRGoo+RyXy4WLL75YX/N4PBg/fjy+/PLLZr3bNmzYgI8//hinnnqqxWv2s88+w/HHH2/x6m7dujUGDBiAt99+W1tHGxoaUFNTg7y8PEu9ubm5cDqd2ksGAObMmYP8/HxMmTIFTqcTVVVVCIfDzfZDS+0sLy8HgIjnt27dGk6nU1uUE2lnvO+eyBj1798/wrrdrVs39OrVC0uWLLFcf/DBB3HooYdi5MiRCIfDqKqqilrn+++/j19++QWTJk2C1+tFdXV1xNy3IxQK6T6Lhn79+kWEH2ZlZeGoo46KaOfeBEP/mrCj6N9nn30GABFefqNHj4ZSypJ2IJG1RbS0DqJh7ty5UErhnHPOabFsp06dAMCSRmHp0qVYsGABrr/+emRlZaG2thYNDQ1R73/44YfRqlUrXHnllVBKRXijEM3RPwAWuhZvnYm0k1BKoby8PCLFTTTU1NREpAKKhn/+858Ih8O47rrrov7+8ccfo6ioCBMmTLBcv+yyy1BVVYX//Oc/AIBffvkFpaWlGDVqlGWtnnTSSUhNTcXLL79sub9jx44mX3IUGBrYhERoYGZmpiViKxGkpKSgf//+EddHjhwJABba1qtXL2RnZ1vKud1unHjiiVi7dq0l/UV5eTk8Hg/S09Mt5Vu3bm2hF507d0bHjh0tZRwOB0aMGIG6ujpLSsR4edDs7Gz06tUrrneKhU6dOqG6uhr19fX62jHHHBNXnc3tK7W1tZYI4yeeeAKhUAh33nkngCZPxOboW0NDA6688kpceeWV6Nq1a4vvQcyZMwd+vx+nnHKKvpZI38eq0+Fw4Oyzz9bXEtlTJSoqKiJS1+ytMDSwCTuKBkrcdNNN2HfffXHuuedG/f2tt95CQ0ODhR9wOBz4+9//jrVr10b1uG2pTmAzL9cS4qVBiaztnS2LRkM03jbe/ae4uBi//fYbRo4caWnDgQceiP3228/Ci/3222/47bffcPHFFyMpaXMylgkTJkAphddee01fCwQCyMzMbLHtO0pfsafC0L8m7Az615LM+tlnn6Fv376WKDKfz4fhw4fj+++/x7Jly/T1eHVMiciX8baTWLZsGR566CE8+OCDlvUtMX/+fJx00kno0KGDvnb88ceje/fuUXUI8dSZl5cXtd12bIkcLDFnzhx07tw5goePV76Ml6aVl5dj4cKFOPfccxEMBvX1MWPGIDU11dJP24P2x4M91jACAOeddx6AJoVsLPz666846aSTUFdXhzvvvBP/+te/MHz4cJ2Tfb/99tOCxsUXX4wXX3wRL774og7zevXVV1FdXY2///3vmDZtGoYMGYJp06ZFpN8ANofFZ2Vl4YEHHsCAAQPwr3/9KyIkfPz48bjqqqvQvn173H///bjpppvg8XgsuXKnTJmCMWPGoFu3bnjwwQdx1VVX6fAzOQkWLVqE/fbbD4899lizfRUOh/HTTz/h4IMPjvjt0EMPxfLly5vN1fjbb79h/fr16N27Ny6++GL4/X74/X707t07Imfg4sWL0b17d8ui4HMANBu69/LLLyMcDkco++rq6qISD5/Ph/r6evzyyy8AoHNJz5o1C7Nnz8bq1avx008/Ydy4ccjIyLAIyh988AGCwSDWrVuHfffdF6mpqQgGg/j73//eoqIsVjvJjI4fPx4//PAD1qxZg3nz5mHGjBm44oordDhdIu2M990TGaNoUEohPz/fwlCWl5dj0aJFOOSQQ/CPf/wDaWlpSE1NRZcuXSI2AuZvdbvdOPjgg+H3++Hz+TB69GgUFxdHPK+6uhrBYBBpaWnIzMzEZZddFlM5asfGjRsjGN+9DYb+7Tj6xzQk9nXo8/kANKWDaQ7R1haxpetg9uzZaN++fURIMlFUVIRNmzbh22+/1akDjjvuOP0712teXh6OO+44eL1eeL1enHDCCRF5Oz/88EMccsghePTRR5GTk6PP+7H3O9f9bbfdho8++gjr1q3Df//7X9xwww045JBDLClW4q0zkXYSXbp00Tn4zz33XOTn50ctN2vWLPj9fni9XvTs2RNz5syJWm716tW47777cP/998dkYhcvXqz7QKJfv35wOp3691hzidcWL1681wu88cLQwPhp4PbCxo0bASCu/Xjjxo3w+XyabgJNPFN5eTkuueQSLFmyBKtWrcITTzyB119/HTfffPMWPX9reNCW3qmmpgaFhYVYuXIlnn/+ecycORNHHHFEi8JttDrr6urgcrkihMNo+8oHH3yAHj164J133kG7du0QCASQlZWF2267LSq9ePjhh1FSUoJbb7212XZJFBQUYOHChRgxYkTM1A8tvZMdDQ0NeOWVV9C/f3+LUndL9tTzzz8fwWAQHo8Hxx577F5x1lxLMDRwx9PARYsW4fnnn8fDDz8cU6m0ePFi+P1+7LfffpbrpEHkBxKpc2uRKK22l92ZsqhES7xtc+8k95/meDGfz4f169frfojF37Vp0wbt2rWLGM94sKP0FXsyDP3b8fQvHpm1OVoBbN7fE9ExHX300XA6nbjyyivx1VdfYe3atXjnnXcwZcoUjBgxIuL8kERk66uuugrHHnssTjzxxKi/r1u3Dps2bYqpQ4i2/luqMxFsiRxMLF68GEuWLLE4pmwv/Pzzz2hsbIzop5SUFPTp06dFOrm9aL/9IbstmguhI9LS0lTfvn31d6bSIB566KEWU2s0F0IXLTzv3nvvVQ6HwxJONXbsWAVA3XnnnZayffv2Vf369dPfP/roo4gQSYLhTCtXrlQul8sSdq6UUj///LNKSkqyXGeIeaxwWoJht/b2KaXU448/rgBYQt7seP311xUAlZWVpbp166ZmzpypZs6cqbp166ZSUlIsYe+9evVSAwcOjKjj119/VQDUE088EfM5/fr1U61bt44IFT3ggANU9+7dLeHHdXV1qkOHDgqAeu211/T1ZcuWqYMOOkgB0J8uXbpEvF/v3r2Vz+dTPp9PXX755Wr+/Pnq8ssvVwDU6NGjY7axuXYq1RSy5vV6Lc+/5ZZbIsrF28543z2RMYoGplCQaR2+//57XWdeXp6aPn26mj17tjr00EOVw+FQCxYs0GWHDx+uy55zzjnqtddeU7fddptKSkpS/fv3t6SNuemmm9SNN96o5s2bp+bOnavXz9/+9jdLmHI0fPrpp8rhcESkYNjTYOjfrkP/5s+frwCoF1980XL9iSeeUADU/vvv3+zzo60tpbZ8Hfzyyy8KgLrhhhtilnG73ZquZGVlRaRouuKKK/RvQ4cOVfPmzVNTp05VqampqmvXrqqqqkoppVRxcbEul5qaqqZOnarmzZunhg4dGpWev/3226p169YWujZkyBBLSrxE6oy3nUop9fDDD6uJEyeq2bNnq9dee01deeWVKikpSXXr1s0S1quUUv3791cPP/yweuutt9SMGTPU/vvvrwCo6dOnR/Tl6aefrvr376+/I0oqrcsuu0y5XK6oY5GTk6P3lIKCAuVwONT48eMtZZYuXar7K1aotEmlFQlDA+OjgXZsTRoZieOPP14Fg0FVUlLSbLlly5Ypj8ejzjvvPMv1xsZGNXHiRJWcnKznv8vlUjNmzGjx2UVFRSo3N1cdddRRlutbw4PW1dWpnj17qs6dO0elwffee6+Fth133HFq9erVLbZ1/PjxyuVyqT/++ENf+9e//qUAqM8++8xS9qabblIA1EknnaSvBYNBlZGRodxut7rtttvUa6+9ps4++2wFQN10002W+zds2KACgYBO7xDPOlJKqWnTpikA6p133mnxfWL1vR1MEWinq4nsqZ9//rk67bTT1LPPPqveeustde+996qsrCzl8Xgs6TP2RBgauGvRwHA4rA499FB11llnKaWaUlshStqrYcOGqS5dukTcX1VVFbFm461ToqVUWtEQjQZFQ6y1vTNlUYmWeNtoiLb/hEIhlZ6ero477jhL2cLCQuX3+xUA9e233yqlNs+VaLT+kEMOUYcffnjU57aUdmZH6Ct2Zxj6t2vRv3hl1pNPPlmlp6frtF3EEUccoQCoBx54QCmVmI5JKaWeeeYZlZ6eblkvY8eOjeDVEpGt3377bZWUlKR+/fVXpVT0NFycHy+88EJEn1x//fUKgKqtrU2oTjuaS6WViBxsx7XXXqsAqN9++63Z58crXzZH0/jbp59+GvHbGWecoVq1atVs3duD9tuxxxtG2rZtq/bZZx/93U4QWcczzzwTMy9jvLkFKysrVUFBgfrvf/+rAKg333xT/8ZFt2nTJss9V1xxhcrIyNDfL7vsMuVwOCLyKUs8+OCDyuFwqGXLlqmCggLLZ7/99lPHH398s+2MhtWrVysA6v7774/47dlnn1UA1OLFi2Pe/8ILLygAKiUlxcIYrFq1SiUnJ1vywXXp0kWdcMIJEXUsX75cAVAPPfRQ1Gf8/vvvCoC6+uqrI36bMWOGJoC//vqr+vnnn9WoUaO0MC2Fq40bN6rzzjtPXXbZZer1119X06dPVx06dFA9evSwbIxdunRRANSll15qedYll1yiAMRkHptrp1JNC3vIkCHqqaeeUvPnz1cXXHCBcjgcatq0aZZy8bYz3ndPZIzsWLJkiQoGg+qII46wML2ffvqpJkJfffWVvl5RUaGys7Mt53wMHDhQAVBDhw611E1FgsxBHg08n2Xu3Lkxy+Tn56t27dqpLl26RJw9sqfB0L9dh/7V1NSojh07qry8PDV//ny1cuVKNW/ePJWVlaWSkpJU165dY94ba23FQjzr4Oabb1YAmhUwP/roI/XOO++of/3rX6pv374ReTgvuOACBUD16tXLMjfmzp2rgM15qNl3ANTLL7+sy4VCIdWzZ8+InM1ff/21OvHEE9WUKVPUm2++qe644w7l8/kseZQTqTPedsYC89K2lIe0rq5O7b///io9Pd0iCH300UfK4XBYzqaJZhi54IILlNfrjVp3+/bt1SmnnKK/jxo1SiUlJakHHnhALV++XH366afqwAMP1DR9zZo1UesxhpFIGBq4ZdgWhhHSqmjGRImqqirVp08flZGRodatWxfx+0MPPaROOukk9fzzz6t58+apESNGqKSkJPXGG2/ErDMUCqmhQ4eqlJQU9cMPP1h+21IeVKmmM08AqP/85z9Rf1+5cqVauHChmjNnjjr77LPVcccdp37//feY9Sm1mQbZDdkbNmxQaWlpqlu3bur9999XK1asUE8++aQKBoPa6EI4nU4FQN13332WOoYOHaq8Xq9FATFmzBh14IEH6vker2HkiCOOUDk5OS06pzTX93acddZZKjk5OcLYuzV7qlJNCkWv16uGDBnSbLndHYYG7lo08LnnnlNer1fLWLGMGAMHDlT77bdfxP2hUEgBUFdeeWXCdUokahiJRYOitS/W2t6ZsqhES7ytHc3tPzfeeKM2VP3xxx/q22+/VQMHDtTvRKM1z32R5z4RRx11lDrwwAOjPrslw8j21lfs7jD0b9eif9EQTWZ95513FAB1wgknqO+//179/vvv6sorr9Tr6q677lJKJaZjUkqpBQsWqMGDB6uHH35YvfHGG+qaa65RSUlJ6tprr92idtbV1alu3bqpiRMn6mvRjBhs57x58yLqve222xQA7RwUb512NGcY2VI5OBQKqbZt21oMh7GwLQwjpP3RzpY677zzVFpaWsx6twftj4Y93jDSkqW4urpa/e1vf1MAVHZ2tho1apSaN2+eZWI1RxBXrVqlxo4dqzIyMiwWSgDq+eef1+XGjh2rPB5PxP329gwdOlS1bdu22ff++9//HvEs+endu3ez90fD1npMcyEce+yxEb8de+yxqnPnzvr7lnrr8QAlemjY8Y9//MPiVXjwwQerW265RQHQAnRDQ4Paf//9LQRJqaYDfZKTky1MYa9evRQA9d///tdSlhueHN942zl37lzl9XojFFvjxo1TPp9PC4eJtDPed09kjCQ2bNigunTpotq3bx/BNHJtRLv3/PPPV8nJyVqIHjZsWNR+W7VqlQKgJk+eHPX5RHV1tXI6nRGe1ERlZaU65JBDVFpamvr555+brWtPgKF/uw79U6opSqNnz566HW63Wz3yyCMqNzc3plDU3NqKhZbWQTgcVh07dmwxSkXizz//VB6Px2KcJRNmX5eNjY0qKSlJnX/++UqpzX2XnJwcwazw4GV6TS1fvlz5fD5LBJ9SSs2aNUsBmz2RE6kz3nY2h1atWkV4BUYDvZUpDJNOjxkzxlIummEk3ogRpZQqLS3VEXb8nHvuuerUU0+1MNh2GMNIJAwN3DJsrVD88ssvR418sqOxsVGdfPLJKiUlRX344YcRv997772qVatWEY4OxxxzjGrTpk1MJf2ECRMUEN2Db0t50H/+858WoT0eXHTRRap9+/YxD3/99NNPlcfjUUOGDIn6Lv/973+1xzUAFQwG9SHJ0phKD2bpoarU5gOVycd++eWXyuFwqI8++kiXiWcd0Whk50mjobm+l6ioqFA+n88S+SKxJXuqxOjRo1VKSkpcDge7KwwN3HVoIA/Avv322/W1rY0YSaROiUQMIy3RIImW1vbOkkVjIRpvK9HS/lNXV6fGjx+vDc8A1ODBg9Wll16qgM0OU9sjYmRH6Ct2dxj6t+vQv1iIJbNOmzZN8y0A1D777KN5LDqnJKJj+t///qdcLlfEXLjjjjuUw+HQ0RmJtPO+++5TGRkZFiPV1kaMxFunHc0ZRrZUDmZ0EiN0msPOjBjZHrQ/FqKf9rKHYO3atSgrK8M+++wTs4zX68Wnn36Kjz/+GP/5z3/w7rvvYt68eRg4cCDef/99uFyumPeGQiEMGjQIxcXFuPHGG9GjRw/4/X6sW7cO48aNi8jr21xdiSAcDsPhcGDBggVR67QfRh0PMjMz4Xa7sWHDhojfeK1NmzYx7+dv9kOPgKaDwmTeuNatW2PdunUJP2fOnDnYd9990a9fv6i/T5kyBddddx1+/fVXpKWl4YADDtCHZ3Xv3h0A8Omnn+KXX37Bgw8+aLm3W7du2G+//XROSbbj119/jXrwGQCUlJQk3M7p06ejb9++aNeuneX68OHDMWvWLCxevBjHH398Qu2M990TGSOirKwMJ5xwAkpLS/HZZ59FjE1LdTY0NKCqqgppaWkxy7bUn4TX60VWVlbU80jq6+tx6qmn4qeffsJ7772H/fffv9m69gYY+hc/tpb+AU0HOv7yyy/47bffUFJSgp49e8Lr9eLqq6/GgAEDIsq3tLZiobl1AACff/45Vq1ahXvvvTeu+gCga9eu6Nu3L2bPno2JEycCiL22XS4XsrKy9HrNzMzUhyPbx0Ou7Q4dOmDWrFmora3FSSedZCk3fPhw3fYTTjghoTrjbWdzaN++fcz+tJcDoMu+8MIL+P333/Hkk09G5HGtqKjAypUrkZubC5/Ph9atWyMUCmHTpk36HYAm2lVUVGQZ/7S0NLz11ltYvXo1Vq5ciY4dO6Jjx47o378/cnJyIg6iNogOQwN3DhYuXIgxY8Zg2LBheOKJJ5ote9FFF+Htt9/G7NmzMXDgwIjfp0+fjoEDB0a80/Dhw3HNNddg5cqVEeM7efJkTJ8+Hffdd5/OMS6xJTzorFmzcOONN+LSSy9N6FyO008/HU8//TQ+/fRTDBkyxPLbjz/+iOHDh2P//ffHa6+9FvUAzqOPPhp//fUXfv75Z1RVVeHAAw/E+vXrAWzm7djmZcuWtchf3XDDDTjqqKPQuXNnTbN4KOuGDRuwevVqy+GhBM9Xsp+bZ0dLfS/x5ptvorq6Omadie6pdrRv3x719fWoqqqKOE9mb4GhgTsODzzwAOrr6zFq1Ci9ttauXQugaf2tXLkSbdq0QUpKClq3bo2PP/4YSinLmSF2GpRInVuCeGgQEc/a3lmyaCxE420lWtp/UlJS8Mwzz2DKlCn4448/kJeXh+7du+Pss8+G0+nU64oHPG/YsEHzicSGDRv02TGJYEfoK/Z0GPq38xFLZp04cSLOP/98/PTTT/qMiWeffRZA/LRC6piefPJJ5OXlRZxfMXz4cNxxxx344osv0LNnz7jbWVZWhrvvvhsTJkxAeXm5PqS9srISSimsXLkSPp8Pubm5lvVvx4YNG7SOIZE6E8GWysGzZ8+G0+nEWWedldDzthQt9VM0ur69aH8s7NGGkRdffBEAIoQRO5xOJ4477jgcd9xxePDBB3HPPffglltuwccff4zjjz8+5kFnP//8M/744w88//zzlkOWFi5cuMVt7tq1K9577z0UFxcjMzMzZhmlFDp37mwRjLYGTqcTBxxwQNTDCr/++mt06dIFgUAg5v0HHHAAkpOTowqb69evR05Ojv7ep08ffPzxxygvL7cIK19//bX+PVob/vzzT30AVixkZGTgyCOP1N8/+OADtGvXTh+6xEN2Q6FQxL0NDQ1obGzU3/v164eFCxfqw8zk+wCwvFO87czPz0dGRkbUZwPQz0+knURL757IGAFAbW0tTj75ZPzxxx/44IMPom4obdq0QatWrWLW6fF49Lzp168fnn766YiyzfWnREVFBQoLCyPKhcNhjBkzBh9++CFeeeWVuATmvQGG/sWPraV/hMPhQK9evfT3d955B+Fw2HKoOBDf2oqFWOuAmD17NhwOR8IHqdXU1OjDJgFow659vdbX11ue73Q60adPH3zzzTeor6+3COj2tZ2fnw+lVARds9O/ROqMt52xQGa0b9++zZYDgL/++svy7NWrV6OhoQF/+9vfIsq+8MILeOGFF/DGG29gxIgRel/79ttvLYftffvttwiHw1H3vQ4dOmglZWlpKb777jucdtppLbbToAmGBu54fP311xg5ciQOPvhgvPLKK80q2q6//nrMnDkTDz/8cEzBLD8/PyYfBCCCF3r88cdxxx134KqrrsKNN94Ytc5EedC33noLF154IU499VQ8/vjjMd8nGmpqagA0CXcSy5cvx9ChQ5Gbm4t33nmnWUWGy+WytIkHbcp9pV+/fli2bBnWrVuHLl266Ot2erl69WqsWrUKnTt3jnjO8OHDkZaWZjm4lZgzZw66du2Kww8/PGY74+l7idmzZyM1NVUbxqMh3j01Gv766y94PJ5dSkm0o2Fo4I7D6tWrUVJSYpmvxD333IN77rkHixcvRp8+fdCnTx8888wzWLJkiYX/s9OgROpMFInQoETW9s6QRZuDnbcl4tl/iLy8PK10DIVC+OSTT3DYYYfpPpP8nTSCrF+/HmvXrrUclB4vtre+Ym+AoX87H83JrH6/H0cccYT+/sEHH8Dr9WqZKhEdU6K8YkvtLCkpQWVlJf75z3/in//8Z0T5zp0745RTTsGbb76Jtm3bIicnJ6oOYdGiRZo+JFJnItgSObiurg7z58/HMcccE7exYWux//77IykpCd9++y3OPPNMSzt/+OEHyzVg+9H+5uBMqPRuhI8++gh33XUXOnfu3KyHUzQvUU5gdqbf7weACGGBVlqllL6mlMIjjzyyxe0+7bTToJTC5MmTI37jc0499VS4XC5MnjzZ8myWKSoq0t+rq6uxdOlS7RHWHE4//XR88803loX9+++/46OPPsIZZ5xhKbt06VKsXr1afw8EAjjxxBPxxRdfYOnSpfr6kiVL8MUXX2DQoEGW54RCITz11FP6Wl1dHWbOnInDDjsswtsC2Oytloiyb968efjmm29w1VVXwelsmurcQF5++WVL2e+//x6///67RTnGBUoLNvHMM88gKSkJxxxzTMLt7N69OxYvXow//vjDcn3u3LlwOp3o3bt3wu2MhmjvnsgYhUIhjBo1Cl9++SVeffVVy8Zlx6hRo7BmzRoLI1BYWIi33noLAwcO1M8/5ZRT4Ha7MXPmTIsXxTPPPAMA+vm1tbWoqKiIeM5dd90FpRSGDh1quX755Zdj3rx5mD59Ok499dRm+2VvgaF/TdhR9C8aampqcNttt6F169YWoSvetZXoOgCaGMBXX30VRx55ZFSv38bGxqieI4sWLcLPP/9s8bQ55phjkJubi9mzZ6O2tlZfnzVrlvaSIkaNGoVQKITnn3/e0v7Zs2ejZ8+emunq3r07lFJ45ZVXLM+fO3cuAFjoWrx1JtLOgoKCiHefMWMGCgoKLP0ZrVxFRQUefvhhZGdnayZ09OjReOONNyI+AHDiiSfijTfewGGHHQYAGDhwIDIzMzFjxoyI5/t8PgwbNizimRI333wzGhsbcfXVVzdbzqAJhgY2IREamAiWL1+O5cuXW64tWbIEw4YNQ6dOnfD222/D6/XGvH/q1Kl44IEH8I9//ANXXnllzHLdu3fHwoULLe8UCoXwyiuvIBAIoGvXrvr6vHnzcMUVV+Ccc86J8LKVSIQH/fTTTzF69GgcffTR2rsuGqLRDKCJf3Q4HDjooIP0tY0bN2Lw4MFwOp147733ElJaFRQU4P7770fv3r0txoFRo0bp5xHhcBgzZ85EZmampllPPfVUBL26/PLLATR5p8+ePTvimYsXL8aSJUua5b/j7Xv5Hh988AFGjhwJn88X17vH2lOj9f2PP/6I//u//9P9vDfC0MAm7CgaeMUVV0SsrSeffBIAMG7cOLzxxhvaIHnKKacgOTkZ06dPt7T7iSeeQNu2bdG/f/+E60wEidCgRNe2/d4dIYsmwtsC8e8/0fDAAw9gw4YNuPbaa/W1Xr16oUePHnjqqacsytkZM2bA4XDg9NNPT+gZwPbXV+zpMPSvCTuK/m2JzCrxxRdf4PXXX8f48eORlpamr8erY+revTvy8/PxySefWOq1y5fxtjM3NzeqfHfsscfC4/HgjTfewM0336zvP+200/D2229jzZo1+tqHH36IP/74Q+sQEq0zXiQiBxPvvPMOSktLW4wC3pZIS0vD8ccfj5deeskyBi+++CIqKystupbtRftbwh4RMbJgwQIsXboUjY2NyM/Px0cffYSFCxeiY8eO+L//+z94PJ6Y995555349NNPMWzYMHTs2BGbNm3C9OnT0a5dO+3x0LVrV6Snp+OJJ55AIBCA3+/HYYcdhh49eqBr16647rrrsG7dOgSDQcyfP3+rQhaPPfZYnHfeeXj00UexbNkyDB06FOFwGJ999hmOPfZYTJw4EV27dsXdd9+Nm2++GStXrsSIESMQCASwYsUKvPHGG7j44otx3XXXAWiaGMceeywmTZqEO+64o9lnT5gwAU8//TSGDRuG6667DsnJyXjwwQeRl5dnYQAAYL/99sOAAQMsBOiee+7Bhx9+iIEDB+KKK64AADz66KPIzMzUobQAcNhhh+GMM87AzTffjE2bNmGfffbB888/j5UrV0Zs6kDT4pg3bx4OP/xwixAs8emnn+LOO+/E4MGDkZWVha+++gozZ87E0KFDLUxPv379MGjQIDz//PMoLy/H4MGDsWHDBkybNg1erxdXXXWVLtu3b19ccMEFeO6559DY2Kjf99VXX8XNN98cYWGNp53XX389FixYgKOOOgoTJ05EVlYW3n77bSxYsAAXXnihrjORdsb77omM0bXXXov/+7//w8knn4zi4mK89NJLlnrOPfdc/f/NN9+MV155BaeddhquueYapKWl4YknnkBDQwPuueceXa5Vq1a45ZZbcPvtt2Po0KEYMWIEfvzxRzz99NM466yzcMghhwBoYtj79u2Ls846S3sYvffee3jnnXcwdOhQnHLKKbrOhx9+GNOnT8cRRxwBn88X0c6RI0dqhmZPhaF/uwb9O/PMM9GmTRv07NkT5eXleO655/DXX3/hP//5jyXaJN61lcg6IN577z0UFRXFZHQqKyvRvn17jBo1Cr169YLf78fPP/+MmTNnIi0tDbfddpsu63a7MXXqVIwdOxZHH300zjvvPKxevRqPPPIIjjrqKIsR8pJLLsEzzzyDyy67DH/88Qc6dOiAF198EatWrcK///1vXW7cuHF44IEHcMkll2Dx4sXo1asXvv/+ezzzzDPo1asXRo4cmXCdibSzY8eOGDVqFA444AB4PB7873//w8svv4w+ffrgkksu0eUef/xxvPnmmzj55JPRoUMHbNiwAc899xxWr16NF198UUew9OjRQ4+NHZ07d8aIESP0d6/Xi7vuuguXXXYZzjjjDAwZMgSfffYZXnrpJUyZMsXiGXbffffhl19+wWGHHYakpCS8+eabeP/993H33XdrOkn8+9//xo8//gigyTD2008/4e677wbQ5AFOY/ueDEMDtw0NLCsrw7Rp0wBAp+l47LHHkJ6ejvT0dEs4+nHHHQcAOr1LRUUFhgwZgpKSElx//fX4z3/+Y6m7a9euWrB54403cMMNN+iUIHYaOGjQIO2de9NNN+Hcc8/FYYcdhosvvhherxdz587Fd999h7vvvhvJycn6PceMGYOsrCwcd9xxEQr+/v3760iKeHnQVatWYfjw4Vqx9eqrr1rq7N27t15fU6ZMweeff46hQ4eiQ4cOKC4uxvz58/HNN9/g8ssvt6TyGDp0KP766y/ccMMN+N///of//e9/+re8vDyLEDtgwAAcccQR2GeffbBx40Y89dRTqKysxNtvv21R+J9yyik47rjjcO+996KwsBAHHngg3nzzTfzvf//Dk08+CbfbDQAYPHgw7KCyZ8CAAVGFSPZlrH0lkb4n5s2bh8bGxmaF8nj31FGjRsHr9aJ///7Izc3Fb7/9hqeeego+nw/33XdfzPr3JBgauPNp4EEHHWQxgMrfevXqZeEH2rVrh6uuugpTp05FQ0MDDjnkELz55pv47LPPMHv2bK1wTaROAJpHqq6uBtAkH5IfOO+889CxY0cA8dOgRNb2zpRFE+FtE9l/XnrpJcyfPx9HH300UlNT8cEHH+CVV17BhRdeGBG9O3XqVAwfPhyDBw/G6NGj8csvv+Cxxx7DhRdeiP32289SlmPy66+/6nHjGDBV4/bUV+xpMPRv59O/RGTWVatW4cwzz8Tw4cPRqlUr/Prrr3jiiSfQu3dvi94IiF/HNHHiRMycORMnn3wyLr/8cnTs2BH//e9/MXfuXAwaNEg7qcXbTp/PF0FfgaYUoIsWLYr47R//+AdeffVVHHvssbjyyitRWVmJqVOn4oADDsD555+/RXWuWrVKRz3RaZO0o2PHjjqlYSJyMDF79my43e5msxAkIl/GQ9OAJl65f//+GDBgAC6++GKsXbsW//rXvzB48GCL8Wx70P64kNCJJLsYeOgSPykpKapVq1Zq0KBB6pFHHlHl5eUR99gPOfrwww/VKaecotq0aaNSUlJUmzZt1FlnnaX++OMPy31vvfWW6tmzp0pKSrIcwPTbb7+p448/XqWmpqrs7Gx10UUXqR9//DHikKZYB+vY26NU02E5U6dOVT169FApKSkqJydHnXDCCeq7776zlJs/f7468sgjld/vV36/X/Xo0UNddtll6vfff9dlPv7447gPYFNKqTVr1qjTTz9dBYNBlZqaqk466SS1bNmyiHIA1IABAyKuf/fdd+r4449Xfr9fBQIBdcopp0T0pVJK1dTUqOuuu061atVKud1udcghh6h33303apveffddBUA9+uijMdv9559/qsGDB6vs7GzldrtVjx491L333qvq6uoiylZXV6s777xT9ezZU3m9XpWWlqZOOukkfYiaRH19vbrjjjtUx44dVXJystpnn330oVBb0k6llPr666/VCSecoFq1aqWSk5NV9+7d1ZQpUyIOvYu3nYm8u1LxjdGAAQOaPdjLjuXLl6uRI0eqYDCovF6vGjhwoFq0aFFEuXA4rKZNm6a6d++ukpOTVfv27dWtt96q6uvrdZmSkhJ17rnnqn322Uf5fD7ldrtVr1691D333GMpp1TTumqunVt7aNiuDEP/di36d//996sePXooj8ejMjIy1PDhw6PSlHjXViLrgBg9erRKTk62HOomUVdXp6688krVu3dvFQwGVXJysurYsaMaP358zLUyd+5cdeCBByq3263y8vLUxIkTo86t/Px8NXbsWJWZmancbrc67LDDotL0tWvXqgsuuEB17txZpaSkqNatW6uLLrpIFRQUbHGd8bbzwgsvVD179lSBQEDT8xtvvDGi3Pvvv68GDRqkaXR6eroaPHhw1MM5owGIPHydeOqpp9S+++6rUlJSVNeuXdVDDz2kwuGwpczbb7+tDj30UBUIBJTP51OHH364euWVV6LW1xwNjHZQ5J4EQwO3LQ3kob7RPh07drSU7dixo+Vac/cCsBzayHeO9bEf2vjuu++qAQMGqOzsbJWSkqIOOOCAiAPS7XOhpbUQDw/Kvov1kX36/vvvq5NOOkm1adNGJScnq0AgoP72t7+pmTNnRqzv5uq07ytXX3216tKli3K73SonJ0edffbZavny5VHHr6KiQl155ZWqVatWup9eeumlqGWj9V20A2xDoZBq27atOuigg1q8PxE6dPjhh6vc3NxmD0aPd0995JFH1KGHHqoyMzNVUlKSat26tTr33HOj7t17GgwN3HVoYHP1RTsoPRQKqXvuuUd17NhRpaSkqF69esW1Xpurszn+UtLVeGlQImt7Z8qiifC2iew/X3/9tTr66KNVRkaG8ng86sADD1RPPPFEBE0n3njjDdWnTx/ldrtVu3btIuTbePpfYnvpK/YUGPq369C/RGTW4uJidcopp2hepXPnzlFlMSJeHdPSpUvV6aefrtq3b69pwHXXXaeqqqq2qJ3R0NxB6b/88osaPHiw8vl8Kj09XZ1zzjlq48aNW1xnczxoNB1svPJ6WVmZ8ng86tRTT22xXfHydfHSNKWU+uyzz1T//v2Vx+NROTk56rLLLoto5/ag/fHA8f9fxsDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAYI/H3pl41cDAwMDAwMDAwMDAwMDAwMDAwMDAwMBgr4QxjBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgY7DUwhhEDAwMDAwMDAwMDAwMDAwMDAwMDAwMDg70GO9Uw8vjjj6NTp07weDw47LDDsGjRop3ZHAMDA4MdBkP/DAwM9mYYGmhgYLA3w9BAAwODvRWG/hkYGOxK2GmGkXnz5uGaa67BpEmT8P333+PAAw/EkCFDsGnTpp3VJAMDA4MdAkP/DAwM9mYYGmhgYLA3w9BAAwODvRWG/hkYGOxqcCil1M548GGHHYZDDjkEjz32GAAgHA6jffv2uPzyy3HTTTftjCYZGBgY7BAY+mdgYLA3w9BAAwODvRmGBhoYGOytMPTPwMBgV0PSznhofX09vvvuO9x88836mtPpxPHHH48vv/yyxfvD4TDWr1+PQCAAh8OxPZtqYGCwG0MphYqKCrRp0wZO565xpNLW0j/A0EADA4P4sCfSQEP/DAwM4oWhgQYGBnsr9hT6V1dXh7q6Ov09HA6juLgYWVlZhgYaGBjERCI0cKcYRgoLCxEKhZCXl2e5npeXh6VLl0aUtxPDdevWoWfPntu9nQYGBnsG1qxZg3bt2u3sZgBInP4BhgYaGBhsHXZnGmjon4GBwdbC0EADA4O9Fbsz/QOAe++9F5MnT94RzTMwMNgDEQ8N3CmGkUQRixi2bdsWF154IVJSUuBwOOBwOFBfXw+n04mUlBSEw2HU1dXB4XAgOTkZDocDoVAIlZWVaGhogNvtRlJSUxe4XC4AQCgUQlJSEjweD5RScDqdaGhoQElJCRobG+FwOOB0OnV5pRSSk5Ph8/mglEJ5eTlSU1ORlpaGVatWoaGhAR6PBw6HQ9eXmpqKqqoqKKXg9XoRDofBjGbhcBj19fVwOBxISUlBQ0MDGhoa4HQ6UVdXh6KiIrRv3x6nn3465s+fj5UrV6Jdu3ZoaGhATU0NQqEQvF4vHA4HqqurkZycDLfbjZqaGoTDYSQlJcHhcCApKQlutxvhcBhOp1P/1tjYCJfLhaSkJNTV1aG2thZOpxP19fVobGyE0+nUdSYlJSEUCqG+vh5KKYRCIc24OxwONDY26v5lW1JSUvTzioqK0NjYiGAwCKUUGhoaoJTSfdDQ0GAZb4fDgXA4rMfB7/cjPT0dSUlJcLlccLvdqK2tRUVFBRoaGhAOh9HQ0IDKykrU1tairq4OVVVVqKioQHV1NRwOB9xuN9xuN1wuF2pqanQf8jegSSCprq5GSkoK/H4/AKChoQGhUEj3FccuHA5rzwWXywWPx4Pk5GTU19ejvr4etbW1um9SUlIAQPcx51NKSgo8Hg9cLhcaGxvh8/l0fyildP38zel0YuPGjdhJWfF2CwQCgZ3dhK1CSwyh2+3W84RrBGiaT/xIjxo5V0gXgSaPHfldgjQs1ndeixf2uuT/4XC42XtJ7+Mpa28vn0taLq/Z2xWtjmjt5X3x3Asgos2yXns7m2uXvb9j9anc32LVtT0g+2Z71k/Eeo6cq9HmbUv3bIv2be8+l2uCe46cZ7szDYxF/5xOJ7p06YJAIKB5gNTUVLjdbqSkpGh+p7GxEQ0NDWhsbNT8A/dY7vMlJSVwuVx6Xw+FQvD5fHC5XKiqqoLb7db8Q21tLcLhMFwul+Z9yAs4HA7Nf2RmZsLv96OsrAxutxuBQEDzVUDTuuSzgKb1WVtbi1AopPmuoqIiFBYWIikpSXtGJicnIxgMoqSkBG63G506dYLb7UZBQQGqq6uRlJSEcDiMQCCArKwsOJ1OBINB+Hw+VFdXax6JczI5ORkej0fzgNKjKhQKoaamBqmpqXA6nSgoKNB8it/v1/xPSkoKUlNTNe9YWVmp/5JvJH+elJSEyspK/U4ejwcZGRmorKzEhg0bkJycjNatWyM7O1v3L3lx8s1yj8rKykKPHj1QVVWFuro6hEIhuN1uVFRUAAAyMzPR0NCAiooKJCUlwefzISUlBT6fD0lJSaiurtbj2djYqPlQ8uF1dXXweDyorq5GZWUlAoEAkpOTkZycjNraWtTU1GD16tXYtGkTysrK0NDQgGAwCJfLhbVr1yI/Px/5+fma3161ahWAzWuScoTX69V7NwA9JgUFBSguLkZjYyP8fj8yMjIQDAaRkZGBlJQUrFu3Dg0NDcjLy0N2djb22WcfZGZmwuFwaBmouroadXV1aGhoQF1dHXw+n56TnTp1QmZmpl4Hv//+OzZu3IhAIAClFFavXo2VK1fqvikvL0dtba3ma5VS8Pl8yMzMRFJSkualk5OTkZ6ejmAwaFm34XBYz3WXywWn0wm32w2/34+GhgZ9rbGx0cLPUH5rbGzUa5z9FwqFEAqFLLKUUgp1dXVYu3YtSktL90gaaLDj0RyfGw8PTH6c81zSW85b/o2H77PXbf/fyIYGwO7NAwLAzTffjGuuuUZ/LysrQ4cOHXZii2KD/JLL5dL7HWVO8uWUPylrkOegHpLrPBgMIhAIoKqqyqLfbGho0DKw5CWdTqfWeaWnp8PtdqO6uhpAE69H/pRt414OAElJSVoPQF6N+6hsM98pJSUFycnJep8mj5OSkgKv16v5zrq6OtTU1KCoqAiVlZW6nJR3JU8naaRSSvPtwGYaSbAO+Ve2097fdnrIvuYHgNaFyr6gbo76FvK/ycnJlvGivEEddFVVleZ1WKfL5UJycjL8fj/cbrfmb+vq6rRujzJKcXEx1q1bB4fDgQ4dOsDr9aK4uBjFxcXweDzIzc1FVVUVysrK9JglJSWhoaEB5eXlAGCRh6Tcw+fzHTl/3G43vF4v3G63RcerlNK6zNLSUpSXl6OmpgbV1dUIhUL6XXdVxEMDd4phJDs7Gy6XC/n5+Zbr+fn5aNWqVUR5OzEsLy9H+/bt4XA4UFNTg4aGBqSnp2uCwwVHgY3CDRcJBU5OeGkU4ITkos/Ly9MCHicEJxY/4XBYG1vI1IfDYXi9XrRp0wbhcBjl5eVaYKXQ1tDQoAVsSZS4YJKSkpCSkgKXy4WSkhJkZmYiJSUF5eXl8Hq9SEtL04SE/UAlv9PphNfr1e9IYsuFKBex0+lETU0NGhsb4fF49OKggaihoUEr4GmscLlc+n4aRJxOp1Yk0GACQPc1jQ+hUAjBYBB5eXmorq7W48Y66+vr9XjU1NRoY0JycjIA6DYkJSVh48aNAJoUw0op1NTU6HnCepxOJwKBAHJycuB2u/XGUF5ejoqKCj3ukgA2NjbqtlF4JjGgkpF/OVfs/SKJOAVK1k+CRwLPOSznVF1dna5PblBKKa2EUUqhtrYWaWlpWrgOhUKorq6G3+9HfX29xYhHIT8cDmtCyT6lIk0azajUkMoP9o9SCh6PB6WlpQgGg3A4HKiqqtJzhfexfE1NDSorK/X8pIENaNpIOL6VlZXakLetsCuF2SZK/4DYNJDguqYSUCqk7UyE3TjAa/K7nWEjpAAnGRpp+JX1S4OfNM7YDTWSIYmmTI9mlJHl7c+2K6SbM2hEW6/2MvY+ak7hb59rseqwl5H0ge2wv3e0sYtWT7zPjdbOLRWioxll5HvtCMR6f3ubEjGONIdYz2ru+vboC84bvhsFJ+7B0dqyM7GteEDuk0op+P1+va+SV+G+QqcMOniQ/5HGDb/fr3kBr9cLAFrQS01N1cr4UCikBdKUlBQ0NjZahAnuY0VFRVoZm5ycrAULlnE4HNqAQQUzn0eeQgpVgUBAC6Is7/P5tDEgLS0NXq8X9fX1mt8FAK/Xq58PABkZGfB4PCgrK9P8UnJysub7aHjwer1ISkrSRhTyqxSEk5KSNI9JYY68mcPh0A463I9Iz5j6JxwOIy0tTQtw5MFycnLg9/vRpk0bpKam6v4hj0XhlMK1z+dDdna2nv8ulwvBYBApKSlaYKupqUFKSgpatWqFQCBgMQKVlJSgoaEBmZmZcDqdKCoq0uNPQxsF/02bNmkZorGxEYFAAF6vF+np6XpukFcEoI0R5L2Sk5NRWlqKcDisHYIoRJKfIv3nfAqFQvB4PAgGg6ivr0cgEEAgENCyAedwSkoK0tPTEQgEkJaWpo0UNISxn10uF7xeLzIzM5GRkQG/348OHTqgc+fOqKiosPRHZmamNvyUl5ejsrJSG7RoFAKAtLQ0ZGRkICsrC/X19Xpeud1uBINBPY7kM8mT0qmMfcfrFOzpwMS5yX7hmk5OTtb3kH+lEkXyINzT90QaKGHf25pzXNma/a+le1u6b0v31ebaEO3dJL8ay/klnjkRD78Xrc+lsk2Wk4rFaHJOSwYR8hGSX4zF+0a7Zn/WjkZz7dlaPjTaM5p71t5kNNqd6R8A7ci6K4L8h8fjQWpqKgBYDPUE+T5eJx8i66AsC0Dr07h3Uj8DQDtNSx2PNC7YDQasj3wmy4fDYcteynulYYCKfv7G95DP4P80AtnfkzwzdXCSLsp67bSSOi9ek/0j9ZvR6KLsT2kssbeZ/U+dlfzOe6kT9fv92nBBXhiAhZeX40n+mc+lfEKHZ/IoHAtpTCMfTp5eGibC4bDmDSU/lpqaivT0dK1vBYD09HSt25b64UAgYHEgKy0t1by41DNyPtPRBoCWfTgvyFd7PB5UVFToOnclxEMDd4phJCUlBf369cOHH36IESNGAGiaUB9++CEmTpwYUT4WMZSRBV6vVw8KJ39dXZ2eoBRcpYK6pqZGT1IA+rfGxkZUVlYCaJpMFGwo2Ml6WDcnMQ0UkuHn5GGdFRUV2ppcW1urrXKyHk6+1NRULSy5XC60bdsWS5cuxdtvv40NGzbA6XRiw4YN2gMMgLYUU9Cqra3VCgISEAqi0vjCe5KSklBVVaWFQQqVtCqyz6VSnURORnlwg2hsbERVVRUaGhr0IpTKh6qqKj0W9DYENm8gXMz0diPhpTGG70xCwYVMQxCJSXV1tbb0JicnIzU1FcFgUHuehcNhlJWV6U95ebkWJGk1lYKuNFrQuiwVywB0WfY3f5dGDo6Lz+fT40Pi6na7UVZWpgmVFP75bhR46YFH5RCNIw5Hk8FCCtE00JFoyWgXtpfrhMYQCuhUUtAI4/V69ebNOjiPub6kIYTrU85HbsBKKbRt2xY1NTUoKyvTxhsqa8LhsJ5LdgUVlQ98n9LS0gSo0o5DovQPiJ8hlBt+NIafdIyIpdCVv9kF7WgGheYU4NHuj1f4iVWfrEsKf7GE31jPsTNX8USqEGRmYgnEsl5Cjk+0dsh9Rn7ktWhCc7RxkZCRbLHKRGOiE1GMRJtzzb1rrDmwtcKqndltbl4kgmjvIhn0aO2w/xZLURML8fRRNGFiVxKAo2Fb8YAA9F4seT96OJFfATYrVLlPU4jlb5mZmcjPz9d8HD34uXfSY4x7IR02uB+T5yQPRO8+8hBS+cs2ezwei+MEeZHS0lIdVcxoDofDoSNXlVKaj+T+z1Q75MdCoRD8fj+UUkhPT9f8B/kq8nder1cbWOhd5nK5tOGFNKm2thYlJSUAoKMVuDez/2lICIVCKCgoQE1NjXaeIB9ZXl4elf8h75KSkoJgMIicnBw9fsnJyZq3Jn/CtlO5X1tbi+rqat3XhYWFKC8v104u2dnZSEtL0zxUXV0dysrKUFVVpb0AySsD0AYm8ncVFRX6fTi/OC7kbTMyMqCU0m2lcwuF0/r6em1YIP9MOYHPkfw/Bcvq6mo9j8hP0wDDqHQa3DweD9LS0hAIBPQY0lAhHV/YtxkZGXA6ndi0aRPWrFmD1atXQymF7OxsJCcnY926dSguLkZ6errmq1JSUrSXqcPh0BHknAvsY/LbKSkpuv+4/hj1IT1YpTKF+x7rszsgsf+kIkh6zMp9c1dUfm5LGmhHtL0caD6isqUy0erfUrTEX0S7HovnSOR5id5nLxeLx2nueXa+yz4ezfHN9vqa67fmeHn5bHsb4umLWLxUrPeKp95EeZRYc7S5euz8Uzy8rcGOwZbIwbsiHA6HdkykrsPunEgeUcpx/M1ubACa9jHykXJf5PylXknqhYjGxkaLk01dXZ12HKbejvXQEQiARTlOXpf6FPI7ss3U7bD98l1YNyH1gjLiRfKk0rFd8vL27BVS/pXGDzoZsQyNM3w39qWkudGcKdkGSSfYF/xIHod9Sd1UVVWVdjJPTk62RKtT38X+JA/OdlCHKQ1f7DuPx6NlE6UUKisroZTSTjBFRUW67VKny+805gBNDimBQEAbezg3qcdkVC7fS0YE8V34LP4v+9fpdCI9PR3Jycna+VymAd3VsdNSaV1zzTUYO3YsDj74YBx66KF4+OGHUVVVhfPPPz/uOihEANARD3V1dTrdEYUcSZi4WDigJAYUWBluz+iOoqIi1NTUWNJKcQHTY4kTw+VyISsrS3s6hUIhbNiwQadN4mItLi5GfX299vKXi5+e9VR8FxUVoba2Fu3atUNdXR1WrlyJkpIS/Pzzz1oxHg6H4ff7LYpmvg89GtkP0sIsIxOcTicqKyt1u6qqqjRBprDN/qKwT+Hb4WhS6jONFRcby1RXV+voGXr6VVVVaaFOEgsSBEnUgM1WYhI/uxJfejzSw42CIzcujolU7KekpGgvzIyMDKSlpSEtLU0LwpxDpaWlqK+v1/OAynlpeJEEhpAbnST4clOgUUx64nHcKDBKws7UcdKyXFtbq70UqDyRfcnxZhu5Pti3nB+0ftN4JY1f0pJOpQ6vc86yzzmnuQnSEMMxkoYdKgGkVZ0fWS89DqVhihFKnB+SWdiVsS3on4Tc3OWGL70sAVg2YfunOcVqNMFHKtult2c0Ya8lQVcyhXZjQzSBz64M5n3RnhWvkjweYVMyQ/xuZ6JkP9ghx8H+PnYmmX/5DMkAS/pnF/SiCb72sbAbD+wGITvz3hyaE/zlO7Z0rSWBO572xJpzLSlyElUUNIfm2htPX0YT3BNRcEnmf1fGtqKB9LwqKyvTvI/f74fL5dLGCwp45NW4x0n65XQ6tRGFinigqa9plGffck9ifex3yc80NDRoIwe9s7jGybtSsU7+hSmHpHJchn7LNlDgZaovpiEqLS3V+6lSSqeJoiOKNCz4/X4tIFFwIW/DdFd+vx9erxfV1dVa6Aag+WxJT+gQFA43RUnX1dVp3jc1NRWpqakWJxiCPA3HhRHVwGY+XtI8RnYzbVooFNKOLMnJyaisrER+fj6qqqqQnZ2tDSWM+mEf1NbW6ueVlJRovpfvyugSh8OB9evXo7KyEg6HA5WVlbpeOp+43W6kpaVp2aCqqkpH3JL/YmR5UlISysrKdNQN+TKuWY5dRUWFdtiprq7WhjA6oXDvkFG6qampOk2WHDMaMugMxUgkv9+P4uJihEIhrFu3TkeXULBmnUBT6hIZScS5Xl5ebvFcp8xD5YBd6cO5zPlJgyCNJjKtruRZuU5l6gu5Lvh8u1zGKK5dDduSD4x3v95Z2Bnt2lbPTLQeyZvZPbhJD2hM5Pzk+iWPKR0lKbNSTmO9nPesU65B/o3FS9t/a+l9thda4s221T3xvmM89cYy0sT6LZoME+9zm7u3pbbs6tjWcvCOhMfjsaTcByLXlJTZpE7LbkSQ95KXlOWkwpnPrKqq0jSAvKVMOyWdrCmfU38lI0Ooh6JDAuvjGpM0ib/Jdkt5V8qV5MVpbOF3vovkX0gX7dEzfIY944qsQ8q9EryXzlDk+3iP3amNuipgM/9F2izps5QbyKuEw01O+uSpOJbV1dWan6YTiDRGyfeRY0m+qaGhQTupcw6RR5XRvz6fD5WVlToyl7wfj4Cgc0woFNIR2TSSANDR1RwLmdJLKaX1kdTZUvdLXZzscxltA0A7V9EYVlVV1cLK2vnYaYaRUaNGoaCgALfffjs2btyIPn364N133404iKk5lJSUaCGESmvJKHMhAps9iaQVUyqEpVchJ7Xb7UZdXR3Ky8v1NRIBlmMEgcPhsKRboLAlU3BRWCYTw5x7dkuaZPJlxEJ+fj6WL1+uzxLgJPR6vZYwLYafczEzFRTfX7ZBevWHw2EdSi/7jd5oVDSQuMi0FGw3+4Z1FxUVoaKiAq1bt9bRIGVlZVo5INNk2RV/AHQZCjvcFABYxox9K62bVB6wnoqKCm0oqaursxi2AGD9+vXw+XxaicE+4PszXQIAnZ6AhI9zgymo7II834f9yWgmEl4aaDhnpKKS9VKYlwYB6eFIowRD/TweDwoLC+F0OnX+bpk2TBoFuSnK1Ff8zk3N4XDoseB9ADTjzvQVdXV1Wvjm2HJO83+5SXKsZMoPp9MJv9+P6upqvcmy7xyOpmgvrinprUhB2O5lsKthW9C/aJBep1yHktEi7Mx4NEV8LOFD0kjeY2eaWHe8AkCssrEghbx4hLZo72L/bu+jaPfaGUP5sdcj6aHdUBfLeBOtX8m0yrJ2Y6Dd68j+btKzxv58O3MomWB7vfIeeU2ObXNrryUhLh7j1JYgEYFRzi37WMSDLRVUt+Y9EzFk7SrYVjSQc06eK0aBgYpVmSaA64b7H3kjelVVV1drZp5RDjSU0HjC/T6aEEe+ksrwiooK7aElvbJkNCS98bk/ZmRk6P29tLRUO6PQ+YfCJvkY8nbcS+mQkpaWptMg0YOLAqBSSnvz0ymjVatWKCgo0BHIFLLIM+bm5uq+opKePA95NPIy0njk8Xj0s/hs8o/2qAb2RVlZGXw+H3w+nxbUZOQpI1VJG2tra7UssGnTJm2AoDMJeQ7WRaMKDQY8B8/v9yMcDuu83jJ1mNvttvBbTA1KvoNtJf/DCBbSVArcco5wjgGbPTPJA8oz/thupijjXk3+h/sCjSQulwupqakoKCiAw+Gw5LJ2ODZHEcv+Kisr0/1YWlqKUCikc5SvWLECQFOOZka/Sy9Z8smUnWgs4jogv006xQj/+vp6bWyxK02kXCANK3avTamA4dqUnqnSY3VXwvbiA2PBzhskuqfFurelPSfR/TfaM7ZEGW6vM9F9MlYZySNEA9dmtI9MA8c1II2HnNOS52MEWmVlpYWOSe9jyS9KfpLttX+3l4m3T5p7561FS3NTjl08z2vufeyyTzxIlD+N9Zt9Xtvb1VKduwuP1xJ2NP3bWnBtyvRD0vlQrmHyY9QlUaaW6y7aPJAyFO+VSn0qyqn/4L4pPfylgloaA2LJNdKZWjouyDT4jBKN9R52Q4Pcj+l4Qydr8ktsm5SrY+kQ+L/UUUlHdbu8Kg3O5L3sjqJSp+vxePRZhRUVFZbIXvY/s7F4vV4djV1bW6v57bKyMgDQejyeb0xaLw0vUidMHk7ycXJc7WlCyUdSX+ZyuZCXlwelmiJJGKlBfWB2djY2btyIcDisU9jxWeTtpaMzna0Y1Sv1bZQvyMOTh5RzmPNBrhuPx6P1xdTX2/efXQU79fD1iRMnblXIHK1jjE6gEMfoEclk2y2WAPSkZug/U3JxsOhxz/KchJykXPj0wuLh6DyTQy56Wuvk8+k9xnQOMn8zD/zmJFq3bh3y8/N1eQpznJTl5eVaWU6CRSImFdOMiKEwJhkxCrj0/iLxowBOoZD9WV1dbfGwpKBPxTQjK7iQNmzYAIfDgbKyMi3ksh+pFKeVUka4SCaO5SlwU/jhmRRUeMjcfbxXCla0xjJNg9PpRGFhoS5HwZZCcEpKCtq2bavzCvLsGR52yjknFYrSKszfZF5ouXlR8SEjh9iv/C7L07pLIwQ9+EKhkM4LTaGaChV+mAOQAjb7WI6t7Gc59/kb1xvbIzdTCvzsYxq/qKznplZTUwOv12vJ0y7r5eFdLC83E/sGT2NLUlKSPqRsV8fW0j87YglGdiOHZGDkdSk8SeaHZaTC3A67QTOa8BlrAySDFOt3+/qV7YwmKPGvNG7KNsh3ttcpnxntuv1ZsYQrySxGM1ZI45Ksz84USs8eCd4v+8bugWRnjGW90eqzv7PsO7tgLZls2WYyTlJAkMw6743VBnv7Yo1TNKWMfZ5ItCRM2n/fWsE72lySYxBtDtrbE+uavW655wORUU27MrYFDeQezlQz8vwuCiTcB9k30rgBbPb8YhQEeQvOt4qKCn3WBtNcSr6SZWWYOQ0nVGYzbRaNIVSSyZQJ0gNLCnxybvM6BScquMlH8ew5Kterq6uxceNGnX6JRgXyOHTUkMZ0/qWimym2mHJL8nnkWRkl4HK5tJBI4wbPAKFij/t1UVERkpKS0LVrV4vxlu9LBxIafnidfC/HnX1GHoL8rd/v1+PG8+ratGmjlf1AU2rb8vJyhEJNZ9+xz6UjD3lERnnzWeQzyONLxbzP50N6erolXZqMiOX8UErpCI+ysjI9tzgfJK3nmTNU+JNXYh9IfkjO47S0NN0P9C4sLS21pGwoLS3VfL6MIuHBnhs3brS0gfOSdVCYlg5FTEUmFRWkS+RtpXKDxkBGXnFeR9vHCakQYT3NKWx2NWwrPrClPUvyRy3thYmipf1se2BLFNL2MlszL5q7l4Z4ev7SIMz0jDQUS8OrpHFJSUlIT0/Xkf+VlZWorq7GunXrtNc3dQDMQMG0faTdgDV1jNSHsP3RFI+JKqu21Xhv7zUajX+S1/nblsyLaPxoovc1x7/Gg12ZxjWHbS0Hbw9wjdLgz7XK/cYuu0gFvN15DbAaTuW8lE51XMf2tKNVVVUWWi55fWmAIdhWmb7Tfq+kG6yDDkbSeZXf5XtRHyMNQNTD8Rp1R0zzLyPfZFvsewifQT6A4DPsugm2h7yGPYsFsPkcZ/le5BWZHpYGZ+o0GxsbLTIGIy4YEUyZgnwj9Z8AtDO3NHCxTaTZMvUVI8mjye/sT7aH5yLW1NQgOzsbtbW1KCgowKZNm3Q64MzMTHTp0gUbNmzQfBudihi9TRlCOv5TduEclzp1OddkwIHkbaWOVsoxNJLQcY1G/2h6pZ2FnWoY2VpUV1cD2KxE5kDI/G0kYkyjRA8NpZRWnlOBDGwOoZKHA9FjjpPaPsGlUUCGinHAAasnNsvJw7WlICSZGQrhPC+Ch2tKZQgV7ixPjzEZ1kVrLRc8JzSV9sDmSA+pyJHCN9MO0JONxghObh74QyUE205hipZTRlvIAxnZj2TwpIKVhIX1SaImoxZYDyNxJHFxOBzaY5ELl/eRiJNAkFDSuk1jQ3V1tU4LlpWVpQkyD5eUB5BKpSjbxo2J70aBksYN2Q9sM9+VYH0Mh5SRQAC0kY0COz0E2ad8VxI9/i+9G2hJtm9cJOB8H64F9rGcVzKySCqkZPo79lc4vDkVXFVVle4XuQakMM21yfkqI0S4GcZSKO/JsDNLchOLBs5fIDJaws6w8a9kWFpStrMtdkV9POWjMUh8n1hKcfldGl2jPcsufEjmMpaAL5ksu/JF3hdtg7cbcOzvGWusWhJ25PvZBVq7oSTW/bK8XVCOJfDJuRYNUhiX926p8qSlMeTz4plj8t5o7xTr/Zurw96PLZWRz7W3Id6+iUfQ3xvACAryYUytJD3KpBKWRhAKg6FQCD6fT++DDodDpxMCNqe1opI+mvJEjnkoFNK8J/cpOrpIJS0V2gB09AT3NirrZXQn00Rxf6X3GfnM9PR05OTkANjMJ5CvIb9AJxl6KZOXpbONdFZgNCaFGDopME2p3RmGc5dR0KmpqZp/owddRkaGdpjJyMhAY2MjCgoKUFVVhfT0dIthiu/GfuH7kq4wRQD5BrbL7/ejVatWOo2XdOSQRizy35KvSU1NRZs2bfT8Ic/s8/mwzz776JRUbEdjY6NO4SY979j/NTU1+uw48kecL5x/pFvyvA0p5PM7P0yvIBWsks+lcU4qSWggZAQOnVUqKio0b8iIYpZnGTpBUVaqqKjQfcZodN5XW1uLUCikFQfyzDfJZ5Nfk3Ia65QOMFzL0mFG7qFyf+GckUokzu+9BdH21+b2g3j343iUri3xT4liW9cnkajyn8+XH7m30AhCAwgNz/xLuYU0WF6TcqL0zs7JydHnYFL2pdMbPXhp0KysrERRUZFOUc13k0549r/xfGT/N9eX7B97+XjmXiKIdU+8z7QjVtktrSORd4r2jFjyir2Po8kQBtsW1BkppbRehZApnyTvw/2W+xJ5MClP25X+ci+Uexy/835+WAd1P4A1OwHbInVY1IdJA4dcr5KOkU+SfC4jRyTdk7pOtoHfuddLZ3Lyz3YFu5Tt2R6p1yQfLnVH9nGSulAZecH2kj+hzow6I/JWSUlJmjfid0mz7X0mDR/kkcjTkZdSSlkiYQFopw/qXqU+j+9HnpXO9LJP5YdtKS4u1u9ZVlamDSB8n06dOulo9XA4jEAgYNHJ0kDB+SaNTg0NDdppiG0gPy7TavFeOQ523SHfVf7OqGbyxruKQ/NubRiRimt6v9MixslIAYdKZ0moZEoiTlTem5SUpEOJlFKWBURmRjLrnKT8Lq1pFDSkMp8Kfns4GRe+Pc0RPU0CgYCum4SRlkwKRGTOGN5FYY6CDp/LeikAyugI+1kfdstvOBzW90qhkwuf1mEpiAaDQS0gMhyQ/cjwL46nHD8SFZm6i4uQi1cpZTE4AZuZQmlkYZ9SycBoBaZs4hhKCyeFufz8fFRWVsLn82nvOhp7pAcm50MgEIDX60VdXZ0uL/Nr0+uRfSk3CioUKGxKwsO5wf5hf5HpZqQRN3OmAZFKN9mXUnjkpsQ+tlvVSbRpSbYbluQz5JwOhzcfCCUJqCzDZ8oQQraNGxSfL0P35FhxA9/bmMWWFNXyN8lMSyYuGuz9GEuRHK/yPZoQYW+PZIykQpnzLZryuKUxj9YGe/vtgl2sd4+m8I9WHtg6JXmsOu3vlchcj1XWbhRprrx8Dxm9JetJpB3RBGr78+I1HpB5a6k+e93x3NfcO8R6RnNCrnx+c/VHmyuxrm1L5dHuAu7jXq/XwrdIZxfupzIsXvJ2Mk2nUptTcHKt0gtNCsTk60iXpGKLhgwK106n07I30cBA3pVh5mwPlcPAZmcH1ldTU2NxSuGhjGvXrkVaWprOOexyuVBSUqL3c3ov01BAPq62ttbijMCoiKKiIv3emZmZmleTaZ8AaN6JgiTHhJHYPp8PeXl5mlY0NDSguLgYGRkZyMrKwtKlS3WEBwV00pFo/U7+ne/kdrt1tCz5sNTUVIuHNiMlpMBOfo11MmIkGAxCKYXi4mLN90iBlIpKprbauHGjjjZnOl06Jsl0ORx/p9OpI9V5wDyNSXx/8mbsc5l+h/NNnrVGwZ+RI5WVlQgEAvpMl8bGRp06rKKiQked0MhCoZ7KXc6rxsZGbNq0CevXr9eyA53MlFI6ippGIDrbMP86ZQfpaUu5jeNDoZmyEMtxLsk9Xzq+kEfkdzrQcN2Tt9+VPBF3FqLxN/HcQySq9I6Frd2ftvT+LVVey/s5R0lD+OH5OFz7pL+Uy2VZqVi0y0rkBVhnMBjUB+tyX2BEFQ2VjY2NSE9P11FtNDJz/5K6CLvSinws/5fX7Er3eHiWrZW57GNrry+RsW+Or2ruOYmskZba2xK2h4yaqDxgYAX5M0ZwSgWulPmkMl7q8OyykNR/2GVZqQNhecrjdtmUuh3yiFIvJfU38jnUpVBHJ/UqALTjAH+T7yXfTyrLpdFGto//s+0yYo28AQ22Us8l2yz7hfoiGdFKfRCjNqj3Iw9H/on8IrDZIV1G3kg6SJ6K8gMdPZhVhzwYndMZnUEHdMDqMCmdqGhkkTpQ3i/nBuvnuBAycoU8K/soHG7K7EO9Xn5+PkpLS7Uuk/x2RkYGOnbsqJ8lz3gmb8k+pL7Y3q98J7aVYyTP/uMcl0Z+6fhDcH9jvfJd6VQEQDsb7SxatlsbRgBoYUOmwOLEl4MGbJ5QUuglcYimFJKe9pI4SuGEinwKswC04MnnkXBysjCqRR6GKZV10pORBIphUfwwbzU9qrho+HzpPSWV2ySoJLQUgtiXUgBJSkrShhUZmcF3oqcX+5gh9kxxwP5km+mpxr6VYVY0qFBpwD5km2T4mzQAsR4KSHxnpgUj0ZdWaqk0Yf9wPHw+nz6Xg/dRUcJUDFVVVZZzZxwOh75X9gfD89LT03UObR6iKQm2ZLpJCLkxSOs9wWeybXx3uyFB9g0PtiehklZzjoOcQ5yPHG9ueJzrbAcAveFSgOf4sk3SQMXNicKsNA6yLOcBAL0WpJGTQoJ9vfJeKgn2NtiZeskkS/piV6S2pJiV3yWt4rVY9cjf7O2yGz3skOtT1mP3vOHvMoLFriCWTKi9L+ztak6xL42HzfVTLERbw8SWCu7NlY2nHrvgK/vG3k+E9HSKtm8mingFWHk9ltAs/9qjmuTvzc29lq5H4xNkP0Zba83VJ4WlaPVLnsZ+f3Nrd28RkJmSRB7Ezf2Ua5p7E4UB8gPcj6RDC3k68gk0mJCPoXODFOyo7GU5uT9TAQxsNqakpKSgvr5en1FB4wb5TZahQt/tdmuFl/TQqqur04ezl5WVoby8HGlpaXC5XPp8kZSUFGRmZiIrKwvhcFhHCRDkNdhvnDdU+FEYdblcmmetqqpCRUWFTtfK96RCnAeS89yOdu3awePxYN26dQCgo4sp7BcUFGg6Td6EnmlMaUXDB8eRfEBKSgrS09NRWFionXwAaKMEx4E8IbA5nYI0xDgcTcYz9hkVlLxWVFSkPdzIsxI1NTUIBALIysrSKWdlmlmpWCFtSk5O1qm7SEs5TxjFzvnJPpUOVmy/w+HQfC7rDYVCqKiosJzbxtQJmzZtwqZNm7TsREWA2+1GVlYWkpKSUFhYqPmtoqIi/PXXX8jIyNCegkVFRUhOTkarVq00fWKqLkaL2JUT5AmlcC3HQa5V8s/SiYn0nHPU7nkJRO6xrNsgNj8mf9tez92R923LOp1Op1bQ0dhLowXPo6QRlnNe0icpk8lnS6WQ5GFp6KURm/uAw9HkPc1zHGlopfKrsbER++yzD9avX4+SkhKsWbPGkvKR9Ir/272vJS8t2yodE2X7t9bQtLsg2lrZGbKl/ZnR2rA3yrzbCtRDZGRkWPRn0hBAnoRrxC5rSP0V72MZ8ntSH8h1JeWHaMY26jNkeflcuXblWpWp9aRxg7ypzJrCe1mPlGf4TnItsC7yA3wvvhvLSfrD/qDeSfKb5A1kSkGpp5P8uNRdybZJ3iKaTCYjN1ivdMrgOcIulwtFRUW632hs4F/q5RwOh3YKqa6utjiCk45LmU7KpDKahrpi8vuk04zkIH9I3lBm4yHf53A4dPos6sNLSkqQlZWFHj16oKioCHl5eVizZg2WLVumHYboPELenW1hOznW1F2TnwyHw5Z0qrL/5fsCsER8k4+Xa4dzScpUaWlpCIfDOiuU/Rzu7Y3d3jAiFbAMXeVASsulTL1DZbFU6HJRc1LaU0pJpl0qje0EiZ5LUjlNiyDD6mWEirS0yYUt0djYqMPXaXSggB0IBCyKfPYJiTcnJS2mJGb8n5NRHujI9kuCxg8JKr/LCU9PNKl4lwqH/Px8lJSUWPqB9cg0UkopyyHfcoxoceX7MlqFuZElsSSh4u98H8DqhckyTDXA6JWUlBS9+GUqKpmfnJsMFS1yzlCRkZmZCb/fj7S0NPj9flRWVurzZZhiQqZzkwYPyaRGE2qoWJBhfZwDPDxKelryXUkYZdi1fL6cl1RMcJwY7ibXiPTM4wbA8eNGwnVCC7hct9y4kpKStBWc85TGIrmmpSeU3fOA/be3gvNfrlvSAwlpbJD3ys1OKmUlo8G67Myh/Xq0tgHWkF97vdGYQznOdgGf4PPtzF1LXi6EXYku+8ne/uYQy+ARD6K917ZCS/VyTXI9yn1CMuMAtLe0pJ+SKbcrXeyIpvxvqb3Rxsxe1j6fYxkPogmazQm/dhocraxkBmV5+/PjaVOsuSjL2ddttHbvDaCSit5lkueh0limTSK4lzD9EhWxNHyQv3G73ZY9i/fZlV5SWc39kHuRdDrgOWVSsCCvRr6HSjAqmyWfKT3rKcC43W6dDox7oMfj0Yq8tLQ0LfQzVReFPadzc/QKeSrybkxH6nA49NkkTAsmz7ojn0HeKS0tzRLdzHelwjs9PR1t27aFw+FAcXExAOj3oDFAnl3CqJRgMIikpCQd5cK9LhgMwuPxoKKiAsDmiGvpLSiFUs4LzgPyxeQLyetw7JgagVE4ZWVlOi8zlaaMqGUf0gDHNtAw4XQ69fkB0lGFvK7kw8mrSWUsBWKZGpZznvy53+9HbW0tioqKNC2vra1FcXExCgsLUVpaitraWr1u2IZgMKgjuMlbFxUVoaCgQBvweKYeDV/k6aqrq5GamqoNOFwnSinLXOMY0zBDhQD3EB7snpKSgsrKSotygEoimfaOa14qgDiftud+uivCzqs1t18B0fcN++8t8XLRlMfRvm8PNKdQtF9vqT2ci5RDZIosrnEqhpjWmgZLGlGlUo70WsrRbIedR5VtoDGQ8huNJPb6pIGUbWaOfJ5JwjN/uHa4jqSToIRcs/KalN/skPMr1jjIsluLlubdtqg7FnYWLWnuufa1uzfLvonC7/frvVn2nZR3eJ08kTQWyDUh9R4sL9es3VhCSH5e8vS8R+6vMoKCbZH8IP8nz8b7yY/YeWQafeUeK+Vr6Vwk9YrkadhuqcNk9hmZ9YblZMSL1C9Q/yPrJB0kvyAdaWUfykgL8lSA1ahrN5bY90ny2zyfjwYDGryo95WRvORByCuSf2Z/s6zkPZm1hzSd99uzzci5IP+yHpal801qaioyMzNRVFSkZYGioiJkZ2drvpSR0HTqdrvdSE1NRXl5uZYVyG/KseYew6gantsn+5OQkSIcIxlIIOe2nP+yP6XTTEZGBgDofYz6+e2N3d4wIiMDgM2buBQgSSikdz5gZVBoDZMee/Q+44TkJJHCMOvjQmPYGieI3ZBCgZKCpEzLwA8JjxSUmCdQhsEB0EIkhRwZdk9ltjTaSMWXjBaQC41CTU1Njb6PbaGCgX3ARcfFTc9CMolUvJeXl2P16tWorKxERkaGFtJZl1QQUNCTxg8SAFpKJTHn+HOjYJ9QSGQkC7A5tE9uGlywrEseliTbwg8Pd5VKY7ZB5kSsra1FWVmZPn/F7/drbzqXy4XKykodVVJSUqKfz3lAZYBd6Sc3Eo4l5zjfg30pDVQOh0PPCbaRYyZTotk3E84HzuHGxkYtKEgBgMK8bAufxfnOd7CnNKESRIbscVx4nzSgyLGXm97eJgjbYbfaE2Ry5PgCVqbCfk8sBtvOfDcnhNthZ/7swmEshTU/0YT8aKGZ0qBop7GxlNqx0JKgwfQJpLtJSUkWD3YZ6Ue6LQVlqdzhNdJX2Wekg9LIH0tIlOkbSPMlgykFf5aXCjzJYNvnFMdBKvNkLlsykmQOmV+W7ZfnNciDRHldejbGCzk3ogn7su3R+quluvk3Wj+0dF9zkPOxJaOi/brd41P+bvdQ3ZORm5ur5w15LjlvqRDifAQ29yV5EKZgonJd8o68l/s+o5Mlf8B9SxpeeC+fKY0qNMKwDfQ4I7/JAx5DoRBKSkos56jId6L3lsvl0qlKU1NTkZ2dDbfbrQ0eDNVnFAjXF8/hYL/V1taipKQEgUBA83FMrUVegEYOKtTJZ5FnpAKRY9DQ0IA///xT58vnuuZ5Ijk5Odr5h/SksbFRKx45rhwzRu8GAgEopfQ7UonJPqZHXHV1tTYWyLZyPsj0TJQFaOThuDFlaigUQllZmU5nQ1pKpxfOiYqKCp0+lXUmJydrHpFt4VyUykeOFYVo+zkv5KV4gKZM6St5yPr6epSVlSEzM1M7+RQVFaGwsFCnTODcdrlc2uhSVFSEiooKbdDYsGGDduaRshb5NUaCsx+kUYpyFB2myPtyPyM/y/+ZZjcYDOo1zfe1H27K+czxknKKXNt2RcqeimjvKGWH5u6J9Xs04/vuhJb2aII0NyMjA+np6UhNTUVaWpo2BpM/kiB/JQ2cMtpQGsbtfWc3NJBmMWrQ6WzKVlFZWYm6ujqtwKWzHTM5UNlGZVheXh4yMzMRCoVQWlqK/Px8SxoaGfEv5UHymPa1IvUdfJ9YxpFtjV1ByW+fP9Hasz1pSyyDU6y2GLQM8lFcU5TJ7A6V0hGT+zKw2cEUgIX/kbyffBawOQ0qaYR9X5J6KOpM7IYaOrtIQ4Q0clIfI+UIymny3UirqLinYwKvyWhq3mvXd7Kd7A+pdyXIX9hhj5ZjW6WzONsp65GOyKSdkkeXujHqmNh28vbhcFjrNaWRiFHngUBAO3tI3p88HN9XyoR8RzmP6LQu9wBpjK6srNQ8HfWnALRsIGVZ0mc+h+NC/kyegyeN+j6fD9XV1ViyZAnKysoAQKfSYjYg/u/z+VBSUgKn06n1lH6/X7c/JSUFgUAAmZmZFgckzgm7Uwrnpl1fx/diX/L95JyVhhHWx7Re5FHl87cHdnvDCACLotyezooLh8ozTlLJmPN/mbKAwgkFGTlRZSonMjOSqeHzGGZWW1urc/dS4OH/ZO5JdLlI7Mp2LmgKuykpKSgvL9fvSiGOgiIFZtbD/yVxZlSLjCgIh5sOwnY6m3IkcxOQihbezwnOBUAGkco3EjQKzFVVVQgEAkhLS9OEnso6EjzmvuPCklZftp9tZvs5HmwXPSf5ThxnwJpihZsVhc9wuClvn9Pp1J6QJAzy8C1uJCSADofD4jnJZ1A50NCw+YA8Eiz2scPhQDAY1O8pFYsk6CS4dkaa89nhcOhUHOwjGhrYr9IgxL6jApJjJomQ7GPWxzYxXQb7m+3j2pDt4HX5P3N3cvPlO9Cjkm2SOdm5LjjvpJKbCiKuT7t1ek8H55u00svr7BeOPX+T5SRTJn+XGzoR7X/Z9wAi5qksLzfIaO8RDZKWcfzlvIpXwR1POafTqQ2ZTJEnjRwUllNTU/WeQYUjBVTms+eaIGNHuie9Kqjkkf1DYzU9fe1GCtIwabSQz7K/D9eTPUKMij3SXjoGANDReXLOSCML2ycNV8y7KiE9gUhPpUc928321dTUoLy8HBUVFVohx7yoMn1NS+Nrn+P2ucI+jDUnol2PFtFkryOacU+2L9bv0d5BXrevb5aVAgHfa29QBBK5ublYt24diouLtdOJNJSzP2jAkAZi8mOVlZVaSKGilykvKUDQGMA9nfuzNPZROW93PuFaleHwVBzzzAauC+69FN6ZwpNOFxRoKaxL3kYphVatWqFbt24AgMLCQmzatAlFRUVISkpCTk6OnvfyeTJtEZ13GH1NgwmwmZZQIS3TfZJfJt/IfqqurkZZWRnatm2LzMxMreRmaiqfz4fs7GxNb7ieGN5PGkejMA1IDocDRUVFOsKHAi6NWNnZ2Xoc+Y7SGYY8CN9DKaUPIGcbAaCkpETPBUYlS+82l8ulnX0orJaUlKCkpESniJXOIHwvmVea+ydlBqaQpUc6lbQcZ/JrlZWVmteUBhG2uby8XBvrS0pKkJ+fj8LCQosiBGjyOHQ4HCgsLMSGDRv0OBQXF2tvPZ5LwnWVnp4Or9eL9PR0nXeb4PtS+Sqja7geuXdQsKeSl0ojKoVp+CC9k04Dch/lh+tb7rN7uxJR8lvN9YV9j7LvV9H4tpaMD4nuRduifHPXZPtpfM3NzUUgEEBeXp6F76PiUMrk9v+l57BdVubzuDb5nXwPr3POynspU9bX1yMtLU3TBukgw3XA76RxwWBQXydfZzeKcA3K9UQFK+ka6aM0+HAOSKNarLllnzvRyshrzfFGLRkootWXCGIZYpp7p3ju3xaIh0fdm3i+LQHltNTUVL1WpZwq9QZSVxbNqECQn7DPbXt5uVYkDZHzXho8ZB38jY51UoZk+6SzMgALf8h1zvXM32WGGeo4pX6U/BvbTz2LpId2Zy7qACQ9Yx/Yz/616x3I/0TTAcj+sj+b+z/5OCrRJW2VcrN8Pvs7EAggNzcXOTk5KCwsjKBt7DcaZygDNzQ06LM+gM3ZVigHS0d59h3LclypZ5TRuwA0n0s9GceF6WHD4TCCwaDmcdeuXYvMzEwtP1RWVmLp0qVYv369llPIbzMzS1lZmR4b8psy/RnXCPUeqampWpaXejg5r+S4SL0FzySRYyj1fJyPMjKL/SSNjpTTAOiD4be1vm+3N4wwd5/0mqKhQR5AJg0lHAApGNCK5/V6tac/PbIkIyQteKxD/i4tl/xf5p7z+/061IyLRir3AWvUC4UvtrGhoQElJSVITU3VzI5SCmVlZVpwozcYn8M0WQAsSndgcyomeg7SWGH35pKRAJIoUUhkv9qVtNJC2LNnT7Rq1QrV1dUoKCjQynkSb2kAsYcKylQUALTCjkRCEnJGh1CpwTRbfAY3gOrqaosCksSExEkSQz6DSnweMsk+IwFhf1AZKBcxx7yiosJidGEevfT0dAQCARQVFVmIkdz02J+SCafxRBqDJEGSxhESLraV40yFEIkShXbJBHBMqPSVh2iyXTJXOcE+50ZIAwgFeiod5Noik8L+5rxg22X0l1yXso/2FsgNhJuI3CjsinTJmJG2SHomfyfsQkk0Jpxr3s448n5JK6URxG60jfVsqfCPR8i3gwyNx+PRER2BQEBHcdFgSaGYyn8qsshgUunH+Uk6zPcNhUIoKipCcXGxxVDBdcg0JHZDEI2NpA1cv2R8ZUQKx1Eq+qTxSK5x7iWynZK+kQ7JttIAQkOFZJhJb2Ted+417AMZnSgZUrkncL7I9BVkvrKzs3W76CHJT1VVlT6Aura2Vv/P59vnCP+XzK6cT1sqULakDGpJYWRvV7S5bF9PdkZdKgQl9ibjSCAQgM/n0wIKz7eQfIFcb5yHXL80PPp8Pq0ElpEGPAuE93BdANDrkUpdel9JQZTKKADamYbRAHK/5boiH0P+ISMjQ6dSkMKrjPzgc8LhsFZWp6SkoHXr1rpfSkpKtDJb5vuVHsV03CBPxqgDGoaSk5N1Oqu6ujrtfFFZWal5RK5Hhu/z2Xl5eaiqqtLGhTVr1ugxkqnQpIIcgOabKVRSgAOA/Px8fUAxx5MGaofDgbKyMjQ2NmrDgtvt1oYwoClqhTwWx4mCJvu5qqpK/8/xoaGIisvs7GwEAgGUlZWhoqJCGxTIO3PucQ+hcEqhkM93ODYfaknjFPckqZCg4Yb91KpVKz0PeL28vBybNm3S+0p+fr6O/uC+wz4hH03HHI6BdABjv9BDPS8vD1lZWRERz9K7nnKYnYZxDPkelDOYOoPPo2OTdG4iLytlETsPIT3cSQP2FrSkuI2lhAZaTnsp7412PRqae15LkHtjtP00kTrt+yzpTjAYRLt27ZCeno42bdpoJ0ZpIJDOZZxfnJcy9TRpENe6nHeSZ+XcjKY05VwmXeY1Se+lExr5eqkUpaMc06MAm53opGwgvZztDkty35TrKxpvE03mam4eSiTKw8t1bq8v1jyJp15Z/5aiufub4/Mk4uED46nHYPM5Y0DTXs+1J5XpXBNyT+FY8btdL8H1JvVewGbdC+tgGeqxpA5GrjOpWyOPR/C6XKNApLMX+Rf7vihlBjrrkkZR92iXzcl7yfVOHtOu8KZu0773si1S5oy2R7M+u2GYNE46WUsnXN4rZXLKydRP2eVmKUtTh0o+gxERMjqc+mVgcyQIdW3l5eWa95fOjVI/QP6H/UkazGglyrRyrko5g7wbZWRJ//juTG9aUVGBpKQkLf+Ew2GsW7cOVVVVyM3N1fOWRhvysTxkXjqlVFRU6LkjHSEdjqbUt5RFOP84Dzj/2T77OuA+xr7g+pEGK84ztoXzi31KHjoUCunzFbmfMpJka7HbG0Z44HVBQQHC4bBOAUDBzeHYHA0gBUBOMHYkPfP8fj8CgQAKCgr0AEgGhMKLJIBSAJYEjkIPhScKbBQe2QZZv0zdBVjTqFCIkKlJAGgFv9Pp1EIcCR8JqgxftyuqpSKcBIWCOz3e+Gyfz6cFRAD6Oie2fDe+X0lJCdq1a4ejjz4aDocDa9euRXFxsRbMSZgcDoee6EwjBUSGGUriTaOTJGQUyultTSJNI4adGeUYSK8YjqU0AFHYthuFWA/7g/cxaocKDypc6NVYWVmpPfPoaUqPOr4PBUMKqTRiSIGRxKOhoUEb/dh/dmUq308y+AAs56ZIJYskcLxPHoQkFQrcqKjk5LhJQsb10NDQoHNRMzWJVBaxLVxvkumXQgU/0ghq9+rYW2BXOtut6PYNi98lPbAbHOzeK9EUzPL5dtiFZ7mm7QKM/D1eodsOrhkyFTwgk8ofhswyBz6jPqiASk9P1/NfGhW4b0iBlQp6rk3J1NFrWDK4pO9UnMoIDqfTqT2ZpEFB0nsaYmXYNtcj16B9jXMNRjPo8zoZbjmO9O6VtICgMcRuQIvGUFPwkPNJfsgYkV6TqeX/pOlMc8F91W4YIS2llw37TXoxtzSPEhFc4xG87XNbXttS5YBdgJH3SiVMNGPJngqXq+lA7IyMDGzcuNGSksmeJknOW6lIJg9TVlamo74YWk9nCSrIJE9Jvof0Vipv+UwKRtyb+UyZs16egSJ5EKmck3s21zV5XBoxysvLUVpaivLycuTk5KBr166oqqrCmjVrUFNTg+rqagSDQe1RTM8xRknT8FFUVKTPp2AKgpKSEr0OaQxhG5n2hTSGzh9t2rRBOBzWzjaFhYXIyMhAVVWVjuRwOBz6YHg6NjGVGI1SdBIhr8RxLS8vR0pKCrKysrTASh6qvLwc5eXlms6TxgLA+vXrLZ58NMqQp6yoqNC0kV5pPDOlvLxc8zR0SCKvUlZWhsLCQpSUlGiFv/ydfJ40aHO/YkpBzh2v16tTdMmzV2TEHfl2Gk8YocNc2eyD+vp6rF27FuXl5QiHwzrql7SW48PID+5xMrUhZYNQKISsrCzN6zmdTi13AZsVvNz7KCtwjUhhmLRM7rdcm5KPIW9LXlAqrLkmJc2TPOfeDLsSuSXY+b3msLVK5B0F8rycU0CTEwrpY5s2bdC2bVttEOH8p7euNE6QRpPG2Gm6NFTI9UG6zbktdQiAtd/lPh4ON6Xlk5F9dhmHdIrtprLM4/GgVatWSEpK0oZg7icynYzduYZrRjqFSr5crtF4eaaWxieRerb1vIvGp8WDWHxgS+1LpP12mibv21v4u0TAPmFaUem8CmzOIMI1I/cs6WwWjb+W8511UV5zOBxaZ8RylJmiycxsBwCLjGSnUxx/GjNIk3gtGi1QSmmFuowu5jvwL58jI0lkf8g1z4/Ud8loTLbHPhbcu4HNjsF2OUU+g/Ka1APRUZA0jU54kqemnCids/kb+UnCHpUiMz6wDmmA5rNYprGxEaWlpdq4Qj5eyuGU6+lgIyMxmH2CzyDowE0+i/KLNG5JmTYUClkcOum04vV6EQgEkJ2djTVr1mi+zj7v2Pdutxtt27ZFQUGBTtEoHaXYP5LHlZFIHFuOg9QPcO/k/kV+jtfk3ixlNDn+9n2G48O5SxkiFArB6/Xq8ZF9myh2e8NIaWmpVnjxUEAOEgePg2VXFtCiB0BPwJqaGr3IZNSCtIDyu1T6cuLS85ZWaiqy6SVHSxytd5zsknhIxTIZKi40pZTOXVdVVaW9HAOBgI6UoRDNcrRIsl5JaCUxpjWvqKgI1dXVWmhmG6Thg8p2qdzj73aldX19PTp27Ig2bdpg7dq1yMnJwaZNm7Bp0yZNsMj02dtH4Z9Ehf0slYMcSzKEjH6hYcDh2JxL1eFwRHhHk0iyfqlwkCnYgM2KV6fTqYmI9JxmWc4rp9Opvf14lgfbT+LN9y0pKdFzih6U0uAmjUNsm0zdJhUx9Bgis05Fo2SsJGHmPGCfU0FBw5h9Dsh+4//SAsxD5alEkkK1VEhR6SEVVZyncv3xGVKBLwko3yGaIndPh9w0pDeHnbHjvGH/2a9LZsyuyJXliWjf7cy7HIdYwkC8QpGk5Vz/9g+ZJ6YfyczMREZGRkRkCBVrUjnjdrsRCAR0GhSmbqLikDSa60pGUkiFpV15xXlJxrZbt256A48WmZWRkaG9sktLS6GUQmlpqUUxS0Uu8+1LRpG0ShprlFLaqMLv0gBkNyaS0Sfjzf7i+FJhxvaQgSITToZSesuTfknDP5XApIEcEz6TdJP59ckEMv+p7FsaSCoqKvSnrKxM0wNpLIo21+zXYhn+oq0Fexl5r93oZH+WrC+WwcS+Zu11yfv2JqMI0MTXyPMXuGdRyS0FKkaBcL+mwZTznbwf1wvnX2pqqt5vySdxv+I+Lg2oVCbLtSp5TK4FRk6SZ2OdnK90DJCCL9cODab05EpObjokfOPGjcjNzYXX60UwGET79u1RU1ODwsJCVFVV6egL9gF5FSrhZAQznUECgQBqamo0/8o9mo445Jlo4KEwtnr1aqSnp6N169b6nAsAeoxat26t09jIviGdLikp0e9OXo7vKscPaEoHRUMDD+6W0bsyAlc+KxQKITMzU9NcOjEx2pjtZtROZWUl0tPT4fP5kJaWpqOKCgsLUVxcrGkOAM3L8awUOsZwjnCPoPG+rKxMz6+0tDRthCLPKdPr1NTUaEcqGppSU1O1YYftp0GMB2ay/wKBgI6Wcrmazi/guSgcT+mgFAqFtBMW35sRJvJwdclXylREUnnL9SOVSZIHBaAdA6QDEvcernXeL51p5D7DPWxvNpBsiRI51j4Vq9yWPifavduqTsAaOcm/5A3bt2+Pdu3aIS8vTytSOe/pcCflfMoyUj4nr2Lfbzn/5b2SjkdTItr5ANYp14mUv+w8gyxHekGZWMq00hmG+4scbykHSzneLj/YxyfW/IjFV0Ub53iNBtvDKGeXh7Ynmmt/S78BsSNjtnWf7C7gHpOXl6flFClb2Y0NXEuANf0Tf6esyTVA+UfKD6xPym/RHNCk8leOF/clPj+aQUTWS3rj8Xh0ynnyflLXyeeSz+B3PoM0i3IsdVykBVIhLY2kbAd1f6Qj5E/I9/FZsl/JT0qDBbDZ6VkaZqTRh+2RkdmkqdIYIiO02Uby7+wjSUOlAyXpOnWDdC4ibwXA4phDB2c6BLG9NJwopSyGdabW5fjSiZdtAjYbqOlUTpnB5/Pp6G7OMzpE02GaOmv2H88DCQQCcDgc+txA6gApm3BupaSkID09HUoprFq1SuuQw+Gw5g8zMzPhdDpRWlqqo7A59pTz+T/nrXQKkLoWyRtyTcg9zD6PyffTOCUdplkf5wrnAseTDpOc3/FitzeMrF69Gjk5Ofr0eg6kJDgUeCUhIaOdmpqqFwMVa1ws7HwKkfwuiSQZDFoNAegwIwpfVOhIJTMJBAeZhztKrzBgc1oBGY5Fa/DGjRu1Zayurg5lZWWaGZIHeUplvlSEAZs9jquqqvQEpFDF33k/BVBaRuXGwcktPZ0pVGVmZiInJwdlZWXaU48LWPa5UkofEsTfPR4PkpOTdZ5ULjgq05VqivqRucOpJGGoG0O3SJRkOB3HiONFQYoWTkmo7YuebaYgS8Ulx1b2HRUtjY2NKCsr02OQk5OjhT/ODXm4K+cf5x2w2VNBGh3s0RWy7VR08KAl3s/Ni8+QnpYyDyIJNfuQGwPnp4xIYvo5vo8Uktnnch1xnVFBJN+b60oqjPj+9hRm8hlUDu8twrDckLlByDUJbE4jJTcmIHpKKnm/nQm0wy5A24XElu63P9terxQqqSziph8IBBAMBpGWloa0tDQEg0GtYJLpr9gOMitlZWX6DIuKigrtJet0OrViSaZS4VzimpZMqjSqSqaZa5P9LZWoXDssQ89oO1PINZWVlaW9TGisXrlypU7n4vf79bpm+/x+v6aLHBPuV9JoI9sp15Okd9Ljl8x1SkqKJZqQKSV4DgvB+mRIu1zjZHSkQM5n1NbW6oOe+SFzRGU3vWMyMjKQm5uraQ/3n+LiYn2YsDyzhIb2luZmc/M0lpGCkJ5aLT3DbtiwP0MKTlzLgDVNIe/dm4wiQBPNp2MMUzNS4CNfQOcECgXcp4DNyiCWS05O1udskAbKPcbuaUg+Tgq+5Kuk4wFpEL3fqSiWXmqSN2Q9bBv3PD6DThl8VmpqqlZSU5GfmpqKnJwczT81NDTlROZB3OR9pOchaYhSSp+5R0NFKBTCunXr9BovKyvTtJIKe/I9NE4kJSUhOzsbNTU12uGDaZSosHe5XDr9Fw8bZv9SOJTCNgDNR5I/ZHsBaP5Q0kRGi3i9XuTk5ADYfEA3AE2L6V1NvpwOLdXV1SgtLdX8GKNvnE4nCgoK4HQ6UVlZqT33SGuUakrH5XA0nSfncjWdnyENI5zHbKuklzIKhmOllLLw+FVVVdpIVVdXh4KCAm2EYgRRWVmZdhpgP9GJRSpyWEd5ebmWp6ShjCkouddSASUdE1g/x4tjx3LyrATuDzKlhDRoyFRcnF88E0UaI7mOqCSSihu7InpPRHOKUrk/RFOsxzJM2OuJ9rtU4kXb53aksta+j5IvpiyQnJyMDh06oF27dujXrx9ycnIQCAR09G9JSQlKS0v12qE8Tb6GZ33I+VxZWWlRbgKbU6aQvtg906WyiJC0QI4l65F0Wb6r3DvI2wFNCi9GQpO2SCdOABY5j3uUvR1yvkSLIomFaGVi8Sb2cYun/uaMLomiOT4tWp2Sz2qOL9xSxPsecp7srUYRAMjLy7M4dQLWtSZlFylT2g0Zcm3KvbY5mVnKLLwuDaOkFdFoKPkU6o04nvKvHGO2X9Yl35ltpz5R7qXkP3muEmmF9PqXegI6PEsnaLs8S31LNCOOND5IA7HkbdnnpHHsG/4m07RL5wjqACnn8/34HKmUl/0m0zZTj8p7QqGQdq6Tjuqkm3y2VLxLJ1wpK3DMSIOdzqYoahq0pFGHDj6UV/gcyYtT/8D3ZDnyZdIR3Ol0YuPGjdi4cWOELo11S/m/sbERmzZtitAzc07JSN2ioiL9bPtc5N7BeU09AtcXdZTsL6krYj+wH7lPcR7ZnyONWnwn8n10hiK/zf2PaW7jwW5vGKFCmh0FwNLxdoaYyi6Hw6HTFZE4MOTJ5/OhqKhIC3icuDQqcKB5DxVutPBRoKFwToU/FfMM2QU2W2IzMjK0BZLCqvS0Z5szMzORmpqKqqoqZGdnA4AWImUYfnJyss4dx0VHwiFD40OhEMrKynSqFqlQZj1k7BgpwmexjVIpSwaMfVFdXQ23242SkhKUl5djw4YNWLVqFdq2bavD/Nu3b4/GxkaUlJToNBgMU+NhQnYrt0xrRYJAAY4CsLSKejweHf1CgkSCI0PxSXhkhEVNTQ08Ho/eVOTZLQy95j3cmBhxxM2ZY8H5yu/MexkKhbSQTUMVBUy2SzLAkmj4fD7tNS6t8RwXv99vOYCPxIS/c85R4MzIyIDH49FGKm4+sr841tIQEQ6HtZJEbmySwNJTUFqQpcWfhJPzi7/RaMQxlp7lchPnmt1bvAQdDgcOP/xwpKamYvny5fqcJCoQpNKLDItk6lnGLuxI5ozfgcioEMkwApsjq7YENBr4/X6kpqYiNTUVwWAQGRkZyM7O1srvtLQ0bSigAl8q56l8JK2Rh+DydynkAZuZs8rKSos3OOeyw+HQij+5gbNPpIGYdcocp1TuORxNBwbT64LKWKBpfVB5X19fj06dOuk0X5mZmdqjlzk+aXRnH1RVVaG4uFh7RHq9Xk3v5RqVCkzuYcDmqD3JoEvDJJVkKSkp6NSpEzIzM3Vf1dfXo7i4GOvWrUN5ebmuj3RDeg5LGiS9TXiNYyH3dM415s+nUUgaS7l3M6IkLS0Nbdq0QZs2bSz7dFVVFUpKSjSjxDyv8nA4iZaURvYy/C7DwpsTdO2CTjQBV865aMovMovkJ+Tet6eDe5Hb7UZ6erqOFLCH5QObczFzbrKfyAeyH+vr6/W5FNIw4XA49F7JeWrfbyRf5XQ2nY/B+SoFRWAz/yf3M/lOFL4YKcDUmwD0nkmaQV5BppEjr0TDBA3BjY2Nmvfgx+PxIBgM6rpIV2pra5Gfn4/U1FR4vV6sX79e919hYSHKy8u1sMTIPO47VEQy4iQvLw8AUFFRoY0QpaWlaNeuHdLS0lBSUgKPx4OMjAzU1dWhuLjYkm6QAo/kTentxhSq5NN5DkZ9fdMBxG3btrWcH9XY2IiioiLtFMQInPz8fASDQX0eS35+PioqKpCZmanpEZX45CV5rl9paak2jvDwcACoqqpCRkaGdpDi3kIaTkNCenq6pn2k6fYIE44r+a/S0lLU19drBa/P59PPZR9zTdTU1Oh0tSUlJZouUyFAXrCyslKft0N+nvtBVlaWNmhTGA0Gg7qc3DMlb8Hfadwnv8ryrIvR9RTUuYalU5dct+wvaXin3CYVK3sj7HuFnV+zl7XzgLHq2ZI2RKtXPjfeeliXnF/2cpyvvMfpdCI9PR3BYBA9evRAbm4usrKydIRhSUkJqqurtdGYtMTu/MI1KOVHGgal3oH/c55KA6H0hrYrPKW+Qhor7O8px5EKM7mHkaciT0CDpVLKkkuefWl36onGYxBSCWs3YMRjLLH/b5cx+H+0sY2mlJZI1EjQ0txrjt+T99rlo0SfbZ/b0Z6XSH17G6RxgJAZOuy8mV22tSvfpe6BujLpuCL3Hj6f5eyOXnyWnS5IXp2/Sb2IXIukRayP5aUzDnVCfAcZsUG+VvK4dmOC5GnttEi+i50O8fk0JsjMJLIeSUel8cguq8jxkO2XzoU0TjAdu6Rh1N3xnaSekDwM00OxHU6nU/OJ1JPJ9kpDEAAtU0sdAt+d9Je6Us49zinZLyxbXV2tdceUUTiW1JH5/X69d8hxZP3sz5UrV2r+ivpJRo9T100+j3tXYWGhltMBaB0f11EgENDOQdQZyPZJ4wX7g+9Hno9GHM4z2W/SCZP1yogS7m3SeMc1wTY7nU6LQUsaxign7DWGkTZt2uj8wU6nU1sPpVcZFwcV7Bw8KqmdziZP4fr6evj9fq0EpxBCr1UpBFMQ52HnDFvn5C4vL0djYyPS09O1Mo3ecEx7xdy/DkeTVxwZL5YFNh8QR0GkQ4cOWqDr3LmzVkTzwEzmEJaMFyejFHIoBJL48J05aYHNii1an6U1lunCaI2zKwsko1VcXIxvvvlGL86NGzeiqqoK69evR3p6us4NHgqF9MFAFApJzGjFZd18DxIAaZRwOBzaQ8+u7OSCrK6uRjgc1gcxh0Ih7WlKJQG91WTEEMefBI2bJxcyy1ERKyM0ZN9TgUfCHA6HtdDOxStzYHPO8h04Xnx/GWYXDAbh8/m0N1NDQ4NWGjGtAg9aJ9HlXJeEw+v16o2Twji9BzhH6KmXlpaGuro67f3JNUjBFLCeR0JvXM5NSRhlyDfXqVRusTxgzcHJ8lujnN/doJTS52RwvtG4JgUfyTxxHkUTTKSwE4vJVkpZ5gGVhqQPqamplrMw7GWlQY0eFTQC+nw+pKam6nQvMhKLyhoqy0jDmPaAilCpJGF+ZsnwORwOnZ5PziOpbOL7O51ObVgGNiswpYDGec4NXXq2sKyMqnI6nWjVqpVW/tBgS4NC69atse+++6J79+5Yvnw5li9friMeSKMkk0W6R+9A0qBoUSSkodJbhvODylD2pWTA+Pv/Y+9NY6RNr/L+q5bea6/eu999Fo9nPMYYY8YsQmBASYTCoigCBRIlIpECSAEiRUSJgqNIJp+SL5BECoIPfwgCREIUFBIciFeMwWGwZ8Yz88679t7VVV1L791V9f/Q+p266pl+33nHMTYzk0dqdXctz3Lf5z7LdZ1z7qmpKS0tLWlmZibm2QlfgE4InK2trXDqut1ukFPYS+aJ1x1gYC6RYw7PCEM30sZnb29vKBNzfHw8AF3sNZVGPD+Ac6fTCcKENjWQbJ4N9qiHB8sXfS8ZTHvwlTySgEUSSPHsmzciYt5uBzoP3ZPL5YJAoBKRza6xuTjd2G1PbkBfoUexadhn5NSBetYNviHfJ9N4f39fmUxG5XJZ6XRaOzs7Ojg4iJJ8gj/+dvBbUvho7KPj8sjz8Aw8O34IIL9/D/IckAw56na7ajQaQUbv7OxIGlTEJbP+e71erKWTk5Pwp/gOdhv9QcCIfiqVSmq321HlC2FCqzzmt1QqqVQqqdvtRuYd44IPQvXgxsZGBIXSoIqU/QOxE7RNhGjd3NxUrVYbqmjt9/va3t4OwBSdNTU1pZmZGfV6vSBXTk5OIrmn1WqpXq+HPdjc3Iz2W0dHR+GfOXmOT017KsY7k8kEEY6viH5m7iDQiVeIZSYmJrS5uamjoyOl0+etuCBSqHJH99KOix+uQcYpckO1BudjnEkWAmxOEln4vvjYyFuy5QmttiBq2HsLvxyb4AE3YAl+PfYcP/6dcjwIbH6YP5f8XPL77j8+zCf0v5Ok2IM++2bs1KOC3sim20aIkZmZGV2+fFmVSkX5fD78x2azGWQmgJFXykoDYoSYz/Vh0m+5yM9O+pAOPOIrum950bP6eCWvR1Ii73Fv2BQIR65/ERjP2CUBWid9/Ds+v8nfDzoe9P5FRJyD/Y96/ovO9yD/K0kmXCSPjyJ3Xy4h87DrPco5/t9xfiQ7SyCznomO7ILXgDEkE6r9+44Z4YthW/wzkiIGZG69EiKZfJskWnztJuOApC5xgsXvV9LQdd03BEfyMZIUthf/y8Fnf24nWh37whYTR16UIOhxio+FP5OPSzLOYUwA+fEDIDYYE3xuPkvCCh188Ot9zMAWiAFJkAMb5d6oME+2LHNiKJ1OB2bmc8EzUV1L/IvfxfgeHx+rUCiEnXHd6rLDnIIr8uNdemZmZgJbIAmbsQfHdN8MzNjJRNYPe/TRZgu/LznXyIsnT4Mt8hyMDXbISUSXj+T3GAMnDyUFVggGxXWJqzy5580cb3liBIAHZx+BIfMY0ATHhYFGaFAWLC4CL2kA5AIQAeqS4YuSIQOZrDPatFBNkc1mVSwW43rpdDqyglmsBEkEOVzTnTsUAWANrxEoIWzdbjfK6r3nXa/XC4CAhcaikM4NBm1ZEHQAbLLWUqlB2yXvHexgAONMBU673dbW1pa+7uu+Tjdu3NDGxoZu3bql6elpfc/3fI/6/b7W1tZCaflmpQ5OMU+cH+FPpVIRNI6MjAxtMCkp5oesbVf+KC0fP7LKk8qZsXXQ0Psde6u0sbGx6MPsQSA9zrPZbGQm+WbMKJNqtRqtDPx+aB/D2Ofz+TAAKPCJiYkA9jAI9A53Qw1IAUvrmeEu5w48SYMMI+aG/ynLZtylwX4rTloyFk7AEYywaagbcM+2cvY9qTQvcqLfCYcHWciVNAxmsX5YO2/k5JNVQSs79BTrPp/Ph04ZGRmJDX1xDgjG3HlyB4b3uX/kkvvd398Pcpm2JN4zHblDH3nmKLoH4s3l3bNOXW5xeADkuE/A9GRGoKQhx4DXPVsF/e1r6/j4ODbUhfgFaANM6na7Wl1dVa1Wi3Y33CPXcceW19iLw/US1YToRHe+eUZsKHYEx9AdDezE2dmgBysEEPMMCeHAZr1eH2o1gQPY7w9aBrpjzX3wv8s413JnGh2OHZeGQSD0J8/LZ8mghPQeHR3VzMyMqtVqgCWMA4Ah+i4JSntGkd/7owAEDwKPfC3yWX/NM7KdKPJAyF97Ox+sefwUEh1wsNFH6Bn0kKSh+QQI99ZQZBGTje8+GP6Rn1cakNWdTufCoBsdipxwLn57mT76j4CA9U27J/a5AFjnPewzwDKJP/gUyJXrYcr8pUGLFXR3qVQaIoxZ+5CRVMVx3074QJQuLi5Gu7Pp6elYL51OR7dv39bo6KiWlpbCP2aPJ/x3bAOAvmf9+V4wgP3SeasvqhzQv71eT81mU7VabWhPlL29PdXrdY2Pj2tzczN8sp2dnUgQkhRz3u12oxKa8avX69rZ2Rlqx+N+IXYMfxOflM9661iqepJEPvdMEM3naH+1s7OjTCajxcXFSLRxog37kc/nNT4+HrotCQ44WYtthQTDNwAo9qAVfY5dgKBzn5PNSAnaPcOP6zM+JN14lSPP7eAFNtYTftyffSce7p844OTjxnERUMyRBOEvOvwzfv1HOR4EFD8IOL7ocx7Tou/Pzs7bv1WrVV25ckWzs7ORVLa5uRlVo3fv3g1fCkKRjhLSIEkNvet2G52SBAJZE0mfBv/QY0MHfJKVHEmfjXWVfB3fhutxffw8KojR0axJSQE0ektl7svxA48lWI/o5i/Xz7gISL3oSJJt7gO+UeLKw/ygL8dHShI3/v038uW+EoTGRed4u/t5DzuSwL2DpxetC2lARiaz112WkC/iF7Ain3fWFDEnfk1yjpxUdGzJbaxf30kWv1cHl5PguesGv3dsIzaW31yTymIHpJ1A8RjDCVMnOJJxEb6jEzq8z7M5Xsi9uM5z3AE/A1+KuC2pZ31OHY/zZNyL5hp8Ft8DnBCdhxwxDjwn+pqYAezEdbtjl+DTHMTBnBdMWdIQVsL5qaLFz2JMkPsrV65ocnJSGxsb4SvhB+FHMd6MP68xbswF2MTZ2XlHH9e1PtZOhjA2fk7Gp9frDcU+Ph+eFOBrj//5zVokqYt4xNc52DHP4Pb5UY63PDFSLpejfB0lcHh4GH10R0dHY1PGdrsdQSMDTjDKYvRqBIJUaTg7AgeKSWfBkUGXyWSizYgrNDLbpMEmRggNrawQZMq5+Gy1WlWlUtHW1lZknLFRI0KCoDsYieDBTkqKChSCHMaOqhQYZBZouVwOxcFmplS4eNa1EzQ8Nxm6U1NTunbtmhYWFvT000/r6OhI09PTOjg40MrKylCwLmlIqbsiY24I+lGcLEbfBJLsPgdxfUEyJigsCB4HQl0Zd7vdoTZojCdAGmPA2HN/yBQZBZAo7XZb/X4/WnaQUVmv14NsqVQq6vfP91FBwbOJtBMQMKMTExMBBgJWEoRKGmoJh4Kj8gQyicCfgJ3xYjMngllJMR5kUwKmenkjTgqvSxoCgT2IZR4YJ4D3ZHa/K0zWQJI4eaccnuHlFQtJneYOSrLaA12JUaeiyQEogHdv8UeFx8jIiJaXl9XpdLS6ujpUveIOgjt/GDSIP8Ab/ib4AqROygeOIHrCKwuQbQfU+Bu9xPe8RZQ7l4wLOtllyu0BMshzUumCvnH9lUqlVK1W4xwQ4dnsoL3I7u6u6vV6OHXeb9+DbsbPSVzp3GFifQESYAcYL58D7sWrI5LBpj+nl+G6A0NWdqVSiSAcYuHw8DAyFsfGxnT16lUtLy/rz//8z6OtGLLsAIs74Dy3Z4H5MzOe3DvP6QAa16B9DrYS5xuAAPuIDXTZ9IDEgWJ3ogGpk/LH+Pq4J2X2QcCPjwmvJefGx69UKkV7n7fz4Xp/fHxcxWJRJycn4ddgh9FT2DoPMrGlVHGge5BL1rO3snLZx/4gC2Two1v4HNWbJDA4UYj+JkCjygqfFr2UBH/T6XRkirGO8dWmpqZ0eHioSqWiubm5qDrjfPl8Xu12O8aP+6NCjUQR17n4L2SSsSdIqVQK3To2Nhb2YWxsTHt7e+FbAKazDtgPiZJ/Ki7S6fP9lbBJyDZtAqlQA/Dv9XpqNBpDSSEQS/V6PSpbT09PtbOzE5XQELY+t1QH1Wq10B/uF3m7J4LVtbU1ra2txf4hTl6TZLK3txdzgB12YKTb7QapjF6iCs/b4SBz6JPDw8PYG65UKuny5ctKp9MRI6A/sDdkL3Y6nXifPZ2oYGSuUqlBb27Gq1KpxLXxxZENAlSIMj4DuOBkJLJETIMcY8+9ChICCrvGMznRSEDMGmT9vZOPNwJqH+X1i8Bj//+N/O2L7Ncb3V/yu24zHWRLxo3J96gmI27ymO7w8DBkHv9Ien1Vh8eISfvtma0XxbAcDmgmx9M/myTa/bv+2SSgy3e5L7AKEgf8OSAl0ftOKoN58Jzu36JTnRhJ+jv46XwvmdB40fFGMnDRPPtYPIjceBTC5aL3/FwPWz/J+3qU442+437do5Ip73QdJ71+PxzsEfoCuSSm8yQ5/HN8KuwP58RW8xnmCH8AP82BYNdTDt579Yhn8nvyqTRMpPC/E6fohGTWPZ/lOpIiQQE/yXEwl2PHH12XMI6OtXAP7sMk7wF/1JOnGSv3nfFBfL1yPcc2PCESzFJS3K/74Fw7k8lEsjk+CL6bt9zCLyUpxcc0qUP8vp1wAvcg2YZnR9eS7OHywJj4vCQrJhy/ccyDeSAJbG5uTiMjI9rZ2Ql/1sfE9XJSN7re5hlyuZyq1WrYSO6R7ziOwuHxkOM0yKG/7vfhJBxrg2dDXtyX5TvckycH+H0Sw4E9PsrxlidGAFwIqJisiYkJpVIptdvtGGTADRxowFsGHrbQs0wLhcKQ4kCJoTC9rJuFBSmD8iVQQgipSMGJp20MQSjtX1yps7Hw7u6uarWa8vn865w4Jp4ADmUIYO2bgfIs9GGWFONycnISGYZsNklpPguWrG3uwUEyxpR7A4AiU5qNn1qtlv7sz/5M9Xo9FnsSyEMxohgAsGBAyUAcHx/X3t5eKAIWIESHO3ge4HtFA/9zDc8QBFzxLHBkzTcwZWwdhOX5aXUACca4+14fnIfr8AxkwRI0IhcoPYLdbDYb1SF8hswg5M5LxFEyAEMoOeYPWUcGuF/AV0kxNrOzswFgnJ6eRhYkc4FyAzTBcLPRba/Xi4wslCJH0klIyrEr/HfagRwQ7HlAg5w7YHHR5tWsTW9r5URBsoKk2Wwqm83qscce0+XLl3V0dKSZmRm9/PLLevHFF9VsNmMdo3Ol15fVAur4RrQO/LjDip7zjWg9YGUt+8HrDoqPjo5GgIyzAsEtDbI0uH//SQbF/O2EAmN9UaXJyMiI5ubmtLOzE58dHR1Vq9UKchMgvtfrBSAFsObzin4hAHa7ht1hHaE3aEXCPXsWrrc4AQj2gJZxBsRMrrVer6fd3V3t7u4OVaex1r1y77HHHtPXf/3X686dO0Pta5Bl5tcDBa8ww/FJZk3xGc8evgiggNxxWfPNSpl/EiuSZb9JEsMdW7K6yc7hBxCGMec7fM/XLedOgic+/0mwyZ3NTCajarX6jiBGfCwA2qkyczAKe4NMJNdxUoYgCcrlclwHHeTfwXfwVgX9fj/+5/MEpQRPLjfo12Q1qwcCfI6KCUhtQGeeqds9398EnQQJmE6ntbCwoG63q83NTaVSKZVKJUkKf857J5Nt3ev1Yo8Nzs8zT01NRbYh9+S+sTTo99tsNsOXI5CF2Dg9PVWj0Yh9887OzrS1tRWVtyRg4Ct7MJtKpWJfjUajoWazqX6/H/tqTE9PDwEBtVpN7XY7Epo82w69ICkqv/F7sX0EgxAujUZDjUZDKysrarVasWcBfjRJLnt7e1EFie0BnEHearVayGSxWAxyY2dnJ8ha/DfkG9/M90mqVCpKpVIR5Lvf1W63NTMzM0ROeWUc8yUp5A0QQVLs77W7uxtzTRsw9njBRlPt6L48505WKo2PjweBRdIYn8VGJ0Fh5AxZQ249bvDszf93DEAeB778dxKETRITF53vYeDxRa8lP58ENN/o3h8EZONTsd7RGQsLC0N6RFLYaG+VnWz7elHc4X4Hr0mDeCo5rtwr67Df78f68O8kbXrSvrvu9c+yhvH/uAbVfMRn4Au0Dms0Gur3zyt3y+WyqtVqdCAgvuY66D7a2kmDKhra8FFthl/Jb9o5e3LTw+b2IhDyItnwMfAErK/k8SB5ZM4eJvsPknH/O/mMPqePcm//7xg+nHBnfXn8CAYBNpZMdPI4lbgILMQxLidO8K28fbWkoX24kkC0NKh+95gn6ftxL9ybY48uQ66niAWIN/m+6yX0G7EIzwRuCoHgcTj6MRmD4MfgL/pzSYNYzONosDbstJNJHMRkHoszD459eWzmBAVz5Htb+vvMETETvihJyE5C4GPw3XQ6PbS/p+MDJDbxjCROc8++f65XtuDrkojkiXYQQMl4Fz3f7/dVqVRif2yquPENndTAV+N+XRaJTcBai8WiCoWC1tbWYr5I8sYPQzbAKj0uQj6p3oBE9Aph5p75ddIMG854gKvweV8b4NmO8bo+dfLmjY63PDGytram6elpTU9PR/DhpZ0A0b7HhDNuCO/IyIgqlYqazWaUe/N9wCuAHQSNzDEHuBAUnH2Ej+CUSeRzlF45gOgKAbBvc3NTW1tbSqfTKpfLajQaUY3BxjjspUFVAMCPt1thsfg4YEQQPJQJ7CmLiSxHzzZxQ4DiYBGSlUYgSG9ihHxzc1P9/qBfIAKNI5dktvkcbKw0CK4IEL20jnlASaDIvFIkCZzy28F8d4IhBPw5kCXGDKXgASBzzTVRKqenp2q321HVJCmcTzYCdSPkDPbk5KSeeuqpIJlod8a5Go1GBPSSgpxjbB3sJOB3sM77j+fz+WgJkclkonUXJBf3S2YA6+709DTahyHPDkyRFcuB7AGkIpd+JLMdkoGIG+R3woFOSZZ7AoJTZUSf9kKhEO1V8vm8SqXSEOl5cHCgVqulZrMZrVfcgI6MjKher+vGjRv6wAc+oPe+973qdru6ffu2bt68qddeey1amABYJOcC4+l70Pi9e/ZNkiBB1ybXYJKc4MezOiBFcGYh5JIluYwp4ypp6Fqsbz7DupEUQaA0aE+ITGM3PMCt1+taXV0NR0kagLDHx8extmkJRKkvjrt/h4w/+vDj5PV6vXhWxoc1n8vltLy8rO3tba2trYXe8CCBZ6ZaELvgTrI757RnSaUGGwcyfs1mU7du3dLk5GSAe/59HHD0pgc22C/shFdxeBYx3wEYwwnjmfjfiThsaKvVivtA1igp9n3JsKFuUz0IcdlHJvwH0JC2QWS6u45/UDDt9sgJEw8O3kyGzFv5YJ7csa9UKiH/6EDm2LOiqCb1AIvEBeTM2yh5NhN2n7XquobzOxGJ/O3v70eLJOScefMkl4uIEQ8IaUmE3uc4Pj7W7u5uVB0TrEnn+qhQKGh3dzf83FwuF22r8KEPDg60urqq6enpuNexsbEAEX2PjIODgyDf5ubmQg5zuZykcwB/enpak5OT2tnZCX16cHCgzc1NLSwsDBGxDhRC4FPpXalUgvgF8GRe2Huq0+kE8dLpdDQxMaFKpRJ+Cc8AqYRORk9BrBBQo6NmZ2cjAaXVaqlWq+n+/ftqt9uq1+sxpul0Oqo+iAMYC2/dxf4cVOUiO71eT61WK3QtwAr+PH60V7xwDsiivb29kB8P3vHB8N+4p2azqVarFTo7lUrFxvCQ5vhqJOmgdzudTgDOxAzSwFdGDj2hBz8eMqdSqajVasWm9kdHR1GBxLpmDUgaAr+l4c02PSuUdfdOOB5GKHBcZE8e9veDgPrk/486xhcRGxcRJW90XgcNpWGSBx2fTp/v5bawsKCrV68ql8tpfHxchUIh9AD2HiCIqhIyjDmnr81HAVm4b9dpHisnQVgHDN3/5G8nMD028rgQPCOZNMTaQa+Ojo5Ga0T8s3w+r3Q6HbE9909ngnK5rImJifge3+X87tM4ScseXRCyvOYdHLzS5KIxdJlJAl5+JF+7SHYe9L0HyaATFsk1ctE6Ya7f7OHA+UXP52Pgn7vofh+FVHk7HsQLxFrSMIEFeM86YpycrHMcjO+43+WAP+PvbY/8fWwu58fPw8fzecKXZJ07ruUJJpIi3nDd4ASGV2Q68O76x3FGYmePbT2uS44xmCL+qgPRvMbhusvPhx/gsQv+OePh+sqTpWll5jGXd2Yh9nI96tgmFSSerMcPoDt7vfl9EktCrOPbk3yOPuPekA3HX5kLrzICS83lckO2BZ2Ir0PCPs/NtalIZh9BJ2a4JhgO4w/WAO7sMo2sjo6OqlKp6Pj4WOvr60NdMIhvfGwZp+T8+bNfhNlxLrdh0oAAc1nmft3ueRWXd89AJhzPf9TjLU+M9Pt91Wq16HGfSqUC1ENBILhk1LN4+A3gD/khKYBCgmuy4RzkQiDINCWo6vV60Zft9PQ0gG7ai7AQUAL7+/sRaBOAMtGeHcc5ICdYWDgaBBsAOywOxoDe75IiQ5rS/lwuF4QSIH69XtfW1lYEojs7OwGSSxoiYbxypNs9bweQy+XUarVCodBb+fT0VKVSKcr4PdvLf1BwZMGRDYaSALRw5eOBtVf+TE5OBmmDEWD+OcdFAKg7lm4oYVxTqVSMKaQLslYoFAIIOTk5GWqv1uv1AoB0o82m8e604rBSSZQksXCW0+m06vV6gCapVCo2swc0xaihJAANec2zA5gXr2SRFDKH/GJ8kJMkOOgK0bMqACMI1PkO68OBRQcAHUiShvtEIjesmXfCQZu95eVlzczMaGxsTKVSSeVyWYVCIYI85jzZsuru3bvRZjC5+RiHO2HSeYbx3bt3tb29rT/7sz9Tv9/X5z//eb344othWF0XuIOB0QVI8b0eINLQae5kpVLnGc6A+rznRGUy0HInBRn0tc/6RzalQUtAJ7a5R3cEWbMOYAKoMkYO2pO97xl1h4eHarVaMSaeXTM6OqpqtRo2gPXEGmF9OKDqmSa8jk5iI2qcKu4VgHVpaUnSoFcq9soJAK80Qk/wHS8ddrKb8XHi4gtf+IK+8IUvDM2LpLCx6G8nV3z/Ky+D53vIdvKcfgCcEERJCoIIhxVn2cdif39fjUYjgMgkKORgLtcHkMcOQ5JVq9WhStNe7zwjf29vL+wxP2Rx+z3x28ef63uw8U45WBdOSoyMjKhcLodjDGGC/WN+ICshTpgPMmR9fwb8BOTO9cRF9wDw660HWXeuKzxRIwly8Vn0N0k+gNUkAmFH0W+7u7tqtVqqVqsh67TuJDOO5IWDg4NohUmlZyaTCXswOzur6enpoco/92f9Hp2c9vJ7dNbe3l5UJjLOXOvu3bvhz9AGDNI+nU7HBujoJHw61lk+n48Wr/fu3Yu2apKCUOY5JQ3NpQPq2WxWrVYrNhpHp9IOTJLq9brW19e1s7Ojg4MDdTqdoQCZa0oKH9CBm2w2GwQ9iSnYu7Oz8zZQVHz1++fVIx7kS+c6j4pl94uq1WrsOYIedXtHjNBsNsN3xe57koCDFbRHgxjBR8PHppKF+yCA9QQcCBHvF04bt2w2q62trbBrtL1Dr3vA67qXdYgsIZ/YHuKH/3e8/niYjbgIFHuYXbnovUe1QRfZaj9fkkxJgmxJoNITz+bm5rS4uKjFxcWww8j82dlZ6ATWPfG1J3w5sOf63a+Z/Jv7TIKfyffcXnPPnN8BTr6DvUFXsJ6xc/hqtNxDZwAe4ksVCoXwufE9pUFSDzgEFbMQ5JVKJXwa9Bs+EqTKyclJtPU7PDxUp9PR0dGRdnZ2goyiigwbxHkeBupfNOaPcryRP/QwsuRh57mIrLjo8/5eUgYuOt/DnsFj6Yuu9yjP+3Y9POnSk+HwFzxZysfH12Fyffsc+W8noDyJDJ/Sk2GSBAbr1kF5x1c4XMehF7zrjTSsE52gQNeBgziRjK5wW03chm+ML+GJaFwbP4J4Mxlr0kYTf/Ui8JwxSOpXaZB8xA/+nSchcd9JcoZn9GoNSVEJk1yH+FKud0j86fV6Q9VuVMo6tsQ58Z05SHj3e+a4iDjjdbrggIGgm5NYGjECcbW3RyVWR9a9AoWxdJzVx4R5Qe+z316n0wnsknnx+JPvc19g2E6IJOXG3+dcLnt8j/eQEz+Pr9VkNZOvSf/coxxveWKk1xtsqMhvFgoBL+X+koYCUQRzdHQ02l0B6uTz+SiLl86z3siqYOFBItC7GEefgICeufR0BlTp9/vBSEoayg5MMpgsfBTSwcFBEC8EJ7Qvob8cm4U6YE3rGBYhC6bf7wcotLu7GyRCp9PR5uZmZDcyvu4woQgxNAAQPGM6fd4CrNPpqNs9r2A4OzvT9va2er2eZmZmhhSngwUXZWLzN06ZA/OSAuCn4sQ/5+1fUAzubLhRcqVL4A2w4c4ygdfe3l6MYzo9aJ2FMgI0bLfbGhkZ0fT0tAqFgjY2NkKB4tzCAiOrgCNuRJAT+nvv7u4GeIYhoEpmZGQkSAfagwFq7O/vx4ayONIoYtaLAx88O2sCkNEd8IvWJ2OJnDvI5xVJfN6dGGkA+l3kDCQBe8bxzTrPb+Xjm7/5m/WhD31I3/RN3xTVQgDv+/v72t3d1crKira3tyMrnbWE8+BZL+hMz9aXBuWIno37qU99Sp/5zGeGyI1SqRT6wY2Rz5sb7GR/UOaZ87ke9AwBDx4d9EmSjZ5Z4qSZO1K9Xi/0v5OEANg43ciaf5/fXrEGiEZGLXaCDGGCcoJQQFeCWnQsz8G4oIeZw4sca5wwH0ecIHf8Gct6va7nn39ejz/+uK5du6bp6Wl96UtfiixtgLtUKhUgG+PFfSTBKq7HfDNOHnB6pgfEAcE24891PQPIyR937t1p4/xO5vqBbSHTZnJyUuvr6wHMuePIvfl8u21CfpyMwymm6g7yhaxoXqMahT19yGwHBIEoabVaUVnibbp8Pv25vfT77X64nmE/LdY91RBOdBIo4y8gv54o40EdWey0KIXgYM6x4fhR0oDMZ6+KkZGRob0P8Ok4uD761Vu6EKikUqkgWwnQaJeHfKIvO51ObAyOPyid29tWqxU6jvVN9tvOzs5QayxpEMDt7+9HWzHugWoKB7DxmRy4g4DB9/W1vbW1pUuXLimTyejevXs6OzuLRKTd3d2h9c76mpycjNZ0xWJRc3NzunHjhjY3NzU7O6t8Pq8vfvGLKhQKmpmZUS6X08HBgba3t6MFlAdo6DbpPEu63W5H1SP7dmxvb8dY1et1bW9vq1arRYVGt9tVs9lUt9sNf5vWfJKi+pzYxPehYW2zL0YqlVKn01G9Xo99/dwn7vf74SfjgzNPtH7d2dmJfQQlReUPiQrsp0M7IU9a4fzILdciGYrKH2wWc84ceSaqE/2cU1KApsRk+NNUp6BH3a/16npki/WDneYeWbfvBB0offnZ6hed58s53giQvei9h4G5nviUBJH9nA44Er9cunRJs7Oz+pZv+RYVi8WIz6VzHdhut1Wr1ZTJZDQ9PR1yhV+KrvXqDO7Hk8fcp/Tn8XtL3rv7qg6KcS73XzkP68HxAda8A0bcE7EjOg5/rds9b6dK1RlVYpBD6XRaxWJR+Xxey8vLmp2dVblcjqQ+YjjG2f085gqbCTECSdJsNiPhg1gE0oS/wWbQc+gFB6WTZNNFJEZSxh5EajxMJt/oSILrycPji6R8eOzqr7tMJe/zovtK3v87Ke5NHhMTE+EbsxY8wc/tJr4Ih1dLYMd8fXqCVzKm9bXH56SLq8I89nJcw7/nADjrwEFs/FvWov/tuBS+KkkFHn/xvifpuJ31ZDZssjRIXna9yP/EyP5s+IAem3OPTuT4kSScPBEkuTYYK2JRPkPCBs+AP8Jr4A4+L8gIMVu5XI7kKB8Txykgi/jfkzmd6CVOBZ/CB8pms3EffA4ihrFBPvC5IaokRbIjiVL4zi77jDM2i89jI3wOiFVGR0c1PT2tw8NDraysxBzjkzFWTnjgK7q+xR9zvISxdMKD2Mt1JWsFLNXXJ2vKE7UYT8aFNZTEIR7leMsTI51OJ9pJsTgAWBhwSrI9IJQGe0H0er0IsCYnJyM71TclB0CuVqvRtxNhgB0bGxvTtWvX1Ov1dPPmzegLzOR4VQcAJCQHBAqK21sLIPTOBsIO9nq92MSz3+8HAQPZQ5YW10+n0wEeEMQBQALYHB4eant7O7IdJcUYSwNQiX6lCCBCzL0zZgTV9+7d0+npaQSRBN5UzHBulIAHra7UfHF4tYg0KNkiyAU04Lyc28FUaQDEkYWH4gdkgsTK5/NxH94vj0w4DARtp8bGxoIAarVa6vf7kQWcSqViLxfvowhg48olnU5HFiDB5Pz8vEZHR9Vut3VwcKBqtapSqRTGjeCXYN4Zf8guqlAcyHOgkt6IGFCADQ+S2SPCx5Dr85t1l2xBwntc/+TkJDJ9WaOsAxwbJ5Jc+fm6vshRfbsetInLZrPa3t7W9va2tra2YpNX9KI0yGjBiLrBdNDZCQBpeMNT9F6hUBgKkpB/N/LoCHdwmEtAaA9uPKvEW9OR8U27F0mxlln/VEehX3luMh+QS5wJnCXPcGW9e1YCIJ8HuU7IOTjPeJBZ7Nk0OBSAULzHOLqudhB3cnJShUIhMq57vZ6mp6dDx3iQ7gS232Ov11O5XB5y5N05aTabunnzZrRKADyg5zTnZ66xN+7UIE+MF7/dIUGnutPNPdDmjOxsD0r4HufjHMyjV/kxF06Sof+TxBsOH/tEQUpJw717+Y7bkSTgkXTCkjJExQuggVcHIp/utLKmZmdntbS0FOPAdzudThCdSbIM+/ROAQU9I00a9CfGzrnNThJp2F1p4IxLgz0csJfICjLS7XYjo4w5ZMNyJ+qxfVQTF4vFeN+rPd3x96CX4JYghuQY2rsx566rz87OgoRrNptxjcPDQzUajajIgICBQOr3+yqXy6EHvWUhvgC2d39/X6enp0FiILc8Bxl2VI1Qle3Viu7joedJxoD0wd/wQBhyQVL455VKJSrsJGl7e1tLS0uqVCrho5BEAsHj5CIABDIxMjKiRqOher2ubDarWq2mTqejQqGg/f191Wo11ev1qHI8OzuvfPXEGJKrqJDxCnBJQ/oOPcjYY7sZa3SD2x0qhngGkl8g5NAZyA9y5eNIZRrjLg18N54LgmJhYUGnp6dDLRqxawC3ZJSTPS5pKMGHoJ1qEVozIsNuL7PZrHZ3dwNMSNpiPk8Mhp3w7E0Hbv/fMTiSYLHrxKTdeCM74t99lOv839xz8m8AJ9qITk5Oan5+XvPz85Gk46QfiQZ0VsDvkBTJlR7/ud+RvL7bHL+nJJCfHD/3m3yMsDfEYBzug3EudKUDVO478hrPw72BPaTT6dDh6I7x8XHNzMyoVCppcXExkvh8T1POTxyGTvFYmj2fjo+Pg/xlndPye39/X81mM4gRdBeJQ8SqTgZ/JeO6h5Ejj3pctFb8vUc9R5IYedj5H3S9B62/d8rhPhxrB7mHHEgCsp5E5iRl0ocjdvV5AmtyUgPb7evZ5YzrO5HyRqQXdo2ERcB0rkc8hI11kN/jU57JAXyvssGv8yQL1x/c80W6nFjIr4Mvw3Nzv07kMt6+tj2BDz0DyQPuio/nSU0+R64Ped7kvqmMmxMR+Xw+cD3GxzHjdrsdnQVyuVyMj8enYK1gae67gu15YrmPBdXSvMacup6nw0W32w0bJiniSRKP+v1+yInLiuPa3iJ4fHw89hzMZDLR+rbRaAyRvI5PMo7ue0mK9xkfxwuTSanSAJfy2NrXgZOFfCcZ72PD8Ol5ji9HJ76liRHP6ASwkQYVGN4ugHJ8HCQUJ0AbxAAAMm0IyMqfmJjQ3NycZmZmlEqlIriUhsu5l5aWND8/r3q9rhdeeEGlUkmVSiUqRABIMPoeoBAESgqQg3sjgJIGgjIxMRHVCtwXwSRjA0GEYaB6wtu5oAQ6nc7QZpv0Zl5cXFShUFCr1YpNJVHwvhh87Al+WDTdblcbGxs6ODhQOp0eYpudcQb4drDUwTNJQf4AYBGccT8sejdCBIV+r0lGGwMKQ8yicqfS2d1kEM39Eih6IAtzyjweHBxEuwAAFgANb0PD/QGQkM1ZKpU0Pj6u3d1dNZvNGCcAE+9djaGmJzXZAcgQ33UHn+cjoHeHot1uxzkdjGOsk0aQsWCu3MFGxsm2dfYawNOBaL7HmnOl5699LR3Ej370o/rt3/5tvfzyy5qYmNCHPvQh/et//a/15JNPxme+/du/XR//+MeHvvcP/sE/0L//9//+TV/v7OxMtVpNL730UqzRVqs15CDQAhA95euA+cCA8eP6CVnmf4IozsffZHtxLidGnMhycCgZxF0kK97mxB0myEJ0ghNlADPIOXLfarUCuGPdZjKZocq4i5za5BglgVX0bDqdjr0L3MnBeeP86GccJAw6RJdvkMbaw7krlUpqtVqRSe0OLZ/1yjMHLz3Lj1aHx8fH2tzcVLvdjjJod854NhwcJ1ycqEiOlTu4nunBb3ecHCylGtKPpOz4XLuD6SSUA8bcF/aE/vn9fj/IMq/O82fgeq6HPChwgMCrrFwuaMeUz+ejzRD2M5mBio/i1STMPRWgxWJxCLxBfwIuzM/Pv+03XpeGM5eYL+wT7d88AHXS0X0s7JmkAPDRefzf7XZVKBQkDXrgSgqdyN8ks3jmITIE0UHWrjToV8znpQHw5YQJCUDeZ5cfNtfm+5AAEBrYWPYTIdCmXRR+7ujo6NC+G04IUU1DEgW2hDVGgI5fw3hQ9eA2miCzVCppc3NT+Xxec3Nz2tnZ0a1btzQ+Pq7r169HSyu+y/mazaZGR0dVLpej1Sh67/DwULOzs5qbmwsggaAYIK7X68U9eLDearWCdDk7O3sd+QSo6hWYvg57vV7YGO6H60MqEwgCFGYyGeXz+fCnABOxFdhf5B194xl6+KHsZwix0+v1okqk2z1vqUYg7HsAuD7lsyT9IOe0xyWxh0QiTwqqVCrh4zqg4v402eRuWyDDZmdnY81xHgCCZNIAaxXfHhlBfl0O3+5HEjh/o8/y2+0q/ydJ/zdzrge996AjaU95zUFwB/v93Pi24+Pjmpubiwqxq1evanp6OuLazc3NILdXVlbUaDR09+7dIAFmZ2d1dnZePYsv4sSD+0LIsic+SMMtfbl/vusH8u6gKuug2+1GqznICMcIPFHN21a5f469YT3SwhofmDaRfqTT6SCTnnzySZVKpUi88xYl+Lc8J7qIH+aEjhX9fj/0C/4Obbr39/e1s7MTuoBWW1tbW9FShipub711EXCGPCRl6CIy5WHy6ud7s2Sg+29+/Qedk88i2379JHCYPF/yPY6LSLh3woHfzRzgByLn7v95RYl/n7gV+0cygK9zT3wiRmausD/EQy4LSV+NdeNy4WS/3xf+0kXxKM/Aenf8A53FPXhFp38fLCCpx/BReBZPWsBnSgLPydjd1xjj8SD74qSwE1OcE51J/OP+UFL3or95DuY+mVDNj8egHuumUqnwhw8ODoZILQgT75rjz4jPAg7nCST4ga4/wUsgrcDFsDVOujguQ+znpBE4hsfVfB6bAUYyMjKiYrE41CZsZGREe3t7qtVqgTn6ntGS4r4YO+aA8/B87luCwftaS443iThJUsXJRGTFZSuTyURshNxwPv/soxxvaWLEhdRZOW97QX9wzwr0AAvlSVsAHB+cDQSNwBiD7ouX4CiVOq8AuHr1qh577DF1u92hAIt2Sgi7A84E8IB3vMZiYjEgcAgMAQ7PNDk5GYsWhebBKqAJC5UWSgTxgHELCwsaHx/X9PR0bMDD4gNsJBhLGhkH5jyzl+dnkQMmcF8AER6UcT7+xlihPFzJJxcMAR1jT7DFgcIFHHGADSWU/Btwi8+jzCA+CBApx0ulUkOVOxBD7EkDMQcRBaGBIkgCcqnUeRsJMjy3t7d1enqq8fHx6EuYz+djHCUN7ccyNTUV8uOEj7fAQKYZQwcOPSjg3uk17iWF/jnmxI0mMgno4oaLNYODgZx7Wx13dv16Hth9rY6Pf/zj+vEf/3F94AMf0NnZmf7pP/2n+u7v/m699NJL0VZDkn7sx35M//Jf/sv4n6y1N3scHR1pe3tbr732WqzRXq8XfYTdKDFn6EiXAUlDzogHRYwvMo8Oox0UWa3oFuSAH9apgzzuKCTJEe6FdY+MFAoF9Xq9yAan7YkDzFyDcSC4Qndwj+hr5IpzAl668XZgyp1iD2y4X9flDpKjt5J6E5ARop15g1yhbQkgpgdj6Bt38lhX6JqpqSlNT08PZeXiMEGuoKfJHOYZvDQYPYBu8rlzYB/5cueIzyOP/nnWLOAmzpTLooN1ySCIczuh4PLNfTLeAKXYfQgsZA/HCv/AHT+/ptsfdD/nxma5o45eB/BAZ2Kvk84gPbubzWbs7QJpDgjCb/7GxjQaDT3++ONaWVn5snTKW+nwvscEQ9gO/BzPYpMGbd2cLHSgB/CJRBkPXAmuyeIHwE0CtNijQqGgTCYTfgDki98T10W2sNHoEfS2+zpOJPozck8HBwdqt9uamZmJ+3c76Wun2+2GbuG5PDgDvHdyVxoEz9wTe2lARvHsVGzQYiqdTg/5K2TXNRoNbW1tRSvCer0eyUnuh4yNjanRaKhQKKjZbGpiYiIAtnK5HD47MuCbi9fr9WhrykbstNs5PT1Vo9FQv3+eWce5G41G+MB7e3vRRmtkZEStVku5XC6CbvQlaxt9ViqVIukqkxm0x6VigxiDrNDDw8NI+HJwxEFPdKeTweVyOewe32HeIFPQVewtRhYkdtltN/8DLDcajXg+5I64haohfDhPXnMQBp8cn5t1S/IO/gWVKcgMNsFtEv4qGZv4zcmM+nfqkQSnPJbgeBCh8bBzPui7yWslgeOHgdH+v/sHfB8bDlCTz+dVLpc1NTWlmZkZTUxMRNYvxGO3242OB1R+UVlCsgF7imC/3ZdMxrbcnxMbD3oGB2Q8jnMgE3l1Egab7iSz625puCWX+5/u3wHoAfDyPj4O8SSts+bn51WtVgNHcN/QwWZsEvefy+XiO0nCBELGn5OY3/U2MS0Jn7Tdwg8iyRV/3u8pKUc+1h4PJuUvSTS4vF30/hvJrNvZi8iQ5HHR+R8Wv/paSN7To1zv7Xr4ePt6xGa474evhj/Dex6POvbg8+E+YBIQJonAZZI16t/DbpPA49WNnCcZW2Ljec19QZ4XLMVxFq9eQSfwjOhTfAOwMa7FvbCOnTDhc57Min5BPyTjJo/jHLN1XMF1qj+/40DgePjmxIpcz9uH8fyeVJHEJhjDbrcbfq5jv8Sm4ByMk8uA48GekIgdYpzAE/DX0KHoSBJ2PAmOeID7JoHJ8UG/LmQHr1GBVywWNT09rXq9Hp1iXOfwNzEqe/olY/yLZJGOCx53Y8eowPFrICs+v/6eY6+Ms8se4889eKzNWuC3+8yPeryliRFJkU2J0PhEOODd7XbDQQBMIoNMOgfcyXJgURGYABAB3mPYYdB47fT0VOvr65qcnNTp6amWl5fVaDRiE0vvGY9D4KRCv9+PeyQ7z0Fqgm7fgJPMbTJQHWxLgtPOoEqKzBHAfhzMg4MDFYvFeK5araZmsxlKhgXJ+S9iNXu982w8DgJKCIBSqaR+f9BvGiLBla4bIGfgEXoEnsUAiCApNsQsFArhYEqDheJGE8Xl72NkeGYUKIAfmzFxz56FjRIgUxuggXmGucdZZC7JDmZzVBxNzzoCrEmlztvfsKEq8sfnfUNOskjJGgewdBAOMM+zGFxmMCg8IwefceLCDTbj7AZJ0pAyZH2yPmC+3Yi7THi2lTuDSUX5tTp+7/d+b+j/X/mVX9Hs7Kw+//nP69u+7dvidUr+/28PAJDZ2VlJCgCo2+1qZ2cnZATD5SXwDlYkD+SJ+UkSDexnQgBKawxpOOuJ8smLnFSXQRwYrw5xMIR1MDExEbrKCRHaikBy8Pv4+FiNRiPki+eRFGQkQCfrhDWODCKfrp+4NwBP9GlSdpNrnzXKvSPXVAvOzs5qYWFBqVRKL774ohqNRvR9Hh8fV6vV0urqqk5OToIoIsPu9PRUMzMzkT0+Njamy5cv69q1a3rxxRfVarXUaDSihQLPMjY2pnK5HEQ5Tj6yk8/nAyBkA2Wcc4JU9CVOK7qH6+Aw8/zYF57fq2mkwcZ46Fh0CPLgY+tEDY4s4C2vOZDAvXFe5I5MaJ4NOUEGkFnO43KNHHqGijvl/X5fu7u7WlhYCHKJZ3Ui2h1ngENvW8m1WctjY2PK5XIql8sBbFQqFT311FPviCAZOSIY45m9Fy82ARkFxE2n00EmMpasc95n7pA19GKSdMaGSwp/kzlG7judTszb3t5eJG94BYgDV/if6CR8A56XZ/ZgmGoU9h/js8gzlXbejoBMNeyG74uRyZyX1bteQy6Rb/fFPFMMOaVyCX8O/QApmMlkYv+TTCajUqkUCSbb29tRpcqz4Bvjs29tbUX1xc7OTmTqYWvW19fVarVUr9djY3VampE4lc1mhza+ZJNg5hICu91uR3syiFX3VdPpdLS39TEiazqVSqlYLEZlsgOetGhAj3iGI3qKeUHmiAdo8zo1NRUEM9l7yDFjTTJLs9kMnYfsc0/cF99jvxIqPfCbuU/0F8lTyUDXfT9kDtlB17NWiNFYQ67r3b/kdbI+3QfEpiR91rfz8SCC4yKi42G2wX3u5P8XneuN7ulBgHPyOsl7cN9JGhBtU1NTyufzmpmZ0dzcnPL5vCqVSuhWdAUJcbSDIn5Cp6Lr3e56jMF9IHcXgerJGMQP5DD5PQfn3McGSMSWuM/J+ZJjxD27DgaroG0r53TwlPEdHx+PzhC0H3PfLpnkwX04QQEOwHv+AwmLfsSHB+eAvGEfKPZi293d1ejoaFQ3QopgMzxTOzm2/pOUxYuOi3zJ5OddhpPxp7/2Zo+HEbe+dvwzF33edeM77WCuPTlE0hDp4JUixL0eN/B5T/bg3PxG1rGXvjawa8QDTrD4OuX7yWQdB4C5R4+X8UElDdk4ru1r0xNuGA+XJSc5kzqE+wEP4n4mJyfDB+JeXO8wRlzT793lN/nb5yQ5n8Tl7pck17Ynp+FjgZdyXnQFeClzDXkEoUPrRZcZzk13HsYPvBV8mOQMdB5j6OPtie+OS/I+3yUucDwOm+YYr88RuCydfxg/ElCmp6d16dIlHR8fR7U1ZGC73Y6qblrZ12q1IbLPkzw9ucqTHLmWyydFA4VCIdp3eRUSB3PL6/hu+ISO+7ovyDmYQ+QvuV58Xt/oeMsTIyg4By3caKF89vb2tLe3F99x0I6AGQe/Wq2qXq/r+Pg42ooQHLAPSBLwZQJ9Me/u7kYmlvceJign+CXA9gxjlARBMBOMYiKTjCxb33jHAWqCLQgcriMNSqE88xShA6QimwOW0gM0Aj5vN8Hr7FeC40IARdazt4pikeBAcX7ec5aWOWMsGHvuGbaU7Ecy3ulT7b3YWVy+iNywJh2dTCYT/bcJuglQURxkIkgaYlElDTmXzBVBJIrWgVjfg8HJFoLhVqsVbLNnEpFhQw9xSZGR7kw7z+vZN4wJSpg5csXuxpsxcmDGg1LuKZnVw2dYCxxJw8zz8x73w3lcDzC2fo6/DAd9ICuVytDrv/qrv6r/7//7/zQ/P6/v/d7v1T//5//8gVUjyC2Hk46ZTEbFYlGXL1+OTQzRX15dRTYmlROsaw+aIIAdVGZ9SYMx73Q6KpfLKhQKsU/O5cuXNTU1pY2NjTgvoE25XFaz2VSz2QzAnnN72xn0FdUTySyMqakpfcu3fIueffZZ9ft9Pf/889rY2IjsBoA/ZAT5oZolSd4SpFFltbu7G0CgNKhK9JJs7suJUOTS9ag0cL7cGXQnlv+z2ayuXLmifr+vubk5lUqlAPpu3LgRRPXa2pq2t7cDeILox6lzoqlarUbSwO3bt7W5uRnvQzZgCwik0c+0McjlciETzA3AIQStl1VDDjFn2FUHerEZjJ33BEUm+JvDkxzQo3wXe8G1vB0SjpLbUcBK5AXbwn0kgQbuxQNm9LG35vSAgLnHTkOEtNttpVIpVSoVPfPMM6pWqxobG9PLL7+so6Oj2AcNe4KjzXjxrNhJwMlGo6FaraZGo6F8Pq9ut6ulpaUY97fzwZy7X4I9RFYImnz/HQ9aPMOJ7zrR4uSGV5/6+qbEH/1JwglyNzExMdQTGNkhWxkwztcN5wa0d78D2fLgAj3Pfe/t7cXa5ZmpbnIdyXuMESA4PgZ+8uHhYZAafn/oC3QRRJ6Tt75msSmp1PkGwNns+f5Y+/v7unTpkiTFc+7s7IQPJ52vPZJImNu1tbWhKmLWNDqAGGBjYyMylfFDUqnBxusAbvjv+GBs5O37FLofwvelga7gutgk5rxQKISNQk6S7QnRIQSHHuQzZ57YQNCPfvasU7IRmRdaD9VqtUhmIBhnXpFHyMV+vx82CL8OG8n3eA+dzL1xYPO8WsQrHPGXuRdIqWS8gmxIisQq4hIAWk+2cHDh7XwkyYZHeQ9Zdf/8YWQFrydBWo+pk+D9w66fBJIvAqcBi3K5nEqlUiQUFYtFzc3NRVsV5IgYB2J7ZGQk9h9BjvGFpXN5hHBGX7qO8tjeYzgHJXkWv39+fIz4nAN7SQICe0asj7+CDscf8yopbBjXwLenDR0xI/dGDF4oFFQoFLS0tKS5uTkVi8W4F9ctDoa6z+oJB5CxHF7him3m2SF+SC7lXo+Pj1Uul9Vut7W7u6u1tTW12+0A6Xq9XsQbnU5nSF8Sb7i/6oCYj7nLhgN5D5J7n2+3ZQ7O4vM6MOdHklhJkioXHW9EmCQBwGR88U45HCBmXlyvuez6PhOsWUBlPitpCAfB3kO2OhjNjyeI4ENyD/59T1RxMoO5djzTdUyv1ws/xM/Fdfg7iYv4b87ppAznct8CPxfgPxn7+D1zfa6Nn+gYJNdFfzImYFuOvfkcSMP6knkknkL3ODjv3yP5bWpq6nU4EnMPMZ7L5SRJzWZzCOckKQjd0uv1IqkFHwhsLIl9Oc7AvCX1kD9DPp8Pvcv5vMI8lUqFz+hzjy4juQ8Zxf8CW03ifslxRXYhqzkvlSyO74HJ8JrbfydM+N9jhuTzu+wm/QjGDJvsGB/f8XXmf/f7/UheejOY4FueGKEkCGXnJf8MBD02PcBzBhEn+uDgQMvLy/q6r/s6/fEf/7G2trbU7w/K9/kOhpSFzUR5exg2MKeE1x0JnDTAe5QtgkfLI0lDrRL4TLVaDSNMll8ulxu6B4IKL8GShoUWgoX3+Uw2mw3gleDNlT+OjYM1CCnBDuVbriTK5XKcw7OVCY7IVnZjwTM4yAXZAQDB4qIVWj6fj6CZzD/Ghjlzxe8BJobTgzgOFhfZfl5KzOeSAQMKyrNOITNwZjG8LGC+m1R+AHC9Xi+AXhw8zs33kSFnjKXBRt2ADjjOOJtuYFAuHtw76AsJxJx5tjT37Iw49+8gJdfiu/zNdxjbJBDBGCWzDXBK/7IcvV5P/+gf/SN98zd/s5555pl4/Yd/+Id15coVLS4u6gtf+IL+yT/5J3rllVf027/92xee56Mf/ag+8pGPXPje1NSUyuWyyuWyJicnNTk5Gdn9ZLqyLmHrpQEIjY4AVAAMR1ad/GQdN5vNqKhDBqenpzUyMqK7d+9GlkepVNKzzz6rD37wg1pbW9MXv/hF3bx5M0hjJzKYe4AjyufRTRMTE5qYmND3fd/36fr16+r3+7p+/bo+97nPRWUD5/KMhiTQ7i1M0AdkylHVBkCGA5BKpQKYA/whgEV/IXvYIgJ1D1pxUDzAJShkE3ZIzcnJSVWr1cjuZfP1TqejdDqtUqkUYCbjUygUYl0wXmTbUYE2OTk5NN7ZbDZazezu7g4BkqVSKUi009Pzdl6ck2Ab20o7BewrzgsExEVkmGfZMG+uz1y3oEs84KDthRNV0mB/Jyf8HHB0goRr0CbMAxw+i+32IDopY6wvzxRnnqlGSqfP+28/9dRTun79erQCWl9fV7/fj0x+zoFMecKEVzdwPr6TSqXC9pMt+nY/cNolDVWZAZqz3pJVNx6w9nq9AP0BtF3+nFhI2no+k8lkwuayLorFYlSWTk5ORrBBkEBiAHPs982cokvJhMO3Qb69L7G3F8D/QZ9NTk4GKcJ4+abVrCs2dycBBSLObYU0qJ5lnTNOgOmAc/iZrFf0Drofwto3MIccgmBH/xIYjo2NaXFxUZ1OR7lcTnt7e+EPMb+MM2Oyubmper2uUqkUG7bTRsrlhg3raT2IjkFf4SvynE7eZzKD1jHYLg9yeb3T6cSc4t+yxrELjKcDAB6cOpmGLE5OTsaec+hb/FASY3K5nI6OjlSv14d8bwgvjxfw1XO5nPL5vDY3N4dsKnKBHYPsY9ycaHayBD/TszZpF0fsQ3tD1hrrmDHwNck5iCGwkdjlr/bxKPvMHR0d6Wd+5mf067/+6zo+Ptb3fM/36Bd/8Rc1Nzf3F3ZfDwNgHwamJt9zmXuz107+ftDhxN7U1JSKxaIqlYpyuZzm5+dVKBTC58QW48OSICgNV9njazixiL+DT5cE59xH4H/8B88697jVgb8kKPmgMXFgNJ1OB7jvZL2kiNuw8+hz9I+DoehjfBrOl8vlouomn88PJdE58et6mLFEFzmohp7zmNGfz/061wXu03nszTMT3+NX4Ud72+azs7MhfekV8R4L+NzhhxPDuu+YJAm5Z/ROMiPeX0eGPK6/6OciAPhBxxutS/dR3uyafDsdbrdYEw7GS8P70bLOmAtkp98fJNLyXjIeYM07jkVVqIP8Pi++Rpz4YC2wPp3kYD49IcDB4SR56+852YI/4PE/2GGyapNWzjs7O3HPHlvzXY9vuTY23XE6J02k4TaYvha4Tx8LPk981uv1Ah9g7hzX4H9JESPxWc7r3VEgRZAJEoi5V/yfpF/j9+WkBLgWz4adcf/NiVMnoSD18ek8vmVckAP/jX/unRl4Bvwi4nJawvK8PtYQDySZSoqWuMkEPb7Ha36PLvNOIIJj+9x6/MXnnOBwuXCZT2J8jKvrP49DHFt9lOMtT4yQ+eHtTzBKrqAArDyLiz64Djwz4BhLV4hMtCsfDibs+PhY29vb6nbPezYjWHyfz52dDTY1hNCBCfWAF6FE+A4PD3X58mV1u+clU5VKRZ1OR5OTk2q1Wtrb21O5XJY0YGhZsNwDDmKylQgK2Te6Qbk48+gBHAuGrDHGlQ3eUUo8F+WzjAnKwjOI/X4ZZ4JLvkNgzX1ALJBBRGsZ2goBNgBQMJacy6/v4L8v8pOTEzUajSHZ8Gw0J1h4DYALB398fDxklKCUoBDn1o0Q10XBAYLQ75ByTp4B+UYxVyoVVatVSecEIQEwoOrGxkYAxfQBZ649W8Kd8qSxc+bYnTgHhB3MRKGiIHEa3FFGlnz83WhKGpJRX2MOXn2tjx//8R/XCy+8oE996lNDr//9v//34+/3vOc9WlhY0Hd+53fq1q1bunHjxuvO87M/+7P66Z/+6fi/3W5HZi2bS96/fz+y/CmXbLfbARxTGcG+GmdnZ9rd3R3ajBanz0EfHAecAjJ2WTvIT6vVGgogeP3ZZ5/VN3zDN2h6elrFYlFXr17VxsZGkHu3b9+ONQLBSTYZ1wSUgjiBpCgWi0qn02o0GpHxAYCCPnNQWRpUJXGtRqMR64wWUwA2HvSyPhkDKtOQcXSlZ5K7k4QD560FIJyy2axarVaM897enkqlkmZmZtTtdqOVYaVSCeeFahDfoPLk5ESVSkX5fD7ud2RkZChL2MlW7oP1cnJyEm1rGEfsHqCqA8vSMECMc+kZM9hn7sEdUTKDCSgd5GJdI4feIpPrYksBKjlIdCDYxgn2jCVp4Ih5RaPrPeSJecJOuJ5DV6Ob3VZ5Zhc2iOqktbU1vfTSS9re3o4gJGl3kGEPgJ0sROcC/DjQkPRR3q5HvV7X7OzsUBJAUr5dThhPtzkOfKGH8CGli3t5u+PvxGc6nQ6dJZ3rqMPDQ+Xz+aHN0L2y1wNTSaF3AYTwsXzuuTbrwis2HKghG5rN3vH9MpnM6/ahYl2if9gjBB/Ug1X+p+IBPw5AjWsw3gR6IyMjEaAVCoVIomHdM3b4Fu47QO7u7u6Gn0d7v3R60BYN2zY+Pq58Pq9OpxO+G+Rxp9NRq9WKecSGtVqtIJOkQeVvrVbT6OhoEFwe0CZjCHxY5Au/BL/+4OBAlUplyM91WWR+k/pDGuy5x1ySDAQxTeY2Ohz/F7/y9PRUm5ubUb2EzCSJBgcU2afG25M52EAgLQ0qfSB8iEPcP2VvK88i9OSHZBYh84OvyZhiH7gGMuQyCkHz1TweZZ+5n/qpn9Lv/u7v6jd/8zdVLBb1Ez/xE/qBH/gBffrTn/6K3osDbK7nOC56je/5Zx723oPO8aDPPuj+pAHIAXh/7do1lUolVavVaOm5uLgYPoUDbqxP4lniqX7/vI0l/l0qdZ4ggt71RD4n1JAvbAe+G+2eSJp00MhtC+dzP9DHM/maf5c1wNrBFzg6OorKll6vF0mRxNZUYwBcFovFiLmpaqTiRlK8dnp6vgdop9MJWwa5DYhH+9pk0grzx31KCoIeYhzflrlyG+g+4cjISLRGKxaLarfbGh0dVafTUbvdjvg9n89HV4vV1dWwAYVCQfPz8yqXy2Ez0fEkB5RKpaHkErfDrlN83eDb4dszN8lEKewXoCb/e8Io9k0arhZ40Jp6IwLFY5V36uG2wpM8HWR12+rYXpJoB9dKAr5OMPr8uC/umAb3JWnIl+G7Lnv+HXw7vxZ6IJvNDu0j4YmkHsM7HsNYkETC50iWYG3y/Dwrckwc5f4J/kryWjyf60/GwStfiWWYM78253E/A1wil8tdmEiC/ec6+BbePYU1LCnWPuPgOAlYGM/puKjHqeibkZGR2CuOLhm5XC6wFq/8w3dJpVLRNYb78fgPX8tjdJdnXpcGCSpeGeGkCNfBZvA+Ph66j/e9YhKCnv+5P+aFcSbGRhYc30OekBeuz9y7bCAz/hysCV9TTuhh21yHc4/cH37hoxxveWKEwQFkcaXjmX045f4+mWeUSknn4PELL7wQGUdeVeFC6yCGZ0KxoACg2evi4OBA+Xw+FnMulwvlxqaGAG20SZI0BA558MKzElyxsDk/BtyVrStjxsz7THuGzdTUVASZuVwugi0UMwrJQRsCdBwH7gWwyYE6wAMCTIJMnAYWrRMWBKq+cAAhR0dHI5sIB4px597S6XSUXeO0cF5faA6+oYyceKvX60PgIgCKs7iuyAlOU6lUyATX5n1kDAXjCsgBEzfePhdOQvT751mlS0tLevLJJ5VOp/Xaa68FWHh6eqp8Pq9CoaCDg4PI3gd84Tp+Tic1XGG5TLmS5XBj4AG+yxABO89B5iJyhBF043tRQOEGlXn5Wh4/8RM/of/23/6bPvGJT2h5efmhn/3gBz8oSXrttdcuJEZoL3HRsbu7q83NTW1tbanT6Wh8fFw7OztBJLgMsQEXDDrVBGSgMc5nZ2dRaYeRlBRtAlmXDuhhVAHC0WOswUwmo2q1GgFRo9HQ6empdnd3o2d7KpWKQAyZciKSzcBYH559gj6AgEQmWFturLEDZFQ7iESQI72+WgBQm/VBNQeBKuvaWxhgf6RBdrs7N+glsod5ll6vp3K5HFksBOWAa9g8dyoZb9YAa8gdbcAlz4BB5/A++0C5MwPB4AAnjqSkIZmRBs4aY+btexgnMjsho9zpRM8kgwkO9Kx/zu0y+sadOmTA9ZUT0hfJCZnXbvfRLTyD99cmo98z0f1++v1+ALBbW1vRrsiv6c6jO5g8p+tn5MZBX6/Ue7sfd+/ejTZ0bN7qvhLAD++jXyDTWAf87c65NNAxADi+nngd+UqCYOg+SUO+XbfbjZ7NzC/rRRpUvmAnHXAC4OHwvbkgo6VBKwFalOBbMQb4NOhj/JhsNhvVdFQHHhwcBKDr68SDYkhh9MD+/n48E+NK9nYy+QUwgsw3D665xsnJSewL0Gg0grzY3d3VxsaG5ufn45nT6bQ2Nzc1Pj4ebXRJGuAa+FATExNBKOzs7KjT6UQlietLKiS5T/xu7tXBveS8ol+wMcwx8gOoie5hvpNtu1jzDrKMj49HZSF61lsMnpycxPlI3sIHBUj22Al5YD3Qd7rZbMZ5z87OgmhzkIDxcvvgNqjX60XiFPYafYquJWnDSXJvf+Jr0sHLZDzmduCrfbzRPnOtVku/9Eu/pF/7tV/Td3zHd0iSfvmXf1lPPfWUPvvZz+qbvumb3vQ1HYRIAqkOvCZB2OSR/O7DQNk3AmwdrOW+uP5FgDDJF5AfhUJBy8vLsUYhRiqVyhAwhCw5+eaVm5lMRvV6XVtbW6rX60FyeKKEg5voHv9hXXKf6GAfbwdleM9tcBJHuGgM3b5zJPWgJ98xlvhqgGGMPXvTEU9PTU2pUqloamrqdSSnA6m00UZ/cB0HMN0X4n2fV86DD+xgmhOvybHwe02n05qfn4+YtdPphN+eSqWikjKVSkV8s7S0pGKxGC00wVYYCzAJ18E+L9yH319STpwY8Ypk/gcMpTUbepcKbGIr4gZ+4we7D+Ly86AjKWvvpMN9ZmnQgtLjCP7nPfAq95mw0d65w3UWcu/4AmvC/8beuy/mwKzLuTTYQ8x9fScUIHOSZK37Ba6DnKjleknfEHnhmfFtut1uJE3zPa6HD+G4ofuQkqLi2Fsto5/5jusNT1pzfYTOg3zGR/dKAAf68cFZk7zOfZEAKg23WGVNJmNUb73LeZAzZInEIxJTkl1v3IeBsCPe4Lnp+EOceXp6OuT3edzqlVCMhRNByB7xOokm7qsTh4Ah+Dzir/H5JJmT1JEeY/E+cuNrjs+yb5b7zcx5cq06+caadjvF//iL/h1vMezk1qMeb3lixEugcAgwRNLrFUbSsBwdHYUTgaDfuXMnQA1XMj7BnrV1EbtL9jQLF6LDyQuYOM9kJKh00oTMQYS83W5HdvT+/n4Eu+l0WlNTU+p2u8E2Mj6+yLgPsukwyggOGdEEgASyBNceoHvbDwAHFj/XljQElrlzBwvu7D6C7Wwozhjj7MpwdHQ0WpA0Gg01m80hYqbb7Wp2dlbvfve7tbS0pNPTU929e1f379+PlgknJ4N+4B7QevY54D3P4gC/35+Dud632Z0klBrXIJh1Q+kOOfLJHDpgiaz2++eZw8ViUbOzs1paWtL4+Li2trZ0//792EyUe5+amop5T2a8AkI7sIysu0F1cPIipemAor+GHPF9DERSvgAvXIH6j9+LK2MU/Nfi6Pf7+smf/En95//8n/W///f/1rVr197wO88//7wkaWFh4U1f7/DwcEgPdDqdaAtEhn+/f06WsQkl6xb5ocKKDDEci3a7HRmXzCPAuWcgM2/dbjeCmW63q3a7rS996Uu6fPly7DvEJrH7+/vK5XKanZ0NB4Pz0XoIQhMyYHd3V1tbW6pWqxoZOW/D4nunsEcG7VOkgXF2ZwydQy/NsbExVSqVIb3sWW2srfn5+WiByGZsZ2dn0VoPp5BzAhY6MJj8W1LoHm9V4/oE0ItxBeCC2EfeyUhrt9uROciYspaTAfDJyUm0yGINk3Ho3wGoQz5oGTMxMRFyxHrF6fP9NdCd6DXACeTUM6BwStEZPLc74tIgcwSdhdyiVzz7y4Mb12X+Hc7Bd3gGB525RyfxpEEGDqSg9/R2R7/f72tnZ0c7OzsB0iQDLQcNmG/O5UA9+o/AHHnBmXwj4OrtcKysrITtYg8XJ/IBd2kzyFogYHKbKw363jqIIw0CTg+ikQOCKnwmfC8SYwDRyIZ3MoLPch5PlOC6yA73zOe452QfYp4bIhsfzXvTE2D6efHbDg4OtLe3F6Sn+0TYfdaDJztIg9a1BCcAUwS5+EROIqA/OA96i4O/IQAhv9HBa2trEVR2Oh0tLy9HyyqIR3QTejaTOW99xt5MKysrqtVq2t/fj4QdbCetCBkz/Gb0C/EHYwAoRiAoDYhixoC9ECCqyOp2QtV1ohO6BL6Tk5Mql8taWFiIucAeuF9HkExQzHlonQmh1e12hxIBUqlUbGq9vr4evqq3R0PmWQ9Ui/ieMJzv9PQ0SCoHpllXZLx7xq+DFUndlwR3uCay4gDQ1/JI7jP3+c9/Xqenp/rwhz8cn3nXu96ly5cv64/+6I8uJEawKRy+z5z08P0F/LUkGeFjeRFpkgQ5kud72HmTwLe/7jYKGZiYmAhw+/HHH1e1WtX09HTIohMj6Bb0PYkjZFR7tX46nVa9XtfKykq0XC4Wi0PEnv8gyx5buBy534P/wNy4rLlf4a+9EcDtf7v+dx8nOcbEPfjB6BcwBHQOLbR8f1V8Za6JjkSPXVSJ6gAt4+N2hM8xLviF+Cee8MQ4uYyQADAyMqLZ2dnwr3d2dkLve4yXTqdVLBZVrVa1sLAQCTkkAUxPT6tUKkUiy0WkHed5kDx70gNjxw/PzfMgg06C8Dc2Zn9/X41GQ4eHh1G9T1WpYyJJmXiQ3HytkwG/VkcyoUS6eC8fB1+TRII0HHM55sFcSINEhov0rWMdfk70jPuOnMv9eyc/pGHSBXn3yjTXx+4zcm7sIuuZw3WS+7Wu9zivX9/9NtdjSYw06a/gF/hzX4Qp8Z4/A+fEXyGRztsJMuasS0nhQ/b7fbXb7bAF+OfuZ9Z8pwABAABJREFU14+NjQ11M0BvNJvNwHAdk3RZAtMjoRwfix9IAHBA4mbHXJkf5MGTKtEnvIc+5j4hVHnN/VuelbXBuOTz+bCPzMPk5GT4o9wT/j9kTRK/w+9zPeX2wDE7sBWIbOIr/FavzkIuGDP+5r4g0pA95pG1i+xxHb7zqMdbnhjxYE2Srl+/rna7rTt37gwBDgQcTAZZhICKVEj44kTY3anxIMCVQBKgwWlloSFgBEm+iVK73Y6Fs7e3F4Lgvdu73W5s+EM/fS+18oCYwJegDEHlf5wglCHOJOPkbQxQGpzf2XZ+A2T6xmfSgKl1IAxCByVNIIPCdzCO8b4ouHHlCdNKFq4TCP3+eTup7//+79d3fMd3aHl5WUdHR/rkJz+pj33sY7p161aAnAT6EBYAiwRpSbDfj2T2C59zUBnAlFI7D0SYM378XMwPTihjIykyTsgCwvlLp9Pa2NjQSy+9pI2NDTUajaH5IMhNArVka7EukBFXWjy7O8sPMuYovqQzAgnk+53wfUAGrpWUV197XMMNtI/P1+L48R//cf3ar/2afud3fif6ckvn1RoTExO6deuWfu3Xfk1/9a/+VVWrVX3hC1/QT/3UT+nbvu3b9Oyzz77p642NjcVGlF7+jgGWBgEU7QNYfwCFlH5iAM/OzjQzM6NmsxktCFjfEAqsDwf+XX659h//8R+r2+1qfn5ely5d0vT0tBYXF9VsNmN9ovfQ0VRWOInY7Xa1vb2t3//939f4+LgqlYpeeeUV7ezsBPhDv2TkAZAa+ev1elE+DBgHoUB5PcARjgIAJBtVSoqqNCpzMPgOnu/u7krS0LpyZ421hyODbSCIarVaunfvnk5PTyPDjXYH6FNsDz+lUin6wzKvOFiuS915HRsbi03ApcG+SjiE6B0CO9dnBNy0NMM+4qwgT962kOsDPk5MTITjMzo6qkKhoMnJSW1ubkY1SzKz2PUJ5HrySBIh/Di5gm5BHhh/5oNz0LIB3YLDBSiaDJiTjiQOMKQdWfgeuHAwt0l746SWE2vuYDrIxH2+3Q/IW89Qx1Yg/5JCPySJAQISCAr22/Lg131Id9BxuJkbSNp+/7yCgHae09PTEcDQ/pLAySuZpcGeHgDy6AdvlYRPCYHsxBnzz3rxvT4Aa6TBpvWATxAHyA7BJDbDgSRIafw2z6AjsKI9izQgVtrtdth5xoTnkQagA8AjwBpz6XMwOjqqer2uXu98Y/W1tbUghhcXF5VKpUIn4094QM29U11879497e7uDoEBxAr4T+7H9/vnWXvst5XMjOSZIeWo3qBCg2dg7aOfsUnMN/9Lw75VqVQKn29mZiael4rBdrsdflU+n9elS5eUTqe1uroa8lkoFMInR++g1wE7SLZCJ1IliR1gvSU3PHZfng1cPcMT+WY8Iar8XB4TXARUch7WDfbUfUWPD78WR6/3+n3mNjc3o6WPH3Nzc+EvJo+H7TPnR9JPv4gUSfrMSfDVz/Og877R9ZOgridCSYMYIJPJxKbqCwsL4R8uLCxEKxLWHiQeushtIAd+HcAzctTr9Yb8QXQrPon7rh5j+P3jG2PbXc96y7qk7U6Om79+0Vw5sOT3hZ2SBmAwWII0aA+TTJLw+BGb47E+OAJrDx8Qv9VJjKQfyWuHh4fRrrBYLMa88T1P+gEM5frJsUjGeJDGJAN1u93YQ3Fra0u93nmG+szMjPL5fOhU7Aht18CDwCgA4NB14CEc7pchv9ja5L0iD+gsxtPXF/JG3A4hcnBwoFqtplarpWazqVqtFt0cSFIAo3By9C/z8XM/93Ov01dPPvmkXn75ZUlf2T2WWL/oFicJfJ3iyyHfbq99npyk6Pf7Q4koEBkus459gD9xPc6TTHZy2+mJJ9wX98Zn/VmSetzXFfFNkoz1SgBIZMB54qzkGuX+0XFOoF4k2544xFpAV3oShD+Lx+FOJjkx4CQvZAA/3DPzn7wnyBMSL1jTzDvYKLHs5ORkrDEneFznUdXFPaLHeEaI562trUgwciLB4xWeledwm+S4musTJzXAX5EX7pWEQ2IUYlLiHJ6TRJ1qtTpUHcT8J1sUs3+J44nSoLsRY8pnPCYmHnM7C8nhvpsTmOD4JI8jO3ze16PLJaSKr4FHPd7yxEg6nY6+l9J5xnWpVNLm5mZsQph0PlAs9Ct28PX4+DgAsnq9PmQkMUoIKMJGkA1J4ME0k8QmtgBugCxkORKAOgGAIEuKzQ1x8vb29rS5uRm9owHOcM68UqHf78fGvB5YdrvdqApwABzF3u/3Q/mgHHG0HGyTFIQLgShGA6CMlj2eienMM8qTAIrzJg0VyoL/UTSUw/Esfq1nnnlGP/ZjPxZtpZjnO3fuRIYpIBjKXBoAHyiKpJJiQfMsbvQAjnnN+zhS1gwYTL9aabgdgJfuOWiHIpAG2eS5XC7aKezu7mpnZyfa6nhZKE4gY97tdiMolc4dUBxhnGjGnGdDmXG/bug8EPVMBB9Pn09JQ876RWuVe+Q1DBRjm1Sknt3xtTj+3b/7d5Kkb//2bx96/Zd/+Zf1d/7O39Ho6Kg+9rGP6d/+23+r/f19Xbp0ST/4gz+of/bP/tmXdT0yq6anp2NeyBzFiDqQTnUX8+Ml7oAazHmlUhmqROGHfRFYOxhkb/eVTp9ncO3v7+tjH/tYgDNPPfWUnnvuOf30T/+02u22fvVXf1W7u7uq1+tDABDBFvc/Pj6uw8ND/Zf/8l+0urqqQqGgW7duqdVqBQnEhpzpdFrb29uSFBm0GGjpfP2SddbtdoPInp2djY15x8fHlcvlVC6XVSwWtbi4GAaXTF2yEzc2NvTKK6/otddeU6fT0dLSkk5OTrS9vR2OBC1EpIGxB2hKVrywJqhoy2azqlarESBCuEsKgJIqIXQ4upiWZQCOVAxJA+K1Wq0GobS3t6dmszm0AbEfk5OTkW2JTDnI4MSAByAcyBmOFnoQEO3g4EBzc3PRYpJMnGR/e2mwgeDJyUm0WoCscLvmmXwcOGrlclnT09Pq9/sRnLqDTQafE+6MHXoSMIF15fLGPTBuAAhU7wFGOKDNj2+gzPkJoJKBCK9jM51sfjsfyPrIyEj4Iel0OtouMffoB0AGd7zx6ViP2EeyarE5bqc805i5Qx8itwDU/M+cIVf4Pe7cuw9JxRL3CsCFHj84OAgQmkx+kmlIbDk+Pla9Xg/CmYAF/4/2IqwH7DKb0fO/A3/oZyedHcDjHvGd8End7pCMtL+/H9nM+LC+htD/AJv+7Pg3Jycnqtfr6vf7mp6eDoIAEBObRlBI4JtOn2/6jj1jjKXXZ7bv7+/HnitOCDEeDnRwbn5TZQiwl06nw6Zi23hu1iwVIRD5yAEE0fT0tKrVqorFYsQynN8z5rrd8/0apqenw8/Ezni7GWSFsXdSC7IFncIcZ7PZSKAhpsGW4R87qUVsgJ3AhrFei8XiUIziICRzwjpzW8Ba8zgCefVsw6/F8aB95t7s8bB95vx4EBh/0XHRZx5EQHG47/0on/e58/cgBqlyz+fzmp2d1fT0tGZnZ1UqlSJxzv0k9DnndAAd2fG9Hlh3/X5/CCxyHcXfTmxcRHJwLWJizzp28NK/6+N20d/+WpIY8fH28WMNuJ13gBOdBeCGX0E8xVh40hmYAeNBjOZJJ+hivx/0HElHHkO4b4J/eBFo6zLl44fvltS1rgO87YwnilDFSYUIdjs5D0nQOQk8uxy73+qf888Q6zv5nZQfbNjJyUlUwywsLKjdbqvZbEZb5O3tbXU6HTWbzfAZO51O2FqvFE6C9H8Zjqefflof+9jH4n/H076SeyxhLxhf5MBlThq0tGKckvgFMpYEVSUN2T5/HsB//ETOn8QekzLu9+Cv+3P4vSN7SZIliYnh5zhYLA0D1xzoBTrS0EnC4zaP8XkG4kyvlOJaTiARv7g/wv35/TtukbQvfv/4buxhnMlkhtri8xnHTrmuJ7bwfrJrC7rCfVw/HNfFn/dKDXwQtyU8l8cM3Be+8d7eXugNx+RIauJAb0NSISvEP6VSKewde5+QeI9fiA88MTER5wArwp9HliDOfM44j8uvxy7YRPQjz+OYA2OJ/PF51mIyEd9tuI8nc52UZ9ruuj58I1/Ij7c8MeIEwMHBgW7evBnANFl/sKMO1iNgBBQEH2R1AQQnszSTWb++cFiA7hiMjIwEcCcpFBCAIYE2BAQZMFyP1gBuiNkfALb08PAwnGSEm8zm09Pz/SToF8/eKTgJfJ9MSWnQSov7JwOQIN0DJITSsyhRmChDZwoBgRijg4ODUHae+UL2HWPqBsOZ21QqFRmgHix5VuHExIS2t7ej9Q+A5cjIiObn5zUxMRF9S+ktTUCNrHC4oXOj4crAiRk+Q4ZKoVAIY0H7I8ADzuOOKM4eAI1nwqRSqdhYSTrfa2JtbS0yS/wcjJ8HkknnD8eaDBtpQAZ6Vi3P6GSJK0F3ql3ZcXhAy1rzrFk3SgTUySCDcxMQQ1gyd95S4at9vJECvnTpkj7+8Y9/Ra/JGB8cHGhpaSmMHvvs4FT5OLJ+CU49Y5T30ZMjIyNDLbBmZ2eHyDe+2+l0Yt3hcMzNzSmVOq/ounPnjtbW1iJriMoR5AAdiI5F9jwL5+7du9rb24tsWrLC5ubmNDc3p2q1KklRXYGunJycVLVajSwtLyOFuEhmF5O5euXKlajE2NvbiwxsMjMIhK5du6ZGo6FerxebXHprMrJXcL58vM/OzgJE5X9AXuwAa2ViYkKtVivGyx2fTqcTNgZn+OzsLFooABoQMB8cHGhzczMCLc8aogVQUu8xX9x/KpWKNmIe0OKcABqiPyAkALA4jo+Ptbm5OdSCrNvtRksiB7qdPGCMk3qNsSOjRtIQ2J3P53Xjxg098cQT6vV6+sM//ENtbW2FjvbSX2w6Y5AMsKSBHZQGZDhA3eLiosbHx7W9vR19tz0QgyhhPWO7GDd0MFlTHuQw3qy7JAj1dj+QcbdNyLM0bEcpdfcEA2lALHmmGkHng4h3d8Sxf8g9wC/vM6dOYhDg4Fc64IV99T1umGPWH/6KAzoexABY02rK75fMLUg7/K/x8fEAYdis058dUofn8ft1nw/96T2isRWTk5NaW1sbykrD/0Qv0m7JqyDxj/DnDw8P1Wq1os1isVhUJpPRa6+9FmNO61n8BL/n09NTNZvNIMaZw36/H5nHtFll3tD1qdT5JvDEFL1eL4JRbAMAGIE4c856bzabMeYOruRyOV29elUTExMxx8gwc5vL5VQqlZTL5YIwqtVqoS/RF06qt1qtyGbkPJ4swXdo6ULlShIodmAZHx6g4Pj4OPajYV24T+E2wwFUiG30HfrRnxvdy7WlQatdSZH9CPjNOkGGvtrHg/aZm5+f18nJiZrN5lDVyNbWlubn5y8818P2mZMGfmeSOPL33H7hMzqo5p/lbyfYHuTbuo/v13L/H72EL1cul1UqlTQ9Pa3p6WkVCgVduXJF5XJZs7OzEWsCPmG3nbDr9XpRJUbM2+12oy0Ra353d1eZTCaITWJmxoO4wZPhkDfuVxrESl6tiw5LEgjJseJcSTCew8kVP9zvSoKuPD+Vd+hMEtyKxWIQTL7Xh1f1ZrPZ2L+FHvm8B1gIlkKVt6QAUvP5fNhNfOPd3d2IIx0vceDTbZUDicR1ZDUjf956BgzDZRbwDP1aLpdVqVQilvVx933xkrEkvpQTX0n7xvrxmNrn0P0OgF/mjnsHCwDD8mSDer2uvb09raysqNlsql6va21tTa1WS/fv34+WwklfEtvDOH2tj2w2e6E++0rvsZSUpyRGJA3rMidDWEf4BoD6TnwlcQ3Oyzi7zksSh5704vEPtpD7IOmFv/GBvBISkNm/l9Sv+Hj8ja7y7izoNPQBn3VSw+OoJNbJ3Eoa0o+ejMD48Sx+rgfZJX8Nn8FBcHxL2leht4nPeHbGynWd63J0NeOEHqOyF/LAMU50Ick7jCu2iUTL/f19TU5OampqSlNTU+HzIhvoGK8S8fF1ss7xCQf48eGTpAxjnKwyBCPnWd2Xg0xiTymfzySZnrwn6fWVVowJ888PfpoTRz7WPj6cg/Mzp4yd3z/XgehCNjkf5+K9Rzne8sQIwBjB7P379wO0koY37fbsIwwSwRYTlclkApzyfR8Ihii18sWHEHFNJo7zetsZlCEO7tHRUTh0BKAEYZyHhe+Zc2QzUh7a7/cj07jfP68Qoa0DG06SKcmz4mTCVlIpQBDa6/WGNugELOz3B62nyNJEgQAiMdZOAqBgWq1WPCPjwXMRmLly5H7JtGPhePYZsuDAIYv0i1/8on7+539eTz75pDKZjLa3t1Wv14d6gDI27M/A86JQUMgAdihksnO8TDCdPi/ZQzmx6Mmo4/7JLkhm9EiKskGcz7OzMzWbzVjcKDnASLLrHWh1NhbQhfWSBBBxAskiRf4qlUoYV6884GCuABswVslsKsaFczmwyfpKAq2uWD3Libn2ABrjiTw4MfR2Pxi3TCajxcVFXblyJVo8AQ55lp3LkLfHcmOM88baYh7o05/L5VQoFLS7u6tGo6G9vb3QaQAqgC1eCUHgRaXIxMREBAHM2+HhoYrFoubn55XJnLcUpKoA8KjZbOr0dNDDHfKiWCyq0WhoY2ND1WpV733ve4NIeeKJJ/St3/qtGh0d1e/8zu/ok5/85JCzgWEHvISooMKv0Wjo5Zdf1tbWVpCarKexsTHNzs5qYWFBN27ciPG+fft2kNOzs7MRNCYdPLdBDlwwD8whMo+zjN5xB575hWxHD0FK1+v1IXL67OxsaDNn9JNnikiDDE93stxJcmdIGgbBuDdka2pqSgsLCwHooauazWZkxJXL5QBvfVN3P6cHKThcgHMOKCcDHT9PLpeLfYA+8YlPhE1DZ6PPGEPGyMEP17m+fiDIFhcX9eSTT6per+vOnTsRQHgQ7qAH/oeDLfxPdahnYxMA0Fd7ampK5XJZGxsbX75ieQsdJLT0er0AmQl2sdsO5NBmhTFETtjjQBreSJd5xc+EzMN5p90Ttg7iQ1IkfqAnCASYQw9G/HxkJeP3IGuAvhANkL74Y/1+P0hEgCWqwIrFYhDYAGepVGpoDyP3F9Pp82rnsbGxaHlFZTNjwZpot9vxzJCvvhEnduHg4EClUinagGWzWe3s7KhYLMZaxk4k/RkHv3h2/CfIh+3tbdVqtQDsnPDq9c6zI1utVvgM+Lv4jui5qampINYBsmg5mEqlgpDBn8JnxlfCXhFjQHB41Qhjjt1Lpc43EL5+/bre8573RMCKTnTZINMe4gJ/vd/vq16vS1JUirO/GCQI+3zw7OzFwlrBfjM+6HYnu/DvmEOeAxnyKh0HPrx9DoAN/jCAA+dlLSJvHO4bSoM4Dz9ocnIy/CJvDfTVOvr9h+8z9/73v18jIyP6X//rf+kHf/AHJUmvvPKK7t+/r+eee+7/+tp+eDz1sM896DXO4eOd/Nv1U9KnSoLZtC2Zn59XoVBQuVzWzMyMCoWCFhYWNDU1FWC622/IWAcnk0kJxJDIE7IMOeagULvdHsp65jkcBAKQSxLDvMfzul+RHLPkweeT8suz+HeS4+2APc+Ry+WG/CAneEg2Iq5LgvvE6rR1Y28S9z2TyZoXyQxjBzaCTvQY1H0wb1XD4YAh+voiUg3dOjY2punpaT355JNx7qWlJZVKJc3Ozg7tfedySQyaBO5cRznxy3fQYwCOnnDoMpH0gT2JyH1SbBs6C5vAHjoQ3kdHR9rf34/qkfv376ter2trayta9Xgr4o2NjUhm/VofN2/ejISg5557Th/96Ed1+fLlL2uPJenh+yw5OesAK76Vk1z4DOgWcBnHDVzeXQ69KtTxEI/Z+J9zXJTUKw0SXIklXJ8lAWg+53GCE408A7Ek9pvrIPeseR8r9zs5F+MCceS6SBokL3sVn5MYfA6yzknIZCI1ryfJK4+NuCbri7b07t+BX7qO9UrkbDYbCTiMM2M8MjKi6enp0E+ck1jNY24nyfDn8dXoJiEp/K6dnZ3A4JIkBwl96G1wF4gqYhkfB3wdT4QDD+T+Dw4OVCgUIg71OUAOsLUjIyNDrb+RUR9H15/cO/Pn94DsIJ/YWI/J+T6JMy6jyes5rsrh9ojreaW3V+k5jv6ox1ueGCETlB7nTpR4qyYHnSnrwWBhjFF6BImShsqQAPkIggGiqUhBAGh7Beg0Pj4ebC1Z151OJzKdCQ7IIj4+Po7NcwEbEVIWJ5v74sj0+33t7u5GgIcSHR8fj570LA6YtW63G85ht9vVxsaGRkZGIgOM5yezgUAUwMjJIWkAxKEMnL0+ODhQs9kcAuVRrCh3AlcWV5IE4fn5DGOBsel2B5sFcV+0K9ja2tIf/MEfDDGV3hLDlQ8LjYM5BjBzJwewEUXDYubeUNYoPP8s1+Za2Ww2No+bn59XpVIJcHZra2uIQPLg8iJDyOeSQA5K0FldPouSZSwx1vQCR44IXpMOOs/ga47DZSUpyzipOMSAv+7Ee5Z3ktDx+Xay7Z1y4Pjncrkgbj2zztsruWPPOmCuk9lXSWPEQUUHQe7ExITW19d1eHgYWZ9ksO3t7QXR6Oc+OzvT9vb20DVh9ZFjWip0u+d74qyvrw9V/7FuMplMtISZmJiI3sPf8A3foG/8xm+Mli1PP/20PvjBDwZxuru7q9dee017e3uSBhugeZaEy6L39y2VSiqVSmo0GvGc6+vrsS6feeYZzczMaHd3V93ueSuTxcXFaNEFuYNOxXlxBzGZreHBFsE+OoaA2HUkJDXrCHCNDBZ0Gd9lHpATHDFvQeDBomd5oA+YW3RVkjgBHB4dHdX+/n5kXGP/aAl3cnKiUqkUtg4gLql30IXoBSdwuT//4RmZb+aT7HBIbc6NjANySgPHMBk48B4OPc81NzenS5cuaXJyUjdv3oyWYJKGnDdshSdi8LcHCQAX3loH3Q35yLp0MPHtfDAn2BIPhH1s0+l0VE15tSwyCpji9h8diQ4gKGN+PeEGUtIz/KTh4BMQBMCdz1Gh4QEs2b9k8HM/yCv+jwceyC7+IT4RQZukAPE5B2tTOrcjlUpFKysrOjg4CP25t7cXLecAn9knp9frxYay3C/rhWfc29uLrDzfcwNyG/8R2ccOoPd4Rm8hwJzyvJLCN+aeaMPHuLPvi/sL+OIQRSQZtdttlcvl2LPJCS7GgPUHMURiCdXoxAm0nHJfluCQe5mfn9e1a9d0+fLlSEqpVqvRZ574An3I/iX7+/s6PDzU1NSUCoVCJExJiiz5VCoVRJm3OTw+Pg7QFD/XZWtvb0+VSiU2ceae2ZvGW68iS8g/647vYLukAUAMaLG/vx/EkycKALS4b8f3+N8/54E3a9TbLXw1jjfaZ65YLOrv/b2/p5/+6Z9WpVJRoVDQT/7kT+q5555709nSycPJjSSY9aDP8X8S9Pe/3Rd08PciYDl5Ttbn2NhYVDktLy9Hgs3MzEy0K3WfHhnxql/sofsi3BM6mu8mZRHiEBliTXvySTI5C9/MZS0JfibHPDneSf/DYxfO7cQI5/UxR+b5cT8dufdqAcYdXdzpdIKAdRKL61Wr1WhFy3rDr6AdrT+b+6P4Peg89+tZxw6g4aM5AMgc4OO7b+UxJaTt+Pi4ZmdnValU4h6QrUqlEvE5PryDme5HJuU3CWBzf/48viacXOF/5g2ZcdKH97gvkpSwi2Nj53v2SYq9o/r9frS2XVlZUb1e1+bmpra3t9Vut7W6uqq9vb1oxfWXgRj54Ac/qF/5lV/Rk08+qY2NDX3kIx/Rt37rt+qFF174svZYkh68z5LLJHPGWvXKBg5k0ecfDM/BVvSM6wPmH5lDTjhHJpMZSnxym+f4TPJ+/eA1l03XKdwDvinrC5+R53U8zYkLPzdrge84mcR9uU52wjMZX3FOX/88pz8L9+HkgpOQ0mDfR79ffHZwX4+X8Qs58Ms8ibnf70cXCMcR8A3RPfjN6NVM5rwKnKQgElwYM3yrvb09FQoF5fP5SLLGj8WujIyMqFqtamRkJPaBS6VScW3kxePX5P36a1QDnp2dqdVqRSUKn3eZ5T44TzqdVqFQ0P7+/lAHI7dvvsaY96T+8/WV/I7HFsQdLuf+eWwwsuXnzWQykYjE+/iq/X4/Cg/AI3huxyUe9XjLEyPuHPtAAAi4U+NGiEFGqLLZrC5duqSdnZ2hstuRkZFoZQVgQi93bw9FsOhZUsViMcrnUTQEFmQs9vv92B9ifHxcnU5HjUYjJp3nwIgeHBzEvdMr/vT0fGPgVCoVxAsKXlK0jSEAKZfLeuyxx1Sv19VutwP4ITONDOds9nxzJsqaqaThXFNTUwG4cb+AsB4wo0iYL8BOz4jkmdyAuJJOgoKMG/dDphpBMPOMEvfF6WCeLzp3lJAXnCuUQvJ63JM/qzTIinP2myoQxgfGN5fLaWFhQdevX9fS0lKU5a2srOj27dtRFk5giVz4eVBAOMeShoIBMtydcOKHMfIfevEi10tLS5F5uLq6GoE0B8bG+yQyjw4cSsP9cXkd5j8Z8CAbzIuDTQ4a+7lhpdnP4e1+kEVRqVQ0MjLYFBe5Y225nEoDYsnXga8zD4KSBhq5ppVbt9vV3bt3Qy9BnKRSg3ZY6GonAh3kRqecnp5GtvPy8rKKxaKWlpb0/PPP6+7duwFSIw+QabQRGB0d1eLiop566qnYoDafz+uJJ57Q0tKSJOk7v/M7devWLXW7Xd26dSv0la8lxgMnm/WUy+WUy+V0+fLl12WqbG9v6/T0VNeuXdO73vUuFQqFAAsh09EFZLBD4GLcWRs4c8wlwao0IAIZYw8MPDD2+UaHMNastXQ6HXYFPYkjmMxS8d6uHkxyD5BJDvbh4AGsIQfr6+vR2nF8fDyCcva1KZfLkRUEmdPtdiP4xknmWjh96AQHIvw+nUjHUYOU9+xvssTT6XRUKPkakTSkM3mPcclkMqpUKpqbm1Mul4t2CMnAmgDAEzr44XP4GR50ExRxz1454gDlO+GA6HP/jPlnvADqIZBow8QawH/Dl6TKBLIN+fZgQBoEjazTTCYTwDprxYFwgldIP5JZAK1oQYI/5T4jIB6yXC6XdXJyEnul4ScCsPR6vaEKaEhg9ApZ2JT9t1otpdNpzczMqN1ua39/P1rOuC3AXqNL2NyWyhSug1+Kj5nP58M2419mMhlNT09LGvgRx8fHUUEBsN9ut4N84DysWyrKIGWcvGX9jo6OBrnAXjPsIwg4XalUdHBwEC1YIM76/X74P+l0WpcuXVKtVtPZ2Vk8K3NGAMbG5pBKrHHeJ4EKsg4fcHFxUfPz87px40aA+gcHB0HCO2hCpTfXZZ+uarUafvDU1FS0GGs0GkHI08KS+IQkK0+qQe4g/LBZfN79MgeCPBHDSUt0KMlT2CGyOJEvbx3rfqE0AJPcD3TfBN+FKidipK/m8Ub7zEnSv/k3/0bpdFo/+IM/qOPjwebDX60jCXBLep2NkQbgFn4af/Oexz4+L+hC7KjvazM1NaW5ubmoPl5YWIjElpOTk/CZSGD0GDKVGlSmo9N7vZ5eeumlSLZAHpMZ+oBHXr2FDnLQ0vUHsk+s63LtQFHyx30OH3P32XjfgUofVwe0JA2NAX4nLWU98Q69CJYBueFtcz0OppKYvf54NnQYazWTyUSVGveMz4xvxfOg74gV8dvT6XQk2WE3uDePB87OziL2rdVqQQhLispPiGH3j5A5xtATWjyJwP0rx4iwocy/jz++qsuFyzsyiS+AbUFmsIXFYnHIb0sC1Ul5kBRJBSQqeMeLl156SbVaTSsrK1pdXY39sr6Wx1/5K38l/n722Wf1wQ9+UFeuXNFv/MZvRLLGmz0etM8S8+5xpq8vdJQDtUmZlYbbQ/n4g985QE1HmeQ1PL6Q9LpzOFDtn8FHZG06QJzUwS5PnlwjDbfx87WITfZz+N8+Dn5vHPjISbLWr+UkoH8HnCEZkzkWxHvgYt7uk9iG9eztqT0+5Z4di0M3guWxtl1f5PP52G9NGuxnwhjz3Ow/SOWS2w3ih+PjY929e3cIO0RHM690oSDBhWugJ92X8XjBn8tJK/SOEzkk8zu5x9gzTuypUqvVQl97/JpOp4cIJ58nH0vkGXkiTnL8k2fze3cZ5fldfpPPjG5njPy5nDxPrpekHX6j4y1PjNCD+/j4ONg8JgJgydvvOBvKBpUYaALhg4OD6MMLIAWDB7CHYSYTjiwMlOnU1NRQ4IOQbW9v6+zsTMViMUBtNs2mXQuZf85oE2BPTU2pVCrFxpi0VcB5uXLlSoDqZCNz37DYlJk3Go3IPiSzztlLHCpfbGTQSoPSp2T1DUraAcx8Pj8EwnIu3zxUGs7GZRH5HOJsQKxIGnIGCZCdoGJuM5lMZCUChnAtN5jScHk0iodrcf8YAQ8C+TxZjxBoZJZyfsi4SqWiSqUSfThXVlbCuQG08coOnskzlwggaR92cnISrQw8g9HBS1eejK0HoDjFPBNg8GOPPabLly/rlVde0crKyuucAHfquKYHzShdV4zO+HNfbnBxPggEWA/OnLtD7dm574Sj3z9vMVYul9XrnbdvcpDCySMnkfwz/rob0CSR5nMAiEWG+vHxcZANBE+U0TK3HqQSFLhTxrnS6XT0V3388cf17d/+7bpx44Z+53d+R/fu3Qu5x2hns1ndu3dPMzMzWlxc1Pvf/34tLCzok5/8pNbX1/Xss8+G44ZsfN/3fZ8ajYb29/d1//79uDcAHxyfTCajTqcTAR77XVAlQuYagejGxoY+97nPRdsawNaVlRW9+uqrGh0d1dzcXBDb3W5Xq6urofPoY5p0FpPOhpO7Pi/7+/vhCPp6d2cfIBZ9cnR0FIAFm/nS7gaADRABW+SOqPeKx97g0AIyz87OBhi8s7OjWq0Wn2Wzd0ilS5cuaWJiQjs7O9rY2NDu7m7YQ+wPQAd/u0x7IMt48X+yYg99Rya4dO4YVyoVVatV7e7uxr0yftg9aWAHPUDY29tTtVrVlStXNDExoc3NTd26dUu1Wm1Ir46Ojsb/6DjskOtRz2xzu+SkP99hn6g34wi+1Q8SYnh+qmmkQbk6eoJgkgo770uOvsLuup0BfGGO+J5XNmCD8JOo+PD3aFmErUY3+lzir5Gc4ZUjnjUFwdPv92OvNNe3pVJpCKTBj2Ad0FJpbm5OMzMzkqROpxPVJq1WS/V6PfZnq9frmp6e1unp+f5NtPoYGxuLSpz19XUdHR1pb28v/C9s097enq5cuRJtqNC1vV4vyFFvUUW/dXw8dBV6Gh0qDYJ538fEia1cLqdOp6PNzc0h4AndBXFDe4GlpaUgjpLru1wuB0lAZmC73Q7i24ELvgupgfz1+/2wHTMzM7p+/bqWl5d1+fJlLS4uBqmEbs7lcqrVagHsMqeQ1ZKikgnSt1AoaH5+PuKRRqMR1TKnp6dRZe72gxgDXci+YZOTk2Gfx8fHwy74OgPAwN/GrwPEc2DXWxyx7w/Vk5616P4348Z6drCTNSwNki6YM0/M+Woc7k896BgfH9cv/MIv6Bd+4Re+4tdN6n6X3wd9hteSgCzfSQL80nBSGJ/z8yMLuVwuiBFIEqpnyJTHZrntdhvthwPZ+IHs/9ZsNofOAXGLntzd3Q15RG7Qiclne5jc+Fixzv3+k6Br8rl8vJBVvpMce37jz7NWeT5iUs6TBKiwD0kAF/uDjsQuMRbYIdYlRASYxkX3i5/NWvQx5jnAIqjQZC0n748EUvbXA5tIpVLRagqsBpvGNbAXDsb5/DD2DqyBK/iYc08O4DmJ4vMhaUiuvBVPv9+Pc/teLi47LnMuJ+4HYsO9+m9/fz/Ihi+XdPiLPkqlkp544gm99tpr+q7v+q43vceS9OB9ljzedwzQgV78H2ST8Wb+PGHPZSOJZSDXTiw4DkOc4H6DJ8bwPc7hc5wkNXjN/Uu3e94SzG0e/h+6wf2RZFIdr/u48OPgvH/f8UBiSWkQk7AunIRK4jrMj8dgfJ/PgutJg/1LWB/E1U7MesyJ/uN1fBKvtvVEDbq1MC/JxA/u2fU98sbeZvjUJNOPjIxEQuDe3l4kYBLvJ3UHMsm4QPS5zuHZwJYhhsEnUqlUED34fV4twfVGR0eHqpG73W4kpuJ/u5zztyeiuF50W+CYUr9/ThiT0OjncZ3m9g3Zc/uIzINbgJ1wHU9acxwCrOLNHG959BBlRBAmDYyiNLzTPc42YFU2m41NfMfGxrS2thalSdlsNvoXJvs3s0BxJPb397W3txdKCzDcBZtMMcqvKAUjsCQTBdAGZUjmdKFQGFICBP9ksVBKdXp6Gplwnv11dnbe0os+orTqWlpaGlK2kjQ7O6vDw0MdHByoWq2Gg0LVSDqd1vT09BC45kaEcaZtA0pSUgR69CJ15tWBAUABd8aZVxYkCs6d2na7HY4w1+t2uxGwQqK5o4+iAOjzthsoCMgxroUSlBROPwE1oCIMNNdttVrh5NHDen9/X6urq7p165bW1tYieJYU18VQQK7wPJKiNJz5d4WA0neQQBow62QbMkdJJwCASBo4JNVqVcvLy7px44ZeffVVvfLKK6rVajGm7gC7E8E5IKcw5G7wCXCYZwfHed/BYc+IRhZhk99M2dxb+RgZGVG5XFY+nw+9BljjDo07255B4AFMcq3xec7j2R9ky0DuZrNZPf3008pms1pfX1ej0QjHi+DYwS1pkDHrupSgotfrBWmRzWb1nve8Rz/6oz+q7//+79e/+lf/Sn/4h3+oWq02lMG6urqqpaUlvec979EzzzyjT3/60/oP/+E/BMmRz+eVy+X0xBNPSDrXc7OzswH6AdqjewEjs9msNjY21Gg0tLm5qWazqW63q0qlEtnYOEap1HmGc61W05//+Z+Hzoe8yGazWl1d1crKih577DFdu3ZN73nPe9Tv94eufZFDRxCL7sKmeCspnAl0KHOYy+U0OTmp4+PjIN+xgd1uV4uLiyqVSjGWJyfnmxlvb29re3s7nDCcJQ9kkaOjo6OoMkFvEcRdunRJV69e1fr6uu7cuaPV1VVJitYpBOeNRiOqbTY3NyOrBv2OXQEg9WAbksydKAfXyEh0ZxMbzTzVarWoBsrn8zo8PIw9QchS50inhyttmDfm8Nlnn1WxWNTa2ppu374dm0CjJ9nwlISEpE5jfUvD/bHdVjsYQhIEc+DfeycdjAXEqwNSrCXWFZUdnqVGFRJrjvOgS/k8//NZ3zeOAJc1yTymUoN2RmdnZ7FfDCX1BHseiEF0EGgC1vM+JAzyzXfQ2dL5/nU7OztaWFgI/4B773Q6unTpksrlcgD4jUYj2kpBYPT7/ag89VYrbMgL4En2bzqdjmrCo6MjlUol3bt3L4Kwbrer2dlZZbPZyAweHx+PDXwhlgjU0KOdTieqWXq9nvL5fMwF5EQmk1Gr1YrWV4wvfgxtp0qlUoCzzFO1WlUmk1G1Wo21WavVdHp6GgQFxMi73/1u3bx5U61WSwcHB0FceGzg+6BIUrlcDjmsVCpaXFwMnyqdTuvxxx/X4eGhtra2QoYqlUrYSXQtckpFHeQyWYvZbFaPPfaYLl26FHuI+Kbq4+PjmpmZiaoY9pZJpVLhx6JDT0/PWwxjI7gH5APihDFEhgFWyKJ2gtJJQALdJJkFCcP1mGf/YV17UI69xQ68Uw4HI1xHYA+SsVryez6GnhDjn/NrOBDt44xuqFar0XMdf2phYSG6FpCZSxINAAYVCZCpgEX+bNxXs9lUq9XSvXv3hpIRsQMkH+zu7qrf7+vWrVtKp9MqFosRH5Ps4YmA+Lb4GT4mjCu/HQjFJ/L7dCDNkx48sYwxxP9NAuXSIE7zZBjuH12Db5FKpYbi0sXFxaFMaJIjSbJEnxBfQzIfHBxodXU19EI6nY7qOWmQmEi8hw3h2ZNJfJ7pDWjoQCbPgD8I2YX+obIN35yYB12E7iAmpJoSe+/V7JKG2o8z3xzIt+MCh4eHOjo60tbWlnZ3d7W3t6eZmRnlcjnNz89HZQdZ7bQMBm9Kp9Oq1WqRiEu3EN/nz0HEi9Y4fibVpdevX9f09LTm5ub0W7/1Wxd+72t97O3t6datW/qRH/mRr/geSwDoFxGCvOYgK/NNfIJ8eiIhsUKSfPTEyyQo67rVfXDO77rTQV1psGeHNIjFnTwDAyGWAd9xctrJO3wH9IiD/E7aOtHghGg6Pdhn1HECfFMO91m9us4TfPARWGP+jEk74397605JoaOIffv9/lCVLr4K/jwYHq8TLzlhVqlUIhHEfRcnVhkLdJj7wLyfyWSCgMcGuU0jPsCfxZ9hbonb0V8evzrRwHldVzl5gC/GtZFp98kgbEZGRqJNrHewYF34+pIGWKmTZD6XHMgVeAXJYd7thvXgxJYTJjyz43+sBcaQ+eQ97pFrkHDlhPijHG9pYmRmZiYCABYkgisNNuTEIWKREbARzLJZJy2kIDpoJ0V2Fkbbs56YOMgVArJGo6FKpRKZVSzMVCoVmwqTze/tFNxh6vV60d6Klh6AXa1WKxYU1SzZbFYvvPBCbLrD+THq6XQ6nMx8Pq9yuaxms6mzs/ONbgEpMfyeSUlmV6VSiaCMsUYJePUOpA7BHHNAoExPYZSFg1n8uPJy8sNZfv8+/7vBYYH3eoO2WF6C7ey0k0hch98EXyzmfv+88mZ+fl7Ly8uamZnR3NxcBAKp1Hm7iPX1dW1sbESZMkoT5UdVCEqe5/CFzPOgLJOK3QkQiD3GmLUBuEIJMIEI+w7gVPhcuNOAM03gfePGDT311FO6c+eOXn75Zb322mvRSonDHQ5AFZ8rX6eShjK53Sj7gcyzlpPGiyzgd1IbLYzN/v6+Wq2WpqamAqyShjdHdICV96RBtoqTk2683LA6+XR4eKjNzU3dv38/gA0AFUhaWtuggwDfOSdrAf1QLBajl/3u7q5+67d+S7//+7+vH/3RH9UP//AP62/9rb+lVCqlT3ziE9ra2orzT09P693vfrfe/e53a2JiQh//+MeVTqf1Td/0TXr66ad16dIlVSqVofFzIJq1hU6bmppSpVJRuVwOwvLk5ETFYlFPPPGEvuu7vksTExP6whe+oJs3b8bmiOjNW7duKZ/PR5YuJCSA+/r6uprNZhDVtAb0vqToN9YKoKYTLsynZ7LgbBBM0iNaGl7fnCuVSml3dzeANknR5uDq1auSzgNIsrmT5dtkjOOsQRJB4F6/fl2XL1+OILVUKun4+Fibm5sBurqtaDQaunPnjra3t4eykjmn62l0jDtpBA+8v7CwoFwuF9U+kEI4j5ubm+p0OqpWq7p+/bqmpqa0vb2tO3fuqNlsDmWpeVYLMszrtHRbWFhQpVLRzs6O1tfXVa/XI0gYGRlRsViMftieLIBOTwZSHih5MOZZNdgyXkcm3gkH8kgCCABwr9cbagnHWDGfAD3ulEsDveqkrXQOajNfyD82CD1M4IbPhg/H+xAjJMdIikQLz7yDLPXKPAAdfMNM5ryKmIq2TCYTmdiAxdVqNUgTMnQhOHgObAaVEpAOkAGZTEarq6sxjqw3J6Ac+Eb3jIyc91F+7bXX9Nhjj0Xwlcmcty/gXqamprSxsRG+qW/kjl4jIYjXms2m8vm88vl89FbGN6jX6zo+PtbTTz8dQLv3UHaZQddDOl2+fDn6RTuxduXKlSChpqamlEqlNDMzo5GREa2trenw8FAzMzNDZDJVNL1eT9euXQt5SqXO99C6cuWKrly5oieeeELValX1el0jIyPa3Nwc8iP39va0u7sbrX7xKSFWsd+93vm+KugVkr0kRXWQpGjJQsUJepo4yAn2paUlbW1txT5ezIVXEQFy0jaTYNT3JXQCxNvJ0M4XgAW5xt9OZqMS86CDHbBgPeJLO6Dwdj7c9kvDBEkSgPP3koe/BnB2kQ3B1jpZwOdJ+qJt1vj4eKzTYrGoq1evhv3jmg7yc00Syba2tjQ+Ph6618mdbrcbpB8JOFSU9nq9qI7yqjz0L6SrE93ohuSY4G94ZroDkUnCCb/Mx859GL7H8zioyvj6PCHHDvKyLoiDPMkDcIgEmdPTU92/fz90te/jk8lkIh5kHLhPdPjOzk7gCd661GNUwDUHrzw5h3t3Ukca7B11EZCMvoUAwHYwbk4kSYrYGkCw1+sNtSr1OB8/EZ3n7fY4/87OzlD8n8lkVK/XdXh4GAlS3PPR0ZE2NjbUarUCG8DGOEEmKewrZI406EaBDUx2mmB8GBdf75BD2Oa/DMc//sf/WN/7vd+rK1euaH19Xf/iX/wLZTIZ/dAP/dBfyB5LxDHYLvQJ69YBZz7nc46985jI42ZPtiSmTvrq7qc7+eyYHp/1ag5fSw4SS6/ft5DPs+49UYr7cdwsWe3gz+rEJeszmWDLWufc4DL4jt6dxROXpcG+nX5eXscXYm26rXdyhIRAdL2kIBF9/XNNxs1tXzKO8rmAEGF9Iy9eIZ5Mfjs7G+w7zAGRznrHT/GYGlskDdo0egcEb3edJItcBpkrxha8FHyFahf0mpNk2LmJiQnV63U1m83APvzaSRyVeMDJL7dHjj0kx5oxw366jnKSkfO4fnYZctnyz7udhZDhHpyAetTjLU2MdLtdbW9vq9/vR+apNMxWuSIieASAItPBlQUTD2FB9pWzmihceiDD/LN4cQLpjby7u6t2u62Dg4Mga3Bs9vf3VSqV1OudZ8JRAUAAR0DHhujZbFZzc3NB0BBQbG1tKZfLxXW475GREc3MzERGCIuo2WwGgVEqlQLwnJubi2y9TCaju3fvBnhOVvT4+HhknyHAAAzp9Hm/ZEmRUQ5gDWBIqw+cBjJdmaekE+GEhRss5gzlxPijbCFJvIJBUjyb9/ZmoTob6gsbR5Pz8BnfO2BlZUUvv/yyarWa6vW6Wq1WjLkbUD9oMYYS98xRZ4aThMHIyEiQLAQjnj1UKBSGFATjQps2nqvX60Wmn6QhFjybzcZ8Q5aVy2Xt7e1pb29P8/PzeuKJJ3Tt2jXVajW9/PLL+sIXvqC7d+9GAO5OLuOJQfASY1pAQJp4ax4PuJhPB0t5H6IHI+FOz9v1mJmZ0ebmpu7evatqtRrrlHFnTHFyvJzXgzmADCfpWAsesLgRI/sW+QeI9BZLXq7r65rr4HTl83nNzMzoiSeeiOzl09NT3b59W7du3dLKyop+/ud/Xn/wB3+gGzduBNHQ75+3pnnXu96ld7/73bp+/bp6vZ5efPFFra6u6m/8jb+hv/bX/pquXLmi6enp0E0cbOzN/Var1SGisdPpBIBEBmS1WtVjjz2m6elpPfXUU3rPe96jO3fuaG1tTSsrK7p586ZeffVVtdttFQoFVavV6KFOUIUO6vXOMyJTqdSQg+cAD2PoFVaShvShj63bKvRHvV6PlisXVeO12+1wYNwhAoyVzp0xMngJ6NDb3W43Wlg4wNXtdvXUU09pcXExxu/9739/BI3b29s6OTnR6upqAKOFQkHb29sBxkmD3s6jo4N9AjxTEdkkixBb7o42r7M+mOdGo6F6va73vve9euyxx3T//n298MILun37dvgX2Gxk33UTVU04uYVCQU899ZQWFhY0Ozsb2ZUvvfSSzs7O9zfw+/TzOgjMHKMTOXz9esDE/WAjPLh6ux8ecEHsOliKLXNHn9J52gkRYBLEETxiq0gO8aotaeCDkIHl4BJECRmijz/+eNhPzypjI3PsOUEKvhLAFc8JsJIsN+/3z8ll2l2hX72Hu+sFWnpOTU1pZ2dH9+7di6oPqiUymYwWFhZ0+/btAMtYl7RJarfb4UcUCgVJir7KIyMjajabWl9fj/cgY8gkxw+6fft2rG8CRgcKUqnzNlacc3x8XPV6XXfu3NHi4uJQUA8BcXZ2NtTKNZvNBqHDuDoxRsUHBBskAEQSPu7Vq1f1rne9S81mU2tra9ra2oqe541GQzs7O2q32xF3cD+FQkGXL1/W9evXdfXqVT355JO6ceOGTk9Pde/evfje2tpaJC4BFCM329vbqtVqWltbU7/fVz6f1/T0dNhiyJKzs7NovUulIG1R0Y9O8DF2/X4/Np7P5/MBZna7XdXr9bBRkqJtK2ACYzQyMhJApfsH6MlKpRJ+GwlTzHcSJJUG+0mi0z2hBuDQAdAkOPV2Ptz2SxrSYdIbVw76GH05RJJfn4QSMuFHRkZig/X5+Xk99thjkXSIPwLw5IA7a2hjY0MzMzOxDxHPg91vt9va3d0N2zs/Px/+5c7OjlqtljY2NiK2gbD2/UfcvieBFgcYk+Ck/7gtT46rx5X8n4wF3a4ngR58MnQU64Dr4TsC8nOQwXxycqK1tbXwDai8oEoM8hi/iM9NT08rl8vpzp07qtfrajQaQb54TMf38GucGHGAkc+yXvHTwB98PPH50GPeHtZBT+JYyAn8Yu4v2aLNMQJs+8nJSXT9wFfv9/va2tpSt9sNvzebzerVV18NW41+TKfPEy4hianQoTWN+4zd7nklDusGnIp9b8B8SGrydpz4ex7TeVIG8vmX4VhdXdUP/dAPqV6va2ZmRt/yLd+iz372s9Gy8yu5x5LLk5O1jIVjGo4HOZGCTwSm5wCvx8PIIzYKsBy7xXvIoBMZTqIkyUXmN6krHCzGxrqtTGJXyITbTddRHmMm9ZMn5bKmuQY6kHWHX81YYmM4B7LMPbju8ueSFGA7BAJ/o3NZJ4ytj53jvEngPKlrktgh/getY4n12ZvNKwjRG9wTeiZZCcMzemcadCzJLiTjsA0B9874um1w0g259qRjfHQSTr1Dj28vQWIUyat7e3uq1WqhI9HFLn9c2++DcxFfMcbemtvHHNlIyoh3eEnKMMnayftwUt3n2b/L304aMmaPeryliZFGoxH7fJAhiCAzqJIiwAKAB0CVFJtXAvBBbKB8MEzsx5FOpyMDg0WFcO/t7WlsbEwLCwsB4EAgkMmXTqejPJXrADoDWFPlwYIrFovR5mB3dzdaH+AItFotra+va2lpSXNzc5HdfHZ2FsEpyhADz2uUfO7v78d9U5LPwkP4ycTz4IlsbTJlcYIhc8bHx5XL5dRqtSILLJU6bzNy69YtbWxsDJU0u1J348aiJfBBIaMIeF4/BwbJWVeyhQ4PDyPI9CMpM65kUEYstk6noy9+8YtDrWxc8XqQhlFOsvbMQ6PRCPACOfFN1J1U4TuSgvxxh+js7EztdnuojZc0bOBhUV3uJUWA6/fNviy0tkDxb25u6ujoSJVKRZcuXdLly5f1/ve/X6+++qqef/553bx5MzZu9awDB6IZa4gqng9lyf30+/0YDzeyBFdkLrAm3owSfCsf//Af/kPNz8/H+sLBYE1C6nmgARmIkTk9PY29ZiBcnVBmTeAIMp/oPLJNed+zIpDBpGGUBgDI5OSk3vWud+l973ufvv7rv17FYjHkenl5WdVqVYVCQa+99ppefvll3b59W91uNwC04+PjIIR3dnbU6XT00ksvqVwu62/+zb+pxx9/PAJAB5ipDORez87OImBBzt0mjI2NhS4eHx+PaxWLxdgzZHFxUUtLSyoWi1pdXY33KpWKxsbGdPfuXf35n/95jBt6I7mRG+PJ+LMOktlBrk/8cB1IYEwmHePuesizs90JocezO9zevozglzU3MTERrV0k6erVq3ruued0fHwcm6IuLi7q8ccfj0qZs7OzaFvTarVUqVRiY2ycS7cdrHfsBI4YgBvOoss4wCS2EXuFDa9Wq3r88ce1ubmpP/3TP9XKyoq2t7ej7Q9j7eAyDu/BwYHGxsZUKpWiCqRQKESmK3YHwigJCrAuPZhxGWA+fd0A2rsDzfcJmPnsO+Xw4IK1i1/greAIrNLptKrVqra3t7WxsTFU4ergF/u9eRaqZ6NTgembHRKAU8FHogKyw74yBCYEZ1yL7EYOz9JlbiEwjo+PValUlMlk1Gw2JQ0qy1gvgNx+34wLYwdRCTDDnhftdlszMzO6fPlybA7vgbLvy4FtIJuOKo2ZmRmtra2F/1WpVOL6xWIxesiPj49HC1sPhKVBIIse41m8dRV7zKVS53stvfjii7py5UpUMc7MzGh2dlY7OzuxUbn7h1TxSueA/9raWlR+oLuoErl06ZKq1aqOjo40OzurYrEYpMbMzIyWl5fVbDaHsgBLpZKuXLmi+fl5zc3NaW5uTsViUdK5/ZmZmdG9e/e0v7+v1157LVoOUnlRKBRiA1DGgk3UaZ8wNzcXyUu0jpEUwB6yTOsdQEdvScG40+oMWaTlGXomk8loaWkpKiORI0Ba9DLEO3YY/2RsbExLS0tRKYhOo9o0nU6HvAGMerITOphrum/pAOrb+cCeA9xwvBmC41E/66CZf7ffP29JMjU1pUuXLkUSw9jYmCYnJ3X9+vUgRtBD7AUEMeHVDqOjoxGjbW1tqdfrqVgsRia9gySShgATSbHuKpVK7EWBv0KLOm9FRFIGMuutX9FHyDzXS/pq/uMAEGuOOBWiwEEnzsmPNLyJctI3QK9zDUkx3pICo6Btnie7kNDZ7XY1MzMTyTsQpYwF1/FKBYgu4lPWmO+DBUYCOAjpwTp2AoR7AmR139T9XCdL+JwnV9FK2uNC95dPT0+DbCARAQID/IbPezUdhC6yQKLC1NSUqtWqFhYWNDMzo/e9733RHeQP/uAP9NnPflbr6+s6OzvT3NxcjC3j6nvuYEuJo5ij4+PjqG6masb9BAgfZIzqmiTh9rU6fv3Xf/2h73+l91jy2AA8gDWKzPsa9qRobGnSX2ad+Lp3oJhruWziW/F9XuP7+J5Olngs57iV2y+vgPH1yY8T4Q6mP+g++v3+EHjvMR7XRMY8ae8isNrP4Tic26YkNpaMXYjxXCc48cD/7kf7WDlY7uQP1/f4iPGQFIns+N4kb/A//jjxKB0dkjgZMbyTttIAL2FMisVi6Ef8Y/Zv888xb/z2eJvrcmQy5xXYxLi+FygJPsSMxKHr6+vhL2Wz2YjzJQ35aO5TeJzq2AMkkSeluU5nftwn4z33L11ufRw9Ic2JI2TeMUwnR3gNO/Gox1uaGJEUBgOwl2x7Nr7FkUdJEqwC2jMpbHTYaDRiIpwVGx0djdZTlCrhHHhLgrOz876YJyfnG0vt7e1pZGQketmT3ULWBhlYqdR5H2HPvBgdHQ3QhWB9dHQ0WtfQloTe+ShwStwRHkrVp6amInjAYd3b2wvSh77NLD76p+NcTU9PK5vNBgEEC3qRMfEMFJhBAsDJyUn97b/9t/U//sf/0G/+5m8GQ8viQDE4W+vK1xUomYtkA/nGaRg6DIpn+/h4OhDs7C9OCFmcXIdzU8GAcUD5E2QmlQCGyQ0N14NA8nuXFIEthj3JwjJmPCsltRgMgHICAwgOnFvPIGUsyMSE/KLlWT6fV61W09HRkarVqtLptHZ3d3V6eqrDw0OVSiUtLCzo2rVr+sZv/Ea99NJL+vznP6+XXnop1pU02HzPjVkS/HASyI0v7/PsKMt+vx+Z964Q3+7HX//rf12bm5u6ffu2MpnznuXILdVKDvwgv4yTA2UcHoi44+GOD/qNyijWB+shqROSGe+eYXPp0iU999xz+pZv+ZbY/4Mjl8upUqloeXlZs7Oz+tKXvqQvfOELsf6mpqbU7Z73Sr5//35Uzdy8eVNXrlzRBz7wgdeRB8jTzZs3oxUXr6PfC4VC6BTGBgeKjOWDg4NoEQhQx3tnZ2fRP5g2UlNTU1pcXIzsXapVqPBDVwIMeNUU9+LBHk6PO9jScM9ZiE0PyH0cmAufD3dE9/f3hyqI+Axk9uHhYXyG8l02mJuentazzz6r973vfXr++ecDcKTlSqFQ0OLiYoyft1BhI1XP7PMMZJdXf9/n2oNkgFfGAp1Pm4/JyUl1Oh09//zzev7553X37t3I1gYQoCUZcs76AOidnp4OUm9/f19ra2uhd9n7CqLQgyrsqGf48wyekcW69eyaZIDEc3NuB7DezgdBkoOkrBlIXwAE14e5XC5aGEmKgAW/MFmN41XCZI1x4MN4a7h2ux17cx0dHWlzc1MHBwdDbWG4hrc4IRmBOUTufc0fHh5qcnJS165d0+joqOr1egBcnixBsEdLWA/yuQ5JLePj47HZtt9TOp2Oqgb8AXQVMoxt8IDWvw95kM/nVSqVtLKyoq2trfAvpfMKSPzUi2Qb32F/f1/7+/s6PDxUtVpVpVIJggBSVjpvObu6uhrgkrdx9JaP6MpsNhv7sGxubg4Rt9euXdP09LQKhYJyuVxUTtBfns/V6/WolPaMNXyoUqkUWcYc6+vrevXVV5XNZrW1taVOp6Otra1IREqlUrGZ5sHBger1emwiD6FPghXy3+8PNvktlUra2NhQu92O2AhCjooO7ODU1FQAxj7PZFOPjIzo7t27IS8vvfSSpqamJCkqp5J7fmAzaJ9FAEwcQSUzAKQnBDBnHtyilwEwIbqRI0CAVGrQqubtfHgWqR8ORPn/vqaSvhqHA1T4Ew5Q8z7Z6+4f4avkcjnl8/kgRIrFYsQVbqOQR/Qp4Icn2yAj/kye4MEzdrvdiGUhCcfHxyMhkc8QL3u1tGco4xtDtCZ/kmPlY8PhoDUy7VnZSb/0jebGgdQkkeJVBJ484gl9STCWTOlyuTykA/gOSZ0QHMSFDnb6PTN/VGFcRO4wRkniw89zEWic9ON5NpII3Bb7uZJjhf9HAhcEfNIvw3Z6ZRrJpuPj40FqT01NaX5+PrpiTE5Ohl9My/Hk8zmwi41ptVphp7jnZBIQIC160HGqi8bonXKA5zhgjH3DP/FOAEliQnr9RujION+RhvEJYhP3D50McFkG77lIjyTXMf6aNMCB8K2QR/QU982a9DWQlH3XT75Wk0Ql8uTEAkmTrh8dm3P/zGOX5HUkDd0n18UPwF47GcR4eFzLfPvYExtTgeEJQKwbsGDkAb8MohLg320P6454GMwJncG5HbTHL3PcAx9+amoqkoHAaBgv1j6fdbLM8U/mHX+e2ASfjdaSqVQqfE73B9fX1wMvQ5Z5BifgkuQ9a4E5dyzH200n1wN61e0sY8pzgHdwXreDnsDOuCZxJo9/k+vI/36U4y1PjOzs7Cifz6tSqUSmqDTIqofh8z68k5OTmpubU7vdVq1WU6lUUiaTUbvdjowAmDyCx7OzM+3t7UX2AIJDVhOlqZQnEZDncrlofYXgsSBwuAgUIBAIDCk9h0k8OzuLao+9vb1o0UFfe4gMSjC9LyfsJEQNBhci5OzsTPfv3w+nwdutkJ1AdQjAFtfC4JARwnPgjKZSqegnS4XLrVu3AiijNx9K1DM3nZllcTmDSfDuzh/gAQEjC4gqFjdeHJ7tw1g7o4mikwYZ1g6wuPKWBsoD0M6zQJPOYSqVimoMSpVRapBuZLT4uGCkcFa9ZNcNUiaTiUxDyDrGm2fj3nESCYh5DhhlZ7RpT3Fycr6BK2AqbR0+/OEP6/3vf79eeOEF/fEf/7G+9KUvRc9WaUCAeTUWc5B0WBy4vci5h9RhnN5JziEg0cTEhDqdTgBAjANjg0x4ySfrhuxRXxuMvwcxZKE1m80AWpIbowFmIOOsJYBK9A5OxHvf+1598IMffB0pIkkLCwtaWFjQ008/rUwmo+np6eixPjk5qaWlJWWzWX32s5/VvXv3QnfU63U999xzQ44p8pFKnVdo/Pf//t/18ssvRzbr6OhoVBJCjEoKEohWXGR6kaW9u7sbdgG9OTY2pqefflrT09Oan59XpVJRNpvV5cuX9b73vU/FYjGyF2/fvq1CoRAg3unpeTtHQHjunXmBxHTA18EKnKXJyclIDtjZ2YnXHbx0EMr1EsCrNNgs1EkxHCwcTZyvWq2mfr+v+fl5PfXUU3riiSc0MzOjq1evxsbv3tbriSeeCH1HBvzh4WGAi5JiY0oCdCfQCX5w5jxYwYGnXQLzgwwAdpbLZa2urur555/Xxz72sQBr0+l0kFvT09O6fPlyZLQznpJiTxxv7bazs6OVlZVwALlHfphX1p9nazvYw/MkCWPWJ+8TQKAPpqenA/B+JxzYHm9lhR5EHhgfyA2SRWj50u/3wz8gcELuWHfer5Y1luwZLJ23zANA8YBOUpALIyMjsSEulcBklGHTAZe4PgBbr9eL9UK5/NbWVgSHbCxOQH50dKTd3d3of052b6fT0c7Ojg4ODpTL5bS8vBxgPCQufibgc71ej1ZUBGG0HigUCuFvenBJ+8F6va79/X1tb28rnU5raWlJBwcHQRzt7OxEhSB7MjkxSzUL1b6Hh4fa2NiIarRM5nzT9G63G59ZX1+XJM3NzYWt8/ND8O7t7Wl/fz+qd6m+SKfPN8udnZ1VpVLR5cuXde3atagYJFDL5XJRWUNgy9p3sDQJeqJH1tbWtLm5GclSGxsb2tzcDHCNuS2VSpHIRRBN+1ZsbK/X09bWlu7evau9vT3Nzc1F8kq1Wo2YATlA1yLv2Jy9vT1Jg2oTSGyuS4IAlVEQRG6nWJfpdPp1LWJyuVy0+GINOnHNPALEuE8oaWj/EUmv25fmnUAMJ8F4P9AZAKjYCcCuJIjnBz4CcTF7ZTr4mk6nI8P+6tWrQwDTxMSEnnjiCU1PT+uxxx6L2I1YGN3m7ZYcyJueng6SGfAGHxX/Fl3mhMD+/r5eeeUVbW9v67HHHtPS0pLe9a53qVarqVar6c6dO9FCsFAoRHUn9hKgkT3TkkkhrMXkeLlfzbw4MSINV36iIx1gcgCIuIzzeHKYA1IeZ0qDtjSsH8hDbylFSxValC0vL6tWqw0ljvZ6510B+v1BwtDi4qKq1Wq012M9giEQv1LFhy5AzxDLe4JP0vdE9jye9sQX3vM+8vjCTqghv+hPOhOcnp5Ga7B79+4F8PmhD31I6XQ69v3ED0AfkV397ne/O/bLWVlZ0Z07d7S0tBTxAEl/2CkwCGngS6dSKe3t7WljY0O3bt2KymRaK5bL5aiakhS+CT44Y/XYY48F2Qhe8E7QeRcd2BkHSLFV2IckgYLf6CArOsiTaJwYRs6k4diYa3hLLk8S4XCg2eUemUsmQfm9edKjV0iBgyAfyECy0iVZyZDUP1zXn8FbmIN7kgjh8Qv3AqCOvcaWu1w6yO+J5o4F8j64It1H/JmcMHS75DoleWAHaWdVKpViXFl3bF3gcuUkpxORSUKM2IzndRliPNB/4IKsf98fy+N6fEkwbcdEmUcwXuaXbSMmJiY0NzcX8cuXvvQlbW9vx9xxDnSm62CXVa6RHGcO5N1JP77HdXg298/cXrqtZwyS68y/4+PkcuUYIUk6SYLnYcdbnhghS3Vvb0/j4+OanZ2NxUQWPlm9sFILCwtKpVKxpwfGlj6oBKqZTCZKLn2DrIODA83Pz2t8fFy3bt2KqoVud7AREcEFRAQBWbPZVKlUig3fIS8ymUxk3gJ6IciHh4fBfFPGRYCDMsvn89GTulQqaWZmRru7u5ElmE6nI5CkRNM3WceJ8awZlF+/3w9ixDcd9SoHzxCBSKHnK8p0Z2cnwNtf/MVfDGVAv2z6/ycBLxakO4LeZgGwVVIwwE5MSIp58X0tPHh34M+zTp2A6PcHbaD8/rhnabjdkDRogUHA6uw27+HMoPg8+OB1jiQQiAGjrNmfx43R1taWUqlUZNXh8GHAGEtAQwdfUZYYT5xNgBEAZ65LAIMcftd3fZfe+9736otf/KL+5E/+RF/84he1vb0dz8O4s064FmuOufc2OU6OUZLP++4UvxMOByA2NjZ06dKloSwAnECcazfs6CxkkQACp0BStMxqt9vR97nRaMS5yXJC9gk+AIWR1ePj41jzGLK5uTl93dd9nebm5h76jLlcTj/4gz+o3/u939Mrr7wSVXXvfve7de3aNa2urur27dvRa5pyUel8La6trelzn/uc/uRP/iTaHL7wwgsRJBcKBT3xxBOq1+txj+4Q0csdxwVd8qd/+qehswHfkeOJiYkgkSqViiqVSrTiWlhY0NjYmBYXFyOb8sUXX4yNmrkGQJhnWjB+Dox7Zi1zSiakpLA96Gl3npkjz8CBrADA8OyUo6MjdTodzc3N6erVq+G03rt3T2dnZ1peXo7ne/HFF5VKpXTjxg1J0srKiur1eshKrVZTs9mMjX2npqa0vr6u9fV1nZ6eDm3gStUHjiI63zNQGTN0Si6X09NPP61Op6N79+7p/v37Ghsb0zPPPKNv//Zv1+Liomq1mj7zmc/o85//fASik5OTqlQqmp+f18LCgpaWlvT1X//1Gh0dVaPR0L1793Tv3j1tbm5qYWFBhUJBJycnsT5OT09j42Vp4NiRRYvexychqYHkDfQythMH0J1hnp8150FeNptVrVbTzs5OrO+38+HEuScnoAMYQ2/xwphRMYQdwxbyfSoavPUa52SsHZiBPIFYww8kIwwfifWKXgFkzGQGVVf0JAYMZP2Njo6GrwpwXKlUwhYeHR3p7t27UR2M7LEXngeYW1tbajabeuyxx2KD8VTqvIJ5dXVVN2/ejKzrZrMZVTCcs1QqKZvNxr4CkqJfuweCVIV5FQKtlWgHeXx8rMXFRc3OzkbbLXQYYD1gKgkcf/zHf6xPf/rTMTfcG88BiLq/v6/Nzc1oY0ZiTjp93ha12WzGvipnZ+d7c7B58/T0tDY2NkIH3b9/X+VyWd3u+d5KCwsLQ8AjdoLjQYkajM/p6akWFxfV6XTUaDTU7XZ1/fp1zc/Phz5st9tD+yP2ej09/vjjmpycDNvBnBwdHanZbEa7YfymdDodLcQALBnLYrGohYWF8B0Bh6kSJ/lqf39fs7OzEaDn8/nYmLnT6ahUKg0BLsyFZ+0BGnKfrDkIPz5Lu0lvI8N4oePdn/V9rxyceDsfIyPn7YuZR48D0He0+pucnIxkuYmJifDfkkC1Z+I3Go0gM4+Pj6N6wNebtx6mo8DU1JRmZ2c1PT0dLf/Qw0lwg3gJneF94+ms4ISAfwf/F3+U8xDPIFOcb2RkRO12W61WK3SoV6JA4KA/fO9SB17xxZLPQWIM5KDLIs8gDYBJfyaX1yQBhX3nWg6kuk/v8+ixpCdpkGxSLpej/Sd7ukEQOwkzMnLeiWJ2djaSDrk2iXEkaNGmz5N3kC9+kgQbh/tx+EbeaYFnZ7wYGw6fgySZhe6jui6dTmt6elrtdjvkHHCWGLvVaoWNB1DHF0APn56e7w21vb0d1eBeGcj9eKY1/i9VhL1eL/bVkwZdPrgmPobjAmdn520U0YWezPtOOxjbbrcbaxldCBYHxsD/zKuvS/QH8asffM9byBEjOujt1QzSAFB2IgI5cLl2QJf55fu878QJPiqfTZLj3A9ryIkPSaGbPJnP1xT3AU4JWC0Nsvb93tF3+GdO3jqm5voKvQC2CanI3jxu3yF08WWSQPdFRITjS4DkrCsfG+4PWwBeiI738USfOKHGNbEvvi81coP9cbzYP5+0qy4PF40fModcE69DXJEQS2utXq+nWq2m1dXVoYRIr8BgHImxpUHXgqQN4rM+Bsl7c9lnfpAVXw/gJ4yL623Hi5JYrdsQ9yl8vZB4QcLAoxxfcWLk537u5/SRj3xk6LUnn3xSL7/8sqRzYuFnfuZn9Ou//utDGy69ETD2oOPy5cs6Ozvv71atVjUxMRHgPWBAsVgMgzU+Pq5isRhZwjgwBwcHQVCcnJxEFUmr1dL+/r7K5XJs1JlKpXTt2jWVSqXIMANs8179ZPvv7Oxobm4uWmkVCoUIwADfpYGjxOJECZO9gbLZ29tTPp/X+Ph4XHN2djYAqoODA21vb4fjtLOzE0oonU5HixKIH0gaBNyzHAlWyBxzJ86zzGCr+/1+sL9sSouzBBuczZ63NgEMwrCQNcZ8AtB5tiQLH8XmDiWfd3AJcMoVCooRpedOli9enGMUmytZCDOcaMBJDK0rFa7F/KEwkZWkYUKJ4pC68gJ8Qbb5LpmxfIexQIlheAgyyUYBcOP5GBvk1zMryfKnLzhOJM++u7sbStlBqlKppMuXL+vSpUv6wAc+oC9+8Yv6xCc+oT//8z9Xs9mMe/Sya+bdwXYnu7zqies42PggIOLteBD0kkXibQLdIfMgzoNMDDKyenp6Gi3/aJVFsITMTE5OBqDomWBk3TlwTQDhVUpkSpRKJT355JMBqD3sSKVSUYnQbrc1MjKiGzdu6Nq1a6pUKrp161YYy0wmozt37uj+/fsaHx/Xf/pP/0kf//jHA5Tf3NwcCqYhynl+r4Kjfcju7m60r8nlclGeSnVePp8PHbG1taWVlRWl02ldu3Yt9HOlUtHs7GyAloeHh9rZ2dHm5qZWVlYiUMIBRNadzEUHsub5n7XomSWADMhAuVwOZ9fXPw6qNOj37MQDgQZOMv2U3SZlMhldv349nokM5U996lP69Kc/renp6dDt2ex5+5RXX301Wrf0+301Gg3dvn1bZ2fn/fa5D7LaPcD2wNfBHPR8t9vVc889p5/92Z/VSy+9pN/4jd/Q1taWPvShD+nv/t2/q/e///0aHR3Vn/zJn8TG6N1uV/Pz81peXtYTTzyhZ599Vu9973v1zd/8zUNO1+7urj71qU/pf/7P/xk6jKoX2g06UeMACSCi75PQ7/f17LPPam5uTo1GIzJY8U0Agf1ZkQ8HL6h43dra0ujoqH7kR35EP/uzP6tv/uZv/orqnIcdX20fUFLYwLOzM5XL5ZAzbGav14vxJHHD1z8tzxzE8E2ePWhAhzG36BvsNP6BB0YEF0dHR3EtEl5Ys/hInvnrCRw496xHqtSq1aouX76sbDarjY2NIBjwBfHPsJXYe+k8wN3a2tLNmzdVLpdVKBQiQQVfkeSZTCYT1SI8m28cib96fHwcrckcvNva2oq2LalUKvQm++9Uq1UtLi7GBu2sbc5NgMh+H/js73//+5XJZKJlFuMLwE4C1OrqarSSooJvbGxMMzMzUQnm65Mqm0wmoytXrqhQKKhWq+n//J//E9U1ENtezcC9v9HR7/d1+/ZtvfLKK1pbW4vgd2pqSgsLC1pcXFS73dbs7Kxu3LgRe5mMj4/rlVdeUbvdjvuidR/B++rqqsbGxvSe97xHTz/9tObm5rSxsRE6/P79+8pkzttbUd3E/imeLEGy1vHx+abttNMlliA2KZfLOj09b8OKfUSeSbZxssrbUeDHOWnmVdb04fd2xQS7JGRQrepJQ4zx2/2gzbNXKSHbtNZg/w/aPTJHZOtSsY7/Qouh09NTbW9vq9ls6rXXXlO9Xo/21KlUakjPodPw6/L5fOzBQDUQPgf2y0EUSVEl5+1UeDbajiRJBAB45AOgxX1ifBYItuPjY21sbOj69esaGRkJkgiS9PDwMMhqfBPuT9KQrsd/ZAyI5VwW/ccP7EkSOJdeT4xwuC/oP/hG3Cv+ET/ExlQ6UtlfqVRCp0IYkUCFTVxcXFSlUtHi4uJQ+2mAt+3t7agEBveg0ha7dVG1SPJIAmjMAfdPrEKM7PeYJFW4BnKdSqW0ubmpWq2mcrkcLS7v3bun3d1dbW1txT353rKSohKSuJnkA3yz1157TWdn5337U6nztoczMzPRKYP5Ja5gHKjayWazun//vlZXV7W2tqalpSVNTU1FLED7HYBd4gDiM/5/J+2v6YcDpx5nOojKemStOnibjIulQRzkILhfy5OQ+C734Ofh8y6XvO7YlRMmvO8kqjTcPQO9g2/kHWhYQ5405lgAuopzMy7J8XAyxEkMt7WMhZOxYEaQGnQ2gHD1yudud9CiiiOJf1EJ6sRQsmrPx8rJJMchXJ96xSH3zNpyfAnb5WSMzyn3xRx6YjL/O7mCTeJ//D4ndME6mWuSdTzJ1X0qxt7jQ/Q51cHYc18b6A2/ttsoklw94duJxqQs+9z54d93ssTXipP3/M85Xc54z9exr+fkGsBOcY5HOf5CKkaefvppfexjHxtcxDLef+qnfkq/+7u/q9/8zd9UsVjUT/zET+gHfuAH9OlPf/pNX4cNW4+OjiLTDgAfwZYUgRdAPoEdrVNoWUKghYBgzMnSohUTm27TZ71Sqajb7apcLmtyclKtVkvtdjvaXZ2enqpWq0WFBUYdsA2lwUG7KScFfGGhQMj+Y8M0AvBsNhvPAllCzzkcZhhFr07JZDKR9dxoNCKwZCNvSbFIWdyAXATskiKI2dnZCeAVp5TnoLqFawOuuaJhTDwIJ9CiJyHAIBnkLBxeR7E4eZBclM62E1jyt7+H8nNSRNJQ/3Jnebk+934R6eLGFMaccwFg8hmeydsFuBHw7yC/GDEyyAloKKMH0OOeXEmjxDEWVIE4E8v32fjJgxY3fKen5/v4LC8v6/Lly3rve9+rT37yk/rMZz6jV199NRxQnBrPQOBcHvQ4GIjji8ywbt4JmdLSIGMOI7ezs6OZmZkA5RhP6eK+o6yjk5MT7e7uqtlsxo9XiaGzyEAkmETmstlsVJlBLgCks6E2a5rznp2dheFOZtledLRaLeXzeT322GNaXFzUhz/84cgSorUbz3fnzh39x//4H9VqtfTiiy9GOwACZWTKKyggxKnU29vbC7ANmQOQbDabAeJRQcVapH0jgf6tW7eiWhDACUcKJ/P69euRIc4zkJHmDhmOA7oJ3UKAn3RSer1eOHcAY34e7hlnimvxWa9GwAY62eKVDPV6XWdnZ9EOB53I/75vCOPDnhyNRiOystHlZLtwPew8NsGDFHf8sYMvv/yy/ut//a/a2NhQrVbTpUuX9N3f/d167rnnosqSYBMyfnl5WU8++aTe+9736gMf+IDe8573DGWKSudgzbd927ep2Wzq4x//eOh5xhQdhNPJ/XlrLPR5o9GIdlxLS0uxZwJtxzz7yAEU7smJIGxOv98PYNx7v361jq+WD8hB4gTVHe6c4yx7ckWz2QxwJJVKhWyybtBn6FVARg8GvJUHB3NLwIqsplIptdttHR4eanl5OWy9t3glKx9/lfWaSqWC2KCNHYAb1QUk7TQajQD4k4ED4CJVyowDLbhyuZze9773aXFxMZJ+9vb2NDs7q7W1Na2uroYPBsmBXiGpA1KBffO4j9HRUTWbzSBEqcY6ODiIJJ9MJhN61u0H+s2TdKjq4/PXr1/X9PS0ut1u+OX4P7VaTQsLC7GRfCqVCt9lYWFBzzzzTLRoPDg4iIpqyF4qJdrttqamptTpdNTvn7eXYY5ooQsgzD4byQO93mg0tLq6qlu3bml9fT3ILGnQCgf/fnx8XJVKRZOTk5FAQDyysLAQ2c+MGa1xaHEkKQA62nB97GMfU7d7vpk88c/s7KzOzs4iAQJ73m63gzjBjyYhi0py9LmDDP3+oEUnth1bwnnwdx18wj55oMs4u1xjszkvtsSrvfER387H+Pi4lpaWgvScmZkJ0JsWz1RdYnMZL35Lg9jSE7sAxQ8ODnTp0iWtr69re3tbtVpN0rk8dTodtdttbW1tqdvtxp6XVH3hI5Jpjw9AXOsZtdg0dKyDNYA6gN3oNNrK4cfQNQFSdGVlRc8//3wA0OVyOXzPmZmZIPVIKoA88TjRM1slDcUi+CTSeQUAMog/wPd57mRWvycnoR8c3GIMHPDhs8RWjBF+GET72dlZJC7hS0JAUjkDwH7//n3VajXNz88PxceStLS0FAmdVDXTkWJzczNiv+Xl5fAD+TyJW752fWw9cYA594P/0cOeWe3+kJ+P8ZcUvnY2m9XVq1d19epVzc/P6/T0NCrEua9qtapnnnkmiInf+q3figQf5vjzn/982CD21QHgJM4eHx9XrVYLwqjdbgcOgx6jHRcxwf379yO2uHXrVuAz6DXWLskE+Xxejz/+eLTl5fpJUPKdcCALjh9QmSsN/DLHJJBHgGtkJ9kmPenvOR7jiU2e2Z78zXvYMgeUkyB7EthnzYNZuq7z8yaJZr8nx5mcxCCxBXuazNJPYmRONhE7eSICh5MBzIWD+9IgNnWSh/nBLyA+5v65L+6FuAfd57Y+SR5gQxwHJKERvQ5u5EnPXIPn8bnx6/BMtOr1fSPRD54U4PfNe+Bo6CziYHwZlycnsJLnBU8Ep8VmEs/4/busO6noMoP/7WPgn03Kt2N4Po4+lm6zHCv1+WNt4Y/4+ZEPYjpfcxA3Hmdzjkc5/kKIkWz2vDQ+ebRaLf3SL/2Sfu3Xfk3f8R3fIUn65V/+ZT311FP67Gc/q2/6pm96U9dJpVKRoTA1NRUPjnFgEur1emyGNTo6qlarFUAEQQ4KgWqP3d3dKDHFcSBIITuP7EQypbiHdDodWcZOLKTT51UULBqCRA7YSV+k7pBx7xMTEyoUCspkMtEveG9vL4BH2lsRLJFlx/ORLQkpwqLkvmgHc+nSJTUaDXU6HY2MjMRidUBGUixAso7IGncA3oPaXC4n6Rw89esBWuJEsUnp9PR0tOEhQw3DggOUdLbGxsbCyWAMASk9GJMGG5j5HgvMHQZGGt7Qkb+ZLxZvMlhjzAlSABV7vV5kJrEJKErGMxB8wXuLFeSF3yhGBzuTJAUK3wkVJ5IkhVEiI4974P4gV2jZISkyprnvbrcbc1UsFmMeyJYtFAq6fPmyvu/7vk9PP/20Pve5z8UeEd5WwRWZz4O30ZIGVTMo3jdTMvd2OJAznBXWFXvJeO/RpExgpDDGkLrMmTtEZGhCHgOESQNSzt+DMGm1WvF9zwDhvldWViIT9mFHv9/X/fv3dXJyooWFhSBH9vf3I+hHzwDq/9Ef/VFUNkgDwgYgHKOOzLK26JVdKBSGquFokwPBXKvV1G63Y4zQqYwJgShjQU96aUD44iTQwox58qDYnTHPvkDXJM/lTibr24lrDs+w83HmWpDO3FMulxtqY+KfPT09jb0KOI6OjrS0tKTr16+HPPJMtGdjjAh6qYSEMEPfu5y7TuY3TjxzMzIyoq2tLf32b/922I3Lly/r8ccfD1mhvQhBJz1n2UvgiSeeGHoejmw2q2KxqMcff1x/8id/Ejodku6isWU8yeyVBsDP8vJytBHzsmpvbcic4kCyNp3ohCjzIOlrcXy1fEAOr5ikDRVgOzbYExGQVWRlfn4+9r/wsmsfZ8aYRAjekwbtVy4iC73FhYM7BA1OaCEfrkMJaPAvWq2W0unz6rORkRHVarWQEUg+Mq4JPngfktGBdPxdKljy+bwWFxfVarX0qU99KkhFSBuqrwmMsTG0+II0Zk3i11KZw9gcHR1pdXVVS0tLQQbhp0sKkN4JYFq24AOcnJyoXq/HHkD4IJVKRUdHR7E/ArLBPhyjo6MqlUq6cuWK5ufnQ38CdC4uLsYeGPV6Xa+++qomJydVKpW0u7urzc1Nra6u6u7du1F5gd6oVCpReUMCAWQPz1Cr1bS+vh6xSTLbFwILnxo7RRU2/tH6+noQYsQckCiA0CcnJ7p+/XokjmWz2Wgb7DLGXiEQcZ4IIQ02VIa852Ce2WcGwJqqU/RSMvsPn4EYwQ/3UUgc8DiFv50AZVwcSPfrvV2PkZERlUqlqN4FxJ6dnQ1iJJ/PDyVO+I8nkeFD4CsQEzKvSRCrXC6HLGKvsNeQF5Jep+OIa5hPTxzwOeX+PBHCASEIFsgM9Bm6P5U6r37f2NgImyAp9L6DYPgm+Eru6yXvA/C93+9HRRNELYlk0gBoQ39DyvLsDtR6MouDm27Hk+su+X33k5L2H92CP4d+xVawXyCJoP7clUrldYlQnU5HrVZLtVotnrNYLAauwZywdjk8Vuc+k+Phz8Z7XsUE+IfdZWy4lreVBbdAn0N+YY9HRkYC54F8LpfL8bzEPdw3NpzYPZVKBfaCv5ZKpbS1taWTkxNtbW1FXAUR1ev1oq0ufjQ4ClUoyBk/4BSQJOBT+AvYp3cqMUJSpJOrjLWTBElSDVmDvPRzOjDvJAa4GmsKWUx+xnWsxyou2379i0gSCBn8AGIy1i3r1DEgx3Z4Txre34Hzo9MYO9YvfoFjfdIgrvWY8+zsbCjZ1itCk/iSE0i93iBpD7+DOXMShmfxJD1IFo+R0W3cl5OmxObE8/hBJPi4X+p6N4mRcV3mHPIZ/eBJVS532B7HHZh79BXJKMwB8+2xL38zlsS96LJerxcJYjwHetgrYcBJ0DPoUZdDHz/kw4kVJ2u8uw7vIzfIjCc7831PYHfZTCaWIa/IAOdzooXx9XgZuaKK/VGOvxBi5ObNm1pcXNT4+Liee+45ffSjH9Xly5f1+c9/Xqenp/rwhz8cn33Xu96ly5cv64/+6I/edFDcbDYjmKDSAYFCYPb29tRoNIaCPiopnE0ja4qqBRysycnJIYCdkmQmECCavTTIlJuamlKlUokMEbLZjo6OhkrDqVoBUCGw9BJOF0QU8tnZmVZWVqKfL/t5AFrTBgnF4eAYQsMi9kwsFiZKGEOMcnaHme+7Q8Z4uGJlc0fACBz1Wq0W2WZ8t91uD2UVfuhDH1I+n9cXv/hFNZvNIFLcEKAkXGERhBN4SYPSyKtXr8YeLJubm/Ee94txcJJD0lBfXkgRFC0GlJJ+xiibPe/Bff36dd24cUP379+PXsyf+9znQj58vmhP44y6KyBpQNIABDNHKIiLGFNnmQG0HXD1yhHPvKAXN6XpAMici/XGZs8EsuxdQ/991hPZNpVKRc8++6wuX76sJ598Up///Of1hS98QSsrK6/LzvDnd2A5aTR5fubonVAx4oEFsgSJir5grXo1FHoOoBbH3NtesRYA3QiS6SfsRKQD04BBJycnQdriGOAkzMzM6PHHH5ekyFKlBDd5nJyc6ObNm9ra2lKhUNClS5d05cqVyKSmZ7KD+dlsVjs7OwHcIdsE/jwX40K2x9TUVGS68T46laCWtU8Zu6ShoMVbYfE+wTYG3Z1m7gkjz7heRGYg9ziCjCn/I//+ujQoPeZ/1k6SyHUi2fUB90a2O+OGrgFwxY45WNDtdrW7uxug5snJ+Yb2bNzMugXARrdLg1YZft9JMsedYweld3d39eKLL+rs7Ezz8/ORIYrjTvUTbX28LVq1Wn1oi7d0Oq25ubmoPKHFAs9A5pDfs6QhRw5AYXFxUcfHx3r55ZcjeSKTyUSVq4OH/vxJQgvCD/lxQOKreXy1fECO8fHx2B/GM+yQWw50AZ9hPbNn2/b2dpBeTvoCaHEOaVCOz/lZk2yG7kHM2dlZ9E32jD1sNH6UV9Bi8wi+sK/b29uRZEALKABvfEGCTZ9/Bx3x+wqFgorFogqFQpAXkA2rq6taXV0dynTmvtiUnPaa6MlMJhMZ1Og6SUMtN4+OjmKPDnQl50ZH9Pt9dTqdWM+QN/V6fei5AJL6/b5mZ2djnw7a7rC+IPEPDg40OzurK1euaHZ2Nloc4jvRQgawlazTq1evRsA/Pz+vVCql1dXVuFY6nY7sYcYzl8sNtWogRqH6BFIY3cEYoA8nJyfD9gBgTk5OanJyMkiHjY2NADSRB2w5srW+vq5arRb2npanExMTWllZicoY7JG3mvWKPffdAUakcxvDvfI6/p6Tt8iCt5x1ncbfzDl60vWZJ3lIgwoU9KADNe6TvJ2PiYkJLS8v6/r165qdndX8/HzoAvSPJ4JJgz3SnIB1oNDjHualWCyq3+9HIgEyBPC/trYWiTBUv9GyWtLQ3ksQFn4vgPP4L/hoEA0+l+678nmuvbOzo8uXL0fWPxW7L7/8cvyNbmJtsTbRs8lqL5cpxxEA/7l31ieJlIBJ7C0lDRLJkglETvjwnMg3dszBVicGHfBEz6Lz8DXcRnB+Nh8nGSObzaparUZciy/n+zZwfkj8drsd7biWl5fj2sidJyXwjA4OE2djG/nfn8/f87ic7+dyuWiTjuzs7Oyo1Wrp1VdfDf1MAtZnP/tZNZtNbWxs6JlnntHy8rL6/fPqspWVFb322ms6PDyMloSQ56lUSt/2bd8Waw7d/ZnPfEa1Wk0bGxsx707MQjBjG9Fl2Ww29hTM5XKx+TMygJ3Gv6ZNJWOztrYWBMvy8rLe/e53DyUUuqy8nQ/8IferpOFNmx3k9VjVYw3Gy+PjJHGBb85vZDBJQiZxG4/bnGi5iHhgvtyuoQOIj7xSw5PoAJQ5kn6oJ1GxVrh/1iT3CMjvMsTYQVT63iTcr3dIcWDb9RbvgdXyfbC3JAiObnOii3PyOjaGuDlJPvPM+GzFYjH2UcP/I4kXf5Y4n8PHHUzVkz2YTycguCZj68Q1NmJ0dHSoxbJ3RmFc/Vn5DSnL/+4PcT8eE9H+stVqxVwir4wbfhyvJfFIl2nG2Kt8LopVwYZdF6ELmSv8D57VY2Zff75ekn4k1+G530ylCMdXPGr+4Ac/qF/5lV/Rk08+qY2NDX3kIx/Rt37rt+qFF16Ivu6UdXPMzc0FQH3RgdHmaLfbkgabXwKCOSjuBgFwhkCMgJh+yAQutA4AZE6lUrEZIpvA0oIAwAKnhokoFArh0CHEy8vLQ604ECIYS0nBatG/0zNa2+12EDNMdLPZDENJWSXBaTqdju+TzYZwch8AmzhOfHdkZCQ2sCcrsFwuR3bE6elpzBWGwRlnrgHz2mq1lMvlQjksLCzEPbAJvS8OlEE2m9W73vUufeM3fmNsZuuZQQBALBDugaAOZUWgTkb4+Pi4rl69qmq1GoCwB1nIEY722NhYEBYEuwAPZI76YnUDhbPHcwHY0moCxQQg6EEgTiWHM7j+zP8/eW8eI3l+nvc9VdV3d53dVX1Ozz07e3C1PExyaVGxLYpHBIKWCAcUBNtwlBhIIsUxrcQgYEER4ICGbUCOHSoJDEOKYymMDEMOFAm0JEYSLYpccpfaJfeY2bn7vuro7uq7qyp/ND5vPfXboSSuRdI7/AGDmemu4/f7Hu/xPM/7fgnWvUpob28vCCZ3dg4e+pi5YXQW2YFaV78CsEjdFia0AoEp9zZvlLujBoVspI1GLpfTO97xDk1PT+vq1at6/vnndevWrVj3Hix7YuTjxL+xCw74PuoXcwp4V61W1dfXF1U7rDkPVqRu70Vsa3JtSGeOFTUvQRTtEQhqBgYGlMvlYo8xJwDNrA8C1oGBAc3Ozurd7363fuAHfiAOsa3VahofHw+A19d8tVrVZz/7WRUKBc3MzOjxxx/X7OxsPAugEGuu1TprcUjg4CQAQBvqSfYlTp59fXBwEP2Wj46OYgwAXDxh5b0e9DlRiyIjmdjivFE5uMIdEhhfxMVa9z7sD0uQeQ+BnAdj3KeXHrst88CKQMqTWEk9ASSkP7aT9gnDw8OqVqu6fft2qOVOTk4CUORibfF8qVQqVKqMCSQMa9Wfg3nl5xB7JPU8K34RFWGxWNTY2JimpqaCEEOB+7BKkeQFSAIRCQAMAexABD7QSauBgYEAWVZWVnT79u0e1TbknK9LB0D835J6zuhyv/qdvL6TMSAXPsB9Ln5M6ia8blekbuJEn34OMyWWcH+OP00moewtqffAR35OOyNiAMDFRqMhSVFFwX4mpgVIYd+5L2TuiRkymUy0akX96uA1VVlObqTT6RDWEK9iz5rNppaWlrS3txcJp4N3nDGWyWSCJGV9u1iE9d9sNjU6Oqrx8fEAEU9OTuIMuGq1qlbrrO0VMfXm5qbGx8fVbre1uroacTyJmh8ILikqzDKZTBA9xNokwtPT06pUKnFmIM/viSEx6N7eXgCkzBdnDPb390esv7OzE60AaU2WbKkjddvH+nhBALCuqJqBAANkY426Upt2tScnJyoWi0EcVSqVmCtvC3ZwcBCH3RcKBR0dHUW1EUQG84mfhuyV1LMnECnh2721Lvsqk8kE0MfrWBMQ5x5H+Bxg53gNn8nl4JXbQV/DfPajLo5hTIkpqCpinF0M5+SCC2bcXkm9IglJYQO8VRA5dCqViliv3W5rbW1N1WpVq6urIQ4kTiHX9HyJfALbnQS/eK3vFQBjbD0kx/b2ttbW1iJXgcR0H0wM4C3AWI/4zIeRRA4UcYg9sQVrEcLFW2Nho/AV2HD2VRIo5H4d3HXsIPkzJ7UcFOVz/L69AsJxDuJ130+usOa7HbDk/L1SqdRzziFzxbpjLeE3k1VBXIwP38EzgdfwMwe9+B7mjCpQcBTWNJgJQqa1tbXAKng/HSM6nU6cgYo/8/VDrLuxsRGVzYuLiz3tEBlr4nQn+VhnzIXH4vgf9p1XvvAHn8DcHR0dxZmyYFZcDsw/yhdYDbGBiySls7XlanfHatx/OCjPuvE4Bh+GnXByReo9+FvqbXfOviAXdHvrV5Kc4T3cC/frz+jKeseznFx0XNTJCMecyFkhS5xU4jPxyS5c8BhHUo+Ymr3Dc4Azst8hAog5EMqw1j02TafTYXPdN3hemMyRJEX7OchI7CF4HsIzxLzMYRLbQyBK7urz5HuYn/F7F08xjjwzhAzjCokONk3exzyyDnzsfGyZa8ae39G6F6zRRcTk1p5DE88nCTHGxP0Mf5gvno3XMLd8V/I9vo8YxyTRw7N4zsa6cPyP1/Nanulbuf7MiZGPfOQj8e+nn35a73nPe3T+/Hn96q/+6jdVA/9J16c//ek3HObJ5Y4R9TCD7aAAr5O6LS4k9SwM1GIo0KampnT37l21Wq2oEiEoYyETNABQUxkinRkJ+hIfHx/HwZMcAMmCKJfLYSRcXba3t6dGoxHl8SwYgkISOMAVghWUOKjOOAPFyRwAHb4HgwCJ0Gq1otojn89re3s72iVMTk72HIqG0ffEm3Hd3t7W+Ph43PO5c+d0dHSkRqOhS5cu9QSWbgTZKPfu3YsepgAMUvdcD8YBZToKPzYxfxNISIqDfNfX16Naxw2aJ2f5fF5zc3PRN9oDKU/E2u12TzWJpEgc2u2zFmKvv/569BhFedjX1z0PBpURhzjjvNwI+jPh2FFKcV8kF04ieCDtTpR/E8CzdgkQSLABGXge9hdryZlhDJW3/6BEm7MbCO5ITlBov+td79LExISmp6d19+5draysxLkGnqTzXO7wPeh5MyzxW/WiOk1SKEJHRkZ6Wo5IioO3t7e3e9TtHIZLUoINpbUTgTpBPpUf9BenzR1Eg59DkU6fqeqxyYODg5qentbb3/52/bW/9td6nmNjY0Nf/OIXtbe3px/+4R8OR7exsaGvfOUrOj4+1oc//GFduXKlx+42m80e8F7qVhmgeHXwycEzbObw8LDy+XwAlBw6DMCSy+VULBYDxCZhgYyReklLgjsPrH3fofJ1YgrfgS+DTEwG9e7o+R4H3T1olnoDU6m3HQPBCDaCPSV1VZm+hvx92Wy2B+CmVRbrB3sCwU4VBe1wHGjGPrsSMan6dbtCgu3j61VsDpANDg72KI68sgi14fnz5zU+Ph7AsgNID7u47xdffFHtdluXL18Om7i5uRnrc3d3NwBuFPkEdKiTDg4OVK/Xdf/+/QBQXPDhBD5+Dx/D38wbAbsTBd/p6zsdA0q9LQJ4ZsYP+wWQ5pVQ+C+AvdHR0SAs3J6wp9gPDni7ryG5cSByYGAgYkvpLC4YGxvrUQDzGSR82CUSSH4HGIKvh7hEGOECE+JUXweuaCMJw1/iE1hH29vbAeZ7O0DsAWeDQCLQPsXBM/Y47bkGBwejnSp7m/M5qNKWzlquQQycnp61jOp0OioUCioWi5IUryUWJxHDRkuKag9EPQ6c0daTOaR9InE14+VEYy6XC6Bzfn5eBwcH2tjY0M7Ojmq1WoimHqYKJ7b0NcV4krBns9nww2traz02P50+q/RFVONiH4DAvb09LS0tBQmyv78fCSkt2Kgur9Vq4beJVbkP1j4xJ3kJPp17xN9jz6no2N7eDvKZ/cf+5LMc/Pa1KXUVp+xN5sjHw/cetp3PRnXtlYaP6uV5CARmX19fANfENy6EYk6TKnwXlLkS1vPTk5OTHoIMYqRSqajT6ejmzZtaWVlRLpdToVCISnHm1jsjeF7ma4qc0vc1MQ0kDXkFuePOzo62trb04MGDOIuu1WpFnMJ7JyYmwl5xrhDkNDEKsQtj4/EFgBpALO1RybG9ildStB3G5+CHHCxzENdzNweQsB0eR0rdSkAXkPFeJ7iIP6iuHh0dDSGTnz2DXQUExLbgr7DtYA74K2yM4zEjIyMxbjwnPoY/DlInxS58r3c4YC0QC4ED4MP4bu9acXJyolqtpsXFxRA/jI+P68knnwwsg9dDciPcQ6DD3B0cHOjk5EQLCwuq1+uq1+u6efOmTk5OlM/nNTo62iMm89abPnf8TZtX1piTKg7w8m9JUXnIGHGWyfLycnQb4fpuxIDfjcuBUX9mB64hw5xQ4PWOLfBZSWzDfSNrwkF/9ifCWubNhbxOeHKRhzmelCQ/2WsuMuR5sIGsL2w5NpXvAzxnTSXFGf78rvDHFnNPbp+IYREdkevymU468X8ff0mRt3hMTTzkY8Z+8q4xHqcnKyQYKx9b7DuxjqTo9MAaIX9iXJ0MYyycPCBmBA/gvfw8lUpF3srPWS9OSDCe+BFIjJOTk8hLaQ/L8zJm+AHPDZOEAKT47u5uYI8+nx73Ohnm+8j3FfPImLsd5zX4cNYDn4eNd/KFixyL10ldcg6CjHXHZ+AHnCThveyXP+31be+zUCgUdO3aNd2+fVs/9EM/FC00HFBZX19/aD9qrk996lP65Cc/Gf/f2dnRuXPnJHUHkE1HyyxXt+RyuZgogmbaVfhGZGFT5ZBOnx1cDhCG4p3AhkXtfev4DknRnsuVsfl8PlQrJNkAcThW1N4kTCMjI6pUKtHmhg0MaOmqjFQqFQAVz0NQCulxcnLW3ogklgM7M5lMHPrKWSaAp7CYkD/j4+M9ClaSZxJpElpaYhFUlMtl7e/vB3vrSTtlcAQotVotqnhY/ABO7Xa7J4ElCMGIASzhDJzdXlhYUDqdjoSaQNd7OhMk04OQcjs2thNozhYDennSC2FCEkqAChC6tLSkXC4XZ7lgKJIGiXVF0uDGiH3AmTkkPeyRJDECuI3BwqBh/PleDA/jeXBw0AM0ufFnHZKg+e9wbhze52uf1hKUoU9PTyudPjsI7+7du1pbW1O9Xo8SfU8EHEhKqho86X6Ur1Kp1JO8dTqdOOgvnU5H/3PU8ewpKsaSKmICO0+iUAmyrqh4o63G9vZ2qGmPj4+Vz+c1Pz+vK1euaG1tTd/4xjd0/vx5Xbx4UU8++aTe8573vOE5yuWy3v3ud+s3fuM39Eu/9Et6/PHHJSlat/33//1/r1Kp9AZnf3p6GiCdH1omqYcgB9Da29vTE088ofe9733a3t7W+vq6arVaEB30mGc9EmBAznmiSRKGQhoVL+AflTrcB+cpSQo7TssYnLcrZCT17NWkgsKDVsAPbIHbSvbqw1SKHqDyOw+ACPSwlbu7u9rd3Q1SGxU0/pexwW8y9uvr62GLSDZdVe1qHFrNQNyzPr3s2++fC/vFeHLGESA5tpJEGJX07Oysnn32WT148CDm8Y9TGtdqNf3Wb/2Wfud3fkcjIyPa3NxUNptVqVQK5ezU1JRqtVoARxCHtNhCpY06HvDVFZoAApCK/oc5cmKfZBly/T+G69sdA0rdNeoJKs/v6zuZ+EBMIhRBuOJJFPtdUo+Sjs91laGTlp5ceeDfbDbjwGDu1SvG8LvcL3tbUoDjxFNUiZDseyLKM3hiSEzHOR58pqSoDmm1Wj1VBsQxxD/YKeJat7HE3axR7pd9DmmO6IT2YKlUKiodiR2dvMS2MC74OQBgKlGGh4fjQPJUKqXJycmoBms2m1pZWQmBkMc82CLPCSAGGG/iKpJqyC0SYw7h5WB41hcVdXwXymziJGJRLsBA4mDESbSt4VwrX+P1el3SWTsW2gefnp6dIVAul3Vy0u3vTPyGv+ZeiNGIK7lv7CG208/Vc99CTE88yWvZP+wN4lcHK5xES4I5yYs17p/HBQDR6XQi6f+Tzi57q18QZPhH4jXOHXEFerPZDGGMA8tSN8/Adjhw7TbJq1AAnYntC4WCJiYmdHBwoNdee019fX0ql8u6dOlSrAPaCbF/iYOcPHQSxPM07gHByPHxccRs73znO/XYY4/pySefVL1eDyUzhKYfkn16eqqrV6+GgMc7LFAtAJl6eHgYADlA1M7OTgBrS0tLYQO9IkPqkvPYFwfApG7s4gAX+wA76LmOq8FdROigj/sg5jWVSqlSqfRgIpDpSZ+B7QY3YH5dfNDpnLUPJ0bm5y6iItflfogFPad0Ioc1AL7CH+ySV0G5vYVEbjQaqtVqymazmp6eVrFYVD6fV6vVCiK5VCrFe0ulUpDmxFCMH3aXz6cd+8HBgV5//fWoIidfn5iYiHwoicd47u1gogsemHcfG99zjBtjD2FFTAkB6X7dLwc/H9XrYQA/8RP7Cz/HBUjPeHvM5kQL64DP4rOZTxem9fX19RzgznudhPE9x2se5sucROD+HWyX1BPjebWDiwGJvxw45ve+3sCeXJTrz409cKLEyRLslhPwxB18Lp8BVoZd8Zia+yVP4h6kru1nHtyGMLdOOjOOvicZA+6PfeQiIGwNeZWD+0ki20lPH1OvqgVDRYBEdT+YADGmrzWehdexvhCpeG6D7c5kMhE7IsqXzoSXHn/xuR5Hcf9JAoy1wfy68CtJgvF53FcyVwL/A7/wfcD1sPF1fN39la89xoH96SQWufSf5vq2EyPNZlN37tzRX/2rf1XvfOc71d/fr89//vP6+Mc/Lkm6efOmFhYW9Oyzz37Tz/ByzuRFwO9GyEGiTqcTygafbCoQCODdoXMYDwHP1NRUBGHeK5mkCecIE0lANTg4qHK5rO3t7ej3XyqVIpgkEfPkF+fc39+v8fHxUKgBCNMiiQXlBw5TvuZJHqQLASnGjTYnsNgksX19fUFkkOS5aiufzwfoxfimUt2DP0mo2Px8H5sJ446CB5AbYKO/vz8SSzaQt3FgExL0ukoERhYCCQPFhqTiBKJlaGgoesSTpPNcrVYriC0qMtxR9Pf3x9g5qInBwXCRUHrfb1STBIDMN2AWYA1GkDXtDtGNMAFWMqnBwRBgOuDJPbZa3QMTCepd+SB1K19YEzgMjC+KIhQDHpjwfydX0ul0nDNCEocDGhgYiHYPVNRks1nVarU4ZJQ2PASnD2OCvxcCQS7UzkdHR8pmswGaugI4lUqp0WiEujiTyfQkg+5U2EsjIyNBoLIWWDfs9YmJCY2MjOjevXv63Oc+p3q9rosXL+pd73qX3v/+9+v69et68OBBqPEvXbqkK1euPLRNEfbswx/+sG7evBlVanNzczp37lxPAsbFfgeMAyDk/yS6BIS5XE7vete79Bf+wl/Q8PCw7t27F22yqNLgfX5f7KV8Ph/fC4iEfeMzSLRyuVyPYgX75qp5At12u61Go9FTLQbxij1zYphEDtAS8AoVNESPj5MTu0mVjSv5PGl3AAt/4BVBHoitrKyEPeAsGojQ09Oz8wxIavEFTm47cMchmIgR/FwT1EIEc4wt4ASfz7O5ag+gEp9zcHCgXC6nCxcu6IMf/KB++7d/W1tbW3G+Qq1Wi2osSVpeXtZLL72kP/iDP9Dv//7va2BgQFNTU/p3/+7fxdwODg7q+vXrymQyWl5e1tbWVpzF4GADPvP4+FgrKytKpVIBFHvyxlrz+97b24uzwDxh4B4Ihr8Vlcy36/p2x4BSb3LkIA17D+GCJwEka+xfWj2tra3F+B8fH0fSJKknmXuYAorPwkbiX/k9F/fEesWu4nt5H8AuMR82AGKA97gIxAkFTx7ZW8Qd7CX8Pknbzs6O9vf31Ww2tbOz05M0c3/EN9g3gECATIgPyHQIYMAkRCAQhhMTE9rf3w+1KwKcbDbbs46y2axOT8+qBKm0zufzmpmZUT6fj3NGNjY2Ylx8T3Du3MHBgRqNRsQsybZ3qJSpHHRwkHHY2NiIGAjbxPxjk7G5JJL8jOoO2v04EZCsXCd2HR4e1s7OTsQ/qVQqSBYOnMa/I1AiOefem82mzp07p9PT0wB32QfcIzGlVx6zpr1iip87QeOANfbNwRMHeaWuQtFBXwemyBEcvOfvJOjIPJAXkDu4L38UL9aqg4BOThITAa6w7shbqbb1mJm5crDNFb8eE0ldoRqEIftrfX1dnc7Z+T/sG89rPJdxsA07w/O5reP7XJ0KOEzF58rKSghOyHVZL9jEfD7fUzHia5TXkYvl8/moeGedcW+09CPucdIiCfA8jLRgvPm/g6PsxSSA+TBglTl2e+NAHXmWiyldxczl4BtjnHwN/hWf4mvGx9mfNwn6+sV88gz8220Fa8UFodi5arWqzc1NNRoNnZ6eRlVhf39/nIdDPgO2AnHiYDhjSfwILoE/bDabWltbC6AUwgwC0iuz/PLPf9jPkiCfxwoOCnKRt0E8s0eJjZPXo54Pu5LfbRdzwfr1/eA5BACx1F1nPl7uQ9hrvJbPh0zwvNAJC+wOn+F73f2Z51u8n7iT+2IfJEkePjP5zA/bh05U+H0xfvh/v18wHPADsDknyMkJuTdsYdK/YJud+OD50ul0VNPzWm+nx/37HCdjaCcX3E9AfhQKhfBZxLN8BzEMcyopbGpyzIl1JPXEQwMDAxofH1c6nVatVosqx9PT06hc9rly0RbxvotTwPB4Rs5uZk49DiNe4xoaGtLExIROTs66AtXr9Rhn4i7fC07AuZjSCaDkuHoMy/N43sIa9rHj9cyrk218h5M3jk/wM2w0n+WYLJ/zrebBf+bEyE//9E/rox/9qM6fP6+VlRX97M/+rDKZjH7sx35M+XxeP/ETP6FPfvKTKpVKyuVy+qmf+ik9++yzb/rQTTYcRoINCXFBKws2Ln3RvRyHQB/AncNZNzc3lc/nlc/nVa1WI7ng81Ce+EYkECcpRQ1DINpoNNTpnCnpac9FuyxKm/zgH1TGqLtQBrFgSb7T6bPDxfb29uLwNBYFChiSK+6XPsVO7KytrWlqakrZbDaUz6hCOMvk+PhYW1tb0csS9RDluF4xAmN5dHTUczAkiT+qNm/54CVSXoGC0SAhS6qACZZI+j3ITSZgkCI8KwmEA8BOzrhqCVINR+dODMchdQ9mAtRzkGBvby/64XJ+C8E3CTdJtxsaCC7IA56buWKMnE2G9KNKKpXqqpad2HqYgeJZ3GhjcDDU3nLIW6nhwLyShMQ1lUoFuIeyiNft7u4G0Tc6OqpKpRKtjkqlkra3t9VoNLS1taVGoxEkmAdE3PN34/of/8f/8Q1tXx577DHduHFD0lnw+nf+zt/RZz/7WR0dHelDH/qQfuEXfkGTk5Nv6vvYv5J6nCbJAX3qWQ84QIIrwHhPWj358ADNVXGAKbSYqtVqevHFF5XJnJV7Li8vh0340Ic+FO0NnGhJXun0WYXLlStXdOPGDZVKJc3MzPQAZH6x3yB7AYVarbPDvgnuOGR4bm5O73//+3XhwgW99NJLUSlHBZyDoEkSxpVCrhp3GyWd2Q7IdfYVr6WKgtdj1wAhCSSwR5S9Um3G/uP7saGSwoZCAHsi7cE6z+YBiNtH/ImXnPNzAibaqOFz+RwU3IC5/I6qPFepukoySdh6xRIE0+HhYVSSMMfYOQc1nejl+7gfAEkABHzF8PCwnnzySW1vb+ull15Sp9PR/fv39Tu/8zvKZrNKp9OqVqt67bXX9I1vfEM3b95UrVbT448/rv39fS0sLEQl5vnz56NtHfEIyQRrJLm2qCxkDJK21n0Mr9/d3Y22KQSx7GknRjyQ/05c3+kYUOo9ZPFhfxMTenLqY4q/LxQKymazqlarPYQ9wTV73xMZ1qoD4thTqVtRwV73lqAQqt7SSuoG/YBwtDrFz1L50Ww2JakH4GJf+LNhJ9iPECQkaF6KzkHdxHi+ZyFsIVqkbtsFYlFiBuwxVWDNZrNnXRLrsjc4d6xUKmlqaqqnWgcCpFgsRuutsbGxSPRGRkY0Ozurxx57TMViUScnJ1FlSvs+Pp+z7zqdM5HK3t6e6vV6kCQQppDAXhHnQO7IyEhUYbbb7Te0R3SxCa+Xzqo7yDV2dnZCXIDtZzz5Po8Nvb0uoCFrm5gQMQm5zPXr15XP57W6uqrd3V09/fTTQfgA6EEi4Scc+HFQhfUIwYutxYc5ueYVUB6T8ZmuWHRBEWMgKd7roEQSTPB7ZExIkDlf7FG+qMBzYI7nBrTCbrka1vc+Poa40FuqkY9Seen51dTUVABNkItTU1Oq1+txpkMqlVKtVgvhmQPQHm846OF7jZjMARnAN56XnJTXz87Oxn4i1+Zzqa6CFEKoxtoh7/CKYGK5u3fvand3Nz6D2OPw8FCrq6shsiNWc+IZAjwJmvr6bLVaPeA6pBfr3+McBz2x8awB7DngGeQP4jzEhJ6Ts2/IF701qlfr8NzYDReVErs4mcPFz/BJ/M16QjyCT6UqQurm0giPsI9bW1u6ceOGvv71r6tWq6lcLgdB5vZiZGREU1NTcYYh58JBGp+ensYZIYeHhyHkolPI1tZW5JvgDhD/AH6tVisq1hkfz0mxY27jWMNJoPFhIGGyjSrPz/iRO+GXmSfm5VG+6I7AmAPGS11Al7gkST65yJT4ymNCXvMwX+bz474nmWv5WvR74PuSWIW/1z/DCRi3HS5YcT/IPbPP+D4+M0kqsHe984kD307UgL0RBzhu5/fiFSfEBC7CY4/7PuD32EwX+biPcLGP9MaD3p1wYpzxZ9gZz6nBqLCtzIuTGIhQ+AzWG+PBs09OTmpycjJiUEhLb33K5+NPwWrw0dhf983golyOfUHScL9UODv2Rg7MWvDYCz+LsN4JBZ8zxtj3B3Pkc8GagMB1O5QkEpOVScm4j5zD/aWvcSfefN49b/7TXn/mxMjS0pJ+7Md+TNVqVeVyWd///d+vL3/5yyqXy5Kkn//5n1c6ndbHP/7xHlDwzV5Mki9onBNtTFKpbmsMBhySgclkI5DEMuAjIyNvAJlpjYSzZqOTXDSbTWUymSBDcrlcJNMLCwsqFArK5/NaW1uLz+90OnFQIkFlp9MJ59vpdKJfvjsAjD3OmgAOQJDP29zclKQACKWzszZQNtNbmcSLZJTyr1arFcGGK+kymUwotgGa6E1NCwXGOJ3uquEwpE46MEadzpkCkTY/jA8bk81B8sl8HRwcxCFLbCSMlqQeY1AsFjU9Pa3JyckIbGll4s4VsIq2Loyr96H3DegJG8Amgejx8XG00Njf39fu7m700UYlDXDK4b0YC08ik0rhcrkc5AhnpgDEbG9vx+shQNxYSl2H5ADe0NBQz3O4+gdDiqPxahHAUidGcKh8Ls4OIwlpRODHIc3FYjHmlhYB6XQ6SJJsNqvV1VVtbW0F8OPP9N28nnzySf3O7/xO/N8Bub/9t/+2fuM3fkP/+l//a+Xzef3kT/6kfvRHf1Rf/OIX39R3MSe00aGyATsFOenKDU+E2ZsOcHuAlVRj40QB5oaHh1UsFvW2t71Nh4eHqtVqWllZ0enpWW/4ixcv6od/+IfjoNc/qbVFKpWKxKRYLEYf+G/2Wp7LwXXIMtbN+Pi4pqeno2Ll+PhY9Xo9gkBaO/k8MSaSeogFD8wIYEhOANXYk04wSQp7QILjyTF21UFxLi+zJRGFCPexoC0dr5d6zyZgz/oa8GAHHwLw6kEx74NkANxjH+MDhoaGwuYA2vP7JAjDfXvQnxx/7hEQw5N9Klek3j3vSh/8NGQe9oXvJnjL5XJ66qmnYm0cHR3ptdde087OjhqNhpaWlvTgwYOwN+Pj45qYmIh5Qck9ODgYVZcbGxtqNBoBUHnQjQ/0+fNkxwM6X5d+3zyrB4b4JumNh5Z/J67vdAwodX2M1Hu+j5fss74dSALYHR4eDpB9YmIibBVqU0k9e9X/Zq2xvljXDuwPDAzEwa/EfIDbXkovKYgSkicEDfhnfLMDIh6nsU8HBwd7lOSe/PveZd8iliDmwj6y3wFaITMAjqQu4M0eB1QEkOWsC+nMlhWLxSDNDw4OtLq6Ggnn+Pi4UqmUNjY2onqHWIS4AAHO2NiYyuVyxEX4i3w+r+XlZZ2cnGhtbS3U44eHhxEjzc3NKZPJhL8ipnQCxYlFJ4CIPaempnT58uU4gF1SgF+0GgPYJZYkFh8ZGQnSG7uMnSVe43wCvh+ShPUNoOltXRqNRlSJVyoVXbt2LWLKYrGokZERLS8vx7zhw7iwI7TeYP/Ql9orQpy4hRDyakKvMuIZPObg/fhXT859zF2wxOWgOqCLk4vYxEcdFJQUe5M1hxCBfb2zsxNrH5/qVWQe47MPXDEM4cBriA8cSM/n85EfUqXFWRbco4P52CInmYmTkuClx1ySetYQftTzSO4VMIg8iIoJPpN1T+6ODWy3zyrfqCImxiRu4/Ols1aRmUwmWrJCugLYuS2UuucW+Zj4v8n5+D9/PHZ3stLXgMeMDoyRH/h9+bg7wcicQ7T4HCTzA6m3lY8LViBaAQCdGHEADlAR0sxJA3+2pA1gnQI4DgwMRF7oeAQ23McS/+cCJWJvCDPaW7fb7Tgz6fj4OEhhyC+e5WFgIfbnYeBcEvT2Nc6/k7kYfp/Xu6J8cHAwWgon19j3wpXM+d2GMEfMA/vRX+PtfRhTryp2YkPqPYOO70uCx763wUzw9W4PeR/f7YJEJwvIp8A7fO0k8yjssscPDqLz2S5w8df6c2ObfS8jhPDxd1CbvcQfnwuEPMTO5N97e3s9hHdSaOQ2y8eL+3ZShhiKvYEg0ecZfAShgIP6ju0yBoh/yPnJh7FjtGsqFouamZlRX19fiGucLEqKYBjHo6Oj+D12y8fO41HWMbkHz++5Ndfh4aEajUZgbPhKj/98TLDh5M18r2MGxA/clxM3rHdf++Bzjpfye/YPn8W/wX4dm3EMMmk3kySnk33fyvVnTox89rOf/WN/PzQ0pM985jP6zGc+82fyfQRigPNUaFAZQuCXSqWUzWY1MjIS4DwDyqIsFAqhRqdMstPphPIZR8gfqbd9EYbUFfok255wcn8cxE3iCKjM/RBYsvlpUcB3lMvlUAZRUjU+Pq6jo6Noy4JK7/T0NFRzJE0spHq9rmazGYHt7u5uECxU2kiKFmH0Ta9UKvFd0tlBs9vb20Ei8Eyo0rkPFDoEsSTZbCiCdgd1+FlyUwEMYHyp/vH14Rt/YGAg+s0yfx5wOUGTSqWi1RNEF8YQw8F3ONPpwSughStj0ul0jNns7GwoqzY3NyNwJ3h3A0Sl0tDQkGq1WhBYfObc3FwcHOcHlWOsPRFxRSrOnfn213qwjDFylhcjyri5A/A1xs9wlpJ6WpHt7++Hg2FfAmBIXYUpn0cZNBUIjUZDe3t72t3dDcfHPX03LpRzyWt7e1v/4l/8C/3Kr/yK/tJf+kuSpF/8xV/U448/ri9/+ctvSjVNEtdoNNRun50vAJkwPDysbDYbwJSrmJzU43OSIJQDGp78sGcIjjhT4/r167px44Y2NzdVrVZ1584dra+v673vfW/YZ5Szf9IFyJZMAP1Kp9PR/goVPeuEPsrj4+OamprS5OSkKpWKtre3tbCwEK/xINaBey5PAFnzJN3Hx8cBSu7t7QXoDvnjyfTp6Wmoit3/uPNuNpvxHQ6WSgpylaRtfHw81n0mk9HY2Jjq9bqWlpZ6xs5FA7SSwY9gz1B3jIyMqFwua2JiQmtra5FYOvjE35J6qv0GBgZ6/k2rSoBCT6w9QflmSaMH5VzseUikRqOher3e07oRe+WJCfecSnUFEfy83W4HqDk5OaknnnhC1Wo1ANNbt27pq1/9qlZXV8MnQLJdvXpVjUYjAMparabXX3+9p8KTMaai1H0UY8DveXbfb57USV3Sx39O4EllDQErPvg7eX2nY0CpFywhkOaPtwvCnuHbIJFc9VkqlUIRRsUWwhPWl4NG+HavLHGAEb+Kr0SAInVBMuwtgBu22c+jcNIDonBgYCBauaTT6QAhSfJI3Dj8E4EQa4X9ube3p4WFBW1sbERfdk8S+/q6Z39gz7yNHgSMJ2n+7B6zSYoEk9ZLAFAkZ3wOQgkndjlMmTiVuRseHlaz2exphdjXd3YGwK1bt+K8Idp11et1TU9P6+joKKopiPGcWGZ9cO7A1NRUnKlFa6vNzc2IS7DZnU63rzHzz9rzc702NjbiXkmk8dUrKyvq6+uLlgwe35GT4HuOj4+VzWajF36r1e0tXqvVNDAwoIsXL+r4+DjaaEHMERP4fZCzJBN6wALukfiUdSgp/LwrLd1+4YsQyWDD8C8uvuFnxCysQa4kCMPvIJhYww5iPYoXlVGIJsrlsjY3N7W9va0HDx5od3dX1Wo18mCPB+leQHUJ/kxSnJtA/sfecPEb+4KzOVmD2AoHavgZMRQ5cKfT6WnHi70mTvL5cxCO1yMMwuZjO7Bls7OzKpVKqlQqASpDCrHWa7VaxHU7OzsaHR2NSm4ngrCR7XZb09PTGhkZ0csvv6xqtRrxQDabjTzTzwRDLOj+yEE+BIdJ4EjqAuXJCg7e72MCQU3MQWwKqcW4sP+SYCDiIn92rxBhTlgHnAcHwcQfhJJedUceW6lUVCqVom0i/tOfGYLDCQ3mHH+GIpmqEK8EgaSBACFWwP9gO6Wz2KRUKqlYLEYr15OTE21ubsY4UpXhoKkLeFgX2Mwkucc8Euc5QeKxMHgSl68PYj/iGCoGaQ2ObX9YbP2oXoyDV4Y4liP1VqYT70FCOKia/NvHMUlcua1ygNn3N6/lOzyOc/KDn3suwJ5z8Dwp0OG1nmMl75XXEV85holfZT0iVoUw5vL3Qpb48+Cnk2PD/oSYgKhI+mXiUj7X7Rnxquc8Hmu5SCJJTLEPXezi85ncJ9gqSXHGJYI/MFzGxokr4pDp6Wnl83ktLS1FLuiYAHYDu4b9cBIUEorcnJgY++c5DfbLK4kZs3Q6HfkyMZnHU0k7xb2wlrGXjKf/nnnGnzrRx9plLTNmzLP/39cqawJyO1m1whzzGn7u2KZ36vA98qe9vu1njHy7L0pBmXRJwQKywfgzPj6u/v7+6MVOj7xarRZqAYIW+vWn0+loceLOT+r2NXRAkcWM0nBvby82RDab1fXr16O8eG5uTjs7O9rY2NDm5ma0EcBo0IaA4A6DBJAzMTEh6WxBzczMhEIRMIsWTixg1F8Yh0KhoNHR0TjUemVlJUBVWjSsr69rdnZWc3Nz2t3d1d27d7W0tKQLFy6o3W5rfX29p8KEkmQ2IxuXgzwpEwbod2PvQbbU7e/pxpZ5QEnnCuhUKtXD+rKxqdrhvASv9oC4QWXhpAebbHBwUJVKJZRw+/v7qlarSqfTPdVDEBdu5Pi3s9Qkdv39/ZqcnIwEhoAYg5t0eCMjI3rmmWd05coVvfjii/rqV78aIOHm5qba7bYKhYJmZ2e1v7+vzc3NAFMxUgSH7ogdSKRPNXPm94HzIRlnv7TbZ4oaxhFjLimqt6j2YF0VCoUYfxzm8fFxjwrVe5KzRghkSMwnJiY0ODgYAOn6+nrMTSaT+ZYOXPqzvG7duqWZmRkNDQ3p2Wef1ac//WnNz8/rhRde0MnJiT7wgQ/Ea69fv675+Xl96Utf+qbESFL5vbOzE/8mEQEQZZwHBwejOo3LkyYH/El0vbzTK7gcyHdnxjzTVi+Xy2l+fl7ZbDbm4ytf+Yo++9nP6t3vfreuXbv2pyZGPFD9ZuRIJpMJVeyNGzd0eHgYfaZTqVQkPbQvoay11Wopn89HwurBKfsUO8n9ejBJcOUVZbu7u+p0OioWi0qlUlpfX9f6+npP5Rmfjw3AnhPsouRwsoR95kDW8fGxFhYWtLa2prW1tR7l3cnJSQCkHjAQdALydjqd2LeAHpAlCAtok4fSBHBf6rbK4Xl2d3eDqOE5qPLAbjsJTSWhrzlPRPwsEU8EJQXYSwJbrVbjbASCSE8U/N/YRMhuqQtilkqlUKwDily+fFlzc3N6/fXXQ6U+NTWlCxcuaGZmRru7uxofH9fIyIhef/11LSwsaGVlRYVCQePj4yHWwGcxXkmyKZPptrbw1mw7Ozs9voaxI9kg+QAgJXZBQeyJzaN6OcnP4enEBh4oezJJkI8KD98/MjKiUqkU+8oJOuKRpHIL0sATPewJvjKXy0X7olarpWq1GveerKYiBqH9CUpm/DPrgDgK4KnVOqsAHhoa6jlMHZKG+Ah7R4wlncV6d+/e1fT0dLyPBI11yZp0lbnHmpwZwu8BYDnXgJgCUFJSzBkxOG2jqJzBPgJyk1jPzMxEUshhuxAlxCCAdRAviKh4DuamWq1GfMczu8/j/mmzu7KyEvHn7du31Ww2lcvlenzI2NhYzwHB+FcXGNCG6OjoSFtbWxoeHg4AjkoT2gcODQ2pWq1qfX09bBzrANUjymbI6XK5rL29vahSaTQaWlhY0ObmZigc2RsODvJ/bD3ziRCLNexAoMeZXFRhOylELOyqV3wbY+cgk6Q3AMUuUHgYmOQ+/Y+LHx6Fq1ar6bnnntP8/HxUmu/v72ttbU0rKytRscg+9UOxyY2xYcRxroBnjdByFRvoPrndboddIs+gWo/4x4FB/CA2BDvE7/lDLsufpFBC6goF5ufne4CVdrsd7fYA+Xd3dyMe4VnwpQMDA6pUKpEjEStyoDfCLe6Ns89QPD/xxBPx3OPj45GnYgccqHVQij3kYBixALZP6m1nnARkk0Cp+yDIRwgKYk/6+3MfLipJkoh8JvETIiAEntgw4kXiTOxekuRi7+7u7mp9fV3ZbFZzc3PRiozL8xXGyckN6Szn4PNLpVKPbYJUgTRkTJycgyhife3s7MQ5IlRrTk9Ph8gE0HRkZCTGizlyQM7JD1/XHs86Ycj48BrIPsebiAOJpSG+s9msxsfHNTs7qw9+8IO6evWqfuM3fqOn4vBRv4gBXawJgPyw2MzXhxNQDiwnwVX/O5kTJ0mu5Pv4bN+3vJYLssF9K3ue++XZ/P9OBEDaedzvayj5Hql7zmTy/+w1/LdXf/CZbqu94w42xW0cZygSi/keYX+BFfl9k9/wXdh8H2vu30ktt2nEn6VSKX6PfQJvpfKQe2MPYoO8lRPkLqJM4vNyuay5uTltb29reXk5Kg/9zEHIDeJsj4+wFz7n5Cc8L74be8szIlRhbnk+J3+8rSPrEBsB2cJa4Wde7Sf1Vug7Sei5FXPoBJiPua97rzjxOXeihe9yAsT3NM+Mz/T9u729/c3MxkOvtzwx4owlf1B3kUyykADOSYBQUDgQS6/5/f19LS8vB3PKgXIk0d4zGRCFhILXjY2NxQKiHHd6eloLCwva2trSwcGBqtVq3Ft/f3/0uCY5oncsSS2VFkNDQ7p582YwmWxckjdAwU6nE4HywMBAlP0CIFYqFY2NjWlzc1P3798Pg8/33L59W3/9r/91/bf/7X+rP/iDP9BP//RPa39/X1evXo1kbm1tTe12O9SBbADa4ZBgob7c3d1VqVRSf39/HO7JOHrJlgcOzCGBAIGIl2c5AcR7stmsKpWKyuWyRkZGwml4YOQb2pM7yqgxkFK3LQJB0/b2dpz5IXXVlbDbzoxjQEmiUaf09/drbm4uDFaz2dSDBw/icHF3oqVSSVevXlW1WtWNGzfiMzudTqjDCoWCyuWyhoeHVavVVK1Ww7BgnN3hEuwnWWVK6XK5XACyXrWDkcIhuyPm97zeAVHWNobcyTNUmSQuPLcn6/49o6OjmpiY0OTkpHZ2dgKI9bYC3+nrPe95j37pl35Jjz32mFZXV/VzP/dzev/736+XX35Za2trsQ/9mpyc1Nra2jf9zE9/+tNvOLeEy4NvwAsSKz+w2OeA93mpuzs1d5YPCwgJdCBeAf7v3bunw8NDFQqFAJEajYZu3rypqakpzczMREudP+ki8fjjgI3j42PduXNHkvTe975X09PTYVubzaamp6dVKBRijFg7+Xy+x7awfnlOr9zClnoy09fXp0KhoEajofv372toaEhTU1OxTuk53W6ftenxNh8kV+wRQLDp6ekg6bFvVENB4uzv72t9fV3NZlP37t0Le4kifGZmJnxiMjnc3d1VLpfrUVv6WSDs+QcPHmhlZSW+j+dttVpxaLKvIwLGiYkJPf300zo+PtbGxkYP8OvCAsbRFUAesEu9vegBT1KpVNggqWtrOavi8PAw7DIAsAMuDvQAUDuwh63J5XIqFAoBSA8MDOjcuXOhIJ2bm9OlS5d0/vx5FQoFHR8fa2lpSeVyWaOjo1H9+M53vlOdzlnFKWeQkDQALgFMIYIAaHKCeWJiooe0J3CnbRdVjR5ASopEJQlyPIqX+3AU7FK3HQixgAPXEH2sD1fhlkolbW1tqd1uh48lxsGO4MeICf2zWHd8JuuLNUrlMvaENc39O+FAzOIijHa7HUo0EkmvDKPi9/j4rHe7q+m9jSaxSafTUaPRiPau3Fsul9PBwUGPAIm2TG6TWWfeSotYjfiv0zk7X4XzlMbGxiL+k7rJOEAs8wSAih3gu/lMzhQgxnbQs1arRYtR1NJSd2/s7Ozo4OAgqqaTYDp7x5M6yFR+dnx8HODc1tZWkBTEj9gRSXHPJycn2trairNNBgcHA4wrl8s9rYHwQeQ0bsuINXk9FYfkHMViUfV6PUhqWuV6RbdXw/NcHi8myUHG2Ile3gNw4GCmA+i8H0ECREs2m439SAyOz/zj2nVI3WQZcII15+DWo3xR8QQoxdlTp6enqlarEbtQdQ0Qg12BtHebMjY2FvsNG8fY+/5wwNorQ4lLEFR4iyyPMz034P/seWICF1rxOv52EIZcjT3J93P/XkHgAKSkAFSxWfhigDE/vN3vzwFq2mpik1l/tEjGNnus7YCmj4ukN9gyf3YHyZKXj4t/Dnmfq269iuOb7RX/boQxR0dH2tzcjPOZvBIRW+DPyb36/fJ7bBE+Blvk8bkDYBAufBZnwuALXA2dJJ2c0GMMvB0MAjSwE/w+QqtUKhU2y8fNgUXPj/nbY1ypt2IkOc48F+PNxXvYg9y/4xiSNDExESLLb5Y3PYoXJCS+xXMNqUtKcLGvPCbEjrEePA/BdvG5Pk8+1klhBe9nzfja9c/w3ycFY46jOBDvQDB21oHj5P5zn+l5AespSdq47cVu8Hr2oVdoMD7erlDqdi3xsSX35TvJj5gvCAniPRdAJMlbvpMYLQmk4xup9iOOBa/EZuEjq9Vq4LjML2K1pEiDfUgcODc3p6OjI927dy9E8IwR8ZxXwLlIjvHEjjAe2DAnPZK23DvYuPAAuwgW6TE/9wUewR7wf7tf5h78+blPBFqMp+MbydjQYzv2ju8N3y8ep7BWWCN+VrKTaU4cso+/lestT4zs7e31HI5GALK8vKxaraYLFy5Eq5Xj4+M4pBqjg7oNMgI2j2SAhe3939mUbHoUJqlUKsASJpFDEFEp53K56D23uLiojY0NFQoFFQqFWMiAxicnZ+d1ZDKZOPw9ycZR0ovazCtlUNSTlLXb7WhDMDo6qnw+r/Hx8VCS0HOZfnSAq+fOnYtkig1w9+5dLS4uhnKO+6FXJyQEClZXE2HsUBjv7u72qOtQL0tdkgPlIYCQq5shRJg/FEHZbFZTU1NB/pC0ezCLkmlvby+SVj90T1JUDKHgzGazOj09O6ytWq32tNkg+PbgMJVKRcBGn+bp6elw4jCyo6OjGh0djSR9a2srQD7pzFH8/u//vp577jnV6/Ug+AjccKaoxEqlkgqFggYGBmL9pNPpAEaYS+bOjQ1gkisGMHYAA8PDw6FoAXBgreGkXVXjQSufgQHz7wZgIRFrt9va3d0NI+sGkOeYnp6OeRkcHFStVvtjiYZv5/WRj3wk/v3000/rPe95j86fP69f/dVf7akc+FauT33qU/rkJz8Z/9/Z2dG5c+ckdYFpxplKkWw2G+vWQcOHJS7J5Mt/7uPtQYHUBZg8kEPxC2ufyZz1X/5W1UuVSiWCh4clbJubm3r++ef1r/7Vv9Lm5qbm5+fjdSMjIzEGDurwTDw/64t7pw+pt7vKZDJRNYINPj09VaPR0OLiogYHB3X16tWwUZVKJcgvbDKViCjXIIw4j2piYkJLS0saHh4OIHF9fV35fD6qXTibgGCC1mlcAJhSr2CAYGNra0unp6ehZmROIRGwIQRcrhZutbptb3iNBzSQ5LlcTn/uz/05HR8f6/bt23r11VeDaCLYY/ycFGWvO+nNM7DOmA8ndz2wIvCjWoLD2lGLAyDyLARqDtjRcoJATOqqnsvlssrlsi5fvqzLly9reno6zoyZnp5WuVxWsViMoPJ973ufVlZWtLW11XPmDXsUPwRB7oC6A/UTExPK5/Pa2trSyspKiDWosCuVSj2tIzwIZ+y+Fy7m0NXKPs6eJErdc1vYI1RZHRwcaGxsTKOjo+H7WafekgP/KSnWGzbFP585rtVqUdE0PDwcJCNrhr1IxRd9l5NJOIQmh5rzXFRyelKEnaGaE1EN9o6EhcrktbU1nTt3LmJXxotEBttBLMCeRaXLGEGWExeVy+Vo/+nxEMIgzrnDZhF3A3gST46NjfW0h+FMGFqIeBUK8T5VXsTEkgIE47XYInyEtwkDiOBso4mJCc3Pz2tlZSXGhaQR/0b8Qrzqr4Hk2N7ejtauxJacEeVrdXx8PNrmEt9KirxCUiT/TghyRtve3p5GR0dVq9XiNcTfxAzclxN52DEu9ogftE2sTSU11TycH+Mkv9QFn9rtdg/BhY1Cvc3+Yh8xH4CSDoAkYxdX3ifBxkf5AjT60pe+JOns7MG3ve1tmp6e1vLyshYXF/WHf/iHunDhgjKZs7Zvh4eHunfvnm7fvq3FxUXdv39f/f39On/+vK5du6b5+fnIERAekWNL6hHeSIq9jC+SzvYXleHYQvYA+w3bhJ0l73Df7O2FHcjy1zDPtOHg9Qj0HPTxs+68spwq6/Pnz0e12djYWBCLBwcHAcIS6xIv4XvItcg9x8bGtLS01FPF6fF0Mt7G/3uc5vPM7wDvXcSUJEZc5cx9QrR7NQ7f6UCSzyOx0ebmZlTo81ryaubR/xDz8Cx+nxC61Wo1cAOEVWAiLmIgfoZAAUtgHeBzvVWhpCDUybm95TpxLe3/EMGCTQC6QviTPxweHsZzQ167Qj0J1CWFK3+cTQI3wO752ga8xR9QEcNcgYvs7e31ECuP+tVsNqNTi4OsrAEX2Xne1Ol0eiqnHPgl/sJu+Jy533RxgOfTToA4KeE4XpIQJa7CJ/IZkF/EXw4Ic28IFf37HaRGdCV1RRpJYpqYzqvLnBji9dhQ32P+XUkQGz/vJCyxFXuG/ei2AnvnQD37DH8vdWNU5p04g3tFHDI6OtrThpVOD9iOTqcTOWM+n1etVotndCIHfMwJdroN3L17t6dFqnc9IbZxO+F5sNQl19j7fD5z73m9nxkFLort8fnDtmO3XFTu/oH15wQHc8qzurDTSSqPF/kMJ3Ownzy74+hOLDIWmUymJ6fhXj0/95wruc/4/bd6veWJke3t7eiJjioWJ1kqlTQ/P6+5ubmoAOGwYJSWw8PDEejgROgNSuJC/2UM2NDQUPQOZcHRn7hWq8XmGx0dVS6XU61WCyX3wsJCEC7022MD8Zm+WUjQITXm5uaiH+eDBw8knTkEWik1m03t7e1pcnIylGr9/f1BxkBAnJycaHFxUS+99JLq9bqq1aoKhUKUx9Kma2ZmRv/3//1/6//8P/9P3bhxI4Kf5557LhIuSI9OpxNK3P7+/kjyisWiZmdn9fLLL2tvb08XLlyI4ErqHhQ4OjoaaljAVj6r0+kEyUIij4HyJImAinYnlUolyA+pVw3nRoJxBzxDLcUhvHwm1RWsm9HR0UiAMVKegO/u7qperyufz6tYLEarlmTiAGCQzWbf4LT9jJJ6vR4BJWAKQEe9Xo+xYq0Bko+MjIRR5v4xQA4YY7gYDy9BzmQy0WORoA1nRWULybYfss6csU9cwUVQyV4EZAVExHBipDGqJIEHBwdx0Df9tWkpUiwWtbKy8mdtcr7lq1Ao6Nq1a7p9+7Z+6Id+KMAqrxpZX19/6JkkXCg3H3bhPHE2/f39PRVsrrTwNefJFBfrwZ1Q8ufOxktdJdjx8XEc8AqoNDAwoFKpFO3elpeXlc/nH1o1gmM/ODiIPr7fTPF+cHCgpaUlff3rX9f6+nq8nwM2PTgkmOFeXb3oTt/bGLgSMqngAQSi9/3ExITGx8eVz+c1Ojqq6elpNZvNsMFUiQEOTE1NaXBwUCsrKz3+4itf+Uqseyfjj46OVK/XI1hjXElsaaNGVR62gdfWarXYmyhWGAevrnMgiX0odVtVQKbjv1yBBQDK2TJUXVDuy74k0XNFE9/BOk0Cctyfq+48AfHXSN32ER48o3KETIZE8kDKEyPGxRWm2WxWk5OTmpqa0sTERCj1Gcvz58/r9PRUCwsLev311/Xiiy9qcXFRDx48iECSSiNU5YB+Y2NjcY+u5pcUyvZms9mTzLAGCECxyw7M8zyP+sV6YN14f3upC4RDcgK0YLMg1fAzw8PDKhQKUTlLbOBnd5FoobwFDPM/rGv/N/uSfXR4eKjx8fGeZIXYhHUPSAjIhv1GJcZeBdTP5/NB8mI3uIhxPJEfGRmJipG1tbU44Jw2AIVCIaqzqFrivvzMPuwR/hcbw9kbtHBizPb29tRqtaIaC1AVO+D2CTCPWJpzjCqViorFYtg1nq/ZbEZrKeIneuBz7/5dyd776XQ6KhmOj4+jxQu/QzyFIKtYLMZ4tNttVSoVjY+PR9xK9TfPTkw/OTmpWq0WyR9iqOHhYU1MTGh6eloDAwM9YhjsB+CJk3/EW8ViMYj3sbGxIKGYcyqSHWjBdibXq4+X1CX9sDkeS7rQwJNaV+G7rUbQwhrmtfhgCCCIe+yfP4vvM+Igr+p6mLDiUbvwH1evXtXw8LDm5+d18eLFODNhdHQ0wHnyWeKDgYEBzc7O6uLFi2q1zipDm82m7t+/H5UYJycnIbZCPEYM73FFEujx2MpVrl6pzPuc2GJOHVjxuNMBT6kLyrjwxz/DxRSu0nU/QbzI53GfVBJwH05k8HnsfVoY9vX1aWJiIt7nPoLLwRvuk+/Gf/tzJ8FT7iH5Go93nZTwMZG6LWF5du6BGJc1xRhwrlKz2Yz5perYlc58r4NgDnZyYWsYn8PDQ21sbPTYX89dXODC51Fp0m63g/TNZrMx39vb2z1VdYgYyE35GUIy/B7EgwsA+vv7VSqVQkB7enoa9sXXL7bI12kSLHdw/I8jSRh7iGewKq/kAux2ccj34sWecHDURW5Sr8CPfYyNYU3zGuYwCcQ6OI4Igvl08tXzZ76b//vvPd5h3WI7k7k4+9G/h70AqUMs6d+ZzOX5bF6LHwdr8HVNNYDUxcmw8+BlDuq7XZJ6WzTxGmwke4s8rdPphF1ItlzynNU/g9dCDA4ODmp3dzdyKNYFzwFJTptEcK3T09PAcRE5ctYmID3Pj90hTgfbo/0iZD6YDPgbZBo5qgvrea6kjfb8UeqK3fC5xKHuRx0fJV6CQGXtuN1kreMPvLqO70qn09Ee3+2bfw73yHN6fOl4DgRRMj9lvUMIOenin+3r0gVD7Fv2Iu/5Vq63NDHiSSOLkXYhuVxOnc5ZD3XAMhSEknqMmCfFGB0OV0Qxs76+ruPj4yA5SDoxILQGaLfPzt2Yn58P57q1tRUAEe237t27J6l7ODIBPPdIMsDCOX/+vJ555hldv35db3/723X9+nWdnJxoeXlZ29vbWlxc1O3bt3X37t0gLVZXV7W1taVisahLly5FdQkq1uXlZW1ubiqfz+v69et64okn9OUvf1mvvPJKbIBSqaQ7d+4ol8vp6tWrcR7K+Pi4Ll68GMFDu32m8sMYpVJnfTk5QH5+fl5HR0f62te+FkEVhkhSBMkEZSRmMLJsOF5DywAcRl9fn/L5vEqlUiTLU1NToSph4/pGPz4+DraY3tgEaCTTqVQqlKQYX4wSbLk7AA/kJcV9Y/hhzLlwcBAeY2Nj2t7eDkUO6wrDLvUqB7zvNmDZ6elpkCmcReFEBc6D17rqh0QU5QEkIOoTVP/Dw8Nx6DPPDfEGkMDvcfI4BQfiIa3q9bq2t7ejZNmdA0YSA+sKA+ksUFhYWIg2OziDP+1ZFt/uq9ls6s6dO/qrf/Wv6p3vfKf6+/v1+c9/Xh//+MclSTdv3tTCwoKeffbZN/X5HrizNqigY/wdvEgy9B60JYN4Dx4J4p0wwCFjpwgGSEA7nY4KhYJWV1e1tLQU5Gqr1e2FD6GN/WNNeSCbvGq1mu7fv6/79+8HiIl6D8KOhMKDWE/cCYQdjHegjNc7QEQi3Gw2o1+1dEZcAT6cnp6G0nx/f1/1el31er1HuT8wMKBarRYgWCqVCnvvrRywhewnAgIU0J6cMf4E9QRUtKuByCU5Zv8QtBLg+VrgNZCX3hYGApI1SKXGyspKT/Kwv7/fY0MfNqeeyCTJNyevkoESV1I9hH3EZ1BdQyvNnZ2dnv3iChlXqjpQnUqlwl9DiHOlUmftR6anp3X+/HndunVLr732mu7fvx/EMjEI4LZ/N2uAsWCtUGXI+SnYWUhskhqCQ0/gkwnSo3xh46ii8WSAfYxtYs9it0i2vIook8kEUIKNQ1Wcy+UkKWwAsSOv5fPpU4y6FCKT7wNcpBqXPvbu+5xk4Vwd7BbgOHGmxxrEKX19Zwd3E1+yVlyUgIgH8cT6+nrs53q9rpGREVUqlUg2EYsQx+Er8An1el2Li4vK5XJRddLXd1bBe/HixWhvRRsr9imVdd5/mTFECEO8xtxmMmdnTEFQSYpzpQD+sZHYJAguEjknM1yJjf3FJuzv78ca8spkEl9JsS8LhUK0LWR9OjjMvVarVeXz+R6fgf2nGqZUKoWCGT+AWIe11mp1Wxnt7Owon8+r0+loZ2dH8/Pz4SPJVbC/AGrHx90zX7ylBZWfgB+uupcUfgVQ08lYxoIYmfHv7++P1mPMS6vVCt8J8cPneztajz/wDW63HSRi3Um956J9N65/8A/+gT71qU/pb/2tv6V/8k/+iaQz+/B3/s7f0Wc/+1kdHR3pQx/6kH7hF34hDvv+Vi/IjI985COanp7W9evXe35/79497e/v6+WXX9bzzz8f+3dra0tXrlzRhQsX9NGPflTValX/8l/+S92+fVs3btzQzMyMUqmUGo2G5ufnde7cuag6ASiC4Gee3f5gl6m+oIodn8vecGDIYyWPJZh33/9OIDjB4Kp5/3ziJHwF505iq5NkMvbC/YX76mazGbFWrVbT+vp6VHVS3ZZOp6NTBf5eUs96phpR6gouk+vW172rZLk8Xud3njsyN/gYgEjPrcEeEOPs7+/HgfKIbDqdTpzplM1m31DdkiRo/HKRC2dmZbNZrays6PDwUPfv349WVl6RRhzmcT1zRwyLMIt2NtglCCuq8VxYQAV3NpsNm0u8xTjjv4j/aHeN7cP/AEyzRn1ekuA840gu62vKcy+qC5eXl7W7u6tarRag4NTUlAqFgi5fvhyCX/zkl770pe+ZamEuB/2TpIL7A7dbSZLkYXgOoDpzzLg6oC/1dsDgfcl8FvJF6goM2NeAwa78dwW921Pf954/+d/cI1fy85xg9Op7jwEca3F8xYkZH0/yED6f5/Lzm7EB5HTYZzAe7AY5Jzgg8TN+358PPAy7RtUgohfsK/bZSWoEUPv7+9ra2tL6+rpKpZJmZmZCwOiVGU6iZTIZTU5O6vr160qlUrp9+7Z2dnYCh5AUZKYTTIwnNjpJNLGXmWtiINosM66sc593Jz/A8Xh+sD++h5iM13MPHte7oMWJBl9nrBvGxklyF6tivx1jYSx9bfnYuO/nu5KknWNbLiBwnOBPe72liRFJPSpzSaHi5XDnjY0NHR0dKZ/Ph2rg5OQkkluUSKlUKnrPra+vh4MlGaDkne9JpVLhKAkcSIYqlYrOnTun1dXVONgcFQKH8VD9MT4+rna7rY2NjVAyYISpIPEg5ObNm9Ga45lnntHFixclSc8884yks0TrD/7gD/TSSy/p+eef1/b2tjY3N2NDUB1DwLC3txfPNjMzEyqrCxcuqFKpRCLI2Su3b9/WxsZG/D+dPjtLhM/M5/PKZDIRpJ+enmpjY0P379/X008/HS0IBgcHdenSpdjArohA9YFCpVarKZfLRfBDEutGG+CuWCyqXC6rUqnE3JHY4VhcgYlTQznqrQhoQUELL2+3QE9Tkntvl+PMuCdqPCPGDQBZUqgOaUmzuroaACRj5GVvAGwE7ZnMmaK7WCxqbW1NjUYjzt+AGCJRYC14X3oMC+p1P5AulUrF56D+TrK/AEkQhgAQXqHAeDih6Yo+Xkvf/na7HUAJrSYgL9n7zDufBdH53QQEf/qnf1of/ehHdf78ea2srOhnf/Znlclk9GM/9mPK5/P6iZ/4CX3yk5+MsxF+6qd+Ss8+++w3PXj9T7pwHrRlw6l64uRggtTrOHzNumNxFah/DmsJ54cDxInj+CGsURsvLi5GZdPa2pquXbum8fFxHR8fa21tLQjg+fn5nudz5ywpFI+3bt1So9HQxMREnCHkhBBEGWucZ0gm2vycP6wbno33J5NUQEz6laKsvHfvnhqNhk5PT7W0tKRGoxEJcbVaDZ+0vb2t09NTTUxMBLHjiuZisRigOskqZDxtSFAfO/nDfZNMsi9cTcMYAei6ytHPiSKwguD2aiee35X37XY71DIk5Pv7+yoWiz1ihCQB42vP/+1JCt+DzWdeSD4eRur09fXFGUkHBwchVBgfHw87DPDmewPwwG0v5J0DoclrcHBQs7OzyufzUaF6enoaSnffl76X+B58FHYdn8NedNU1ttQJKmwioLs/16N88YzEdvhiSQF+Sd12M27/KKun3Sqvo2oNIUC9Xo/4A4LFPwvbgj9OAr8ev6RSqWgnCfAxNzcX7buIGYkRSO7Y3ySAJBs8C0knaxYxjrc0Yo8TN5PI5vP5IFKPjo5ULpcjKeNnXqlK5RpVsrTCIl5kHyEY4tnX19d7EmxIRmyfpDjfCOIJ0oc2KNgwzjUqlUohhrh161bEFYBjDgxmMpkQ0HDYuZORDn5ChiRVfIyjpIhfISmoHiGRJhaSznzXxsZGHAJKnMJcunpzeHg4qtMWFhaimpvX7e7u6vDwMGJu5vTk5OzwZ1SNExMTQaTRTstjJdpTObnjAhSegZY1+BZIlUaj0TOOrHN8rwOAfJ6398U2u/31CijW+/Hxcc++cDKbz8YGMC/JaoLvxvXVr35V//v//r/r6aef7vn53/7bf1u/8Ru/oX/9r/+18vm8fvInf1I/+qM/qi9+8Ytv6nvw+4DYS0tLWlxc1N7enj784Q8rnT5r77i0tKTbt2/r/PnzGh0d1dHRUVS9MrbFYlGTk5NKpVK6cuWKOp1OVGYvLCxoZmZG2WxW09PTsc+SStjk2pG6dtorI1hPAC/YLl7rqmKP3RBq7e7u6uDgIM68gGhGdOagp8eSVGqOjIxocnJSY2NjmpiY6Imj2T9OkmJn+IP9JBaDXD48PNTa2lr4dNarn5PG5bG2A5Ier+LzsU9OeHB5vMT4+msymUy0q6pWq9FWizaBu7u7Wl1djVbOCB/BJbDXnLvqz+XxdPIiP/A4m/yZdYHfRkjEWCJEwQ6USqWww141S15Ou/CVlRVtb2/r/v37qtVqWl1dDTGJA7Hz8/M9RC0+c3d3V61WK3J1REojIyPhP2i3xVojfiC28zXPWnaCV9Ib1mar1eo5BwoMA4HCuXPnog24V7sSD7JufR18L11OMrH3yb+Ipfg58bULr/w1Tr67TSIG9/l2kNfjBCdH+Dy+31tG8vnJ+yeW5B68SsBFfn4PvrbYG/xeeuP5KkkyyEFr7DtYIDEI95S8DwgRYsWkYMGFKo77UMkNlugkkROp5IHMtcdljmnx2ZwtiO0lpuXZwcOOj4+je87a2lpUXY6Pj2trayuIDhcSZjKZOFdkaGhIi4uL2t7e7iFencwGN3FSCqyT2Im14Fifk078zON/5tnXFvPtFTSsWeI1xpC19jACl/twPM/Xl+8zJ+J9jfrlPoA9x2exr/g+SB3vXpEUAjie6EKk5Jr/Vq63NDHCAjk9PTvvIZ/Pa3Z2Vq1WK0Dj/f19ra6u6sGDByoUCiqVSgFiSQqns7W1pXK5HIkdpZgvvfSSdnZ2oiUMCwP1AuVW73rXu6JkeWhoSLOzs7py5Yq+/vWv6zd/8zf16quv6t69ewGA5/N5HRwc6N69e2q3z3rZzczMaH19Pc73wCCmUinVajU999xzajabarVa+t3f/V39yI/8iN7//vdrZGQkyIOTk7O+y7lcTpcuXYrDgXd2dtRqtQIA6+/vD3IGAmZkZEQf+chH9F//1/+1/ov/4r/QxsaGXn/9dS0sLOjg4EAvv/yybt++HYqm09PTIJXS6XQAew8ePIhNSiBTq9X0yiuvaHBwUFNTU3rf+96nD37wg/rDP/xD/f7v/34wqhwUeHh4GC0cCDIAtrxSgfuemJjQ+fPndfHixQh8+Mzd3d0AjDhLROqW7NPSiDmVuj1qvWqk0zk7oBRAzV+XyWTCuBGw4EQInkjoJYViOZVKxf0zfhAbbHQHwpzY4ewBiDNUh54k0r4KMCadPlObM578zNlcN1qSAmwBIB0eHg7AD7UQhpxkHaWgH/ZIwppKpXqUsYxvq9WK824AkpgTDrdn3jzxZvxp2cTPvW/wd/JaWlrSj/3Yj6larapcLuv7v//79eUvfznaR/38z/+80um0Pv7xj/coBd/sxdygvpqbmwuQyyuxcGZJ5t2rSphzAn1JPaAzQC7zgyPnHJzT0+5ZOalUSg8ePAhbs7q6qrW1NX3961/X6OiopqamNDo6qgsXLujy5ct6/PHH30CKQIQdHx+HzV5YWNALL7yge/fuRTJL4srF2ms2m6FkTAaurhSSetuVeeLqoFGz2ZSksLULCwt66qmndP78eZXLZe3u7kZQh2M/d+5c2LGvfvWr8RneQ/n09FS5XE5bW1uxTyBa+G6IR1dJMOeevJKssp93d3eD9AV4A5g6ODiIc7BcuUJCRotDklgCRxS+EFGSInHc29vT1taWstmsZmdn1W63e0gUAH7WotRLILv6g/lyO8V6dFLFS5R9HXuFDYHlq6++GuQ7a8Dbk0nqaf9FkLaxsRFgwTcLtpibdDodz486nblGLePJlauymKfkHmQd89y8zwF4B5NIJL5ZC75H6XKAmepLiARaOwFQdTqdGBN8Dy3iOKicvZXNZrWxsfGGfsSecDtR5/fR33/W6xsChfPwqDQbGBjQ9vZ2JKG0V3U1L+p5BwVpcUL7KSc6aMlE9RyxcSaTCWFBMnlxld3m5qbS6XSA6VQZsycBXPb29qI6j0QWkBGlNOPugBPtafv7z86f47n4+eTkZE/sSOU3MUQ2m42Yk9ZbKH7Zd+xn4kjsKTGwpB7BCAQiFYudTifiiE6no6mpqQCPNzc3tbq6qkKhEEkdMf3IyEhPixmpq7BkrbRarbD70ln8SFyLH06n0yHwyWQyqtVqoWButVrRppDP92p0SXHmYqfTPSeGhNqFQsw7rbd4jbfnAyiHZOczAUw5L4H2gIAhXEk76Qm3t9eglSBr1+MT1h+grO8/jyEhndk37h++W8RIs9nUj//4j+uf//N/rr//9/9+/Hx7e1v/4l/8C/3Kr/yK/tJf+kuSpF/8xV/U448/ri9/+ctvSiSD3280GjHXr776qhqNhp566ilNTExoYmIiyN7x8fEQLAwPD8eepeUnVUalUknSmY/d3t7uEablcrmoZE227/H8ydsBO7mBXyfHcyLNQQ9sLHuJ1qHNZjM6RbiinvXq8+7f64KPoaEhNZvNiOkA4qlaAjz1mBCiJqlmBTxk3ZKr9vX1RQ7jsUqStJHe2OL1YUI7xiNJjPjYJ6+ketiJaElRebi+vh7jChjGfGPfIZX9GXwc/N48HksCuthp4iZ+TwuvwcHBsMUuBoKUJs4lJsRP8xm7u7s9f7hf7Db50tTUVAhFNzY2osIYvASle6fTie/I5XIx38T9KOSZAwcQse3834FoJwTJ4yGq+BzOTBwfH9fQ0FDPIfUObr5ZlfSjciVJDfYRNoZ8hXXge8X9lZMNDrAyx8kchjWZ9H8uOvR59+9jf3l8ho0gPySmZy25TXS7JnXzV69WIRbzKhliLSc0wXL4Xsc86fDhNgqb7mPPZ5IDQ0Y8jLjxP8QYxGbcL/Pl+4Tn8/vw3Ix79Op5Xgep7me0cdbR+vq6qtVqkOXlclm3bt3qWS+M9+joaFTkvvbaa1paWop4yp+Jvc88+5rsdLpCa/A3F2h5JwByev7tvsPJF7DxVCoVlcDMn5+V7XiI22nWB+vN169jJn4lK6OYM56Z+fSKFS7Wi+OdfBfjx/34eobUwifwOY4F1Gq1N9zrn3S9pYkR6Qy0RfVy7tw5tdttbW5u9iQEKGhQgywsLKjZbIZzaTabqlarwTYuLy9rdXVV/f392tnZCbXnxsZGBAOUYJJ4zs3NqVaraW5uLkrom82mnn/++R6WEtKl2WyGqv/8+fN66qmnohXLq6++qnq93uNEt7a2tLm5qaOjI01OTmp8fFz1el3f+MY3tL29HQduo1R97bXXlM/n4xA5ErYLFy5ofHxcuVxOY2NjPb2f0+m0PvjBD+rq1atKpVKqVCqqVCp67rnn4jwTgCEOou3r64uEjGDmySef1NTUlNbX1+M5CCLm5uZ0/fp1/ciP/Ijm5uaCaOH7ASfdqKBCJ4FlswJcnDt3TlNTU1F9s7m5GaA6gQsAEUG8K4boL8gGcsUgrc9gqr2csr+/PxTve3t7Aaq4M0Th6Cy3s838nCoJDkGkrQ0bHUfian0SRYwphwNCzlAVhLo1nU5HgklyxB8uP/wKAwbAQ/IJAYTBJUnBcHkrJeaLZABCifMOYMu3t7cDvGWcAHC9rRCJN46TxJxgHSfpQcJ3+vrsZz/7x/5+aGhIn/nMZ/SZz3zmz+T7GHeceKlUChCGtQNhwR4g2fCe+VL3vBJfe656BqCikoL1C9BSLBajhV2n01G5XFa73VaxWIwy1q2tLS0tLenBgwc6OTnrW/3UU0/p9PRUb3vb23qeDbUzarx0Oq2vfOUrevDggTKZszYqXpXEs7JPWPs4YRIwFKqemLNnsQeMKyQbAQX7t1ar6fu+7/v0wz/8w8rlclpbW9O9e/e0sLCgtbU17e3t9VQmotArl8tRWdVsNqNf/9jYmHK5XJwlsbi42HNYGUDZyclJHNJOck+1ndRNFgkUSBivXLkStuj09KyVD+3MIEMgCLLZrKrVqvb29lQoFGKeU6lU2DzAUgJNt5tUulQqlVAfklQTYKIqInAlIAds8L2cXMvMG76AQM8VIw7C9fV1z6va29vTSy+9pHa7rccff1yVSiXsO99DcEnQNTk5qfX19ThDxcFPv9rtdpzvtL6+HmeRdDqdmGtsrwec/n8HFLClnnxh1wAweV7IMT6jv78/2ks+6per1PAXflYCrTIcWHWFEVVf+DtA6GKxGD3POXgaRbF/F/EKPlPqxkNUctKbF9EDqs/BwcE49w2bRTKJHfdkGLCfZCudTgf5hiKWQ3JpIUIM09/fH3GB2/pWqxUxM7Eagou9vb0gYF284sQiIA1jvbu7G2Dg3t6e9vf3g+Qg+QSoo50Xn0Hch73gAHUqQ/f29jQ1NaW5uTkNDg5qdXVV8/PzGhkZ0erqagB43AsgIOCSjxvkAEkpv+NeIK78PLDJyUmNjo5qZWVFmUxG+Xw+1kGxWIw2rthZCKmFhQUtLCyoXC6H8ErqAmhOxPT392ttbU07Ozs6OTnR1tZWzE06fdZ6FEIMUgm7Sws45haxDGNxdHSkarUa6xjREJ/nVb8AzFK3FaADk9iqlZWV2BudTieqB119ipCC54b4It5jzSWVudwniW4ytnGQhXtOqge/W9d/89/8N/rhH/5hfeADH+ghRl544QWdnJzoAx/4QPzs+vXrmp+f15e+9KU3RYzQDu/f//t/r6GhIV2+fDnilc997nMqFAqamZlRtVqNs9CIFTc3N7WysqIvfvGL0ZoZsu/w8FC5XE7ve9/7ol0yQiaEehCvVP+iuKc9YLFY7PHrTtZ5FSZAGOsSEG93d1fr6+taWFhQrVbT0tJStEaSFLnQ4OCgLl68GGsGf+mxEDEtJNDh4aFWVlb04MEDvfjii+EnpqenNTY2plKpFPvCld8OvB4cHOj+/ftqNBrR/phnYr/goziHkTjUwUAnf/BfHickQaCHAa0OjDtZQa5bqVQi3wWgOjo60vLysqrVqra2tiJ+gjxA6Ed1n4Op3K+TkA76+f7j3rgnyFD8TyaTidaPdO/Y2NjoIU3Gx8c1OjqqyclJtdvtEA+MjY1pcnJSR0dHeumll3Tr1i3V63WVy+VoP4NPmZiY0MzMjJ555hk98cQTmp6eDtHB+vq6fvd3f1d/9Ed/pC9+8YtBVKytrUWuPjExoWeeeSYEjRCGxMxU+yZBdc9RPL51oO/o6CiqzCuVSlTAEL8C7BMX4K98PAF8v9cuB3OxK8QlTkYigPA/knqwJ/dfxDle6eC2zIleST3Vck7G8T34ZuadPcGa4PXsY7cfTrJhL5MCAe/o4Lmv5yz+OW7LGDfiAuJNnhEMgDiNWNXHmqolnsOFW+SzjBOvgXDH9jnBCNngpIKTrA8jZBkbSHlIcPYZuRUY0s7OTnT4ceE7QhzWBuKjbDarJ598UtPT07p7926cRSIpfGEypyV+yuVygcGwdxEjSl1Srq+vLwh6Hz/wTcbFcVGvlAQfYJ5YI+CaHkMlz6R1e44AjMttF58NLupVUC7wd3KKZ2T++H9SZMB9MK9+D25XeS/jz3uSgoY/7fWWJkYGBgbiMHVYdC9PIongQElJARqj5CdoAsw7Pj6OEnc2/P7+fqgVPAhgw0AO7OzsaHV1NRLUV199VYeHh7p69Wr8vbq6GqVMGLujoyMtLS3plVdeUaPRiLYHAPqQLxsbG5FscoAvYBuOFrVQNpsNkJTD2cfHx/XEE0/o3LlzkZytr6/rlVde0dbWln7v935P9+7d0/j4uHZ2dlQul3V6eqqvfOUreumllwLA41BzQCbUgJL0gz/4g/roRz+ql19+WS+88II+9rGPhaqvUCjomWeeCRXxv/k3/ybUu/V6PcA6wHLAAzaOM+e5XC5aRZ07dy6A052dHaVSKRWLRR0dHUUASiDsDDLGmKSZ73G1EWo5SBNaTfHZkA1sPozv6elpJA0YR0BADIjUVXl1Oh09ePBAd+7cieoOHBABMokD38daHxoaiv69GGDv5+jgWK1W6zmrAGdD0sw9Ae7Q+otgbHt7W5KizQYH2+GAGTdXhhEgAPJi0CA3nJVG/Ui5JkRKtVoNgBfHyMVYcSC0z/H3wkWARgJTr9cj+HBHk8lkonKBMZa6QVcSIEp+hweJXrbphEkqldL6+nokszhjkhmAQACfjY2NaF24srLyhmer1Wra3NyMxAewyoNSnL0HnjyvKx+krgNlTTqZByAEQMn7Ue8DElDV9Pjjj+uv/JW/opGREd24cUP37t3T6uqqarVaj+oH4rivry98AfYDoGh7e1u5XE7FYjHUs7u7uwEQpNPpqM46OTmJYMltGraBChAHh9PptMrlchCbriihBzOKas4VYI8eHBzEGoEA9eTA7T/zBJCQSqXirALuiblibricpMKOOLnBv7HTnmy4UsQDdOysq4cAuF9//XW122eqxbm5uQAwk0E2NiqXy6nRaOjWrVuamprStWvXetYq5BckEGQTpC3J0sOAuiRJ54kONtAVX/gm9hwtBVEYuj3l/Y/y5eAC6+bg4EClUqmneiGZpJIYITihyiKdTgcYT8sM98WSgkSBKE36NpJLkhdUaswZbUyxlYA2rFnWNIILj4NQOSPKgWR1HwnRyXfjp6UuWehECf+HSIDodmUwdoH4DHK2WCzGmGEXSPSoeKhUKqrX67p165aOjo504cKFHqCbhBQVOwQS7XGls/iDGBExDbE+FTiZTEabm5tha7BZ0hlZhSBocnJSg4OD2tzcjBgN8spVesThr7/+uvL5vObm5vTiiy+q2Wzq6tWrKhQKASJ7NQdqccalr68vKnDwYZ1Op+dAzLGxMVUqlQAjACdI3lkTELO0STh37pyq1aoePHigc+fOhaI5k8loYWEhzlnE3+ATPKlFlMT8ERs6KCR1Y0JJ0eJAUrR1AbxDQJNUALL+8EP4JHwGOQXfjQ8mNmEfOvjD74hjIVJcnf+dvj772c/qa1/7mr761a++4Xdra2saGBjoIdykM9KNXDV50VqIC1KAi32xvb0dFWUAWuvr6z2xPJVZ7GsAcIAN5mVsbCzGFjUubbEgFMhp2D+vvvpqiACKxWLkH4ODg8rn8+FjiSkdAHRgH/KEc41WV1ejmoFcxQ/+hhihwg6bSTzggD3xh/tHKqCwb+RKBwcHIawjb3d1KnEXdhlsgDwIkI017D7CCZZkHJOslEnmM+4P/LM8lvAYi2cgDqH1Hfdfq9WiBayksH0uGCCO9jjJgWWPzZL36XvfgVZfB5J65sVBZwgcQESvEGSea7Wams2mlpaWJJ1VBj711FNqNBrRjo/YdWxsTJcvXw4sRFJU5V68eFH7+/u6ceNGAH3YRvwxfgMhTbt9piCHnPD7Ym3jfz2XcqDXgbxUKhVnqFDR6jGix8a+pvxn32sXNo74lz0odYl3qfeAcM9nfK2R87jv8EoFCAAnONxPORHL9zrgzOUxPfvcRWD4N7cBLpThM9mbnr97zOvfz88dmGbtkTdiF6TuOZT4Z0lx9ken060yxZewL8idfR9jRw4PDyO/ZY6I47kvMCyICcbEK2iS+APPzmdgz8HFwPSIPSFk/Ow7xof4fGRkRIVCoUcA9cwzz+jtb3+7bt26pQcPHgSOyBzgQ5lbfKsTZsViUcViUaurqyEWxk74s0jqER+7bfF1jIAZP8JYY9fd/3Il/YtjocnPd0Iqad+494eJE53w6uvr6xHw8RrENv4ZvMb9C+vUbZ1XKidf/2bs4FuaGPGJmJ2dDWUmC+v69et617vepVu3bumzn/2s7t27p0KhoNnZWQ0MDGhxcVGZzFlv42KxGIEhm5o2WY1GQ5JULBajtJPD2WDj7ty5EwsZIImzJ0haadVRqVSiLyVJ6O7ubiRlExMTPcAIhyW+7W1v09NPP623ve1t+nN/7s/pB37gB2KB3rhxQ8vLy9rY2FC9XtfVq1dVKpWihQiOXToLsKl2obx0fHxce3t7UXlSLBa1tLSk/+v/+r9iEQ4ODur69evRA5SqF6lrjJeWlvTyyy9rb29PH/zgB/WDP/iDWl5eViaT0bVr13T+/Hk1Gg3923/7b/Vrv/ZrcYAZLbZgcilzYwNjXOr1uoaHh+McEXp9QhDB8KKezWQyoRIlmGKeuSCWSAIkRULNHGD0SXBxuARaDh54WxoHw7zFAQY/m80GmPz666+rWq32GCA38r7hcQjMH4kwh6QCqKTTZ2pHeurT7ocKFwByDBffRbKAEWe8GFPIJsaCcSAR5nM8UWXtAZh6MAl4ACjFZ6DcxeF6ICx1DS7BKySPG87vhQs7yJrxgzBJPGldwnw7eUKwxBrw5MqDTP7w2byWv4+Pj7W1tRUEHTaZxMrPlNnf31epVAqV1ObmptbX13sOH/WSV85mQn3iSQRAMQGIO2UPhrlnLoI17C3vI2HBH7DGj4+Poyrm3e9+t/r7+/XCCy/owYMHqtfrQR4PDQ2pXq/3JG8cwukH/fKHqkKpe+Ac94btJqnFJkDMuxqE+ydAAtwj2fTkGxW5A2M848HBgXK5XPgf1IJUdPG9UpdIJUEkQASgnZub0+npqVZXV8MWsO6Yo2SAnlzb/M26fFiyAdiLrfaWfHwuzw+pv7CwEOvn3Llz8VrmnsPaOTOrXq9raWlJd+/eDSCdtdFoNLS2tqbNzc0gm05PT3t6QCO2SK4/nt0VRow1CZCvYX9O3g+A6+Plfz/KF+udJAjfC2lxeHgYfkZS2KdOpxNKVSek0ul0gGSjo6Pa3t5+aAk4CRc+C38PgEN86Ao19hfEDZ/ZarWCYCE55zNoW4eyjfXNOiC2PD09O9MNIJJnwF9DJKCUZn1SFQaZgWKvWq3G2QNUO0kK0sLJH/wP+xP7gEiE30HcIkLa39/XyspKxKu1Wq0HcEDtC7g1NDSkRqOhRqMRYLB0RppQKXP//n3t7++HjZiYmIiYjb1P1crGxka0W4WE5rDlJGE6NDSkWq2mg4MDPf7441H9xzkqp6enWllZCTKcccMXALjRXhVAgarIYrEY1YJUlh8ddQ9yRmzDvc7Pz+uxxx5Tf3+/vvCFL4Qdx4c44YXCHiVku31WXd1ut3Xx4kXNzs6GyAagATvbbrejLaX7s06nE34C8sYr+ng9xBx5ldtoF6FRhQVBSNzHGZG08PJKLcAZfBJ7kf3zZpPj/5BrcXFRf+tv/S399m//9p8ZMf3pT39aP/dzP/dNf5/L5VQqlUIcxj7rdDpaXl4OAIrDqRkj8pBcLqeVlRUdHx/HeY3khbRIzufzEYMdHBxocXFRpVJJ4+PjymQyWl9f12/+5m9GblEul6NLgFfOQaz6HHFBhO3t7anZbOrll1/WxsaGlpaWYp4hIL3ayVXYSdBd6u1HTtwFID4zMxMkDKrh9fX1eC/7r1wuxwHctENmLVJp0m63ValUJCnaIrO/AbYcUJK6oJCkyCu9Yp817pd/TpIYYQ9AEKFwJi8AkwCk2traUqPR0P7+fpCofn6FkyL4SOJwqTc38HwgCZRxf+43sRXkcE7ISOrx4cwNz4FvBHe5efOm6vW67t+/r3e/+926evWqPvGJT2hjY0Nf+MIXdPv27ahAHBoa0lNPPdUTHw0ODqpSqejtb3+7JiYm9Nprr4UoEqHtzZs3w0+Ta5ZKJY2MjISo1Fs7OkHn9jBJmvjaZT1QRU6bbccDHhYXswe+V6/9/f3Ii6QukUGs4iJB4monGBy0dpFNEmyXusIsX/MQpOTNnkP7a/md74Ek6eWAM/stWf3in0cMC6nj1bB8l3+f1CU8pC6m5OSs52I8I7EZdoVnAfdyTMFFhpAknptD/GAbnTCH7CbfpAo4KZrz5+LzvWKQ+cdeulCDarDt7e04/5NuB9w3Z7hRxTUwMKB8Pq9CoaDbt2/r+eef18bGRtg2Ph8c2vNuKnCIpcEqPP+gShHhsVdgOPnxMLLC10smk4mzgr0DjefZPlf4HC72BOPLnGO/eFYfT1/zbtuTOCp7yQlJX2MevyXnkbFkX/rc8rnuK9+MPXxLEyOSopSRReiHwNEqZHp6Og5C3t7e1uTkpC5fvqyZmRmtrKzo3//7f6/FxUVdvnxZ8/Pz2t3djTJ2yhhRFdJORepVVJAgtVotLSwsqN1ua2JiIoL5K1euhIqnWq2q2WxGsttsNkN542c2kGBD3Py1v/bX9AM/8AMqFouan5/vCaYuXryoSqWi/f39ONwRcABg0kudjo+Po6XBnTt3dOvWLbVaLU1OTmpxcVHValUzMzPB6HLgWD6f12uvvRagJ8/MYtzY2NDzzz+v6elpzczM6IUXXtDQ0JDe97736eDgQL/6q7+qr3zlK/rt3/7tKNc+Pj7rZU9wA/GE2nF8fFxTU1MaGBiIg23HxsZinCSFEo/ndRUgiSTnHgD0t9vtUPO6ug0AgmCQtYXhcyVdOp2OA0IzmUz0//ae/kl1Qadz1tIhk8lET9eFhQUtLy/3HPJOQEpiTrKRTqcDEACAPHfuXJxvg1Gh5QXGqb+/X6VSKXpE8wfwb2dnJw4yxClw3zibQqEQCi4CP5IvDwicyODyvs+ML9VbqJn4Xr7TWx6x/3gWH1+MMkQTjuB76XJiywF/1vXBwUEoB1hfjKsDce5kPbFkvTtBx78B/KiwY+26jerv749DDgn+U6mUGo1GECoLCwtBjHhiC1jlYDBBEvebBDddWcHPeb2DmYyXq8nc2UPksE7xJyMjI3r55Zf1yiuvRCsrxpogwAEg9hXBgyeX2HrAyna73dPT2IMQ5oxEi+9hjrhnbL6DjOzLdrvdc+gugbQTvq5+gtBstbo96T0BJ/jhvvl3p9PR7OysZmdndXx8HC0duRcn3lhLSWLEr+S6Y52SuCTXK/uBC1sIUEx1FZWYhUIhwIKDg4MQGlSr1QhU0+m0FhYWdPny5VDwQorcu3dPy8vLoTpi7RHcSw9XsXiA6OQN48/7PEly0seJIV/T32lA8Lt1uW8GpMWXexWTE4aMK2sB4MF9PfuP/QXYfHp6GiCYEyWMuyeJKOv8DARAcJRzPq/YRa8SoRqS5zg4OAgQHzGFnynixKQnpsQ+DyNBUqlUfD7rkT1LyyZsTjab1crKSpw1InUPuWecsSmA3Ds7OxofH+85y2ltbS2qqVjrq6urUT13cHAQ7XtOT09VLpd7Eh/239bWVsRJJJ7NZlPZbFZPPPFE2NhSqaRMJhPnJEnqqY6DtB4fH1elUokqwmw2q2vXrvU8Iy3HOKuBBHZ1dTUqXBHpMO+ozhFKIaCSFK1vqSAhn+HMQap5nLydm5vTk08+GecreGwodVvEQRqRYyCO4hBl1g7nSLVa3bM+iNs8h2DsyF84LJiYzv2OJ7MupIHIRRCDYMPbaGAHAfURECDOkXrV117x4ET4d/p64YUXtLGxoXe84x3xs1arpS984Qv6X/6X/0X/7t/9uyDTvWpkfX1dU1NTD/3MT33qU/rkJz8Z/9/Z2dG5c+fi/+VyWVeuXNEHPvAB1Wo1bW9va3NzU/V6XaVSSblcThMTE5qbm1O5XI4qLwe6yaNoF+nnpVHVT3tA1gBtOQDw3/Oe96hQKKhYLOob3/iGJGljY0Plcjna7wGusFfHx8djPmm9+eDBg2ibdXraba0HGcEak7qiHOnhB5AT8/FavxxYGhsb08DA2eHzANyIeQ4PD7W0tKT+/v7IP7mXkZERzc7O9hDk6fRZVQIdAIhHaDPnYKsLlfguJ7Kx2X6/bgek3lYrXm2FuILXkUdxphWtjMFMvCqGZ+SzPcdwcMr9peecHpf7viRGlHrb9/pY+HPwb3Je7AKtwSCQIS0ODw91/fp1vec97wl85v3vf78mJia0sLCgz33uc1pYWNC9e/d6KkZ4tvHxcfX19enatWtaW1sLNTmxYKVS0Xvf+97ImV955ZVYW9jzh1W+ME+81uNZntUrUbHfrBl/n8e/xA0ObH6v5b9cSbCVnMzFWL5n2LOSegD+pN/w+Jz8kn3BXLNnnTRg3hxUZn2zL7EHnqcllfdOyBCPJslH7jOZX7rQznNyPoNn4d47na6QmHbtCMQgkLzdtOf0jBOxCr4CfIDXeI7CZyJYIl6jQrev76wjTL1ej3nz+0+SzBCn4FNUf4M3Md4HBwdxlAJHEhwcHCifz8fz8lk7Oztqt9vK5XK6fv16nJu8s7PzBpITm0i8wu/ACRkbYjbsr8dEVEY6+eUEhD8vOTvxfafTCaERFbjMO2PrOJHvF0QqxFxeXeK4IGvT59DnNUm8eB7MXuF1rGH2jFcZeRsv9h7El68VxtjX2Ju93tLESDp9pvIkESVJImG5d++e1tbWIsi4du1aTMKdO3c0NDSknZ2dOHjr/v37yufzevrpp/X0009rf39fU1NTymQy+uIXv6jl5eUwUhzOBtlB0kIp39bWlgYHBzUxMREl9Z1OJ4AhqauE8AQccsGrG+bn55XNZrW1taUXXnhBnU4nCI2nnnpKH/vYx+LcEBJRyqkJZFF/oMKh4qXT6cTBZNJZgklLg4GBAV24cCEWN33nCZZ9U2BMm82m7ty5EyqLK1euKJ/P6/bt2/p//9//V88995zW1tYCkEKZ1mw2I2mjxRnVNW9729s0Pj6ura0tpVJnSijaRLRarVC5SN1ySdhSNpyDD37RisaNGcGkK9II/AFyHZAkEW21WnFomrPeBHsklAS5p6enqlarWlxcVK1WC9UlayOXy2lqairY46WlpSAkAHs4OLZYLEY5PAY/nU4HUQMJh1EZGRnpAXToj7q5uamtra2eg5wx+hhfxhCjRkKDk/dA2BUKjIcbUZIA/5x2ux3JOePvJYl8F84NwNZ7NJLIfy9cjC2gH6WiSfUF6lXWeFIRyry6gsWDQJ9Hd6YO1HpLAT/4GcARhT37Pp1OB6iytbWl27dv67HHHlMmk4nggL2QPFTVVTQ4YVe6YN8gGh8Gqif3Z1J9wc9xvJVKReVyWZ1OR3/0R3+kV155JdagB3qHh4dBcmNzCVL9MHPmg7EjCT86OooWjt5ChfvFPjGGBOa00HNywMEDSRGUoObxlpAAnyRoBDL4Vmyhq0E8mGb8CSo5k+od73iHzp07FwrKJBHg88PYM0fJ4M2TBO6DAM6rREiivZ2Kv48WNVtbW7HGLl68GK2X6vV6xBD0BcdvLi8va2lpSZubm9rd3dXS0lK0+uB8Gdog+Hizjjyw9QQpCZADjqKkxj+wJln3Ph/eKzYZRD+ql1cwQs4WCoXYE5IiXqBCA//t9tGJTNYdQD4EgQPwEJ3sSwfF2J/JClgIlYODgwCw2+1uS6AkAIZdxsawPnkN7fPYq6Ojo3GvrhBmDzlZ7okWsQGtjQDCh4eH42BiznxKp9PRctZ9r+9dxDR9fWetT/E1AKzDw8OqVqsR5zDmVO46uQhYVywWJSmEP55QHx0dRRsuBDZ9fX2qVCohAJHUQxoPDQ3FmUn0iYeA4uwOfNY73vGO2M8rKys6OjqKtleo7PE3uVyuZ38ODQ1FBRmkBGfCoR5Ehci9DQwMBJm0v78fbcSINy9fvqynnnqqh1xIp89aLgKkMUYuzCHR5OxEqq6xwQh/WIvYHQgN9g55V7VajUSfnIU5IIF10ACfxGsccMU30qMfYBZ7PTw8HPuFfeL3StJNTEjF1HcaJPzBH/zBIAW4/sbf+Bu6fv26/u7f/btRnfj5z39eH//4xyVJN2/e1MLCgp599tmHfqYTismL8RkZGdFjjz2mtbU13blzJ/Y7OQLnI0xOTkYlFoQS5IMfHsu/2eNSF6gjl/b8KJ1Oa35+Pv5sbGwEsYn4jYt5Z/96+9+trS0tLy8HwUPOQzWD5yWeC/h4OJDI3w5G++9Y36w3fsZeBaRCbMa44DfGxsYCTGfsiMUdiGSeyKUedh8eT6dSqZ4qLY9dIQy43M/z/MyTixc9voTUgmh3pbWTKx5L8NkO2CX3l8fRHsP5XAGMSV3Q2P2Hfw73A2nPWLHmOWOLSkbprC3d+fPne+YIH0W+u7i4qJGRkR5iRFKQ9TMzM2q1WtFSzTtTPPbYY0GUvPDCCxF3eDUIcUByfSbn3cfK1c/gWty3E3zJ3Jp5d8Lke+1irSAs8PH1PeDr1n8ndXMKJ0/4m8/mMz1H9j2ZJMF8Pny+kuudi/id9UMc5GvEc1ZeB+YidcVi7Hn/Pp7d7T95vu85noXWwF6B4748qeTH9kEEgEe5CAfbkhwf7G8qlYoYm7MaEdkA9nPxmfzxvJCYjudzwrLVaml9fT1aWdXr9YjXaM3vmGp/f38Q4Ddv3owWuz5+3o6Uig2EjMwtc4I4gvXKa6hY5nMc+Hdb4mJ3MFticnILYmowPfAQr8jwNcc69zyB33nlhhMPPI/jQ/5vxyl4LfbR15SvBda97y8wSe6f17kIlv3M/nkz11uaGAE0dUad4J4AC6BnbGxM1Wo1FvD+/r6Gh4dVq9U0NjamkZERLS8v6+bNm9FSpFgs6sd//Mc1MjKiRqOh1dVVlUqlcKx8dz6fl6Q4YJJWWKlUKhjJ0dHRUI6wKb3dAs+A2oFJZ7F1Oh391m/9li5duqRqtapXXnlFH/nIR/QX/sJfUKFQUKFQCMODgo+N7oEWwS3JPQn5zMyM9vb2YpOenp7q9u3boZBjTO/evatsNhvK/FarFfd4enoalR6ZzNnh83/0R3+karWqgYEBLS8vhxqOsmPpDOSp1Wo9BqNSqWh0dLRHCQ1zTQsYB30cWCBI94oSAkH6xVL+722vCNS8XyKAAuomwJW5ubmoBiKBo/x6a2srVHgODicVM7u7u0GCYaAAGTmQulKpqN1uR59u6SxoQ5GVy+XC+JKIezDtCr0kKM738fwo8wYHB7W8vBzVUa5gYY0x5lKXYca4fzMgztXu7A0MnaRo9UQvSYBgxssTX0kPVUTgUCDFvhcud4wAd5BNUhccp7SWMcPOuCPx5MsDMx9L5svBdfY/a47fS91AkzZTmczZIbWQe/V6PRStL7/8sjKZjEqlkjY2NlSr1TQ0NBTgIkQDzwuY5yCUE0VeHUNQ5vuQeyag8T7G/OF7rly5ouHhYS0sLGhxcTGUxLSWIDjD/pTL5Ug+M5mzw9MhgFF5sL844BnwgP6r2F/asQBmAZgDYnmSTtDhZczMPUAue0ZSz772/QRxAPAxNjYWz0S7rGTwJClsCDbnzp07ymazPS1p2MtcrD23Rw5iOHDgwTu2rt1uBwmMLyiVSkqn0wHm0teUz3Nwbm1tTV/72td07tw5zc7ORvXSK6+8ovv378e+IuDkgFpJ+upXv6pXXnlFtVotkoiJiYmeftjJoNCfOZnIsn59ftlr7D/sKJUL+FPASHwpcdCjfpGA7e3tBZnBgebVajWAN/bdyclJtNBiXTiBiP3AdtBOi4TOyTxPXtn7JHDuc6kUwGa53+IeaCvIvZJs4WMp5ydeymazarfbGhsb6zkrxEFM9rAnhZ1OJwhbiAheOzExET/b3t7W4OCgxsfHdXJyooWFhWinCaHKmmu321HZAiFDNeDw8LDq9bpqtVoc8r67uxtKduIASEDiGMZ5aGgoWqdK3diD8c7n85HIVqvVEOZQ5ZrP5wPUh5xm3RAnAja4X5qfn1ej0dDi4qKefPJJdTodra2taXh4WBcvXtTU1JS+/OUvx5l8tMWlmhY76SIbSbE2IVCxnTMzM5FsHxwcqFarxd4nwc3lcnHQMHNSrVYj/yAhlhRVjq5CZH1ls9nw15BXHmshrELl7+NHZZKkIICZQ17ruY0Dq9hFB7B8X0pdFbyDEpubmwGwEL8AgjC27EUuV7t/J69sNqunnnqq52ejo6MaHx+Pn//ET/yEPvnJT8Ye+Kmf+ik9++yz3/LB65B7X/ziF9VoNPSud71LFy5c0Mc+9rEQUxHrs285n9LHpr+/XxMTE8pkztpCca6l1FVq0saPVkSXLl0KMJ3zBqkuW1lZCdvJodaocfv6+kI4QiWxJL322mu6f/++XnvttbBXFy5ciDXqKlOp2/ISO+3rgbWGzfbL41sHS8lBIE0RkXFIfb1ej4PByQUh3xBW5vN5Xbx4Mfaqq4epTAU/YFyJbR20Ar/I5/NRvUJuDhHJfpO6bTi9AoOc/PDwMOKv09Oz1oaAi3wH8+iVxv6H8XQS3YFRnpPxJa5BtAJAiW3n/l2UwNzxOcy3x+kIP6SzvJ42NqOjo3rve98bdjOTOevg4IKSy5cvq1AoKJfLaXV1Vb/4i7+on/iJn3holVZfX5+efvppDQ8P6969eyH0qVQqeuyxx/Sxj30s/M2NGze0sbERsdfw8HC0jINIdsGECxKkLqDP/DDGdCpx1bmDz/5e//xvRqA+6pfbBgf6WYtgIUmb4KQTcZevZ8baSWF+7sSjf66TBfzfSUTsj/umJInPvXse4M/I5xNjsAb4bvI+nsuV9xCLiCYk9exH9qGLf/v6+qJywnNxJz6d3MOn43/If/w7wQvZFzwT+Tq5MR14yIn39vZ6cNKkjeDnxE6MpwsJO52z7jJ0a+nr61OhUAgftru7G8IdzrOWzkQMnBPmZAS5MmvP7bUTG9h9x/zwZaxPH0ve47YzSY6Bu5DrDAwMRD4EfnJ8fBwthclXneRw8tvXIuuFcXTiTnpjd4akMIF9yM8d13bMyH2Gr3//LPctxO3+fb5/3mzc95YmRtgkkoIQ2N/fDwUowDRtjQBBWq1WKLq+9rWvhap1bm5OqVQqQGgSlFwup/Pnz0dLLTYtihI2gdRNrin5PTk5iaCv1WpFwJlOp5XL5WIjOQM2MDAQifHu7q5qtVq0nOL9s7Oz+vCHP6x8Pq/l5eVIkknIhoaG4nB1+qg7uNRoNLS8vBzPPjg4GGeoNBoNLS0taWVlJVQRtLE6ODgIEoYEh/K6bDYblSvnzp3Tzs6OFhYWou85Zw8MDw+rUChoZmZGp6en0U+ZFk/t9lmbrgsXLkQvZVR4VGOk0+m470ymezgSxAwtEDjAeGBgIMgEd1Qkxe5EcZ7MNe0zdnd3Q/EJiEiieHh4qLW1NW1sbKjRaOjg4CDO+HAGG+N3eHgYrTso28N5jY+P6/z589Guh4TQgV+qafr6+oLJBhzkmWCI+R3BrKRQnOJMUKPRK3VsbEwLCwuh7vSk1ysDcMKDg4OhOnR1i7PGrm7BATuIjeGlFM73Ew6A7/ZgGgOZVK55RcyjfLnDk6SFhYUgIN2BeBDDeHkC4kSZA9gO/DFPEAAEJNhWQBQCApSvAPk4dsD/bDarixcvxplL3/jGN+Lw752dHfX19Wl2djYOb9/f39fa2ppOT097WtwQnLiCO5vNxmHU7iAdkEalwD7HT/hZKPQ5xS5S/vrYY4/p8PBQ1Wo11LgA9agH/fNPTk7iOTksmCsZiJOMEkhCwkL6AZx5dQGkCXNJ6y5sJwksASUgPgCuK28hc0jystmsJiYmdOHChSD7ve0ee9zVcsPDw9Gz/tVXXw2yxVUdSeWQ1HsmDJcH9J6c8PzYHwd5IdWSQbF/jxOt6+vr+trXvqZU6qxsemtrS2tra1paWoq1NjExEWv97t27yufzWllZ0cbGhtrts6oTWja6Egv/wjrwQM+DaE+uCPBY44gC+vv7owKQtcU65ZwJ5rrdboetf5QvyHTWFX6EOWf+SAIcKJS6CS7vYW1JihiQ3uT8nr0IYAQoSLyJehTSg8QSgBsilvtl7rGNrBfsBN+NGIc9DAHpLbN4XhTB2Gruw/0jsZQnHGNjYwHGVatVra2thb0ByK/X6xGrDQ8Px2fwmcQ46XQ61LrNZlOXL1/WlStXYr1TdT0wMKCtrS2dnJzEPXoFx+DgYMRCs7OzKhQKAVTSCoHKDwDGdPqsFQ2VXuxHEsZyuazR0dGw6efOnVM+n1e9XteFCxd06dIlvfzyy6pUKtFaAFvP4cxra2sBftGWBltQKpWibY0fqN7X16f19fXwU/V6PewjYKp0pnrm7KpisahKpRK5w/j4eACfKNknJye1t7cXZ/YR37OW+D7WDASWx72AjKwLj5eZX+JRXueCA/aMx3gegxJHkMAzx5Ii0fU8isoaB7kBD4lJAQawmR5r/McqkPn5n/95pdNpffzjH9fR0ZE+9KEP6Rd+4Re+5c9hTB48eBDirYmJCZ0/f75HsARgyvi5uh77kEqlosMB/sXPegSowK7QHo4cj6qyhYUF3bp1SxsbG0qlUiFqI17kIm6BEF5dXY37Is9ysQtrkFjF16SkiF98bPiZ5yRJcsWBJwc5pW7sgR+BGOI1CAfdFkMguTjPY9MkKP4wIIr5cNCbZ06qZXkm/zzegw9yBXgS9OVz8B+818eAe0mKqBwwS4K6PIv7t+T3up3weXHCiriSMeV33qXDq4TT6bOzoxYWFpTL5XrwmZGREV28eDEqfLe3t3sEJX6RCyM8oe3i4eGh7t27p4ODgxAsko9CBjJPPu9ejcQ8MR6MKePsZNHDwL6H2TbGB7v+7bq+8IUv6B/9o3+kF154Qaurq/q1X/s1/eW//Jd77uNnf/Zn9c//+T9Xo9HQn//zf17/6//6v+rq1avxmlqtpp/6qZ/Sr//6r4cd/J//5/85ML03ezH/3uXD8zCvcGB8Hwb8Eqf7OILBeC7ssTqx+MPsDViJ+6lkjuikme9VXuu5uNsNqbflltsyz7n99+QdvuZ8b7ugElxpdHRUuVxOQ0NDKhaLWl5e1srKStwrY+5APxd2xUldBDsPsxX8Lp0+6ypB6z8/a5N9wv0yHmAB3o4aETEtRGkxWqvVAptFoE5VX71eVz6f1+zsrI6OjqJTDxgj5BLCO0gI9zngu05WUUHsuV0qlYpW+OAnrBviJ//jIkjmkXVL/A/egM9xYsT9Hv9nztzn8RysDe8Q4/7B1yz+2mNHJ1MYCycx3f5xgbNyL5J64kn3K9yD7+NkfPCnvd7SxEi73VapVFK1WlW9Xg9glqQEVpHgjUOsaDNAb9O+vj6trq72BOyo+37mZ34mlFOSIqmCiAFwhJmF9CABZiGtrKxIkqampuLwRoJEgB0WoDOAtDUA6Lp//76azaYuXbqkYrGoZrOpg4MD3bt3T+l0WufPn1c2mw3wy9tISFK1WtXdu3d1586dKM3HoOBMCeYIRtxQ9vV1+69DiGAkhoeHNT4+runpaeVyueh1vbOzE0ql2dnZIKxmZ2dVr9eDzECtQx/qQqEQrbVWV1cjUMe4w+xubm7GswISEgxidPk354cQqGBImAMMGJvXgUb6zwNAA4KyJmjF4OpMSmFJTJKgCy3O2LzT09OhwgJ4pL82wC3Ps7u7G+3cnFgDpPCLtUrgxDOy3txpDg0NaWpqKv5PFVEyECDJZW/wOz8AGDAPh4fx5F4ASvksHBr35mw/60/qTYAYU9Yo34nRfdQvVAyoox3kcnUCQYurTpKOxQNFb9fiCYo7WgB7Wol4P13sipO/BIUAghwgW6/X4wBIzh7yPuzT09Pa29vT3bt3g0hFwd9sNgOAB4QkMGANYP/Ye9yb1Ft5xP1hD6Uz0GBtbU2pVCrOnCIB85YKfBeKcdpAoCDBRlFx4WeKUIlAgMRn8kwEKySREPIEfhADPI8DTtgpr7iCzAXQBQxx5U6z2VSpVFJ//9nh8AsLC1pbW1On01G5XA4f5oA0e9HXloMxKKYJKKVeRQnjzWuc1GL94VOxG1SKeNsK5hQf5Z+B7XMlM/tjbW1NUm9rB1c9k4xvb2/r9PSsqvLu3bvRbojqHgg5Vyty/w56e9ArddWAPDf7lKSCe8BfuT2UFL7f1WFeKfOoXp40EpM0Go0QVjj4i8I9mRSznqQzO4EylTiA1nK8B3/I6z0A94QBm7m9vR32hRjKAUiSBmxmq9WKuIoWmQT+9FWnjStCDk9K+DxiPE+WfY1K6lGpkVixp0juaNvpsSuKOcgh7BLrErvvYH2xWNTMzIxSqVTY/UwmE2QrcRPrH8IP0sPjZPYSax7yAcXfzMyMRkdH1Wg0ImHd29uLeYIsIVmvVCrq7+9Xo9HQ/Py8pLOzP65fv67V1VXt7++rVCoFkdLpdKIqCEEM1Sqcb8PPiDv5fqraUO5dunRJ5XJZuVxO6+vr+tKXvhQEDmM2MjISAqlsNqtWq6Wtra04o3B2djaqDYkLAbsBp8lviBVYw6jIIU+SCShrGR9PHOEiGQhH1hGvB3Rgf+H/iSGIsWlhw2dStZjJZOLMGa+C9IScNUfugw3sdM4OiKdd8Hfr+r3f+72e/w8NDekzn/mMPvOZz/wHfS77+mtf+1qc40jVwpUrVzQ5ORltdyuVivL5fMQnALe09cQOkodlMmcHqmOviJmWlpZ0eHioer0eB7fT4vj555/Xc889pz/8wz9UpVKJP4DKHpuT49ZqNW1uburVV1+NWKhSqWhoaEhbW1s94BJjlxST4Nu9DaCLxFij5OZSb6WqxzHuj3mP5zYOdDmBhB2s1Wphm7xCnriSWIiYDlCevUN85pXA2Hkn2/kdebrUrSDgz/HxccR3PLMrcok58J8Afh6LeN7nldhcHk9zJYF5F7k52Av4ik0Ad+D9AHp+f8yXi3qI0/ABX//611Wr1XTt2rUeEdLAwID+4l/8i3rxxRf1b/7Nv9Hm5qaq1aqmpqZ6ngGgknMONjY24syrhYUF/fIv/3LcH0IiRAvE4ru7u3HeFM9DJTjz4XaUtUi3DMbGY8jkGPs8tdvtEC58O4mRvb09fd/3fZ/+8//8P9eP/uiPvuH3//Af/kP903/6T/V//B//hy5evKif+Zmf0Yc+9KEQSEnSj//4j2t1dVW//du/rZOTE/2Nv/E39Df/5t/Ur/zKr7zp++KZvQLUx4xYWnpj+zqP/ZJEAe+RugQG72X+3I4k78f3CvfGfIFZcE9O0hJ/ETe6mMzJnCSx4H+452TMSgzl9+mxMDGkV202m00Vi8XYa+Pj41GRJnUBfuyYC3vc1ibbnDMOSdKHsXHhMvaLmBUfxmvB6LgncjgXe2DPl5eX1Wg0errIsH9arbM2W53OmVCSbjCOg+EPkhgKuTv5sRMXtGZFXIAQnrlyUol9TD7AvBBLSgoSB+wzk8moUCj05PusATAHX0Pce5KQThJ2VDB6LsXriaNZQ6xXt3sursAHJ8k4chZ+z3OyLpL/5vM8Z/ZnSe7/P+31liZG2OCUm2ez2Tj4ulKpRHsBgB+UvdJZEpBKpTQ1NRVBI9UZJI79/f1aW1vT8vJylP3CJpKg0fdUOltAsJqU1C4vL4fqnj5vTjg4iA8b6gk+wB8qxI2NDaXTaV26dKknYKJ830HQ4+Nj5fN5TU1NaWFhIQ61u3Hjhm7evKl0Oh0H1xPQYbQhkw4ODuIgTAI1NheBHht2dHRUly5d0tDQUPTtw2jRhuXcuXMRONL+7PLly9re3lY2m9VHP/pRHR0d6e7du2FcarVaECUYKVR3EEP9/f1aXFwMFRvzwb+pnvCAkODO1TAYHcYSx9fX1xfAJUopSlxRCJF8UyGUDCDdqGPoIYRQpszNzWlmZiZAVelsc3MwMMnl9vZ2HCCKcwD8JfnHQbiyH2OJAeeZCOpZj5lMRvl8PqpaKOnlfBk3QpIC3MUBY+w9aGcveoDtACpjDRDFzzxgZBydaXelrAcS3sP3Ub5Q16IsxcH42uPfBOBOjmBHuTyYc2fG5YSC2wGIRdYYgZU7YAIKSVHuSXAAwIYK2IHNGzdu6PXXX4+2LF4t4q3+ksoH7tfVMyT+/N6dsKQIdrwKyXvNk7Sy3vheErbj42Pt7u7GOCfbfmFDGX+eyQNWqUsQQBaSNLLXAWuTlUE8M7ZKUk8ljBNBrljHd/g48h5+72XCKEk9WeVeCZwgYfm/Byq+Tn1tsL54Jv6PHWZNe9BPYEQg6t/h9oI14Eoq/z6IbcBDWiJiTwBnBwcHtbOzo1qtpkajobm5uYgRHITxRNttJs/OfPvPPEnxZ/XEAR/vQa2rExlHV888yhfCAycwCOTdHjjQxN5hL7AWXDXF+kyn06Fc52LMfW6kbjUmZ0/4+kPdyj4gWSNJwt56IuVkCf43GddABkmK35MIca/YPuwsPwdIhLAB5IFQYL319/fHgdzsWdYbds5tCBVyjM/ExETPfhgYGFA2m43WDLTn8WfDxlIB4BXg+DsOjJ6YmIj4iD+pVCpAVwBifBWkkRPeiAxmZ2c1MjKi27dvK5fL6erVq/rd3/1dbW5uqt1ux7l2kFMk3MxRu93W2tpaCFyYd+aWcUun09ECa3Z2NlTy2BqI8fHx8Tj/od1uBzGCInBgYECXLl2K5B4BGPkBBAvr1clCJ5lJpJlH9oDHzXwGCTyVUdgcb2nkcUDyAFjWiNtfkvyTk5Owp9gv/Cb7CVvo/o81zWeyr5NAzKN09feftaIql8uxtvDJ1WpVOzs7oWofGBjQ5OSkisWiyuXyGwA3/CtCL4R/JydnZwHSxhLBbIUAAQAASURBVO3ChQuSFIA2PjGTyejcuXNRKcZ6qNfrKhaLGh8fj7XnwhvyRYg0RGhJ4ZVfHpPybwcRHdwBeMLOEJskgcuHkSbYN2yci8okRSttSRHr4Q88xnRSkM9jz3B/nU4nfJR/j/tyJ2V4Zs+NkrGHA4l8Hj4AkAxyBiW1xyNJksjV3lJXDezkDLEjPsxzTtYMfsTtC5eDZL5/PU7kM5zcJkfY2dnRN77xDd27d0/Xrl3ThQsX9Nhjj4V9e/rpp9Xf3x/tvb/xjW8EDtTX16d6vR5tsg4PD1UsFjU9PR15cjqd1ubmZlQylstlHR0dxZqmPRDV1sn1w31ge6VuK7T+/n4Vi8WwawC1buMYIyfT2McIZr6dxMhHPvIRfeQjH3no7zqdjv7JP/kn+nt/7+/pYx/7mCTpX/7Lf6nJyUn923/7b/WJT3xCr732mj73uc/pq1/9qt71rndJkv7ZP/tn+k//0/9U//gf/2PNzMy8qftizeG3+Jn7Io+xXLTpfkjqrjWpmwuzLxx8dQzMf8/7+CwHgX3Pek7Ed/DdnkM7fuP7y2233xd7nM/iHrkfqbvm2IusWeJNSFxEN/gDYm2IQxfXJsecZ0PMRYyWTqejCpfcDkHFyclJxDKOl/K9xEeORXicMDQ01EOmkh/gx4rFYohx+vr6lM/nYy+DG4M/Li4uBhGPvQZnlhTnoHr3GY+3fU242I/fexcXJ8t9z2PznGTxdepkNm18afOPfSR/B092AiuJ2TCPLshzctZ9su8Nz224f37m+yRZycH3Ofnl+bIXCzhGmVzT7sfBLZ2U/NNeb2liBANXr9dVKpW0ubmpVqulCxcuhGKEBdBoNHpaC7GYZ2dndfHixVhA6+vrWl5e1ubmpvr6uodG0qvX2/cQVACWoLJJp88OpiwUCnrttdfU19cX/YAp2WSjHR0dRU92ziBJLhiA7kzmrGdmpVLpUTe02+1Q9zjzCMAOubK8vKx79+7FONH2A7CMhYjS+Nq1a2E40um0dnd3NTc3FwnbyspKALEQArRgWFhYUK1Wi6Ad5TEG6+DgQJubmxoZGdHs7KwmJydVKpX0fd/3fVpbW9Pt27e1srISAR0telBEDA0N9RyWhFqQwJ6EGgMEQM/8M5bcO4okjC7Ghrnf3t5WoVDQzs5OtCQ6ODgIY7azs6NUKqXx8fFg12k1wb34wXGeGLOOKePj++gTDmlCIMVFJQmVUkn1wM7OTij/IPrYNxgXAl2cEUaYAJlAH+MEoIuRZEw92e10OgEAe2KNseM5UAK6CpxxxKCyL5PqA5ydJ/use4J2xu9Rv1izOH2p25opud6k3pJtB2VdMeOgrNR7gKWvW+Yb28j//XO4cHqsMdaH1FuCTCKO7aGP8Kuvvqrp6WmVy+WefeBJUvJ5CGYAJnH8vl6cBCBph/Rk3UGIo0YjwRsZGVGxWOxxxJCITgz62gREYx8B1DqA6sEM454EzD2QIQB0ohci04NuiBBX6/JebCe+gODYk22ewZMG7sMDOU/OHajyRIOL72NenABIrj+ezcfEAZPkvHJ//B/ACB/Hz7gnfBvJJb6Z+8KXss44ILqvry9sJuCllz/7mCfvi3+zZh108QCTf3uCxfomlkgGh9/uBPk/lsuJcQ4nZx1AUFB5ATADceDKKGIG1j5+zRNGxjOpbMNXsZ+JN9mrg4ODUYVB5aqTecwtwDv7wZXRvrd937P+OEsNsA6fgC2BNOnv7w8FoBNpp6enIe4pFArRVpbP4AwkAMxmsxl7CdvCmLhQQTqLR0jKaN0KEMRzQG4ALNEOFSKiWCxGdSCVJtIZEIUIBPJqcnJSAwNn5zfRrotkHGKdsWR+UqlUqAcBUGdmZoIIpm0Xf7OuiLEk9VT30NLSqxc4H+/w8FCbm5saHBzUhQsXdHJyokajobW1Nb366qshKBocHIyzH46OjuLsAtb30NBQ/N5FIoiHIASZf6lb7czcZzKZqIJ0sMhjK+wJZ0mQjDP3Sf/BnmJdeXtKbBjfzbhnMpmoxoG0clDZ2+gAhnqc4UAysSu5waN6Ea+Xy+UQOqGkZ90vLi7GeMzOzqpcLuupp54KkpG5Je6gohUbyPxBuBaLRUld34+gAFB3fn5eqVQqzrEg16L6S+rGqK1WS41GIyqnUNTzGuynA0tOhLivZDzcRpPjsIa8IjUJEBJDseZ9H7i4yGM6YlH3DfzteR73DnjmwBZrHALa40C3qR4n8V6+92Fjwmcwh9gGF/V4PE7cg9/xXMHFFj43DgD65TkEdsAJf/wIf5xA4f18txNWyfjICRYqmk9PT1WtVpVOp/Xyyy+r0+lofn4+cKFz587p+PhYTzzxhNrttpaWliKuGxwcjEPVqfgeHR1VqVSKSkvsHnaTs/do84s4hrzfQflkPOzxK/NJTo/t5neMR3L+k/n1dzPuu3fvntbW1vSBD3wgfpbP5/We97xHX/rSl/SJT3xCX/rSl1QoFIIUkaQPfOADSqfTeu655/QjP/IjD/1schouCF+uZD7A5Tkivoz9IPVWgYCF4DOTeRlr2glBLhexEWfy+W47PE73HM/Bd89lsUG8x3MW35tOyDhR4fvQcQAHpH0veTU/z4CohDVMRwcwP9/DPJ8/v9uaTqcTQmviVn8uXkd8yPO1Wq34Lu7DqxPYc+Cync5Zu+h8Ph/VtqenpxE/EdtyRICfTXJ6ehrVJAhMnChItqGGkMBnMp7kh+B7xFnkC7yf53ZfA87AXPBzxtlfSwycyWRCVO1rAgHUw7qpuO/0PNzXu2MO7nekbjUge4q1kLx4P2vA14cTvKlU6qFEnvtIJ4mSPhJf/2Zt4FuaGCmXy3r99dfVbDY1OzurpaWlKGVk0UjdsyTm5+fDaAGOFAoFlcvl2IgQGtVqNRRXu7u7WlhY6ElG6SPujh2yYX5+XpVKRalUKlRe3AclXScnZ32U+Q6qDGC42ASQM1RpEJyiEieIHR8fj4UBoNjf36+vf/3r+sY3vqFW66zk/s6dOzo8PNTU1FSocvgcyAfpbIHPzMzo7t27Ojk50eLionZ3d6M0m8RlbW1NQ0NDKpVKGh0d1dramhYXF1WtViOhgyzAuNCqCaOyvb2tcrksSfqt3/ot1Wo13blzJwIQWqLRhxm1BmeWEOABfPB/jCBJW7J8y4FggCUUf9wvpbCc88I8oA5hk5N4UT7tQT9O1QkEDJQDOvyMlgz0qpa6rYEwACQXJJQkJSSEOAu+29uK8QdWmbMJIHsw/n19ZwdReSsgB5vdwTvAQdCP0t4VXCgGIGO4fxT2rD3GC2fqwT6OwO8Bw+otGr5XKkakbvUGAJgDp0mH6pcHXknSgCCOi5+hxMApY+ccIHelhLebcqCPy4mJVqsV6411dXp6GraACj9PkB30c9vJ/ZAsSIp9y88ICPr7+6M6BQCPPTU6OqpOpxOEhycmw8PDmpmZid6lm5ub2tvbi/NWWO/cL6Cjn03lIB2BqwcuHjywL7HTkNp8j9QNLrFnfAYVW57okgAQfPpa4DOSJBbnWwA2eBDuRAvBjc9Dci97ku1rMRnQJ9+bTDKSYElyfbuNgsAD+MSOEMhvb2+Hap3nfBjQTvBHwpBOp+NQ4/39/VA/83zsF1+7br+Sz+r/9jH2IJrXYO+IbSBm+PO9cJFEdDqdOOScNchc9fWdHUxeq9VC+JBKnZ2pAUgIYe9KKkQnjD1AOXtP6h72yWv9sFtJPaAT8aKk8N+AzRCsDugRR7AGuW9AF5IIEiSvesXWsE4cLOQ9PCPE3/b2tiYnJzU+Pq5GoxEHT5LcURWNLWMNA25DCnNoMe0DeS/ncmCjXCHn51eQCPPZ6fSZWm9rayuEH8QYR0dH2tzc1L1790L0A5AFobO3txeHjju40G63Izbv7++eDzM3N6exsTE9ePAgKpKpCDw9PVU+n1epVIqWp34ODAQIsbXUteXEcMfHx5qentb8/Lxef/31mJvFxcWY44mJCVUqFZ2cdM+waTabunPnTswZ41etViUp2ktClBWLxRhnT+oBN0jYWVvEqdyvx1UkpOQ9xJa0lfXzDLBvrnZFhcq+wAcxh61WK87jcfvuftCBZebQYxb3S496LEhlFqAIJClrOZU6E2wxFsQ5CNlyuVzkCX/wB38QYBGCNdozvvLKK7p9+7aOjo40PT2tQqGgCxcuKJU6Ixfr9Xq09Lx06ZIuX76s3d1dbW9v64/+6I9iHt2PIQLb2tqK9+OvACg9NnBwKkmKuLDLY0z8svvJvr6+nrMMIDWJBVhbvB7SgH2zu7urRqMRMR9xsZMO+/v7qtfrMd5UTGE7iD/x+9w7VTUQxJBKDq765aQD44KP8fN7kqIYbFB/f39UZ/n7kzkB98i+diLU35PMP/z+eAYEe9gLiLVUKhVYiAPGfBcxmseDfl+07fYc8//5f/4fvfjii7p7965+6Id+SNeuXZMkzc3N6T/7z/4zPf/881pYWNAf/uEfhq3Ch2IHs9msHnvsMV29elXvfe97Y43T0peOEa+++mpUEVPRiK3DbkrdfO34+DjixyRRhh/xWNhJIuyp1Hs2E4Kc79ZFO9rJycmen09OTsbv1tbWVKlUen7f19enUqkUr3nY9elPf1o/93M/901/D47jYjjG1fNPqUtKsa48d3WQlt+xNxhbz2k99pK6RICTr3ynE6tJYNfzJO7d1z7rgn3lmBA/43N5Bp6d3IzX8jp/DXlNNpvt2cuIthGbDwwMRIcdSCbiE8//EQPx7Pgf4nCpu669io440P0Y3WG8sorxx89hV3kWbBxiKSp3i8ViEBSMwd7eXpAjxHLgH+BTDupjX8m1pF6RoJMA3B/YITEor2X8XKCUfA6p25mFvBTMBzJrZmamxxclCWvezx+fK+aCvcMawbaTMzgB5vkR+Q9zzeeB+zmux7yxl5IYqefF/Jy9RBzIs/geShJzSV/5p73e0sTIpUuXArDf2NgIVTwMnAPFlHyxmMbHx5XP50O5LnWBJ1pn8P7r169LklZWVqK1ECp+FimERL1eD5XX8PCwrl27ppWVlSBncIT9/f06d+5cMKdsegfrAalJnPf39wOg4f4IngDfvDXTjRs39Pu///va2trS1NSUms2mjo6OVKlUIqDd3d3tOczIA56BgYFQBhEQ8919fX2qVCoRgKRSKVWr1VD4kdCdP38+5mRsbCyMe6lUigMjd3Z2VCwWtb+/r5dffjkOvgVc6nTOqlgwapSDwfISCFCF404K40XbLowwhs2BOAAVNpqkOJxpb29Pm5ubsVld/eZOBqW7zxMGROoedu4gLkbp5OREW1tbca/7+/s9oAOsN+uUg3YZD8g6DIcDABxKTLDnanhnWzFybtBRYvKMlNhjeDFkjCXPAhAIaA4IjFLRgwrGf3h4uKe8m78xkM4EO9jo7R8wlt8rgCDzSvs7nwept+WLV9k4SJNUkrBOXWnjv9vb21Oj0YgDxNhvjD8g4MnJWf/qUqnUE5CxZjyAZ1/wXVTRLS0tKZVKqVwua2pqKoAgd6YAKVTlodb24Bfir16vq9VqaXp6OoIaWibt7OxE4iopFNSsV9Yy7QAl6fr165qcnNTly5eVSqWimq6/vz/IZqpeVldXtbe3F6rmwcHBAAMIMFnjtA7xdiOMkx/ADvHE3DoxQjktIC9rY2BgIPrfe1LGPXmlGDbCwdh6vR7BKaTuwMBAKERdjeT3zu+kbpkuvsdtoR9uSoLN8/EcTsCwDnztJ9UuVB/ir11F6v6T9ZFKpVQsFrW5uand3d0ee8kfgFFIbewc5Dx7woE7HxOfL54nSU65gtLtnyvjWN+sZ/bXwMBAkOiP8sVzo+AcGRmJte0VTvhnSXEgeKfTCbWXt9EjSZG65er9/f3RJgZwGNsgdefIgVj3QyMjIyF8gIwdGBiIyg0n8PBhkBvEWexXbBRxLwkVe8ZBFPYPfpbWpAhBsNmQMtvb22q1WqpUKlpcXNTOzk74blSw2Ww2Dp10YAaClgoqzo6jTQmtb1Hksa+8AmBkZCQOzfWf7+3taWdnJwDHg4MDLS8vh83CvuZyuTj42YmJZrOpWq2mVCoVB4h6tTVzDpg6ODiolZWVqLQulUpxT8R3xOaMJRf7EztHok3iiu3iPK07d+7EZ+K/BgcHo70qlSqZTEZbW1shBup0OtF2AkIE/95sNsOe0ILWE3tiLicJHSBxUJV9hnAIWww5xzO22+03kICsW2wTxGU6nY61DajFPUB4uc/g4vMYT/cBycvjl0fxAqifmJiIGMtJIfY88Td2TOr1i8SQQ0NDeuqpp4IYJU4YHh7W66+/rvv372t/fz9sAVWy5GulUinis+HhYRUKBc3OzqpUKgVw5kCHA+APuycHjJlzXu/v9ZhD6vpTF5s4+Ml69+/mc/z++G73zRCf7CF8gH+2+2uvnvN95vfK5xBLYccfpvBNXp6/OQHlsdjDxofn8nt/2F7hcx1AS44/P0++j8vjMwe9+H7wBRcyMo68xwG35LP49zDPmcxZZ4jNzU299tprmpmZUavV0pUrV9Tf3x/tEzOZjOr1eo+tPDo6CuJ4YmIiyPZyuaxsNqvZ2dmwnfgKCMpsNquxsbHo9EE7Oyd3GR8IPa/Cexjxx3uSa9d/j+/9bhIj387rU5/6lD75yU/G/3d2dnTu3Ln4f7t9VonJmaq+f6VeZboLlPjb8wEnBfFVUm8Vt4OxUnctY8McG2HNOmZCTOr36LYHH+y2D//suUMyr0iuDewT9srXltQl1sAT8ck+hsRxxFq8jooLxs1bY3kO58/Lc7i40gknB9sR0Dg+ynM5+U184fmkd2wgviAvp02px+C+LqQu3kQ85FgK/ybmJR4i3kun0z37HdyA5+OPdzJKkt/ExeAx/CEOYy329fWpWCxqYGBAW1tbETuCoSDAT6e73Sp83buPkBRz5D7L95hjm56L+D5hHWJTfR84KePYBOvcYwOPmR0LTP7t8+X40Ju53tLEyNWrV3Xu3DltbGxEEpfJZHTv3r0gFBic/v7+aLvkICH/p9qADdzf3x+KOEqPb9++rVdeeSUWDS2xpO7kHB4e6s6dO1pcXFQ+n4+EhV7AtI+amJjQ8PCwSqWStre3tbGxEQcbDQ0NhdIA44eqZ3V1NRJ+DjvnEPLBwUGtra2p1WqpXq/rC1/4glZXVzU8PBzl7/Pz8zp//rzm5uYCJMRouuEGPEqn09GfOJfLKZ1OB1nAAgecQyVdLpd1cnKimZkZ5XI5NZvNGFOcBSo1wH3uoVwuq9VqaXNzU5IC9B8bGwtiJJVKhZqQljWoPRuNRgCKPA/Og83n8wVBwPMC/GF4AH/z+XyoHgmISaRxUkNDQxobG+sxgICyHhQSCDlhQjDExicp5PwSqaseJpDjGQ4ODt5wuB5JEP9HreTBJ+PAPTDvSRUqrSUwhkdHR6HMcUOGgeNePaHhZ9zjyclJjCMKQy8hhz3HifD+ZEDpQQRGPRk0PuoX6xLbJXXba7FHmXtXDCTJE0/yJMU6flhPZsrM6cmZSqVCae12kR7X9Mz1NeNqek8WsUUEGAQy9J3lvW6HUZ8knSkKZm8r5SXBU1NTmp6e1ujoqO7cuaNbt26Fgg4VCcAj6xWgLpU6a9H4u7/7u6HqnZqa0tTUlJ5++mm1Wi0tLi6GP1haWtLa2pr29vaibJ/kv1AovKHtDfZgYmIibCRBGH2419fXg4wAZOKAZFQvEPU8h6s8xsbGAqT1tcBedoGBJ/OAXwR2AKtOVAKCcN4RSR82gougFYKL6hvAFz7XiYckIZL829c3YJyTdwR83h+f71lbWwvwL5/Pq1wuBynOGvNgbGJiIlTcGxsbGh4eDn/hAIkrXSCx+TlVWN5zmnv2YN2f0ZMsQDDuD3uYBBAe5Yt1IXXPHSJpcBIfUQGvkc5s0NraWoCLrGEna/v6ztpQQZw5ietABjERNgJy4Pj4OMgE4hYX4HAfxK6e+LgvJqFEcQqRQCzjCYEnGIwPnzk6OhriHveZ+Pft7W1dvHhRU1NTWl1dVSaT6fHV2CHsq5PpfmA8YqBMJhPnfbCWUUMTy+ZyOQ0MnB3qCTCWz+e1uLgYlSupVCrO5FhcXFStVlMul1O9Xo9zqVqtlmq1Wk+SOzo6Gs81ODioUqkUisSxsbEgEty+dDodra2tqVqtRoV1JpOJahTEStg0CBiELawbqgcPDg4iAWe/Hh8f69VXX9XBwYFKpZJ2dnaUy+WUz+c1Pj6uxx9/XIODg9rc3OxRKdLnmopsYgDAb6rcqXj0qhzUzAht+D3xaqvVigp1B4FdGcq6HR0d7Ym3kwSv1LWZxJ6o19lfxI8ktth99iJrn9cQxziQ7eCs20dP3B/Fiwqsubk59fWdnbuIT2EsWBfsK/ww4iv21unpqZ588kn9T//T//QGsLnVaulf/at/pV/7tV9To9EIO1Wr1bS0tBRE5OzsbMzF93//92tiYkL/yX/yn0RFlreX8woLSGdsDHGFx4IPIzocvCQ+IJfwHvnknqxbb6/Ge4mznOhIfi9+YGBgQIVCIcaHdXZychJVw4eHh7Ev/FBfbGhSsOTECKIY7yKBj3EwVuruL8aJfcYawJa52MIJBD7D5zu5d/k9c+L5tK8z3uO5t9TbCcAFHswT65Z8P9nm2+0KtoOfJ+MgiGeerVqtam1tTVtbW7py5Yp++qd/OoSyCCkWFhbCF9FC8saNG+rv79fs7KyuXr2q8+fP6/LlyyoUCiEaZTwBWJn3g4MD7ezs6PXXX9etW7eiC0a73VY+n491j8hyb29P+Xw+fKrntazPJEHFeLIuqYJC8PHduKampiRJ6+vrmp6ejp+vr6/rmWeeiddsbGz0vO/09FS1Wi3e/7ALv/DHXawJzw/IFR10xudJvQCufwb7w2MoF2ZJXVKTy8Fz1r8LnolBsQVSN0eBvPDvcADZfazvIe4d/5j0qy7K8HHxPcs90LUEcg/s0CubOPsXssRzor6+vhAPkTf7+uV8EG95xcW4eFzt8+ZxMn87WUMsTAtkcEvyeWLHYrGoWq2mo6Mj5XI5DQ8Pa2trq+ecPD7f216DOzHOTmS67WN8qXbB/5Djug9mXFygzuf43GBbyBXBN/AZw8PD2tzcjLwekQnEEn4labfdBzjR5uPAOgeXc7KEe/FYjHXM5/KcrL+kcID3+37EH/O5vge5HI/gfU7AvFkb+JYmRs6dO6ePfOQjoZg5Pj4OBwhYxOLBoPpmxEDt7OxofX09HPTo6Kjy+Xy0xGg0GpqamorDDW/cuBEtAABPCHaazWYcyFir1VSpVDQ5ORngtbOT29vbMZGAm7B+zryhDONcEcD4dDodr0ctDpNLCy2UfVTJoN7J5XJBXngJG8Egh8uinIDkoW/tyspKT/JOCzJUkO12W4VCIcYpl8sFUMZ3jY6ORvVBo9GQJOVyuRgnwFYUjBhG1OfJAJZyMk+GUYMDEjL/AMUkmahFUXijigfspX0Zqo9Op9PzWVJ3c0OQMHfuCB8GcHHvrgAYHh5WsVgMJVZSOUDw5MqsTqcT/VAxGM5UQya5Ikrq7ZXO87gKFOOLAU6SNf5cGHYnKUgOHgZceuDB/sNwumqfeeX9yf7vbuhxvG5AH/WL4IkAcHR0NBJCAByvPGAN+tjh0Am6UGiwLpkv9uPp6VnJLQpVzgJi33KAuqQACX2eAPik3vYdqIr5N+phVEDekghghwvHCwGAXcxms8rlcrE2RkZGNDk5qatXr2p8fDzKgtk/2K1Wq/WGSizAbBKaVqulpaWl8DcjIyNB0u/u7oZPAChj3BhzAiuCSIhmAguqD/1wTIhZiBX2G3ZsbW0terGimnPCx/ef95R3YDOTyfQcCAeQSYkz4+wAhNQNVhgfgj4Hanh2B2wB+46PjzU/Px+AJIkkFYcobJLggK8BSVFt6OvCkwXmle9EzQ8JghDAW2VBMrXbbe3u7sb6d3Lf946TxsyVk1z4MT4/+QxcSWWUX0kQgoSEhIJ1+yhf7n+YZyeZ8JkkGIVCIdYvoDiguauSeA1JBq2biBuk3j7y+CmfV5Sk7A/W5enpaSj8iaXS6XQkTrye9cYz4KtJZPP5vObn57W6utpz/o2vd/a53zMJKeubGAUxCiDSpUuXIg4ATCSJg2BiTwJkEQMCrlOt12g04h5qtZrGxsZUKpU0PT2tSqUSLc0mJyej2mF0dDTamRJzl0olDQ8PR9UP6lzAxrW1tQAtvT3pzs6OBgcHo7XQ7u5ujBG2xM+moM3u2NiYZmdndePGDdVqtaiuoTqYuDRZbYGdLpfLKhQKun//vnZ2dlSpVIKsb7fPeuNTuTIwMBAViOfOndPw8LBWV1cDnGi1WqpWq6rX69E+gQpGyLZ2ux35haQA/Khio8I4m82GfaDtGdWMrtimqkVS5DCsIRe7sN5ZS74WifscRPXknj0BUMw+9GTZ1aDYNieASaaxvcwTa+5Rvhgr2qAQp3h1k9Q9n8/Xa7Va1f7+vs6fPx/ngyR9K3lQoVDQgwcPtLu7qxdeeCFaIUEm9/X1aWtrSxsbG7HXZmZmekBNfCmxjis9HcyB0HHxmwNlTo54y1+pt0WLt82kqho/zHpj/BzE/GZkBLGa1CvIIL7EjvLzvb29qDYjx5G6vpt16mpk1rE/I8+QBMYZU/+Z50LEqfhJ4kiezwV6yc90UoW9l9zLxCVub5xI8c92wI/XIv48OTmJXIW8ET/iYpuHxX34uyRI7GQQ56L++q//uubm5nT58mXVarU4g7XT6UR3BWyxCzUBU/FZrHeIDkRiklSpVNTpdOJ77t+/ry9/+cva2trS1tZW5Onk5exTYgvye8beyXrmhmcjBs9ms+G/v1vECGKKz3/+80GE7Ozs6LnnntN/9V/9V5KkZ599Vo1GQy+88ILe+c53SpL+v//v/1O73dZ73vOe/6Dv/2brMgmeJoFT1P8eu4FF+N6iutFzYmwN+xahWRJo5t/MZ/J78HE+x54vOSnMGmdNuLgZ++akIffDHsbO+rrCZ9KOrFgsRit//C25K/eBKI7ON/h/xgJA3nMfB8kR7VJ1wnOy99yW8NnkljwTz5fL5ZTL5ULwwvOB6R0dnZ2dR47f13fWLn5sbEz1ej3sDnk8Y9NsNuO8adYXOYH7IubSfYnH1el0Or6X7kXErAj/iO2xCTwn8XUy13NhM50jsCMeB5EPIWw5PDwMQbXbd3ywY3nkID7e2FvwIta9k4cPwwd5FvcHEFysK4gUF/O4b3EMw/e4+xx/z7d6vaWJEZzBxYsXg/2nbLJarcZG4/Bv78FKsMKBWXfu3FG1Wg0VTbVaDbYb0uVtb3ubnnzySbVaLd2/fz8UXIODg8rn8zo5OdH6+nqo3OivOjQ0FId2A85xcCSkCoEiwQyLicPznLDJZDK6c+eOKpWK5ubmYgEAYt27d0+f//zntbW1pUKhEMkTiTUHoUsKcIgA6vT0rDVTvV7vCaoqlUpUnvT1nbXCGh8fD+BrenpaY2NjajabPYeTMz4EjQQSGICdnZ0A3FEgYYz9rIGDg4M4+I8xonwM9hcW2gmGVOrs/IP19XVJXVac3tPc//HxcRgPGPbd3V11Op2YI9oG8TnuzPheFCEYFoI7b2MhqcfZudNmw5PgMA57e3sRtGHscYYcaIgxGR4ejtYOBL+QU4DVJOsOtHQ6XZURyq2RkZEgjEhk9vf3tbq6GkaJ55XeeGaAB3aSAlhhzAEgASZRtmNsHcDxZIbvYq4IYpMG9HvhYpxwLqhH6/W6tre3A5iS3qhuSSYpUtfxYD/5GY4TZS7BDnMKiSEpCFo+v1qtqlwux/ejtiC4ogXgzs5OzxkglKl7oIDd94BD6lY68Dx8D22fsC2PP/64nnzyyWiZWKvV9ODBg2gX4+QL64n9hfKD9e1KP6l7Vkmz2VSj0VCn04lyY+8V6gc5Awxh05gfb1ECEYrt4l5Z9wS5JOsQVwR2KH+xqUnVE/PnJagQ8Kwv9037+/thF1DoSIogl+AG8JRxdVvj7X8IblCKTkxMqFAoaHV1NdSpgJjJy1VEzBfBMM/otgPQmbY32GYUq7u7u0EMoXwvFova2dnRwMBArBuC7+Pj4ziEne+EbEoC6KwriBIH/xizhyVy+A5sNHbW967b4eT7HvULv+3VIb6WpV6fy0X1LgIIby3lJf9eZZUk710dCHhDpXC73Y6EikoMT5xpoYW4gc9g70jd9gz+N63wEDzk8/moREPQQZLk53yxHvDxEKkkTX19fWGv6vW69vb2oooXEJOYCQJHUg84yh6mrRV73n0/4Nz3fd/3aX5+Pg6O5hnz+bzS6XSQDvyefcaczM3NRY932iJgB0qlUsSfOzs7Wl1djXHmbANiYlTq+BNvEYkt8Va87muIVwqFQoyb2zdiLMDZsbExTU1NaXd3N0gIyIZGoxECI+ZrfX1d9Xo9hE2NRkPr6+tx5l8+n9fNmzej3RGiBGJtT+JPT0/jYE5alTk40Gg0Yk072HN8fBzzh+gC+8lrAUEg8vm+JFCJHfSkF5vGeuJ1jAXteVm7SUWtg9iIcRASuCL9Ub3YY9gPbBz7VVKPj8VGZTKZGJdWq6Vyuazx8fFv+j1U+iOQuHXrVpCj+PmxsTGtra1pY2NDN2/eVLFYjBwI+0nsRz7BGnJS2XMh1hVrhvlOAuCsQ6kLvriKmvEB5MNWYP/4bAcTk8CLxxdJkQKdAngW1iqEsdTNQR38dEDWSQfugX874cgzPsyv8R6eHfEjz0YrVic9nFxMgkoe0yXfg83nWXg995SMP/z9Pgacd4IfoW0g9kFSzH8yJnLyyr+D72HOGo1GgPSbm5saGhqKrhCIcA4PD0MAgT2llSqCwGKxGG3IwaDGxsaUz+cD56AicW5uTuPj46pUKqHo5pD209PTIPyIK/Cvngv4fPjfPB97BIwGEda362o2m7p9+3b8/969e3rxxRdVKpU0Pz+v/+6/++/09//+39fVq1d18eJF/czP/IxmZmb0l//yX5YkPf744/rwhz+s//K//C/1v/1v/5tOTk70kz/5k/rEJz4RnQHe7MU+cl+CXfHY2QkKbAXrx3Mg35eeB7s98DnhPfxxIZTva17n5IbvQT7P9wr7j9/xe2wrfl7qEuVuQ/xy+8k4sYa4z1arFVUj5NkQIYhYTk5OIsbc3d2NfSt1K5cQDPle5N6ZE3JBYlaPH8AIIRE8l8R38Dy5XC7OQcFfcbXb7YhbvSvPyMhIVDMiTkylUlFt62fH0I3DfRb3hI/Bn5D3Y7PwY4hc8H/JfY+d4zsQkZI3MLfEUtlsNnBWcgGp28YX2+q2GjzAhXNJEs1zSvcB2COwN+I4X9eMN/Pk9j65v3hWPof96PbPMaAk3ujfwxr9D8l939LECCQIg0HJVKFQiAO2uB4WQFAKee3aNb3//e/X9va27t69qzt37ujVV19VtVrVwMCAstmstra29NJLL2lubk6Tk5MBtO/t7enBgweRLEgKMmJvb09HR0dRjimdORR+L3UD13K5HAkAwCDMJQ5yfX1dGxsbPeBdpVJRuVxWpVLRysqKvv71r+sLX/iCfu/3fk99fWfngBSLxTggmM3OBqfMjQOHWYyc39FqtbS9va3z58+rUqnEYezS2eIbHx+PA5G9HYgD8zDOGAfApI2NDbXb7QAJva1JPp+PqhoY1omJCfX398cYcuA8yT1s7O7ubmxE1J47OztBBGBo/KAoHAEHfaLm29vbC2UH6jgYV0/GPJgGZHFm3x0c6wSnyBjg2Djgr9PpRJuEra2tSBZRn9PuzRNwqQv0AVxzVg0Oic8BxOW+XUHl90fF0MTEhFZXVwMobDQaPeCjpAB/YcsdpMaR4whxcoDDzAWADvsLI+fGL2mk2UseJOLwH/WLAFvqljvS05bxc+fsiRXj7+tU6gITOC4PULxtBp/t7QkgS/g3wRHrz50ViRvJB2QkFRL8YU/ihH3Ncs+A+Nh6AsmNjQ319fVpampKlUpFzzzzjK5cuaK9vT1tbGxoZWVFDx48iBY3bt+4GFcPhlhj7CmUGRDEVH0wDgQDVKNBJA0PD8ez4fzZv+xJ35+np6cBsLKveQ3BEooxB59arVYAlVIXOMBW8W8P1rGfTqYAVkhddQfriO8C5MKeM2dcHnB5Ig7w2Gw2NTExocuXL8f4f+1rX9POzk6Aw8nLfXzS/vL5BK4+Bnw+oI238fIKAz/3xIk5AOMksEdA7SAjwgNJEfy7UMAvT64ccEgCgsln94DQk6xH+XJghjFxHw8I5u2mSADx534OBX9oM8M68MpaJ+6xB3w+iQrJEoIGiNXT01NNTEzo5OREy8vLceadrxm30wC8/Mzv+fDwMOLgoaEhbWxsaGdnJ8gH/Dw+1eMAKikQcfAdCHIajUYcwlyr1XrGcHp6Oqo72u226vV62J1MJhPxbzabVbFYDLCeNiNTU1N673vfq/Pnz0dFNUrxer0e/qvdbmt+fl6Dg4Pa2NiISgnfzySKtMPFrxweHoZoCWHS2NhYjBktGLEp2HjmTDojAm7evKmFhYUgTBDlIADCLzK+AK/5fF5TU1Nqt9taWVmJNg6A0oxbsVgMhePc3Fzc89LSUhDsQ0NDajabWl1dVbVajcrE1dVV3b59WxMTEwEuAODhD9z37OzsaGpqKto3VioVzc7OKpM5qyykhc3p6alyuVzEtIAv6XRaW1tbks7aCHp84cInYkcHqNmHbm/JhbCrEHW8X+q2h/UE24Fd909uL/GZfMejeNEWzscMv0wsTdXF2NiYisViiK4ApNvtswp/gOHkdXJyomq1GgDx0dGRtre3dePGDf2Vv/JX9PGPf1yXLl2KHPPXf/3XdXBwoFdeeUVHR0e6efNmT/Ua4jrmj/yGdmCsD4CuVCoV5JzHoMQpfp8HBwcBEvH8VGuwNhARkVuzPoj5/jhfLHWJCvw3sZPUjT1Q7mLXGFfiUoQsHqtAQvqzsYcdAHVCyH29vy8ZJzOmHjt5S08ub8PEXvMYnstJHOLgZBcFfI1f5BE+rjwbJO3+/r62traCwCG3JaZGtMKFXwQIBtCVFD7E49aXXnpJDx480P3795XNZtXX1xeV8Ddv3tTb3/52Xbx4Ue94xzu0u7urmzdvxv29+uqrsWZow/i2t71Nc3Nzeu973xtdRhhfqiFLpZIuXLig5eVl/fIv/7Lu3r2re/fuRVtNKhwlRQwKGEw7Hkk98SLPPDU1FfuZc7S+ncTI888/r7/4F/9i/J9zP/76X//r+qVf+iX9D//D/6C9vT39zb/5N9VoNPT93//9+tznPhfzKEm//Mu/rJ/8yZ/UD/7gDyqdTuvjH/+4/uk//af/wfeWzG9Yp471cPF/9gy+H5Kf9e37yN/n8Tn/9pyDP6xLcCJJPSA138HP2GuOFfFZXinBe33vew73sPzH8ZOH2Q5sRKvVCvIwifGQs2Pj0ul0xDlULbsowueGe4Ecx945AY1ABdKCeJKKCUlRdeH+jmpbrxKkKpbvzufzEZtj2xAfkuNB+BBfc++QPwhukmQmOWwmkwmb63gX2OrAwNn5zYyjk6DkFg/L5/g8XsecSd0zRSFe/Bw4cD4IILA7yHt8LvsmlUpFPsC9JckNX5PY8yRh6Lifkxa+ntxf8R7/N693wsZxBnwjP3vYuvtWr7c0MfLaa6/pE5/4RARYAA6AzAw4/3bVX9Jhp1Ip5fN5PfHEE5qfn9fU1JS+/vWvx6Hj9BcGkK5UKtrb24vEpdlsxkbFaNLP9c6dO7G5d3d3lclkoicy1SCwlAAyGAzvUbe/vx9EAQf/Xrx4URMTE7p48aLu37+v3/zN39SXv/zlMHS1Wk3b29tRCoaqx5MyAl7Y4tXVVd29ezcAvre//e16+9vfrr29Pb3++utaXFyMQ/qkrgKmWCxqZGQk2uCg8GGBZzJnbcsgkaia8XkhASLp5CwLEjmMACDG2tpaBCgOlkNkdDqdSNgrlUoYZFhjiBDIhK2trQA7ABQkBeG2s7MTATqtubLZbKjJk8Bb0nGSwLtBIYhjHYyNjQW7S4VPuVwOtcvq6mp8PgfCUUaLym54eLinPI+eg0NDQzp//vz/T96bxsianuX9V1X13rV1rV29nnXOmTkzxzNjk/EY2+CEYEwgCSFGJERyggIoiKDgD0FEoAgrgmwf+CeKQESRQwJEiQJGJGAc22BjbI9n3+ecPkvvS+1VXdV7V9X/Q+l3913vHIPHGBvPvNLROae76l2e93nu5bqu+36styq9IAm+WSedTseqRSRZgIYCOpfLWZszn+zwHumRe69epwCFsVhMe3t72t7etjkZbKFAsuyBKOkscfEl8BCJweT4zX54Aurw8NBKwwkYmGcEH95pUSkVDKL8v6XBjawBNJjHnU7HVLeNRsOSF84B2ecdGk6WwAAih7YoBKXMO56NXvrSoErSK1i9MyXZSaVSisfjyuVympyc1ObmpvXFXl9f1/b2tqkgfSmwdAa2euINwJWgArAUH3B4eGhkDsAZdpKWMtggCBX8VigUel2ZLkAV//eEIMEs64B16QMMXyWBmoV5ECSr/HxBHcP/8ZkAWnwXEMYHd7ybewXsPinwyQs2YGNjQ0NDQ5qfnzegcGtrS7Vazdqn3Yv44PrcE/PAB63Ye+nMFvFex8fHDdBFgT483N+kM7hBNuXIQaUP74Rre+IomAigbGIc/OEDTL9mpTO7xxzlmf3nfAD7Zj+Ye8xnbAKArQ/offKGoiuZTFrckcvl7H03Gg01Gg2dnJwoHo9Lkq0frkmiiK8j9pBkLTzZB47Eu9vtWvUvaxICEtAHO0Ty5W046yQcDlu/Z3oQA96TGAHKAShhV6n4arVaqlQqRtJyLzw/G9BK/bhrdnbW9jjiOS9cuGAqVYhC2j6Fw2FlMhn1ej1NT09rZGREtVpN4XB4wA4yVjyjr+jF/gLudjr9NljFYtFiCcgFv18CAOnU1JSGhoaMDMcWklyyFgEB9vf3jcwhsaQSo91uK5FIKJfLDbSp7PXONrxkXuDH8HFUw8zOzqrT6ejOnTsW5yFAoU1LrVbT7du3LdZfWVkxG5FKpTQ3N6dCoaCnn35a6+vrmpmZUSgUUj6fH1ABVqtVixHJN2ZmZpRMJm2vQA+cQqx75SbPI2nAxmHPPejrlX/eDhILYIc9OY4IKRwO64EHHrD5QqW0b4voK7Y8YMDYeLCG6zKGb9bDA+vYhVAoZK0epbO4LRqNKhaLDfgbxo/9eprNpvmmbrdfFbW8vKxarWakLOeZmZnR+fPnNTc3Z2KsbDar6elpE8ghQsT24gd9DIKf9cQiNpz/E6d68MOfg7WML/a/C4ozeG5/3MuHep8fBPnu5YO5Dj7Ci4t8Fa//w/Ngj/hskPjxZPmfNg+8L/TXCYcH2z3y/N6/ePCXn/k4Kpgj+NyBcfbg9L3u1/88GKt4P8nz0yradwzwsZ7P+fy5iK3JHZkTtNHe3t5Wp9Mx4FCStQs/OTkx8eXk5OTA/l7cB5WX5XJZw8PDKpVK1j53b2/P8h7U9VRjve1tbxuomsK/UTlCOy8PZvv55bEEiE/yjS+Xd38tj2//9m//U88fCoX0kY98RB/5yEe+7GdSqZR+8zd/82t+b6wj2vd6wF06qwALVs2zRqTBdlk+fmT+s079emD++zw5mFNLMhvF/PGfxSb7NRPEM/w1aU1InMXB/XkShTXOOf0zB4HriYkJawdMxwU6k5ycnKjVatl+OMx5SEyemTiN3Ig1Tes41jPxADgnNsgTWH5cfacJ/6ycO5vNqlKpqN1uD4gOvXjGV50Sd46O9vdxo+IlHo8b8UJlBbEtIiTid084MbZsccC78RhbONzfqxmsjHdPLuHtsc9bJZn/HR0dtVZYjGmpVLJxZz/kbrdr+ALEivc73k8w146Pjw379HMrmHczXxl/5rnHPP188z/zhEfQzpELeQyB+cM1fUzq1ws5zpfzPV/J8U1NjPze7/2ePvrRjyqRSBhotru7ayA3rS9QkQWdijSoXpD6BjGdTutd73qXUqmUut2uXnrpJUmyfsNUU5w7d87K5Hu9npaXly0I3d7eNiIC0J4EaHt7W8lk0sgQesKibCAwIMkg2Y3FYlZZ0mw2devWLf3hH/6hjo6ObOOdZ555RuFwWI8//rgZtFCoX46P8hXVXaVSsRI5H5Q2m00z2teuXdMjjzyiYrGoz372s7p7966pjnO5nGKxmKnT6BENwEkPW/rdw/ryfZjb9fV1hUIhZbNZ7e3t6c6dO7aAGY9er6dGo2EtvCKRflns8fGxstmsdnd3ValUNDMzY4nb8PCwyuWydnZ2jBghUCIRpy8zoAdjTgCbSqUMAIVckGTBOvMHYHR4eHhgfwfeOUaJgAwWGRKMBQzI6oPXyclJpVIppVIpLS8va2Njw4xXpVIx8mRxcdHeG8AeBjwUCtm4Q7bRi9Sz2ePj44rFYtbWCuPZ7XZVqVQs0eF5GQ8IQz7POvNGStJAMIhR906r2+3afjJTU1P27jG8qOK8ChsDSyADOEyA/2Y/GJ+joyOtrKyYMhUAOahA4zs+OPHVANgeDp9coqygVJNrHx4eqlgsGuDo2yWEQiEjrwFQ+F2v1ycuCa5GR0eNwERJ4UFOVNs+SPBJAI6bzwDqsY5ffvllffKTn9TS0pIkaWZmxjYJZh0TOBHQAeJAWDLHUbBA3pDIQZwC6AAcAQhgX/378SQkAB6b3sXj8dclfpCo2G/Gm2CBwA9CMdjiincXJMm63a6pzCFXJNlzsb4AFjmHr+yRzipJOp2OBe+ejPBki3S2cTbn2tvb0+3bt63NwX333WcAKqSxr2rxtpi5wvP74NsnOdhYTywCSPO+IEawwf59Mz+odOTgOgSOvAMCdB/kM2dZZ4w144799KAMdtC3pPFJXTD5eSsQxJ5c8upSv1Y8YMXvu92uER9U4ubzeassQOG/t7dn+1hUq1WzScRqJFe0lpP6PrFWq9k+dMxd1jFJEwkmVR7e9nrwiWfxSTUAIKAKpCN7umHHPOEC0Mka4l6GhvrtO0kGAYj29/c1Pj5u4oyJiQmLxxqNhrUxxW4j/mGvI+wGMWMikTAiCvtfKBQ0OTlpLSAhc1hrOzs72t7eHgDqiTFGRkYs/stkMpLO/NLY2NgAcQVwhGJ8enpamUxGjUZDpVLJ9kPwParZEDYWi1ky6xM2n5z1ej1TtZMILy8v24broVBIyWRS2WxWy8vLKpfLtpdhOp22lrSnp6d66aWXtLS0NNDGYWJiQvfdd5/e/va369KlSxofH9fTTz9t/aSPj4+VSCSMdNvd3VWr1bI9WXq9nu0lggiIdsLMW/b0okqAqnJAu62tLYtdIf6pesFeehvmFYG8F94jv4M0kfp5xMWLF3Vy0t8rpl6vG5BFbOLXhU+iPbCMTfSE/ZvxOD4+Nj95enpq4g8IuEQioZ2dHespzvpjPCH89vf39eKLL6per+vGjRs6d+6cpqendXLSbxH9e7/3e6pUKtrb21Mmk9HMzIyuXbumb/mWb9GlS5cknYHUVOa+733vM1CGmOb27dtmL4k9aV108eJFE8Rhf2hl7TewRUDlq+AAqlDFEmNKZ8BNEHAMgs7SGXBKXECsgs3HHwPm+Ta1/nwQI8SwXqRGjMCaILYFqyA3C2IV2B5/PX/vnjTCNiJSIfdNJBIDY0AOQKWiX0v4Ey9II27zohLiHB8zf6WHJ5/wG9wXG7J74UMwdpTOYiYvxCT3iMfjVrmN+Ajio1QqGYhLDHt62t+zttFo6OLFiyaETSQSmpyctEpPD5hubm5aq1feyebmpoaGhrS9va2rV6/qvvvuUzjcbwv5D/7BP9Brr72mF198UZ/4xCe0tbWlra0tpdNpxWIxzc3NaXh42EQ6PhZnHjOXxsbGFIvF1O12bUNsYp+34gGo7FtBe/A3CLhiE4il/bryeTPzygv8pEFizovMAPa9KOxehKUH+LFJvlKE900uw/V8juHzBd+Wj/UAqMy57vVcntjxuA+/o33z5OSknbvb7Rrexf672E4vlvMdKxhvL5IgDwuOA/mxF7Zz3iCxSneaTCajSqWig4MDwyD9Z8bGxkwMHg6HTbTCOIDNYbPBkvibueOxY8hJT6CdnJxY6yyPR4GXHB4eKplMmhCBeen9VJC04L1hE70YudvtC4T4PvgzRAj2GsEL2xjwHrk33pGft/7nnpjAR3hcnXtnjHiH/Mx/Hh8bxOPvtV78+Pk56/2oJ/qCPuKNHN/UxAhBCY67Xq+r0+lvqgqDCYjH3g8AXAQnJHjeIKEue+CBB3ThwgV97GMf0x/90R9Z4lWv100xd99992lubs4SjWq1qunpaW1ublq5O0BXJBLR/Py8XnrpJW1ubtrEoNKATY3of0wPaDaw8yzx2NiYWq2WnnjiCQPCcNLz8/M6PDzU7du3FY1GNT8/b9c5OjrSxsaG1tbWTKFFxQVM8ezsrB544AEro3/iiSf027/929ra2tLs7KxmZmZMlReLxazneqlUMpCv3W6rWCwqk8loYmJCzWbTjE+9Xlc0GlU+nzfDSGk2fZfn5+eth3a5XFalUrGEnw0ve72eYrGYLX6vKoHgqlQq2t7etntk7DDW9ONGtRkK9dUptE7xqgGqfHyvvmg0OqDChJRhkXJNgGpa4BCEQlJAxlDJAWGCUUG1ODMzo263a/u41Ot1GwsAj62tLQuKUbdybpJn6SwQIFhkDvGz0dFRVSoV62POHjaQLkGgnWTZt6Pwxi8UCg2Ag77cD8cHIdXp9Nt8UOrtA2QfCLCmMaxDQ0MGkuHk3uzH/v6+isWiNjY2TJ3H/AH8AvTzQIT0+g2wJRmw7BMQ7COqKc4DedZsNq01ng+qALZo6YVyinldKpW0urpqCuNkMmmt5Hh3XBuVME6PoMU7cIg09hBiTb/66qt67rnnbH+ObDZr7eBIQLGDEA2ZTMY+U6/XTUHJXMPeoBrmmRk/gCNahFGRRys6WipS3UOlHUEMNgZAgICM90SrG18SjOLbVyRCwnjyxidNBBaArCQVBBi0EgRkYy7xXYgJvw75LgELJC0gib++TzaYc8wbNnGlJ3QsFtPs7KxCob7wAZ8PeEewRtWOdLZhH/cEYOmBB8gbSQObgKJsR+Dg5x62+vS0v4k2thNgUToDtqWzPUZ8f29sN8kG78GvS/5N4kCQyHzzAaBP0rj+VxscfjMdVEgQN7Xb7YGAmXfo5wDzBYBraGhI9Xpdh4eHSqVSymQySqVSpnxmfwtIB4hbwCyAPmIBwP2xsTGrtOQevQKXfU5oH8qa9TEbsSHgGusTMJv1BXjNPOIaQaUyraV8WTsJGzEhm9Ezb7PZrCKRyEAlDXaA5CuTyWhubs6Ayfn5eSNvmd/YAADZer2ucrlsFRWhUMh+zphVKhXV63UbJyp9PDCK7cE3xeNx7e/vW4wkyVTuvV5PhUJB999/v3q9ntbX160FbKvV0uzsrBEUEMXYgoWFBY2M9Pftw9aTD4yNjalWq9km8/iAcDhsMe3h4aGJhaSz1qf8PhqNGinj126hULBEXpK9j3Q6be8O8VG329/Xi7azVIsAPLJ/TDQatXXRaDRsDiUSCbu/WCxmQFs8HtfKyoq1pSWmID6FeAMI8Mk7/hmbxPwmDzs5OVEqlRqIfckdvCjGg0CARfhdAAcfd2Jb36wHY5fP53Xx4kWz/diRUqlkxGcikRgQUJBrbm9va3t7WxsbGzo4ONAf/dEfaXFx0drktdttTU1NmR1FvHXhwgVNTU0NgF3Ec+l02vygtwFebOIB9UgkYlW7xBq0usNGY8MQNWDjJA3MM3IxX63kQT5P1gWBRe9rWQ+eUOHnVENhAwHBPGiGLwCw8gKJ4LX5HOvXX99X1/rqF38tvzaw98E/fI9KOA7WInacz/KMwXa4rEfmn7+Gzwk5PCDKc/jf4ae9P/LKbmwX+V0QMPb5jAfGmOfcO59DHEkshWip0+lYHBAKhUxQdXp6anF1Op3W6emp4RW0zmo0Gnr22WdNpMSetbRh3N7e1rlz5xSLxSyuGBoasgr2z3zmM1bFwlygDTlVqKwfPxYQPV6sxFp4Kx6sSU9gBOcEcZ+vQOKzwdyEz0qDe3Iyn4id+DsofPLzmznmcyVJA+f0lRIIEjhYkxzEQMF74ZzYDb9eiUtYF54UAa/ygPzY2JjFgLR863T6e+4iBCIH7vV6Vv3qSWzOwb3wrIyxt5VeNOkrOzxOhg2QZHFbJBJRPp+3GEs620fN57idTscIfuKVdrutyclJSRrYPxN7jY3x5LgnRrDFvAdfAeuJB+msFRTCLPYk5X2T6/t8HFyF8zDHGCdIK/ATbGm327XN6MlfyE14Lmyuzw+4F08wcN/+fnjHXsAXnPvMdZ6Nc/t5wHk5BzGKJ+p9PgdB5auF/P36yqWv5vimJkZIWlCFUbrIIGP06K+Kss/3ppRkYAVKCgwryfbf+3t/T/fff78+/vGPa2VlxdoVwS4XCgVduXJFuVxuoKqCJAwQmUWfTqdVrVYtoKR8CyCOCUQZNAuEpJgNjlqtliUvUl/plUgkbLN5qjkoE9vd3dXOzo42NjbMEGQyGS0sLOj8+fPW47JYLGp1dVVPP/20hoaGdPPmTbVaLeVyOSMquHf6PScSCVNRs3Hmzs6O9dJng6FoNGoLj6QKQ4bSsNvtamlpyRYHZd8wnSwOAlH6HbNBLoE3KsaHHnrI2ugcHBxYUrq3tzdAWgBgMDZewe3ZSz4L4819epAUI+IXPU4OQxgOh23jV1SVPCMHARyOJhaLaWFhYaAH6cnJiWZnZ80YMB4AmpAcBFE4QIJgHC3EBb0VARd3dnaMpGo0GrYPDok7940T9moE7/z9GHrlrHe+VC4dH/c3QMV4Q2j5BMAz5RCGrO0gOPpmPijPptpnbW3NxtQDqCQRrCGcvgdS/ef5rCdKms2mqed5F4CGOD2/RrG/Xn2Cba7X69ra2lKv17M2KIAfHhQEUGEO+/YKgH60/mAt0Zprfn5e3W7XCBWSkpmZmQFgFB9B+Su235cqexJG0oBqg8DJKzpw6oBRrD/IUJ+kEaQSzOB/fC9U6SyIgDCJx+Pa2dlRuVweUAOidgd4YoNg/AgJoN9Hw6/X4eFhRaNRS+6wXaxBVOQAUwRIfNYnJV7ZzhwLh8OmqPFJMcS0JzUINAFkWq2WFhcXNT8/r2q1queee87WuydhCXp9ouDLiIOBOWMK4QHI5gUEoVDIwBuUrtjXg4MDA7YbjYYBjr6KAYGE9wnYUNaeNNg/2CtjAIhYayQxPun3SRbj/WY/qKwCtA+Hw7Y/F2QH7+/w8NCEEoBtvvrm+PhYW1tbajabtocbfpZ5D4nhiRVIBdY/6521wfqD+PcVXawZhBYA9KxVqj4RE0DGYGNYu9gjki6EOfh5nhGSF4KQe+A+WRPFYlF7e3sGBkFYTkxMqFKpaHd3VxMTE9bKikoT5jX927GVu7u7SiQSKhQKunnzplZWVtRoNIyA7vV6VrkMwM34sq8cCjvIAHwPcQuKX+KfYrGoXq+/XxtAMIr6eDyuWq2m09NTzczMaHh4WFNTUxbfAgRDtgF8djodpVIplUola7MKATw0NGT93om/ksmk7r//fu3u7mpzc9PEV5IMNEWchM3Z2tqydT42NqbZ2VkjRk5OTtRsNlWv11Wv1yX17Vg2mx1ou0glEWTK5OSkjZG3Gz6WQ/xCXBeJ9NtKMNbj4+P2f3yIJ7R8TEmyjWiL63ighsoWSVY5RCzK+Tg/6wFijNgA242YiXXGXP1qE+RvlqPb7bcyLhQKqlarVpVJ5arUB4mmp6cN6GWvH1rxFYtF1et1q1ZqNpuanp628Ye0mpycNJ8GgYjtODg40Pb2tpG55N1Uw0lnKlhPDuCjEKpRjYvABMLX58Oc415gps+/sJNePECMANjifaaPf7lXvsdnGENiUQ4fB/IH8BubzJr2RA5jTOsXPuPHKkhA8Hwe3OTAJ/gx9uAdILo/BxUQALH+OXwVuSeluHfGMQjGB8kR/2/ejc+RPQjnq87Jdb2P87FwEATzAN294h/Oy3tEJQ6uwL4wGxsbFoNKsop28BzGE6J5Y2PDWg4h8tze3ra8ZHh4WPl83qq2aN25tbWltbU1LS8vq1QqWWt2vw8P65y4xbfXYc4QN+Nb3ooHc4JcknzKtzr1qnXGF0zCq9u9wASf6c/h56Ak+wzvhbns8QpiLGnwPXnyjjzF/5x3z72wVjwh422pNFi1wjMHsRPpbL2Qa7KmotGoMpmM5f5gUJOTk9aRh1iVe2LMITF8bsgY4/uDJAPrkfkOecW69DmSJyuwbRcvXlSn09Ha2prl3OSt7GO1u7ur5eVlixfpDkDsXyqVlEgkrBoL3+Yr5LB3w8PDll9A4vAMfI7cFp+FT/ZiaGJkX63Cewvmx741IDE57xIMhZjeE4DgBbwj5o33Pz6fYIwhcYIHn/P5hScRmf+sSe8rgkQROa3P171PYX4zZzi3X1/++nzWE/Bv5Pimt544sUgkorm5OSvXpTTXq9BZkH4DKFQBHqgiuUWVNzo6qocffli5XE6/8zu/o7t379pCGBkZsbKtUCikmZkZPfPMMwaqoLAdGxvTzMyMMYPDw8NaXFxUNpvVlStXlM/n9bGPfUx37txRJBIxZQ+J0N7enkZG+hsLra+va3JyUrOzs9aqAPCG/pYLCwu6fv26qYg3Nzdt/4GTkxMVCgU99NBDeuSRR1QoFFQqlfT000/rqaee0ubmpin2E4mEgdQET5JMOUlCgmK6VCopHA6b4mJkZETr6+s6ODhQJpOx3pmUyE9MTBjJVC6XrYQYQzc1NaWRkRFL7GiZRnKHgnF3d1fJZFLhcNiImf39fU1PT1t5NlUH4+PjpqZLJBIG7hIwotprNpuSzlQDY2NjisfjqlarAwkXiafv4y31Fy6AMnvHsNAhSKampsyZekUy16QEEQMFQOBJFAwqLagAMwDtADABL0ZGRiypRB1Nmy2MaK1W0/7+vvb29gzoYx6ilJUGFVbewHowD0PuHTIOkw1w+SyOiCQXxSWBqDeWOHsAr+PjY7VaLbsvTzB9PY9z585pdXX1dT//8R//cf2n//Sf9O3f/u367Gc/O/C7H/uxH9Ov/MqvfFXXoyctY1YqlSwY8ckCKj1pMGEh8LhXkukVGzhfxhig2oM/AMtBQozgxbfCANCanJw0soDgDIW1PxfzzM81AgTsO8Dc6empZmdn9d73vle7u7t65ZVXTHUmyXrI+9Zs3Ct/sDkobBiXe6n1CfyoTvSB0dTU1ECgR6Dh/ZLfFN0n8z6YZ8151QVgH6AswR0VLwBJtB1kfHmn+A1ALQImyGwfOEmD1QqMCQQbrdBYp8Ek2Qe8kl4XmHkAguDK2wZIgNXVVR0fH+vcuXPK5/O6fPmyVldXbXNn5rEnrvx5vb3i8ME5STn2mzlNsgX5ClA+NNSvHORZsPkeRGWdekWmB2wikYjZadYKz+8JdsBxHxB6m4iN9epRvxbfrMf+/r6RHVevXlU8HrdNe1dXV3Xnzh1rq+cJMklGXvBv4kP66h8eHurSpUuKRqO2PwUxAntZ8J7Gx8fNf7I3DvsuITbgHqgm8euSVgWSjAzExnhBD/febretVVIsFjNCnPZWqMWYb3wPoNon9qFQv+JjdHRUy8vLljQWi0UtLCyYTSDe9fvj4INCoZARRrSkA2RKJpNqNpva3Ny0+zt//rwajYYRri+99JLtl8HagURi3CqVim1uGwqFjEAi9pmYmFAoFLI2UMSwmUxGOzs7lhBjZxcWFowIgdRg77lkMqlYLKaVlRUtLy9bVSPPVq/XFYvFFIvFVKvVBmwHwCMVwEdHR6pWqybgQogUj8eNGMM+sbcG82F0dNRajPnqohdeeEHr6+vKZrPmI4gDAD+xm8PDwwba8d6wGZ1Ox1pw1et1qwbqdDpqt9v2bqvVqsXMKC4jkX7VCvPFA0CsKQAU7C7rAHU8cQBtoCDH+SznAhT0YCyEFPaftSPJWuh5O/xmPXZ3d1UsFnXz5k2dO3dO3/u936sXXnhBd+7c0Wc+8xnNzMyoUChoa2tLrVbL8hvGM51O6wMf+IBisZjm5+d1//336/z580biEROR76E6PTw81K1btyzvoJ1Pu93W7du3zc4lk0mlUinb8xIf1e32q5uOj4+1vb09kPshUMFu4csAcHw86/0c4CZzx8cexBmeAPbtsJi/rI0gYC8NbtJO1R5EFOAbNjYejyuZTNqeSZCOkgaei3wPH8R9tVoti7/JIcnFuU/icA8kcb+eGPGAlx8z4h+fZ3FuX2nsCQTu35M1/vCf8SAvfwdzRXIDD6AB9EGcssZZ80HCyAsQOHhXPrdhPgA2ezCd/Pj4+FjPPfec7bd15coVnT9/Xu9617sUi8XMVkLaMHbtdtvIaogRyMTR0VFrT5fJZJTJZBSLxXThwgX9xE/8hJ5++mn98R//sV544QWtrKxofX3d2nli3xnLTqdjcwrBA0KuYOz9Vjs8mcR79rF/8N174o95EiSkvJiJ37F+OIcnWnxO7QFfrklc4+N7cmAfv3Md1ogXU3nRro/3uX98pDTYohff7kVs5B7SWWUy8Qd2GMEHuCJCPGyVF94iusSuSWetlLg3ru8FkZ5U8u+S3/lqAqp/w+Gw+atarWZxCs8tyWKEzc1NbW9vG9lOnu33+mGPLbBJxkySCT2xQZKMtCc/Bk/kGbl/Pw+pKpmamhrwSRArnvSVzlpR06qVe0EAhqAFm8z+SL1ezyovwdZ8RwgvHORg/mDvER1yQKJ4uwt2yEG+wbti/Xi/wD3xWY+d+koR74OD6zuY90qy6321dvCbmhhhYmYyGRscAnheAIE0B22UOADve72e9Rj2oLN01qagUCjoO7/zO/X8889rfX1dp6enSiaTFlgCkExMTFhJFxspVqtVdbtdlctlnTt3TpOTk7pw4YJ2dnbUarV09epVhcNh64MJSEI1BveczWatouHSpUt64oknND4+bsA1CTjtvq5evWpGa3Jy0pK4c+fOaWFhQdVqVb/7u7+rp556SvV63cYUwIzgI5VKGbgWCoXs34lEQpVKxYJh7h8wCdLp+PhYa2trun37toHxp6enSqfTSqfTarVaWl1dNXUkCjySTQKozc1NjYyMqFAo2DsCgJJkbHA6ndbi4qKBFKVSySpzer2ekQi9Xs9aoCUSCaXTaVM+AvhCtkmypJnWPygyUUV7lSjOi03pUb6EQiFdu3bNjPrJyYnK5bKazaa18EIZBSFFcsznJVmiGwqFtLm5qYODAwOYJZmSH4Wp7xfOvicYWRw/jsur9TEuvm2CV4b7VgieECFg4x11Oh1zQHyOPU58qx+CSBQJqDMAGz0pAsHiFYKQYl7J9fU8nnrqqQEn8vLLL+uv//W/rg9+8IP2sx/5kR8Z2JiO5OqrOQBVUdJGIhFTf3lg1Sd7PpDyKg//O34uDYKrQWUSyWEwcYNU5jM+qSW5Zm4yX7gP1o4nKghQvLrBt2jxJbckl7SX6Ha7Wl9ft6CMtllUiHhCE/LcBwY+wOU+vdqbwAeSmrVBYsm5AT29AydQIQgKlkbz7hhLf23IRIIor5iNxWKmDN3b27PgyKuguH4oFDKwg3umlaNX5/lWKASAtE8kaCGx9sGNT055hz7BDib0XgXoExDuu1wu2/mmpqZsjxoAVOYg5/aJAvfO9/mcT3gIBBkf2rEw9/zGdAT2KL79HCFQBtgmAfAAC8pr1pAHMbDJfu4xHoDdfp34hC4YgL6Zj2azaa2brl+/biA6QpFyuaxyuayhoSHbVNuro0KhkKkKO52OkbXsPZHNZi0+wIezR1yn07GYDaEG556cnLT2XvgyX7K/sLBgwg5sDr6Mtcfa9y276vW6tf9k3rDWYrGYGo3G6yrfqMCkaoB1RvVrs9lUo9GwFlIA+qhhqdYYHR3VzZs3Jcl6sx8dHWl3d1fxeHyghz2JbLPZNFCr0Wjozp072t/fNyU1BDxgIm2A9vb2bEPNaDRqvh3/QfxFe8Jisaharab5+XkdHBxoa2vLnm9zc1O9Xn//g3PnzimVStmehBcvXjRSi4pD/NLi4qJGRvr7H0xMTBjRtra2pp2dHbMV3Ktv83By0t+nY2dnRwcHB1pcXNTY2Jj+9//+39rY2LB9A5vNptbX19XtdpVKpXThwgW94x3vUK1WUygUMgXy8PCw5ufnFY1Gtba2ppdeekkHBwe29yCxGxVse3t7SqVS1ioG8oyYSzpL6r1IhXP5TesBaHku2n1JsjZixPXMW3w/dom2ZNh3bHwoFNLU1JSy2awBMX6fLi+ooJ0Hfhub7+0358TOEqO/mQ/yD6rgFxYWrHUvAqfT035bIgg62qYRV1+8eNHaBeXzeeVyOWtHIslajUKIFItFyzOKxaLNOaqZisWiTk/7+zYBBLHeidmwlUEwj/zuXuQGh/dz/nc+jg3Gu1yHf385wIW56RWsXnTBz/A1fo8Ovx8KAKmPf31MxYF/x58DwHnAkfvzFR9+rt/L13tihM/7qgv//MFx5Hy+jRl/vhzpEnw/QVIk+DkPGoLZeMIIO+I/49+dB1OD9+6v7+/Dk17+fohxuSZ2k3VTLBa1vr6udDpte2rh1xkHYjofn9H2emtrS51Ov9oQG4x/zufzBuyCWbBmIpGI+RZ83tDQWRtBqpH8875VDw+4ghV4ANjnGt4neNvDOYKqdA/c+rXH335esV48qcIc8d/374y5hn/0eQrPwhrxQjj/7oMEJbkXz+dzCO6FeYjgm3Mw/9hfB6yUHJf7I6eZnJwc2IfWkxy9Xs9iE3JcyHZJA3iYx6SY5x73YtzohjA1NaWHH35YzWZTS0tLajQamp6eNoEEWNP+/r42NzftXSDwA2fzYp5Wq2Xib8bPk7leWIRNJ44CuwMf8FUVnsj2f2OLfJ7piW/G2xPA+Xxe4+Pjlv9AuPhOArwb3i8VpcE14+ftvYQA5AvYW4gQMOHg2vC+jecKVlZhG/389EQMawS8x9vyoN/n+6wf/MpXc3xTEyOS1Gq1jBnb3d21hLZcLlvpUFA9AOjdaDSUz+ftd7FYzMBcX1XiWfhcLqeZmRnt7e2pWCxasvXggw9aaeTGxoZVQ1y8eFH5fF7z8/N65plntL6+rocfflgjIyPa3NzU3bt39fGPf1xPPPGEarWaqfyZcCjjIBtKpZL29/e1vr5uSR8TMZFIaG9vT9lsVpJUrVat1L9QKCiTyRgRcXBwoGeffVaf/vSn9fTTT78uaSARh7mMx+PK5/OmoOv1enZvLHqAAv7PBrpUWNA7tlqtSpLth0F/216v3zbr+PjYNmSnPRL9RrvdrrXHoA/n9va2VUOMjY0pm83aRrlbW1tWmtrpdKxUnPI6FGsAWySU3W7XzkcveoIk3j8tvlA7AVASrAHS0wYIoLXVaun8+fN697vfrUajoWazqUQiofX1dXO+vtUBQC3ML0QdRmBsbExzc3O2DthcKhQKaX193YANFJuQNRAokDAYeDbTHBkZUTQaNQW+VwNgvDHgrKtgebb0eqU43/EOotfrGSjC805NTVkwk0wmbUNGlDGsS+/kWes44nuVAP5FH6w/jn/9r/+1Ll68qG/7tm+zn01MTGh6evprcj1P5OKIsWM4F+9gfbUDjgOn652NT/48+E+iLclUEiQHkHecy5OWfj6gKqaNCEo6rxIIJn04bOYO5Jw0GFAC+Ozt7alcLuvSpUu6du2aJiYmjKD2JCbzH0dPouIDTM7twVTmPQGFB68Ba3huSt9pjUVlFK1s+L6v2AiHw7YfB/fMnPekcDKZNMAIQhrlG+82SFChbkRlj6qbBMsD71zXl+wyPwBfWXc+EPGAhA/O+V1Qech7/HLJNN+hZdLW1pb29/d14cIFA6V9KTjz0J/Hzy1P1mBnCED5bCQSMX/AHwgOAn0CSKpJAN0Bf3yJdDCRYRyDCjE/70kM/BrFn9xLgRM8TxBMejMeu7u7BjYwl/HHyWTSKh4kva6VkKQBtSqgE76X9jCTk5PWrpPS+1AoNEDOcm2IM+Yq6nof07D2sTPse+fb3+BLfSzg2wtKsvPyTKxHzsPmrNhzNsmu1WrWlpXkrVarmX07PDy0a2DvJWl+ft5aatKuAGKgVCqpVCppYmJChULB2o5QIdxqtXTr1i1JfVuxvb1tyV0o1G9TenBwMKAs3Nvbs4o6VIu0nMHuYYsQstBODdKKDXiJT4gd2+22tre3lcvldP78edtLLZ1OKxqNamNjwwiCeDyuXq+n1dXVgVZq3JufOySO7C/FXnvY+qWlJUnSzMyMtXUtl8uKRqMWswwPD1sbt3a7rWq1aqTanTt3tLS0pHq9bqTd6empKpWKtUii9cXp6ammp6fNlvv5g99jXxOeB5tPpTWCK+6FdwE50en0q67xc95+ebDDVxMyH7HX7PvFuiI+ZS7weYBAiD4PJECU4K/xpW8FsDCVSml+fl5DQ/2quatXr2pxcVGlUkm/+qu/avF5pVLRxsaGkajT09MW77znPe+xvc9mZmaUyWQGruGr1iBbbt++rTt37hgZQN5FDkd1HXkdBA1719AGdXx8XJlMxnIJ8idyA+yCj2c5iDGCPhBAxx8+d8E/enUrcTE5sY9/yLnIQxAldbtdA94gmYkVfGyHzfdCLkkDG/zG43HLT4nTEIsRT9ASkMowaZC88DEB1/EAHG3ODg8PX9e6Kxg3eF/jN0a/F7njj2DsQZ7m3x1xO8BnKBSyOebJKuIqL6rzAGUQgA1+n/yBOeFBPH+vPA+4EfaSPeRWVla0u7urfD6vxx9/XENDQwbAAgZjnxgf9lItFovmS8iBut1+xeL4+LjC4bAefPBBPfDAAzp37pxu376t3//931e73VatVtP09LSSyeTAXlTFYtH2c/XzOzjn32oHc435wLrh/XryRDpraUWc7sWC/pw+j+E7kGAesPe5so/JvI3ySnkOD2T79eJzYdYjfpd1QA7i7Rb5gt8YnJxCOpsr4AbYHEnWEaXVatnnj4+PTcBARxxaoLKOqaQi/+Qafk8TnpMciQotbFhQTImNwz7x3FTUPfTQQ5qbm9Orr76qF198Ubu7u8rlcgba0xWFmA080e/f1+v1TIDi8y0vTvKtQhnvII7CfUJse1LD44OhUF+MSOVwkMggfgVb5N0R82azWSWTSavuRZDDGLL3C3shIYrxvs/PR08MSrLz+WptT474dcN983PwDcbEx4JB/+tFgPwsWC3MH+9rgjhj0N7/efLeb3piBNXSyMiIbdYYj8cHwEkWgKSBlz41NWVl4tJg0Mfh251I/UR3dnbWSijZc2NjY8MW3COPPKKbN2/qtddesyDvgx/8oMLhsJ566imtra1Zb7p0Oq0HHnjAKiRIbFAes88IG8GenJzo8uXLqtVqZpBRlb3jHe+wRPTWrVva2trSnTt3lEqlzIC1Wi2tra1paWlJTzzxhJaXl41siET6lSGLi4taXFwcUAodHx8rnU4rm81a8lcqlQz0I3nls1SUVKtVM2DDw8MW+NLz//DwUGtra9aKASPsNxCFtWZB5fN5IxwweN1u1zZ/p6pjfX1dzWbznq1QWPAk0ASwbIyaSqXsWWDCMeC0z/DlztwPxswbcoCzaDSqk5N+39LPf/7zmpqa0uOPP67Z2Vm97W1v0xe+8AWtra0pkUjY/XnjS5LrjUSj0VC5XNb09LQZkUwmY454eHhYS0tLpp7FGKKU9AplgFveD+BSuVy2pIW2FePj41YJxPNCBgEgc06SZgy7X0+oOSVZ6SUb3E9MTFibDfbe4Rlwrh4s9qpU3gWVPt+o4/j4WL/+67+uD3/4wwMB0G/8xm/o13/91zU9Pa3v/d7v1c/93M/9qVUjJLUcfm8hANpyuax2u23z0zsI385MkiUiXr3GO/SfYe1yfRIoCDRIRuYocwn1sweaqULCwUajUQMePaCOw/MkAaQFyabUd7g+EPRlyN1uVzs7O/rUpz6lQqFgmyhGIhHV63VTdIyOjiqVSpmKfGdnx56PuU2iQxJG0uoDXd8KiyA2SB5SFUUASsKPWpqkj+8RjPkWdigoo9Gorly5olQqNUCCNZtNA6cAu0iiqCprtVra2tpStVrVtWvXFIlE9Pzzz9szYtsSicRA4i0Nlscyx7wCCsBeOgu0vCLEJ6h+/gIu44uwKV59MjExYSp5Nind3t62PQPy+bypV3d3dwdayPiAygNmPvnBriBK4NqSrA0TQCCtOj1ZwftiTgMAYbuPjo6sZzQ/Z95iw0gemDeMKffJ2iAg9UpJ3k2QnHorJMmeMKe9Wq/X06uvvqpms2lkJ5WiAFL+3Uln7QZ8+5ZIJGKx08TEhMUXKPi98hm1FknJ8PCwYrHY6xTE2KqjoyMlk0kTw6A29YmZJPtZLpczUo6kh/UNCIktCqq8IAwikYgymYyp5Xq9ninOjo6OdHBwYHEMtp1+6RD6x8f9fVi4N9YnFTpce2try5S2VD73ev0KWHw5hBJxHvZrcnJShUJBBwcHqlar1oYEG57L5ST1BUAkf5lMRrlcztYH/ufixYvWF5vEmyoder5Xq1W1Wi1ls1nlcjmrrN3a2lK329XGxoa1VqMqG3FDpVJRNBpVPp/XycmJKpWKQqGQZmdnNT09rbe97W06PDzUr/3arxkwyv5+vOfJyUldvnxZ+/v7unPnji5evKjFxUWr6HvHO96hixcvKpVK6caNGzo56e8th11iDoyPj6tYLNqYRSIRS6C3t7c1MTFhe8YMDQ2ZrWL/CPbJ293dtbnAPhK0uQWMwR5BtkDk4z8BFZi/vu+3F2hQFUQbLQ/geFDZq31JxL1Sn3icuQsJ+VYgRojbEKlI/Zi4UqnoypUrlrtub2+rVCqp0Wio0+lvRJtMJm0PklQqZUKxP23cer2etdCsVqva3t62diXkprxT4huAKS/+Yt55VS3v1Ps/rnkvMFE6ixv9WPh/B58lqPhmjnkbDeDpSU9yTh/L4Ks5D6r+TCajeDxuxDREAH7Gx0r+vgByPTjnxRCe4AXAZB+5ILhGjODXCCTP3t6eCdJ81QP/9s/mQSjpy/dvDwLI3rf6uIbzBUmu4PtlDniCFbEP4+lzYk/IeNCMsfPv3s8Z/1yMEzEd/rrb7Zrq+tlnn9XU1JTtxeer6iCRw+GwUqmUnY+c6YUXXlCj0bB9urLZrBYXF+19Xbp0Sel0WplMRpubm1peXrb1Wq/X7f1SOQkR47uXvFUPr3Zn/vlc2Nsej9cE2+7ye09MeMKfz4G1+JxIOts4fXh4eAB/9OQja9OLtTx4zYFd4rqeyCQPxvdxXx5/8XkFY8R1WUP4ei/sZb4jjBgfHzfsIRKJWLwYCoUsFye/JS/lvsn3yTO5X0hBT0rxDNwj15LOhNjMdwS89XpdN2/e1NbWliKRiFUwj46Oqlqt2n3ynr0NZXy8zSSugaweHx/Xzs6O2RufU7LPpAfniW9oIwr+yDuGYMe+Dw8Pm8/zpBvvwgsy0+m0ZmZmrN01pA1zCD+L3/D7UVMhjMDF54zYSF+ZwsH89qJC33Lazyf8m/fXnlDhOvciyr0v5f5YV8E57O+RXAc/8ec5vumtJ3txSIMKSQYP0JygwjsMjJZ0xkQySX1SLMlAqUgkosXFRUuCSSJIGCTp0qVL+rt/9+/qv//3/66lpSXdvXtXiURCtVpNknTr1i3df//9un79uoaHh60PLGoxwB/Ksk5PT1Uul23hFotFA8lpG/VjP/ZjevTRR3Xx4kXt7u7qc5/7nFqtll588UUrVcvn80qlUgaOkcRfuXJFU1NTunDhgi5fvjzQw48gj+SLFiZ+AgK+ETBubW1Zu6uxsTFduXJFGxsbtin4wcGBksmk/Z/yeoIH1CGdTsdUbCx6VInnzp3T7OysGf2joyNlMhk1m029+OKLCofDAyoO2nWRlLIJM4sVJc/wcH+DUAgqkmMSfyp3SKwhXiBpWNAszEKhoKtXr+qhhx7SlStX1G639eSTT+qP//iP9ZnPfEbj4+NaWVkZUB2gCCIg82wz1TPe6fJMPC8qcgzeuXPnLDFljgIKt1otVSqVAeU5cx8QBZKCRNUbJh8QwDDjfDyww/gEWWRUDLxnnos1SWWIB8RRaXulEcEJhtJXE3wjj9/5nd9Ro9HQP/yH/9B+9vf//t/X4uKiZmZm9OKLL+qnf/qndfPmTf32b//2lz3PL/7iL+rnf/7n7/m7k5MT2wAN8sEr/nGQQdAN5+4VRl6lR9JLJQfrhCoBr0wBlIHIi0ajBh43Go0BwIK1FAqdbaZKkomTI9CnnQtrn4O57oNHkkMCxampKR0cHOiTn/yk4vH4QCsb1DQkEih2g4EuTh574tU8PnhkTw8CqFu3bun4+Nh8BqTl7u6uJf4cBGcEf4w98/fo6EjFYtGAdoLM8+fPK5FIWLI1Pj6uq1evms9KpVK2ZkZGRpTL5bS2tqb19XUVCgXNz89rYWFBL7zwggVNvhUlhDIkKPe/v79vm7IDalDJwTqG7OJ9Anb5YIcAyI8DY4tNkM56d/P+WP8oqiuVil599VWzefhG9pqCrPCqMK7nYwXWhQ/sQqEzZTTvhyA6k8kMVOUQX0C++yoobBXJAYon1iWxBASJHxPsqSd4SN49sS2dgRh+7N8KB+ue/RcQq7zyyitWLVkoFCRJ9Xp9gNwP2hAPljBX2E+CllkAuKwP5gjJKHEcYpNUKmUkI0p8Su5DoZCJQqT+WvF722B3WVP4YgAY9nyoVCqanZ01sIZ5TL97KjBpqUoVBUkHvqHdbtu+eJDcPG84HNZLL72kz33uc1paWjJiGTLi5ORE2WxW+Xxee3t7qlarFsfRtpOq5dXVVSPIIa/m5+et7Rl7EiSTSQNp2ccK4paxQ1RUq9XMHrPBbTQatYqy2dlZzc/PS+rnBqOjo3bvrVbLqvAgERYXF029Dpk9PDysWq2mZrOphx9+WIlEQk888YS1omV+sL7b7baee+45qwwZGxvT9PS0VTpT8XFycmJt1/B/CEIKhYLuu+8+TU1NGcFN3IwwLJVKGbFE20RICPIg5jtEGf4aX+yrh2iJ4ffh8yp4YjvUieQn3u9hi7GjVIgCtmCn2PAeIRgiMAATruMTbv54dSUxJpVFvV5f8To7O2vt396shyf0yYvoGrC4uKhkMmmtscbHx1UqldTtdtVoNBSPx40wy2Qyr7OL/sCvEE+2Wi3V63Wtr6/b3B0fH1c0GrW9ZyDKsJEeGBkbG7PKVWxQcM8P6fXtM4Lv3/vAIDAefBYfgxAjI2DgYH0BnFEpzXN43+srNRB3jI+PK5vNmn9gPfmqBv9swX978g/gjPiEteFjDT9WXMM/J8/GOmG8g+3v/Lj7v4Nj5wVAfqy5Pu/EizeCJBaxtQee/djwBzDbi5HuJSTz9+RJLx/LezLGP5cfLy9EIX7nsxsbG2o2m2o2m5qdnVUmk7ENmLG/CDEgGGk9V61WjXRut9smZNrf37f24OFwWLOzs5qdndXVq1d169YtJZNJPffccybQYN3QhtdXQwTBxrfigX/ya8mTY+Rvfo57skQabC8kncX42IMgUCudERweRyHHJaeUXl8JL53t2+CxEZ4FEBif6tcgz4ofJ7f0OT5z2hNDfp6MjIyY4Afy0ZMup6f9lvTkU5JMhDI+Pq52u62NjQ17Nt8hJRQKWUzEvKVS2T8X9+ZxC56duMuTQ+RVVPBTpXhycmLxCGQ2e9qBVUpnGBiYHrEfdjUUCg2IP8m9gzifbw3qbRj/J6f3cYonULwAj2fz5ISvLsSGU9FGPMZ98O4ikYhVLbbb7YEuM0Gf5Yk8T/r5cfZzydt0T0wzv71dZyx8ZQnn5v14wZ9fN6zJINnN7/h8sBKLz3vx4Rs9vumJEXo3kuCQzFGKgxFrNpsKh8NKp9OvO4cf8KAKgsEmmeUz8/Pzptjb399XsVg01erMzIze9773qVQqKRKJ6LXXXtOTTz5pAVOv19OLL76ojY0NXb9+3dRqCwsLSiaT2tnZGSh7lmRqKwwUrYXm5+f14Q9/WN/3fd9nQFCpVNI//sf/WNevX9dP/uRP6uWXX1Y+n9f9999v3wPgOjo60sLCgq5du6bJyUnbuDkajdrk9ZUr0WhUs7OztiE3lSIkXvRlBohstVoaHx/XzMyMHn30UcXjcW1tbSmRSOgLX/iCnn/+ec3OzpqKV5KBciRcOI+TkxNtbW0pFArpwoULuv/++7W5uWmgyP7+vrVrwKCwwTJgAuNPuTK9uOmfCHCFg0AxgvIOsGJsbMz2h4HA4DMYUuZduVxWt9vVpUuXFIlEjNxZW1vT888/b23G/MbybMrkKz96vZ4F6AR5JMQkHsznVCplKkRUJolEwgDhO3fuWBIzOjqqdDptVUsk0r4nOQ4BJSzvA8fs10owWGB8CA45vFrCK9FRvA4NDZlDBcABSPGtSDwhxFoJGtJv1PFf/st/0Qc+8AHNzMzYz370R3/U/v3QQw+pUCjor/21v2Yq0XsdP/MzP6MPf/jD9n/WviQDVQmSe72ejRFjjtKNgNBXH6FA8+/RO8wg2Sz1gwr2oBgZGTFQOhqNDrRmg4gol8sWcDCnqe4hAOEeWKdUWEiyudfpdAY2N4eo8SoOghupT5xDXjC3Udewb4RXvdDKDxDSl0LzXRwxPfkhcCBx2Cdoc3NTqVRK8Xjc5jTBIY6cdUSrid3dXRtn9gSSZOQkgc/x8bE+8YlP6FOf+pSGhoaUSCQ0OzurixcvWiXb3bt3LaBZWFhQIpHQrVu39Mwzz0iSLl68qPX1dd2+fdvaQEC6JJNJs2Xlctkq/gjeUZxADi0uLhq4y7gB3DM2jDU/l/S6QNEHjyiYIpHIgOKStU+wif1DJe1Lj2lb4Oe2t6eQT8xV1oYPqBhvgm3mnVf3eLKRoJoAbWhoyBRUBPq+ootnxn8wVwlcSZaYfyTPPqCEPOH8PqF4Kxy9Xn//saOjI73yyit6/vnnVS6XlclkdPHiRWuVND09rVdffVW3b99Wt9s1cgDiCZAChRznZr0TY05OTpqd8+8QogwSDNEG/g+Cws9xwPRGo2GErgeWaVk6OjqqdrutWCym2dlZTU5OGomBDavVapqYmDCF//DwsLVO5TmTyaSy2ayBxsxTKkAg6tjTI5lMamJiQpubmyqVSvq93/s9ra2tSZKJTiRZe05IcxTTrHnfMhBCietnMhmLb0mqEOOQtNdqNb3wwgs6OTnRhQsXzM6cP39eu7u7qtVqNs48K2A8qvNOp6ONjQ3bD+TixYuam5vTzMyM2u22dnZ2dPPmTS0tLalYLKpSqVjLVypZU6mU0um0er2eqtWq2u227c9B3NntdlWr1QZU3CSn+XzefBlkD0rKl156SePj45qbmzOF8GOPPaZwOKx2u61nn33W2hYBPuBzWq2W7ty5o9PTUyPZsJ+SlMvlTDlJhQfvg4pxX3XrqzdoDcx9Q9xAVjBvfIsOn6iSP1BN5yswx8bGlMlklEqlrK0F8wMlKyQMfh2bTpyBP8AmZ7NZs6UTExPa3t7+C7I8f3mOP/mTP9HLL7+sYrGoubk5vfzyy6pUKrY/UDKZVKfT0f3336/Z2Vm9/PLLthfIxMSErcGvRG1eq9VULpe1vLysmzdv6sUXX9Ty8rKReNFo1CrLPFhD1TmgD0rbo6P+HkUocv1a8n+YU76SCD/pgU7WHP4Pn03OJGkgTuGcvlUUYhi/ZvDttKFj/kEoE1d7MgQbj03L5XJWUeLjWEgOCHMEeB5kB5AFS0DI4tsvesCW3BUsAQGLr2r0eZgfRw+++jgjmDN4kNXH/f770iDxEBSp+HjJkzG+godYyle+EDd5UsuTKX4seA4IPQ+AMoa+EoADbAF7mMlk1G63rfMHOAExGP/2+QliMIDSVqulWq2mdrutUqmkVCql5eVlXblyRQ888IDhL0NDQ7pw4YIJLEulkl544QW1Wi0tLy9bXgcATb5O3vRWPIKkm3Q2v4iLsRt+zvFz5oz/vscTmPce8PWgsicKvbDOA+D+93zfC/18TEluis3zJALPQ8xBzIcd8gIq/31/j+Tv6XRa4XDYqhh6vZ4Rp6wt1jvPRIxKZw5sDrkkYppwOGwCFp+/8ywQJlyfWJxxYY3xvlhfkPpUydZqNbOZYH5ga3QeicVitocdvoAYnfEBxwSHpJqZ58UOeRElGBz4BSIR3jt5Z7C6ws8jcm6Afb+O+R12xbczx/aQB2CfwfGodOed+vjak8mekPM2FDvM2sBOeluLH+R5vM/w5CQ4psf9vM3kZ9hqX73i1yNjyH2wRn1OH8Tzv9Ljm54YYUD29/etvQbAycHBgSYmJkxtBtBEQI/af2pqStVqVXNzczYJgooZFjzA+OjoqGZmZkwpQKC4uLiotbU11Wo1jYyM6IMf/KDK5bKeeeYZ3blzR5I0OzurUChkCfiVK1cMFKPMCecdiUQ0NzenkZER3b592wxUMplUOBzWX/2rf1Xf/u3fbg54cnJStVrN2jRdu3ZNh4eHevDBB3X+/HkjeNhwHMO5tbWlubk5tVotTU9PW4XF6OjowL4c3W6/RQ0LjvJoNklnY0hIgUKhoPvvv9+MOwbywoUL6vV62t7etoUB6Nntdm2zTV+K32q1tLCwYODFzZs3LRjf39/X6uqq9vf3LQmYmJgwkBJHw7OWSiUziiRhKKyobuB6zCfm0snJifXKlWQgCUo630uRFmZspjY8PGy9pGdmZkz5B+OeTqc1NjamVCplfSQxMgArHowjwUUlABA8NDQ0QFaFQiFLajOZjFXFxGIxm88opABPYrGYNjc3DRQCYMBYY7QkDQQbrBfWjwfhOfgcP6esjzUmyRwa7whHSnUMgDiBAe+XP9/ozTZXV1f1qU996k+tBJGkxx57TJJ0+/btL0uM+D1Vgsfh4aHa7bYODg5Mrck69yor/zkPJPA9HBHvCzDbOxwSMl/SjgMmOCOBYPw9QOiTGRyhd2QknAQXlNDjRL3q7vj42Kr1mN8AMKFQaEAhQnUYAQV7SAXVHJBMfv76v/ksiS/jBtHK+LDxuVedSbL+q1TdoATx4+XVHAQ4PmgE+Oddce1Op9+zH8AXkntubs5IWdoQ7uzs6Pj42MYLX0aC1Ww2LXn24DxqdB8sj4+PW1BNsMh7hFRFleMTWJ8kEPgwJ30Szc8J6D3xiboUu4nqiX7UzGF/LWyDVxX6d+QBBk+Y+CoYqi6Za9gcSQNkdpC8IOgLVrlyLR9IelUj5yOAJoni2lyXANcrj/j9m/1gA2t61/vEjYreubk52x+OajgCeUAzD8TxfYB9egL7ihHprKewV/x5kDgcDhtg0ev1lEgkrIKVNSedlbmTrBA/8HMSB8QevPP9/X0DU9i89ejoSNlsVplMRo1GQysrK5bUJhIJI2hYB7S94nkQiiSTSR0fH6tUKtk9AxDt7OyYSIbnJk5BNY5fr9Vq9uyQ3pFIxCpWqZgeHR3V1NSU2QmqbJLJpKlt8Q3j4+MqFAo2juVyWScnJxa3YTuJ4SqVim0YjUK32+1qdXVVpVJJW1tbRmJPTU1pZ2dHzWZTt27dsvOyjwz+h3eay+UUjUZtU2qSamw1auJer78/X6FQUDabtc0wWecQTOFwWNPT09Zv/tatW9rY2NDBwYGi0ai1f+SZyuWyAajs4xcKhUxRiXCh2+1aZUgymTRClha+2HtfoZRMJm2NRCL9KhPvA7BdrAfGCDGA31AdH8Y9UDUzNTVl5B8V8yT/HqyWzlSMoVDIlPyQmalUSufPn1c0GrX5/7GPfezrYYK+oQe+kdZzN2/etLxgcXHR4v/R0f7m7LQLhrDk3RDb+AO/Qs5HO67NzU2Vy2Xt7u4qHO5XyyEuYx5JMl/mSRdiyqOjI1O1evEh/o7YzPtwH5Pd6w/nx5d7cP1ez+VBfOJcYhHiEcAk7udelcXcO/ftYxXWvgfp/b0xflyDGID1yRpj/ZGr+UoP/1yMD7mvvxaV9gjOgiAcn/HXxJ8GwSsfa/gxDsY0PqbzR/C9Bd8l15MGW4f6ahM/J/w5gv/3xGrw8J/x88WDwf6aXvXMc5Kre7DRt2nCt5ObI+w9Pj7W0tKS+cpCoaDJyUnzk6Ojo5qdnbVWRpubm2o2m5bj+TkfHIu32uFFTUGijQPizouH/Br1YDbvWDoTboHxSGft9rlOMOfjXfh8w88vsEb/7oJ5A9chx/bP4kkXT7YSX3FdP/f9usrn89Y9BFEOMRCEhFf8eyzHtz6l8hc7iC3zHVei0ajhD8S0ELx0imk0Gpa7eVuJCNOL6IjZT05OtLa2ZtX4PD/vEgEx+/iBk9D+FfIA30e+yliCXcTjcRvvoLgUUop36fdN8fgF945foRKX8/B8vhrGd0fp9XoD2GM+n7euErwnWuwxPvgUqnSC4jzE0B6LZU6B9fBvv5b8+vK5ZzA3DRIq/rNBv+wJbO8DGDcOCEBiUn7HGvBr6o0e3/TESKvVUjwe187OjhkdgjGCcwwZATlsoAeRpqenzQARIHS7XevVRtLpJxT9liuVig4ODtRoNLS0tDTAVtJ3FfV+Lpez1jK5XE63b99WJpPRtWvXtLS0ZEZB6jOB9KGU+i265ufn9fzzz+v4+FjJZFIPPfSQLcKdnR0zEu12W+VyWZFIRN/5nd+pv/k3/6Ylsqurq6bOicViVjo9NjamdDqtk5MTVatVxWIxKwPFyLKZpAduer3BtiLhcFhTU1NW9cCGmpSRFgoFbW5uand3V1euXFG9XtfR0ZGmpqYMCCCoBAxgA3VaC6yurpriMB6PWyKXSCSUy+WsZHxvb0+JRELRaFSNRsP21piYmLBNSJkXXt3M5r6oAwFVUe1Uq1VbdFQreJBZkrGzq6ur+sQnPqGlpSXr7Sz1AUUP2F6+fHkggGIOegNGj3o2bWV8AHN9r0mAXoBbjGY6nVYulzPHRcAHy93r9ZTNZlUoFDQ0NKSVlRVrM0GSi4KK9+2Dj2AQi3NhfXENnsmXy/mScM4fi8VMvYpxrlarBnpwXnob+0DkG3l89KMfVS6X09/4G3/jT/3c888/L0nW6uWNHuxBgUqX3rYAwIDEVHn49j4QTADazJ3gOAIIA7xQgce74tonJ/22Xr5qhGo+SAecNYEQjs8nwyhZsLk4O69ADCoLvUKYdUoC6RNVglZfqUDw6xNlno+gDiU0gXA0GtUjjzyik5MTAwNR7qHK4xo+mYbs8TaUaxLMSbK16at5GNNEImF7CXF+gCbsEUFqJBLRzMyM9vb2lMlkTNHDngEQKzwj5CQ2BKWP1Fcdp1Iplctl7e3tDfjGsbExZbNZe/cAq3t7ezo8PFSpVLLAkPP5wJ2D+RZUdvqAyyfDPGMymbQgu16vD7SKYV6jUPYAiE/gfZLPtQBtsVEEqJyf98caYc57ZRV2kWfxikoOAkH/f68c4778Z4l1er2zkm3IIK/QebMfEA8ADnNzc+p2+9VFsVhMnU7H9pcYHx+3vSH4DHbLzwMIE+wCPcTZmJvqOOksaUVtxzpmHXBuYqlsNqvd3V2zxVyTeerFMcw5zgvJk8vlTLywvLxscQPnI5ZiD414PG7CHgggX5VGQgiATruqZDJpVQS+dSiJDsAdtmdoaMgqViDEfbtZSCEqkWkRiDiIVguoz2OxmLWJJN7Z3d21fRE2NjZMrANRMjo6qmKxqNnZWSMsjo6OtL6+bjH9wcGB7ty5o5WVFYsjiNXxG1RuAxCwh9fISH9PQ+YePur4+NjunVYnxGaA0qzHqakpa8U7Pj5u8SaEwMMPP6zz58/r9u3b+t3f/V2trq7atVA8Bv0i75S4LxzuV2sMDQ2p0WiYrYao2drasrZj2DyIG1q04qshtqmkwkcACOIbAQxYW7TiDVZiMo+Yn55o9IC4J8YRA+Cn/bUikYimpqYGWlrSRu4bHQt+PY4LFy7o3LlztjfY3bt3NT09bXvZIFAhfkqlUqao3d3dtUqp+fl5Xbp0aeDcgENLS0vWHrpSqeiVV17Rzs6O2u22Ll++bPkkABfkAW3v8JH4Qnqf+zybKnEvkiHeC/qzewkJuI4HmHwVaNDnA/YRFzKv+TwkKWQs5yeuJB8GAGPNYE9Yh8TZzPug+hUhSTweVygUMpEe7cK5V4RzjBHCvyBpwFgRA/l9OuiswH6EVC3zGWwK94aNp812r9dTLBaz+GR/f9+eT9JAvMt9Md7cI7GSFzB48Mwf5MBcH/uFbfJEko+hgsRYsKLN2xfmm68u9OPoK2R6vZ6JhJgTkgbek59zzONEImGiUfIWqkL/5E/+RDdu3NCTTz6pd7/73Zqfn9fVq1cNk8jn88rn87p69aqefPJJVatV6/wBgeJB97fq4eeWJxs8GcHvfIyNTfJkm8cymA8+d/GiPr7Dufh5kHxh/nBP4XDYRBydTsfiONalzx34txdu+5gVn4ufpAUUcaQHovn/+Pi4EomECQwRS3AQy3CvCGMikYjtAcvBumf/ZqpssR3EhVRdQ1SQgxIT49cZI08uSn2xJZ1LRkZGVC6XjRjwa5Rx8NgCuTqkjK8eGRoaspwhEokYrsK6xneB8XkbArHt1773FeFw2Log8F0wGCpriOmIZ8ByEBqRS/A58hreJeIC/KnH0rg+c9aL+bwd9AS4fw6PB5HzgtX4d0985229z9/5THCtemEBeCyYDevUE+K+A4Mf0yAx+dUc3/TEyP7+vrLZ7MAeIr1ez8qmGCCCcjaWOz091fT0tLrd/obbbMAunTG8JBLe6DFRw+Gz/p70Ut3a2tLzzz+v69ev6/Lly2o2m/qDP/gDW0jVatXKmba2thSNRtVut42pQ6Xb6XSs/VK327Wy/7GxMT344IMaGRnRpz/9aV26dMk2zwW8J7EcGxvTnTt3NDc3p/e973167LHHFAr1W9Y0m00Vi0Wtr6/r9PRUFy5cMEOey+U0Ojqq5eVl5XI569F8dHRkG5WnUik1m01jgDc3N20TMUnW55qAjY3iqaaZmJiwkv3Z2VlFIhFVq1VNTEwom81a+xmCVNSQqAiPj48N6GdcwuGwrl69qpmZmYHSNkDZg4MDlUol26g+m80qHo+r3W4b6D89Pa1Op2MkG8QW48Jm88w7Ai0CHozg6enpABDQ6XTUaDS0urqqdrutaDRqgQyJYDKZ1NTUlBk5AjKCNQAHqlJwoMx7Am+fLPvk0auK+C5VR549x/GTpAI+lMtlqw7iHWCAuCYlzZ4Vx1gSHHgmmrnO9X0Pdowvc0CSKcMhkyqVyoDRDoVC1jqMZ2y323+h9ufLHd1uVx/96Ef1oQ99aEAld+fOHf3mb/6mvvu7v1vpdFovvviifuqnfkrvfe97df369a/qWhAfPsgjGGIeUuGF4+SP7/PNO8IREUwx53lnqDewgUGlA2XnJA0kcAA62DsIagIOr9LGkfpWB5Js/njQ2W90SHDCNX3rK/7wWa/0glym1VWQ3PPJLnM2FArpoYcektSvDkKljQo2nU6bgyexPD4+NkWlVyISAPNzrs1aAeykqiuZTGp2dtba7hH44C8AGyCLIKEAoAiWSN5RwEejUSUSCcViMfs+tmF4eFhXr15VPB7X4eGh0um0QqGQ4vG4gX5UDHoVUbVatao53pEPzPk3ftcDKKwl7BnJtk82UH0PDQ1ZBRxjieoOsNC3gMGOck3+5vrYVQJ3SUYIE3D7AJB75T3xGR+kkVwHibcg6OMJuqDqyytouGe//vB9XJM5/GY+JiYmjBRlPcTjcXsPvAsq5nwPYd/WhPaA2KKJiQlLgk5OTlSr1TQ9PW3JJEAz4w2AeC+1HkIJQDSqlSWZsozKX1RemUzGAF5+XywWFYvFlM/nTWThSYuZmRmNj4/bZuIklVROB1VaxGm0cAHgQslKhTEEeCwWs+Rvfn5esVjMwEzpDIwi6YOwI5ZGlIPa6/DwUOfOnbPPRyIRe95EIqELFy5oZ2dHzzzzjCqVio1DMpm0PUewmVTfsTYzmYyi0ahKpZLFL2x2zzqB9AKI8ApJBD7Dw8O6fPmyEomEtdmiYox4E/IG+894YmcgHzqdjtnIVqulWCym+fl5E/bs7+8rHo/rkUce0enpqW7evGkAP6R7KpWyymkfz5H0c09U1fBzyHtsjq8QodKu2+1aKy4SfUgPSVbFC0DDfPK2HTvNHlfEHcR4+PHJyckBQptYHnCEe8BXMUckGRFJO1XvR6PRqOLxuJ5//nlr+/ZmPYaHhxWLxSzHiUQiVqmZSqU0NTVltpB5yvsdGxtToVBQrVbT7u6u1tfXFQqFlM/nLdagZfSNGzd09+5dra6uanV1VY1GwyqTuA4qX2IsfDF5kfT6vbxCoZDNZ6rq8NHet3oQxucUnuSQBls2+d97taq3g/yM+/V5nSc6eBZvNyCaqKwi/vYxP/fpFcb4d64NcEe7Ob7HWPJ/4iLOz3fxV1zLjzs/Iw7GR2FPeG5f5RoUVvCe/HP5+IXvenKGXCIYW/nD524c/p0FK2IYNw96Mzd83O7PzzMQR/r54t8/z+jBQn9PnI/Dz0+eIdhG1b/jbrdr/gK7KJ1tYEwOv7W1pWeeecYErORS4AZzc3Oanp7W448/ruPjY21tbVnMQp7xVj6C7xZgGt/An3uBrd6meCAcW8DPWHP4Ha7j8xjp9Xv9+Dxb0kAu4ucIuaKvbML/cV5wIWKeYG5Mnsr69CC9JGsNiHAiHo9btTVCBp6J2CCRSCibzVqVHzbE5zPMQXAi1vH6+ro2NjasiiQUClkOSV7UbDZtjfI8rA1PnIIjMOfL5bLa7bbhgZ4khHjyOUCz2RyIvSORiI0DpBBjBo44Ojpq8TsxEGQE6xwRnre52H5fzcO5IVy9vWA+eEzP56rhcNieHREkfov34s/LO8EW4rP8WsHH8c65B/wk9+dtHnPNrxs+56uovN/2+Yq3vcwfzsv/PbFMzMp9MDe5J7/27iW4fCPHNz0xwiLM5XIWfIXDYbVarQEV8+npqSUrLMJYLKZut2vqCSYJfZxxYt7QMdGYTCiiCGpoM8I+GpcuXdKdO3cMHAqFQpbswXitra3p8PBQGxsbKhQKlqSwGFnQ29vbBqCToM7MzBiQzSLOZDJ65ZVXtLGxoccff1yXLl1SuVy2ljcwuT6wy2Qy6vX6LY0uXLhgxqNYLJpybG9vz/Y3gRgpFAo27ow5jCWbG9E+plKpqFQqqdFoWOAEmAVAH4vFrC887WYAGbluLBZTr9czgIPEIJVKmdFoNptqt9sGBBJgHB0dqV6vq1armQJ0f39f09PT1v6GJJbElbFiLxUSOBJDnBAG07fnQN2TTqeNwMNBe1UoADOgCfPW7zkCyAAYDLCDMfe/h5wB7I1Gozo9PTXizDtHwGKIkW63a63P4vG49WVkDwvP0HJ4A+RVfx709ICnV8d6MN4HMyi0Tk9PzWHSb5x9Ber1ugEDPvAI3tPX+/jUpz6ltbU1/fAP//DAz0dGRvSpT31Kv/RLv6S9vT3Nz8/r+7//+/WzP/uzX/W1CEBw+qiTma9UBzA3aeEHucWcAzQBLGFueKfHWqd6irlGayHsI2DHzMyMZmZmrASTCoJWq2XJFIFJr9czIoNgwu9J4cFeP6+o0POVJPyOthFUEzHXATu5lm/zxVwkkADM8f2h9/b2tLS0pGw2q3PnztmaZZ5Ho1FdunRJ7XZb8XjcNrCt1WrWzoqxJBAj8CGoYx0S2BG8eL/Q6/U0NzdnKp/t7W2Vy2W99tprqlQqyufzBshCygAoolSh/czh4aF2d3dtH6n5+XkDSqU+OfzOd75TlUpFd+7csb0FfDLGZq+oldjLwB+MdzA54MCWHR4eWtDHvMKnY0sAyVA6EnRCrlN1iM1hnAlU/VzCFgOieDvsWxd50gPQ2d8//w7GDgCVXsCBTWCO+0TbAyrMTcbKB4Q+ACQGCH7+zX74VovEDvF43PxLOp02X+JJYt41QTgkPHPUJwjhcNj2FZqenrZ1TQstqf/uAXFTqZTNE6q0uB8CfVobYY+wUxAuqPOJwQA9k8mk2d2xsTEjCLANiCqwocw54qt4PG5tn9joGhIRMcrp6am2trZsbwruY2JiQtVqVaenp5qbm7P9NlKplO1jhpiGdgTYtm63O0C4lstli0/a7bbZK66TSCSUSCTUaDTMzwXBNWIsQN9SqWRtlHzCSZUKbUL9c2JLqQ5jLwz2D2RuAQxsb29bTjE6OmpEtLfVAAK0omWDdcAIT4ZtbGwMkO4PP/ywZmdn9dprr2ljY8MqWfBLtD4ol8s2Ht6mMmeJ+3xVriSrVGF/GuagB1XwlZBIQXGLJANtacfEz1E3ooTE/3vAIxwOGwmPTwL8AUCQZICEr4wBMIBA5PPNZtPEMalUStPT07Z3zpv1gEBErIUoxIscyFHJAcnjRkZGlM1mba/Mra0tDQ/3915E7NVqtbSzs6OnnnpKW1tb2tnZ0ebmpsVxXMdXydL+x7dW88CdB94hcMil8cceXPfEhz9YDx6M9r7QkyCcw4NC3ofi8/EFxKKIgfg5tsKTjZKMGAmKN/gTVEH733sChtjAx+Z8x6tq+S5kzJcTUDAexAE+7yKG59m9Lwz+kTQQ4/o/fuwkDbxjDp8z+u/d6736ue2f19sObAq/DwLbHP4d8O58pwFvM7F7fr74eRQkRvi+B4Z5Jn9/XJ/3S0UA8Spjwv4jtIY/OTlRLBazdoOpVMr+fuSRR3Tjxg3V63UTpTJX/7QxfbMfzCvmAjGZn//Byg8PwPNO/NokX+P8nvTjOz7O9u/dE7CSDDPi2tgK4jvWGPED9opreHuBv0SQ4ck3T4IwFr6Srdc7E6s0m03rGsB4efA9HO5XZIPJEWN7O0LcwzrBpxNbUkUIqA0WAQnE/bM/MbHz7u7uAPF7enpqsSoCir29PYvvqfhAVOz3Bjk+PjYszb9D2tch0gVH8dXCiOqCQhOwAYRHxChBYtUTdN6++3gLLMTHSrRFxxeA44CjdjodE3Syn5Xfl4q81lc4M5Ze2OPnIgSG91XelnsBridD+HfQh3lSKLg+PMbE/4O5s3RGPHpfwL+5X87l7fFXc3zTEyORSEQ7OztWusViWF9fNzCDxUyLJMASgjUC/729PdvbAWcFQOyDI2/USMBInlACVioVzc/P6/HHH9fQ0JBu3Lhhqt1Op6PFxUWrQCiVSlb9gAGfm5tTJBKxknYSgJs3b9oeIOl0emATR+63Xq/r7t27SiQSunLliimJJKlUKmljY0OVSkWTk5OanZ3VfffdZ5UntEeh/1+z2VStVrN2Kl6Re3R0ZO0p6PHeaDRUr9fV7XatNRbJeb1et17RANokpmzcS+JMgE/7B+mM4U6lUqYSxxhClrRaLQ0PD2t2dtauUyqVLPnzSUSr1bLr9Hr99gGpVEpzc3NmtGnNsbu7a+ArG03hEGnTBlFBUI0jQ7ENi+qDbxY6RAsAH4AcfaqZb/zx7Xu63a4ROfwcIwfJQ7DkSzAZZ6844vCVOblcTpVKRVtbW9aKjsSf+zs9PbUSSzZ18q2MOFhDrBNJ9g57vd7rHDmOBwW6r1xinFmP3rn4UvVvxPGd3/md9yRm5ufn9dnPfvZrei2CFFpqAfxVq1U1m03t7e2ZqhaigffgHRFzSxrc3Mo7RJI7FImMPUrt3d3dgc1S4/G45ubmLDCCAOR+CPo82E1ARMBFqXmj0TBFC4A4ARltX1DPEODRkz6Y0GLjGAsqpCjlZSN11s3U1JSR6MPDwzp//ryuXr2qzc1NPfXUU1Z9haM+OTnR9PS05ubmlM1mzXYsLS3p5s2bRsZLUjabVT6ft83MeSfsZ0BbQL+GU6mUkTSZTMbsb61W08LCgl566SW98MILOj4+1t27d/Xss8+qWCwqkUhoenpa2WxWr7zyinq9npGsEF57e3u2nwB7KuXzec3Pz+uhhx7S8vKyHn30UVUqFVPqYAuwKYDBVKFkMhkLZLa3tw0cxX5BGECoxONxS1Q4H7YEW+uTAxJlgng2dWUvJYAfAjx6ovtWCMxPgjqfADEfIck4ADdZKz75wmZBgHn7hq2NRM5affE91p9fByTygII8I0Qe5yS4RIGLYOGtcBCYB/d96XQ6KhaLRvDt7e2pWq2q0+loZmbG9r8A4GLt8Y6YZ1KfuGBTdwBByF5sCe+b5ETqv+dms2nvBxEI9hWyjVZNlPIzH4h3UNkBIGKHqUQGyINI8SpDSSYsQH0KCUAcQDUICkF8yPDwsFWNEi/TkxmCG7sbi8WMzICU8QpmRETNZlMnJyfWHhUgyVd27ezsKBQK2fuCHJVkm41jm6k4Zq0Ri9Dir9Pp75WGXYNAIhllvfo2Ol4pWS6XVSqVFAqFLHmm+tHHVgg5sB3ErdgpYnZyD6pxiIkuXLigRx99VI1GQ3fu3DGgjPgRf4jP91WOrVbLSAPAAdqnoW5kTqdSKbPL2GZJZmupIgqqV714h5yB8aLlA+0sgwpK7hMfy349uVxOk5OT2t3dNdCEGIT4hHjh6OjI2kTSkoPYt9PpaHNzU8lkUoVCQdevX9fk5KQ+8YlP/EWYnL8UB76CjWevX79uc//OnTsGgkEyklcB8JRKJXsHe3t7unPnjjY2NqwnOx0BXn75ZWtHjEBhZmZG0WjUWuwyz4gTeSc+Z0ao0OmcVU55lbQnRLClrE98MjaAA9/LXPNkrAfgQ6GQiQg9qEk+E1RWk0MgNsBOIQIkzgFUxIaw1ra2tmxtEGsQa0L0EefQvpnnlWTnY037Fjc8J3ER9+2r7sEGIMW92MIDUswj3guxEePi7TifY6z9O+Z5sCEQp4w3pCfvBlFNUFjiga+gD2MMiI18Va5v/4UN4x365+Tdc23mVfAgXiOOg6D1oDrvSBpsT8NYMU6Ak36M/f1xHvaJpc0cPqzdbmtsbEzf9m3fpnPnzunKlStaXFzUyMiIXnzxRZsDfx5A8M1weHER5KAHSz1BRlzH7/08lTTweX8Ozh8Uf/r3ze99/uzvQdLAWmK+INriOcBxyP/4PLlSp9Ox9nu03feVaX6+SrLqCZ+PUM3JuRHcetIknU5bLg1OGGyr3uv1rJ0lpAPCEEgS9iOOx+PKZrMaGhpSuVy2WG96elrDw8PWncSTWMQzYLK7u7uGvXofgO3GZlFN7UVl0hlhj9hofX3dbHOwgwmt270wmbgdm0aeL8n+JgZijnhBqfdvCJn4N37Uk+IIwMBnOR+CL+YE7wYBzujoqO0hShxOfkJ8yryRBisuvJjFk3ysHx/jMbe9iID3BzESfC6/Brw95F49Kc2c5BpgUPgKH2t6W/BGj296YoRWHWzOLZ31SiZQIUmCpe/1euZw/MaAvEwACCZPKBQyBZs3hJIM6Ec5CJg+OTmpZrOpRCKhRx99VM8995xtnOg3h0f5RRABaIz6ySsFp6entb+/r83NTVPEAgx6hS5l/rlcThsbG2o2m8rn82aAtra21Ov1lM/nVSgUdN9992lxcdHAt1arpWq1amqy09NTlUol22TXK88rlYoF0Kgcj4/7+534sctmszo+PlYqldLs7KwRIEEDxAabGAsWFQ6FPrkYaoJL32cPAzY+Pm49pcfHxw0w9kaAeUHvPoJX9oHxKmIIKuYGxhVSBtUchlSSkTeQBxhTFiy/82WR9wrKCTgxCBiD09NT1et17e/vD4BhBPu+5JsEZHi43+KGqiTmEAE4wTYtQZLJpDKZjLXWODk5sVYivDfUodFoVLlczsrvfTAtyRJq1hpEoTSo4PIKcT/Wx8fHajQaNj9o49NqtQbIIK77Vjiq1arW19eNlFxZWbHgBUIQx4YtwdGgeiAYYw0x5zxZxvxjHgfnKKAk+y3xzjqdjlXIkSyjFEHpRODhqwSkPhAJ4ULA4FUstA2EyMDZ+iAG4N4D1Z5I5jyMGQEKzwQAzb4AgDLXr1/XtWvX9IUvfMGCM6+4DYVCmpmZ0blz50wRHYlEtLa2ZiQxa4H5Oz8/b/N/fHxc8Xhca2trBpZmMhnNzs5qbm5uIEne3d1VvV5XKBTS9evXtbi4qIsXL+rGjRtqNBoqlUqan59XKpWyAHVjY0NbW1uanZ0dUMeR2POcBLUEJiinvVoDX5ZMJq1yT+oH9aurq1pbW7OqSQI4SWaPOJcPyn01BjYEkMMHPj74wUdLfSIdFQ/2hr1RUFJD4uF7fYIjyZ6VTYBJdHyFAOskmJAS5LFeCAZ5b9wXwS32EPvtEysSJgK/kZH+BokASnyu1WpZP3kUvcGNdN+MB4lDKNSvyOVn2IJms6nNzU0TdrCvw+zsrMUovONQKGS/Z/6zLo6OjlQul1UoFJTP5636oFarGTFDssB7CZLM+GVfPUqlMcA2LTeJI1hvzOlqtWoqPs4BQM4eA0HlKC2yaLGIL/ZiBEkGqNMex38mnU4rHA4bWTAzM2N72oyMjFg1dCqV0srKisUmXnwBsYK9r1aryuVyFoMdHBwYgE87EdYN7XF5F7RB5TvcBwIXqb9mAZVmZ2e1s7Ojw8PDAREAcSQ+gvXU7XYtR6DiFqISsYsXePiYRToDgiGfIBogLkj+s9msKpWKCoWC3v3ud2t8fFxPPvmkEdSQSNwHe774qqhQqK/uB8Skkmd3d1fZbNYSaNZFNBo1kRHPwblQ/BML8DyA2iTBxKX4PioVPGHLeyJvQNVI3gBZD7lNTsD4Eb9AmBEPjo+PK5/P2ybivEP2fLxx44ay2azZ6q/3sbm5qZ/+6Z/Wxz/+ce3v7+vSpUv66Ec/qne84x2S+vPuX/7Lf6n//J//sxqNhr71W79Vv/zLv6zLly+/oeuwHiYmJjQ5OakLFy5YjsG+jlSW8Y68vwI09+0+ITWj0ahWVlZUrVZVLBZtjpDXUD3vqzqJwT0Az+HBSGwq64Z1yMG88vGaz705RxAI9Z/FBnow0/voYDzhgRXum7lN7IoQzitYsW1UwnGftF4hFmDcpbO903xORyUjGADf5Xl87E6c4skYPufH28dKXrjhAWLuhzyBe/Q5FZ/xeagHnyFG+Ju56d9B8P3dC2y+13v2/wc0DqqS/bP7MfLzg88Ef+8/x7P48wVV//yMZ/dxY/D9eCDR21/mg48pGW/mEKp19mgNh8N68cUXTbhxcnJi5LAf67f64eNB3g/xjX/XrIcg/ufXhycygqQG17gXucZ7xt7x7okBuRd+59uAe5vD2uD9QlSSs7AWstnswB6efh1yH37u9Xo9I918Wy1vU2iPCg5Gd5lQKGSiEI/RIS7PZrOSziqdDw4OTARBNUqz2dTS0pIWFxfVbrdVrVY1NTVl2KknXsBLwbMQIJMrevKIPF46q2glNiT/JxbiD9iCFycyrtgnjx2w3qgEx2Zyf/494hdCobMWXMwZ/B1/4z88BoZdAI+mOwQ+mFwQsgoMAjtGu2D23vRzGzwUXJMqHNYB4+BtLM/mx8TPbeabJ1LwXf7znsgI+sYvZ5+9iNpjBlwzuBY9KflGjm96YoSBoBIAoAAmEuCLCYeSqdVqmapYklWU+EnBz0kmvbrBBzS00IrFYtrf37fPA4Sl02ldvHjR9q7Y3d3V9va2IpF+WwQqXQgQIQ1ICCE+2BydljVSP+lIJBJmkAEmAQRfffVVTU5O6r777lOn01GlUjHFHOrAyclJUxzzXPl83tTRx8f9/VlIMjzYwsbpkCKTk5NaWFjQ+vq6Tk5ObC+QsbExxeNx5fN5M0K8B1r4dLv9DQEBiPymoF61wt/b29vqdrsGxO/t7dmG6yjPAJMkmaqbpJjEFiIrHo+bIyCRY4xoDQGYzEIGUAZIxUh7xQzGij7cjLMH72HsvQqHOYvRJNAm+cd4elUNDhc1FnPEB+bcm2e7AedQOgFeABbgsACwJRmZ4tnueDyu97znPRoaGtKTTz6pO3fu2LhxDcaDZIrWT4DTPsj0CQvPiXoRpZrfW4Xnw2G/2Y9er2fzHSCU9ylpQMHnFSFBENcnDR6Y8CCudFbOyM99+y1JZqtIriORiPX/x956x+wVDD6AZf2iimUtNptNCwiY+4BUPikASPGqMNYP89EneDwzybxXkp2cnNjG4RcvXrSN35544gml02kDJwG1+T73ks/nNTMzo83NTRWLRc3NzZlqnXcBeMhap00in5mbm9P8/Lzy+bympqZs/aOUpdd6KBTS7Oys0um03va2t9mm64888ogWFha0u7trhGav19PTTz+tYrFoqlw/dhCjkqzqcHV1Vdvb26rVagMgwvFxfzM7SHEArnA4bEqVUqlk6uLx8XGrJuE9e6UPNoA5yXrGlvsgiiDJz3tsB0H+1NSU2V8qCD0IEAqFBjYY5D0iuPDJsl9XzGPsqwe/v1xw50EMzkuSE6ycYj34gNqvW7+Whob6+wywt42vXnyzHz5h9e1SpbM9V/BltG7CNrEPEu2aIOFo1cmaxJ/v7e2pWCxaS6pkMqlisWjJHMQuc8wTJl5hzPzye38gTgDw98AwSRfqL9aLJKvMhWDDN3tQCBuHgo8WAyTTtBmIxWJGyqBG7vV61vKItUFbrqGhIdXrdbM/kMFDQ0NaWVmxZNOrjhFXEM8BsLOGsZ+Mnxc2hUIhIzRpl4eqsVgsKplMan5+XkdHR2Y/2f9DkglyEER5P4B4hGsDGPMuSeyJdTxxgL9h3mEPsLVDQ0Oampoa8C2tVksPPvigCoWCnn32WT322GM6f/68lpaWdOvWLQOkW62WVcH5GEqS5SYeJGSPReakB4J8hRngNr6LtnDEW9hZ4mUquBEZQfAgsGBdUdVH/gAAQTs5+pmPj49renpa0WjUlKfBHKzbPavKhiDKZDI2z3K5nM3R/f192/9ie3tbS0tLVuG5vLz8F26HOOr1ur71W79V73vf+/Txj39c2WxWt27dsr7mkvRv/+2/1X/4D/9Bv/Zrv6bz58/r537u5/T+979fr7766hsis0dG+nsRfdu3fZvuv/9+vec971EkElGr1VKn09Gzzz5r7XCxS7RRi0QiymQyZpOorqSi9fDwUHfu3FG5XNbGxoaRL7Ozs+ZPvZraA8LkipCLzE9fHYLfZP5BCiByCYK8rFWvqOZvH//5Ned9ZpAMYH5jZ9iTkDwDH8G8ZD8biNbR0VGr5otEIpZXYQ/pNAAhCs7AGsKeAewhGgFE863sWJ+eeIdUh8j31dqMtxfRsSYZJ9a6z7kA4bDXjAfjg3CDCiHALgQIxH6MD7iJrx7h38RU3uZzfg9G8+49WUS+BwgMWBcOhy2eYhyCcZMHzrD9xGTSmYiAsfKVMh6A87GZJ4CC8Z1/Pg6qLBFg0DJoYmJC8/Pz6nQ6to8D8fXh4aE++clP6umnn9bnPvc5vf3tb1c2m9XCwsJADhIkcd5KB2MezHWxJ6wPL2CTztaLdOYnPdElaWCu+dzBk15+PXMt8s2g4n58fNz8I6I8QGr/Oc7HHGfuSTJh3ezsrLLZrO0dLJ3lKeAtfmzwBd1u12LZVCqler1uvh7h4tTUlLVI9rFfvV4fEJox/xnLra0tE/Vtb29rcnJSi4uLWl1d1fHxsVVq80yIUCYmJlQqlaxChcpCSBX2oANXkPp7QktnJAN2lHgTHJJ8zcfLsVhMjUbD4pZkMqnh4X5LSQR/VJYjyMXWIgxCTMC88DbKE9rYMf855iHzEywM3Je4kriZa4L/IIAgjoJ4QNzIeFAMwHsFVyX38PE+doecBNEMfie4hjzxyGd4HmJe/3vWiffJvDvmqRcp4RM5N/kC883H236NfjXHNz0xwoblkgban9BqwLNnOLtQKGQkig8kPCPrnTe92L3jhMnjJaMK88meVx1AyCQSCW1ubur4+Ng2+6bygwQRoNm3R2BvEJIJgq5KpWL9/D1pMDY2pu3tba2srOgd73iHksmkNjc3zdB4pQ5ETTKZtPZSjCkVLcPDw5qbm1Oz2bTJ5nsZUqaG+mhhYcGUe41GQwcHB9brFlJoYmLCqnx4X0FgywdB0tlGWlJfKU9pMlUtUh9UrFar2tvbUyaTsYqUcDhsCR2GG0CShYTRz2Qy2t/ft/1cfMsoD+p7lZQHVAC7vAEYHR1VNpu1Vl4o5wiAMNiopaUzRTIOEedL4oARpToK9TOgBkGmZ7up7IhGo6pUKgMKZRId3i/VBDgsAmPmGOpbDF8kElGhUFAsFtPS0pKBnrxHDJgnZ1hHtODy94sDZwwJCACpWNuo4Hyw8lYgRjyBRDIqDSaJvFvmhychSGK8+sk7LK+KkWTv3jtOgGBsFQE8peO0tsjn85Yg+yCPtYhdYR2iJD056e8lMzQ0ZECPDzawB5AsHLRSZEwA9KQz++IDW+YowQDJ8cHBgfL5vP2f89JWwid+jBXEBerVaDSqQqGgV1991fav4p4B1rzPYo13u10VCgUtLi7avgb4JQLira0tIx2o6mNfI1TDc3Nzyufz9t6z2aweeughjYyM6O7du9rc3DS1IraSNdTr9VsUbmxsmFqNVljSGbjgEwSvMGSe+QQjHO5X4KBi8b7Ukxw+WfH3wxzFJgZJEa7BASCD2gmBgN84j3vwm/dBWPugjnPzM+ZdULHnk25adPmg0SvUeGZPYPukyido3tbiu/C7VB54stJXfb1ZDz//pLMk1/s/3iV+B79EMjo8PGwKtFAoZD7KK5RIzqrVqnZ3d40sINnANzHnPVEfiUQsLmTzVeI1EmHmBbaVtksAdrQS4Pk2NjY0OjpqCjliH+Ik7p+5cHJyYm3larWahoeHBzZZp7UA8SwELd/nXnmWcrmsXq+nSqViNpz9Aoi7Tk5OVC6XjeymKhcVG3PfE5CACsQBCGUg/iGYIpGIqeWGhoaMQD86OtLKyooajcZAJQrPCNFC4kV85ituSdQhQgBt2TOPnID2KH4vF0k2F7A5xGqsZZJ7gP0HHnhA169f19bWlp599lltbW2pVqsNCAzwK5549gBoPB63ccd3pdNpGxtiQ57XAzH4bk94s5a8AMHv94FyUpJVDxBfYEM9iEh+Mzk5qZGR/v4Wi4uLGh4eVq1WM5IOu4ZvhFShCjmRSGhhYUHnz59XJpMx8KNSqRjRj2CAipyvJzHyb/7Nv9H8/Lw++tGP2s/Onz9v/+71evqlX/ol/ezP/qz+1t/6W5Kk//bf/pvy+bx+53d+Rz/4gz/4FV9raKi/p8/ly5f1tre9zTa0pc2er24IhULWro/3yV48+D7sTqPRUKvV0vb2tg4ODjQ1NWXdEdioFvvJHDg5OTElsRdfeV/nYwtvs6XB/v38n1wnCJZzrqD/9/GC/5kfA36Gr/XfwSZwHe9rfXs+fAa5F/kN7axp18kzBWNev4Z5j+TlrFf/nPy72+1ajomoEsKR2Iv41gNDnMcDTX59BYFgHzd40tUL1Fjr2EsAO0+U8ZzYVYBISA1/DcZcOiNNyAE9gMh4eiLa3xu/5z17MtrPJb7riVifT/l7CI4jrXiZW/4cwTnKH67p8y1vL70wptfrGUhMjktbPKokS6WSTk9PrUrWk3xv5cODpBweU5LOWlRxEHuzTv07IjZjfXkbwvdYP8xXvwa9L/VzgP0jyB+DOS2xDrbqXusaDGVtbe11lWY+3/ACNFox7e3tqVKpKBqNamFhwfzswcGBdnd3TUg3NNRv9T81NWU4I4SeJ3MB47e2tpTP55XL5ew8Fy9e1OHhoXZ2dux5AfqphG00GorH4yoUCpqZmTE/jpCdXJTxBdelkoKuLQjTEUL5Z6bzC58Dl71x44bZcPbMAh/LZDLKZrMDbcMQGPKOaK8FXsuYMB+x9eSNHusjpsb2jY+PW7zEvEHYhLgTu+CFJ77FOD+DBAJ3I4bC1njchdgfkYInZYj5vR/yvoYjmIfhc/jZvXw+c91/jvvDt3ucnjXhxzd43iAR/UaOb/qMORQKKRaLGWsPYM1gesAUpQcKDgwYrBmGMhKJGDPFpE0kEmbgPLDBOSA+AO2YsBg5SJtoNKpisWgtYEqlkpWvocAiQYvH45L6wSatHhqNhhYXF1Wv11Uul1WpVLSwsGBAG4nj5OSkbczIpkKAi7SVovdctVrV888/bxuwU17lN/YE0Cfh3tnZsfYpJKwEzTDAyWRSExMT2tjYUKvVUiKR0O7urmq1mgEJp6enpsycmpoaeH9s9l2r1UxhxuJnEYTDYd25c8cAi5OTE83Pz6tWq2lkpN9PG7UgrcmYK7wreq+i2KCNBArSTqffmzqVSg0kj54M8gpHzo/xp7LBJ+OoEDFQLHKULh4wBcwl0SQwx1hBEqBUAhDhuwSfe3t7mpiYMEPFPOO8gAs4a84TBF28o5+cnLQ9LEKhkBqNhp599lkNDQ1pc3PTno+gmLnhFRedTscUjwQuIyMj1qKGdYUBZ80x1qw/npe16YnMN/PBfCKR8ipPnJ2kgcSCBMU7GD6HctaD2xwerMIh+yQKFRRBx/7+vsrlsjY3NwcILoJ33rM0mHxNTk6aIrTX6+nOnTtqNptWVg6YJZ2BdThWkh/uxa8vn5wFHbw/F+c4Pe23qpufn7cNy/f29pROp3Xu3Dmtrq6a7/BOnPFcW1vT3bt3NT8/b/YrCIYDSgHucC/Dw8O20SJgI9dg/NfX1/Xaa69pZ2dHp6f9vZbi8bguXLig2dlZJRIJAy4IemjdWCgUNDk5qbm5Ob344otaX19XuVw2woDgnHdZqVT02muv2dgD8rE+GUvWLPfKM6HCQf2WyWQMSGEu+DnogxwOkmEPuAFG8G+vpPI2RpKR09KZX/VrgIDbgyrMB+/7SXilwU3WfYDmE3bWFM/lQQpf/eKTdw/KBxNsqqYYYwAuglf/nXuN45vxYOyxBR6s9skrav+pqSnbYyMejw/Md09c+YCdsd/f37c9jyCkfDUmVbuAJ35eeyKaeMyfmzXk55FPPPHTgOvEC6hPIQDC4f4+EiMjIzbPfasFfIQn0MLhfoXXxMSErly5ooWFBWWzWbMb6+vrOjo6MnELIHy9XtfBwYHK5bIajYaWl5d1fHys1dVVVSoVbW5uqts9a++YTqc1Pj5ubfdY18fHx1Z5wrwlDuO9+piGSopwOKxyuWytzYg5JdnG6L1ez1o7pNNpS/IBPPk99pH72d7etmsjqKKVKHE1SShVHdjMXq9nivxyuSxJ5i9QB9+9e1e5XE7vec97dHR0pM9//vNaWVlRs9k0IRIkhiQDJL2d6HQ6VuEH6EqeUSgUzFdyDq4NMcK8B6DDbvi5AWlEnAZR2Gw2bTy4Lw/yEfehOIQkjsViunz5sgqFwuuqh5nzwaQfUhE1OoAp8XitVtPW1pZtuI5P3dnZ+Qu0PK8/fvd3f1fvf//79cEPflCf/exnNTs7qx//8R/Xj/zIj0iSlpeXtbOzo+/4ju+w7yQSCT322GP64he/eE9ixO+tJslUnxAj58+f17Vr1wbsmCRrTcz/2XwdQCiXy9k7JY+gnfDKyoqKxaKGhobMFlD1gm0i/vSVwgivsH/SGVERJEZ8HMe8837eK5395/jjhW/3AqbvRZJz/6x/f158q4/TsJUQ2p4s8ZuuIwiq1Wra29t7HTHiAc4gMQJQil9nPXNfXjRCVWEkErH20+S/gFVBgtOfx9s36aytVzDeCGIdPvZh3LEFgKdcizXv92ziOr7yBf/IfQZV9cxxru+fyxMSHoDzf/y79qIH5og/Fwff8/ftY0LG0Me3PDcH7y4ohGG8OD9j6CuJOR9xBXMPbAF/WKlU7tkC8q1OjLDmyDU92eTJA098eFvEZz246vEHDk+e+NiOzzEHvFiM8zEPe72z/S6Zv9FoVM1m0+wD1UvMd77vQWvaTXtSxseafBfB8uTkpDY3N7W2tqZz586p2WyqUqmYqKpcLmtkZERXr1616pHx8XEVCgW99tprKpVKWlhYUCQSUaVSsbwDu8+YEC8dHx8rkUioVqsZtkg1AuIW4qRQKDSw9yV5P10GvK33ez15chbxBuSHz52I0U9PT81+HhwcKJPJmIDn4sWLWl9ft31Tw+HwwN6qzJHgmvNkV5BoJtZC3OTnKjYJUpwKY0RRzEvmEiIvTxAMDQ3Ztfk/P8OnMs+YE17g4MV7Hn8DA/Q5NvMM++XnNvcqDVb8cW5P7AXjA+7biwj4vic7PZbkMUZ/za8bMfLHf/zH+nf/7t/pmWee0fb2tj72sY/pb//tv22/7/X+7L6ptVpN//Sf/lP9n//zfxQOh/X93//9+v/+v//PWv+8kQOSwyefJycnAxv0eEVrt9s1BpGWUCzoeDxuzB/MKRMrFAoZWMSL8WWkbGy3vb1t5wNMTyQSpviljRVBLouBEiwf1FI+Vq1WFYlETKkmnW06v7y8rGvXrllCVywWdXp6apsZnj9/XsPDw3r++ee1ublpjrxWq5lznZqaMsOEwgegPB6P64EHHtDCwoLt5eKVInzWs9mAhyxI2vxATmDISqWSpqenLQhn3GkJVK1WzYBAvPBO2eDx8PBQy8vLmp+f1/j4uJrNpkqlkra3t5VKpdRut7W9vW0Lh8CT5BoVHoQPlTepVEqtVktra2v2jlA5Dg0NDQAMONogCBMKhYwNJ5kDUOl2u3YtEhvADw9IE/QwB0kqGXvmJ6DMwcHBQBk6qljmGOomD/jggCADCTw7nY6VfQNmepCV3oWxWMw2/Wo2m/riF79oBoqyee4DZ8J8IbhGresNG4aXscAwBgN+Psf4806GhoYMjHgzH8xLqp2wP9gprzrxwRTjCSmFg+b9Uh2Bk5HOiA+CRp90AlR4p3R0dKRGo6HV1VWbd7TXA1xnTqDKjUajunjxotLptAqFgnq9nilB+Q5l/F6J5sFnEmoOkk5JBrZ4cghCjT1vfMVfKNTv1b24uGgE1M7OjrLZrDKZjEqlkgWvHCgrdnZ29PTTT2tkZET333+/arWayuXyQGvGXq9fUu37S6M0vnbtmjqdjlWecDQaDd24cUNLS0umGqOS8Atf+IK2trZ0//33q1AomA3a3d1VLpczG8h36NNO+5bbt29rY2PDVL0Ac5JULpcHlNTMH8bl+Ph4gIzCxhDw01YNVcrOzo75N4Ln0dFRa/vBwdwgsPeBvldoezAbpQyqF4CI4eFhzczMqNfrqVQqKRLp79917tw5pVIpbW9vW0UAgSiABPaM98azMZf8WGHjsFX88fEIn/MBKnaNIJ5/k/h7xSo/j0ajtjkiQg7erw9CvxbHX7YYkIMxpfIWu8bPPYmWzWZ1+fJlawOUz+e1sbExYBeZSxweyNvf37f5EYvFrC0Tdof4wNtOv1bws6FQyBR/HngjNpHOEnLmNXaO+UgbAw+qSWfgty/LJ070e+tht4mLaNW6uLioTCajg4MDzczM2FixllinJMMAgktLS1pfXzfbsbm5qaOjI4vXIBOoGCHGQ9zAemPtAOx6kJDe0x5Y7PX6lXCsa4hX4i3mQiaT0cLCglUBAk4cHh7aZuu0Kzs9PbUKG+wyxIYka/fKnEsmkwOqz8PDQ5VKJbO7h4eHajQaKhQKJo4plUp69NFHNTc3p09/+tN69dVXdXBwYPuFBEl3gBDEUPwOAoLrN5tNzc7OKh6Pq1gsWjuqbrdr8Sh2FBDUx/RBIhc/SQVdJBKxVrgXLlxQJBJRtVodII0hV1C0Y8PGxsa0sLCg++67T8lk8nVknVfAAzySHyGC2traskp0wAj2zWo0GgOA1ebm5ldtV76a4+7du/rlX/5lffjDH9a/+Bf/Qk899ZR+8id/UiMjI/rQhz5kRE0+nx/4Xj6f/7Ikzi/+4i/q53/+51/3c6qY8LuSVCwW9cwzz2h5edmEa5Js7VO1zjvjXZfLZdVqNd24cUPlclnNZlPz8/OKx+M6d+6crSPiScYX/+irMvx88jkRsRbzF9vE56TB/UGwk4CHnJ8YVdLA+X1s6kFIbCP2i3wDctpfG1LTi4eCsQc5Fl0cJiYmtL6+bqJBBF+MAznJ3t6eVV0xr8l/8U/hcNjEHrTJogUkAj/WIa1m/b4enljkPr0i2ccrPt7Av2FL+F0sFpMki4993k9O6HNXiFS/0b3Ub2NIbj80NKRMJqN4PD7Q2cHH5rS28TGTB6bxhZ6c8Id//3zekxI8i/fVXC8otOE5gkIz4jefQzH+XM+Do/7ePFniyT5iVvaBymazqlararVahmWAWYRCIav+9GvkrSKIudfhiQ//7qV7V/8wXn5eB0FVD+z6/zOPgiQo657retKF98z65ODeyL3JQ8E3sNPe/gAOcx9B8tWvASqc2ZeLGKTdbmt9fd2EKfhexC/gjsQ3hULBRLKTk5MWMy4sLBhRTLUzXSIQNBLzeTKZbjtUWjQaDbMdCF+wp8Q7jBeCCi9gk86ISf++qdLl3cTjcU1MTKharRr+2G63VS6XdeXKFWWzWdVqNTWbTdVqNYXDYXs+RH4+NhsdHVWr1TIhEs9I21qEybwTT5AT//hK23Q6bZgOcSw2w88NbD/YLNeFTAXvJG7zcR6ENli2b+nv27MzryG9vGDbE+T8jnkJFuX9pvfvrE3sPvaTz/s16Ukpn595cuhe/3+jxxsmRvb29vS2t71NP/zDP6y/83f+zut+/5X0Tf2hH/ohbW9v65Of/KROTk70j/7RP9KP/uiP6jd/8zff8AMwMDhuSQMAqw+2PAjc7fY3Nz84OFC73baNqwEuWCSA8F6xQXBAkM9iyWazpo6GBUVhc/nyZT3wwAP60pe+pHw+r3K5bMnW0dGRsZIAQpFIxIgR+toBfh4d9TfgrNVqevLJJ/Xoo49a9YkkzczMKBKJ6IEHHjAm+eWXX1a1WtXGxoap0ahKyefz1qJhZGRE6XRaJycnWl5e1tjYmC5duqSJiQndvn1bx8fHajabikajxiIDbu7t7alcLtskx3BSnt1ut228WXRDQ0NWnQH4x/si+WOx7e/vWxAG0TI+Pm4VJRMTE7bXCG0uIHxY+OxhwncJqnwAhLHmnnnvBEQYDfZNgdQgUKfUzW/sjjKPUjhAkG63a//35ycoo6wd8gaDB/gtyZwOQA1JIuDj/v6+0um0gaEYc59ASGeOhAQW40VghzNnPaBiIFjHqFGqSHCHsccYc89+XAEW/PsgqSAx8e8II03wTtLu12M0GtXdu3ffsE35Zjt8wIdt48ApAWJ7mwWI6AMHn5j4YN8DJ3yOIJHfDw0NWZUX75mKkL29PdXrdQNjAOGks17np6f9dioQArVaTZVKxcDDUChkrQNI3HD4U1NTA8o1bzMA1QAOIcVJiiFvUV9TOcfYZLNZ7ezs6Mknn9Q73/lOJZNJHRwc6O7du5YQU5WGXSBwY81vbGzo8PBQt27dUq1WMwCbgHxkZETNZtOuT+uraDSq9fV1CwJqtZq2t7f12muvaWVlxQIb32Jld3dXX/rSl/TMM88oFosplUoZeJTNZjU7O2tkCElWJpORJLPrp6f91oTMH947STt7yTAvqIpE0Qso6t8vATfBrm+dwrlo60HfWq9+AuTFhrH2UcpjN/kdgSbKGgI1AmgqGoeH++1s3vnOd+r7vu/7dHh4qJdeeklPP/20XnjhBSsL96IAAlEqAj1B6CsaAW6JI6SzfsP4DIJ+6WwzSNYuZD3rkUrK7e1tA28IwKl6yGaz6na7ZgNps/C1Ov6yxYDSGSmGX8CmecUf76jb7SqRSFgFGAKZqakp68/slVO0eGQO4ssAhem3TEsrbE+73TaxDe8SGxwE/rhfVKg+XsC+srkia937OZ4ZsASgr1arWWJBokmsiV0kBmAd8zfEHL+LxWJWPYK9p43Y/Py8EomE1tfX9aUvfUnLy8vKZrOKx+M2toDakl7XNgs7BEiJbWdNsZ58bOLJlHq9rlQqpenpaY2NjSmRSCgc7rcaHB3t7yGzvb1tNjCdTuuBBx5QJpNRsVhUsVi02BElNn2biV+x0Z1OR1euXFG32++hzT16ZdvIyIhVbW9vb1sMSHUcoEi9XtfCwoKuX7+umzdv6gtf+IKazabZGsQOAKWQYdg8X51MgoqdGBkZ0czMjFXydLtdawHGXifYIL/PC/EEPockEyEXAEc4HFaz2VQmk7FqZYgZLybzynJsYTab1X333afZ2VkT9fA+qT4CnOHA19BWeHl52fwt8W2r1bK2bqx94sh7Aad/UUe329U73vEO/cIv/IIk6ZFHHtHLL7+sX/mVX9GHPvShr+qcP/MzP6MPf/jD9v/d3V3Nz89LOhOhtFot1Wo1ra+v6+WXX9bh4aHi8bjlPK1WS9ls1nw09oeYrVQq2f4izONkMql4PG7t8bBJ2FV8qgfl/jRQgrUbBJ55Dv7mDzGov6b/N//3YAhr0X/e21sPqHgg2YsY/LN58Npfy68RSZYzBtvf+HsD0PK+iZiGdch5iSewo/F43OIe7ol1yf3x/NhWTxr9We/Fvx9/Dc7h/YwH8j354v/2gg/prO2PH3OAOY/ZcA4+58fb23/mh//De/WgWzAvCs4Jf3gcwH+fseFZ/bNzBMfEz0E/J32c58/LQQ7jr+VFMV6tTowCDnCvZ30rHcH36uOtoL3xcaKvlvLgrVeoe1LWx5OcK0jGBn/P39gVT8D5+/fxIPmLvw/pjFBmHngRFbgiIDfVB7TDokoCMh0hgq8e8GMxNTWlTqdjsQkiEYQQ5B4IkojzYrGY+SSf5/JZuhxg68bHx61zy9DQkHZ3dy2HwW6CheH7sReIdbwdIC+k4gRyoNFo2LWJf1KplMVP+/v7evnll7WzszMQd0Ds0EaU/As/QvcSno0xBGfgHiUNtNNGAAJxwn0wttVq1To0MA/IdZk/YHKMP4IU8gTwCWwPVXvE/OA3zWZzoKIEUTN2C1uEf/G+3PtE7xf4P7Gex+WD9pNnDHZv8HbtXjmd/7nPbb6a4w0TIx/4wAf0gQ984J6/6/X+7L6pr732mv7gD/5ATz31lN7xjndIkv7jf/yP+u7v/m79+3//7zUzM/OG7gewwR8oUoNMrAd5SPQ4B+fxrBXtsZggLDImb1BhEIvFrKce/X0pWz5//rweffRRvfjii5qYmFC73Va9XlcymbSJdXx8bJtuhkIhA2wSiYSVMg0PD9v3wuGwbty4oS9+8Yt66KGHrPolEonYZ5rNpqmKd3d3bTOkiYkJXbp0Se9///uVSqVULBbNiLHAk8mktWOpVquW4FSrVWtDEQ6HDVT0JZ2SrLUPPZ273a5KpZIajYbm5uZUKBQMlKD3X6fTsY1yQ6GQgYUsXIxlsVjU6OiopqamdHh4qNXVVSMBWCjFYlGFQkGZTMaM3djYmHK5nBErqKa4T/oSbm1tqdVqWasNADaSdA9qYtRQY0JO0KpAOlMLhMNhpdNpW8i05aAVBgYMABKHTZDE9QBacGgYKVSgnvwAWAbQ89fCYPn57NsoEbBHo1FTq7APCWMyPNzv48i5fdsFQDvuiWt4QBCnQpAAcOkZdwKDbrdrpZoeBGBsCQSi0eg9bcOb9eD9BZVyPqGTZG1KPGjAfPIBI04Mx+IDTcgT6SzIp18ogQsVAiTYkBQoSyAqcOAEJ4lEQhcuXLB7o30WapRyuWwBHGAzybsH03gWeqBDpHjipFKpmEoP4plgQZLZh4mJCQOYXnjhBWWzWSWTSRvPTqejRqMxkDROTU0Z0dLpdIzkQclK6xFAb6mv3rl06ZIuXryo2dlZA2SZ1+vr67p7967u3r2r/f19W4dseAmRHAqFjKyt1WpGymAHIDMzmYzOnTunS5cuaX5+XsPDw0qn0zo97fd6pRcpBHKv17NgzoMgAMHMFd/KB//AXCF4Z32zxwBrdnp6Wvv7+1pbWzO/6uejTxKZjwSh3Avkuff32DP8Ks8CQbexsaH/9b/+l55//nk98MADRmonk0ndunVLN2/etAoaCF3mvlfLQEqz7kggguXtQdKRMQX04A+BKaofVKCsAQiqXq9foQqgS7/hZrOpCxcufI2sTP/4yxYDchBDMfZeVeeDd9bJ/v6+9vf3VSqVNDk5qXQ6rcnJSUsMfLDtfRLvDaCRDe9pFSppoO878wRgnEQNIQIxG3OUuUs/Y4Q6tNFBmBMKnbVooILLg9y9Xk87Ozva39+3e6TliicX2W+FZBLb6nsZI2rBTmYyGQNQ8dHT09PK5XIDgFIsFtPs7KzZo1wup6GhITUaDY2OjlpLH/wDABlVJJAljMnk5KTZzL29PVPcj46Oam5uTu12W1NTU7p48aKKxeKAz4pEIkbQ0F4rk8lY1QtEF+Tr1tbWABEWjUZ1dHSk8+fP67u+67tUr9dVr9e1srKibvesUgz7it/Ffh8cHCgej1v7UQCLq1evqtfr6TOf+YyB+rSz5fklWeta8hXIFfwxc5R3PDc3p4mJiYGe3rSBZF8+/AbrxoMavhKOmBBQgnWVTqc1Pz+vnZ0d1Wo1e27G3Leu5TtjY2OamZnR4uKiVRo1m00j/njvHljwgCdVPYwt68S3SMLPQ+L9aYDwX8RRKBT0wAMPDPzs/vvv12/91m9JkqanpyXJchSOYrGohx9++J7n9O3U/EGV/d27d3V6eqr/8T/+h7a3t7WxsaEHH3xQ733ve3VycqJqtaq7d+/qypUrmpubs9xmYmJCm5ubKpVKeumllwzcmpmZMSAN5TCE3eTkpNmu09OzTdOlsypxn1tIZyCGtzNe/cl78oAKZKiPYfkdecbBwcFAdYTPZ4hDuX6nc7ZfE2vCg1bssSmdCcWks/7rVO0Sww4PD5vKGaKzXq8PCMBYQ1y/Xq9b+0bsPmQgHRx8D/xaraaZmRnlcjlls1mFQiGtra0ZKFetVgeqsQAZ/XV9zBQcI28jPWDF+f25yeMRNfFvzuWrR3z7Fn5GpaLfS2hiYsLid+JKgF7fhov4jnlGDoJ94SDeC84B7J2PDTgXOQL5JPGdb18LgMncC4KDPD/xIYefA/hK7GlwfLg3VOleQc95IEEkWWcQ7PzS0tIAYf5WPBh/r1L3hFrwwOfgB31VjydKPZDLGsLO+TXGOblukMALEnYInr2QDBAYLM7PHy/84ef4bfwiuYe3AeR3YFPM80gkYrku5CsEyMjIiMrlsmZnZ3X16lW9+uqrikajmpiYULFYVDweNwwTYXcqlTKhNPt90bGA9evj6YmJCcXjcdsfbmVlxfbN9d1yKpWKrTnGPh6P255WvV7Ptivwe+GythELET/TynVtbc3WLRgXtpf4C19GiyvumfWJIApBEf/GfzFvfDzL+8On++ciJ2A/MHJnH7czzyAAsIe+egQhqF8D2Gs/54ifiLl8qy/sjidLvGAg2OmAORes6uj1epbD+DHwxHdQgBCcw/58jClrkD88p8eB3ujxNd1j5Cvpm/rFL35RyWTSEmJJ+o7v+A6Fw2F96Utf0vd93/e97rxfrreqJAN5pTNGFqfH4Y0SajQU/b7kJxQKWf9xWoJwXthGgFcAOT95WMCxWEzFYtGSVVrAXLlyRVevXtXt27etlDkWi9mkJzCjomJ4eNiUwyQ7nU5HxWLResdvbGzot37rtzQ+Pq5HH31UzWZT9XpdjUZDQ0ND2tjY0K1bt1SpVAwImJycVCqV0sWLF3Xu3DkDfBqNhqm7MZjb29umPuv1emZ4y+WydnZ2FIvFjBQgcGLsE4mEer2e6vW6ld7RioU2ZQBUmUxmoH9rr9dTOp02dpaqGgAw9l9hIyb21qBMLxQKWekbQW86nTZl8/j4uCqVykBrCcDOYrGoSqVim8UfHx8rl8tZ+wxUGwRLKMuZpySvJGXMSRKGXq9fVbG7u6t8Pm8LGUUWgAtBFEGoBxX9HiIYfBTbkE2STHHsS84xgKidMeY+AGaesP4gEblupVIxZ5xKpWycMG4YVp6XgJf/+yATR47TZyx8GThBtK8GkM56zwJ8M69IFt8Khw+sg47Cg8s4UQ+i+GTqXooqr0ph7nBO3qtXwPr3wj35d+43gIXY8wkJpb0vvPCCtV5BKYvTGxsbs/YFBBsk7D4Zo8WiB1uwJdLZHhOsZ8YJAoU+2QTMvnc8Kh4PUjLuADJSvwKj2+2arcHn0FaBMR4dHdW1a9f00EMPmfqcc5ZKJd2+fds24+XztNCiZyqgva9GJLggEUPxW6/XtbGxoRs3bmhqakoPPfSQtTVBURyPxweUjT448wScf3beB2QWNoY5R7DJ7wH7+TcVQp6Mkc42qpPOVPWMu09kfOIKQAA55ck/5j3PMjY2plarpWeeeUalUkn5fF5TU1NaXFxUKpUy31MsFo209oEic5736pXO0uv36eG9eAKHv70PgCwhYGYN+spX1jEE/vj4uOLx+AAo+/U6vhExoDS4UZ+fmz6RBARhTkciEVuPtB1Kp9OqVqsmcIA4JSj3/eyPjo5Uq9VUKBSUSqWUyWS0s7Oj4+N+L2USaa++86Ai56ElJZ9nrdJjGlvqEyPeLRskegKY/eNIlNlfI5lMWssS+jlLZ63c2FuDZJ394ahyuH37tpaWlqxdFe1Kh4aGtLKyonq9bsTg4uLiQJtMCCQqYSYnJ41QoPKYeAIAnvFi7jOWAD8QM6zTyclJ3blzZyAWikQi1kYplUoZeJnP5zU0NKRKpWKx2fHxse2l99xzz6nX61krR28/x8bGVK1WdXp6qnw+b+1zEfRALLOfyuTkpLWiWFhY0MnJie33l0wmNT8/r1u3bum1116z9Y//wb6g/ItGoybY8iSpF5mQvC8uLqrdbhuw2mw2zR4jRPEtaPD1rCGOYBzAWuOZY7GY1tbWDDCAqPBVIuQEoVDIWgvPzs4asAyhRyzN83hwHLvY7XbN/+ObPCiFTfS/+2qVg1/t8a3f+q26efPmwM+Wlpa0uLgoqb8R+/T0tD796U8bEUKl5z/5J//kDV3r+PhYlUpFzz33nFZXV7W9va1Op98jPZvNanJyUsVi0So9KpWKTk5ONDs7a0KqRqOhYrGoSCRirbaOjo7UbDYH2jZ6YNoTf+Hw2b6exAK+0sKTadLg3go+nuTwJIoHNbHl5EJeRHAvMoS4EVvr56EHdCAYuX8/n7zgxfsVwDsIE7+XEWAVcaB/Li9y83kRv4dQJw4dGenvBzc/P69cLqdOp6PV1VWLQyFz8Ht+7HzMw7N7EBciQzojQv06AnDDprDusUee+AqSj37deaAYctSLQlqtltlLD5h50Iyx8uQL7zkINvt8iLnDeVgzxJR8xr9n4gPuBbCSvIlx8CClnzvBue4BWg+U8x1Jll8w3qFQaKBykPWCn/TxDO+M+PqtTIwQI/kx9oSsf9+MvRdO+bxGkoGz3j55wgM/ynrx640561tSB0Hc4Dz37ePI6bDdfJ/ciO+DY0pn65u4gHNRsU+LVvbHo7KZWDKTyZjgj4M4D3tUq9XUaDQ0PT1tMS1CsvHxcd29e1flctlw1m63q+npaYXDYRWLRU1NTQ3kJlNTU1peXta73/1uve9979MXv/hFVatVxWIxw9pmZmY0NTVlYj/2cELUA96IUJd5AAEyPj6uVqtl7U/JzY+OjmzjdmJgj3US09GOcmJiQs1m02J2MApfWYF98fMC2+CJLI8/Mw/5dzqdtvbRrPdsNmufQTziyTzmrxeK0JEGnAOsjDif7kbSGano57gXwbIWsINeAOFJSE/UeL/D2GLLPI7qfbOPKbgvTzATh/J5fw3u3eMCb/T4mhIjX0nf1J2dHeVyucGbGOq3U3qjvVVR0HhCBGfn1cMAcbQ9oGQIJySdtZxhkAHpeekAY/4l8HsSpnC4v+F4LpfTSy+9ZKpBmM9MJqN3vvOdtoj29/e1urqqcDhsCTjBfygUUqlU0sjIiObm5pTNZtVsNiX11UaJRMJKdl988UV96lOf0uLiokKhkFZXV9VoNJRIJAw439nZsc2UeJ5Wq6UXXnjBSqUrlYoBVOwvsru7a0lcsVi0hUxLrkwmY5v4kly3220rsacX9N27d7W9va18Pq/Z2Vkr42PxDw0NqVAoqNvtWs/b2dlZhcNhY2Xp9cy77PV6Vo1CYCVJ1WpVMzMzpg5CoTMzM2MGgdYykciZcpxN2/f3921zKsgi2hmwzwnGlJ6LKMGpouGYmJiwfVSkvtMG0GRjpVqtZpsz37hxwwxWt9u1PU2YY71ezypRIIVisdhAv1zGhzZDQ0NDVonEZ0hUABnoqw2YQkLvg1KqoJifJNAEZj6R8QkxYDUqG8/qoqb2lVqsS37OuKFco/c2xg+jSfID2VgsFv9Mm/VmOHxyQrDmkxYfjAeV0HwfJ+oTKp8I+j8+2eLwQb53YF595VVXgHwAIdwzQEmz2VQul7OgFtuC8po5CRgN6E5Q4UlFglN/Hl/dhk30doUAi98DokKqAlaShHtiAFCRpAsAj0CLKjVavNC+8Pz58xaAMhYAFtvb27bBnQ8IGG+SNohO35KBdQghgx1gzIrFoq3J8+fPmwItFouZLeYPYByb0AUTvmBSCKlLQHUvBacnTAnOGXOfNBAQBoMgnwB7kk06S/b9/wn8ggmK33sMcjedTiubzWpubk7NZtMCawDrYBIeBGl4vi8XsPn3QJBPu0kqFxh7H3f4hI4Eir1/IA6p+iQR+nocX+8YkAPgmuAd/4cN8wouxjwSidg4HR8fKx6PW3LV6/WMNPHAA36GBAMRSjabVaFQ0PLysprNphKJhFU2kpRyXWIjDm+PPZCIrSRmkc5AOmwEm7PyPRT67D1SKpUs7qPSAJU+9hiiAlUq1XxehFCv11Uul3X79m0Vi0Xbg214eNjG7Pj4WMvLy1paWtLw8LDOnz9vQpXNzU21Wi2trq6aMKdSqRi5jH3tdrtGUvNzxgXbBfg4PT1tMfC5c+esIo8kkHEllhodHdXY2Jje97736f3vf78KhYK2t7f14osv6sknn9T6+rqpH2/duqVkMqlut2vkOVVbS0tLunPnjvkwQCjswfHxsa1nBD8kqoiDiM0vX76syclJ/f7v/74ajcYAQU91JXtPQbyQeA4N9dtj7O/vq16vq1KpGOlGq8RXXnlFvV7PyItMJqNkMqlGo2Hz2Se12DYUpdJZO0zslK/UjEQiBqhT1YTt80CAF0ykUinNz88rlUpZ8ovf9QIIL3gJ7mcFMO5JEL7j1Yhc86tVDn61x0/91E/pXe96l37hF35BP/ADP6Ann3xSv/qrv6pf/dVfldRf6//sn/0z/at/9a90+fJlazk4MzMzsF/TV3IcH/c3yn322WetZWU2m9UDDzxg3Q0gq8h3WHu861qtpmKxaLFLOp3W5uam6vW6iaJ8Cz1vs3jXgFyeGMGWkjcCjPAzH7tKg+p6b+uC9s/H/BzcmxdOYL+Pj48tF/L3jM/2ABZ2z4uuggQD9gpg8fDwUNVq1WwTQhVISOIgT4z48+K/ILbJMalqnZmZ0cWLF5XP53VycqJbt25ZFwj65nt8whNGnhDguowVYj0OcgTGmntCaEN+iADNxyZcL3gun9PxvvFbrFn2TTk9PbU4xsd85JmMVdC2BHMUT5rwOf87jw3xPhF2eSLDfwdbxHhBWnjSzYuIfH7lY3B+xuHJFHwHc80rufEzuVzOxJd+HZEHsJE078C/k7fK4ecwc4b/+zXtMT/AWp+PSBrwHfybdextlB9nT37xbvzvmJM+b2QO+n1sWf8Qpl6F7/MBv5esz9Gxc+QzKysrVnWWTCbt36wHcp/5+Xndvn1bExMTmpycVLVaVaVS0d27d7W6uqpYLGZxZCQS0ezsrI6Pj1UsFhWNRgeEIGCJdGJhP03prKMD1b/c18bGhonmEKFMTU1ZpXc8HlcoFDJB9sTEhFUj8z3sCyJGhOGs32QyaTgT4oBQKGSdd8bGxqyy1+8vjWCN1mS0xeY5sB0QFz738JVmzD8vPoSYoD04MWGxWNTc3Jzq9brNH3xp0O4xBzyBEA6HrQWrj7EghnyOhB/n3Oxb5IUEiP/4Hrku880TF37e+/nv4z3/e9Yp5+QgRvXf95Uw0iBh+ec5vqbEyF/U8eV6qz766KM2sDhp7wxJjgiofWsdFP0eBKzVagZu+77e4XDYNitigvjAjLIs1APxeNz61W1tbSmbzSqVSmllZUULCwt673vfq1arZZvwAjiRSAVbbzQaDevDBxNHuRkGanl5WS+99JImJiYsMb106ZK63a4RFLQGgKWjemN4eFgXLlywjbslmUGitRQgZqPRsAqC69evq9lsqlwua2JiQolEQqFQv4d1pVJRuVy24JHkbGpqSgcHB5qcnFQmkxlY/BidVCqleDyukZER1et1hUIhzczMaGFhwTbIBCREVcc+HICMtCsA4B8ZGbES/FwuZ++XFlAkZ+l0WjMzM7p165aprE5PT+16qNibzaaVJPrSPE9gQDxMTU3ZQqWygucErJRkSi7uF3DUB2gYMlT0GEcf4OHkfK/u4+NjZTKZAWVyp9MxII5z12o1U7BKsjZa9JVG/Yljxqlwr14974PLYJDhjWwoFDLggeT6+Li/IW6pVHpdcIojISgkMOd6BJAEoW+FI5gM+IqN4OdwvgSDXtHAWAIuo94Ngr/BxDj4bxIhgC5+5tUOBDCAc4BC7Xbb+r0zv09OTmyPIWwjQS3AE3OPeyBppqqLpKfValnLAlSnHryRZIkm9gvb4pX6jLNP9AkIGEs/jkNDQ9bDnmqUdDqtXC5ntlCSkRynp6daW1uzzTy5HvebSCQMNGKseV++QgyQc2JiQnNzc4rFYjo9PbVe5JAva2trmpyctA3b4/G4tre3bX3StgIb4ucZyaGfY9KZEsuDKdy/T5R9UIdN8MmsJzt80M/1/Pzj3L1ez/wZ5/Flx560QKGNchwgibYb+Xze3gvP5MlAnsOvjeA64WckVN4G7+/vq9frWTsN5isADEGiVzX6tUw7yk6nY4Tb6Oio7YH1zX78af31pUHbw5pgDQKI+QpFQF7WM8Au65f1CKkJEMtaYz3v7+9rZ2dHyWRSMzMzBrbjm9vttrU9laRMJqPt7W2zi6i9mEv4auYN98paCBKGgCMkmvhD1lgymTRSttFoKJVKKZVKWS9hRAvsMRcKDfaLnp2dVbfb1crKirWZarVayuVyWlhYUDgctr04Lly4YG2a7ty5Y+Ic9kyiPd/e3p4ajYYBOAhDQqGQkd9UT/t1UigULH6kDZbfLJ3nO3/+vDqd/n4Je3t7Ghsbsw00v+VbvkXvfve7dXBwoFu3bimVSimRSGh7e1srKytKp9Pmi7D7hULB+l4zHpubm9rd3bVqB1qFIVDBdxCfomKkihl7+NBDD2lnZ0cvvviiVZHncjmdnJxY1TnKdFofhUIha/uFH0RRSvXLpUuXrCrw7W9/uySZSAtShrgV3+ZtEz4Vm+s3EwXAg6RgL0FAPXKY4+Nje99+jRUKBWuvRs7kBQnYPkAN38IWoN+THwAQPpYMAp9fb3DwW77lW/Sxj31MP/MzP6OPfOQjOn/+vH7pl35JP/RDP2Sf+ef//J9rb29PP/qjP6pGo6F3v/vd+oM/+IPXVRn8WQf+7qGHHtKlS5eUTCY1MtLf0+bVV1/VxsaG5RYAP8QRx8fH2tzcVDgcVj6ftzk/NjZme5GkUimFQiGrlPR+jrwVP+TJCj/u5AnYTHIWL46QNBAL4Lt9O0K/vyG5FjYeW4aQjmuABWA7pUGQRjprye1jA+7T3z/vhmvR6mpvb8/6wKfTaaVSKYuZEJ55cQOxGvbCE32QK51OR7FYTBcuXNB9992nS5cuaXR01Nra1Go1y+PJX4kPAFNZRx5II97mnWFvIRypXPCxHvOFd0wsgv0IEgmecGWcPQHjRQysXx837+/vq9ls2t6VdHvgvn0ewhwICvKwD8wv5osHlX3c6u/P70fo5wWdELBNnlRGHABZ5L8L0eY3o0dEit0i9uNdsK6w2aVSySoeEXSw/iCqr169qo2NDYsh3oqkiM8dfNUPv+NdevxBOstLpHvvgxTMf32O49cF5/JiRQByD0jzjrkmNob21nyWOcta8XbV51pehOgJZT8PaSF/cHBgrSzHxsasE8rBwYGKxaKJ046Pj1Wr1fTyyy8PVLCPjIwYTpdKpTQzMzMgXqCik9Zdk5OTKpVKikajunLlilZWVlSr1XTu3Dm9/e1v1/HxsS5duqSNjQ0tLy+r3W7r+vXrGhkZ0Ze+9CUj99mvjWfKZDKWu5+enlocK8n2eOOdEGMQM0PshMNh20YA0uL09NQEKbwj4qVIJGIYIP6GeA7COBKJmK0gpgmFzoSpxFDefzK/jo+PbV9QBFV0b2G/ad4ncwp76oloT4DTZQB8zFcTeSEC52HuexJHGtzXJoj9UJDg56YXAhDHeV/H+pDOyEzmMvfP+/MEI2uWn93LznkR5Rs9vqbEyFfSN3V6eto2CecApOH7wePL9Vb94he/aAoxFKy+/ArncC/G1v8NEJzJZMxBSWdMPwPPpMVIEWxwxGIx22vj0qVLVtZP0vXYY48pHo8rl8vpM5/5jCTpypUrRsoQCHFumMvNzU1zltPT01bu3263zVAcHh5qaWlJ586dswCMxA1yQ5L1AWYzchZLLpfT4eGhWq2WCoWC7U0CucDGigS3knThwgVFIhGtr6/bQqtUKmq1WpqenjYQEuAGsmhsbEyzs7Oq1+vG2EajUVMnT0xMWCsCSbaxMkYtm83q3LlzKpfLWltbUyQS0YMPPmjAaSgUsj1H/N4alBJWKhUrw+OdAgrMz88rEono+eefV6VS0fDwsDkK2neNj49rfn7e+nCzcTwB3sjIiBKJhBKJhAH9GEaC9lDorNUXz9toNJTL5TQ1NaVKpWLsMOAWgRrAMe+BPWM82JjL5aw/JI4WI4jqxRs8TzTwvtjfIZVKqdfr2SaqfuNoQBgPDvoAORicenBTkikUuUeAb9YWxpZgGcAhyBgTwPuKFw90v5kPP9aeGPZJoA/S7kXseiDWk0v3cixBFb5PgIKJJwo+b4dRP/HeSLh9woBD5F1S5UGLIA8KEwh4QJCgg3nuVR2086IChMQGcjUUOuuFTPUEm0aiDmTteGJOOnPo9Ev3rRdDoZC2t7ctKEskEspms1pcXDR1Cu+CZ37ppZdUr9ftXrBVh4eHyufzqlarFviMj48bgDU5OalYLGYq+Hw+r7e97W167LHHlEgkVCwW9dRTT+kTn/iEbYxXqVRULBaVTCYNGPSBFfYGO8RaZ436JJg5h98J/pukzW+WB0DrSR4AMGw4ySfVfswxSa9ruwNg6O2SdFYVRcLBd3hOArl2u61Go6F6va6JiYmBfbTwm8xZD9ShnmVMfJUmSQUJMGBio9Gw9+oDWV8BiA331TeQXthKLwIBZLhX7PQXdXy9Y0AOAOF2u20qS2wDqjbeK3OJtqX402KxaABNo9Ewlf7e3p729vZM5ep9ZrfbNTVdLpfT/Py8lpaWDOxaWVlRONxv/dloNAzM39vbMyEJdsID64yJT/pCoZAB7QcHB3Y/2Db2D+K+IIcSiYRtSh0KhZTJZJROp42oiEQiVh2Bghwbsri4aPvLDQ8Pq1AoaHNz0/pJkyD3ev09OtLptBYXF01IwmbOVIjQbmFra8uAQ9qytNttVSoVW5vE4ezzUS6Xbc85AMrR0VEjnsLhsObn5zU5Oan19XWr8Njb2zMVfDwet/dOrL2+vm6btAMcoLx98MEHtbCwoCeffFKSDKDiHNj18fFxq45GcZdIJDQ7O6tWq6W7d+9qd3fX7uPw8FAzMzNKp9P6f//v/9n8pc0EdoVzkRjzTCTXp6enthcUGzMvLi4qmUzq85//vCKRiFKplG7fvm1jDwjiiVuAUNSVPgHFp3gCD/9LGwuERvhC3p9vjcU8oz0wvpjnIenm/wDHJMaA+nwOm42998k98wH//9UmyH+e43u+53v0Pd/zPV/296FQSB/5yEf0kY985M91HeKkRCKhubk528OQ2Jo9DL26mZZ3xH+9Xm9AkIXvxaYw5vhaL3jysZgHY/1cIT4N+mDmoLepHvQIHoB93k4yB4jLeCbOx1j7uNEDPf4+fZzsyRrO4eNb4lgIXnwHohfWC+MXBGI9JuF/5oUn7KMZi8VMXR2NRpXL5QbayTL3icm9IMP/8c/F2HkQzMfrPmf04+LPxbWC7501FyQl+Zl/fv/5IEjIM/nK8iA45t9vUIgSvL4XwvBs97o/xiEo9COPJXfxQqWguMoTMDynz5U8yMz5mLuA3DyTBy+D1bDExAC85Ctv1YMY2b8r/29PevB5/uBXmBNePOXXf5BE8fPXE4fkPcRyzCE/x8mLuGeEUfyOSiraSPkKKk+UINTFf3JvfFY6E+ZubW1pd3dXMzMzA/Oc6sNYLKZMJqNyuWw43snJibXwp0LjwoULisViWl9fV7VaNfKOjix0uUGoBbaVy+WsnT2f7Xb7LaeJDe/evatsNmuCEGJ01gGtYT2JDU7Az8DDsJPHx8cmqhobG9P29ra9T5/HEnvh7/Cn5GUIO4kX8aUeG/YCD293sHHMFewQud7R0ZHlO9iB8+fP27uXZNf3wsQgOecFy7xjhJnEm8RXzGePZ5CzekEZc8r7AeyQt2veFjPXPQbgRQ2e2PBrlXvyttf7nCAxwxhjKz3R/UaPrykx8pX0TX388cfVaDT0zDPPmJLpD//wD9XtdvXYY4+94WsClqES3NnZseDJOzfK0CAyUJl1Ov2NgXq9fs9k3wqp1+sZOIJijbJijBFOiRLQaDRq6jn6FwNavOtd79LOzo6p0HD4Xt1BvzdIgOHhfl852FLua2xsTIlEwsq/dnZ2dOvWLUn9ErFisajl5WXF43Ht7Ozo9PTUyIhGo2GACWo0kjGAwVdffVX33XefTk5O9NJLLxmLe+XKFZ0/f942caeXNoAee5xIslL/yclJjY+PK5/Pa21tzZw3Khr65gPGUsXAd/f29rS+vm6kh1dphEJ9FVkqlVKtVht4N5lMRvF4XLVaTbu7u5aoQUaQoJVKJd24ccOMGgkG6sW5uTlrgdHt9pXavDuUxqVSyZ4HdR9JXK1WG1Bt0mYC5QLnI3Ggt7hPFLn2+Pi4GUwAF4JhkhOCSJylV8wAoiSTSesvTOsiVAw+aYLcYTNQrunZc0kDBIl0pmLzAasPsCORiN2bD+ylfusG2OVz586p1+srv7a3t81xEQgyb1jvksxRfCOS4W/UwTgTqPtAENYfYoB/+4QDp41j9RUHjCPv1AMgPpHwxBvfpZcwdpL+qf7n+Xze5nGpVLKKMuwfCah0ptRDOQZQjdPFeaLaqtVqFqAwRjMzM5ZU0id0aKjfyi+fzw8kFgcHByqXy7ZvB+A8oDOE6r1UC1wXZRDgKoDQ7u6ubRRHRRZ7Qu3s7Kjb7VplngejQqGQbUrXbDatEm9sbEy3bt0ym0QVQTKZ1OXLl/VX/spfUT6ft7XXbDa1srKiGzduaG9vT/v7+9YqCnXb+Pi4EVW0usEmEJwRCAHwSmeVIgB6wYTRk6o+KaR0mR6xJJ8QAJKMlMVmcC6AQn8tr9ziurQO4n5ZBxCvBPE8I/YQwoxx8evGJ1yQE15tg53DdntSZHd3dyDhARyRzlRgHATVvpLQK4ZY7x7w4B18PY5vRAwonan28A3EB7wLWgyxXwYABO2jarWannjiCSu1D4X6vZ7Z9LbdblsiEVRMsYF7PB5XJpNRNptVqVQyUQYtSiG+UJMNDQ0ZEUbiR3sqWgKwjrAjqER9fMC8Jv5gbTCvaelSr9dVLBY1OjqqbDarbrdre6L0ej0jgaamprSwsKCLFy8qFoup0+loZmZGKysrRroxBvhe9sq4du2aqtWqXnnlFRWLReXzeWuxQJUssWwoFFIul7NqCyo+8vm8VbRIfSHKwcGBdnZ2dHh4qPn5eSOEMpmMcrmcbWw+NjamcrlsbYGofOCcq6urunr1qqanp7W3t6fPfe5z+vznP69SqWQVv/V6XVNTU/rgBz+oq1ev6pVXXjHy4dVXXzV7VKvVlM/n7d8AGNivqakpe8cksYidIpGIHn74YQMpIIZ6vX6F+OnpqQmYmJP4bvwKvtETwalUSnNzc7p9+7YqlYoefvhh24fg3LlzGhsb08rKiiSZshMCFkCG2A/VKP6YOYqN49kkWY4DULC/v69yuWxtbIkr8/m8FhYWNDU1Zc+CvSOHA1RiXmLf/Pz3oKD/jBfIELcEbeib7Tg4OLANZAuFguUZy8vL2t3dHSCIDg8PFY/HFY/HtbKyYv7vwoULmp6eto28AS0Aa05OToxQGx0dVSKRML/qq8aD4LAHQnxFAPOZOUcM5jei5R17MIlYi3uJx+Pm3zY3Ny0vIv6j8p15wdyVZMCPnzeeqAkCRNyrJ24h9ImL0um0tc/rdvstCCORiIkmyeeI57h3rk+8wfqKxWJWwct9JxIJXblyRa+++qpt9o7ogngAP+PjBE+48J682IUYxoNV+Bq+A2BLhY3PwwGW8cEebCQXAXfwcZ/PVfjjiaB2u61yuTwQByLsZEw4J36Je/OkXSQSMRyIfbJ89wXmKtgLlVc8e7VaHTi3Py82yYN3HjBk7H31vff3XtCA38amsbcpP0PJTwcLqjsRDLB/1r2IxbfC4YkJT0b6PO1e5Jz0ekLNg7se4PaHP5ePyYNrwoO40usxEt4rfq7b7be0KhaL2tnZUSQSsXiGa/Bvzk0+6u2uvyZzknm9ublpbamwtWCmPMvu7q7lS5LUaDQ0Pj6uXC5nuUuxWLTKYdp0Um0PzkWbplqtZhgZ59/Z2VGtVtPJyYnl35VKxcQxYEXYEo/resEl9tyTXt1u1+L3yclJE7TwPn0+jh3vdru2vxbnwrYgsD49PdXu7q7NEwgIBIw+hgeoJ6YJdr3wWDX2lpb77IXCtbgetpK5guBOkuEj+G+IHd9u3BPPvkPN6Oio2X1yWE8Qck7WGePvhYLcoyc1vM9nDXp76devJ424Dj/n2sx5n/v5+/Dr940eb5gYabfbun37tv1/eXlZzz//vFKplBYWFv7Mvqn333+/vuu7vks/8iM/ol/5lV/RycmJfuInfkI/+IM/qJmZmTf8AJVKRePj48pkMqrX62ZgOp2OMWMnJydW1kUgw+ad3W7XWpigzMeIHB4eGpuJwQEgxuETsJMEn56ean19XVLfIKyururSpUu6ePGi7t69q7t37+rZZ5/V//yf/1M7Ozuanp7W3Nyc9vf3B8CRRCJh52Sfil6v34uTHvcA1FJ/MlWrVZ2cnGhubs5K3A8PD1WpVKz6Y2xsTLlcTteuXdOFCxdsj4xXX31Vw8PDunr1qrGI8Xhcr732mrXmYiPK1dVVW6Ts7cGCnJ6eViqVsvssFAq2Gfj8/Ly1UWi32xYU0m5ieHhYa2trBvZJUrlcVqPRMGUi1SuJRMLAQElW1ra/v6/p6Wk99NBD2t3dtXYRgKCSzChR+uyN6rVr1/T444/r9PRUr732mhmSaDSqeDxuiaNPcjEAOBgAyVAoZP2+cVSxWMwcBXMqmUyq0+mYUWLDKt+z2VcmAbAFjYAH4uj7PDo6qkqlomg0asBHNBo1hSiVSLQ7o48w4DNMPr0vM5mMIpGI2u22Wq2WSqWSCoWCBak+8SHpwuh7soKkGKfDd2Hlh4aGBtbv7OysIpH+/iIYVJTVHL5dj1f2vpUOnCGBOOPhgWPvjAgcAAtxbNg85jrv1DturkcSFySsvCPlnkjOWSckO4A3tKg7OjqyPtjMccAzEgjmKeuLyjmSY+wBLQJ8RRckSqfTUSKR0PT0tO1LtLe3p9XVVSORW62WDg4OlEgkJA323pQ00JOT3w0PDxsxzr3QOxgyd2pqSiMjI9rc3LTN7F555RWdnp5qcXFRjz32mH1maWlJzWZT8Xhc9913ny5evGhEqSQb2/vvv19Xrlyxtcv7xWetr69rc3PTVM/Xrl3T1taWXnjhBe3t7Wl3d9c285RkYBhrFVKZ+cAcoPcrQGyQlCRRYy5QwcdeU8wfxks627Qa++MTV8aRpBT/48EyiGGfvPu5KGlgA1/mOwrbYKJDxSDkBfeDHcVOMw+xY8w7vsv7kDRgZ3kGr3jxxCRrm7nuiUl+5+cl9/i1Jkb+ssWA0mDZtgdhPEno2/9AKKDYZD+j4eFhlUqlgU2JAR58Sxc/L2j7BKGYSCSshJ99xBqNhoaGhowcIRmrVCrWvon55sk9r9KXzpIzKi0ODg4GQBWeAVtM7Is/bjabJs6ZmZlRJpMx8giyBkB+b2/P9pXz9hZiEH9LFQe+H7AJwQUJLeuZhFnqz1HaWbXbbaXTaV2/fl07Ozu6c+eOJUiQ7YBGk5OTtscbrT3D4bC2trbU6XRsY28PRkJGbm1taWtrSxsbGyqVSgqHw8pmswPKQvZawFbSSrdWqxlZFI/H9QM/8AM6OTnR//2//1dbW1uWWM/OzlqsPDw8rIWFBYtnjo6OrO3Y/v6+7RFHHkHiPjTU349jdnbW9hyinRlzaW9vz1ojpNNpLSwsqNFo6ObNm5qYmLAWFw8++KAJeCBgwuGwpqamrIWXb8sI2IL9JEYmt8LOQ2ADDPR6/XaAIyP9Htn4WalPks/MzCifz5uNJJ7gGQA+iF+IoY+Pj21fHnxBsFUI68ULN3xc82Y+vPCEucLcl86AXOL709OzXunMeR8vsp59TO1FJB6E92pYabCFBevXC5+CAAtzjfeFT+O7wWfsdrsm6GNPIIA37we97/T36ueCv2cvdCBWgBzw4BDn81VtIyMj1qnCg6gIH5mvHjT3cTjzHbCLMeC8xBz8DGGbr+jh9x4w9WPA+HP/Hjj3JAgYBDGKHzsfF3kRHM/iCTJ+x3eC98I5GANfHczzIy6E0GB+S7KKZh8XMuf8s/HvoaEhI7aoFMc+Mf48dywWs/3ZTk5OBlogsg64d++fGQvG2gOXfv578s0Lzhh/P2ZgBfg4X9nu1eDEhuTob1ViRDpbX+ASjK8HXP07kvS6dcLnsQWe6OLz/NzbFG/PeM9fDtAmXyA/YM1yv2tra4afkSt4MSlxEeuGnMcTM6xF7iF4DlpIkcMAxmNLERMdHh6qVCopl8uZsGZ3d1fb29uqVqsDbQFbrZYJPtiXF7vgOwcUCgWtr6/rtdde09HRkWGdw8PDtr4lWSUP5yCXBjdk7hNzEr+zTiBciHH29va0sbFhea2vTKXVGHGv36PRk+rEXz5PxfaGw2Gl02mLz5gPQRGdz2M9qUAHAYRtjBtEts+VPakdiUSMWMJfkXNwIFDg+mAs3Hewukk685P87athgjaQMfKkIvmIP1gH3g9iJz0579ch/8ZWeqLE+7Q/L/b3homRp59+Wu973/vs//R9/tCHPqT/+l//61fUN/U3fuM39P+T96YxsqdXff+3ll6qurr2qu6u3u5+72yescdrMMRgBy9xMNgJGsUvDEggIZkIoQRBBCImRFaA/AXmhVF4kZgERyJIRoAiB4JtJtjj8Xh2z3K3vr137Vvv3bX8X7Q+p06Vr0k8NoSZ+UlX997uWn6/5znPWb7ne875+Mc/rne/+90KBoP6yEc+ok996lOv6AF8ySoMEv7P31RyYNDp6S7J2jkREErDbWCazaa156KtCuwZDyRzTU5Oanl5WV/+8pdVq9WszdLR0ZGef/55feADH9Dzzz+vcrmsQqGgcDismZkZzc7OamtrS3t7e1YxAlhz584dzc3NKRaLaX9/X1euXLGKC1qr0GKq2+3q5Zdf1rVr1zQ1NWXVIgRcOJCHh4e6fv26MpmM9X8Ohc7afsFAOTo6Mjbz3t6eMSIJsGmhRfZ1YmLChgdns1lrFVEoFHRwcGC9LwlQpbMWGxsbG6pWq9YSAYVYLpdNOXHfKMWpqamhoeq0ejg+PtbR0ZG1d6AXIBfgXzweV7/f1/Xr140tnsvljPn4kY98RE899ZT+6q/+StKgd3etVlM8HjcGInNaMpmMsY5h2uHAT09PK5FImGPGAaYtD4qr1WopmUxawmt8fNyUOU4j2WoAHpQ+LJper2fsUAwN7EWUXLvdNiY5AxaZ+RKJRCxzDoM7n88rk8mo3W4rEAgonU5rbGxMq6ur2tzcNCOP4vLgPPLpkyM4fZxHDDLMUc+U8YPkYrGYlU7Ssg1wGECePvG9Xs8ql17rF/IEOOaz82Tb/Z5Iw72c2Q/PCpAGbD9ex8Vn852e+eWBRz+TgWAV8JgzNDExYYkH2rdQogorsdvtWoscAhqfcEOuYKlh9I+Ojkw3AfxwHzxvtVpVvV63doeSrO+9bycG49wHPdIwM8MzXvkcvyf8zdC7cDiser2uYrFo86YmJyd18eJFXbt2TQsLC9YnH4AbQImKDxw3qhw6nY5u3bplejGXy1k1zvr6unZ2drS2tqZWq6WxsTGdO3dOFy5cUCqV0s2bN43Nfe7cOZMBEuDHx8fW1nBvb8+APA9IeIDDB8yjAQUgKoEpZc9jY2Pm1GEHTk9Pje0iaajaCAffO3PIACDqqEPqQTc+B12EfEkykAaHczTY9IwjzoIHVfheAm8+z7MbAbZpY+nZRT6o49z51g18Fz/HwUX/kXT0yePvxvX3zQeUBlWCBIYQF2h1wpkkSYAvMjY2ZhXHnU7HqtRI0MP2J1jyIBfJDGbR0HorGo1aMgBwib1iFgj/pyUbARr6zzNffWIaH8IzUD07kGfy/fm9jYVwsL29rWw2q2w2q3PnzqnT6WhtbU3hcFg7OzuqVCqq1+u6//77lclkrD0Muvz4+Firq6sG0nU6HX3961/X//gf/8OY6vQ95x6YA8I6h0IhZbNZ+9xEIqH7779f73jHO1QsFhWJRIxFODc3Z21l0YX4FdFoVEtLSzo8PNQLL7ygeDxuLRsgc8C+pJ3rycmJ9vf3VS6XTY9OT08rnU7r0qVLisfjikajyuVyOj4+1lNPPWWJU3r6X7p0Sf1+X0899ZR2dnYUj8dNfmAgUm1BsrVQKCgUCqndbutzn/ucHnjgAV29etX8THQmFdz4YfiIvmKIdZyenlYgcDZwnaqgTuesQnxubs7Aie3tbWtnBgNza2vLEmXSoA2JNEhCQXICZAA8RHcRl6Cj0XHRaNSIOSSScrmcUqmU6TDaU/Jeng0dBtGBKgf2zb8G3Y/OhaGL/KOjX+vX4eGhkcEgdRBnYZOIGWglSHJsFKCAQOATW35W1WiLNM/g9GCdZ8F7lqkHFb1tBQDz4Jk/BzBumYEGCY+YyIPd3JMHXUYBQ2y3B234fvxlZNADo94vYV0TiYT5m3w+lRveJ0DfQ6xEjr2fwbP76hx0LzYoFouZvvEgFP7UqL8ymnTyIJJPOrEn3v/ndx4Q4/ecWe9/SwOAebQaB9+de0DW+BmtdWHI47/TFhzshepr/DDkajThwmv4LknWeh1CAOQmbDDVPyTsa7WayVY6nTb2N/vI5QE7Po/4hPvxiX5k1SeefGUSVcvELtwfYKhPjOA784d9+Nu4Hn30Uf3Gb/yGnnzySe3s7Ohzn/ucEV8k6cd+7Mf0mc98Zug9733ve/X5z3/e/l+v1/UzP/Mz+tM//VPzAX/7t3/7O56JN5pMxVbiL0mDpIdPVHJ2pAHRxssX//fJVV7n4wgun1TxyRF/4beyv96/BKsKBoNWKdLr9ayCHR/34OBgKMGMrjg+Prb4jLiVZ/SJCmIlH+94jIXPI/YE92q32yqXyyqXyxaH03qfcxwKhcwHh0yRTCaVyWQ0PT2t09NTm+ULSA9Rg2QkeFokErFqSPx17Arz04iBIFP7yhCeC9tHZxL+5jyzbj6+Y/3wV5AtMFiwPmzF2NiYVW6h18Em/ZyqYDBouoiKj93dXauGlmSYF9XlPrYmpsA2MA8Me8Vz+VgEOSAmwCbEYjHz+XwSCpngvSR6sN9ULvM8nC+fCOe9kixu4jx5PMWfKX95H28US/BnrNPpDH3vK02QfNuJkXe9611/45cFAv/nvqnpdFqf/exnv92vvuu1sLBgzgtsCg5nKBSy8vqjoyNjky0sLCgQCBjA7kGtQOCsDzwD1JLJpJXy02cP8M87ADg9kUhE58+f11NPPaVIJKKHHnrIHPu9vT2VSiVdvHhRH/3oRzU5OaknnnjCghiCa5SgH+6zvb2tdDqtlZUVy0am02m94Q1v0HPPPWfZ2UAgYIOSzp8/b4BTOp3W5OSkGo2GBYxUZcAu4uDQrokSUxjCrPHCwoKkM8NWrVYtYYIR7/f7OnfunI6OjrSzs6Pz58+r1zsb4FksFhUMnrVj4t5IoMAg80CEB277/b6V9O3v76tarSoUCqlcLqvb7VqmudvtmlLO5/MqFAqWzaYnMj34a7WaGo2G4vG4arWavvSlL+nSpUvKZDL6oR/6IX31q1+1RNXe3p7m5uY0NzenQCCgVqulfD5vDkmr1bJgmvtA6Uoy1ir/B+w4PT01pQQ45oEx+iJ6h10aHl7Ed21uburo6MjkNhw+a3dQKpWMPU9rLypcUHD0Vef+cMzb7bZ9viSbj1CtVs0R5D4AhlF+o0A18gF4AyMdp5DkFkw3HEHmL/j7IskCEw4GI0b49XaNMkSkQVDgwWjvpGFECVo8Q4D3ScMsJ4IYDBDyBzsZA0USxLMKcOZpyTIxMTE0bBKnRTqr4PNMCs+q4x74OYEEMhUIBMxB43lIbCcSCcXjcY2Pj1tipNlsWokv+sM7xqwb6ywN+s/6AITX0IPeBz7hcNh6Q8MKaTQa5vzmcjnNzMxoeXnZkty8D9YgyRmCSAJvzhtAIqydtbU1hUJnlVi0PyQJA+Pw8PBQMzMz6nQ6Vr6LI0jSEduEM8V+eSYl+0Jy0+uG0QCBdfMVe8jeqCyyf6PABt/t2TNeZr2jhAxzH6NsRx9Y4Ef4oMUnA0f3mvcR8KL3/M/9ewGzWQ/sHM/J3koDYM+3xBhN5vizyntHz8l38/r75gNKg8qKk5MTs6UAMCQJYG8xxPvk5ES1Wk2xWMz6JO/t7dl8NPwvPt+DfOgX9A+AZD6fVyKRUL/ft3NNu4tkMilJ1o6o3+/ba5EbAg2fLPR7TiDldSyyjwz5dkgkhKl47fV6NlsEAIZ2ecxSA1je29uz1qfol1QqZYEoMko7BYgUEHEikYhSqZQ6nY7u3LmjYDBoASnV2ycnJ3r++edVrVZ16dIlFQoFszFLS0vWRpbvQDfu7OyoVCrp8PDQ2tWcnJxYS6F6vW4D1/EVmMuSTCaVTqc1MTGhTCZj7by8zuz3+7p69aqWlpYseT03N6dkMmlEp8cee0zf+MY3bEDmwcGBtSpk5sPs7KzNcCoUCpqamrJq9XK5bO2uILMkk0mrCqHdI1V8AAeBQMBkOZPJWJ/wdrutGzdu2PovLi7q4sWLyufzisfjevzxx3X9+nWT6ePjYyP2LC8vK5VKDSWgfWstZnvhV6FzIb7A4CTIB1ihRzmEn1wup2w2a74ie+s/Y7RlTCAQsOSbn/+Ir4OsUxUpyQhYkl7z/fbp3V6pVPT888/b3CT2FnAJ8hTrlsvlLEYKBM5ammCviWnwz/C1sV0QvyQN+eH4mfwMHYFtGq0UwtZi27199SQp9KVPftNznr7yxBne5/DEOr7DV7SiW31rTK9LpUEFDNWAEEX6/bMqCwbl+qQrckyHCWlApPBJFqpmSLAAMgWDQc3OzlqV8vXr1zU5Oal7773XEv+5XE6Li4sql8tGwGTP0M8exJUGPouvSPB/Yzf9vkF6CwQC5qt4BvP09LQBiiRJvL/i9597wOeSZDYa5rVPIkCsIp5lliYgIy15SDxz5j1Zhf1mvXkO7DakH2KSixcv6sqVK5qbmzOyKEQJZiyAJfC8JCJ4bgBs9pfz4JNN/JxOHz5Bggy3Wi2TC7qZVCqVoe4Svvrcg59/m9f+/r4efPBB/cRP/IQ+/OEP3/U173vf+/Sf/tN/sv/jh3F99KMf1c7Ojv7iL/5Cp6en+vEf/3H91E/91HfsF6KDfBLWx6CjSRHvm49WkYzGyKNVQj7hi7z7BJhPpvj4hLiH/fYJRTAh9Bd+vE+e0cEDEiJ+I+cMAJ3z5Ds5QEDkWXy8xH02m82heAvZDYVCajQa6nbPRhAwDJx4iYSCr2RjTaenp03X+YoI9ADki0ajocnJSUsIcNZohUXsTMU17fyZtUsMj2/AvvoqEFq1Yh89tsZzoifQM3wOfr9vF+j3mkQrldf4UD6hjv73CUx8KS+nYJ341R7n8C3VfKKL7/f4IM+DbuY70Xtelol1iEOITbBrPmnCOULuIGpKMqyVe8O2cUZ9vI0/OXpG+S7W2tsTSWarPPHAYwTen/h2ru9uxPz/4Op0Omo2m4pGozo8PLRsOeXubByGfGJiwuaQkDSRzgSeEsnLly9LOlP+ZOdRQPSq80qeA8jG5HI5PfTQQ3rppZe0t7enzc1NvelNb9Lly5f19NNPmxLc2dmxgZOwghcWFtTtdi1ryAwRDP7i4uJQX9/d3V3rz3d8fGyl9zgP0WhUm5ubFghTUobRgB0YDoctiISNwCDLyclJ5XI5bW9v6+DgQFtbWway47AQCI2NjWl5eVnxeNwA9eeff96SIZFIxGZqUG0Qj8dNSXpnemxs0CO23W5re3vbnBB68wP65fN5dTodUxj9ft+CWM+aXVhY0MLCgilGhhHxXZOTk5ZAe/DBB/WWt7xFX/ziF1Wr1ZTNZpVKpbS7u2ss7WQyaQqQJEsodDbwkuolnKpSqWSGWpIxXtirWCxmACwtzmCHSxpipJPcCQYHvakJMKLRqA0ZJdjESYtEIpZAgimZzWYVDodNoXrGajqdtsA/k8mYbNCSAbbK1taWMbdQVr4M37f1QcHDeESJIVMYDIJnGOLslSSrwgEIx9ElmPbO/evhGg30cM48U94HOzg9niHj/5As9p/tHUJ0Kj/n8/wfSd/kHGFwceI9C6/f7xszjBZR6EoqM3B6PVCJs8O94BSNGk0cH+7BOwe0neD3nDmMM8DbKEA6CrCzViTnCIIBSHEOaRtGhVk6nVahULDKQBKVDGxmrkcoFFIqlTKAUhr0h6ZlDzOBisWikQR2d3fNuYBhcnp6amXQ0hmLLp/PW6ISIAC9StCHLLHWABycPx8YkORlLdkb76zBtvFglyS7X97r2TI+OYC8+aTAqEzwb38GfIKQ++F1d0uceGfNn7FRueNeffKGPwQqnjHpE1FeLv058kGXB5B8UoSzwev4/98mc/Dvy+WZSt5f8m0FvB1FjkioJ5NJaxVAAOZtK+vrq0Ww1SQDG42Ger2etUEtlUqKRCI25DGXy2l6etp8BPTNqC6BleUZvGNjY8Z+m56eNp+pXq8PscGCwaAlXqjoQg/RMvP09NQIELu7u2o2m5qYmLBENNWttDGp1Wo2Q4O2nwTunAF8Lp69UqkoGAzq4sWLliTq9/vmY507d07j4+M244Uk+aOPPqo/+ZM/UaPRsGTS+Pi4arWadnZ2LLnM3KPd3V2trq7q8PDQYgAAK4AsfJobN25oYWFBY2NjFljz3LlcTrlczvzwl19+WZ///Of19NNPKxKJ6L777rO5Ab1eT3Nzc+artlotVSoVTUxM6OLFi8rlchb8NptN7e/vmx9Iv25swtramh588EF94AMf0J/92Z9ZhQm6Epmi9SkAB/MOU6mUJiYm9Mwzz2hlZUXSmW67cuWKPvKRj9jwd2SWBEO9XjfbQ0Vho9Gw+/ZAEJXIJCXQKQS6JHogpbEHJMump6ctMcd98xpash4dHQ0NYpfO4i9Jxtymjzngtge+PGDlQTDOuweHX2sXRKGDgwNracL59vMqaNkoaSiJReIQAMQDeN7moKN85YO3wdLwEGzv+4wCIdyDpKG94/Kv8T4qNtST5dBvHtz0wIn/bO7Drx16/VvZcw/ie8CU16NnkUlPDPHv47uwPf5+fJLI+4vsTaPRUDgc1oULF+wZAcvRcewd59P7AaP3jA/Gnnggmd95wM8nFnziYnTtvD/PM2N/R88oF/69jxf9PvjvACRFF2L3/Os93uPly+NBVP/RgYHXT01NaWZmRvl8Xvl8fohRLg2q6EflgrjAy7cHEL0ssE7EwSRmvC/qwXbiJQiMdMfAtyFGDoUGFTZ+j/42rve///16//vf/ze+ZmJiQrOzs3f93UsvvaTPf/7zeuKJJ/TmN79ZkvQ7v/M7+sAHPqDf/M3ffMUtVaXhOFUatPPz+ox/+3X2yQt+Lg18Sv6NnPpY2esofx98Fu+VBvLOGYaBj4yA83h54UzjG3LO+E5+z/lgBg+/7/f7Q0Rb/GP8Jp/o9hicr+SCKJFMJg0LZZ5GMDiYQenjZ3Cp09NTS2DwrFSqttttHRwcWNI+FArZvJJ0Om3JhUajoWw2a1UynOlWq2U+K91zqIwOBoO2vvg2rIG3J3QvIDbgvOOr8VxeplifycnJobiU72AunSfOkwQGY/OJaJIQyCGJEpLAnH2v35Ejj+eM7rf35/ADJJm9R6bZex9H8nO+3ycbOEf4Y6M2nzjXx6uj8feobcUOetnnPvidvzxx1tsdr0tfyfWqToywCLOzs8Z0I2tKxQGLA6jFMG6qAHxmzG+aJGshBbNmbGzM5pH4PvnSmUC1Wi0D/M6fP29B2/LysorFogHriURCY2NjeuaZZyyT+dWvflW5XE733HOPTk9Ph1qoMDS90WhoZmZG1WpV5XJZW1tbGh8f18zMjCRZEMZhLJVKVtKPwNObFSeu3W4rHA7r/vvvN+FbWlqyUjYYMfQ9jkQixkxh0Oj4+LjK5bKOj4+1tLSkTCaj9fV1qybBwQLw7Ha7qtVq2t/fN2cdVhLGAoAbhgrPQdIBp2Z6elr1et0U2+TkpFUXLC4uWnKJQepkf1F+sVjM2pKhgPhuSXrLW96iF198UTdu3LDWUxxGElpLS0s6OTmxfuS+Z/7e3p458QSJOFpeiTGwCiARh5g1wzH0LLhCoWDVUIAktMjieeiXSgu4arU6xLZHgSP3ZJSTyaTq9boF6pRNcv8oTO4f1grK24OjHghFebMegBY+a47C94qT1/AZ9FP2oCgJEs7A6+XygY83XD7j7v8PkIdhHA1YMYycgVEgGPaTD6r4HoIWD0pj/JEbAsloNGrsW5/MIIkhacjR8s6ed1YB1nASAFm4cHao+sNpwiGDmc3n+++QZEYfxjGOHTbFg0iS7OzhMMPUTCQSNrOEgbepVErxeFzJZFILCwtWQdVoNFQul1UsFhWPx7WwsGBVbul0Wt1u11rtBYNBYzV3Oh2lUimVSiXt7e2p0WhYe0ZaU5F8xBE8OTnRc889p8XFRWUyGTv78XhcY2Nj1uM2lUopFosNta3w+0trCC+DowwsZAOZwjnEDsCUlwaMUe+E8nMfeHvHEJ2BHsVJ4h74v5d9nyhj+Dt+BEA4++3BB+TDJ0Q8M8c7u9g2D/QgHx4QHA2OSQh6Rqc/c3wfP/Nn4ztxDF9tF/tN4q/f71tQQ8Ldn2+AQUBbgPbp6WmdnJyoWq1KklV38TmjYJlPgGHrIU30ej3zM6nUZVjw5OSkms2mfSYBJDaR8+1tH3bcg2gEZQCEvJe5MgCj6HfaLjUajaFhjJAeqBhj0OyFCxfU7XZVqVS0tramvb09YzHTrgVyArpOOhsQTBDb6/X08MMPD1WWoFO8vbh9+7auX79uz4W+RJcDsuATYm/m5+eN9Y5+Rv9S7b22tmYVIqFQSNW12gDjAAEAAElEQVRq1fyHSqWi3d1dmw2Yz+f1lre8RbVaTcViUZlMxoCATCajfv+sejgcDqtcLmtnZ0fj4+M2T2ZiYkLLy8uamprSzZs3jY0eDJ618fV+ZKPR0Je//GUtLCzoDW94gw4ODtRqtbS7u6tOp6NcLqdAYFCdhDyEw2ctxC5duqSlpSUjDl2+fFntdlsXL160qqijoyPdvn1b6+vrpnO9LpNklTzcK+0vaG2Bf0qbw1AoNMT+82ALQC4sT5Je6XRauVzO9vDw8FC1Ws3kFoJSMpnU8fGxzXOhTRqJEvxr3x7Tt0+ShkEpn3R8LV7EBczYRL9xjrBh2CX8f2ZG8n4qfj3jGHuODGKXPNPWgyfoIvwKT0rBZgLoEq97PcDnebDRx+mAhpwz307Jt4zBNnuSFmvg7f6o3wuAxhkBA2CdAO/oQIBvR0tvdCD/BqyOx+NqNptGwuGeWE9awRAfh8Nhzc7Oanx8XJVKRevr65KkixcvWkKS83X58mWFQiGtr68P7YlPBnBGeQ5AM/ALksyefZ7P580/o40LeIVvBYYtgsHO+mNrvT/jwWT2ltaH+DfECWNjY1YJArjJswOI+nZkPAeJez4HYBZQMRAIaGtry54NoLpQKOjChQt685vfrMXFRSWTSd25c0e9Xm9oxgjrBHEHzMeThrw/5luxSbJ7bzQaqtVq1poRn8GTaHgmwGLkk8QILR/r9bqy2ezQbK3/177fl770JeXzeaVSKf3AD/yAfu3Xfk2ZTEaS9NhjjymZTFpSRJLe8573KBgM6vHHH9eP/MiP3PUzsRVcJOX95cFr5N+Dxr7KYjTW9YlSr/+8Lblbchcf0Puh0iBR6EF13kcsxpwK4nKf/PWVB+hV7ge/1idWAdSxAehb4gfu18e5vkKds8lrZ2ZmlM1mrSI6FApZta901uYJ4izrCn4nySpeabXZ6Qw6xHS7XcMN8eVYG+ItqlWpCqPdPC3uxsfHLc5NJBLmW7NvPv4ijsOfBvfDt0ePscc+hmPNeC46BzFPjdb+6DjWlMQTuhcZ9h1l8PPZf0mGb3qyifdh2O/RhD86jrjAtyb1NpgL/xz55z6If6VBUg4Z9rhlr9ezz0CmkY3RZDCyNpq0QG/6pLp/zSiRgHM1moQEZ/XYw+j3/99er+rECIqCvuC+T64fOOkdLhIJfgOk4f6pzWbTWFteQBB6H2hKZxuLU9PrnbVggInVbrc1PT2tnZ0ddTodzc3Nqdvt6v7779dLL72kZ555xoa2RSIRq4KgVxxVHMlk0kqGcVxgBp07d85anfR6PW1tbZkTR7BPdUmvd1ZCjcGampqysjacwIsXL+r4+FiPPvqo4vG4fuiHfsic2b29Pd28edMEHEA8EAiYc4cDGI1Gjfk3MTGho6Mja1kxPT2thYUFbW9vW0svWNRkojnEgUDAQAzWgqqfTCajRqNhbawA9CRpZ2dH2WzWQBHeT5bag/D0eF9ZWVGv11OhUFCpVNLs7Kzm5+d169YtHR8fWzBB4I2MMacAkMU7Kn64ZiQSUafTUaVSGQJR2CsUHL0Ge72eyTfAGbJFEOt7/B0fnw2tZv/9cEyftSYz7UEeH+z2ej0Dmz1TkjVm/VDQ7D/ngeDCZ3t9CblvCeaDARQwyhxwyyc9UX60YoDVSLDMZ0oD1uHr4RpNBnnDQ6LJV9QQ6IbDw7NvcAJ9UsU77OhFzxxg//g8PsMnAEmKkBiBZeerUwD6cUJpWYDDKQ3YVgQlniWATiTgQuYIZGOxmPL5vNbW1rS6umpnhPvgvb6cFjn1wZxPCHhbcnp6aixu9gTHttVq6fbt23rTm96khx9+WGNjY8bOwfkCPGTOz9zcnN761rdaj/12u63V1VXry865ALgLh8PG7AZQ2tjYsNYzKysrunjxohYXF5VKpRSJRHTp0iU99thj5ih3u12zWzBifCkxILJPIKHjSUCj1zxbxTsqyCaO6GjyAucVkIHf4/wgi6ybpCEADFnw+gKZxXlEH/o99UGBD07Zf+8QIpME3twXPWgZDEh1gO9FjVz6ahvOFswwHGf/DOhHH4jz/2g0av4O9/pKHcNX2wWg4oNcD9xwNmOxmFKplMLhsIHuJBu8TgH0iEQiNucqHD6bQ4du8voNeSNxwHmBfBIKhbS9vW1AHqAu/dSx+QRq7O/p6elQJScDrX17E+w/zw8oRNDC57Tb7aHKUV53fHxsCRGSJa1WywJh6WwWH/dx7tw5RSIRbW9vG1uQAZvIWyaTUTabVafT0cbGhlUu37p1y+47lUppenpa7XbbgmNmtDAHbXl52c4HlaPeThFk8rwEbiTCAfSuXbtm5/b4+NhaE3Y6HSWTSU1OTurOnTs6ODjQ2tqaMSABryYmJpTP5404I53pquXlZS0vL1sCAgITJKZIJKIHHnhgqH1ZsVhUIBCwAe1U9gFmMzOPoBo7iA5DJ9MOMhqN6q1vfatOT0+Vy+WUyWR06dIlazNENTP3UC6Xbcgp8gM4gE8cCATM72Q90UWQZ3wMhP7i/OFPIKcwsalYwmfmudvttrWAxW4UCgXF43ElEgnduXPHZAQ54H443/gXnE90APf8Wr28bfVEF98axO8VtsrvuwdQ+EPVGn6A33+fTOCP/780mLfgwTZPWAAE8mCG9x3RPV5X0g7FV//yGTy/NCDzjMbsnijBPfoL+eWPB0+JR/kuzqHv44/M+8/HPnj/GVuOL+5bMPGeo6MjmzMA6MSsi9PTU2uvgu8FSCoNKrX9/fp18r9j3zwBAPIM98kzAYJhT/F3iKu9v+bXyQNqXi94WfJ7yGtHgVyfhEeuPHnGX8w5Ql/4yhEIC8S3kUjEZr3OzMyY7mOuCdgGvjZniM/1cu/3HoxKkoHW6D5mK7IHyIePKXzMwXlh77gPcAKAZ8hV3jf+u77e97736cMf/rDOnz+v27dv61//63+t97///XrssccUCoVULBaVz+eH3hMOn81IKBaL3/JzP/nJT+oTn/jE3/jd/pxJw5Ua2AH+5swh615X8Ht8bH+GkE18fy9fHhccPWc+VgTA9z4qyTfwHL6fpAFxJ34e8uzv1etW7on4HwzH2wYSvdwbnUsqlYqd20gkolarpXPnzunatWtaX19XuVy2ecYLCwtWgcuzkTTZ3d21mEaSNjc3h+ZssEckvfADWeN6vW5JQMhH6XTaYipPKuPZ8B85m+BAHvPFl0DXeryYxAK+Hu+hSo1kzdramsXw+EATExPK5XKGJaA/0I/EDsiTT6BzjsF4SZYSs3obg43k517PeJnwsuxJecQCxBZeh6Ob0VmcF87CqK1CB6OvuDfOk6ShVomjySe/L8gt9+p9fu/fsEboTL7Tn8FXer2qEyOA/hgrX/kBGAjLhCHivpclQsjrWMx4PK79/X1rxTSalZM05NT4NkFkgen/m8lkVCwWdXx8bIFMq9XS8vKy7rnnHr3wwguq1+uan59XLBazuRnnzp1TPp+3/su0bCKwOD091eTkpOr1ura2tqxvMg5JvV63w8Kwpna7bX1Jae+QzWa1uLhojsf+/r6+/OUv69atW2q32zaofnl5Wevr65a0IflDsiSVSimdTmtnZ0e3b99WOp1WIpHQxsaGlcORWd7c3NTi4qJyuZwmJiasFzFOCveN04kTwNoDaND+gF7hzFmhlRo9Ximv63Q6qlarBqJjEGA9Hh0daWNjQ9vb23rggQcUi8U0Pz+va9eu6aWXXlKz2dTKyooNAScJBKvu5OTEqldmZ2eVy+WG1ojDH41GLfHlM6cYv07nbK7L/Py8QqGQJb0IBjHwtBaDbY38U1pLSSUyhxMKixTnEGa4JKuagWHOfviZDLSEaLVampqaUjweN7Ypz+mdf4y3Zyjh6AFAUfGF4ochJGmojYhnRnAeQ6GQsfTHxsZs4Cog9Wv98vpJGjZKBDUA0B7MHwX6caZ8EO0DTYIQn+gaDRgBRDzLwJ9dktaUq+MAwjYB/MdhhGnh2RKJRMKCdeR/fHzc2oMgazCBL1++bAH3qOPkgXBY2T6ACwQCJlf0l4YtJ8mq03CgYKbgMAOywhC7evWqPvrRjyqXyxlIRZsYScbMvXjxot7xjndoYWFBd+7c0Ve+8hXVajVjg1+6dEnz8/P2jCcnJ5YMJNlMJdn+/r7NNqFN1/b2tmq1miXIl5aWdHx8bG1zJFnP8Xw+r/HxcW1vb6tcLiuTyQwBhKwd7e+QG5xMzqx3VDnLh4eHQwkTdAQ9snH+Sb4gmz7gwFH0gRC6xQfyPpHhAwt+74Mf7Lg0mPPhn497BvTwDijv8fOacAgBpHzQzGfhrKI3kSPWj5/hmALeIv8whEgufqfO4avp8meYJCSMWoI7kqIkRQCvIUYQJPX7fWUyGdVqNQOzCXIgDKA7YIOiJ2q1ms0wwTckeKvX61pZWVEikbDPIxBEnglWYOmSjIBNFgwGza/wFWtUEGA7feUTNoAqOWSM8wubDz+IVn3ValWNRsMCPt+XOhQ6a7kFUIlcovOQwWazqc3NTWt9Ksn8GNoGptNpYycTmDOTRJL5HvgmsVhM/X5/CAiUhqsIPQuSxBHAKn3qqahm4H0mk7HqC9p27u7ump8IQYNEijRIxrKesVjM2j70+31dvnxZhULB2iAy6w2iEixHfLRkMqlr166pXC5re3vbbKKv0OPP8fGxbt++bUADSbRe76z9WalU0urqqlUZAvZi930FAMG3J4MhW+hr4hvAUM4LjHjWDPalBwynpqbM38cmIaMeeGQvjo+PVSgULIFH73Df8tInf9GrgILS8Fyq1/KFjfV+4GgM7P05KhRhb3v2vwfNAbWohkDn+ApvabhNlLeB3vaTsGKf0MnS8AyPUX8MvYo95fOYCeQrdj3Ayfn3jG9P9PGJCq83iJ/4LoAbcAPP5ud+6cDAaz3ZA92J7vA+M7EdsTxgkCcFAe5znkqlknq9nrUOxm8gdubZfPUMe8HFWo0y4rlfEh3eFyJR74Ew/HMY74Ch2BX2DcY6a++Tmt6f8rrIg12S7DOoWvGv8/66B9cikYiRTpEvYkwqxyFGxeNxzc/Pa2FhQYVCwZJPxLmsicd9vKz5+IbLkyfAV2gfyMBp/EP2Hh/O+3t+v/hOzmu73Tbgt9lsGsuc5/x/dT3yyCP27wceeEBveMMbdPHiRX3pS1/Su9/97lf8ub/4i7+on/u5n7P/t9ttLS4ufsvXIyceQPbJidE95AxIuqt8ovfQGT4hgnyDzyDzXtf5hCiV/2A32LK9vT07c9h9/BDOKfpntPWRNJz4JiGCv+T1O3Grr2bgGTnPxNToNObvrKysKBwOa2FhQYlEwrp14L92u8MVXei5QCBgrd7pQsOzMEuWbjKJREKZTEaHh4fWrQDyNBVW+BokeaampqyKA+yX2I1OIhAmiQ9p1UV7PRKwEG9Yn7GxMTuvtICH1In/6/2Rt771rYpGo3riiSe0srKifr9veCMyQecI5MNX2fH5yAA4l/dt2TMfg2JnwDzZU687vR7xCT/kGxlCj3h58Rg438V9Y1PAE30SajSJ4mNUnp/vH8X40PH+8j4H55Fn4e9XGgO/qhMjPlvqN0uSZVvD4bBl/VOplGUFMfQ4Hd6wBQIB6wXsZ4lQzQEYx+BaesnRaoW2RbFYTPfee685M1tbW2o2m5YppwyS/nj1et0AJ7Kk6XTawN5er2d96Dc3N3V8fKxUKmUgOAYbBt/x8bG1kaLsmBYOlLChkEOhkHZ3d7Wzs2NDzpaXl5XP5y2RkU6ntbS0pH6/r8cee8zWmPvs9/taW1uzYL5SqdghwYFdX19Xp9NRq9XSnTt37FCxJygl2tyQOW40GuZg+yqAr33ta6Y09/f3dfHiRTUaDZMFqlfS6bQBSOy9Zw2i3Pb29oaGrWWzWc3MzJizVCwWLUkRCoWsvG98fNxa0TBcCmOcyWQUj8eH2CPsW7VatUCPBADKGGPIcEoSFb1ez5hwsBZIpkgD0M6X41GtQoCPgabKCMMPGBCJRKw8kLYXvV7P2OLcdzKZNCVNdYpve4VTx7nyWV0MNAP02DdvqLkvlC5nns+DSerBeoIF1uO7eT366KP6jd/4DT355JPa2dnR5z73Of3wD/+w/b7f7+tXfuVX9Hu/93tqNpv6nu/5Hn3605+2uUWSVK/X9TM/8zP60z/9UwWDQX3kIx/Rb//2bw9VrX07l19Lb4h8otizUjwQTaAJ25z9Q1b9/nlGgA9w/T3cLWOP8+edLir6fEKZPfagsXf6AGH4LJgiBHPVanUIDOx0OlpcXNT9999vjMPT01NLrML0wwkkCeirFbg/X8I8yuYHsPSJcZLXBLATExN661vfqh/+4R9WPB7XzZs31Wq1TFd6UA0WOk4lbX0Y7EyyularqVAoqFKpWE9W9gKHbbTS6urVq9rZ2RmaEdRoNDQ/P69MJqNu92xeEM+L7ZBklSOBQMASF9g7D9B6eQA84Fk8c5N99T3OqfJA98FeouXZqAxKg569PmGC/PmKUa9v/P99ctpXp3hmj3devWzgCHJ5PwK9OBq8893+5+yRlzMCuW530KOWzyT5PZpc8Q7i3ViUr9XL75MPBGFEJRIJLS0tWZtJWsYwFLrVatkeUO3K+uO/UNLOnrCPPtHHYMpsNmu6AZ2In4OO9exA7CqDI/EBeD9JCe6JhCzyRgA8NjZmiUsCSM4tIM3BwYEl1HxSBTICfhGVu/1+3wAYDw4BrJM4ojIXYIb2npCM0um0JRWi0agWFhZUqVSsLSjMdd9qQZIFX8yE43l3d3dVq9U0NTVlfhcJUs9s4x59chSCCqQQ7yPCHlxZWbHPhlG3vr5uLQt97EEbGXw4/s+sJ5LXnqUonZFharWalpeXbT5gp9PRyy+/bK3fSIwBKPb7fW1sbOjmzZsKBoPWprFYLOrq1ava2trSysqKGo2G7ty5o9PTU507d24oQcgZQUY9UYJ9jUQits/YbUlDa4huotKJiijP5ESPU1V0cHBgyRBiM4ARABSC/0qlopOTE3s/bWx4FmSeuM8D0Pi9r3U9CIiOnsAPwNZweRABXQCwTTyL7cMvOj09tfjWg2rIjgfevA72RAHvc3og3vuOyB4Vp+Pj41paWlIoFNLGxoYNlKdSnrPBeUUOfSLM+67SoAWnJ0pwH15++L0nIXC20e+cY3QZZwCd7tuzoi8DgYABcawFwBOzoBjCHgqFVK/X7T3Ly8uKRqNaW1uzM4l9wyYkk0nDAO6WXMhkMkPEEvQi600MgC2q1Wrmb7NGo60bw+Gw7QmzV5Ex9gDfczQRy+sAG71P5MkqHrj2MY73830FCgDp4uKiERj39/cVi8VUKpVsbivkQ+wSr/cXfvyo3PNs/gyOgn2sPc9PteDu7q6RRJE5aUDGoTUb8s0ajILfVKgSX3Q6Hav8xCf8+3JduHBB2WxWt27d0rvf/W7Nzs6qXC4PvabTOZt99a3mkkiyBOXfdPn9wf57uRlNjnh8AhmSZAD13XxpPsvrFI9x+ITI6M/BUsB22F90GDYfHxa/D7+EWCQSiXxTJYS/f08c5AxzP+ge/FDOj59lga2GMDk/P6+rV69ae6xQKKR7771X58+fN3JzKHTW8g2Mjcoozi+tXGnPHgqFtLy8rGAwaPEwFc0kMOv1umKxmK3h5OSk4XBzc3MqlUrmb6A/vH6mAwOJhmw2q0qlYm3YmPtJZR62gcQCMaSXH08yQbfxGnT57du39X3f931aXFzU6urqEKmI/fEJTPScl0nONx1lRgkAXvZ8tQY2mNd5ksKoT8DPsBcktn2SnvsDU/KJmNGY1ic7IIZ5MoH3nT2u5++L9fHrzrP5GNvH5HyH1wGv28QIjK9KpWJsQElDRoTezD7bJQ07+KMLiCLB0ZdkAbIvPcJhQqhbrZb6/b5lN/v9s4GUvV7Pekmm02kzpN1u1xI29DI9PDxUsVhUOp22gJuDB2gdjUYtuEgkEtrZ2bEMXigU0oULFwzA58CPjY2ZokokEioUCgqFQmq1Wsrn89Zuanp62gap07NyampKhUJBrVbLhJFyfHrX12o1jY2NKZfL2f3BzgyFQioUCvbcsCc8cADbzLMxAQxRPjgK9OquVCq2TqenZz1yb9++rXg8PgRMtVotpVIpG4AqyQCRra0t7e7u2qHe3NxUo9FQoVDQuXPnDFA5PDwcag0G6HBwcKByuayJiQkVCgU1m00Vi0Vj0sEGhPXU7/etogHDyroQGGAoYHt6gAxmUK83YEbjKGEQpqamhgYue6YBypaBmGSXeSbulZ6myD0Z/na7bUYQx/Tw8ND2DoAfA+udc0Bmr6w5JwTfKEoUKesTCAQsceSdBA+08r0MQ/1uX/v7+3rwwQf1Ez/xE/rwhz/8Tb//9V//dX3qU5/SZz7zGZ0/f16//Mu/rPe+97168cUXjWX60Y9+VDs7O/qLv/gLnZ6e6sd//Mf1Uz/1U/rsZz/7iu7JA7tcnn2HwUM/ABzgqI0Grt7Q8jNpwAz0GX9pYKxgCQO0wHoGmAY0Qg/h3PjKAmRD0pChIwAEzBvtpUlQSqCKY3X+/Hlls1mroCOZSdDB354Rx7N5JoZ3krEXvd6gfytn0QclOLeJRELLy8t605vepOnpaT355JNaXV013cd9w0xj3akepB3K1NSUsbnZ91QqZYEb5c7oR5KmgJv0SaYqhvLp3d1dSbJhviRsAcZg0fjzzr6zFvzcBxiskTTsuPNan7QjKOQMk3Dx7Qv4fFop+N6xHqT0wYNnaEoaknvPcPHJYZ+A4DlGg30uz3DhGUcDsdHz6YELnxzxDrEnffi19+uHzPEa2gnxnaNO5Wv58mdSGvh/2MxYLGZVh/v7+yqXy8aWIgHsKzYhGrDWsE8l2fwF1hxZIUFLKztmKEUiEdVqNdNhgLk+Ad3pdCxAOzw8HAJ9fGWHZ8EhQyR4CLIikYhVaOCr+KQtSUbIMrFYzGxlr3dWbYDvgB/sCTQ+IextO7oMli2BNkmoYDCopaUl86GxR/F43EC2sbExmzvB+eW93ldE9mEDs+7of3xIzm4ul7NKDg8YensVCoVUqVSGqr0LhYL5PsQWk5OTmp+fH5p1UqlUrOrBt3ItFotWFdLtdq0KqNcbDFTnnB8eHtog+UqlYtXhJKTQCSQOWDfPMAVU6fV6Vn14cnKi9fV1Xbp0aahaWhq0pZRkSUFAV/baJ+l5bywWM3kjKMU/AzDw+onWE71ez9aAam7OAzZvenrafHvIUbC6PfiNvBEjsS6+1Zlvt/VavQBdJQ35LT6Zwf+9jfIgNWd7lCTg20R6sGHUtnh74+383X7H/0d/Jw0A5lAoZN0gPJkCfebt4d3++PsaXSv/bw+kjPp33D/f6/0WyDTYCM9e9X42us8DWRAnacuCjvdAOrqT84hOX19fNzKNP48+zvM+C34Q3wuzl7gM2+fXlmHgxKI8u3+NJ9dxznwFnwf50JvSgMDAPiO7Xla9XPg99ns2uq8876icgJUEg0FLPPk22OwhJFiYzv5z/b37xN7dZMknRjwBjX9TheV1Ln+oyopEIsbCJ/bGNuJrQCICeMSPZk+JPf6+XJubm1ZNK0nveMc71Gw29eSTT+rhhx+WJH3hC19Qr9fT2972tu/ou0Z1vU8G838P7ErDiS3OjE8seR+dvfIJMGk4Eev1Jd9L/CvJwHNwGC8PvoWfv1+wL3w44kb0Bv6/J4d4wNmD4/zxzxUMBg2vog0pZ4SKii9+8Yu6ePGi6TCS1KVSSf1+X61WS/V6XW95y1tULBbtWfAjksmkJUCmp6dtzt65c+cMK6ADS7VaVT6fV7FYVKlUUjwe18zMjGZmZkzGk8mkOp2zdq3MLMM24C9CCqLaAt0+MTGhRCIx5CuDX3nyG5/n2395Qhv4G3/AA1ZXV1UqlUxPj8Z52BNidZ8IBkMG1wPLJUb19tyTgZFnfDIu5Aff2xO7kDFkFF3M+0ngkNRATolXPJnVx8r4Zf7CbvjY3et83utjZ++38DNsi9f7rAXf8Z1cr+rEiDRQgqlUaghQw3BIsoE8ow6dd4o827Xb7dqASX7GQM9erzc0/0KSGVNKjQlI0um0otGoZmZmDLij7x6gP4pgcnLS5o/AspMGxjgUCmlmZkYLCwumvDGMvD8SiajZbCqXy2lpaUk7OzuamZmxQ0IiZ2JiQtPT00omk0omk/acBwcHVhrX7XZ19epVK3tEaUWjUeXzeWUyGXPGWOv9/X0DszA0zFnZ3d1VPp+3+ySQ9xlTf+C9k8KQTO9g8ZqlpSVLTnBQYfD4uQIoGUB/DIqfUUFAeefOHa2vr1slyvnz53Xt2jUdHx9rY2PDgmZaLnD/DDanwufk5ESbm5u2RhjG09NTS2qxxwcHB6YgkTVmwwCEAGzAgAHQnJqaGmL3AQzTBsTPrsFwplIpm1tQrVZN+USjUWNqwejAUaPnNkYkGAyaw86zABYQVAGEA97yvL7cE3CI32E0vCFjzz3I6QN3Pou1lvQdK8e7Xe9///v1/ve//66/6/f7+q3f+i390i/9kj70oQ9Jkn7/939fMzMz+uM//mM98sgjeumll/T5z39eTzzxhA2e+53f+R194AMf0G/+5m+qUCi84nvzDqEHd31w7FnwnDUc6rsZ3dEg04Ng/rM5Q9Fo1EAPzzaFEUrSbHt7W1tbW/Yen/H37AMCCoIGwBucNmmQsAH8RP4nJiZ0zz33WDKNhIqv+ILlhq7xTq9PCHF/HkQggYfj4D8foCYajWpubk4XLlxQKpXS7du39cwzz1jSEX1Mxdvx8bEx+2q1mpX3ptNpa084MTFhSXSC0kQioXg8PrQurCXODqDw2NjYUI9Wzgt7mEqlLNHe7XYt4UmFDXbTB4HIhV8vwGYPunB51gsAAQlgyodZFxwd/vg2DN6ZQk7YQ78G0nC7Bp905XcEDf67RoNyfsZZGk0QegAIp9DLjT9L+Ck+OQgQwH36e0E+uUf8Fu9Q8/+7JXFey5cHz0lWwKSMRqPq9/vmL1ExWygUdHh4aEQKn4xiTflcb4OwNT75xntoBYjN3NzcVDqd1vHxsZFskD0YawRpvqx+enraEr4AWSRIPbiEnNF6AL3JOUbmT05OrIISML3X69lMD3QW55GkDz4evlWr1VKz2bQ2B/hUgFvoE8Cp6elpI1/Qxoq++bu7u7p586buvfde2zvak46NjVl7EJK76BF8xn6/b23J8K97vZ4ldfr9vjHLqRLk86RvPpfobHwMQCfah87NzWl5eVndbleXLl2yloO0gyXhhm73yStsDAAie0CAKcme6/Dw0BL65XJ5KACG4UnLKXzjYDBoLSbZ41qtptPTU5MZKgDwiZHdUbAR0BCZQLew1/F43GISX5Xa652xLpEtZHR8/GwwPeuJLAPAEpehBy9evChJWl1dVTQatdmArCEMcw8SepnA9/RAQjQaVavV+ttSP38vLl9J4G0Acu59NsAqfHgPSKAHw+GwEomEDZXt9/s2Fw6AGZspDbdkDYVCisViFjd6QpwHI5ET9AdgH62jx8bGNDMzYz6Rl1d8Lk80kIb9Ei+nHgzv9XpD7VM4F8gj8oO/wTPQuiWbzRo5j/WCYBMOh1WtVtXpdHT+/HmLS1hDktAk3D05w987553OELlcTjs7O6ajAdhJMEIwYz29r4RvR+tCZGV1ddXOPaxkEtPoHsh4+GXoY86rB798hSO+KnvFHnF/PDc6nWfHX0UmRoFuzjp+K7ba+0XgKN1uV5lMRmNjY0b+zOfzWl1dVSAQULPZNNvWaDQ0NTVl30MCGKCUZIOv1EUmScTT0hDfGp+RTgzlcnnIVmGrJycnlU6nrV16Mpk0nxjA1gPe6O69vT0DGdnTVqul3d1da4P5t3Ht7e3p1q1b9v87d+7omWeesTjlE5/4hD7ykY9odnZWt2/f1s///M/r0qVLeu973ytJuueee/S+971PP/mTP6nf/d3f1enpqT7+8Y/rkUce+Y5iYGkQW0iD2JA188DtaJyLvvRy5OOF0WS8xw+9/uHy4LRPxHQ6HaVSKdM1/p78zBneh97yyQqAYR+Hoi+87gPMBtjm/keTfLzerwlrwHu2tra0s7OjarWqxcVFHRwc6NatW1ZVMj8/b89XLBZ1enqqa9euWQzJDDbOO3qbjjMrKyuSZInKmZkZIzST1ISQi89K+z46ytRqNetigp/HuqGjIZLwGfv7+0P2Bz2HHvHkS/wd7A6XT5ZCXl9eXjaizczMjHXBIanFPhKrMmuPPWe/fHIJMh+yzf56fNRjKT4pjzzx96icsd/YQbBp7xN4+zVqb0fPisffSNxiB/mb1/Ee4i3vl9/tnPpEEjbFvw494HGJb+d61SdGaIEQi8VUr9cVCg2G2AQCAWOvASoB1nQ6HSvZ7/f72t/fN+NWLpdtMCEJDIAzD5j4RWdTmLeAIzYzM6Nms6lbt25Z6asfED3qrE1NTWl2dlbFYlHFYlFjY2NaWlqy8vN6va5wOKyNjQ1Vq1VdunTJQGYcUe4RZg0OYK/XUzweVy6Xs6ywz8ZVq1Wl02lFIhHde++9WlpaMoVKD/x3vvOduueee/T8889bOy6CMAaZzs3NWT9rWq+QMKLn/9TUlDY2Nkwx4XBLg0GOAAkkuMbGxswRkGRtatrtthKJhEKhkG7evGlJrlQqZcFnJBIx5QhY75VyKHRWAkilRLFY1H333WfM0Te+8Y2qVqu6efOm3YNnai8uLhpAWq/X1Wg0FAwGdXR0pGw2a7NQPDuI5/QspHg8rkqlomq1an1n9/f3zQgwF8SDb8xQYQ2RZxI0KBvakMXjccXjcWv5RbsdglWy6JQcE4CHw2Gtr6/r5s2bdobi8bhCoZCBET7RRZIIJci+YBg5I8gvSRv+zTnygL0HBqRB/38yz3x+OPy300rrb7ru3LmjYrGo97znPfazRCKht73tbXrsscf0yCOP6LHHHlMymbSkiCS95z3vUTAY1OOPP64f+ZEfuetn+360kgxU4/KArjQAej1AivzxetaZP6NOku9/Owo+Y+h8QDc+Pq50Om0Gnu/nvAHCnZycaHt7W9vb20okEpqdnbU2f5xLzhhGFEeB70OfwaajnJ/vCofDymQyunDhwlDwDNh2cnJiCUWYIAA8sCRHWQ/e2UbeCPgJYKmC63a71tZmfn5e8Xhcq6ureuGFF6zXPt8J+AbgyLlniC/tZ9LptIGM3B891wHcsFX1et0cb5JF9HUFoKNPaj6fNyCMBDzlz/SYxXGkBRottvwcDoAX1opEEeCLDx5w2lhfQAUA3Hw+b7qj1WoNMeBIskUiEdXr9SEAyCdR6F/rS6z9mvP53CvOIWeHfUb22Xv+D0vX2y0+ByDTJxxHky2cMT+cjwAf2cPv4P8+qcN58A4p3z0Kdr7WLwIAEiC0i+JPv9+3M7G7u6tUKqXFxUUVi0Xz06rVqskFrU98sowZFdhSv77sNWAFQ96ROx+cIDdUU8Ai9K1JEomEyQT6bpRcwHntdM6qPJeWlpTNZocSuawFANdoQtvfH/oiHo8rEAhYAOn7+fuAhCoI30aAYBxwC98cXU5lByASer/f7xuhCNn2Le+8/To6OjJdeHJyNjuPgBE9RS93ACOSNH5gcb9/xqKjDz02Ar+TlieRSMT8YliOExMTmp+f19bWllVkc6Yh26Bb8LHC4bOWgqlUysBoglkYtYuLizbnhQDPgzDohE7nrNJ2fHzcWlSh86anp1UqlSwhQtzj9aevJvUBK/Z19G9facRsCvyCvb29IVnzwGAwGLTkGHEAlde0pUNWIRadO3dOa2trKpVKRnzyviQJbfxG/2z8bPR8EjO8li/kHwIJz+7BCn/msVW83ieSOCMkmbwdY8+4vGzyXl9h4G2St89eF/F+3yq1VCqZLYQExed7oMfbVO/LovP8a7/VHwBAqiG4V7+2+CBgDH7GiTTouU57MvQL38/zevIGZ8KDZR7o4v52d3eHKj18sgBfBH2NLmDNiKM8iZKETqPRGGIQ+5iL+TLElfhGPAuJK0g6tObmOSFAAtgTf48CuVyj1V3ep2GPPIjmn5XXe0yGLhDEjOwbNs3b5UAgoK2tLfPlJJktpOU5cXAymTT97pOOvjrTJ36IO7BHfCdrlc/nzT+ngoW19dUid5Nlzgq+4MnJicUNL7zwwt9aYuTrX/+6vv/7v9/+z9yPj33sY/r0pz+t5557Tp/5zGfUbDZVKBT0gz/4g/q3//bfDnVx+IM/+AN9/OMf17vf/W4Fg2ctpT/1qU99x/fGevlkML6IjwOkQSssTwbwmNgoKcrH2NJw1Tzfw+s96Duqr3zVB3rLV3NwHkf3m+eDgOjliYSpB/f5mW93jF7ymAL3wLnkrPLdEDG63a52dnasmwyz4Zjpd3Jyovvuu0+bm5uqVCp68MEHVS6XFYvFlEgk9PTTTxuJ+fT0VNPT08rn87py5YpOT0/12GOPqds9axW7sLCgUqmkmZkZra2tKRAIqNVqWSxJV51UKmXJTd91AP0GJup9GtYIIo/39b08cK481ufJP5x1/GH04ezsrJaXlzU2NqZWq2XVa769tSRL0OAfU4kOsRt9jVxR1e5tPLKODRu11T7uRH7Qkz6hLA234fcJLD7DE8HofuNtGT6drzD3a+RxKv9eH5v7xAiv8/4GfrU/N77She9hfV/J9apPjPR6Z+XX9MdkKC/DJAlyYVawub58k163bIZ3ollkAphAIGADfnEiCARgZHkDiWNB5rFWq1mrkng8roWFBWM20Gorl8up1ztj58EcJKvZ7XY1Oztr37u3t6dGo6FKpWIGlX5/2WzWStFpLSPJwMCDgwObp0GVCMH5hQsXNDExYQmRQCBgc0QA/Fmfo6MjA0NRUJ5t5g8+ZfE+Iy3JSvwjkYj1ZQb0xDnAiaIHNuyoUqlkA9dx5kaTVijtcDhsQ4jHxsaUTCYt6OZZ9vb2VC6X7fsikYgefvhhPf744zo9PbVnY8A7Tlc8Hrdgend312SyVqup1+uZMgPswBDROgAABDDBM0SonvCHHuUKA5OEBmtN0E/CAaZit9tVsVi07D1MU5xx2EiSDDAgoIUphnFgnUcDUl/qPerY+mDCgz04djwfChAjxJlCUaK0caipBMLoewD67+IqFouSpJmZmaGfz8zM2O+KxaLNGOIKh8NKp9P2mrtdn/zkJ/WJT3ziW/4eR8wzx0dLJmkB6IF1zpZnqmAYpQH7APYT//fOB+Az+uvk5MTKZamSArBnCHm5XB5yVAla+C4q0GCnSbJ5QTDAu91Ba5LDw0NduHDBymZPTk6sOouzgwGmSgVQkjOGXOKYwqhhrXwCxTM0MM4+MXdycqLZ2VklEomhUv5ms2kgG0zITqejF154wd5Pn3VkOxaLqdVq2SwpQDEqD/l+2Opzc3MWJLOekAawhz7BfHp6qv39fS0tLRlT5+TkRLdu3dLCwoK1hfT6OJFIKJVKGWhC0oS1QjewZjhJON7YXsBRzi8AW6lUUqFQUD6fH2rvQLUj7cAAc0kae5YewT/nAR0H0xEmPCAtwT/nxAODAEQ8g/+dT4Swbx7A88Am+s07tclk0lhVVIp61pJv9cM5RpdLwwzZu4E+r4fLB6bY+WQyaQ4zCYt+fzBb4uTkROVyWRcuXLBzR9DoE2cemMMnQI4JxDiLPhGRSCTsvIVCIQPU+XzaEHBeOI/4SF5f4s96h9/7gMfHx9ra2pIk5XI5A/dJENF+BV+FzyJRhD6ECMS54V6oPICJynlnjVgH1t+zIUkUQKJgDkI0GtWb3vQm+14qDQjuYMrSuswnEngWEtEwmNEp0WhU2WxWzWbTgmn02vb2tr1WGgDK/hxTJYJugXQ0OTmpYPCsd3Y+nzdiDwmXbDarbDZra0BsQOsybEwkElE2m7Ue2o1GQycnJ5YY7/V6NjcCvc2+ALweHh7ajBRAAXTzzs6OMpmM6YBut2sDhEeDVmQdu9LpdIy5jJ+FvvaVvcgkerjVag3NueKeiIHQvVQLed1J7DIzM6PZ2Vldv37d+oLjB3uwgn1CL6Ln0Kn43vzfA7CvxQs7ATkN/4yYEXvjk1aAFRAkpEF1PoQwCBR8NjLgAX+f2EDWiJl9dZYnHEjDbTuQRzoYdDod3blzx+4TuQWMuRtALg3aivH9/jv8e7DdXgbR8ehiTzqAXIg80nrJVxLwb/wwPo/n8QkRyC8wwbERPrb2w9Sp4sBvQ7fiXwBO4meTzJ6cnDTAHT1NRc74+NksU9rfcL4AbVutlsmAnx3EejPH1FcecxYBU3O5nBH7kD1f3eWTH8gUssqaAZRhX3gfz+7JI+gESTYfs1Kp2O8uXbpkxAPWkc+9efOm2RdkIpPJKJvNWnvx3d1dZTIZA53ZOxJQVIwQA/O8EHS9Lwcz/ty5c1YVR5zi5cMD8qPkGvxW2ut2u11rU/znf/7nfxuqRpL0rne962/0Lf/n//yf/8fPSKfTr7h99P/p8rrI+8HYSu8f++TEKAnB6ywfF/pkFO/j9Z4N7xMzyC5EHQB7H6ejQySZr+F9Pu+LEid6EphPOvt4ER8LH8bH1d6mQ0IAx8H2+kTgycmJbt68qcPDQyUSCaXTac3Nzaler+vOnTuqVCra399XOBxWrVYzfyIajerd7363Xn75Za2srCiVStm9TU1N6aGHHrLZH/1+34hBVN/1emfjCCDnebJLtVrV+PjZnN+TkxOrToW0Ajh/eHhoOtGTQ8A92WP0CD4ofjT6Ap+GShbkIZPJaHNzU5OTk5qZmVEul1Or1dLm5qbNT+G7kTXazo6SjfDJPNaK/cGuQUqShmd5jSaUfeLa7yukSmSU9/qEHr4Xdh059Mk7n4ThHllffxa8zvdJQGJsbAN74XFc4gJkHvzI+zrci09WvpLrVZ8YAQSVBiDe/v7+UGsfDh6ACExXX15GINrr9ZROp+3zMbooSy+ovmR51HDhoMGaYHYCLQ9WVlZ07tw53X///frqV79qwR9Cs7u7awIJIMVGRyIRzc3Nqd/vGxMhn8+bcdzf3zfQ+/j4WAsLC5LO2tdQxu4zfAyNx2FFWfEa5o1Eo1GVSqWhWRaUVQcCASsJJQj3bCEcayp7ALhQYh7YRQmSTALgIsNM5UOvd8aGK5fLOjw8VC6XM6Zxv9+3oeXRaFTtdtva+MCGpscggTpODSV/nU5HzWZTh4eHunLligFs7Cu9Ibvdrmq1mh1IfodCwsnzg0nZg3Q6bQ48jncikbB9x8kHyEMOUYgAOvV63YAawEEcdlofBINBm5VCqyP6YTebTVt/ZBGAqd8/Y5U1Gg3FYjEtLCxYizAUG2DEqDL2jrJ36JAJDC7K02fMeY5AIGCOqDQYsOmrRSQNGRuf2X4tXL/4i79orBzprGJkcXFR0nBFhzSY+YGssr5cGCJ/jTq5Huhm/X2rMs848E5TrVaztfdMNcr0d3d3rdSbRFY2mzVZ4vtI5hKAknDBYeJ+YZHU63XNzc1ZkHD16lW9/e1v1ze+8Q1tbW1ZghnAFJvh2c7eWULvk1TnXAF8sz68Bh3ImuFw0HqGipZgMKh0Oq377rtPyWRS7XZbzz//vBqNhiVMaAkmaYhJyPnwPeVJJLRaLdVqNdVqNZ07d06SrArDs7dJyrNPBMHFYlG9Xk+zs7NKpVK6cOGCtd9LJBI2V4gAfXl52Zx7vosz6R157LOvuiE5jJONvg+FQtbmgeoZbEQgEBiyu8gxjiZOEcCjD5xxctGzfqYCuoOgBtvlQRUSdeh9aZDQJZDls2C/Y884Kz5AI6DlWQA80fM8B+fBB8rYEk/Y4Lv8GvuE8evhYi/6/b7pm3Q6rbGxMR0cHKhWqykajWp5ednWG1IIRAX0IraLfcXeANZzeRCHM4rtBBgiIIUUAykFGZNk4Ao2PxQKKZVKqd8/qzaoVqtDLDNagvF67PPe3p42NjbU6XRUKBTMp4OtT2slWguim6l0IUnIs+RyOfOJsb34RvgvEFqQWfxG2IweFCdJLskqC1KplBqNhul9/HXPKIMQ4f1O7MDY2Ji1+QScA/ibmZnR9PS0MQzRFd1u1+bekXxk3wlGkQt8Qn6GzqnVagoEAlaRDIAIyQS/8ODgQO1226phaMtCMqLZbJo/nEqlNDMzo06nY5WA6H3kaWxszOSB800LW9ZkamrKht0HAgHduXNHe3t7NkOQmX3ohlFAEcZfIpGwKmJ0FwmQaDRqa4FMeICXdSWp5EkQfhA9uiyZTCqfz1vPcMAoktGShvxCzp/XtbyGCkkAJ87oa/1CXpE9adAeBd3oqxuwNd6O0Q7azzrDR0IHeB8eWR4Fu7k8MxbAh+/3QAs+48bGhiVUOJPZbHYoCcA9oLP5fA+ae2LBaNWA90HQnzDFkefT01NL5LJuJHNhX7M23M/p6amazaaazaYWFxeNEMSap1KpIZtCshKyGX4nbG2SMz6hwzOTgOGs+nOCPcCXJFHuE4v4gswZ3dnZMftHshW8gu8Ey+DMcaalwcwLbGG5XDYSYjQatfgN8gD+HJ+NLKCDfcLC7ysX++0BafYVWfbf2Wq1LCGeSCSMtIXP3+l0LEnkQTuA32w2O5TY4D6xDcg0bXwkqVwu2/6yp/wO4g4t2fz8F+Ks0SSIJwUiH8lkUvF43KoGJRlw7FnWr6eLtZGGKzg80Or9Nuyfjx+8vWAPOPM+ocp55jvAHtA70iAe90x44gniIPwjDzB7H59Ywt83MRexvk9wcH8kBPb39+1MEeegM0YrDNApxGTci28bODk5qUqloi996Uuam5vT/Py8pLN4mtlgzNajYwr+M7hZuVzW/v6+8vm8EYukQQX+7du3dXR0ZCQKKk/AAZgtzBnyPhvkXuI0fAfidOwfOotkUyAQMMIHc5KpGKZFajqdtupZzphvR0n7/Te+8Y3a3d3V5uam6SD8HXQ2PisEBPwi7J80ICcTiyLH+N2QBSSZ/mDfSTbT4QE75W0f9z2aKEaOkK9er2drxJlBN+FfcLawm75iZTRR6fUa54V78XZckp1Jj7XzPaOxLzr2O/H5XvWJkXA4bGWRvV7P2v+MZm09cwWDySEhkGYhASW4vFMCUIHDx/8RHgSRzwqFQtbbkuG3BExbW1sqFApWns+hxFHCuZmZmVEqldIzzzxjvSoZsotDcv/991tPvmvXrikYDKpYLBrzH8FlbfwcEK+wuQDMw+GwlWZSCkqCSRq0vfKlnhMTE8ZWQ1nRz29sbEyNRsNYLLVabYh9ASsF5hDOHUaGgwKwRdsVGIqJRMIUIu8nAENhUN1ChUUkElEqlTLW/uHhoXZ2dkx2YPHS6opMfbvdNtDUl0UC6DK8LpPJ2IB6lD/GxVf4jI+P20BNlCgMQukMTNjd3TXjeHp6aowYKmIIdgKBgLVb4ntxammLRWk2AS8yRwsq7/hPT09bxhugw/duZ+99pRYBCYYHhYtC9YAijjfBAH971q431J7d4Y0NzHkCgL/La3Z2VpJUKpVsyBz/f+ihh+w1zG7hwinn/Xe7fNui0QvHxesdLq+7kA/PMCAg9CwDgkbYLP6zfNBNKwHvOHJ+2R8SqrBXYI/57wfgyuVyOj091dbWlhKJhBYWFjQ1NaXDw0Otra1ZQhPZ4DthFAKopNNp3X///QqHw3ryySdNn5CY8bNrvBH3xhW54/z7ZBAONE6l/wzWcW5uztiAe3t71vLx/vvvt3lYtVrN+tRfuHDBQESAXEpw8/m86XkA0WAwaH3zud9sNmuJZB88A1rgNKZSKY2NjdlMExzG/f19bW1tWTJ9aWlJ1WpV3W7XgmuqzbBT6HbWzwMX0qClG4C1NKhIGl13ScZg57s2NzdtgB1nmu+YmJiwpJpvmcj3+tYrOEy8F8aMTzrt7u7aXqNPeB33zXsBf3FwkRuexwdCyASfgezyXvSwr3iRBgwZPtsHu73eoNUgZ9IHYj4Yez1co2wlfL6pqSkDJ1KplM02w4/y80hgUEnD8848+Mq/Jdl7SQKQhGHuGOe51WqZneffp6enljBEt8DOJ3nrA1T2H3vtAUUPGB8cHGh7e9t0kKSh1hzIHiA7Va4ETrQMIYClJYwv18eH8KBqKBSySq6JiQmr+ONzvO3gfFCZ0Wq1bO35LmwPFYI8+9HRkd07vjznj+Q7eoYEAmeONoIkR/BlYFLidxCkklRiP9EzVCU2m011u12zbyQv8QmlAYALsMpzNRoNq6QGJJubm1MkElG73TbCEGvsk1h8Dok/fDFJFmhTHUP1+QsvvDCUiEAnUhUCGIxNjEQimp2dVa1WsxZz6Mn9/f0hElWj0bCq99PTU6s+CgaDQ8OPRxNM+GqcJcheL7/8siWufHsd7BfVOR7oBjxCp94NWH6tX/j0Xkfxb2+bpOGBxN6X9j46wLW3ex6MHgVRsD9cHtyTNKRLRwFAkiunp6fGlJYGcwT9vY/G5h4w8eCMf51n0nr7zH1wLjwYSUKZ5ADJYz+v1OtEX1W/tLRkiWbuk+SETwjwzKP3zR54kiDPwL/Rp1Su+HkinANauKAbpWHglHiW++90OhZv+jaOPtb1a45sgI1gn+hiQNW3j1Hwn/kzaltH5Wr0u9g7v1assffpPfBGZSXEHv853D/2xvvZVIFgP71M+X97G80znpycmG3BB/ZngdgIG0Y8BbY06r+N+iTYJM8gl2Q619/f6+3ycYhPnvo94DVeb3lfXRoQ/0b98LvtvU/e+mQdr/G6dTT5Aoml3W6b3WSfiTNGSSoQU3ws5Z+TM8vZnp6eNnCde+KM419B0ME3wh+GcM69EXs0Gg0jIDPnst/vW6vaUqlkxJXDw0MtLy/r5OREGxsbarVa2tvbUzqd1t7eng4PD8234z5pbcjZpKrWE+DxP7k3MAH2jLMFvoivQFLEE3o8OR3fGp8KHRaLxexeuHgtuOyVK1d07733am1tzd6/tbVlOtuTiolX0J1eVohrfcWGT5xy/vF1+LnHe9GHyLOvdEL34P+BK6JvsYucJfwGT2j2ckx87u0tr+f8cOHTEQP56hXWn397++7thf9+H+NjN30y/du5XhOJkVQqZY65NFhwgjUEBxaUBw0A6XDcyfhJg03kc8m8IphcBLSe9cHPDw8PlUqllEql9PLLLxtDLhaLWY+8q1evamtry4w9PdV5/8zMjK5cuaKvf/3rKpfLCoVCWltbUz6fV79/VorVarVsOPu73vUupdNpra+v60/+5E/04osvGvssn89rYWFBc3Nz1m8fBYzyTSQSSiaTNqxwYuJsYGmpVLKBkAwYYpYIfZQJEGH60l6HTC8HuVarmSIiIK/X66b4CNZwTHAGPRubw4NzR8sGjMn8/LwFUh4opw0BcsH3pNNpY5OvrKyoXq/r/PnzqlQqqtfrljne2dkxWcCJ95nLcDhslSgAHd1ud6gkjnYeZO8BINiT4+PjIRlmffb395VOpzUxMaF2u63NzU1ro4UzlslkDFAYGxuzVmOSrLUEwarPUAeDQWtBQaLJA90AObSOoJ0LBgLgHcPGnvkACeVOYo6kCsYtEAhYkgeFjuIkeTmaIPFONK/1AOrf1XX+/HnNzs7qL//yLy0R0m639fjjj+unf/qnJUnveMc71Gw29eSTT+rhhx+WJH3hC19Qr9fT2972tlf0vT4jj8PmjTt6zTvno1l79tkbLt/mjO/xfZX5Xh9gjrIHfI9/QEOfOJE01JeSxBzOCoEDhr9er5sBxwByxvwcnmKxqNu3b2t9fd0SbgSOOA7I52hQ6dsm8Fr0p/TNAQvJdWSPc4KTxB4kEomhgWzBYNASpjigAH4wiijb96y6sbExA3thh7H+Xvf61kC+jR9JinQ6bYxg1g+gKxqNGmud1jnY2mq1+k199D1AwH36hOZoUAuI5R0cnCnuk5YUOIeTk5NaWFiw/vsE8QSyJFcpB+f9PmknDRJ8OMX+DGGTvOx7h8wDi16evHPG+Rt9bmQePcj6QcwApPXlxLx+FDTgrPp79A7pKGjwWr9Y21FwsNFoWKtVCBSVSsWSCNg9dIoHzdhr/qbVn29P49fXJ1KPj4+tfQBgMXrT20wALuYrkaju98+qhvEFpDMZ8rPiOK/ICUHF0dGRtra2dHp6ar6CdEZuAHzHv+Q56efPLDSCTJIk6B0CX88e8yww1nBsbMyGyfb7fftOKlH5XM4s7/UyHwgE7Nn9z/l8zjjA4NTUlO0XM+9yudxQIpVgkKoTLnQ3QCNkl36/bwPjo9GoJYSJI5jpgh3C94AEwDlFTxNz+BkE+IIkw5BjwK1QKGRVRiTM8THZJw+qbW1tWXL8ypUrxnycmpoaWi9JVtm8v79vjGjWFsJQLBYzPw2flFin3+8b0Isdh4VNggUfGUIYM0mwlbBCaSt58+ZNra2tqdVqmX4jbohGo2o2m0bAId4gwEYPjrYneq1fxG+RSGQITPc2z8csAGLYa3w29BGM206nY4kuZlMSN0nDQL4/L/hUAHy+chJ5oIqD/UKOmJODrmu32waOSQNiCpe3dyRGAaOkQZcHMAC+d2JiwsA5uhHMz89bVQhVs1/72tfsu9LptMWjXn+cnJxoZ2fH4pbFxUWbB+fbV3U6Ha2srFgCRRoktKQBYQ47AZhPe16ew8dj+EsMrQ4EAkb4A9DnHvnM4+Nja5uaTCaNgHR4eGh6G/LH8fFZC1jWCZuHvfMzapjrcXx8bAl6Km8kmY4cjU0kGYmHz2aPR8kl6BYv314OfZKD301MTGh2dlYnJyeW6OWswKSemJjQ0dGRnnvuOV24cMHWfHx8XLlcTplMZqhF7WhbaWJuqoZoxzhKSuUKBoN2ZtkvbyM8gc371fg6yIn3f8EYsC+vx8sn7ZEJ79tJGgJ1vZz5BKUHmtlz/zrv84+CxaOArD/jEKGw2/7+eK//LO/Xj8oPPoknkPpkEHGypCEsiotnZE2IRSSZXaZyH71NK/yxsTGzEZVKReFwWPl8Xr1ezypl77vvPr3tbW/T888/r0qloo2NDZstSjKFbj5jY2O6cuWKGo2GpqamtLy8rGazqfX1dasy9QnVk5MTq8IuFApaWVlRuVxWMpm0lrD4ndhHkr+QXSBog02AmXF5O4odA3/EV/edIzqdjpLJpOkW/LTx8XGbXYyOZK8hVtHVgrX1/gxnnfsmueNjW17f6/XMh/d7zGcTDxADQ/xmfTgzvpUj8gmplPeDGfuz4deL++F3o/YZ+fSYEfG0TzhyeQyGZxw9ax4feqXx76s+MYIQA4p5NoFnCyFMtEqilRPgvmdEcd0tc4yA+IDUgyz8DgcUh35mZkZHR0eanp5Wq9UyJlqn09E//If/UMViUd/4xjcM2CqXy5aJnZqaslZZrVbLwB4ORSwW09bWlq5evap3vOMdBjh93/d9n8rlsm7cuKF6vW4tRPzcDsrtYXJnMhn1ej09//zz6na7mpmZseemfQCDHcfGxtRut9Vutw2wpJ2Xz0oTyOGM0/6q0+loYWFB4XBY2WzWHBp/0JgHADjGvsKwBbD0fRszmYwxfiSZwmN/vcNEQIszTsLg6OhIN27c0Bvf+EbNzc2p2Wx+E7g2CnIhOzgoyCM9rvP5vAXN8XjcMuXIIQqQ1mYHBwdqNBoqFArKZDIqFotqNpuan59Xp9MZKhUksYDME8jC3qRdGI4qQe/JyYmxemgHweek02lba/qJ+5I2jIQvlUYBe4XnFZR3KKThQdYwIQlyvTOBLKH82W+v9GFzADD+bVx7e3u6deuW/f/OnTt65plnlE6ntbS0pJ/92Z/Vr/3ar+ny5cs6f/68fvmXf1mFQkE//MM/LEm655579L73vU8/+ZM/qd/93d/V6empPv7xj+uRRx6xwObbvTx4yuWBWRyu0Wy9B/h9UOGz8qw/e+F75PM+vg/HhUQVThSAHwlJ5IZAgdZ/OEmSzNEnmOWsVKvVoe9lz6VBOX+5XNaLL75o1RSeHeKZON4JxfnkPJO4wGDfjRHE/Xvn0we0BwcHyuVydp7Gxs4G0LfbbQPvcaY8yMo9oSMA8XA6cAoAKnEO0JkwmvleAEF0JWcSB71arZoOIRAuFou6cOGC0un0EKs9m83awHOfjPTgk2d38G/uD9nwiVLe4wNfSQai4tTGYjEr2eY7KZv27YlgriNv2BQPggNaUmFDJQ3gt2/34oMRv4a04/QJCp8Q8kHW6Plkzz1jCXACufRBy92ALr/nyCX2YJTV9lq/AEsgHcAoo13WuXPnFA6HLalHohGmPckOaQAySsP2aTQI8WQYXsMZoiUULD2SkQAZJBb4Pvwx7C/9mre2tr6Juc29etDY+0bdbteqYqmKBnwnyUGVBjLE8MxUKjXkRwOm05uZ5IMP3Enq4N+hdzOZjA0J5buwRZxVTyhB1vHPAQ1ovyLJAk7uBz/L+z6Ah91u19pNHBwcDLVh8K0KAOikQV9v9DItVlutlvXlJ6k0NnbW4xpSjrdJEIbwZQE8WQuGlpIwT6VSlozBp4exyb1S5YTsYEPQZ8j9xsaGkQgefvhhRaNRzczMaG5uzioAAYexVTC8+/2+tRKuVCo6PT0dqqb3bcwgL0E6wEcm8YJf7m0dMQ1AvQf22JtKpaJbt25ZtSX3ivxB1ALU9IAOpCiIPezHa1kX4jP3+32z0/gs3jdERyC7nrXMv4lfiUd86w6qqtgPaZBwwR9kz33rVf+aUR/R+534m97eop9GY+5RsJzXjtpi/8y8BtngeaVBRTbVatwz1bvE6nyeT7odHBxYoiMajWp6etqSDe12W1NTU1Yl7Ctx6BBwcnJirYy9v8H52N/ft/ia9+L3ejAJv8n7Vz5h6RMj/f5ZlwDAOMiJgUDAqqupXsPvRga8TPn98AQSyKKw1lkr39XAyx3/5pz6vveeGMKzeuDNE1PulgTlfFABKQ0qiNDTJNZhwftKeZ+AxZcmMeb/pl0OiRF8dc4J68L+YPP5vY8v/PtGSUO81gP62FX/Xa/Xy8dJXk6w8T655PE+HwtLA9IKP/P+PPs4mliWhit7wCa8nII7ATz71/n/S7KWkB4Exs/ku6gMI87BB/J+rDQYNE/Vl9ftVEiR8EM/+dm3fCckaGYk+xl4N2/eNOLEhQsXVCgU9NJLL6lcLutNb3qT+v2+7ty5Y51PZmdnLTal4hofkzaj+Bv7+/s6d+6cAoGAGo2G6XLIwGtra4b70BKPiuhEImG+jyTz2/HF8Yt95Q4dVPAtaUdGZwt8UuQAnZVMJg2T3dnZMUL1/Py8Zmdnre0o55/nBzPm/z6ZB7EZX5LfIede5pB1T65GFpA9XxFEzPit9Cz34zESZJqYxpMh/b1Ig2HvfB5dS7AREHHQY8gZMZ2353yOtwv83H+3t42v5HrVJ0ZgtQH4+0ACQ+7bXaA0AXsx1gyt9QNkUTKeoUkvR4B5DD6BL4dqfX1dy8vLSiQSajab9tm9Xm+o5H98fFz333+/ZeKazab1iyahEAqFtLu7q8nJSWUyGTWbTWUyGWu7BFhUKBT0vd/7vfrSl76kz3/+83rkkUesvQqB4tHRkTEmT05OVCqVjMG1vb1tyvrGjRuamZlRpVJRJpPRzMyMtZja2Niw5AsVNNlsVkdHR/Z+2lQkEgkLrg4PD9VsNpXL5TQxcTZQlwHxHBYU3tTUlAWHCDr9rAmser2esUFpG7G1tWXfC/MaIBYnl8oXlEcgEFA8HjfggPvd3NxUq9XS9PT00MwWDjyfzZBVAmbf290DqLQQYLZJNBrV7u6uBdftdnsoAbG7u6uxsTEVCgVNTEzohRde0Pb2tjKZjDnanjk6Pj5uYBDAJ5loAuZcLqe5uTmrYioWi5ZdhwFAwoXKk6mpKWs7RoCDAh6t0EBR8twoNRx3Wvi0Wi0Lcv3ATq/cvOMYCAQscQILisCBYBAmnDQYskYQ8N26vv71r+v7v//77f/M/fjYxz6m//yf/7N+/ud/Xvv7+/qpn/opNZtNvfOd79TnP/95M2yS9Ad/8Af6+Mc/rne/+90KBoP6yEc+ok996lOv+J680/WtnDOCZPbGGxQfROPoAcqi0/jjmXp8D0ErwBQsAipAcKy+VWJkd3dXa2trOj4+VjqdVq/XM4CaoM0nKGCEe/CO+zg4ONDOzo7a7bay2ay1FJFkQTff74MRdCOfw3chY56tA8AuycBxmK9UegD2wBYBUNjd3VUqlVI+n9f+/r62t7dVr9eVTqc1NTWlRqNh5zoWixm4iD2D5e51iA+ccNaolOQ5sYMkhli7RCKhQCBgM61Yi3q9rng8ruXlZRsgt7e3p0wmo+XlZZVKJQOHYSLx9yhL15fXsn+wvXHepEEQjI4fBTFp57WysqJut6tEImH6BlmUBhV5sKlKpZKBmFTa1et1s6nojoWFBQOFV1ZWjPkPG1saMMuRbe+osqY+sc9z8V6f3JAGCUyYRR7E8EkP7J3/DJ7Xg+a8zgdur4fLs+Bpm4EtoxdxsVi0JBQzMmBiSYNkG8458g077OjoaGhdSVCMAkX4RblcTslkcihBCQgD6SAQGPQqPzk5sWrltbU1raysGBCOLmRGBWCTD87R5byWxAjfTT9yBviSeAT0o3qsUCjYe6ampqz1Iwy5ubk5+2z8ZNiuHpAgmPf619t2SUM2GpsBcxcGbiQSsefwgCa6GSDLD0ePx+M6PDxUqVQaAqOo+MCe8BkkFQ4ODmz/SdqwVsyr4/m8XHjQluf1jF6eF6AQvT05OWkz5fDJAVq8bQJQROZoDyHJ7pVEAj7u9PS0arWams2m6aXx8XFjLEpnAALVf+Pj4zYY/fDwULVazSo5xsfH1Wg0TFYBmQBskXPAZZJ8VH1SiUfyhRiMBBRMfewnMkp1SL/fN9IYjFXW/fT0bPA0/p/v5+/14Wv1IpGG/CKfo2xnLwMkDLFb+NDoRSrnva9EBWwoNJilABmFCnz8Es/s5Qxwhvx9+Dih3+9b/OMTH96/xIdDx3n969/jyTmjpBN8JD4XQIy4AtAQ1v/6+roBMtKgBSyy3mw2bdZnLpfT+fPnjQS3v7+veDyuQqFgc9329vZMt5KsBaDzsRRng/kY4AasK+eM5/J+OvfKvkqDahN0IIl72hNKZxVks7OztgfVatWGmKPzkStIIh6wwt/AL2YeFfKIjwxg5/1FP8+EeAl97gFsdLlPrvlYhz3yr0Uf8X/un+rofr9vGE21Wh3q20+SiOSI97f4N3akVCpZYsSDeOg8nzTmHPoEy+jl5Zx7Qb4BOvl+fGf8mdfrNQrMcnlCGPvrdY80mFWHvPr4mM/z+sQnBT1g7GXH6x7kh9chi8iTb21FrIofhS1DP3mdSJw+CjQjX9JgOLUnXEkDcjnf6fUi55M1wObybOPj48pkMpY87Pf72tvbkySLndA74E2tVssIdv3+2Rw9fN+JiQktLS1pe3tba2trVunFQHdmNPsWuWtra1pYWFAul5Mki9sgUkCW9CQ2P1sOfwwMBPvCuRwbGxtKoLBP6Cxixk6nY3ODTk5O9PWvf123bt3S+Pi43vzmN2txcVELCwu6fv36UMUE55k19dWb7Mfd4kZPKsA3hnjtk3Hc2yge5/UKfibP7WMJ5JH74T7QO6OxLp/l7fLdkpHI66jOQqf6+MYnbbg/Xsue+TPJXo7qgP/b61WfGJEGZYP9ft8Cx729PSsHlQbODO2eEAJJymQyKpfLajQamp6eNgArk8kYQ43DCyiFALO5vlQ3HA5rZmZGuVzONnF5eVmLi4sG5BP4EJx93/d9n2KxmL72ta/pscceswDp9PRUt2/ftkDBD8RsNBqmmKSzIKXZbOry5ct69NFHtbGxYUx2sqcwuwDDEcCpqSnduXNH1WpVqVRKV65c0ezsrJ588kkFAgGdO3fOgpp6vW6Kp9lsanp6WqlUSs1m0zLB+/v7Nnw0lUpZQIbihNkLu7FcLtsAcZQ6/eb5fD7Xl9GjTKvVqmZmZmy+yvb2thlBDiuHGtC10WhocnLSgJO5uTkVCgXduHHDgEDKrbe3tw0U8wAAA+no5YxccLiZtzI5OWmJjqmpKZsTQ6s11oEkBGwWHFYUKdUmb3/721WpVHT9+nUzdj7wYMYLAA2B0N7eniVFDg8PValULAlHgEzGnuCVe49GozY4myCYljy0DMGoeqXpk5TsCS2TYATm83lj+sEogvkAE4K9pPoAUMnLMftMAPLdBgbf9a53/Y2fGQgE9Ku/+qv61V/91W/5mnQ6rc9+9rPf1fvyiSpJQ4ZCGm4LiNFAbgDRvOHhM72R7Pf7lhgcBW+8I+UTIwTbtVrNWhRJMiAdWaG9VKvVMnZXPp83RluxWLTBnJ6N6ANAHDKYCJ417JnAgUDAkog8n2cnEEixLt1u1xK+/AwHlEo0zp4HFmgJiGPA665evWrJh1KppH6/r3Pnztn/pbNBnbOzs9afVZIlEGOxmLFSWPvDw0M1Gg1tbm5qYmJC9913nyXOG42G+v2+scFxrAmak8mkUqmUKpWKPVs0GtX29rbGxsa0uLhoDmyv1zP2/dbWltk8KgVZW89oIbHg2zAgd9hQn5AjsQBZAMc/FosZcIezur29rdXVVWMf4aRXq1UlEgktLS0ZgAjjDyCpWCxqe3tb29vbOj4+Gyg/OztrZ2dtbc2ATGSW58LpB0jxgS1+hQ96+cy7gXYk4jOZjDnvDF8e1TX+/5x51o1z6gOzV+oYvtoun7RlqCOVZlSQcs47nY7Nm0DWPGsNexUIBCyY9OtJICINqpt85aZ05pMWCgUDCblHAN6JiQnV63Uje2ArI5GIgdsQbzg3ACk+WMBG+yoO6Uz2Dg4OrC0r4F+hUDA5BjTv98+qBEqlknZ2dizhyj3hE+A/47+EQiGriJEGbDbuFf3OOUB38zd2Ht+O5C3EIwBHgHAS1gDgJEM8McInVSWpWCxqdnbWmJfoaWwC++J9BqqUIWMcHh4qmUxaYOyHLyNn+Gb4ItgT2t0AcqDLONvEKATn3CfM+0gkYoGur0QkWQTByydlSe5cuHBBOzs7WllZ0fT0tHZ2dox4BEDngQ/WAVmORCLa3t5WLBazpAlnAN+S9UdPszeQZGgnx5kgwUXrJGwwA7bZO8gEyAD3E4vFzCYSb7AXPnns/Rv2+LV68dwkz4iBR+0qf/Bp8MVYJwgdkUjE2h8Fg0Fr50fbFNit7Jck89n8DApJ5r+T3PJtQX27E/QCthr/DdvLvqIfPPDoE0Den8Pf42ceQCLuxmflrN++fdv0bKvVUq1WU61WUzQatbgIWWI+HnHx0tKSxfmcKarp0AX4wiQ5SErhF5B4lAZV08yWxFfjmZkPhF6gQg0d1e127X3Eqvgs+O3MYfLnpNs9q6SEiJJKpaytDvsuDfQAcSP3xX5Jgwqi8fFxi/d9ZYhPXBGXsyeeuMSa83+fBMEOervt3+efl+9hIHqr1TIGdzqdNqJAsVjUxMSECoWCpqamdOXKFVUqFVWrVbOnECy870WMNOq78d0w0P19smfIjGdx+zjOV1rB5meODb60B7lfr5fXfdJATj25CXvHNfp/Hwd6cNjvKfvN75Ez3oPe8ck736JTktm5u72e78OXwqdBV6LHkSH0G74w/hetotDx6A0fkyA7PA96gs8iMQB2SgVHMBhULpdTIpEwXBBdwnl85plnVCqVlMlkVK1WdfPmTUu6j4+PWxIeYvKNGzeM3FYqlcweMetYklX348czOzSVStnP+v2+kTkk2ff55DMzmPEv8M3QX8QK2B7OG+QSdBZrRmJ5cnJSL730kl566SUjErzlLW/RwsKCzZTGT8EvBGtGP+I3+kQNezIad/I83p6hNzzxClkBd8HGkOT2dpXXsO90ckGPcY6Q/9H1I+nB+uL3SwMcCl2I3eG+fXLI23OfxPT3ynf4ZAjvfSXXqz4xghH3AIsXFEoiqSiJxWI6Ojqy3nQ4YoVCwQ4ODh/KjJJT2DgIgBea6elpSTJHIRaLmeDk83nt7u5qb2/PWLcEZ/v7+7p+/bqSyaQKhYL+0T/6R8aCozc+g8BhmaA0AoGzsjj65N26dUt/+Id/qJ/5mZ/Rj/7oj6per2t1dVWhUMgGs1cqFaVSKWOs5fN5cz4vXryoubk5XbhwwXq5Ly0tGcP5iSeekHQmgO1229aOGRxUfQSDQWvN0O12lUwmNTs7q0AgoEKhYEH1uXPnjOXmAQQOh8+Cs37MNyEZsbCwoMPDQ925c0eSdPnyZYXDZ0OpaANxdHSk8+fP2/6EQmdlerVaTel02hjfU1NTKhQK2t7etr62sVhMpVLJWpuRKPBVE/SPTSQSOjo60s7Ojra3t3V6emptsNinWCymvb09m72C3EhSPp+XJBsUm0qlFAqFtLq6qhs3btjguKOjIwsOG42Gut2uSqWSTk5OlE6nNTs7a/Ibj8dtXgCvz2QympqasoHv2WzWnhegF4OB/MOuht2EQiMgS6VSSiQSBlDDJvWOsgdNcObYD4IgHAycbNhRVADBXOL3MG8I1Kke88zT1/rF2vrEnHfaPOMF48d7kH3POCPQkIbBV0BCzj2/95/rmYBedmAlc5+BQMAY/Oiik5MTbW9vW2KZ/vQwPnq9njHcuGfun/ZJyWTS2k951j0JTWm4igv5IcAEyBoFSCWZYWedcD5JyFC9ACBL+S4tr0hiT05O2ryoYDCo+fl5W6tkMmk9qek96s9vMBi0/2MP6vW66vW6Jfa73a4F37FYTIuLi9ZOj6CbABCGLk6GZ/xWq1UDv3CGsFvMymo2m8YY9eAE8jZaIouOJ7GAo438sZ9ev+IQMQdhenra2iRWKhVjDbVaLb3xjW9UPp9XMBjU3t6eVdS99NJLNvi6UChocXFRDz74oOLxuFZWVlSpVLS6uqr5+XktLy+bjb19+7YajYbdDzIDKCoNWI3SoIKKyyctkDUcRz8/gYQ5iZ1QKGQztzhjOHns1SgI6AMkAqLXS4Ds15wqA84MASLOPkGAZ5cS0Plyc8AKdABr64No5Hy0Soh2p9h+dCdBqSeBIA8MSefnkEkODw+H2nwiO8iUt4WcVeY8QHq4deuWBUjYXgA5bCWM/e3tbV26dMn8Nw+EEaz5VjwAjJ49iQ5g7WnJRwWgXz/8dewG4H0ymTSWIEkMzkA4HLah5xB9qAZif6ampqzqYW9vz8gYAPWcq729PXs/+o/EfzKZ1OTkpC5cuKB6va61tTUDPrgnAlEPLuOv0yIK4kkwGLTPnJqasniD5IrX95KsGmZvb0/1en2ox3Ov1zMwgaHw7MvMzIzS6bRefPFFlctl3XfffUMzvqjWxRcAKORMYKtJuJOwIXgHSGYfd3d3LQ4h9opGo+anUs3J2gDGMgeGSiZP0AkGz6q8qKhkz5nHgk8+NjY2xPb3vg7r9N0myPx9uvxZIzHiz+MoQOsTu1z8DB+cajrAEBJmyAW+JXYcwuBokgqfyttPD2LjNyIznmXK/fhnHAW/eY/3PaQBOMp7ecZR/eTZpsg77GHOLefFtz70ADb6Gp+PZLGPf3gW3+KEPRj1i/kObE+3O2gpy15IsjWXZAx4nofEs096ENt5tjBzfPhuT66iEhtgD/3P/hJneOKPT8bxecRx3KvfE395HQr2wlkeTYzw79HLg2M+NuE+vMzxDFRFUf1HtdzExIR1Zsjn87a/2HZiDNaetfhW94aeJ97lNdhT7PKoz+hfh60BHPWkI17DGrxeLw+YIkceIEWmvX7kTHlSnGfIj8qrB135Dg9083Mf91AN58l6vV7P7C7EAg/sjrZU4jxgQ2nfRwKFe+Y7kEt8NfAbSED4ROgmYlWIksTFnggZDoeNzAuBZW5uznA1EhVPPPGEdYPY29vTV77yFZ2enrUOpZIfnYQ/0ev1LLbNZrOqVquKRCI6f/68kZ0hqnNmSS5HIhHrgOBjSdaA1lGBQGCIyITvjG+MLwpJg2oxWs5LMp+j1+sZOYPWiLOzs5qamlKn09GHPvQhJZNJPfPMM9rc3LQODJBM0AN0LYKMjyziI/nqEmQYf4dnBUPxvg97DqbmEyzIGH8jt95OkgDB58V/517Qod6n4x6Js/g3+t1jSz6Rg+x6rBCdye+9TQ+Fhtv2cy44r3fTwf+316s+MVKv1y17Tp9xSaYwEAAPLvAHReCzt5IssCBBgtMPYIVDAEMYkIzAGlbuxsaGTk5OlM1m9eUvf1k3b97UwsKCZU7n5+e1ubmp//Af/oOCwaAeeughvfe979Wb3/xmbW5uGghMn2yCZxh8MzMzKpfLKpfLOnfunLa3t/WHf/iHymazuu+++9TtdvXkk0+qWq1aL1NauUiy2RepVErJZNISI5cvX1Y+n1ez2VS5XDYWN/edSCTUaDTUarVM0GkBQiabdleBQMCGg2ezWSUSCQugjo6OrOpFGpTmYTR4DQ4eCQh+R8A7Pj6umZkZBYNBra2tKZfLGZgaCASM5YIDE4/HTQmixLe3t22wKBUb7XZb1WrVFNf29raV/CEXyN7Y2Jj1HiRIxVmhJQQAyeTkpK5evWo9D2HVAHLeunXLgNRYLKZGo6GdnR1jKD377LPmpNEKC1AFdl+lUlEikdDc3JwZeZz3cDis69eva3V11VodxONxZTIZnZycGLsfYA5Dtbu7q83NTQsKODsYWjL6OBveEfRZYJJh3tGjIqrb7ZpxY49w/jwbFOWM3AFCEHgXCgXF43F99atf/TvVR/8vLp8YwaAA2qAPMfySLHDBqMAa8Bl6Lv8eacB6JpDlswGHfW94HBPYKqPAOYlr9CYXZ77VaqlUKqnRaKhWqw2xJ3yQDrPUs5cxnJxN/0w+0PesaIA7QEyfdCN5gg2BnYnDigONzPuWEJKMMecZQiTZ8/m8gYDsZ6fTMUYloA9JvkgkYolm9oAzcP/992tnZ0eVSkWNRkPZbFbnz59XJBIxfc2aoI86nY4uXryoCxcuaH9/34bkAS5S6cO+0Qc2lUpZC4m9vT1ls1k7k8gFjpGXF+84IZ+AougD7Cz/Z18A10Khs3ZEly5d0tLSkkKhkLa2tvTMM89Y8ikcDhsYiF5uNBoqFotqNBp6wxveYC0Vb9++rdXVVS0tLVlPfvb1+vXrarfbQwGnZ6qOVmmNgjOcNc4AMuoZOZAyaEnEejGLywf56FK/9zjGvIaEE87ua/3yyV5mZxH4+qpDaeCke8fZs6f5PM9W9jLLe9GfvmrRt505PDxUoVBQNBpVuVw2Bly73VYsFrMELrYUIA6/xAfZkH/wMzlb2GASJbRr9UEdn3v9+nUFAgGbd+eZaaenpxaQVSoV5fN584NgOfoqvXw+r7W1NTWbzSHAjb99kMSacN59sslX8JG8JQjlDzpAklVHtNttA+tIhPkELwOGmadGZcf09PSQ34Dvhe8J8QRwMZFIKJlMWhtWvo/2s8gDoKUkS27SsoYkJe0fqJjO5/N23+w5RCsIBb4XNoAchAJkBD8tl8tZxXahULB+9wyBhqmKTiYZ4pOK2GVsPLOaSATBDEXWkU0SiTwHAAuEJ3xXqnu8LOMrM+CZfaG15Pr6uskeSfFkMqnp6WlVq9Whgc+QLHwimed6rV6cLZ9Ip/IcX4zKLVqI8Ac9x74AQjSbTcViMfucdDqt8+fP2zlEj+3u7lrVvCfasL8Q5ACPPHuf+0FHYQul4Ypn7K7XsfhjHuTm/PvqBz4Pu0tiUpKBPMhnIHBWVZfL5TQ9Pa3nn39eR0dHyufzmpubUzabtcotqrWooKPfPjGk3xsq1wGKIKwwR5LnxV77WJ+1gqVNNa8/W8xLhcGMrxkKhSz2RTf3+32r1GJfILoQa9XrdXW7XUvq05LWdx04OjqyajdfBYSvg7zB0AbEBEPxcsm9UTUGEcWDgX7/kA3ve3sAbnTv/X6gNz04TmL95s2bSqVS6nTOhkmTXJqdndXly5d1dHSkbDarra0tm4tIIpz7o4Xt5OSkkSN9JYHHj7DTtDSD2c96+cQa9gjQfjRBCPHLA7ffCTD4ar7w1zx5wydIkCOfaPDy5XWGB2jRQ6OJJw/EepIIr8UuJpNJO3+eCEH8izzjw3l9GAwGDecB5/AkFQ9CY8/9/XgQme/xMTfx5f7+viUwPXbgAXnuB7+Myk1iXuksnqtWq3r22WfttfV63e6bz8BXgNhIzENchY6bnJw03cb5iMViNi85FotZC3jW11edgaOFQiEjx7P+fBfxF+Ravoc1B+vFFyExytpPTExYS39m2v2Tf/JPdOnSJX3+85/Xo48+qgceeEDnzp3T6urqUCIGPeer0Yhd0H+eFOSTX1SWh8NhwxBIVniyrCce+KoOn/D28Sn3hZxxrsBD7qZ/vD1G1yE3ECWIzXw8iwyDCfF9XleOkqm87h9Niowmlb/d61WfGGm1Wrpw4YIBgb40CgeGQzQxMWHs3kwmY8ESDg7thcrlspaWliQNsl6VSsUOPgoItgAHh/ZIjUZDpVLJnI92u61KpaLp6WkTVoCter1u73322Wd177336v3vf79yuZxmZ2f12GOPWWmZL3l64YUXhoDAWq1mwvonf/InevzxxxWNRnXz5k0LsAgS+/0zdj2gOKAywXc8HtfS0pLa7bYWFhbU6/W0urqqK1euqFAoaGdnR/1+38qMCZpwsMfGxmxoeywWU7Va1UsvvWTMZVo1MHCZNl0E9xgWgjYOJ2wcgjx6FYZCIWMGYuxwWBcWFlQqlVSr1dTr9WywJI5Xq9WyPoYo5pWVFcvCt1otHRwcqFgsGnBPP92ZmRllMhkFAmc9+huNho6OjtRsNi04IZlz/vx5jY+Pa2VlRTs7O1pYWFAkElGtVrNBouPj47r33nu1tLRkCSnKqPv9viU9Tk9PrcqIQB1nmXs4OTnR+vq6GV7WhUDbJ/E4E6z5+Pi4Ll++bMOvCLba7baazaYZjXw+bw4mQTm9hAHYPciMkuNnAIKwJIPBoM068L87Pj5Wu90eAtWRC2kw7J7yz06nYxUwr4cLQ4Dh6nQ6BrCyliQCfFLEGzYP3vqgFYALo+qdJO8QArTjmONktdttA/R9gOINFucKA8259Em0k5MTY8fisPrPAoDyOhLdhu7EKOM0+2oazoYHiXwixzvEALCe1QW7mkTH1NSUPRfVAFNTU1Y5Q1srEs4EMoCTnj1xcnKi6elpGww3CpJj+yqViiWMuUdsIO1o/Pqwds1m0xKJ9GdlPgfr5PXw7u6uMdv99+DQ+KDTB2y+MgQQksAR2eX/PJsPMFhrPnts7Gy2Fcner3zlK9rd3bXKkl6vZ0l4qo+wM+VyWWtra1peXrZqTVoJzczMaHZ2VnNzc+r1epYo9mC6Z+945pj/49mdnDvO6ug54IyQEOeZqP5B3j3LCUAXoIiKJewr4Obr4YLZfHJyYqw7EmnYr7utu7c12Ei/V5w31t/LNWcUVpaXVQbmXrt2TQsLC1pbW7NBluwLg719ZYpnQvlWgAScBHxULMM+9rN2OKPcL+2YqtWq7ty5Y8lo7LUH7SYnJ1Uul62nvQcsSfhSuUDlJjrWB2G+8gzdSEAVDA4GFktSLpdTNBpVrVYzWSbYlgYVQJKsYpr2JwRlBwcHQ+xpgl38ftZyb2/P7BWBGyQYgvZwOGwg6O3bt4eSjZxLbxckWdLbVztw/jOZjLrdrrXl4/mp/CUQj8fjajabFkOQCNjb2zMgGv0BEYHKZ/xgZkN1Oh1rdZhMJi0QRiYkDf2M5/BgnCQjATH/DlmkPzjnDl+C9rmwJ4lRaKMFGcGftVqtZnP8ACj6/b6i0ahOTk60tbWlZDJpQPb09LTy+fw3DcXG/hMHeVvzWvYFPegQDAaNADE+Pm7kQPQd/hM6zYMhyHm/3zcfotPpmA3FX4GgBPjBGURXBINBI0u1Wi2Tec4NSQ3f1glZ8DJKzOD1Cr9HTj0A5AETdLFnexN/+Cot9BEt3QKBgCVVt7e37TzzB6ayr2gF3AO887NLsT8kqn17Xx/PQPRirfDBOS8+4QOZhb8B5fCPfdKceJ/PJibjD35zNBo1QiJxOC1LIU9KssQlyQ9kiudhb311sP9+D4jhx3tfyvtP7DOf4ZN50mAmGJcH9biQYWQE34k4pdvtWoKH9SBZ1Ov1VCwWFQicVX7GYjGdP39eyWRSe3t72trasnPkAUkAW+YaIL/Iiq+e4cxw/6OAIc/jQT58GXx7/EQvV35dXm+X9+EkWTLJrw8yzBnmfd5HH11z/kYWeY9PSIzqH/YqEAhY+1R0FZiF/1y+G92Mb4mOQIcRE9P2k9gVv8P7JhA9RsF1ziTnQ5JhgawRPi7P5CtpuHq9ns3WOD09VbFYVL/f19TUlGZnZ1UsFo38AFbW7/dVKBR09epVI0Rcu3bN2simUimbO9ZqtdRutw0zPD4+tlkkdF8JBoM23wefD9zT+84+0ci6k7SUZJgwfg3JfHxKYgVsmX+915nRaFTT09O6du2aUqmUPvzhD2tyclJPP/20Ll26ZO3FuCf8fa/rSZz6ig3uBx8ePQK+g3x7GfU60yf6SLr4KjQuLx9UzEAaQp9FIhFL5GBTiUv4XHx0T4bysZS3517HezzInw1+52Nbn9AEo+IzX+n1qo+aOUgICAYZph19PRFkekkCJLPgCCCgKgEar/HKgL7tzCWBlUqioFQqqdvtKh6Pq9c7K1NPp9N661vfaoHs/Py8nn32WRvSu7Ozo8PDQ33lK19RNpvVvffeqw9+8IMaGxuz59vY2NDOzo7e8IY3aHt7W73eWdlZv983VhzO1FNPPWUtCGZnZ81YI0D0tl5bW9PNmzd14cIFXblyxYJq7/DG43F94xvfUDQaVaVS0dbWlnZ3d1WpVIxFl8vlhg4P5fPhcFizs7OmaNfW1iSdHd65uTmdnp5qZWVFsVhMCwsLBqb6IMszXGAjBYNBawlGcgAQvVgsKplMWtZ1bm7OWkRIMgCXmRZLS0t6xzveoV6vp3q9rpdeesmUDAqiXC6bIyKdBfPpdNqcxl6vZ+1aSC5hGJvNpu7cuTOUyNrc3DRwlBLenZ0d7ezsmJM9OztrShhwgQCexMjly5c1NjZmbQ0YVomyoP0W+w9QSY9bmNA41TDhW62WAoGA5ufn1Wg0lMvldHJyYn35AaMl2YArqrTC4bD1ZfSOrme4YtRxUA4ODizgnZycVL1elzRoFwETAAfBt4HAYHPxO5zV1/p1N2fKO+QEKpIsIMJI8V4PbvhyUh+weLYWAQYOGMFGKBSy1kqAIf677hbgeKPoncZRhgHn1idYANcJFHEu0BE8rzQYnI0O9Mya0aCc9eTyTFfey7NT3UFiJJVKaWxsTI1GwxIXVGnAamHIPMkQQEIY5DhB4fBZ+xDYezwnM7QAPgHF0D2wEtGP9HKFNYxzgQNJf1YCNwAV7oW1IIHkwaZAYNA/G70yCrT59fWAM7LJ3ns761lcvm0E4A6s5MXFRQWDQd26dcuGbsOwpJLFsyhJ4uzs7CgSiSibzSqfzxvRgeQxfbYLhYLNGON5/Xr4Px7sYA/9xZ4j5/yM8xcOh61tB3OiJJk+9e8LBoM2r4J2nj6BDPHh9XARvAB80RIDMBUZlWQEF9aJRD6+E5+HzKJf0D1HR0dGJkCmcOQ9QFetVtXv93Xx4kU988wzdw28l5aWNDY2ZnYdAJB5Hug9dCHVyKP6mp95PSINBgxzxgDRAoGAgZbe1wkGz1ogAeKHQiGrcMAnwM7AIsZn4GIt+DlJFc4eQSYAeqvV0ubmpskyso6NQS/4Nob0diYg4/sBAWjr2emc9YiGWeiJAgAM2A0qbEgGQwig7VSv17OEPckNGG7IGvtAoMpnYJPZG9aj3W6bTa1WqwYALC0tKRg8aytWrVZN3+M7YVsCgYDS6bT5YMjO888/L0nKZrNmj2n94PU33816cF4I1gHXj46OhlpR8B5JQyxHQHTmi3CmqCwEiMUPnZiYULPZ1MbGxtAes0eTk5NqtVpqtVqSZFU8iUTCiFZU1ZHg4vvRp9LffcVIt9vVv/k3/0b/9b/+VxWLRRUKBf3Yj/2YfumXfmkIVPuVX/kV/d7v/Z6azaa+53u+R5/+9Kd1+fLlb/v7er2eEckAVABRsJvoFmSPJCGgmSSTfZJOJCSlM1manp62NiH4OLQBIblPkpNZT6FQSAsLC2azYdUDWKEz0bW0gPSMZnxMdA+yC4DlfRGf6PHAO8852g5VkgFN3W7Xqv1efPFFBYNBXbhwwXR7qVQy/UVrZNYY5j/ziCDLAcpDIBllsbNmkmxdsd+SrLoN+wH5C2Y0iWPiKWlQYYAeJEnlCWt0kCAhkkqlLEbt9/tG5qRCGT8Vcg3grE96YZ/YT++v8Pz4RehID7qOgl13A8b4bL4bn9WD0Zwv9pafUW2HPfAJKBJhEDbD4bDu3Lljfu3c3JyWl5fNXr/00ksGiNIam8TIxMSEVldXhwBM4hdP/CGB6JMnPNNo0pJn4hyQFPZ20pN0Xq8XugI58Wvn4xIvTz4ZJQ1iQGTE+/TYc09cY5/AHiQZqBwOh60lmz9vPl4mTo7FYvYc+FDYQZ/48G3pIH1AbiGR4u00z837vdx4IiUxOz4KegudFQ6fdR1hbWkHRlU+BGzOOlhiq9XS7OysZmdn1W63dXBwoEwmY3Or0um0Eeuq1aolV4LBoNLptOr1uuF8VJ5R4cFoAkhR6HHslCczk0TCL2WPiYtJbNMRgefgu7GzxJP1et1sGXiDxy4hL09NTemDH/ygNjc3tbm5qcXFRcNO2V/2B5+21+sZEQR9DYaNvBHD++o6kiu832MZPqlB7MO6c2a4J84DlYzdbtdI2GCtkDHQ+8RKyBt6HL3uYwHvk3l77c+mf07sBp8BfoPfyu/ws/m+V3K96hMjsVjMHH02rFwuW6l1PB63oAWBQihQguPj48Z+n56e1uXLly2jRg91Nu74+Firq6u6c+eOgdC1Ws1aLs3NzVm7LAKYmZkZra2tqdFoKJlMqlqtKplM6qWXXrLDX61WFYvFtLq6qj/6oz+yYd63bt1Sv9/XhQsX1Gw2tbW1pVarZQYetvxzzz2nTCajZDKpdrttmWkAg2vXruny5cuqVqt67rnntLOzYy0SOCCPPvqoDdZMJBLa29vTyy+/rMXFRT300EN6+eWXVSwWjXnX6XSUz+cNSK/Vaur3+xbAETjS+49WAiipqakpY8gdHh4asEePXFjSOIsE0ZIsCVOpVDQ7O6ulpSVtbGzozp079n045/Pz80qn0wZMTk5OKpPJGPh3eHiozc1NY1XPzs6q2WyqUqkYyFatVm1QHY7V8vKy5ufnJUnPP/+8tre3jbmD0oY1R5nb4eGhrl27pqOjI924cUPz8/OanZ015Vur1QzUISBcX1+35FgymbRhsrTPCgQC2tnZsQQIVTsAIMxraDQaBnwQ8NNqi7YVXunUajVrIUd1iwcOm82mGflms6lSqWSl9yRxfHBKAigcDlsWGoWP8iXTzvccHx+rVqtZuxyce2kw+BaFiTIGbPXJktfy5RMjnpHqDToXiQQANc/8wmn3LVP8uvoEiHcYceTRjzh6ftC0NHBGcSoDgcFwY3Sxdww8g4I95d584oNA1SdGAM5IrPCZfBct1zxY5h0CZJLnJDD1wbxnjQCaexYjgCJgAvuE7vPrSpkuCW7O1szMjJaXl4cA1GKxqGazaUkRgIR2u61cLqeLFy9qb2/P5hLwTCQYG42GVVQxh6fRaAxVgeCoUVE3erb8GQTwZCjwqGzAxvPBhU+KeCaTZ354BgskBc+E98wcErsECNhFkr8w2GG+0tIG1h9Ou7fznJFCoaBGo6Hd3V0DUEm4wTj1yRGYLqNVB16WvAOIPHnmIfaPfWfP0b0EIbRyxFaSDKK9x8nJiTY2Nr57yubv6YVcUW2ALwLIS1DnAWDIH+yFZ5Z6ncWZhSGFPPvECwEnsiDJqiLS6bTy+bwlU6RBe01mvOFreFCaz0bnANqTnJQGfeBhxvmz59twkdThzEFkWV1dNV1CVVs6nVa73bY2pSSafUWuvy+ffAak86wvyEH4Wp1OxxJK6AdARf4PU5DXcB5ZG84Qvg7BeiAQsD7wvV7PhhBLg6osD74RDE9PT1uASFLVM9ywm+gWdCoBMpXhvvI6GAzabBAP/O7t7Wl5eVnpdFqbm5sGXkIGwT5Xq1WVy2Vr35pIJCRpKCnCUGh8Rnxz1hRwA4AaIMMzB3kWSWav8R1ZL+SxXC4boI6/gRzyB9AHueOZ2XvsPrb/5OTEWJ/ENIAQodBZS7JGo2HVkB7kvHbtmpLJpA2Wx67Tstef17/L69//+3+vT3/60/rMZz6j++67T1//+tf14z/+40okEvoX/+JfSJJ+/dd/XZ/61Kf0mc98RufPn9cv//Iv673vfa9efPFFs7//Nxf6BhljDTxAx36yDj6R4EFlgF70JP5cMHjGyCXBhl+TyWRULBatqhJCDb4Myc9kMmmtlfh+T5ZCryEXnpnqyT2e3YyOGyUmUI3qWfR8J+/nMzkL3E84HFaz2bQ2pJwj5pJiaxOJhFKplNlY/LB4PK5cLqfV1dVvajdNiyrOJZUDyL0Ht0crAKhu4x5JagCmEh/7Skae0c9C43P956Cf0bdUmxKTB4NBG/o+MzNj6394eGiEPsgZyAbJemytNGjJ40lcAGvEduAuo4ktadBuFb2NPfdMcE+m4b3oGQ/0Iv/EMuPjZ7M2JQ3tAUld5hv0emdzWaPRqLUcf/jhh/Xf//t/19bWljY3N21G1Pz8vMLhsG7evKlkMqlYLGaJYz670+loZ2dHe3t7yuVyQ/vok+y+KsTHMtw/8RTy/XqJfb/V5QFRD/j6RAg+nvfBpeEZlB5bAJjmGv1MXw0rDWaPSbJOJ4FAwGww596fT/aT8+H1MDE2eBgxro/BSbIBinO+PSEG+ef+uW/OiTTQzyRi+WxpeHg9SQefQEgkEnae9/f3FY/HrRr46tWrWlpa0lNPPaXbt29bC8KNjQ2trKxoYmJClUpF0WhUW1tblvjGN2ZfIF5CwuVM9PuDVvlU93EmEomEnSliQ95HtR+JB3x+El/sD2uJH0pXCtYZmwTh3ScIotGo/uk//af6hV/4BZtJ7AlF+Fi07wKHkAaJc3Qj+svbdeJRSUN2fjRJ0e/3rTMLMsofT7YaTSr6WNYTK0cxAWSPfxN3cM78fXgSKPGrP5t8LvvO53n55f3YFn+f/rx+O9erPjGyuLg4FDAGAgHrISrJWoOwOYC2DPyWhtlEAAsIGkyntbU1bW9va319XTdv3tTBwYENFZ+dndXVq1eNrVWv17WxsaG5uTmtra0pFApZD3yAbFhonU5HyWRSb3vb21StVrW5ualbt26ZopmYmNCDDz6od77zndrd3dXq6qqKxaIlHxiu++ijjyocPutbXK1WFQwGde7cOXOa5ufndeXKFU1OTur69evGBgPUajQa+vrXv654PK4HHnhAX/ziF5XL5SxB0u/3VSwWlc/nFQqFrIVYMpk0ZiCtxDj0lJlRgROLxYx11Ol0DJS6evWqer2eDV6mXYIvA/aAKAowk8mY4/7yyy+bUiOYgulBn+XLly9re3vbWH987tbWllKplB566CHV63VLcvX7Z6XixWJRm5ubdmgJ1L7xjW/YEPqtrS0zDNVq1YApKjbi8bgKhYJVe6BgT09Ptbm5qUgkYkMoSfhUKhUdHx8rkUgoFotZVrZSqdh8mKOjI2OT03KKlgTBYFALCwuamZlRt9u1nsPHx8cWqJLEgc1HcpCyRUDHWq2m1dVVO0OShu4tEAgolUpZopDEBiwK7rXf71tLoWq1amA8IJUHjwAe2AecaIwEStUbal4PY+71cJEE8RUF0mBYOGdgNGjiDADmUKrL7wDOpQEgDiCG8+cDFdjAJEV8csEHRBhk79DzGQRLPigEKIMl4kF6aTAID+a3Twr6Nk3+frlwIv268R3+tZ5Z6x1nWIGA9CRAfS9lzhOsBgIj7tM7WjCcmQV13333KZ1OW1BGm6XT01NVq1VjX9ZqNW1sbOhNb3qTrl69qmeffVbZbFaZTEZHR0daWVlRr9ez9jiwdjg/zA/yLb1woHyQQIKFSjZsyN7enoLBsyo+9sUzpv3+klRiGLyfR8X3sK8kVNAR6Efv8OAQEtCjxwANaWmBD0BAMj4+rna7bcMB0XUE+9LAIZyZmVEul9Pe3p4lyXFSPbvPg66j7doIJHzQzT3BxsQRJnhJpVJaWlpSIpHQzs6OyuWylYjzfYCJJEpggJVKJf3FX/yF/uqv/uq7p2z+nl6+3Jy+9hAAkC98RM+6BfAmUOIz0IG9Xm+IRevbL5B88+1gCCgAKOk1nM1mLfnJ3ofDYUsodrtnLT34Lio/PEuNPvCcK0ga6BDARHwBnpnv4RyUy2WlUinNzc0ZWYMAkgAcv200seQTJdjrfr9vPgF6DOIFwNzJyYnZGYAAWstQwU1iAqY04BD6ADCA9UI3e7CUpC7rgw2SZOCirxzCZtKLn5ZY2Dh6wHs7AEACu5MqYSru9vf3rRqHewa090zpcrls98uZZn4JfcQBo9HRxDoAziTgCcaJXZilAokqnU5bQokAmHvx7Hyvq7z/1O121Wg0bC05C4Duni2P3OGzMnuOsyINbGyr1TKmKyDL5OSktcpiH7B1ABiSrH3avffeq8XFRW1ubmp7e1vlctmSTLSpfKUB8iu9vvKVr+hDH/qQ/vE//seSpHPnzum//bf/pq997Wu2fr/1W7+lX/qlX9KHPvQhSdLv//7va2ZmRn/8x3+sRx555Nv6Ph/D4g9LGgKqR0ENb3P5HToSgAf/APIE54p19TYXwpukIfITJDFkjbPqE4zoXd9KZNRn80AHP/O+naQhX9LrCO9/AADyjHwnr6VyFN+Kc4ZNGR8ft9lDDBLG38PnoIIW0LDX69mgcwh40nBLF+yJvydeA2DKa33Vhz+vPuHlSSkAffiR7BP3SgyBvWJ/Dg4O1G63bR5WPB63WJEzC+ub2A6QFjni8uD+3f6QuMaWe9/df9ZoQtfHM96351wgBz6uQQax1+hzT1qhsu3w8NBa9LD3ExMTSqfTymQyOj091dNPP61ut6uVlRVJZ7YqlUpZFZdPahDHEw9TRT4+Pj7kAyATo/6zvzx5DbkYJd28Hi/8ai4vIz5Rh0x6oJW/AYbx+aQBSYD/816vv9BRxMqpVMr8d/wzn8BAHnwFBzqHmNTLv2f342vhF1QqFUt4+jmLyL1P1qDXPWFLGpC00DnHx8dm38FDOQfE/Mg2uo2KDHQs8Tj4X7/f10c/+lE9/PDDisfj+trXvqZPfvKTlhSJRCLa2trS/Py8kU5oZYqPc/PmTZ2enmpxcVFjY2PKZDJDgDvVOdzD0dGREYmwPZAmqezwZ98TRsA6y+WySqWS8vm8JNk60yWnUqmoXq9raWnJMFqvkxYXF/XBD35Q/+W//Bflcjmtr69bVRDfy5766iPuC72NvkV+8CkhESG7ozaTc+BbDPtz4e2nrwbktX5vuT/OALGBT1j4WAld5gmM3m5xBiAG8Rqen/Pnzyhng+fziZRR+/PtXK965PCLX/yi3v72t1vlAoe93+8b250D4NnwOOEY8N3dXbXbbYXDYasgYB4EFSHSmUAy/2N8fNxaaMG6Q3ESvCQSCW1tbSkSiWh+fl7dblfFYtH6we/v7+vll19WoVBQLBbTxsaGKpWKCRGtoVCq3W5Xs7OzisfjunHjhkqlki5evKhcLqft7W0bjn7hwgVNTU0pmUxqeXlZ8XhcN2/e1Pb2tilrmFrtdlvz8/NWiXB0dKSZmRldvHjRkg4MHCPxA4OLAC2RSCiTyVhlA61iSIhwoGAVj4+Pa3l5WdLZfBRJFgweHh4qm83q4OBAzWbT1qFWq9nMjmKxqHq9bsqr1Wppbm7OKm1QjAAOvhdnt9sdGuxOSTSBKIEaYP36+roODg40Pj6uXC5nLGtfystAU5hUKH/YdSjzhYUF7ezsqFQqKZ1OW+b20qVLymQylnQheMeIk5DBUYWNf/36dUsS+fKye+65xwLWTqejRqOh5eVlA1A8yAJwkc1mh0CFVCqlfD5v7dPozw8LTxoEEZT88bPR3tM+EOO9vuUEvbtR9rRB293dHWITeTAcI+KBUj571DF6LV8kAbvds/LRnZ0dk/XDw0Pt7u6q2WwaGOIrQmhtwPwKDB1tSEgQjCYzfGuUVqtlA9Po0UvAxns8eCUNz2XwADEMDn5HApHKAFqtMH8HI+qDBt6PQzgKivAz7skHmCRAuA8SJgTIfD4MIph2sCM5g2NjYzp//rx6vbNWfplMxqrQcEro29ztds3pxJCjo3O5nDFY/NpQjYaDPTFxNicJB887YxMTE1peXraqLpLD6HYCw6OjIyWTSaXTaXt29BkgG0kfQFn0JtWRiUTC1sozG1l3aVAV5EFK5MkzN/k5e3R6emotILE96Dj0vJcnnDtpuK8+CQfv6O3v79vgTRx/QBASyfT1x69oNpt27kgQIYejjBf/B9Da9+Pm3NHekfs8OTkxEAZ7vrq6agws5JYqqcXFRQvo8/m8+UWv9csnMzyDy9sgHH+Ab+wciRHP0vZsWs/AxF75xCCJWyoECAS73bOWNAwvJvFIEACo1mg0LGlAIs/bL/Q2yRJAOHxXvwb8zge5BF3oyf39fa2uriqVShmohb6glYgH49DrnoEMAcX3KZaGh98i1/4Mc7+cS5JKrK1vpTU1NTU0cJj1ZS/wQwKBgAW9MAnHx8ctgYI+Y10A6NE5JMUAQkn6d7tdI6z4gZ7EEwSLEGbw+ZE5bCPBM88QDofVbrd1cnKiQqFgfr2v5qB1K/aZ52FfuD/0RqfTUbPZlCQlk0nTpayvB5cBXXySGn8AmUE/oVtoPYsv4KtBsUWZTMYSVzDrT05O1Gw2LRGPXGPP+D96s9/vW1tA5hmMj4+r0WiY3gVApGVev99XMplULpfThQsXtLGxYVXWnOvp6Wk7P38X1z/4B/9A//E//kfduHFDV65c0bPPPqu//uu/1v/3//1/kqQ7d+6oWCzqPe95j70nkUjobW97mx577LG7Jkbwvbna7fa3/H4A683NTdXrdZ07d872hHUmzvGkM0m2p7CIiY9v3LhhLToffPBBA2RILGKLiXuJl3q9sxmVgMScAarGJicnLYGA/8UzeP1Gmzz8A+IBqkPQh3yWJ0p5/YeP4YFk6Ux3EWNBhuD92AwqJqrVqiU78/m8stmsLl++bO2daQeD3gQckmRtcer1+jfZD+7Ht1IkwURsznlGh3k/l3iYvfXtR/E9OLsAsNzf6elZu61UKqWJibOh60dHR9re3jb/A3IfM4eIvZAn5Ifv45m5sKXoWvw0fB18J3Qp/jR2APvOs3lSEfqM/fbsYXxGGOCeVOKJCZJM3lutlvb29hSPx81PLJfLajabymQyunLliqQzX+GRRx7RzZs3rT3Ozs6OlpaWFI/HtbKyYuu4sLBgrf6QY5JSJByRN/xjfyY4B6wbxNfR2PjvukLu79PlbSQXcQEXWITHV0aTDR4r9H4LesODz8Se7Av6FD1Hm0z0AHuLPfa+PH6K33P8MJ7LE3iQnZmZGYvD8F89iY+Yns+C4MLvwG9I4I6NjVlsFAqFrFUfNmh3d9cIIZxrdBD+0OnpqXWLCYfDunTpklZWVnTx4kX96I/+qPkc73znO5XL5fT0008rm80O2QKqjZlvh9yXy2UjbIARZTIZra6uSpKR4MFmiXlJcPs4jH0l4eBjf3w/nwSSpHq9bsQQ5AZCDNUih4eH39TO+Ad+4Af0hS98wTrMIJc+WcuZJr4HT/WzLj1BBFllP/ENkE1ei54m0YL+9HHy2NjYUDs2T6YZTaBRLSkN9BL+JesCLiqd2Vhf/QhW4uMU7InHGPFT0efcE7rf23RJ3/T/b/d6VSdG/vk//+fGUKpWq3a4fam978/MBZuvVCppc3NTa2tr2tzcVLlcliTL1jH0MJvNKh6PS5J2dnaMXQdb2GeYaSXU6w3aYKG4isWiGa9qtarJyUkDyWAU33vvvbp27Zq2t7e1vb2t3d1d3blzR1/84hdVKBT04IMP6uTkxJhk+/v7euKJJ5TJZNRoNJROp5VOp3V4eKjp6WlrM+X7Am5vb9trH3jgAd28eVMvv/yyZmZmVCgUVKlU7MA2m01LNgHcSFI6nTZAlj6/GBOSGKVSyYI5+uSfP39ezWZTX/7yly2R0Wg0NDc3Z60W+v2zIbkkDWiPAXBXrVatpVYwGNSDDz6oeDyuarVqSnp8fNwSDfQi3tvbs5LgYDBobKaJiQmtr69ra2tLzWZzKGsJExslHwwGVSwWNTY2pitXrqjdbuvOnTvWe4+e/jiOmUxGe3t7ajQaBkhGo1FdvHhR1WpVpVJJs7Ozeumll8xY3blzx+QM54+EkVcIMGxSqZQBarRwQyHAIoaxRWsJWuTAwvOBKTIaj8ctIYIT7NndrHW/37dWWySQcNpJhqHIcXJRgB4Ux8kG6JBkiTCY6yRCWAMAZEnmXBAAvR4AQUm6cOGC9vf39eKLL1rSMhAIDCUnYHxJspYGAD0+aPNsCklDr5EGIB37Wq1WrSpqbGwwQ0MasHR8uaRnePkAcLRyyF8+SIKxAsMLZjNBBkEBhtazJ3FmCcKOj4+ttRLgADLmgW0PiCHvOBanp6cWmEciEWNolkolG+KdyWTM+UomkwbK074OIFU6q3Dc3NzUycmJLl26pPHxce3u7lo/4Xa7bfr57W9/uyX3r127psnJSWsHcM899wyxgyKRiOlMynQBAAnQceBIbgFK4fR68AEgBAYcQTv9/HGiAOjQETBeSKhyYVMJJlhjH9QCeANmU6XYbrctaQPLlcDfM6KRL+wZckQihwRIIBCwYYKQEGKxmHZ3d40hT5szAhFYNCQ7PJOMc8UfAnT+z7P4hDFgLQ43vs3MzIzi8bgRN3x7o253UAlLD9/RAPG1emFPAJh9MpSAA1kC5CCxIQ1aUrHuvlWVNAis/b5JA+Y8r6ddJEzq/f195fN5S2rSI9knI09Ozua4UU1B1WQwGLQ5cblcznQRCQDsMe+H7IDfC9EEG+sZxPV6fSgB4wFrgAWCO1i1sGdZH/TH+Pj4EFEBXUEVI+ee9gLMMOFcHxwcKJVKWSUpASl2iOpqiCwwn6k6w9b3+31ra0UfaIaTQg7grOFjAkAB6EOoicVipqcZNo9fjc3ySYexsbN5C7VazdoJwkRkvznr2BoGkjLongAyk8noxo0bxp4EvMRGeJKJJPPJWGd0NjrPs+gmJycNIPEViz6IRN97YgOfTUUofoAkSzwg8+Fw2Fob0koMsoQPvEkqjwaxvq86Npu2uCTDkR18TOKZfD5vssqzMsz+7/L6hV/4BbXbbV27ds3swb/7d/9OH/3oRyVJxWJRkjQzMzP0vpmZGfvd6PXJT35Sn/jEJ77p5+h+bA8/A8SgJbSvWPXVQJylUVLKKLCAXGB3fdI5HD5rhQHjnX9jI1dWVgxYorIWX4Czjg7CPyRRwHfzXdhFaQCA+MSfl2P8Wv72QA+6G33Ds3lbgg5CbrHFkPLwf5j35oEmdDtn0BNrABy9L87Z4Zx7Zix+JT+TBsxxr3s5y/hOo8zZ0QoD/zPOTbvdtv1jXWhbk06nLdHPc3Em8aV5HqqBievi8bjJHf60B9y8r+4vD/oD5iIf7LN/xlE5GK0W8LoLGfMEKtYO+xwKhQxcDQaDZruazaYlrfAX77nnHpVKJasij8ViWlpasko2iKG0jcTGE5NAfKT9tr+4v7s9p090v96rRTwBD8zGs/+J71gngNlRIiCfg3/kzyN7gU7134s/AB6UTCa1vr5uxDdsv7e7vB4frNfrGQmE2ITP9hWsnONOp2OY397ent0z1aaj4LUHoSFF+m4d/pm8rsbGs3Y+jkNn8t3Et5DY7rvvPsXjca2vr+tf/st/OeSjp1IpXb58WU888YThqBD58vm8EomEYVD4v7u7u9rd3bUzw/MzT9i3duTc4x/hE6OfqPrFR2cvqeSHYIGtxQekbRg6Hx+Pz1lfX9e1a9fsOQOBgDKZjN761rfqj//4j5VMJq0zjD+73rbi7xKDoK8hGoDhIcN8PzrWJ6zAb/kePt93KvDkGeTPJyX4Dp4bXcP3YsvwtbGdHmPi9f6ZkRUunpmYhf/7JKQ0PA/SP9d3cr2qEyPdblc7OzvG3sVgwzB6+eWXFY1Glc1mTdE0Gg0Vi0WrOFhbW7OS9k6nYyyjubk5zczM6Ny5c7p06ZKCwaC2t7ctIRIOh/XWt75V58+fN4eJw7q6uqoXX3xR5XLZGLQefCbzCoP48uXLCofDunHjhjmuOE0kfm7evGkB4o0bN6xcnsE8JAwk6YUXXlCn09H3fu/3qt/vD80lwfnq9Xo2dNeDfIFAwGZpwFIrl8uKRqNaXFzUwcGBVTzQPxVnCMfv4OBApVJJnU5HhULBgFQcn0QiodnZWQskx8bGzGnibxixAFKBwFnLrbGxMd26dUvS2QD0er2u9fV1c9quXbump556Stvb23rDG96gWq1miYtut2uss7GxMRviCBOdZ+j1zoawUza8vr5uYAKDyN/+9rcrk8nor/7qr6ylFMEcRiSZTGpsbEytVmsoUYCjSJBZKpVMgfR6PZsB0Ov1zBD1+2cVUASc7XZbm5ubxjaq1WpaXl7WpUuXrCVDv9+3ICQQCGh3d9ccVvpQwwYgiN3b27OA/fj4WKVSSVeuXFGr1TK5Zzj67u6ugREoSAwPmWSe2ZfIs84o2H7/rLKGYY+wZnHGKXGG2er7F8LMQOmSreffr/Xrj/7oj3TvvfcqGDzr/9tqtXTu3LkhwAHZk2QGzYPmowbLgxI+APEMJ/onIwe+7B1DxZ5JA6ce44WRGw1wJFmgiU6WZDoEfYWzgE7xbB+eh2DIB4lcPsFIIEkQy/rwfhh4PtiA8be2tqbd3V1lMpmh4I1EcTqdtjUlOclsHRyNSCRis5ZI7oVCIWtHCCBI72sGI5fLZQtCGUa7tbVlyRfW5OTkRMVi0VosSjLQE7vh99E77Di+MJdpfwOw7AFXki1UjPE56K/RQNYHIrzGg2Q++PCMZkmWjKeCEbYnn8NnAyp63YEjSLABMAM7CEY3rEHmhsViMR0dHVmiiooZglzkmmccZaT5+/DnDVnFIcUO4DgiE7T3iMViunTpksLhsLa3t60qx7OeaHn5nTqIr5ZrFChGZtAF2CW/HrCBCebQHewjPgFnFeBIGrQZIRjy54Dkh2e0E5jy/SQtut2ucrmcCoWCMpmM+QK8DvmhyhY5xc4xUwyd4cvjeS4SduhNAmsAZljHJFF8S0Vf2SEN2hf5YApQjgs/knvAD8GvwI74AZD+2QiOAJGmpqbMbpC8pS0V580TXrgnbBi982lR4udxICu0SkmlUlZNDamH2IKzT4Ua68vfkKnYc8+64//hcNj8HvwmgEXui3lxvh898YBPZLAnJABg+eMv++pF5MUzCJmxBzjnzxIAMN/l9aVnuxLbAOpIspaEVCpXKhVra0uAjGzQro01Jfj3M1E8kEzFOz4fFQr8LplMamJiQvPz87Yu+Eabm5uvXMF8m9cf/uEf6g/+4A/02c9+Vvfdd5+eeeYZ/ezP/qwKhYI+9rGPvaLP/MVf/EX93M/9nP2/3W5rcXFR0sBGQgTkIkFJ+2WAGWSHs8iZ82x0D6ajD7EvJKmI16ampixpn8/nlclklMvlND8/r1arpf/9v/+3tZiDhOGrwn3VBz6IT/L4RDQ6m4vknTRgixNzkAQF4IOowxpBtDg4ODCZJ0amcpRzSiwHGQ6dRzzjfUoSx1TWEcewns1m01o2c/6596mpKfMD+BnDwImtvK/KfbMOnFdJQ/4D6xOJRL6pXReJa3zFTCaj+fl5869hZdM6OxQK6cUXX7TuEOh3Ejjj4+M2dxRyHskUYgTvH6JnR2WX+4MU4xPj+I2+Qtj7iPiRnvwFmAhBBj3GHz6HpLdPALJ+tF8cHx83PSOd2aD3vOc9+spXvmKs/UQioTe/+c16/PHHrXorHA5reXnZ7B3M80AgYJWEJLF9RSXP4WMqvwbc390qdV5Pl4992Te/vx7M9ckMT4jDf+/3BxXIfI5PWHG2JQ2dJ1pK+fZsxFHoB2wd8kiMg50lLpUGOs6DwID6xGEQT3ysz71xDz7pg/yB6yA7+IuerOZJs3wfz+pB+VAoZOML0JtUrywvL+sLX/iC/tk/+2dD4w64mLHDPEf88e3tbVUqFdOxEFo8DuArtUhWA7SjO6kqls5sZzwet4QBds3vL4ksfE9fHU3lCgQkCD7gi/hyL7/88lBiRDrTtffee6/+1//6X4av+rbz+GVedn2yBOwQvYpOhMzOPiPPvhsF9mL0TNztDEkyMjMy46tsOCvgIz7+xW74hAiVodh63uv1GD4lPjWvJXbzazJ6ftHxPoH8ShPEr+rEyOnpqZ566ik9//zzyufzunTpkjFSdnd39eyzz+r09NRYRH546fHxsbUkymazBiCz4bAvNzc3tbW1pUwmY+WTKKylpSXde++9SiaTQ8qCz3/xxRdVrVa1s7OjZrOplZUVVSoVG4BOAEa1y/7+/tAArmAwaL15Q6GQtre3tb+/b+AIYB4VAwQe+/v7unjxogHm7XZb/X7feoRy2FGC9OKjj+zk5KS2t7d19epVK6tNJpNWTbG7u6ubN28amIPzk8/ndc8992h6elqrq6s2zDsUCikWixlrgkoWDnUoFFK9XjenGFadZ4ShwGk3wXdTndNqtVSpVOywJxIJC4J7vZ6Wl5ctgw3zNpvNmpNKJhrn6+joyKpnKAMnofHOd75T8/Pz+upXv6rd3V3Nzs5acgVnFkMXCAS0sLBgChBZwShVq1XduXNH2WxWU1NTKhaLxnrGgcVpR5kA6DD8r9PpKJvN6r777lOv17Mhb4CusLjb7bbK5bLC4bNZNKlUytj2BJjILnIHuLi+vm57hQEBxEBhcialgcLCwScxRlDL4ECfzUcGm82mtTqDfY+R91lwgj7P4ucMA3y81q8/+7M/Uzqd1v3332/9yQlGSSIQMGBg0FHeOeI1AFoAONLACHnWHMCxd+IwbN7YjgLiOKz+80YDE9gWgEncBywNaRAk8Nme9eOd2lH2gP+3dxo9k8wHbbwHQI9gnYrDYrFozhHgZafTUalUUrfbVTKZVD6fH+r36tcAkIDWDN6hIfGPA0SgDSMJZhmO1OTkpNrt9pBziEODY0+1Bc+ZTCZtqDkVFDD/kI1ut2ul0NyDt3UeFCbx64eweyePdWaPfJLMJ0YIAHwA44Nm5OLw8FC1Ws1+z3ci6xASvGyy55wNnOJRJimACSAs4AEBA3/zrDiDXsY8uITM+3tBd/m2Msgj9+OZ+OxHJpPRwsKCgsGgyuWyJdBIwmcymaHnfa1fnvWJ3uPnON3SgKlKQOSrQCQZ6AEI6PUbCXdYVwSMlLKjM+Lx+FArGuZU+EQNLNRoNKpz585ZBa50NheA5Kc0YCCSmCT5wj2hU/h8vhc2IICXlz0CDfxCz3AmkIX0wnPCliXIQo/wOV4fM18FwIufY9PR+7QP4bxT2ev3B/8U35DkviS7T0g5+CYkp0hQkUTCn4EViF+Cb8E6kTTBh8RXo4LVs8t9ewueCdtFvAEQ54Nb1rXT6Vg1c7d71mo3nU4bM396etr8M3xHfP9ut2t+J7rBz2zx3yPJfKRQKGTPFYvFLBnmzxP3CnHl9PTUqiKZyQKoi59HpfbExIQBo5wxZIuYAB8P3cdsFV8pwt6R+Nrf39fGxoZCoZByuZwlHWkDUq/Xh1pQ4m+WSqXvorb5P1//6l/9K/3CL/yCtcR64IEHtLa2pk9+8pP62Mc+ptnZWUlSqVTS3Nycva9UKumhhx6662fiZ3yry+81ttsntmhpSUUirS44A9LAr+L8eP8aMgV64OTkxGKNpaUlq24iNn7b296maDSqtbU11Wo1i0UzmYzF1z4xTdLW+6fIijRcAYIMs7+BQMD0J2fO21l0vv+3TzyQcPBJGl8JgPyi+xcXF+1eZmZmrGodXAH9m8vlTHeRSGf9+RvGcjweNyIlwDvPCNjJOvh7RbcgA973hW3b6/UsaYaOIyHm/fJ+v28VERDV4vG46vW6tQ2PRCI6d+6cyS0xJZgFa8q55Bnr9bqROdEvPCc6RJL5WLSQlQbDhz2phLX0cu4TI/wbvXY3v0saDGDHR/Y+G0TJvb091Wq1oSQ/oCwXflcmk1E6nTbdtry8bHp2dXV1aKZoLpez6hDsEEA8Z4CqFGZYwWCHCOSf0cv+KwUFX+2XJ1Hh+yFHo+QlSZZkJG5A33iwlZ/zf2nQBvRb+fgQz9gvqkLAddhbwHj8H8gnfF+v1xuqyud7PJiOnOJrEpeAid2tapjYgiQBsas0IFBib/BfOZPBYNBmiXJvrDPyzNyNqakpq/KIRqO6dOnSt9w3YkwwQPwcOlHgm83PzysajapSqUganOFYLGYVouPj41Z1g76BhAhZgjUhoYNeicfjymazWltbM53f7/ftOUiGEndh9+hiUSqVDN8cjQkl6cqVK4bXjvqD3g/yVYok6Uf9aWQPH5Ykjq/0Ia7h9fjbXp/6BAi6D/vsq068rQGP8Ther9ez6mJp0JYY3enJZ3w3MkpM7pPd0nASh3NJAtknTHgtn/1K499XdWIEALvdbqtUKml1ddUybgglA3DYqGeffdbYnhjHqakpLS4uqlwuW4DgW8VMT0/r4sWL1qbKHx7vaPi2FRMTE3rzm99sTketVtPnPvc5bW1tWZVCp9PR9evXtbm5qXw+r6tXr+qNb3yjJOnGjRva2NgwZl2329Xa2poikYhmZmZ0eHhoVSA8WyaTUafTUSqVUr/f18bGhi5cuGBZaIQdpRuJRHThwgUTxvPnz1tSCbClUCjo6aef1nPPPWfOaDabVaFQsENP8IvSQNEXCgWFQiEr0ePQ0v+ODHM+n7fBpL7NCDMtKOut1+sqlUqmMGu1mrWgYCju/v6+rly5YokjZpVQTROJRIzRBIDuWz0Fg0HduHFD/f5Zj9lbt27ZsLm9vT0tLCzogQceULPZVLFYHGIsAmjABgSkyWQyymazFvxR1k57MF+Vwzqh1Kanp63FxNHRkSV3SEow9HRmZkbpdFrFYlHJZNJeg8Km/zPBiHQWRPLcgHow9DKZjOr1ulUHVKtVA3qnpqa0sbGhTqdjfYtxKjgP7CGKFZAGA8V9kfUnCPCDhWEokZAj+Bl1fgFSUZQ+EHitX88995ympqZ0+fJlbW9va2lpScFgUGtra5Jk7YW4MGyAujDKfBUJ+4ajLg0Gd0my92MAPbNPGpRI8n3IhmeA+QQMzuuow+pbD4xWgnCvGD4cDOQOY+mNpDe0Pujhs1kDnnlUhmFfA2TBhGXILHaHM9PtdpVIJJTNZs2xhMWCnZmYmDAHqdVqaXJy0oAKdFa321WhUDBdy5Bbf+Z4Jlpmcf5xrmkHVa/X7TxyvgBlKT0mmeAdIM4nveJHK3Z8EH58fGzBBoCKD/RGk3W8V9KQ08d+s8+eucdeA1Cenp7aOiITBLBeDnyQ4AESZMYnB3FSSbKiG/0ch2q1akP/vD4bddaQO+SU5/FrJw2GO3I/OLQ8K8A0Ot079/Qf39vbs1ZoXle+li/OgXewPcOOQJB1J7BBD/IzbCS6z1eLeIYugB1ng99xnll/D9xIg8oLiBf5fF5vfOMbFY1G9dd//dfa2NiwymbfTo2KAWSagDEYDCqRSKjT6VgSjyQA4LdvnUTQhJ8myRKM+Jq9Xs/aw83Pz0uSVSF4kMCzxtAXnHNeh170/bQB9AluvD/DM3IG8Xn4TioJANc4r75ixc8VJJlwenqqRqNhwSHyQTKbNSLwBjDGPqLHJiYmtL29bbqedq/9ft8Cep4tGo0OzSLiXjnX+/v7NkNtampKjUbD1iEUChkQx/2jk3ySGWAUH6zdbtvaE8Bz77yX+TeeKYk+9IEkdpH5B5CMkBX8fF8xTlU77S2oLqRqh3tlXTm76HqfGKdVHMAwgMvh4aE2NjYknQ1X59wnk0mNj4+rXq/bDDJs9t81SWbUT5Vk9yJJ58+f1+zsrP7yL//SEiHtdluPP/64fvqnf/rb/j4Af3QSOouYDZ+c/fc+m0+ckYT1ySnOgQefAT2oMCMu5rvi8bgBYMxqgEmMX0XcJcnANewdsSXPhl/Ke/29eD3Ge/g9r/EscQ+Ys274oSQsICuAJzAHgrNNjC3JYlC/Vqw97fjQjwCL3ldGv4+SSXgO9LaXYc6P14G+CoifoddIMnK+vD/vfWZp0A7SV6hCfmy1WpqdnVUikVAqlbK4m8/za87aYTN5Rp/E9UkNb589Wcn76qPkFmzOaJWRB6w9+He3eIDPRB95HxC58a1XYT37feR9U1NTisfjFrd2u2fzA+fn5xUMBrW5uand3V2VSiVNTU0ZDsN5QBaRQdaRv33M4uOTUWLR6/nye+wBUuKV0TPA2nkZ9DrRX57QBQmD9UbvksgqFApWYS8NfH98Ic5wJpPR/v6+xV9UF6MPR+VMGnTGGE0A4d/g09BFwMuTJzegZzmfrAn6fhTA9jEceFAsFrN1xddGB1YqFe3u7urhhx/W9va2PvjBD9rzja4r/g4Je/wF2lxRkQbhmooUZokQd5IUQBd4zAP/UTobZ4DPB9bgiTi05+I12NDx8XGlUil1u13DACQZKQScamJiwjoTZTKZoeeFmLy2tqZ4PG7YF/JFxXC327W2fMgC8ksymt95+ycN9CP7zh55srkngWF7PIkGvYN+9HEUsuHxOk9W4NwRp/jYGx03qnfRl8gE59LbPshBvMdX+vizcrfz+397vaoTI7VazQaEYbyokkCAO52OVlZWNDs7q8nJSS0tLZmAE4D4tlWZTEZTU1OW4c/n80qn08pmszZ4G4USCASsLdbm5qYKhYIF3N5R6ff7KhQK+vCHP6w///M/V6lU0g/+4A/q5s2bphRhGG9tbenSpUv6nu/5Hr344ot6/vnnjb1BVYhvZeAZrbReQWAJ1BuNxlDv9OnpaWUyGe3s7NiQdRQR5cMoBvrWHx4eKpFI6OWXX1az2TSGzMnJic0voPUIGb3t7W1zODk0BwcHmp6e1qVLl9RsNnXz5k0Lng4ODqz91OTkpCV6+D9BMoqAjDUHtlAoWJ/ucDhsSQjukyRDr3dWYUIm+7777tPi4qImJib09NNPa3d3VwsLC+r1elpbWzN2diqV0hvf+EYVi0VtbW1pYWFBExMT1uceBgDDpiRZj2ucaQI7+icGAgFLGJCFp7UEQ+5woNjjXC5nYA6DQQ8PD43RSLaeAOj/Z+/NgyRNr+ruk0vtVblXZmVVdS29TM++SDNoAywhGUkQBlkiCGxsBHIAAZJshB1gCIRBAguDA7MY5MCBQY5AQdgOZCMZBDISGkbL7DM9vXd1116ZlXtW1l6Vmd8fGb9bN1MjQKMFNPO9ER3dXZXL+z7Lveeee+59cDrRaNTK6QGnKBFpr9VoNIxcSSQSOjw8tHNGGo2GZmdnNTk5aVU0AEcCH77PO9FQKGQKG5xIJBIxUsRnySlDxOnzWXwOhtJXGgCwe6+XCik4Ojpqc8i+o8rGAwUCIxykBziAag98CEh8wAY5Arhh76EKA4B4JQZrwgNI7ALzy/34xC1Bgyeu/Pk0HhR+sUQIa90nTXg23y6Me/PqMl8x4QNNSB/fdgISx+89bA02mgQ3YIu2H5KsDYtPWFWrVaVSKeXzeRsHbO3MzEwXoCAIf/WrX61cLqd4PK7V1VVTDHEAfCaTMaUH5NEzzzxjz+MrRQhqCdwBMRBbvWvJBxOMJ2RCq9UyMhGCAEDjg1rIUn7HevQJE37O2uPf+HXW7fj4uIFiX9WB0s4f1o4qCBvM2iXgIJnN+1KplFWism5QlBLsYx/9czCP7B32DASgV116RStjzdpAsRsOd1pIRiIR1Wo1a5GBHf9aE4J/lxf7248hF/uXefAEM7ZNOiFmvV3gfC9sE8ECNtW3fvL+inXp7439TlA5MDCgra0tVSoVFQoFU8oRFEGc09rA+zoIFX/uF0GJxxLSiYoSW0hyAKyHf+3v79fOzo5isZgFPP5sAJTkPunqSSyfIEFlhvKNNe4Tou122/pEk9Dhtbyf+wZHYU8I0hCAsNe5H9ZBb5k/AhgCqN3dXTtzLZ1Om43mmaPRqNkZEip8LvfjFW7+TygUsl79nqiGFGa8SDrTtov+9QTU4GD8KjaE1g2oMfExJMMjkYjZJC5sOmpEn6j24gTWGxVFgUDAqhJ9lQwJaY8RvBqehBF+ncQMgg1PBoPr2CeMsXSiCkW4xlkcVNpIsqAatSp+jWrkr9X1j/7RP9Iv/uIvamZmRnfddZeefvpp/eqv/qre8Y53SOr4sB/7sR/TL/zCL+jcuXOan5/Xe9/7Xk1OTuotb3nLl/RdzAHiBwh+TxCw3gYHB00cVavVLOFE5Sn4BwEW+xC/CTnL+l9eXra20+VyWTs7O7p165YJ/Ph+Ykni8MPDzjkdKIrBguwnfBtxj3SShPF4jYo+bBp2gtiAOAwMcXx8bGJJ7BTCRmwV6mdiUd/LPpFI2P731UwDAwMqlUqGZQYHB5XNZnXmzBlrJ4dtxb6mUinz2ZCXdHWg2hcMwDomoUlHBLCfTxRxUbGGn8N+gaUYS+wsNooOBcT5jP/e3p5u3rypvr7OOVdnzpxRf3+/VldXzdf5lmy0JuRMKVo/B4NBq1JjrvB1CD6JacH01WrV1gq4FH4Fn03inXFj7WJ3sT8k0cGw2DrWDyp+L1iBGyF5QWsxf65fOBxWLBazNqef/exntbW1patXryqZTOrOO+/U8fGxcrmcnnrqKVu/s7OzSiQSxpfwTD7xs7e3Z224UHJ7rEEbXH8m2ks1QeKxnE+OgT2Yb58Ak04S116Y1BvTsJa8EEc62VvwHOFw56ywWq32BcIqsAcVsMQe2DKfFPVkODGRF2BLMtEOAtpEIqGHHnpITzzxhF7+8pdb+2XeOzIyYm3Oaf1JOyYSDwivfFIarEDyHPtCHC3JBOmMDQkF9l48Hv8CXqbdbuvP//zP9cgjj2h6etrOe8OeDgwMmAAsGo1alxapwwGTuMYP5nI5s59gV44RYB6IvZrN5hdUKRLP+3ZejF2z2VQ8HlcsFjORIXMJriwWi9re3tb8/LwWFxe1ubmpRCLxBfsxm83qmWeeMa6P7/A8hT+fDnzmEwGMPdwDz8frSDLBs/UmGSSZmAlfix8GlzEGXrjgOT6PvYnv6S7j14CPs3x3INYYuBF8CGfNs7NWvJCndx/wev+eF3J9XSdGSGyk02krXyqXy9YepK+vzwgNgDqLamBgQKlUSgMDA5qcnLQDugmMjo6OND4+bu2ulpaWunokc/aHT45cvHhRx8fHmpubs43L9eyzzyoej2t2dlbPPvusMpmMtU553etep0uXLum5557Ts88+q0AgoNe85jU6f/68crmcFhcXLXA7PDy0zGq73TZAu7u7q6mpKY2MjKhcLiudTpuKdmxszM4NaTQaGhkZUSKR0M7OjgW7KysrpvyIxWLa3t7W4eGhVldXDXQHg51+dai/+DxJ9hoIf5wOQEbqBC21Wk3tdlv1et0OMffOnICI0jE2PgaCCiHAdLPZ6dE9MjJi/YpRexJw0hIF0h0in7Y0iURCwWBQm5ubun79ugYGBjQ+Pm5VIRAjGNdnn33WSsInJye1tbVlTsUrSnBwVFZwP+Pj49ra2rKWUfSj9Cou/jSbTWv/RcDDvQDiaM/FZ1ESSCDJ+kBxTA9bSaakxNBikCqVis6dO2fPi/GntY90AiS8ognVsjdQqDDZf4BM6aRfNT8n6UdwgkFlfXjFDA4ao+yNO8b5pXDh/JlLH/jg2KSTABlwA3AgIPJKGhyjJxEJflgrqBzq9foXtFLz4JR5IpnCuubf/v9e9cGa4158ayhJljjEaUuyYBUQ6++ZC4fpg2rukeQdwJfP8Ikg7IEkUwd5QDAyMqJ7771Xw8PDyufzKpfLmpqasmRyJBJRIBAw1R12fGZmxg7+PTg4UC6X0+zsrOr1upaWlnT69GllMhnb55zx45+t3W7r1q1bKpVKWlhYsJ7stGPBFqMcOn36tCqVirUEY41QBeOVKQB/QIxXqfGZ+FsOHcQeehWJJAPWzCfA0KsYIQJ9gMg8+cSpdEIOEYwUi0UNDg4qkUh0gTgSG7QXIqHF76QTxTl2BhuFcgn1IIdG4xdJjpC8BzSzp/AHVNx4ZW65XO4iaSCsCc7548lK2pYxVrRWRLSBf3wpXASbEPbMJ37CJzuwD14179s0MSesR3wldqO3P7snp7gPhBwEFV4Jz4VPLhaLVg3r1zdqOewUSRDmljXMOiKpQhLl6Oik/aQPGtiLrA2vqCM5EYvFrHrTtxjxZCvtISQZadebKICEAIfRFpC5wc+TPGEPUC0DNsLmkQTweIV9zH0RFPHckHEo5cBmiKmkDrlOMpMKVUhg7pXxi8fj1hYHIgEs7dV40glm8cl5vpNET61Ws1ayqAXxD9wTvo+9zxzz+mAw2HX4uSeapRPyED/m16pX0/uqbs76Ym2wbvyewe5B4HoyCjIdMhr8zJ+joyPr/82cMiesC7CkVxoiFDo66rQ383OCAhZCAAzJPX2trt/8zd/Ue9/7Xv3oj/6oCoWCJicn9cM//MP62Z/9WXvNT/zET2hnZ0c/9EM/pFqtpm/8xm/Uxz/+8a4DSP82l/fR2Db2FEILnzhttU4qG5hvEgLj4+Pm3328DNmMPcGm1et1U+xSocd6aLfbRsqNj4+bsAtbzL17EYD/GbiGZ5BOKpc9Kczrno8MZt1gs7lPfLuvqJBkxLonpxg7qtmIw2iNA06iBVUoFLL4NB6PG+GPDQoEAoaPiElp9ebtLc/jk8O+0l46qfjxSUV+7hXD+DuPhaSTyluP4UiUkaBhzsE2tKrx1c5gOMQmzAvxfavVsnasvrLQzwWxrRfbMC/ELazZ4+Nji4l9lwnv87CD/M24+H0DNvD3zHewzhk71g/4rlAoqFQqKZVKmeobuz01NaU77rhDlUpFuVzO9gr2izMWqtWqJiYmjPvwiXK/D3z1DElqxA/YWWIRv25fihfPDaZjH0gnoirWA/gQe4VPxYf4+Bm8CM6RTlTpXviCj/bxlK9I8+sOO+HbXvJ+EhcQyvh/X5kBTgEPIj4Dm7RaJxWi2BFEH8TUjA+xtq8EZm+BydiDdN2hUnVnZ8fEfiRdiAOpphscHFQ6nf6C+To4ONCNGzcUCASMi5uZmdHW1pZu3bqlBx98UNFoVE8++aThN76PlsJra2vGY4GZEPtIsqpk+E1sjm/XxfzSQUU6iSvAXMFgp0J7b2/Puj8gIofU5/B3Ejr/7b/9N73//e//gkqZiYkJGxfwrk+icY9gaJL1wWDQRJTYe4/xuc9SqWSxIb4bXsW/zvM+voIPTgPf0Gw2LTZhj7EeGCuPF/AzzAnJEp6Tn+PH+Rye1fsuPpf9h532uIF78vf2Qq+v68RIMBhUNpu1jFg8HrfsfTKZ1PDwsJLJpAEHJmNzc9OUYJVKRZOTk8pmsxYUQUjRFgWiuVQqaXh42Ho9YqBQCgQCnYPLb9y4oWKxqHK5rIGBAd11111aX1/X5cuXdfbsWevBOzU1pdXVVUUiEb385S9XsVhULpfTk08+qVqtpqmpKU1OTpoRQ/0biUTs4F0cdqlUUiwW02233WYGemtrS9VqVXNzcwoEAlbNwWLiwEIqLY6OjqxKYGNjQ+l0WgMDA1pYWND4+LglnY6Ojky94Ns8RSIRjY2NaXNzUwMDA5qbmzPSFuADUMJhoeqlYsBXXgQCAQO0AwMDXSWnXi0pyVqAkWUExHHwEMkcjO/IyIi1x8J437x50wi1SCSira0ta891fHxsxGa5XLZkTigUUjKZ7CLhPclMhj6ZTHb1vG61Wga0IUJxbKxFqk9yuZy2t7et1QcO1LfeGh4e7upf61uEtNtta2eBcYMgQQHv1czRaNQUZoBE5oOqnYmJCRWLxa4zWdiTrDGcOOPhs7w+A39wcNAFkAnGMZiQDe122xJMPAuBiAc/BM6sjZfC5RWegCuvgMAh+nEmYMSJ+Qw76wcivFc5cXh4qK2tra7WPsw9n8M6kGRJTgCdJFMS+AoTqZuAS6VSisfjOj4+1rPPPtu19wFIXqlPUtK3j2Htsjf4DgINX61AAOtBKIQ+Ad3Ozo61zPOqNdQzmUxG6XTaVKqRSESZTEbnz5/XjRs3LICkUoAe0YAB5oeKuFQqZUocr/yhnJcxPjo60vr6ulZXV5XNZi0JG4/Hddttt9kzcr97e3taW1tTuVyWJBsrn/xAYEBACBj3ATZkM+RMvV7XysqKjo+PNTExYfbGB+Eoqf2+hZDwylEPrlgTPC9zEw53qgMBlJAX+GWCdp9EwP5RpYaN4buxMZAUkIXYFjAHr0VtSztJQJ5X9+D7aLPkFWwkyHgO/9w++cNcSCfJR8aGZ5uamlJfX58mJydVKBS+fOPydXB5wswHv94eSSdEEH7NB7r88QQbpDCBLeDen12DehXiGbJre3vb/JUnlrn29/dVKBQsQdDf399FQkK67+7uanNz05TOENb4aoQ5rFX2Oc/JGsKuePEA58/5QJ+KBoI07sv7ZHwKiQ4+m7FjrQ4ODtpZKj6AIQBjLzHu/A6ij997BbzHGoFAoAsv8Pn4NOmkmov59TYGOwGJgYiFJCTVEYg29vb2TEnImugl4CGeIV0gPUi4NptNa8NLVQrrkYC+t+0omJYxIpDn2fBxrB3G19s0bJ6vfunFatJJ8h8igcOBR0dHtbu7a/eLgpuKHT4TXEnFAUl4xhHfAgYGp5Ls8YkrEiSsW+7Rk0HVarWrjSVVN/i4vwuScGxsTL/2a7+mX/u1X/uirwkEAnrf+96n973vfV/Wd0FmEcdIJ5Wv+BrsFMkzWvhC6MfjcQ0NDen+++9XMBjU+vq6qXYRIEoy+8b85vN5jYyM2PuZT75nYWFBq6uruu+++yR1bNP6+rqtGeI6En88D/YJoRY/hxzxiZHnI8Cljh2gCgvFLGPjsRYXlXokNtlvUme9RSIR62JQr9dNOcyY53I5s2mZTEZjY2MaHx/XysqK8vl8V2ISUR24g70MpvBtqLztAAdShcW9gXt4bshMbFIvWe5f40WjwWBQk5OTSiQSmp+f19jYmFWNN5udti7r6+s6ODiwszWpCNnb21MqlbJEAt9LFSD7/Pj42AjfgYEBi31pLc3FszebTcO9xHV85vDwsMX4zDMJbb9ufXxEHOPtpRf5oHAn4YVNQ12PWAE73dfXOUyZ8efskDvuuEOlUkkf//jHdf36dV2+fNmEorfffrvy+bzy+bzGx8fNj0O4Qi6zXnwy0+MFbCTPhh97qYgCn+/ysZ10UumBD/FJWWyB5/J8PAyu8Lib8fZJSHwTn4df7G1lB39DHMTrwWRgTd+umIv4k2SH9/OcPcF9fvazn9Vtt91mLVARmPCZJGh8HAfPCNZjDUH+IyDjM3ycTCcBeFapY093d3cVjUbN1vnn4Zk+/vGP66Mf/ai2t7ctqUwita+vT6dOnTJbjL3M5/PWwvDWrVs2d6VSyfgB8ADCNmwf9hQcwh4nDiXZT3W0x1yjo6NmV70giYQKezcWi2ltbU2RSEQrKyv65Cc/qW//9m/venbairKmSFSQgIJXOT4+to4NPrFGFxzWoMd2PL/nLny87v/GFvrkP6Irj8ulE8E6a5Z7Yd3hQ7BF2E7EPuB59iFj520yIiN/f8wve84na9jL/N0rvHgh19d1YmR4eFh33323ZmZm7KD1eDxuQB7SO51Oa3t7W+vr62q320b8NhoN3XbbbbrnnnuUSCSsVPT4+FinTp3SyMiI2u2OWhhSnAAJA7q3t2eKgJGREU1PTysQCFg51dWrVy34vHDhghHJf/EXf6H+/n5TGkxNTSmTySgajWp7e1s3b960qgSpU3bFeRg+cC4Wi2YgUWDR6iubzSoQCJhBI5MaCHRUZmtra9re3tbk5KQ5jpmZGRUKBQvepM5mePDBB7W+vq6LFy9aAonDFakwIGCihD8YDFovTdQStGigtQzjCKgmoISsIimBEURl4w9+oyf40NCQyuWygsHOwUqMOyBzbGxM8Xhc6XTaSNmxsTGlUikdHBxoaWnJwN3g4KAqlYrK5bK1tnrooYeUSCS0urpqZ6xwzgkbm+qlUqmk3d1dA1eFQsFa44yOjurq1as2b2SbeT1VL8PDwzp16pQCgYAWFxeNRI3FYga8AbT8kWSkcTwe18jIiNbX17sSLThJjCNGDYcI4M7lcqpUKpZEw1lFIhFLiEGi+F7ZABOv3AWEeCWrB+mexGAeIfh7A3vWr6QuEIiyl2DghRrFr7cL58U4kdQIBAJWIs680kPeq8d8AAJpROAI8YVTwtHi2AAZkBDsZwJE1hlJAE8mSupyYJ6Y5D20OAR8Yf+4D1QvrFEf4PE6CHiIfdYHNsbfC4ACQMt34PQhxra3t42I9opZgrX9/X0Vi0UDVKVSSeVyWYFAwNTBVOUB6AqFQhfx2mq1VCgUlEwmTWnpe6Qyt54UDofDOnv2rFKplO1pqsu8KqNarerGjRt68sknu0Ayz3l83GnTl81mrY80bQlJlnBWFNUN9GBG0QKZm06njQjj+1kH/Iy1QuDqlfVe0cjrAFmMuQ8SIBJRF3lACDnkk60E0o1GwwCvb+VD8E4QzJz6Cg+v1uLeIR4AgNvb211nHhDMetUZFZNc3qYRjPkEF8kdr9YGvEajUfPhL4XLJ8wg130iXlLXWRKeYOOPV0iRAGSf+0oG9h7rAVvjSWe/T6UTO+1JmGazc1Yavdy5CEpisZiRhthf9sPQ0JBSqZTdl2+bxPewPrCd7Dle5xMtYC3ujbWGPfSVhYyzV+V55Tf+nKDu8PBQ8XjccBf2hgrmkZGRLhsBJtne3jafj60k2QN5yr3gByAQDg4OjNDz4g78GQQTpARrwFdnoFSWZIpm9iTPBn4lmYRdwB7zHd7fYpuwl+Be748bjYYlXPG1VBPwOl57eHho9tf7Tt4rnSQFmVdew+t9xRSJG0gRbJOv/qGFJ4kMfHir1bI2bn6vQSQ0m82uvcM6RHnuCXKfxPYJeU/MeIWoPwsCO++Tai/ma3R01Fozs+akju2j9Y9XUUsnlQW5XM6SdPhCqo9pp3R83Gn1RLViMNipLjg6OlKxWNT58+cViUR07tw5hUIhff7zn9ejjz6qWq2m+fl5lctlbW5umoAgEonY90vdONbbZQijXsEK+8EnQX1rGn8hUsEuDAwM2Pk0PD8CLVqMUjFBuzrsIJ/Bvuf8SM5fo3VLq9VSpVLR4uKiqtWqnfvUbreNPIfs5uwNbFggEDCewZO3nsTy8Q1xEK/nHCqSudhuL1LDF4D58Bfsa0/GR6PR5xViSjIFNSIpSGD2Od/H66WT/vebm5vmc0mGo0L3mLRcLlsyj+Qn/hFiOBjsVN9Rbc0e8FiS/SDJEkLsEyqbefajoyMjJH2iBB6mVCppeXlZoVBIZ86c+YID4qVOgvRVr3qV7rrrLtVqNX384x9XPp+376U1UKvVUiaTMR6GGAFugUS4pK6qMMSu8XhcBwcHWl1d1aVLlyzmfylerBuwOT/zfzw56+2HdJJYwU76dejjF+mkogCfenTUaUHMuY2cL0bCyosVSB77P75SwMc2vUQw/pZ9hF8mViUGQvCMTyXWk2T3hV/HdhKDBAKBrurpdrttXBgJHmwhcZSvXPRjjACoXC5rdnbWxvrJJ5/U7/zO72h5eVn9/f2qVqtqNBpWXTg4OGhn8AaDQa2urlplHqILScaL+bav8Xjckv7FYtEqSkigMrfwAWAJjzelExFGOBzWmTNntL29bYlxP45jY2PWvj8cDtsZvuFwWL/5m7+pU6dO6d5775XUsdfValWDg4N2UDxxgk/cs7bAwv39/SaKkk7iBAQJrBFsIrwrST44PjhWn1Rl/XmeB0znRSqMG7jNJyJ8PM86xnf6qq1ebgX8zt7zSUtJXckTH0f5hIjn/Hr945d6fV0nRhKJhF796lcrlUppeHhYf/Znf6bDw0PLwK+urqrZbNrh1wCEbDarRqOhpaUlzc7Oam5uzloQJBIJ3XbbbVbGHggEtLy8rImJCdu4gDVJRrRhIObm5pRKpbS1taWzZ88qEokYyKLn7fnz59VqtXT16lVJ0sbGhoGJyclJO9h3bW3NCCmysYFAQLVazSoeADxeZROPx1UoFDQ+Pm6BCtUKvlcw2c5oNKpMJmNZX9opYOxQ0BH89fd3+rfTQqBSqVhANTo6qmg0qkQiYcAM0jKTyaivr8+y2L6fHpuf1mW+dB6wTrUF5FOz2bQMLsQ/ag+vYgcAbW9vG8jns06dOqVIJKJLly7p+vXrpjYjqVOpVBQMBrsOVBsZGbHEC4COEmKvSMEYMIfValV7e3uKxWJd/VNxqgR+1WpVrVbL1jVVQ/RTjMViBlSlTikilSf+3ASC5na708cb8I0ygLZmGNaRkREdHh5akmNzc1Obm5sWVFHpRKu1VqujdGa8fVsNiCmvxPR/sy5ZtxAmkrpakQH2cfC+cgEDSWUAa8K35nopXASMXIBoT+DyexyNJ5YJNv3FupDUtRf9+3ySGKIQx+iz+6xx316E37FOvXLBq3T29vaUz+dNJQdgYO59lQOJOx9QxuNxjY6OmsrX20su7oV7Zh/7n/lqEYg+n/BjLACM1WpVGxsbmpiY0PFxp68wY08ww/eGQiHrY81axxbgV7Clw8PDXWok9ox/lomJia6KNvb6wcGBgbr19XVdv35dV65csb3CPZEMoF0kgaBXrHkgwnf45Ozh4aG1VaTVn19jvQFBb3KUcfeBiA/sPdnWq56DEMQvYJfwT7FYTNVqVfV63XyETyxCxkky8hSwLZ1UB/nvQpnE+HnQyP3j17BhPuCQZEQun8Me4LU+oQdhTRDC+GMz8e/c80vh8ntKUpefkbrb+3lf7YlYv++xoZ6kARNub29bNQF+DqWVPwfNJ/R8ME1AS4UuuIX7xl6irJZkvhNfx88gq3zwzn72wUxvEggciDo1EAhYRZ5vDcf6hvRnz/tgiftinHwCETKJRHS73Wl9RFtU8Iu/P+bLB1re73syjwAcnMO4YPMDgY5Sm3PQqOJh7gn4/X7lvkn4QzS2223D3vhVsCa+yQfa3sb7Ssl6vW6fhb8mUeFFIBAjkDx+rbK2WYOcM4aNYNwgSRgXL0xATUllEol0SExEQ2BoTziRcGc+sNv+7D/wMb9DeUoC2re54r7YB+w1KsaxcT5Y9iKJo6OjrrZF4XDY1uSXEyR/PVztdkfAB5EKOebXuRdB9V4QeIlEwuwWVbGeLMLnsDfBGVS0J5NJzc3NaW9vT4uLi1paWtLh4aHuueceE66AF4iDqAjxc4RNkU5IQC+0kroTZ17M4wlhj+m84hqCCdLZq6PpEkF1DPuL9UdyncQMSRB8BvHL8fGx8vm8isWiDg4OlE6nLTGIeBDyDBzhk0A+ueXFHTyPx2vYeC805J6woV41zHh7fwAWZ8x8xSBkPLYPLkGSnYkEUYrN8QkYbDC4Teq0x1pbW+vC+wihfCIUTEn1k28bTGxOEotxJ8nh/QbxAjYUW8a68wQyxDjPQ1yBj0ToUiwWLfk0OjraFfewns6ePSupY3sff/xx40uYJy/yYx1z7i3n8bBupRO7yBhKJ3a6Vqvp4sWLWlpaet59/lK7iM9YR35+PS7061RSl4/pxY+97+Nv4jbaRfWK6zxm68WXe3t7tvdYX16gwd7GZoEn2J8kIPv7+03gUiwW7RxcEgZgYs8Z+DjGJ5rBb/yfv+F2+CxEZL5TCfsce7S7u6tqtapPfepTmp2dVTgc1sMPP6zf+Z3fUS6Xs/2GzaKTAQePY6e3trY0NDRkXC62+fj42FpTLS8vm6A8lUpZ5QpiCf9vxh47QGcVSV1ta5PJpFWikCilmovYMBgMqlAo2LjA2w4MDOjmzZt673vfq+/7vu/T61//epXLZV24cMGSHdgtMDmJdp+Y80IguE4S9Ng17KbnY7iIKyR1dUnA/obDYWUyGR0eHmpkZETVatUwq0/UgDvB/vCHPsnOZxM/8Id94cWc4FzvnxD3PV/lm+dMe/ct48Pnv9Dr6zoxEggE7ADUkZERU/rfddddSiQSymaz2tjY0NFR56yNBx54wIjm3d1dPfzww1pZWVGhUND09LQN5MzMTBdxBtklnSyQUqmkSqVi6hNaL21ublr5l59gqi729zsH837Xd32X/sf/+B/65Cc/qRs3bmhpacmqRDA+vu9uo9Gw6hJJ1nKDjc5C2dvb0/j4uEqlkg4POwejo+YNBDptuHDe586dU6lUkiSdO3fOCLzJyUlNT0+rWq3qwQcftIO3aflyfHysbDZrivJ2u9NmDIPhM5SovXEKnKsB+E4mk6bm9gSbdLK4IfMJeLyCkrEhKBoeHrbyZcgAH9geHBzYvU5OTmpmZkaHh4daXFzUxsaGotGotbLK5/PmvMi+Xr9+3caUKhRP1mF0AXmANH7GYfOHh4dWKk2FCK1astlslzo4EonYoX+AQEAmRpjPoAwNgI9KWeo+gJXgE6DZarWsBzSgrV6vm8o+FotZ2d7w8LBWV1etwoXvxUCxRrzB8gaWv1E/YsyZX0ABZKfP2GMIvQrTZ6J5NpzsS+HyKl1PpkuycSBYkbp7OHvFQG/iwo+xDwbZe+x1lJo+ucV7cZzenvo1hj3zTpvKktHRUVWrVS0vL2t7e7tLmcpFwDU+Pq50Oq3Z2VmNj4/b+jl16pSOjo6sTN/vK+wzQI4gGJDJGLCeSYywX3qTO159s729bXsvFAqZWnJ6errr8HavdGbd0+OZ56tUKtrb21M2mzW1CNUoXunrVR/+IOhms9PfuNFoaH19XWtra9rY2FCxWFSj0bDnphVHJBKxvskrKysG0IaHhy0x5BMp3Cd71xP/uVzOWol5oOKDcx+Y+GSbX5O8BwDN9/mkFIDdJ/1RuUodRe3MzIypuZhbbKg/f4V7o60GGILvR4HPd6PSJXj2e8kTF76KhWfnj1cvsqf5LObZk8AASoID7oUgmnF4KVw+oGXf9pKhECOsN/a9T4b497HHeQ2CGJ9k4LN6EyDYC0/c85m9a5vXQmpC7LEmJFklJnYdu1yv183fI7boDbpZD714AdzCGqPqgLXDeuL5QqFQF7lAIMbFfiJp6JMnfHaz2TQyFXUlbVS4R8YDu+Tngu8kEAebY3vAENgg9jfBL3gM+8V8MleQBMwD7yc5jZ3yohuSHL7ay69BxozxBstCqLVaLUtqgAm90pm97dcbto72VKwJngMCE9vDumDe+DlrgkqoRCKhiYkJa0UcDodNBY4SPxAIWCUT/safH0eyA7/JvuO8AipJeH7unXsDU/QmNf167d3zVCH41r1U0HjC88V4HRwcGEEL+S51qiQ2NjZUKpW0sbFhiQuSnJAqdBnY3t7Ws88+a2uPtc/eRwgVjUathdLtt99u5zVms1mdPn1aDzzwgIrFojY2NnTnnXd2tTvd3d3tOlsD8oT9BX7s9Y2seewA1XWtVusLzkIiSUh1zNbWlimNj46OjJhDeNNoNFSr1SxBwXlGtAdDRcseoPI6lUppenraYhfI7FQqpZ2dHTUaDT322GOKx+M6d+6ctRXd2trqwnEQ/LRgYe173x8KhSypQmLKYx/sFp0XGB9sFgQmSSGpu1JfOrELhUJBq6urJsQbHR3VK17xCqv+zefz1iVgbGxM3/zN36ylpSWtrKxocXHRhAHsd0hobF44HNbdd9+to6NO61dEKpzXRkKKmBb7GYvFug60ppvDxsaGzp07p3Q6rXPnztl7WR+8DkEmtgkimPsjyQAxzb0ztr6aBKFWqVTSwcGBHnvsMc3Ozur+++//ovs0FArph3/4h3Xjxg397M/+7BcQ7Nzf0NCQcRmvfe1rjRv4zGc+o3K5bPNLxRVEJH4eIv2levm4n/XvE4w+bgMr4aewcz5ZyGeCTXpjPz6X/ZPJZCy5CnnPGgYTQGT7VpfEF8ynpC7sxoXQGLvgSXNfqYpd9/G+T7T4+JwxwgYT01Ipj7AabOKr57xgmdjGx1TE3sPDw/roRz+qCxcuaHd3V9euXbPz0yKRiMWgBwcHVmFCpdbo6KjW1tZsX7I38ffRaNTEMOxTWn339fVpenpaxWKxa000m007exNfQUKBii1J1q0mkUhYHJbNZpVOp+3oBXwTsbGvLmJPPvfcc/rABz6g//2//7fC4bCuXLlia8bPoxfBebERaxdcBJ71Yhq/9rEJJKxZL3yO9w1gxttuu02VSkU7OzvW4cILiFqtlsUOPuGIPWUdIkj01W18BraUeNYLCf13jI6O2px4sRXPyJ4CE/r96vHCC7m+rhMjTz/9tK5du2YqsLvuustaBUFqJxIJVSoVbW1tKZ1OK5FI2OTceeedunr1qpaXl5XNZm0zYzS4yADTaoPDq1lQBCi5XE5ra2sKhUK66667DGDccccdZqA2Nzd14cIF3XHHHXrTm96kZ599VgsLC9re3raFSHBESasnWgjAeC1EHhnEYDBoh4B7owtI8dnpZDKpYrGo1dVV3X333RodHdX6+rrGxsZUKBS0t7enubk563eIihB1RDab7SpXpCUUG1nqqEkARZTxUSo7MjKiyclJa/2FSomglWCNsea7Dw4OzFgBtDh8PRqNanx8XJubm5YFJ+OL8yFhc/r0aUWjUV25ckVXrlzR9va25ufnlclk9PTTT1u/QhSBgOeZmRnL3EsyMsAr/bhnst17e3vWC3xtbU2xWMzUoszvwUHn4OaXvexlmpiY0PXr101RxL37zKonVzhH5eDgQNPT05bRJ5kSCHTOmBkYGDBVWCQSsbZoODmAOH9wHJlMxu4fotkDbn+4IN/tE1wYdi6IC9Y0v4OoJ/kF2UhlE4G6V8rz+T4I98qgF/vFfmP/N5tNAwiQYL1KGNaQd7DsT9++gt97soNgAvKetQvB4hNwzA02iNf3khXsU09YQvBTreBb1kFK0cP0zjvv1MTEhCYmJixBOTo6qtnZWS0tLVngzDr0jp4x4h4kda1hyEiqzjw56ckDP1aRSETxeNwOM+W8IlQntCJsNptd542gwqVSb2dnR9euXdPa2pq1AYzH40ZQMOYofgHVnnQ4PDw0xQ42DCBBz+ORkRE7cDORSGhubk7ValVra2saGhrS9PS0UqmUKpWK6vW6+R6Upr6Pvg8sdnd3tby8rHa7rVQqZUnOXh/rVUsQM6gSsUm+Z6pPjqCywd70VvABDPv7+82OIWrwyjF8pAeQJDKkk/YPXh1OqTa+isoegmzWCWDZkzueYKdSxPcbx4dT7YN9PTw8tDJs9r8H1ADU0dFRI6Ff7JcnUdnbvQQq/8aH+vf5gBRQ7ZNavYl+n5jjPb3qLdaNtxf4NvYmmAnMR4LCE8v4fqom/XezHn0LS+lEfe8T2T4YYh8xDvhO/C+BN+SUVytiu70SzKtyfcUTn48QBnV4Pp/X8fGxEXi9Z2CxjvH9YHbsA2SDJ4bYRxAHw8PDlnAgoPaKN+bZkxoky71v8qpd9jbvwx8wpyjsWSv4COaNRAmknCcWGDvWEPYTf+CrP3xVrD+jikSJT0yx1pgTnyTxQpWxsTGdOnXKWs5ms1ldunRJi4uLtp4hicGi+AH8l/etzD33z6GmOzs7tve4R+7BV9Kxln1VkieN/Xsg+Bkbgm2IDtpbvlgv/KlXsjK+KN6pIMQ3o3KFcPf2DvEH/4a4QVDgz9QCa2C78H10D5BkLZM4VNiLDyDtmONesYS/uEd8rY9bPO5kn9VqNTUaDUsSImbzZ1v46n2wG/aWe/X3x1pLp9PWUplnR1yCXacLxezsbFeLqN7DdYlle/0RuByFL74rFAoZoYdtwKYQf3qRgCcTfdyF0tfzGezlcrlscTt7iLEjrg0Gg5qYmLD158/k9Ml59rMXjHjhFaIlnwD3pGFvFS82ntijXC5bTAL2ptMFfoGxIzntv0eStV30xLcXtPAzxpEx2NnZ0erqqvr7+3Xfffd9gSDDr91YLKZ0Oq35+Xnl83kVCgVbY/gd7D9n5LZaHeEvle9cnhthjFhD///VuViX4G/mBlshqWuPSCeYCPvnMRXrySdcvH+m0hIML8mqgnp9Gnsd/wlGAPt4jMf7fHzgk6XsabAmtqBUKhk+Yq957MOeIRbiOb0N8ffmxSo+fukVQjA2h4edczmId0OhkB5//HGL77ywEt9D5fzk5KSJNZaWlizhisiZmAtekNiWFs9gJNr6M/4jIyNKJBJdgg1Jdp4vbf7BrIwbnArE/eHhoSqVivmgvr6TM6qoWCOpxXgXi0VVKhXr+oCwBNG7tz++Mhy+C5+Hb3q+NYnQ2MeYxNrEwT5BxtiEQiETOeTzeVubPpnuq6GZa98mq1eU7H0AXLW/Pzgc7oc1x79JwPEzH3/1JlzYs1/M/n4p19d1YmRjY0PPPfec2u22JR8AKRcvXrSDrFGnlMtlAxTtdtvOaWCB7u7uGtkHuGZiaSNFKdfk5KTi8bjK5bIRi9VqVZVKxdoP0Yt+dnZWpVJJFy9etIWzvr6u+++/X294wxv0sY99zFQYbEgPCAEUvBejGQp1SvIldd1/s9npP80f1NNksVGzlEollUol9fX1WcnZ4OCgqZlJngwNDSmdTuvGjRsWqPmMIAQ/ABmyXDoJiAcGBlQsFjU1NSWp43xob8AGpUR3YmLCqkBoGUUwCVlWr9ctGx+LxRSLxczQEgBBdiYSCesPn0gkNDY2pmw2ay3Vnn76aS0uLqq/v19TU1MKh8NaXl42A4syrlQq2WF0Use5FgqFLvURawWCcGRkxBwj5cYornyfRghSlDH/8B/+Q4VCIX3qU5+yeUUFTfk5zgHjhSpye3u761wBQABBPIbQG0bIdPq4kmzDQULGBgIBXb16Vfv7+1Y5A7DAGeLsMFrcny/tY73iVAHpgFB/34BZSro9mcH+5PW+vBRg8pW8Hn74Yf3Kr/yKnnzySeVyOX3kIx/RW97yFkkdsvZnfuZn9Cd/8ie6deuWotGo3vCGN+iXfumXNDk5aZ8xNzen5eXlrs/9wAc+oH/7b//tC74vCCtAE2SJB4YEPDgO3sO8sSYAQMFg5+BVT0oAdCDysH04KdYCqo2hoaGuNn6sD59k5R6ZX8qBb9y4YZ+Hmqb32ejnfMcdd+iBBx5Qq9VSsVhUs9m0s4S2t7eNzPM92j1JODIyYqoT/vjAFbBAP2CvhmCNon4ZHBxUPB5XvV7XU089ZYRSIpFQrVZTLBbT3NyctdiDzDo46Byuzl6h1QStbba2tlQsFs3Osr4ZO1SOzDP3hcoxHO6UeZNsZ88A6JLJpCWcWQP33HOPJcJJnlDKfPPmTauc6O/v9CWHxCWhgIqmUCio3W4rkUgYmOeeUDoSuPpEHUGwJyiYw14inL/xnYBBfB5rkSQPZ6bgX6nekWRVMhDTzLf/3kAgYD6eykeqhCCnPGFDks0HMxACjUZD7XbbzunBb0Pc0LqHAKi/v98IzP39fTsUfnx83MYU//dSuDxw7k1MeTLcV+t4Up/ABZ8JCe5VTNg4qfs8E16DL8V2AuhJBgDyh4eHTcRA1WUymTQM4dd5NBpVX1+fnc/hgxT2hVc8epKHgMyTYYyDJ0LZi4HAyUHmnkz3PoWAUDpJOBG8EahCnjP2+/v7SiaTOjw8tHYo29vbhpF4ll5SzM+rJ9jYkz649yQG9+r9mm9PyPtYC9gW5pEkDT6TZyGRQyBPVQLjia8g6OM5PLHPGmGOWauIdRgHxhx8BY5izdKSCt9JsOltIfbUixR4PoJj6SSYxK+jwtzf39etW7csEd5sNm2siCn8fLCGotGo4XNf1RYOh23d+0PCPakCceqrW33g6/cg9+4xxcDAgCkeERxRiVOpVL48I/P3/CJ+Yy58coNKEkgiTwTib7AJh4eHKpfLRqqwx9rtk+p84pFkMmnnJ1K1QsyVSqUsTnn88cfVarWsw4O/Z0gZqTvx4UUn2Gvv00gss4/BlKFQyPzy1atXzV5ls1klEgmdOnVKrVbn/I9qtWrdFKROtUAmk7G2z8+XXB8YGNDMzIzuuusuPfjgg/r85z9vPjoej1ub5WAwqLm5Od1111267777rFNANBrtSsqGw2FrA0P1DGucWG9iYsKwJTFSIpHowhqtVsvEHdgjPh+Sjvd6XgNCzmNe1gCCm52dHUWjUTsD1SvTT58+rWQyqVOnTmlzc1P5fF61Wq2LGGT8SGbQrhn/xVlTvurOrwfsjk/0SbKzcFZXV7WysqK1tTWNj49rfn5eZ8+e1fj4uKampsxW02qPajIESF4BD49E69n9/X2VSqUu20tFJZUozzzzjA4ODvTGN77xb9yn0WhU3/7t365HHnlE+Xy+q904tozzgpLJpMXFmUzGhKH4E991gTHGdvrLC0de7Bexjbcr+HP8ixdn+XHBd3riFZvok669n8u6nZycNF/JPuNzwDvBYOdsJvwdpLJ0Ilj0sYePvxGueL/oSWUEDFQ4rKysGGfH3vbYz9tZ78uJ24hB6Gbi9zT3S4LGJw59y8JoNKp4PK7V1VUdHBwYjwTnBSfF2PAsYPiRkRGtrKzYPiF5gk+gI4zvkBKJRKxlNfEo+AjeDTvik8ijo6N2NgwJKqqZwb7g40ajoXK5bGO0s7NjwkzOxiOOJ6npk950+mm3O+dew4eChQYGBhSNRrs6XVBtjJ33iTDmtRf34f+oIvZYlDEHn4F9x8bG7FkRc/Wue+mkXTGYw2NQv27Zk8S9YBUvrvEi++3tbY2Ojho+Zk+wd8F2JPy88IjX8f8Xcn1dR820/onFYsrlcrp+/bopZsiMVatVSSdZ4e3tbcViMVvcOKRcLqeVlRU1Gg3Nzc11ERcYH0lGYvVm5QFGBAuoZIeGhvTUU0/p0qVLKpfLeuCBB/RN3/RNdm7Gt33bt6ler6ter9vhbRhZiH9KzllQ0km5cCAQMCNAQiCfz1tmlVJYgCIKGkCh74OIYdzZ2bFDJimH3tvb09NPP61ms1N+xqHjqN44OIxMKedS8J0EQmQNh4eHVSqVtLm5qaGhIVUqFctsE0hlMhmNj49rb2/PgrN2u21VH/V6XaOjo5asAjQBHgAZmUzGEiMcQD4zM6P+/n4988wzunjxooH2VCqlarWqarVqBmpyclJjY2PWdmxlZcWSBYAQMvueoCDoJiijiiWbzXYpCZnb6elpHRwc6ObNm1pZWTGjwZgSjPJdADm+j9/v7e1ZWTIqdYIiyDxJRvx4og7ADGAkgQUYDAaDRuIxp+wRgn6vzPSKMK+YwGB74+WVFb7vKq+r1+ummGYP+MQJ6wNl2lcic9x77ezs6L777tM73vEOvfWtb+363e7urp566im9973v1X333adqtap/9a/+lb7jO75DTzzxRNdr3/e+9+kHf/AH7f8kZF/o5ccXoOaBndTdl9z/nyDaB8AQKNgg5jMcDqtarWpkZESxWMycNcEXIInkH2uCzyTIIcjw64TfAb48GcL9+ou53tnZUTab1Td8wzfo+PhY165ds8RsuVxWoVAw54rjRuEBmPSqGIghQCultbQ55D48kc54QfwtLy+rXC5LkrVmQCWyvr5u6k3AQiKRsLYPEKa0fohGo5qamjLlI8Fzq9VpwUJlIS0E1tbWrB0Wykj2EEknCA4A9KlTp2zPeJJsa2tLuVxOtVpNtVqtK5kEeGSPk4SBnPA97wGKqA2Zz5GREftO7BlBCMkKb1N8NRnjzt4n0GYvss6kk3Ncrl27ZnPlVYCebOsFd9jHXoEB669Wq2l8fLyrgoi5pWQYoOr9BPO8v985ODudThsoB7dAnAcCAfP3/Dk4ONDy8rIajYadpcMZWl8OKPx6vPz8eeWwB+YenLNWIIWwOdgdP1+sLR9EenGBT5p4IgjMyRyyZn3ihNcjiqhUKiY2Ya8iuKBdG8IekmwEw6xVPhMBi0+M4PP93vKJQa/kggSSZNiMMzEYA7ABSUzvd8AMkFCMn7fxtVrtC6r1IBv8eJPUYlxJyLK/PV5HKQzJIHX7Dk+6Q0DwfajwOLQSW8tzkHSh6oFkFuQD4+fXpQ8QmQvaEtISBXUc94ov8mcO+cCQqjjv0/r7Tw7wZB62t7c1PDxsNpWkO0EsQSX7gapIBDIHBwc2v+wpr0wHn2F3PZEEmcA+gwxg3Pya82NFop9n8Rdri3n1ey4WiykYDJrIjD0s6UVdLcLl8RMVovgXKhLAACSwPAmHPeDcSEgjqrqwMX4fkuTc3NzUysqKDg87Z4udOXPGWkVtbm6qVCpZSxTwO6JET+L7NSbJ7omL/UOFBr6WpAltWAqFggn86EyA6MN/DvY+kUjYd4+NjXWdQ+QV1+Af4nfiKdpoQexIHdw3PT1tVVisaXBVpVKxz/CJKcbVE1hUxXBuqCTF43E7cxIbjq2AzPPqXW9jPZ/gBQKQr7SnjUajJjz0yUxwc6vVMruYSCR0xx13KBaL6fr162aPidOI0Yl5iVn5g99FxATJB1mK/eMZEU0y74xZrVbThQsXdOvWLQ0PD9v5sJBvfIe3N9gcX13g40rfktRX1mOzS6WStamNx+MaGxuzuJix8qKFe+65RysrK4pEIrYffJXA6OioQqGQHnvsMcO+iKQQEXl84m3A810vlaSI1N1O1QtXpJNEG/hFUtff8De+CljqPq+ONSN176mBgQHF43HraMEZDXA2vvLVx5z4OZKEvgqI/Q//A6/Z+xzYDLos4KP5bp6fvQ5mbTabVomBj/ZiMEmGVzweY92R1ED82mw2FY1GLXGA76AVfKFQ6Oo0gV3DjsML8Yy1Ws3E54gmEbSxp6ampkzkPTAwYG2g4XtpE8le5m+qKBkPX9XqE0TM4dFR51wjYjviYeJw4sStrS3D0OBW5oP54XN8Mpg59aIGxDJe4Ao/IcnaUnmuEL+IvcB/+FgXfpSkK3Pnxf8koVhf4Cyf4GDNMI6+BRhzzDyxD4k/eqtPPFb3AgGfpGSd8XoE/F7A4JOiL8nEyOLiohErCwsLNnH0oqe0mrKg4eFhOwB7eHi4SxGxsrKiXC6nnZ0dnTp1SrOzs+rv79fW1paRQNVq1ZIxqO8jkYiVim1sbGhlZUWSNDExodHRUU1NTenKlStaW1tTOp1WOBzW/Py8baLbb79d3/3d361cLqd6vW5lRQAzgk0MBqVaAEFUBRcuXFClUlGtVrOFjUqCxQ7phno7Go2q2WxqfHxcqVRKhUJB29vbps6GiCkUCpaAoRyYzcAzYVxqtZopSvr7++2ZTp06pVQqZQs7GAxqa2urS60TDHYOaUJ5RPaWtiGQ4hj6w8ND6xHrnYBv8wVxiCKcdTA9Pa1SqaTHHntM+XzexnFgYEArKytdffQBoIAqzhlIJBJdrcBYi6xB7q3ZbGpjY8MqmNbW1qyVizdEsVhM9XpdzzzzjHZ2djQ+Pq7x8XEz8p5AwAB6cqWvr9PujO/kUGrWDAYFNV00GjXlpG81FIlEbM0Fg0ELZmj3xvkG4XBYW1tbVgmDM+U+fb9nT1pK3cowjCckAwQyAJRn5nBqnCYZYwADYJu18XzKmS/3evOb36w3v/nNz/u7aDSqT3ziE10/+8//+T/rG77hG7SysqKZmRn7+djYmCYmJr6i94bTYcz8zwBzEFuAEe+0vKIEAMj4EoyS9MxkMpqfn7cEBIlQyDOCVdYp4AlA74M1HLB0ctC7/5lXNNCHl2fzpGd/f78FipBj2Hv/rB7Mch+9ZBZjAVBmPBkXn3TyYBmQAuhByc9ncMh6Pp9XNBrtUmhTucIccMYPwBhCIplMKhDoHAJJT/i+vj5LXkidoBl7S7Xh5uamASSSNZOTk5qbm1MwGDT7z/3WajWtrq5qZ2fH9in2neCM8ZdOyEmAMwE2Y+qrKWKxWJfqkCDBk8ysE+aCteJJaH7ng3ZAom8fA4DjoD9/sBxrjMAEgnlkZMTaTvq1ClBkzuhxDnAHfHuyxrcKgpgE+MXjcT3wwAM6deqUJTtu3bpl90riCiFCf3+/Jbn9+TsATv68FINhAhHWjyem8c384ffSiXCG+ffKQAITnzTxrydAYPx9AN27TiFYvPKv9xwYEtsQOSTiBgYGNDY2ZokQggPUZpKsrZ7UTZIEAgEjqSEj2XvBYNDWJ/sFRWw6nVa73baWcZFIxFRsUsfOgIuw7/6zwUTsX2wzSjBPULI3PGnhSQrsIvube/eCCH5O4MUcMk/YTcaj3W5b4opqVNYFZ2uQjD04OFClUlE0GjXyFtLUr0HIZu/HuDd+Lp2oQ8FLrFnOXfEJOtYMawVs60lBnht75SuGWH+SrCqE7261WkYSQJhS3TM0NKRqtWpYADLTB53YRdacD1yZPwhRnoe9+nwVLdhwXynEc/jvYI+RnGm1OgrqsbExi+vw21R/v5gvMDX7CEx/dHTUdXg0+4YzCphzb8cgslkXzJVXODMvCNdo70x1weTkpGq1miqVisV54B1Jti+lE1zlk9p+/v18Q7h7ERfk0sFB5wzJfD6vra0tI6Mgxz1+8HgZIZlPevD52C7smLeP2AkEIdJJW8LBwUHNzMxYXIm/IHEFngbfenII4ZvHouxTsDDJivHxcUt4sjdIanp74/es95HYMgj6YDBoauV0Oq1kMmnVWF7Yxtjs7u4a1kVwWCwWtbW1ZbEmtov1CZYlXmT+PCkJJmNNeDuIvSQ5QacQxKW1Ws3mYWpqyqqpexOq+EKpE78hCPSY1le2YGt8TNJqtVQqlVQul7W+vm5xuMdgzLN0UnE0MTGheDyuzc3NLruNjQ0EArp+/brdCwQt/g/fxl5k/79QMvDFcrGm2dtSd5znk5dSN3b0Qj72nCeH/Xu9/2o2m5agBAt5O0mrU0lG2PtEqPeZJE89N8Ie9fYPDCOpq5sIIsB8Pt+V0PBrA86Ie2Ad+0R0byzuMRT2l8/Ah7C/EVO2Wp0ODkdHRyYCYcw90c53Ue0C38P/ewU6zWbTzq08ODgwXhbMx+choPHPw9gxZpJMULy+vm48E8mDvr4+VSoVa8eJ7YYjPD4+tjgfTs6LfL34Aw5mZ2dHqVRKY2Nj2tjYsLnluAYv6CBJy9ohQQA/jQ/2XArrivv0OLLVapkNQQzDutjd3TUBssfmjLuPKT1v65Np+BHmrFfc4GMnfJznelgbXqjl7Zz3ET4e760U8Z/7pV5f14kRSVbiFQp12kgAkCEuUAzgmPL5vAG1YDCobDZrJZbJZFKJREKf/OQndf/992tubk5LS0saGRlRMBi0nvAod9vttqk0+/v7de+99yqbzerq1atqtzs91V/96lfr3Llz2trasqTJ9PR0V/nWmTNndPbsWT3++OPa29vT5uamEXwkeaiEwODS+mpgYEDj4+OamZnR2tqaJCmZTFoggKEkG4oBg0ikSoJgj4AsFApZqS6B6fj4uDY2NixghgQiuKSKo1AoKBaLKRKJGGii/VilUlE+n9fh4aEGBwdtLJPJpJFyfC6HDpOs8YEbqhueLRQKaXh42BTekPZnzpxRPB5Xs9lUJBLR8fGx0um0RkZG9MQTT+jq1atqtTp9Fmn3cOPGDfsMEkGtVktTU1P23YFAwA5rpzIGQ0ipXq1Ws/Zo4XBY2WzWCMJepzk0NKRCoaByuWxZUNQD7XbbygPb7bbK5bJyuZyNSyqVMtBJIg3iBENFOw7OXgDI4ty2t7dVKpXMGAEAU6mUOcRqtarnnnvOWut4IsNnpjFiEBkQhNLJYeAYLN8OwldnYeR621yg6OL1PhMunZz7wBr/u76odKL3KNcv/dIv6f3vf79mZmb0T//pP9V73vMec54v5Op1AgRBOFVPNuNcvSoaQp/X4zwBOZBVvA/y3yvMuH9PlBDQehU198Vn4iRxeLyP5yIoYk948pFgwAd9BCZ9fX2WpGVMeAZPthEI+oRjIHBy1pMkC2K5V3/xTH7sUUcCVLBPPqkHQQcIYx4gtkkoQnIQkPvzMwBIvSWlnkADlDKPAwMDXS2/BgYGVCqVtLW1ZQlFzp7CHlHCS6UEZxR5EhLFIuPUO+cAV9Q/kI3Mt1fje6DkSRGUhfzMgzP+5h4gNnkdpDkKJL9nsBeerESN6NVbrBXmjSoh1N/YXhIlVG3ie30FQDjcOf/p1KlTuv/++62Vmz8QsFQqWSsO+spGIhHNzs4qEOi0Nbx+/bqWlpZUKpVMaUNC+qVy+cSnb8WI/ZC6215B8mCHpJMAmb3v9zW+1StXUTZhX7kPAjCpg09JZni1MNVU1WpV8Xjcfkbb17W1NUs++GRGNBq1RLVPakPqQ+JB2jMOHlf1+lbf7o21LnUIdM6Ya7c77Xj4PuwByW9fceMrv7CFYFdEFkdHR1Ztgh1kjPHhBOOMK9/L80jqqmzxtpQxgSxkDWCDsLHsa+aQ6hBJXW1qwVmsERKxYD7umWATf4Yd9D6DdUWSiDZ/XkGPneG5IEHARthfb/N90MoZByg6IQnAr6zl7e1ts6uIUfgekguIkcAIXuEonZzNhA1l/UMeepEE78EHe//AfXpf6n087/PfzWv29vbswNZisdhF6PvvfTFfCJf6+/tNEEcMQys+xpEkhxe8UMVKdRT7k8Or6REfDp9UwUHSeDKZpEKj0dDKyoo2Nja6kmHEDMRBvgUHawBSX+quUIDwLxQK6u/vt/ZZ7XZbly9fNnIa8cXZs2cViUQUiUSskwC23Z+T88ADD6jZ7Jz/GAyetB2WTtoUIVbBj+zu7qpcLmtzc1PFYlEHBwfa3NxUpVJRKpVSLBbT9PS0Dg8Plcvl7LwVBCzVarWLNGL8USLjw3k+YvDR0VHrgEBnBU8ooVYHZxFfIRwjCeJJX+I5lN7Yp7m5OZ06dcrOZl1bW1OxWFStVtPg4KD29/d18+ZNZbNZjY+P6+zZs5qamtLY2JiuXr1q1dvsaxI7xKckz5PJpCntWXt+7CORiBG//Oz4+NjEhz4GoA0VgsVKpaJSqaSlpSVJJ5XKJFGJEUgAE0OT8Eag4KuuSIjxvQMDA6rVavrDP/xDfcd3fIey2azZ9kuXLmlyctLaiHPdeeedetvb3qb//t//u9bX1626CT8mSdevX7e4CLFtbxtE6eT8C++/v5rXBz7wAf3RH/2Rrl69qqGhIb361a/Wf/gP/0Hnz5+31+zv7+tf/+t/rT/8wz+0NmO//du/rUwmY69ZWVnRj/zIj+hTn/qURkdH9fa3v10f+MAHvqxYGBxCjOfjBPyTdNIO1Scj8UVgZ+IPj498QpXXkFDlZ1606u0bWIHkAjbRK+t7k4U8E9yJF3RhP8BEPlZbW1uzczp4Dp+M6X12PouknK9c8GsLG8NrsIfEmUNDQ11CF5KnBwcHqlar5s8PDw9NJEb1K4nU4eFhq0RDJE28GAqFDDvBGZEcSCaTxmv5s4s5H2l3d1fNZtNE18QNtLGmupIYAh90fHysqakpTU9Pq9lsKplMan19XZubm2Y7Nzc3LaHshRr4k0AgYLxnNpvtGnNaloPTiU9pSejXHf4VTpf2hPhJj/vBZb38BbjfJyH29vYMf8MB8jmIK1n3YCvWImvMx0JgY2xqr93iefiZF/KEQp02hST/6/V6Vyzvk/rejzFO/PyF4r6v+8TIysqKzp07p7GxMQPgADZ6unEYVygUMvIil8sZENnd3bUWBjMzM3YQ9/b2thYXFxWPx62CZGdnR8VisYvwpG/66OioOa/r16+bYY7H43rzm9+sP/qjP7LAkMUmdRzvXXfdZYpRjDBBFZuFzX50dKRMJqOhoSHduHFD4+Pjeuihh4w4oRoGQ1qv15VKpdRqdSo66FGHYcBQzs/PK51O2/kS9Xpdx8fHOnfunG7cuKHV1VW1Wi0j+OjPSq89X6HBuR75fN4CldnZWSMWINcxKrTloa0AZ5/EYjGby/7+fk1PT5txo+x/fHxcq6urVr2zs7OjeDyuqakp3XbbbQqFQqpUKhYkpNNp5XI5Pf3006rValY6nU6ntb6+ro2NDQv0UQ1vbW3p9OnTltgIhULWlkySgVlf4prNZvXqV79at99+uxqNhpaWlvTpT39axWLR5hPDT1aapJMPJCHTaIcFAMfYYPgJaMbHx40U5qDh8fFxJZNJO5QOQo+qlUqlonK5rL6+znkzOFKqjvr7+7W2tqZSqWQHCUJcoAJvt9t2BgJEgXRC2pP99WolnCqO1ye32D+ABsisvb09WydkwyExJZkyt7df7df62t/f10/+5E/qn/yTf2JKCUn6l//yX+plL3uZEomEPvvZz+qnfuqnlMvl9Ku/+qtf9LMgW7l6FZCe3JG6S4a5cJiAM++YCLIguSHdeS3BGcQ4IIdgBuBSqVS61NW9Tg/H6ols7/gBbgASHKW/ej8f8g2wCUjAbmBnGRsSO9i9/v5+W78kB6gw48BhAApj1KtA8kkor6rDPuCDEomEksmkNjY2bO/RLxlC0ytuAD4ANoIz9gTzAAjlItADfDGHVAwBbprNTjVboVAwNUtfX5/q9brW19d1cHCgnZ0dK1Um4c8+bjabXUEu1WaAIcaeQAeQhoqzUChYgpP5J4AA4GAnuGe+T9IXkHQElVQretWpB+SsLb9/qH5ibCVZwgllDaCNpBeEUaPRUCwWM1DrE3jJZFKxWEyVSkWVSsWUf1Qcnjt3TnNzc0ZITE1NWfJ6eXlZDz74oF7xilfYeCYSCd1+++1d1ZPMEUpTEs4vlQvQjB/xJeU+WeYTo77ig/d6VTokOjYCYkY6SbL6pB9rQzoJCrgHryKmTZMnnwHyrBtfZcma2tjY0PHxsWZmZowol2QttsC+oVDIPhdyGtEC9gDbTmCJSo/15NtAgFeHh4dNKFEsFi3BIJ0oFvls6cR2g5k464ifgVWlk1ZHPpiTOnsRdaWvPmu1Ts5agWCFyN3Y2LAzEOr1utki8BlJR/Av4hHWEDYPRbB04jN86whaFbDX/Brj+3yCoJfMB99ALHvbxzj0KskR3oBZSWRT4eGTeqxljwskGa4MBAKmUMT3kbA6Ojoy28z/wViMCXPPfHo1PmsCf+eJRHyv32v+/hg/npff+8DbJ7R8YF8oFJTL5brUpP68oRfz5Ylx9hkVhuwd1pIXHvSKGMLhsMUT7AHIOt63u7trwhEfo1JpeXh4qHw+r3K5rK2tLft8j+Xw6dg48Cr3x3f5pAmKXWwja/Po6EiVSsVaaCLMSyQSXYIU7Ab7ne+GzGL9etzgBTUeH29tbSmfzxsBh3/e29uz9lnYDPaYdNJChj8+zveqcL8/iBPBpMRJjI/H15LsLCTUxz5RzhyTwMW/8bzYTEhSuBX8EveGeLBSqWhsbEyxWMzOxJqamlK5XFY+n7fX+4SvjwFJnhLX+9Yz2GT/RzrBeb6KBazmv8u3+PFJVp/kBceSwGaPQGJiW3rJcX8vcE7r6+vWDYI17Ylof8ViMc3Pz9t5d7VarauaxhOUHsP67/X7ib30tUgCf/rTn9Y73/lOPfTQQzo+PtZP//RP61u/9Vt1+fJli2fe85736P/+3/+r//k//6ei0aje9a536a1vfas+85nPSOrs/2//9m/XxMSEPvvZzyqXy+n7vu/71NfXp3//7//9C743P1bSSezJ5WNSf2EPfKWIdBK7eKKcdUair7+/3xJfe3t7lhAADzBXJF1Yv+wHqnzBfcQjJE84cNwLXYhHaFd1dHSkcrmsVqul2dlZtVqdc5QSiYRVJeGnPTbzghj+gIe5X7AT38te8Z+Hr+AczUAgYElOkrIDAwPWuQbbNzU1ZXwkXAICDc/RIoImiY99KxQKarU6gr/j42Pl83mzXZLs7M/h4WEVCgU1Gg3DnQh2OJcUvo97Yx9LnXZ5yWTSqugCgU43Ikh7ROoITnh+nxgDs2OTeS/43ItWiHu9ffOVHD4h5asz2H+00exNDII7ea//+/j45Bw9BFncO+/HduOrfNLN4wruq9Vqmc/mHqnexKZ78Ro2emdnxzgPeCZey/yx/vxa9HvV7/sv5fq6ToxQFdBsNlUqlUwhs7GxYUTUzs6ONjY2tL29bRsFxfnBwYHW1tbUbnfUcGtra1pdXdWpU6d0dNTpBb+8vGyfSzIlHo8rm81qbGxMmUxGU1NT2t/f18LCghYXFzU3N6d0Om1qBiaY5Mry8rId8l0oFKzs+P7777egdmdnx9qWsMkBl0NDQ3bORT6f17333qvbbrvNDoIMBALWRoxSKhYJJHosFrPED8FxPp/X0NCQZmZmTHm1sLCgUKhzyDjgoFwu2yFztPeiNQKqBwijoaEhZbNZTUxMaH9/X9evX9fs7KyByampKS0uLioQCNgBdGwC6SQjDpBDpYJaMZVKKZVKWcuXZDKp4eFhnT59WvPz8woGg7p27ZoBF1TOjz32mC5cuGBBAMTAlStXukAuAYUkyyKzlgi+L1++rLW1NavqCIVCuu+++/QDP/ADeuihh/T444/rj//4j3Xr1i2Vy2XLIAPsIDEI2BnLw8NDzc3NmYrHk9qAMQyPL4P21RQYOVQ79LqlTc/q6qqq1aqB0161AgqegYEB5fN59ff369SpUwoGg5Z8CwQCFmx75Sr3gmKAPuqe+IjH410KauafyhDfFiwcDmtnZ8eAO0CViptms2ngujfY/lpfR0dH+u7v/m6122198IMf7Prdj//4j9u/7733XvX39+uHf/iH9YEPfOCLJnM+8IEP6Od//ue/6PcRUHiH6sEhjoJ5wWHgIFlbOEOASLvdtt7dtH0Lh8PK5/OmNpU6B3uRRABYAGy2trbMGeP0PPkP4MIxP5/Sh995NTFrBoINomd9fV23bt1SKBRSvV7vKk0FDPJZgFqSKAC5yclJTUxMaGhoyJKQPiEjdZeSElATGEMgYac8UEMJTGLJJ4FQMfuepdIJMeeVHOx9SpXZE7u7u1peXrYxHhoaUrlc1tjYmLWywD4zh9FoVJlMxkq+WSObm5uWmGk2m5a8JQnAvQwODurs2bPWZqder1sbM4IEWvvR+uc1r3mNcrmcLl26pHw+b2SOJ3NZ2wQEEA0+oe8TbgSToVCoa959ktYTIMwNgT4KSyogfaKFPeQrOAHq29vbNjbMHSTq+Pi4zp8/r0ajoVwup6OjI2WzWZ05c0bT09N2OODGxoa2trbs8FdaOPJaFMEEPGtrayoUCtYPfHFx0faRV9y+FC4ftFLGTpKI+SPAZd9CZkPoHR8fG7nMuiZQxp+yj73q0BO5BJNSxy6gVMYGUl2HypUkDt+NPQN3YE9GRkZ09uxZhUIh5fN5hcNhzczM2Ps5SyIQCFhChPaffh2AObA1BFvsIUQTJMDBZtvb2yoWi8pms6rX61pYWOg6FNGruxlTCEkqp3xlGS0FvZoPBRoiAAisaDRqY0Vrsf7+fmtRs7W1pWKxqEAgYL3dEZTQLpZgmHml3SMtWMB7R0dHhi+80IqYoVarKZ1Oa2hoSIuLixbgM2f4lmAwaKpu6aRym3uE3ASPQkh6kpOx4jPAo+AolPzgfFr7SjKiAp+PX4lEIpYwx5b6YNaT0yR2UZiTHBwY6BxCurW1Ze1YR0dHLeYIh8OGIfb29gwbMr58nyfBCZLxyfwb3+oVvF7p6/cavoO59/uSZ30xX/g+8JfUIV+JEw4PD00s4KuFSS5gLxET8j5EGZFIxNofl0olszEQwJFIRMlkUhMTEyqXy1pYWNDCwoL29/eVTCaNLPEVX6hewb3eLkLq8Lt2u61SqaR6va7Tp09rbGxM0WhUt27dsoTY4OCg5ubmNDMzY2c9sI6SyaTZc1o8I6YD93gCXOoW7hBn4ftpd1mpVAwfYU/i8bjGx8dNMENixO9V9gc2kriOefCYBrHhzMyMiYA2Nze79i97oa+vT9ls1s5UoXrIJ93pIc8BxWDSo6MjS8AzPyQ9SISA6zljjqR5LBYzzEy3CGy8F/eAa8FSw8PDisfjNo6cR4cfJuFOBZx0kgwiScya9+ubeAS75JOy+/v7VnHEGsduIfYkZmVdkoil7Rr31Wq1lEwmtbe3p6tXr2pjY0OlUknpdFp9fX3WoaL3olvHPffco3a7rc985jNdya3h4WFNTk5apTH+CPEsyS5iJWL3r0XFyMc//vGu///+7/++0um0nnzySX3zN3+z6vW6fvd3f1cf/vCH9S3f8i2SpN/7vd/THXfcoc9//vN65StfqT//8z/X5cuX9f/+3/9TJpPR/fffr/e///36yZ/8Sf3cz/2ckb1f6uXxnfcP/N+Tpf61PuHl58EnVlhHXvQQCAQ0NzensbExbW5uqlqtqtFomC/r/U4vdKANOK/BLnNPzDPrnniVPYzYBfsEGU1MQZt5KgwQsLG/4U3Yi5D6cEEkKb2gBVzg4zO4JghriPDh4WGzY1707SsciA8PDw+tIg6BbX9/vyqVioaGhqw9H1yEr5QF4yHk8K1GwVHgYvAMz14qlew5iSk9aQ/nQCUM348whso/EjhgTTAaiQ2SQ1TMgfG8+E6SCXWwV4wv8QrPTIzDPWLf8WXYJ54JX+R5MZ6VtQg30Bsf++4D4HC+mwSJ9+0e47Fu+b/ndlgPvA4+iHVB1Qjj0IsduR+ejbiBvcNe+lKvr+vEyB133GGOmEmiAiGTyWhmZsZaS0Dy7O/va3R0VHNzc10E7N7eniYmJrS6umqkM4kMyP50Oq2pqSmr9iBDGwwGNT09rbvvvlt7e3saGxvTwcGBPv3pT6tSqUiS/vRP/1Sf//zn9dBDD2liYsJKDjkYnawnQTiB6MHBgR0yxiaanJy0A36q1apisZhVstAHj3YcR0dHVsLbbHYO+UV50tfXpwsXLljrDb9xb926ZeRmPp9XPB5XIBDQlStXlEwmuzbrxMSE2u22bt26pd3dXUWjUSt9ZUNAokMQRCIRFQoFI2IPDg5M+Tc3N2clxai3JZnatq+vT8lkUplMRltbW1pfX7f52N/f1+nTpxWLxXR83Okp32g0rKqH1mkXLlxQuVy2JMDY2Jiq1apWV1clyapsALqRSMSCXUAlhp2yOMhTCOZ8Pq/f/d3f1e///u9rYWGhixgFINPTFHIT4MXByd7hcahkKBSyUmGAGeqjaDRq1Uy0fkilUpYwRJWCo+BcGhwS9+WJx2KxaEZ6YGDAwC4ECv/e39830pN5wtn7rLgkA+EosX2fY/YfBAdJTAJoghvWq297gjP2PT2/1hdJkeXlZX3yk5/sqhZ5vgs1+NLSUlcpsr9+6qd+qiuhsrW1pVOnTtn/cZS+LQnAzRNfXg3HvyV1gUDWN2CMdQjhwPxS1UNgjM2BqGNvMSeQZtwbgI33Y1d7qwJw0gAAAB6/o/IsGAzq4sWL+vSnP6319XWdPn36C5JAOGBAFc+Gyj4SiejMmTOanJxUX1+fyuWyrl+/rpWVFSMCCdwBBCg9GCPGBkAIEKMfKO0ICTJx4AA4Pp97RolCgO7PA5Jk5BPgzM8dbU6ohKnVaioWi1btt7W1ZarK1dXVLnUo93L69GmrErl27ZqGh4eVTqet3QQ2LBzunLexsbGher1u4Levr68rcGVtUCVZqVQsUY4ixidKvTIG1ZBX0lExRrIIEtyrBL0C1BN+BNgATgAVtgSw2kvYgRsgKwGrzFcikZAkKxen5Wcmk1Gz2TRCBuX5xsaGVldXVSgUrFJzYmJC6XTaSrzHxsZUqVT0yCOP6MaNG9rd3dWZM2dsbjzxxH2/lC4f1BLA9Fajef/B2kV9D/nh8aT3PYgrwCw+yCmXyxZoYc9oy0TiHzKJVpusyd3dXY2Pjxs+wM5CRqPCTqVSRtyQMIFI8/eIaozPBjcSgHmiDhEFLae2t7dVrVYldQKO5557Tul02hJ3rVZLuVxOKysr1v7AB03eh+MbIL58y1b64m9sbJiNLJVKFlRxADgkmx9z1nYvMUdCc3x8XMfHx9rY2LA9S2DL/PF6hBZgLBLmEJHpdFrT09OSZEkThCbgFNol8BmsN+bKk9Tj4+Mm5MhkMqZYprKwXq+rWCxqdHTUhDd+PaK+Yy4DgYD5Dcgd/A9rA9KMccMfgpk9Ke79IUEvRA7rktf4yjfiAzAZ90MrG+77+PjYVN5eEc28+6pMcKrf3z4pwj3hQ1nDrH1+T0J+e3v7q2Z7/q4v1hykP2QbPg5bQzyGj8Rvsa+ItfCx+DkvqPEHnrK38FdTU1MaGBjQ3t6eCam8ip059up24j+Sw74ShFgH35zJZDQ6Oqp77rlHu7u7Wl9f1+rqqorForUMm5qaspaDfCfYDFKcRAYVgCQZPIbwhKUnydrtdpdoEVtNlRlVt5IMd+EPsBHE+OAFCESfBPBqYWyHP9uN+fZVVOAA2n97ERFxJ2POuvFkFvODT9ne3latVtPk5KSGh4eVyWRM3IKwhzHw902MPzExoaWlJRtrX4kHxvTiGtYASYveVqa9Yi/sF0IQf84nY8nf3jf7swrpnkDVOy3Da7WazSV+k5Y7YHQfY5J4Xlxc1J/92Z/pO7/zOxWPx63Veu/F909MTFgXCXA/NjOZTJookDllrFmbveK3v4u4l7aT4N4nn3xSR0dHesMb3mCvuf322zUzM6PPfe5zeuUrX6nPfe5zuueee7paa73xjW/Uj/zIj+jSpUt64IEHvuB7/qbOCdJJRQhj47G5j3P9z32lhCfGsTtSd8tk1iSxMlU/dOGgawVxBp9PzMRc0+GAuJckHpdPqnDP2HESudw/doaEaDAYNHEa+5/PwidwX73ncPokqscN+AlvK7nAaIwfSWaf3OS7qe711YAIXzksfXR0VNVqVQMDA9YG3oudJNnZw0dHR9a1he85ODhQNpu110oy7gqM07uHGBOqtvAXCGTo7MJ33H333VpcXNTa2prZcNo1grs8d+UF6owv3U3gB7wIEFwJ10gCG+7VVyTx+XyHT4AxvnCFvclDcBXPTIJBOklukJghnmesPP739+HjLtaP35N+vzJHPkbnfn0XDrgU1jEYwsdTPv7w3/OlXF/XiZF2u60HHnhAtVrNlJ79/f06ffq0ATyqDA4PDy3zxIarVCpKp9NKJBLa3d1VJpOxPpMQfffdd58lNyDhcrmcisWiMpmMotGoGZlwOGwthsLhsLXIaLVaevWrX63HH3/ciCk2RCqV0uXLl/Xcc8/p0qVLeuaZZ3RwcGBqUZ+pjcfjpuhot9vW9xO1ajjcaWWys7NjKjdAMsYNQ0/pHqp8lDqAaRQ2kUjEiK7j42NFo1HFYjFdvnzZqh4ISFFbY+QhG4eGhvT444/bQeILCwuKxWK2yWZmZjQ6OqqlpSXV63XduHFDg4ODpghsNptG8EmdgLjdbiuTyejo6EilUkm1Ws2cAa2dAF+zs7OKxWJW6fDwww/rwoULOj7uHJo0Pj6ueDyuixcvGkAcHBxUJpNRq9VSNptVJpOxtSSpqwzuzJkzymQy2tzctD7v9H5fW1vT7u6uJicnzamTvEP5iMoahR8HnPb391uCqdFo2ByTBUdNSbBQq9XM8QNK4QABAABJREFU0ONkOSMAY7a1taXx8XFTnuZyOXsPRhe1KAc2kmCEGIaEx6F5J0J7CkkWFOHEeX6eMRDoqCQJaFFs0z+7UCjY89JOA0eBw0aVyT6BmOBevtYXSZEbN27oU5/6lJLJ5N/4nmeeeUbBYFDpdPqLvqa35+jzXTgFX4rJmEjqCrYA0R78eOfI/4eGhoxkwf4FAgGzrxDGODd6d+7t7alardr5ClwASu7Dt0DBqfvEgs/4e1DI/bDWj4+PtbCwoGeffVarq6vWl5SWfAA0r7wgIIXoCgaDmpubszLktbU1Xb16Vc8++6zy+bw5fa9EIDj1gAQbQr/Uer2ujY0N3bhxw86NYu+QhPBtK0i2MG/cG8CVMeL7GSfIJ/wP8wKYlDpBIEE9BAcJEnweZzL19/drbm7OPj8SiejBBx+0gBnVCEBqfX1dxWKxC6wzT6yj4+NOa74rV67oIx/5iF71qlfZOITDJz1pPUGB7WddeMDm+/hyL5CAXjkImERp1G63u3rh4vMI8PCDzDU2jO8hkI/H4yqXy7YuIT09gb66uqpcLmeVO7u7u7aeIOuOjo60ublpZwMwlyRNIGzX1tb0xBNPGBCnXSKEdiQSsSTKCwWFX68Xe8Grj3rLwLE9EEb4LuyRt1UQRBDg2E0S8ZBSvupEOjlUOBaLmTiBAJh9MTIyYqSZVwb6AICkP0llAr9EIqGdnR1Vq1UjjwjaWIPsM08AQIz5oIo1gkChVqsZJimXy2o0GnYAe7lc1uXLl7t6sTMmPvHugysSOPR3p598NBq1qg3GiH1EpUutVrP3sxfAPHt7e6pUKtbSjnuhbQJ7l0rcSCRiSnhsEcEXtpNkRCqVUiaTUSqVsuqj9fV11et11Wo1q4Yj8PU2ljWGf6H1zczMjO68806lUinlcjmFQiFNTEzYWTLsb1onsu5YZyRzSHaBiSFKaaVF4s2fr8IcQ56wlqkcwed4chWCg3nm4FQSicQZ+/v7th4hhLBrzAF7Eb9LO2FsNYE15HsgEOiqRvQBvd/r7EtwP+Ti6Oioib347BdzUkQ6SYwQ23nSyyd3wQSeWPViD8g83/qN9TIwMNDVBtDbzXa7bdX7rAuqVMFDrGfez9rAryMegWyEIEokErYmEXHMzs5qfX1dFy9eVKlUUqVS0czMjBKJhCWZEQRJ3S3ZwFbY/2az2aXs9clzT0x6TEM84smh7e1txeNxS3y3Wi1LfkDEeXyLyINx9xU74HPunQ4Y/pwh7snPNa/HjxFzkcTEP3qbwFz4xAh7mSpxSUZQDg0NGf5/vpaRqNNHRkaUSCTsfuED+vo6511iI3lWxHDwCKzZXrKNi2cH/xGz4gcZb3AbvgF7zboFF7JmstmsCQogLX0LIMSJPh5jjuGHdnZ29LrXvU7xeNxipue7AoFA15plL1O1mEqlLI7Gf2PLWK+94/G1Toy0Wi392I/9mF7zmtfo7rvvliRLivaerZnJZJTP5+01PinC7/nd811/U+cE6WSvg/HYy6xveCTWk/eR7I3eZCr2yBOvxBXglaOjIxNCHRwcaGRkxNY2Poy4jbUmqQuT+u+Ak/EthIhV8Iee/6CFPO2WC4WCJRP4GeId+BJfecQ9s5+5D+Kzvr4+iy/HxsYsUeh9AH4I34Avp/ViMBjsqrQHq7KfAoGAtURE9OAFn/gPH2czvvgNnxSFK4zFYoZ5Q6GQHUkAz0AVODYfmxUMdqrpstmsJXcnJyc1Ojqqvb09axlWKpW0vb1t7RsR6/lkNIKRdrtt79/a2jLcylphrj3XgE1j3bKWGDefGPA4qtfP4zd8Ytf7OzhkhIw+1uazPB/EfHi+STqpikLkgk/zogewGc/hsTj7lLFCaM7YsHa9DfJz5pOgL+T6khMjDz/8sH7lV35FTz75pHK5nD7ykY/oLW95i/3++7//+/WhD32o6z1vfOMbu0rvKpWK3v3ud+ujH/2ogsGg3va2t+nXf/3XrWzxb3uhpCW5cevWLdVqNTNMgcBJbz6U+NlsVuVy2RZ1tVo1srpYLKrdbuu+++7TtWvXdOnSJesVivNENYeBIbjd39/X3Nyc3Vuz2TmsemRkRLlcThMTE/q2b/s2LS0tWRurYLBTavXoo4/qySef1I0bNyxbCmnOBqC6wichSK7UajU722RoaEjLy8u6ePGiLXaUG5FIRGNjY5JkgQm9VUkS0Dplb29P6XTaDObBwYEd+L6ysmJqPhYspHY0GtXW1pZWV1et9/rLX/5y3XPPPcrlclbV4BMpkP8EvRiYvr4+5XI5HR8fG6EIWVar1STJAtrDw0PNzMxoampKw8PDKpVKtuEmJiY0NzenTCajZ599Vk899ZQFybFYTDMzM9rd3dWVK1eM1CNxE4/HNT8/b0E4gQUtaTAKpVJJ1WrVyEYMAWOOkSM5U61WNT4+blUp0WhU7XbbzoCJx+OKRqMaHh42BSdgl7EmoUNFEMrSwcFB7ezsaG1tzZxcJBLR7bffbgEjyT3WMkQcwWQymTTjNj09revXr9vzAGgPDg5MbYvyiqAMohtQR+ADAEGtSyKL/YqTBwh6UABQ8FlqgH5fX5+pMdhXX41re3tbCwsL9v/FxUU988wzSiQSymaz+q7v+i499dRT+tjHPqZms2kAL5FIqL+/X5/73Of06KOP6nWve53Gxsb0uc99Tu95z3v0z/7ZP1M8Hn/B9+VVJSiz/Jkr3ul6MguHzTh69QQgorf9wujoqK1bwJr/3fHxsSXzvFJX6i6l9EpUn2wgMPdl4pIssIMk5zP7+/u1ubmpzc1N3bx5U1tbW5qcnDSgitKb9Uewwz0cHBwYWJuYmFAoFNLm5qYWFxe1uLioarVqQMWDaP9M/rkAjNhUSqHptw3YQrEJwcpzA1oAROx3+nJCdHrizJPBBK7YIYAlpDt2n6CFIN0H28FgUNFoVNFoVBsbG5Zsj8fjZus4M4BKjmq12lVV4+/TB+qAt62tLRUKBU1OTiqbzRoZWyqV7GwYbA1BBCpsWkuSTPFJKd8WwhMCgCZsE8GTV4HxPT5g8uSBTyjyWbSOJAjgnCvaqCFeoH2H7zlO+yRPjFDxx7oql8taXl62yhPahnqFNDgBW/nVvP4+YUAugkvpRAXlCTyf1OxNRASDQROGoHbm/QB4yCuq/0gsQrbgdwmQQ6GQqadZi5JMeAChS4KR90B6eHKQdeXPA2k0GkYEocKF0MJu+0QrATx2HLvBM0P6zM3N6fbbb7dA795779Xw8LByuZwikYgR3qxXzgZhzGkj5zEQJFkoFLL1i/+ORqPWAgFbBXkldRO+2PBgMKjz589bZUexWLRqN0+IBYNBqwqnWiWVSmlra8vmYHR0VFNTU3YmAQp5KoSr1aq1cKBNwsDAgAkefGIb0oKkfCKRsOf2RGEmk7GA7+DgQOPj47py5YpWV1dNxEKCVTpJ8Hm1bDAYtBgC+4QoC0J4Z2fH/s28QWjQkkiStebxCQrsG/uD9hS00J2enraWiXt7e3boNxWjJP8gYwjOvSLXKwVZO5DNBLmQHqxjT2pBnLBvdnZ2rHUUzyHJfP2L/UL5ThUVCbL+/n5To7I+A4GAkUbYCl+JyWeQkPCkC3i73W5rdXVVfX19uu2226wt5COPPGLJfOK4arVq9pOzbMACHuNRUQbWj0ajuueeeyTJWlPn83k9/fTT2tjY0PXr15VMJjU1NWUHXpNI9jbEk3sksUdHR23d0L6Jc0Egi8B47LNsNmufxZqmYqTRaFjSl1hQklUsgcMKhYJhwenpaRPKsTfApVQiR6NRpdNpa83F83AwrdR9XhqXF4qB3YiRsM1e1Q4Wj0ajarVaKpVKFrPPzs6aPfMJ2aGhIZ06dUpTU1PKZDJmn7gvBGq0I6eCDLsAWRoMBpVKpRQKhVStVg0DhcNhq/4Bx/F6CDZidk8wekzn1673U54oDwQ6bXgRVdL6DWxJ7NTX16fx8XEFg0ETCGHv+vv7FY/HtbKyokuXLunZZ5/V8fGxzp49+9eKVDiL6aGHHrLq73w+b60KqUrkeXyFvRcnEEeAg75W1zvf+U5dvHhRjzzyyFf9u/6mzgnSSYzpMTR7lTUlnbRG9yI39pePpzzZzzpjHvb29jQ/P29YinXi21j6inJ8EjFnb2KSmFc6aReH/2LNwYNJJ4lN1ng8HrfPxuby3ex1kpSSLNkBXsMHU5XBv/kcSZb49byC5yrB2D7ul9TF6xA7BoMdATbYj/NsScJPTEyYrxgcHDROIRwOWwtaL1piT4ABEVYwriRgaV8vnbThBAP18h+sl1gsZsJnzurFB1FBQdJ3fX3d5pOxoasLSWWfvPDCO4/7WTtge/5Nda9PRCOggc9jnLiwm9gzSWZLPPYGQ/uqJ2JN9hZVi+w3qtsRAHh+jvv1SRbmXjpJ9BwfH5sQnos9BL4m1mFNs0bZt9KJgPZrmhjZ2dnRfffdp3e84x1661vf+ryvedOb3qTf+73fs//3Kp2/93u/V7lcTp/4xCd0dHSkH/iBH9AP/dAP6cMf/vCXdC+0dDp37pyy2axu3rypQqFggNz3EWbRhMNha1uRyWS6VCSrq6tKJpNaWFiwf1NKmk6nNT8/35UdTSQSmp6eNtVxpVJRoVDQ7bffrr6+Pt1zzz0KhUJ68skntba2pvvvv1+lUklSp4XW1taWOdClpSU764Hyr4ODAzsLIhaLWdYznU6rVquZCm51dVXz8/NqNBpaWFiwvqGZTMaqZDDuAEGvFPOVBMfHnfZTJBsqlYqmpqZ0dNQ53G5zc1MDAwNGPLKYw+Gw9Z6NxWI6f/68arWalpaWtLGxoVQqpcHBQeVyOaVSKW1ubmp7e1vXr1/X0dGRkev0KYVcwpC0253+spTuHx8fa319XaFQ5+Dl7/iO71A8Hre2UAcHB3Zwezab1ezsrNbW1vToo49akEACJBQKaWFhwVRAkUhEs7OzGhkZUTabVT6f11NPPaWXvexlGhkZsd62BLG0RaAKgxYPOFEcZTgctrYx4XDnwPl6va5yuWzPQdsEgm+Cg8HBQS0tLalcLmt4eFinTp2yzG6j0VA0GtXp06dVLBa1u7trPVupysGZbW1taWlpSaurq1Ya7YPNVqtlYBzFJkqfU6dOaXd3V0tLS2YYUVU2m01rz4aRhGSkVZZ04gwwpqxDiBap4+w53NUrJnFSfDfKNIIZnL8kSyx+pa8nnnhCr3vd6+z/gLS3v/3t+rmf+zn98R//sSTp/vvv73rfpz71Kb32ta/VwMCA/vAP/1A/93M/p4ODA83Pz+s973lPF9h7IRfrGYDlDwlmXD2BL3Wr6LzSCMdC8OdbdQAApRNSCAIpGAxab2HmlsQD3+sTLzhSr2TgO/19c48ewPDMXI1GwyrHUKVSadGbSOkFazjpWCxmxE6pVFI+n7cEqyfM/ff7Pe4TJYAg+q5CZGF7uC+IB4hTT+CyLwBKjL1PIjHfPpniVXHch1eGeCWKD/wh8317GhQifJ4nVlApsb97+z/74BRyizVBgqPdbltv8kCg0xpycXFRCwsLXfbBq0x71y/jD+FNJVAvwUfwSsLFKyh9sOOTIn6uPSnh74F+viiQ8NtgBMaC5LBXMROMsL4I7mkn0d/fr0ajYWQSfzxZ6gEnz+DX41f6+vuEAbkYCy5vb7wiijUEuPbVjgQy0sm+8opTiKiNjQ1rfen3OlWZh4eHVmWxvLxsSUYU1IhaYrGYJbiGhoYMr4B7PKHnE4TsJ99uNRQKKR6PW1DK84GDUf+ynyCTj4+PLUhMJpNKpVKanp5WIpHQ3t6eEomEGo2GJiYmlEwmde3ata4xgWhgL/Fzr2KGoOXnvl87trZer2tkZESnTp1SKpVSoVAwu0cig7M5wBatVksrKyuqVqtduICkqrcHEOjlctnaQYJxj4+P7ZDwo6Mja4tx8+ZNNZudc5X8WVUPPfSQ7r//fhNjUOnCOHDf2EfatoyMjOjOO+/U2bNn9cgjj+jWrVsm2KpUKobDa7WaEXMk1hGuQFLwPfhJfBRVMr7dAMIcyPBCoWDrWVKXopzqAlScPBf+yIsrfJWkpK5qBc53IFGBUpz16xXq+EFaaIIFCHzZ394WY+dIttXrdbMxjBGHgPtKkxfz5ZOeHg88n5+UTnAQ9oV4kMQ/e9snAaQTv0s8iaAE25XL5awaohdngDWxs6whcA9VUdwnlWPHx8fWZo79Vq/XjVSm2ovv9JiS70Zk5Std+T1rxMdC3n8yPgjYvNCI9Yh94vBg7DBxCHgM+45v6sU0zBNzw+HnEIDMKc/qn9FfkF2QZ6wHL47iszyR5NsDInrBZoJHEYCQnMbGe+IZGw9PAE/iCXx8GiIiev0TwyBYAh9jx3pxOD7ck74eF3mxTu/lP4f3042AscH2eXvoYyO+A+y1t7enxcVFjYyMaGpqyr4b++j9I3Hr9PS0xQiFQsHadhGLgV88Zvdz+Xdxvetd79LHPvYxPfzww9ZyUuq0B2Pv+qqRzc1NTUxM2Gsee+yxrs/b3Ny03z3f9bfpnOBJUj/3/M7bBv5mH/n94DEh8QO/Z1+HQiFLhJKowxf3iq4Q01Bh4rGYJLO1/DwQCFjyBL/Mz+GewBnHx51WhqdOndKNGzcMUyJkw/bxPOxteCdsmk+QehsEVmYMiFtYewjUJFn1BTENSRaE3STEqRrmZ/l8Xo1GQ1NTU5bggQsbGBgwTgc8720osWS73e5KIBCnwiWRXGIsfKUI+xDOCc4OnuP4+NhapfkD1zm7BHuALyMZzBj6mISzpRA1s07gN+ACPQ/iBV3er3o+wOMphFS9f5gvEv/YMuaX8fX3Q1wBTgSTgve9yNM/C98J5vPVSsQ2iGCx26FQyP4NzwcHytz6Pc169nvX48sXcn3JiZE3v/nNevOb3/zXvgag9HzXlStX9PGPf1yPP/64HnzwQUnSb/7mb+rbvu3b9B//43/U5OTk3/peBgcHVSqVdOrUKVPCc/B2u91WsVhUpVKxBcRCDAaDdtDu7OysstmsTRqE2OTkpCKRiCqViqnYyQpK0vj4uLLZrFVsoOJcXV1Vo9HQN3zDN9im+KZv+iZduHBBZ8+eVTAYtM+s1Wq6du2arly5onw+31X2JMlazIRCnd6VmUzGqklSqZQSiYT6+vpUr9e7iCUCkunpaQUCAV2/ft0qNWKxmDKZjI0dh+PWajWtr68rmUzqvvvuk3Si7qW3JRlMDjgGPKAAmZqasmAX4zE/P6/h4WFduXJFfX19ymQyFrhFo1EdHBxYVQWbjkPYAH9szOnpaVPmTkxMaH5+vuvgtWeffVbDw8PW/iUQCGh8fFwTExOq1Wr6zGc+o+vXr1uQOzc3p9OnT1slUDAYtITE7u6uHRofDof1Td/0TVZhRA95SEH6ehOQe1UffR0hIVDKSJ1zVwCJqBQPDg6s3Zpv08Y8YVQoOffZYUiQYDBobdYwUtFoVGtra7p06ZL29/cViUQ0MzNjhtcrYprNpjY3Ny37SwULPe75uSQLWPb39xWLxUxthPEnQMD48ryMAcbRJ0zC4bD1fMVIElxQnYWjx2HhBEKhkLWJI0nylbxe+9rX/rXG9m8yxC972cv0+c9//it9Wwb2AFmMs1cOAHR6QSPv9wGGpC6VpidB2u229Tn3hLcnALG5ADDv6J6vlQL3CaHnA0WvMOX7veoBwIPqm0oH+lUDBvibvQIIIshDDUibmkqlYoGJV6RzTx5osod8coSfoQ4/PDzUysqK7YtelQOBHc/LXqSXvyelAC7SiWrIk0VUJbAGPHkJgU9wTzumwcFBbW1tqVwumyoJ4h3FMFVitPbD7/qWQL5FDwDIJxYAq9iSeDyuyclJI7KGhoZUqVRUKpVsHH0yzStVPPjh554M5vn5fnw5gY1X3DFO+Bz2BffA3mHds7YhKo+OOn1uSRTSSgDQ6EkgT8ZjG729xo+goAkGg3aYKP9HKMGFv/Sg9atx/X3CgFysPe9//R704J6feYLDl6P7pJhP5tVqNdVqNesxjO3wLQKwc4eHh6bSRwDRbrdtbZZKJWulur29rcXFRU1MTBjpj91FLUiAzDpCBFIoFHTHHXcoEAiY3UUowDyQGGb/1et1VSoV8wtUFnDA7vr6ulV0JZNJzc7OamlpScVi0caV5Clrm0CEfcR+Qf3HGUmStLa2ZkT/6uqqQqHOmSPnzp3TxMSEYcnbb79d5XJZTz31lGHmSCSiZrOphYUFq1IAf3HuHvcoyYRBBNWci4ZPQyi0t7en6elpxeNxHR8fq1qt6urVq5YgYC/S8i4cDqtYLOrhhx9WqVTqakHhE5cEoLRYuHTpkq5du6ZPf/rTCgQCdn7D4uKiVZJUKhWVy2V7vydhaAW4t7dn/os1Be7mZ6hWfZsbAntfkQvp6IkWyE8Sd6FQp5KGtZTL5WyfkZDxmA8yIxwOd7XFeT7ixROzfBa+lGfAV/EaxgOM4c/W4nuoPn++PvQvxgvb5itLGVcEgojifBKdVhWhUMh8OaQOVfzYM49Zjo+PValUNDs7q1OnTllLq4sXL1p8zFxCiIDfj46ODLuTNCPJQfKAFs+f+MQnVKvVtLa2ZkkXWvDdfffddn6kF5fwHZ4MpxIQwRf7NBAI2IG5EHLeXoJ/RkdHrY1fPp/vSr4ioqMFX6FQMLEY40iXhFqtZiQnWIK1jQCFPTg2NqaJiQlLykMGUpUGFn8+X390dGSVgD7G88kJ9qN/P0Q2ymbU52B2ElAzMzPW7YDzOUjkSrIqGpTdEMdgRjANfoG2W4gOaQ+KT/aV0B5PedKascCn9ZLZrF3m3mNT5gF7TscMxF1UzvNZCAFZx5Ksam5gYECf/OQntba2ZmfVBoNBXbt2zRL9tCc8OjrS6OioXvayl6lWq6lcLiuXy6lQKGhjY8POlvFkPfsKewf57BXiX82r3W7r3e9+tz7ykY/oL//yLzU/P9/1+5e//OXq6+vTX/zFX+htb3ubJOnatWtaWVnRq171KknSq171Kv3iL/6iCoWCtZH+xCc+oUgkojvvvPPLujd8IHvUJ9bBLj4mwRd5/8T6AEt7/wNHwXm/xFXsKfYxNtn7bBKArGtJFtOxVlnX3D/JIM6vIIZiTyEQj0ajun79ujY3N62qYX193e6J7+Rvnos4DzzguRgqIeBsEPxx3xDlzWazi4z3yb9gMGj4DF4MYUk4HLaOBj6JPDY2Zu1jqYJhDLAncGt9fX1Kp9OWJEGAzhzs7e1ZFRvJIPCLryZhD2Fn8VOStLq6amefgPXj8XhX/IgAiWfz64r4m7ElQdPX12f2ijiy2Wx2tWSEe/UJWNaOX6OS7KxU/DnfyTMRr/DcJNjBjlTttNtt49ThItgD3nd4Lgcszrpgz5HwYzx4H+vGr0+E1jw3iZeRkRETHvL5nluEX5RO2sG/0OurYkX/8i//Uul0WvF4XN/yLd+iX/iFX7DS88997nOKxWIWEEvSG97wBgWDQT366KP6x//4H3/B5/kScunkwKVqtapr167Z4ejxeNxIfjbv7Oysdnd3tbCwoIWFBVNjnTlzRtVqVY1GQ8vLy5JkxO7tt9+uSCSiarWq06dPa3Z2titA3tjY0NramprNprUZGBzsHNZ+1113WfKi1WqpUChofHxcs7OzkqTTp09rbW1NH/3oR1UoFPRXf/VXunXrln2WV4F4w4ISh6AZ5cbdd9+tRqNhPfNKpZIdjLu0tKTR0VG1Wi1NTEwokUhYW61Wq2XB8fHxsaampnTffffp1KlTCoVCunz5ssLhsAVuZHZ9wEW2c2FhQZVKxbK19LZmU6VSKSPeBgYGtLm5ab/jsKlLly5ZoLe1tWV97jGCPuAh8McgUn1zcNA5bIn+z9euXbPWVZ/61Kf09NNPm9KT1kftdtvO2qhWq3ZWR6vV0m233aZ8Pq+9vT3NzMwYSGu326ZSDIU6rYZKpZJWVlYMPEFMchA4zpBssAemlOdmMhlri5ZOp02BB6BmjdKSgfWCQaVfYTAY1OrqqmKxmM6dO6fl5WUdHR3p2rVryuVy1gqByiMcF98BIRqNRo2UPDw8VLFYVDqdVqvVMvKEvckzE5T5izWDGjocDpsSNRAI2Pz5MkIP/jy5DhBl3ZAUYa+gyKFf7Uvl6iWQvRqJIMyXHUoyx8+/caCeLMQu+UogHBcJBhwczor/QyJDqAOKPJnGmsBJ47B9okzqPvgLhw2YGx0dVTqdtjOjSD6S3CPQBSSRjCWIo688dvPoqHPILgk/wBpAhH8DLHkGFLHYOUgpKuJisZgKhYKRp9g0xttXy/AHcsmTu8y3D2ohKQG3XpHBa4rFovL5vLW8Qk07Njam8+fPW7tFWpPR9iCZTKrdbmtra8vOjGKtMb+Mrb8/wI0fJz/vm5ubqlQqFmjiw5vNppaXl42M8Wo4D/KYB0/Q4qNoGenVQH7ts0f8vWM3UGb6RAVrCMIQIA1ow6Zzrgxlyaxd7oMxgzhEhQlhBAhHLUYAQm9vSAV8aqlU6koejoyMGMbptcNfy+trhQG56vW6EomEBgYGrM0mAawPzggivJLar03WkG8lIJ20RpW6y8N9IAzJiC0k0MPHggGoEPKkO62dqBSA7EX4cnh42EU2clA5eJdkMPcPkb+zs9O1B2mZR0UVAYd0kljL5/NaX183knt/f19Xr15VsVj8gjGV1NWWgf+TENnb27P3UU24tramaDRqydZAoNNDP5vNWk/1dDqtYDCoxcVF3bx50yqCqtWqjT3BpCf+mZtAIGBEJ34OmynJzi2hJQEV2alUSvl8XouLi0ZE4r92dna62vAeHx9rdXXVhBgkHnwwyn0Fg52WEcvLyxobG1MulzO8Nj8/r/vvv18DAwO6evWqYWUqkLzYwT8fY81axU6yPphf/DTvI2EAhiURTMDbbDa7xgZFOOfWEVOQmMV/k2znb/ajV9KyV3qT2V6UATFDYM168wILsB9rmzZi3D8t6tiX3u6/GC/vb8F6qHhZjz7p6wmxer3elez3yWMIn6OjI1WrVSN1OcORNX50dKTr169ra2tLkUjExG7YSOwusQJrDEKM2I51tLW1ZTEBfo+qMWwHhwwTa7GOmWtPdkOsEaP6mNKrS8EWnkgj3uYQ7Vqtphs3btj6y2QyikQiSqfTVvECFuTMC8YI/w1W9gk/P5ftdtsIdohDKmSwB5689e1miINqtZqq1WoXhgHHcB/cJzhR6sSYJChIOkQiEfNtjMnExIR2dnas68HGxoampqbs+9fW1oxbwRYjEOQewPDYoeHhYdvLzJPHTpCFPA8+3BNpjI1XEYMRiU98ZRpq5bGxMeM2SObwHirfsCveDiOOYF5IZlWrVV2+fFkf+tCHND09rYmJCV2/ft2Ej8RS2WxWY2Nj1ikkEolYlcnq6qp9/vj4uCX3sacQgezT3rX01bre+c536sMf/rD+z//5PxobG7OW0ezNaDSqf/Ev/oV+/Md/3Hind7/73XrVq16lV77ylZKkb/3Wb9Wdd96pf/7P/7l++Zd/Wfl8Xj/zMz+jd77znX9jVcjfdDEuJBv8uHhfKZ2MnXQS1+FviBmYa2woPMfY2JharZYlZtlfXNhV6YSsBY/4dkXYIC/q9CI3EnleTIjNa7c7nU9ILNJ+PRQKWbwJDgKbsY78PvDJH1896JO1JCb5PeIy3oONJ6YlHkI41G53WojSApZKm8PDQ507d06S7Pw4YmeSHX59c1i8P2MNUZr3OeBAkuU+oer5D+YZmyPJ+CbOy2K8aT1GUsaLS7w4AbtMYon1x3t9FRzjHwwGu1qDkQxhLXHWHskonstjPYQsfJ73+/7+sG3gK3xlo9GwmMCLP7HT/hmazaYJaHxM4J+XcWFvgQPhSFh//v7Yi8ToviqH3+E7WGu9z/rlXF/xxMib3vQmvfWtb9X8/Lxu3rypn/7pn9ab3/xmfe5zn1Mo1Gk11HvIMETpl3rgUqFQ0KOPPqqrV69qfHzcDMv58+ctcCkWi0ZwnTt3Tg888ICpPpaXl9Xf328OPplMmvpOkk6dOvUFIAsFVLPZ1OLioqLRqKanp61qRTo5vC0cDlsmvdFoqNlsqlAo6JlnntHS0pIt5Hg83qXApaWLJCtjhXCbnp42MgkQnEqldPPmTY2MjJiCDjCXTqeN2KM0E2A2NDSk06dPS5Ky2azuuusuO3gsFApZv3ep0z7j5s2bdvgQbcwqlYoGBwcNzOCsyfgWi0VtbGwonU4rEomYWnB6elqHh4d2mB+qo2KxaMGvJHOq9IEdGhrqaqlweNg5W+Ts2bPKZDLq7+/X+vq6JiYmtLu7q9OnT+vpp5/WI4880pXRpyLIJzRGRkZ09uxZTU1NmQK63e4cNLWxsaHDw0NT9a2urtpBmahBUYZTtdFoNExxh7qE1gtUOwwPD5sDHBwc1NTUlIaGhizZgqJmaGjI2rJgUFZXV22OCV4hLwG2zN3ly5d148YNO+QNNQ89s1GFoWRJpVKWGSfYZQ354Jq1yPfjHFFreWWfT/RhiLe2tmxfEaiQxebnoVDIzkcgyPCOjCw4hFY0GrWWJS+V6/mIIcAziSNfgcPa7k2G+KQJc07AAXnNuioUCioWi12BGf/GYRHQEDhAIqOEJmj3IFTSF/Qn9co9zrMgQCdwoG+0JANdw8PDFuQA7iRZQnV0dFTxeFzj4+NG+ly+fFmrq6uWHAB8+mSIVybwnL61HoTQ/v6+8vm8Ee5U9nnSoZcA8mDFk0iAfPYBIAVlnHSiVN/e3laj0bADg4vFoim+pZOWBMfHndaJ+Xxe99xzj86cOWNJ/I2NDatqY/7a7bbNP0CEVlq+xQ0gnrHzRBcBfa1W0xNPPKG5uTn19fV17f+pqSmzcRDDgHC/Jrw9IJGKbZVkBAC2BLuMctaXYwPu+SySF96vA7pIgjBfY2NjpmSROsExyRKId2wjJDk2jvskac49QN5SEi91ACZnY1UqFStZZw2glJ6bm7Pk0Nf6+lpiQC6qwxDHVCoVW49eSUkygv9jD9hnvWCehCzEMsEl64Y9jO3h5+Fw2Obv+PjYyEISOpwTAiETj8c1PT3d1QoGm8U6JcE9NjamxcVF7ezsKBgMamlpSf39/Zqfn7dqK4Jt9gg9m31QhICFFif48MXFRR0fHyuVShnpRXWGFylg58E+kFYE0MPDw1Zds7m5qevXr2t0dFT1el3b29tKJBL2GZDnnJkGhnnggQe0v7+vQqGg1dVVO09HkmFA6cSe4e8gVFutlsbGxhQIBLS+vm4tF8DPiURCd911l/WyjsfjFmwODAxoe3tbzz33nFZWVroU4pubm3aOCNU1XlGK3/NjRu/8+++/XzMzM3ZIL1Vnw8PDhmNo1QAxAH6ivQI+HftKpR2kMipk+nf7syd8Mp61JZ1ULUKAUpWMb0W45M82aTQatleo8vVKS59IkU6qeH17xl6SAnzIPpK6Wxk+H3lDcO2FFxAhzyfWebFd3haxvyHUISKk7taqjBsVlH19fV2trPwfqg+okvfCgVarZdWwJC9I7rEX/ev4XtS1rE1J9rNarWZ+XzrBWZy1Ab5ij4KJfNLAizA8EYlt9YIhT6RgQ4jBGVMU/iSYGUeIYGwHPh7bio3kHsA5+BNPTPq/fevEvb09bW9vW9zt/VQvHpHUVXHD+sdme3/i8T/4m1ieqlt+5qs12u2Tg8ELhYJqtZo2NzftjJhisahcLqeNjQ3zD5FIRMfHxzZf3A/4Be6Cs5dYo72iEsaT13A/PrnamxjxyRevcCZuAl+CJ72gCdxOnLG2tmaEMvcE+UqcFQgEdOPGDVUqFW1sbOjuu+/WHXfcoYWFBVWrVa2trdl93H///SZcBRtSrbKwsKCdnR1tbW0plUp1qfz5Q9Kxdx19Na8PfvCDkjodFPz1e7/3e/r+7/9+SdJ/+k//ScFg5/y4g4MDvfGNb9Rv//Zv22tDoZA+9rGP6Ud+5Ef0qle9SiMjI3r729+u973vfV/WvfkEO+PDnscekFCXTmJLjwFZU3ye/+xms6lEIqFWq2XtzMPhsJ1vzFqGpOde/J7v5UngLnlNOBzuun9fCUSilz0LBxYMBk00JckqivEHPs7mPvzeIOaAv2RMwMAea/m15kUanDG6s7Nj9qPVatn+kDq+359/S0x5/vx5BQIBO9uTNo1gAc7kg4xvNjuHq/PvcrlsNko6EQ8ynj4W5PdeHEV86mMCEj3EZ9h3sJh00spJknXlKZfLhmPxnfBh+CowLzgFOxQOhw2TI1AhdkWgAt9AoiQcDpvdabVaVolD0oJ5Yp5JvGODwGW1Ws1iXrAC409czZpgLYENPYfTmwTiGXoxnRe+MuY+AcgewRbjq/269J/lOSyf/PxSr694YuR7vud77N/33HOP7r33Xp05c0Z/+Zd/qde//vUv6DO/2IFLjUZDTzzxhPVxHB0dVaPRsEPCaIs1NDSkdDqtdDptC4MAjIW0vr5uB934ZIi/IGKpJhgZGTHyu1gsGsivVqvKZDKW4S8Wi3Z4OkCdwy2vXbtmEzo+Pm6GDpVXLBZTOp22xEkgENDKyooymYxuu+02C5wODw+NtOTzMIShUMgO2mNxJhIJJRIJLS8vGwnIAbEbGxvW1gSDXS6XderUKXPK4+PjCoU6B6XlcjkjFwOBjuqQXsmxWEzJZNKINYzq3t6egQ4AR7lc1vr6uj0HGXnaJwAyisWinY/BZj84OLBe1aVSSc1mUw8++KDK5bI+/vGPWyXN6OioxsfHddtttykQCOjq1ataWVlROBzW1NSUEQp33nmn8vm8xsbGND09ba22RkdHVa1WzUBXKhUtLy+bEWk0GgqFOv2+KZPlsPO+vj4lEglTcqEoYlwLhYK1F0OZ3Wq1TEVAqeD6+ro2NjY0Njam2dlZa4sGgcm62d3d1aOPPqpKpaKrV6+qXq9ramrKxhegSEXH2NiYOQOc287OjlWCzM7OWkUGr6VfOCDAJ8Z8gAXRjqKBZFIsFjNQ6lVCgFSCD5w1e8w7Lww5xDykRiQS0cbGxguyOV9vlyfScAg4MhJhlUrFgh7+oE7AMXExxl55gO3Y3t62gA+13v7+vjY2NqyfeC8Zju3D2fN9tPXAQXvin9fzWexNiElIKkmm6OPgeZI6vNYnfAhyh4eHlU6nzdZwKOaFCxe0vLxsZD+21I+rr8jgHrDdKPfwJTs7O7Y/+Tx6OPtEFoCP/UhgTQsTxgKikzk8Pj62s4Yov+egb9YDCWHu0893MNipFrt586YGBgZ0/vx5TU5OqlKpWEIfBSVtFABxvnKHoAPg4sccMO4VXCMjI1pYWNCf/umfanNzU3fffbcR+thaBA6sKV8lw+d6YAogI7HkVf08O+sdgoef43N3d3cVi8WMKMZ3YtMYM5Q6gFOfGCEoYO2xF3ivV+5i4/g9a4txBpzydywWM/DrD1cMh8PK5XI6ffq0VlZW9KM/+qN67rnnXrhReYHX1xIDcvX19ZkCPhqNWo97/IpXUksn7RQQYHifAvnD5ZMdrCf8FPiDz4EEBGcifOD9BBZUSWKDa7Wa+vo6rUZpAQGhOTY2pmQyqXA4bOceBYNBTUxMWAuBvb09raysKJlManJy0gI81hnCAlqPcoghquhUKqVYLKaNjQ1tb2/beSVgGF+pB1FH5R0+QpIikYjhZFrrgKsR1VBN4xOZ169f78Jl2NhMJqOXv/zlWlpaUr1et3thziHxOZTTK8rAXVQQra2tGT7a29tTMpnUN37jN+qbv/mb1W63tba2pomJCZ0+fVrj4+M2nrQ/JKit1Wq6evWqDg46hymjEMYGo2b3tgUxS71e15UrVzQ8PGytwxYXF7W+vm6HwGezWRWLxa6zZhAlkAwKh8OGzVjHBMzhcFjj4+OSZEnger2uc+fOaWRkREtLS9bvHD+ADwoEOmehRCKRLlUo66Rer9u9YPckGfnBfgF3UJnpv8OrnL1fQ0GPv+L3nogmMPat3Gj/5Pe2J0N81c2L+cKGMWZStwKaP14Iw2uwjWBpiBf2MjEAiYmZmRnbd6wl4o9sNmvJQtpP+/aUYAbuwxPh3l6T2Gf9RaNRa7W3ublptgNCCB+O3ZNk8Ykkwx+SLNal8hI7gq0PBoPmw/P5vFXvgcU8Rksmk4rFYrYuPYkmnZA2tGfFhuG7PckNpvUtGhGeIPZAUAR+pLKPmBqswHMzB1tbW19QIQsmxYaz16rVqtbX1xWLxRSPx7vaJJPgIWlKlSbn/Emdbh43btzQwsKC2u22CUVI/oKlmCvIZBIuBwcHKhQKRhZPTExYghx74S8vfCFegFT1RCj/91UmEIzg8kQiYWu6XC6rr69P8/PzymazikQi+shHPqJCoWDtxdgjzDlrY3Z21tqO5/N5BYNBU/DTOvzw8LCr7RrvpU16Pp/Xzs6OPffIyIhVAxMDsIeJn78cQvBve/1tki+Dg4P6rd/6Lf3Wb/3WF33N7Oys/uRP/uQreWsWf4DzPelKooHWQKwl/IpPNvkkIHGNFyn4M3/A4wgCfIUH6wO/6SudwFLcNxVmYBmwEP/2yd1wOGyVIb5tGLaKzifEZeBU2kBh93sTRv6zSG7zXuwtPhxCHD+Ofz866rQVDgQCVoGGeJxYmHgXYn1ra0tjY2MmZOF++H6PAfgbXAUGwrbiA5lTsCv2y3O8xNRgK7A3n0UMxu9IqOO7SKT29/cbD8ocjY6OKhgMKpfL2ZhKJ9iH7+EcOH5HQgZhAG2UfVKfe2Fts+a4X8YJG8XnE1tiB6VOcmdkZMQqq4mFqOYhfieuoR0t/2c+WT9+zwSDQeOgfFKDvee5PPYLVS8+roIPwcb18g0+oen//0Kur3pDwtOnTyuVSmlhYUGvf/3rNTExoUKh0PWa4+NOr9Iv9cAlAjzaDb3mNa9Rq9XSjRs3zGCgwKQUdG1tTfl8XolEQnNzc0qn0woEAorH41peXraA4otd9XpduVzOjNzU1JRyuZwWFhas0gPQRf9kgCXBHSorMqwEKAAzjNHm5qYFcJDOe3t7Rm4SqNXrdY2Pj1sbEojI/v5+A0sDAwPa3983BSALi4TI0tKSVlZWFAx2yjdf9rKXKRqN2rkhi4uLSiaT1vev1Wp1nXtxcHBgQRiVELRhiUajKhaLGhwcNLXP1taWAdpcLmflc8lkUnfffbd2d3etQoUkFof00q+ZTCQtc5jDTCajeDyu3d1d/a//9b/02GOP2aHK0WhUs7OzCgQCunXrlm7duqV2u61z586ZSgOjk81mdXh4qNXVVSOB8/m8GY5qtWrGq9VqWQYZQgCjAzDDCZbLZQscUeYEAgGr1AH0Qoxh0Gq1mrXVotw2lUqZIcIYUinR19dn80sSBnKAg0YB0Rjn4eFhUzGiivGliDgjWn9w7gjqU/abV4dRuglRSBLl4OBAiUSiq/Wdr1KgJR3Zc4ytD+5QM9ZqNdsbvgT+pXLxrCSEj4+P7UBfzod59NFH7UwcwJp/L+OL02L98jsfLHsiBaCIjfKqCt9WSjpR8ENcSieOmmSYb81CsAb46z1rxxP82GT2sA8cuILBTtuNubk5jY+PG2mzvb2tfD6vixcv6sqVK6bG9gpbnxxhbLC3npjHJgCYcf6oxWlXBajgM30CisCZ8n5+B+mKDdrf7xzUXS6Xtbm5qUKhYAQoCjRJNn4k2Gn1CHCAtNvc3LTzq2ijyP0CcEiO7e7uGkjxa8GTAoBWfsb9QAgfHh7aeVX4wHvvvVdjY2MWlLL/eQ5sAGvDJ+38/1lvBEK9gaMfexIXgH+/7lHpQCz4xAz2HNCKbUPdw3Pz7JR+s0e4fMAudQfxrLfepAvkDWsCVSckgu+1+3d5fTUxIBfrJ5/P27lmBKCsDeyFV51DzhNUoNL17RC4CGLYez7R6St+8JUojfHjBIHsI4JgrwiFmCTwIPHqiaN8Pq9AIKBkMmmtucByxWJRh4eHVnnQ19dnbUC8GtYnOCEcc7mctcgkwTQ0NKS1tTVTUEOuMj4QnkdHnUN6mUuvKt/a2rKKkt3dXZVKJQtUIc0qlYqeeeYZTU9P6/z580okEhoaGlK1WtXe3p4mJiaUzWaVy+W6EsKbm5s2ppIsAZROp9Vud6rSsOUQEJCM9913n77lW75Fp0+f1tHRkc6cOWNrCNKC9jnMPc+Mqu/s2bMKh8MmWkokEtbulPYOtNcaGOicBeIrsRGKoKKkLSRCGVqlISLBL3AYJYQo5H84HLZ52t7etrVEqzKwP5VFgUDA7BT+BT++tbVlZDA4EdvKXIdCIRvXwcFB8wm0y4AIBU/4ii3IW09GsU8J9Am6vQKRuSZohkjuVRPyWT5x/mK9vJ/h8n6QcfOEHIS4b82GD/eYDr9GRTht8Vqtk3bMjC9zwbz5++DzvPCv957BKf55UNdS8cxn8nvm3Qsl/M8kdeED7BL4F5ILO8Z9eFGQF/XxXIwFlSvSCanlSXq+k0Six3j+PX6N8/5enMDeRLGMLfY4hvtFQENixLd84eLe+H5ianA6845fJNaFAJZk9pGzSKST1qM8N7aYz/T40D87mIY4EiyPneAzPens15Bf34wj2AB70/uHCx9LRxBJFteOjIwolUoplUppZmZGksyG+0Qkz0CcgSgBHojPReTlFdW05eE+wHTN5knbOZKMvjOIT8B5W/lSvnwc4mNI/3OP83wshP/w7/X2huQjPmp4eNj8HvPrY16+F1EFFXrYOdYGdgGc55ObvMeTwcR/nIvGc+/s7KhYLOrg4MCSviQYsJfYbO/TqSDz1S1gVXAu9hsRBs/gcbUn7Pv7+63TC0nXUKhzYD2/q9frlmzhHCj2LzEhtsfPpSTrCAFmIFnvRZOIKHxSwgsavfAMu4uN9dwICSA+m+eB55ibm7O209h6hE5DQ0OG+8CSCBDgZ33yRVJXXIKQD67YC0m5R2IQBHbYEn+eCuuO1zMO+KxoNKpcLqdWq2V8by6XM//hY1nsKvfDvXjOxNum3gQGe4Pv53k9bmC9Uinu4zjmktfye+7ly7GFX/XEyNramsrlsrLZrKTOgUu1Wk1PPvmkXv7yl0uSPvnJT6rVaukVr3jFl/z5ExMTWl9ft16lKNBXVlYUjUZNoVatVlWtVjU1NWVkrD8/Amf8112oQzFeLFYMWKlU0vj4uFU45HI5Iyn39vasL3Q8Htfg4KAp4AikmUiqKyYnJ5VIJOww3NHRUQ0MDCiVSml1dVUXL17U8PCwwuGwtaaAsOrv79fc3JwBFJ/No/druVy2BVwqlezgr2q1qlu3bun69etqtVq6/fbb7QC406dP69q1a7p48aKeffZZO6DTg2aCNZIj5XJZyWTSegCm02lTAzFG8/PzSiaTRsoDvGil1Ww2TUHsW5jEYjH19/drY2PDsozpdFr5fF6f/OQn9dxzz2lyctIUGpOTk1bqRlAdjUYN2J8+fVrBYNBaPdByKp1OW8UHbTBu3LhhiSff5w9HhMFgc1N+ieEtFAqampoyQDQ+Pq6xsTGVSiVra4VKZHh4WIVCQY1Gw9TxqAZJPDQaDSN3OOBvcXFRuVxOgUBAmUzG2iuQmOK8gOnpac3Pz2tpacmqXqgaAUAUi0Vls1kNDg7a90L01Wo12z8QkThMSaYMAiiPjY0Z4YhxQ/kaDoftcFr2GCQPgANDj5PGWfnsNA7ipXD5gADnThVQNpvVfffdp0ajoQsXLnQR8T4w8OQr65aAwgfW/mBDr77y6gvmnQSND1pZC74s0xMZ/Izv9JUktAjAeUongQnPz5rBifsANRgMWtVYJBKxgKRer2tpaUkXL1404s6DJ0lfMDaedOlNjjA2ACkICgI9PgcwwHOylyESfcmzDyb39/etXVixWFSpVDISMZPJKJPJWKIW4ObBOOQWQRlEQbVaVaFQUCwWs1YosVjMgCV+jxJfnxAgYcMYeEKhN3D0JNbh4aHy+bzC4U6bNdocRiIRU6T6gMArwviZb7HQbre71FEkgCGwPcnniRbGiM8hScsc9oJklDk+gGE8JVkSkrkHtJIkZr36Pcy6Yg1hy1Az9R6ey3MxdlNTUzp//rwp133i8O/q+mpjQEmmYCU5AL5gbFgvgHvUTyjz8CsEIpJsznk/CS/pZH37+fJBJd/rqy0o+4fQRqzBaw4ODpTL5SyhTYCF+jocDmtiYsJabYJNNjY27HMrlYquX7+uqakp6+nebDatFQgBOAqvZDKpiYkJlctlXbt2zRT2JF5KpZIlLn3VlQ+IpY5/p8IhEAhYu7dAIKDNzU3t7u4ahiJpValUNDw8bOcRFAoFPf300xYcchBysVi0tgr8DnX63t6ejQ172Ks3qTTzKrbh4WGdOXNGL3vZy6zlKjiOljB9fX2anZ3V8vKybty4YesMFTd4Z3p62iptwIfYde+DIT/AiOC169evK51OWyxw5513anR01NTExWLRyEQIM+wLRIkPUjm0HUINHwXWGhgYMKFVtVo1rM46l9Rlz3rjInyar+r0ak3mn2eEmPFKS08Me/W6xxq9hCb2n4uKFubZV57wN2sT3/BivyBg8In4GkkWA/rWkdFoVMPDw6aQ5xwL3/6l1WoZFuF8D1oGslfAFZBdCFckWdJyYGBAlUrF9jI2gvn1bc/Y597n8gwIziDrwYb4bF+lyToi2UIsjGIa/OMJR3qZE1eHQiGNj49rcnJS09PTNkbEpxzI7lv8sVex+2C+SqVi7elI9HsMJanLF/mEEYkJWoPncjnNzMxYEpYxQdwRiUQkycR8kGoILjypxrrg+xGaHh112vFls1kbD8YOm9RsNhWLxeyMT5KptGGs1+u6efOm7f9UKmXnaHF/vdiR9RiLxbS5uWmJGkg+MI9PsHh8720ldgjbSwLZV86As+hOgbju+LjTZhYbxlz/g3/wD3Tt2jVduXKlC4N5fC7Jzq2i/RkiQ2J6bCl4oVAo2GdQsUnrXdYrLXJp48hegVMgcfVSvnq5F0+0ervSi7/xez62JQZgXo6Pj21uUqlUF0cBzgBrYoOIJUgoeqIf3wSe91iSe/Yk8PDwsCVE4GAQTIAxc7mcGo2G3adPGhCvSCcJYeJq/Kz/bsRcxIc+kSKpyxaAr3lvb9K6Xq9bBZgXTdKGlIoFWr5KJ/EUAjDGgT2Dn/Gt3qWTlpG07OZe/Pulk0PBwe5UwsIrBYNBw8O9QjrE4cfHxyaKZ144WyUWi6ler1t1HYls7HW73bYqa8bExxReoMxzYq98zOn5F+aRZ2Yt9/f3W0ca1iHn5bHWwY5UNiKc2dvbM/vrq3P9WmVOevEpfK7nUvxceo4HfwBulU7Ep71jz/uxoTyDF2690OtLToxsb29rYWHB/r+4uKhnnnnGWjP9/M//vN72trdpYmJCN2/e1E/8xE/o7NmzeuMb3yhJuuOOO/SmN71JP/iDP6j/8l/+i46OjvSud71L3/M936PJyckv6V5w3hySuLCwoNOnT5tDpuyWABNFLApzBpHDD1OplCnOEomEVldXFQh0+uMDZiYnJ5XJZHR0dGTtR1DUHR8f6+bNm7axAE97e3taX1/X+vq6RkdHNTExoVKppFarpXg8buBza2tLhUJBpVLJEhu0bpJkmxDFGr1+b7vtNgNMyWTSyvWKxaItbBy9JDs/Ynd318igqakphcNhLS8vq16v2wGZBKeAbDbE8PCwTp06pf39fVOqYoDIfE5OTiqXy2l3d9cOtSSQxcj29fVpbm7OqhIikYgZSzYWFQWUqBWLRVM8A9abzaY2NjZUqVQ0Pz+varWqS5cumaPb2tqyQGB/f1+rq6sqFotmuAFKjUajq0+qJ7Da7U6Zb6vVOTgYlSQZ+na7bQCrN2iDXDs4OLAWGGtra2q3OwpQsvsQBfV63dRFEDKAM4JCsrr+ULhwuHN+Srvd1sLCgrVkIAF05513anBwUNevX1ckEjE178zMjFqtli5dumREDWQH5dKQqdwjhDIqRdQxOHsIDAIe72hQDqCsGRsbs6Qahy2yjiByvGGk4obvYZ4BBwQJL/aLMaR1GElD7xA5XHt9fd3m12fqcU4AOS7AEK2hOEB8c3PTeoj6z4E890kV1LkelPngjL3nQSx/E9xIHQeIspr2CDy77+NMkI2SgwCKNeIVtc1m55DWra0tlUolLS4uamlpqWvP+r3/xZJInrCHJPKVMiQUABU+cQMAgNTwBJYnH3uDbNoWQARDgMZiMZ05c0axWEzSyYGbVMZgZwETqAmZb9quoCqmpQMAFYUw5IdX3jPHjHvvevL7FwCOHdvf39f6+rqkztler3zlK5VKpdRoNEwxTRDjCQOvQOGzWIMQsFTY4U94nQ9qCQAgAFqtk4NiPYHNc3hCj2cEOHt1qS9Zl05IOr7bK1k9ORIOh01hDiglqCsUCkbA+4AKf5jNZpVIJOy8na/09fcJA3IRyITDYWuphaLSBwpSdwIKm8AcEuD6qp5eRa3fL9gKr+Tlu0OhkJ1pEQ6HTRlHC1ZfwYGfCwaDisViymQy1v7Qq7BIEqZSKcMTBKa+LYzfsxzCS/VZIBCw6t1UKqVaraZnnnlG9XrdxgHSslgs2h7wPd2xbbQgwZZCYFGtLMkSOezjRqOhg4MDa7vTaDRsvd+4ccMq1cB9fA6BJZgMzMZ+ZA/jU/g/9siPYaPRMHERxCJVwJx7cPXqVT3++ONaXV2156YvMxhxaWnJ2pMxf4y/b4HDWvEJWO5POrGNpVLJqlHYC4VCweYdlTlrTjoh4nhOhDucyeLPfsGnEDuwR0h8YdsRUT1fe2HWLZjWzzf+m0Acm0pVCzYOLOD9KOsVO+rFAjyfb83kbX1v4oN79vf9Yr5YX6x7b6ckmb/CPwUCga44lSpXRFle8MHnkzTA7tAdABGDJNt7XtXLe30/dP6AL4hfyuWydQbw69aLICCVsAHMM/sYf4mtYF15/MF98X/Wj9+fvJ69ioARzqG3tR2YDlwqyew76zYcDptAwNtPT15CtrJHWOO+goK5Y7+AFSDHIL/AQe122ypefeKI5/frotFomN2KRqPWxpF1xP4G+zEXcAz8O5FIWBV/pVLR4uKiYRTG1Lfxgp8geR6Px1UqlSzhQizD5XE3eIjEmk9U+fjQY3nWPf4sGDxpv0jSjbWTy+WUyWQUDHaqCNPptKanp62dIbbXx5ysM7A7iRHpJMHshTleSMT68JXBiAKq1aqJOMbHx20fsL9fqEr6xXKxJvw49JKy2BP+L50I7FjjHvfh78ApJHeJrXylGXEU/AT8HpwGhDp7iFgXmwFB7RMU+PVgMGji4Xa7bR1Yms3Omcc3b9400QbYp3f9S+qyp8Q6rF9sPPuR+Acb4eMVxAs8v/cdXjgJBiKm5D589Qn3TawFXmGvMlfsG/YUuLTVanXhaOJbEtDYBt+KCfEc4g9Ea9g7nt+T9MSb3CcYh+QM64CKa76P9vE+iU2Si3XC5yMglU54GJ9MZi65z6OjI3sGz3tQjYIvIGkcDAYNA/J94D98MjzayMiI3Tucua9s8TE4a6dXwMz3sr5ZO7zPr1M4WS+6pQOIxxSeD/CiNPwAn/1Cri85MfLEE0/oda97nf2fvs9vf/vb9cEPflAXLlzQhz70IdVqNU1OTupbv/Vb9f73v7+rDcIf/MEf6F3vepde//rXKxjsHM70G7/xG1/yzR8cHHQdUnjr1i0jEg4PD3X9+nVdvnxZk5OTRhZduXLFWiORnRsdHdXVq1f1ile8whYBPTJRmzQaDQ0PD9uZDqurq7py5Ypu3LihQqHQRbATCNPOoFKpWPuLCxcuaHFxUZFIxFQ4KAhQEWA8d3Z27ECz/v5+aw9Wr9etbH1zc1Ove93rVCqVtL+/b0rho6MjraysaHd314I46aRMlzZWZC0BZv39/brnnnuMZOfgcSpXMDQcWEkbEQhJWjZgdKhQ4fyP0dFRU3SiivS9PElyhcNhqwbxLRrIsA4NDanRaJjCOxqNKp1Oa3d3V0tLS6bUuH79unZ3d3XmzBlNTU0pFOqc0bG8vKxKpaJ4PK5kMmmHRnJA+cjIiKrVqrWhoFqIa2Njw1ok0G8bgph/U0mCA+asENqBkalHTXl0dKRyuaxEIqFUKmXGkYP3+vv7rcpDOgFTEHAkgBYXF7W1taXV1VVTWsZiMe3v71vVBwd0kfSCGEYtDrHnW5iQxIMQxJmy3n2pMoEWpeYYcEhffg9AJ3DAYAK26T+5u7urSqViDh7yGVIV8kaSBeveUb1YL0pQh4eHddttt+nxxx+30m2fuEOtDNDDufnzPrwTAXQwn319nV72t99+u0qlkp588klz1jhoFNLeiaOgIHDmsz3ohODp/R3ziV0licH5PICvSCRiTpc946vkpC8krTkPRZK1AFhbW7PDrgHXfId3sowN6579R0BNggMVOAohHwT6QIaAiaQIgbYHlhBhEP2cbYTdb7c7LWnuuOMO3XXXXday0YMk7BL7m8/y5JRfA7QrBLRgEzyh4pVRnogBoPjEGz/z48qzMceLi4v67Gc/q9OnTyubzVr7x2q1agCKteWTHL3Jo1CoU5mZz+fNt3AeggeDXjkGyeOT2ow5CV/mj+9kXABmBEEkp3lWr27tLRVmvDwRSD9ugv61tTUjq33yCkDbbHYOP75y5Yruuecezc3N/bWtp76c6+8TBuSCHECxTOIBn8xc9CplWfs+GSqdkBIQU5KMXGOu2L8QT1QTE8yxRqiQ9JVC2AOvRGPNEoih1gc3SJ2kFLbRiynYk5BZPBcYChsHhujr65zJUiqVtLGxoWq1avaQ8v/NzU01Gg2bNwhB7gNs4oNFlM1UubDGI5GIJYYPDw81Ozur8+fPa2hoyHzJ6OioarWaLl++rFAopDNnzlgiAwUeATb4ktYF2Fjp5MBGBBg+iUlP7KOjIyPAUOyhVNza2tLVq1f19NNPa2dnRzMzM1pfXzdiH3tN4rZerxtpura2Zq1f+V7WoU9ccF8cjs6YraysqK+vz1pqpVIpw4VU8hKzEJtAykKKU6HDWSfRaFRjY2Pa3t7W5uamEaTEJPj2VqulpaUlW/ckVdgzJE+wuV48wPx7woU1Tmtd38oHDOirRbB/4EgwJuMGkc79gF28f/YJMElmPxOJxN+LtoJfrYt16VW/vQnc3kQwdgWRGbEqQg4/ppB50klLQciKSCTSJSr0xBjfSWIMIR0EFlhfklUxhcNhpVIpixuYZ+83sbGQiD7J6Pune4zlL58w41757N52Sr763Z+lQsze2+LGJ+GxRcSB4XBYmUzGsBe2E/tPYoR4048nPs63YaEKot1udwkh+L10UuVGrM88+sSIn2vO6CN251xMv6Z4XsYb3+HJMuLFWCymRqOhpaUlq9KGJ/BkLZ9N+z38GIJFf4AzY8b8YTP4XIhK35rFi6xYE75tNeOGiNIr5fP5vFUYcebX9PS04UvI9N6ErCSLjXk27t+Lw/CT+DXWm080gZE5p2Rvb8+6iBADsJ5eyhfPT7zRK1wisc/6xU741ozgai9uazY7VQ10TACfEUf4qjfmjvahiJARJnBvfn9LJ8Q/cYevMMcfEtf5arFcLqdqtapyuWz2lXiPhB/ijbGxMWubdXh4aGfd+aSCj22kzhrm8xDN8m/Ey2A0xt/HO76lP/aI8ef/1WrVzi72iRWfeAHnsW98ooPvZi8Rf1P5wBpgf4GdETHh8xA2b21tGW/BHHEvfq+NjIzYmFM1HQqFLH5GfIJf7RX1EB8zx9hSj6m4fLziW4WznnyFJpiSpAjrjZiENclnse69yBY+knPA8LnMj08IMsZULfokLffHGu9NyjO3nlf03MXx8bHFxL5ahpjfJxF53t7k6JdyfcmJkde+9rV/7Zf92Z/92d/4GYlEQh/+8Ie/1K9+3gsnT7Zrc3PTNg9qDNoW4ew5jJH2QIFAR+keCAT00EMPmVGr1Wr63Oc+p6mpKTMuTzzxhPVhu3LlijY3NxUIBBSNRm0xsCHL5bIZGqodCFKi0ajW19fVbrcVj8cldUhjCPLd3V3t7++rv7/fkhKJREL9/f1aWVmx1lbr6+tqNpu64447LMO3vr5uqptWq9Pia2trS5OTk8pms1YCPDQ0pOnpaZVKJWsXRULi6tWrKpVKmp2dtQBofX1d/f39ymazdrh8MNhpK7CysqJCoWDlppKsndPo6KiWlpYkySpZZmdnLdHS19fX9VkYXUhfWolh1HuNIu2lyNIvLCwYMZlOpxWPxzUzM2NJkWvXrtkB7QB2qXN+DD27UdUBOHmGdrttKstKpdJ16K7vt41jxRhBZtBGDSJjZ2fH+uf6MkD6k/pDlCVZe61YLGatyhgH5pFDk1FmAgBp1REIdM7UQSHG5+ZyOQMDkixRB6inTH9xcVGVSkXhcKefIwQIlSY4NhweCSD2KcE2wQsEJAfOo/CWZMknr0yE9AZEkLyBmGfcPaH0Yr3q9br+zb/5N3rooYf0ute9Tslk0tqxQJ6GQiH9wR/8gSUxexVarMfeBInP8mPP9vb29OpXv1rz8/P6/Oc/rxs3btjnQrgR8GH7OE8ERbevNgBk4Mg8CJJOwCytAABf2HjO2mHPETT6sl+CXRK94XCnVdvIyIii0ah2dna0srJi7ZwIoHDgEPeAWPyfTyYA/tj/qFcIkiAsCYzK5bKpJEOhk0PWSQSi1CCBwfNsb29rbW1NGxsbFpBJUjQa1fz8vE6dOmXq7Xq9biCGJCNEBOCi2ewcygk4Zj8B9D0oI4EJOeDHwgNOTwr0EmZcXvHB94ZCIe3u7uqZZ57Rbbfdpu/8zu/UzMyMHbrpk0ncD2AWRaEHXxx859vxEMgQlALufdkvQS62yz+vXw/YVLBBq9VSJBLR2bNnNT09rWKxqKOjo66qN/YfpAB/WNPcO34btXihULDzC1jP29vbNgcDAwOKx+Pa39/XxsaG7rjjjq9axdzfNwwoyeaOPQtRjK/xiU6fWCPYYQ1KJyAe8sWv8V5b5YkwPyasI1ofcWYIl08mY49ZTwSt2F/UaawfgtRwOGyl8RDQPnHHfaDqQ9gBrmg0GuZ7uY90Oq3JyUnt7OyoUqmoXq9bW1E+e3BwUKOjoyqXy11VMhDnfm8NDg4qmUwqlUoZLi6VSrrzzjt17tw5q6ImqUUl88rKiomLwGgQi4wr+4zEBoppyEMOvl1bW7M2No1Gw2x0vV5XqVSy9ozgv7W1NS0sLFjbm4mJCXt23/O90WgY4UiCplKpaH19XcVi0YhT1gJkLmuLZ/EKUcaSg0vj8bji8bg9Dyp9VIpgZCpyDg4OVKvVTHyzs7Nj6tRWq2UEBvgawnFiYsLOnvIED607uC+IQtYb/geMBkHBOsPf4JuZG2wYvpIxYt3jNxC44Ncl2bN4oQN7kT3OHmCMe4nxL/d6+OGH9Su/8it68sknlcvl9JGPfERvectb7Pftdlv/7t/9O/3X//pfVavV9JrXvEYf/OAHde7cOXtNpVLRu9/9bn30ox+15PCv//qvv+BKv1gspomJCRPn+TkBZ4FV8DHgnVqtZh0VQqGQstms2SKEFIjp2u12V8UEca8nR8CXzCtYR5LZiXq9bmvMk5fEvJ4YZ/15e8neYb7pIOFJZTgARHqBQECVSsXWMPfi1xxrB79/eHioer2uq1evmi9nf/H8+HQIVCpFIcEQiaEkrtfr2traMpsMaYmoBmHk/v6+qtWqxYmsc/YfWI22dexR9hr3gc2gwtAnFSDb2D+VSkWHh4dKJpNWVchngnf8OEEAE8fiU2OxmNLptEKhkPL5vB599FETixIzS+qyffhF2t3S2qZSqZjg06uk4TKw6fhJL4wCs/k2jPh+STZ3xKKcm0My9/j4WOvr61paWjJM3m639aY3vUk3b97U8vKyLl68aLaTNepjD/AdGMIngn3y0FcI4dMguamCabVa2traUq1W08bGhvL5vBHoxHIv5at3XH2yipinN07xxDExL7/z4ikOoyY5EIlErEW8pK74gT0jyWyk5ye4N/Yx65a1wPrGlnGmMq114VeazU5lb61Ws4pk7CUiVe5ldHTUWrn6Z8T++jgNe0bMzRj0Jnb4fF8B7Xkv1j/jCm7CjvX19Rl28TjTJx8YF0ldPAHcGL5MkuE07IH3e5JMVMLPibvhEkmMw0seHx+rWq2ajQCPsqfZl/gLRFnMnRew+ZiYmJILG8a/mQPwjcdWjDPjiiiKxLPUfYYmftTbvkDgpLU0voVEgyQbQ5ISvdWNrAm+B1/H/fPd3gaDzz1PCm5grnle/s1aglMcGBiwjjNeWMAaYJx8Rd6Xen3Vzxj5al8+KDs+7hzgCdgaHh7W/Py84vG4CoWCVldXLTECYGaCrl+/bsqA6elpPfTQQ+rr61M+n7cNSqYWEvvg4MAOqAmFOm0TULwUCgXVajXrM4kKjSzl9va2keq0gmq1WopGoxaYxGIxazOEGpHAhNYIrVZLjz32mB544AE1Gg1Vq1UDcqlUylSmZLsJ1GlVFYvFNDk5aUHb9va21tfXtb293fVcBwcHisfjarfbqlarBsKkDoGeTqeN+A8EAlpbW1O9XlckEtHk5KSq1aolbajOuHbtmvWdRm2E06d9D221Wq2WRkdHjeTn+4+Ojuww+kqlYkmLlZUVOzBtdnZWw8PDKpfLWl5eVrFYNFVeq9WyBAJgcHJyUlNTU1pZWdHKyordV7lcVigUsvEFNEmyCgY2v3SilveGlqQHvfMlWeKF4A3givGDNMWoenJTOin/o881wT3Bd7t90l6KtUlwEw53zikpFAp2OD2ECQkNAln2G0F4MBg0lSVz5Vs9sCd96Rz/B9izD+i9yh+cGuoiD24IVlqtlhlKjDzPTNLqpXDRh3xyctIABuO0vb2tjY0NlUolW6OU4uNUsRH8zBN4gBcChkceeURra2um+B0fH7fWWpCyJKUAA5KsLzOkGuoESF3UNz4A8+oKyH7WmtRRqk1NTWl8fNzaa1FVQgCHkx8dHVUqlVI2m7VWLYFAQOvr63ZeEu3wUMqSTMHBe6DmwSFOHdCNgyYJ4ysAIJooTWXPkwiB7BoeHrYyX8ApLWAg5QYHB63fcDabVTabtSCSnuGACaolvPKSyjtJlhiZmJjQ2bNnlUwmdeHCBQPhnsRDMQrQ8gCfcQI0+QqZXuJEkhEZPslZLpf1V3/1Vzp//rzuu+8+zc/Pa21tTTdv3jSABzADkHn1PURAJBLpSrxhh3mPJEtMELT6aiRspycBSDagwOfZjo+P7QyuM2fOmE2NRqOWFAQE+soJbJ1XtmP3t7e3VSwW7aBlCFDEF1695fu6ktB/KV2sK+lENQQhjH9gTfJ6Hzz74IN97ElaT/z5gAM767/HJya8TQDo+/uE7ONzIY5JQnqChyQbiTzOQNvb27MWpOBS9oZvwYQNYGwI9P16BIsSlFOtkUwmbe1CdLP3aVPHuqT/eTKZtGQeFRoEuLTiKZfLkmT3z5jv7OxYlRTBFHj56KjTC/rlL3+5br/9dmUyGcPO+BBeX6lUtLGxoYsXL2phYUFPPvmktRZD1EQigha8uVzOVKGQgyRsfP95kgz4JWwtawk/xprC1iK+Ye8GAgE7A4bkMPfTbncqpMHeu7u7KhaLajQaKpfL1uaCRAoqZ76HKiQSJBCjvs0cuIxzBplHEul+Dfp1zHP6fdBLMrXb7S71NQlLnht1LesbEoHgGRxJYswTjL61Lz4JO+9bLJE4/0peOzs7uu+++/SOd7xDb33rW7/g97/8y7+s3/iN39CHPvQhzc/P673vfa/e+MY36vLly4Zfvvd7v1e5XE6f+MQndHR0pB/4gR/QD/3QD73ghDHYCmGKJx180tgT2ox1uVw234Kq11d9+3ao3mezZz3B44mKL2ZP8bWsI94nnQhyaG/kFfS+woDXSuoiprxwBf/tsQf+mvXDPXmfyTMdHh6aupZ9SlKSZIBPivtn5/8+EeqTMdwTa98n2v2YYEu4b0+esd75XOaFmNAranlWPy5eKMDriKMQT2Lb2ev+Wbm/3iQEPi0UCml2dtYS6b3kHnjNJ4yxL8S4JEcRDvg58+vAfw62yGN0//k8M3abNQ9x7fElpHSxWNTy8rKCwU67xNnZWWUyGTWbTa2urpp9Zu59gkM6UUT7fcF68ZiB1/rn8cmbRCJh/yYZSEWzrxR6KV9+3P04ekzv14CPxaQT0Yx0YgvwPTs7O0qn0zbf4EzWvt/L3udhQz0eDAaDFvvCs1EB1Gq1TLDoq5eCwU41FoKSzc1NbW9vW1s/RCbeLvO9CO3YLzs7O10Jj97qFc7NoPUp1RVwYKxTErD+jA7GkH26s7NjtoI5QJAunbQojsfjymQyyufzZr/gewKBgCUfpRP+F5vHM/u2nswDz99qtcwH1+t1JRIJew2dSrxYhXn3bcJisZj5R18NDl8Aj4ogCGG+F3cwDjwHYyCdtP/zc+FjCs8Fer/abretap41STzhOTLiYsYM4Za3x1QUb21taXp6Wnt7e5b0YR4CgYCtCWIKPh+sgTiRZ8Hesm9IwHm+A2zp8WVvopOxYAy9H/bj9UKur/vESDgcNlKWbB1EHtldNhUJhb29PaXTaSM5Dg8PtbS0pHw+r+3t/4+9N42xPL/qu793qf3ue9Wt6qrqqp6e3eOZMYPBhnHsGJsoCuA3TiKFJBJECEdCvABBghQDihWFFwm8CO9YEiMlLwhSQDiB4CXY47HHnpn29N7VS213qbvWvtzleVHP59xzr9vk8eA4jPv5S63urrrL///7nd9Zvud7ztnXs88+q3A4rHK5rHQ6bSXoBIRsHApotGQL0CgajarVaqnb7er555/XtWvXrBVVqVQyRbe7u2tMYoZ/wXqkfUE2m9X6+ro5Btvb29b7c319Xc8//7yVWZJ1BWxmNgrgiq+SIHuLYwljBPCdwG9qakoLCws24DsUCllLDyozGAxKJUKncz6rJZvNqlAomNMeDAat/Hpubk4nJydDw35wFAOBQcsAqnv8EFEYGrA7ZmZmLKCjfUQ2m1U6nTaQn4oUZiZ455j2W6MMg6OjI9XrdQsCfFsFHHiUKgEJf5OAAIwlgOd9tG7BMYPlLQ1AacrjAIh98M/nbm5uGkux1WpZe67Dw0ONj4/b4EOSIYBxh4eHBsTi0O7v71vQgnIOBoPWxggmaKfTsdZ1JHykQWk+yhCWkA+kJQ21ScCAe6Utye6Nc+KZNrxW0pBx9oytR+HCwEUiET148MCMjiSTX4KrUeYFAaefu8G64uB5cPDg4EB37txRu93W7OysksmkUqmUDg8PtbGxYecxGAxawpFkGe1XYNLieNHug97KsAHQVSQ7kDOcoUQioaWlJSsHBSAiIcDawPKgNJZk2tjYmPb29lQqlWzIIwkJr4ekgfPsdQPG2bMWfMUKDoM0cAaosvIgH4AYeoD1Yri6ryDEycYxIVHve9qTUEKvoVu8k35ycmK2aGFhwV6Ty+WUy+UMXPeBM4EswJZndXjH2yfWPPDMc3mH0INovC4YDGpjY0NXrlzR3NycCoWCVlZW9ODBA/sO78xLGkpI48gSvOCwjY+P2zwsf/+STB+T/PFnA1aqZwwBinKWsD+0gECXM5QPveQBDs9s5MJuAPLF4/EhsMQndLxs+eoHPv9RSo6QjMRGSoPBkOytNFwN58+xD4z592iSA3vI2nr2cr/ft4oNL5/s56i+YO/82RkNUD3px1e+0OKk1+tZ6xv0H8GEZ9F78MwHQb5kHzsfCp3PVmOgJ2w6Kk8WFhasArvb7dp5mpycVCqVUrFYVC6Xs/attHu9deuW+YSRSETJZHKoBQ1JFw9YAEaS6Do8PDS9WigUdPnyZb3wwgtWrcEzssb4EbSTjcfjKpfLVnmB78p9ttttVatVq6hIpVKam5tTOp3W+vq6NjY2FIvFhua40A6XlqicVb+33L/35yAlANBGo1EFg0Hl83lrhUkiXJL17McnZ96WBzfx9z3wDLgIOx3AwOsIZpJQlYcd8okq9gSZ9zLtg1MPPmAnJiYmbCg9VY7chz9PgAt8Nj4h3+9ZrQBIowEw5xLZ58z7KtTvxPXRj35UH/3oRx/6u36/r3/37/6d/uW//Jf6e3/v70mSfv/3f1/5fF5/9Ed/pI9//OO6fv26PvOZz+irX/2qXnzxRUnSb/3Wb+lHf/RH9Ru/8Rtva9YSCUlp0FIUnbSzsyNJVoFFLNxut7WxsaFGo6GDgwO95z3vMXJEqVRSo9FQoVAwgh4zMPEvfXs8X/Xhk8fIRigUMtDG6yFP3sPGog9oi4Td5PfsM35kr9dTtVq17/GMVuQZ2wiZi/Z+yOsoaE1y1c84y+fzmp6etlmeEC08IO+rKnwyDwCNGBUdcnZ2NtSex9slv2atVkt7e3tD/hfJGu6Fa3Z21ghnzWZT+/v738Sg9ckSSfaZ9NzP5/PWqgdf1RMIsBskf8FDqHqemDgfDJ7NZo1E2mg0VK/Xtb29PeTL4jMSrwQCAWu3fXBwYNUatCVH7gDukBkPUCNTfr6L9+G73a5hL5FIRBcvXrRnRC7o+nF6eqrXX39db775pnq9nhYXF/X3//7fV7FY1Pz8vHZ3d60bhddryCO2gjaGJK1IDLMfkBr4G7uLrZycnNTy8rL5HFRDXr9+XYeHh1bV/yhfyIJv1Q2hCj/LJ2q5fNLOJ5OlAYEKuQOja7ValrRH/iUN+WF+//xsVUmWeGDvfRWBrywBhyPewkZytkm2+liBc8mzQx7zyQ8fO1Dxwf3zTP1+3xKU+BbgXehNzhtr5e+Te4O86HUx64INOTw8NEJ4tVq1zgYkVUjSSgP95Ul6PAf3DbZJfMB+cG8kksDyWCt0KVgCsQC+OPqP8wvZnPONnqQaGcI62KUnryJv7KlPHHksED+IPePPKBkFnc1nEEuij8E50LvYhPHxcfOxsbXIIJ2VvL9FQgOij7fL+La+ct6vIbLJPiA7Pmbyuhy8E3IjRFt/8Vk+Tnu7ft87PjECQw3BAiyCMUs1AVl+FBbGniHszWZTxWJRJycnevPNN7W1taVsNqtcLqe1tTWb00BgRWkRAyIRQpRLOBy29jOUv+VyOQtgKpWKAfYYX5QwAHOz2TSB9gcN54PvJPGztLRkwCOHjyxlIpEwJ4HqEEr+CcRYL/r8IZy+fPT4+NjKY3Fe6RsLq67fP2ceY2gePHhgAp5MJhUKnc8FeNe73qVe77xig+HA7Xbbqn68c9/tdtVqtWwAtO+DCiMXtmwoFFI+n9fBwYFmZ2c1Njamer1u5XC5XM4ABoYUEwifnZ3pzp072t7eNhZ1v99XvV5XNps1ViEKDgcOh9iDXN5AAAJLsuw7AYEH7VDsOPOsO8Fst9s1AA+5W1tb061bt9Ttdi1xNT8/r/n5eVNwpVJJrVbLkjQYzna7rXg8rkKhYD3HfcIPQBXQd3d313pF4pgzy8aXxBPIwEj1QA+fxWC+8fHxoYHayB3Km6AhHo9/k1Hk3KNEMei+NdujcHk9QbAD27PX631T6x3vNDBIzjuKOEsewMBg44Dwmmw2a+xlX7UzPj4+VAnmEzLcg58Tg3PkHURawsGM4jlTqZQWFha0sLBgSWSCe+QBpwPjTXIvFotZwMz5pJLGsy+8seYc+sCS58ChkYZ7SlNBxjp5Az/aOgQnBT0machp8skJD0rhrLMGOKKSzBFijQkQAYwJAmkXk0gklEwmrVISIM+vB+faB+bsNfcqDbM/R0FonD/kjM9Gvvr987kCt27d0uXLl62qMRaLqVarDQU7o2wR1ioQCCibzVr7hcPDQ3Nq0X84TZ69ifz5zx/dO9ru4Kjz/ST5ZmdnjcHF83F+8AU4lz55QdWHTyZFIhHbVx/0ILMEBgALo4y0R+Xq9XpD7CnOKa06RxNJntXkE8J8lg8CsFv4jF7+fZCL7CFLBNEe0JUG4DH76SsHfEu3Xq9nVWZTU1OWJGU2G21U0+m03ZcPrLhvSZbsw9eADUzwSxvU6elp1Wo1TUxM6ODgQPl83sgy6GfPeiYhsrKyopWVFWv7RJuP+/fvq1QqWbuPk5MTPf7443r66ae1tbVloJSvugCQRx+zZpyBRCKhxcVFa/OCDzd6obvGx8c1Pz+vvb09LS0taXt72yoo6LOMDYJ4FI1GlcvljE1Yr9e1vr5uDPHp6WklEgmlUinFYjGb0bG7u2stTX0Cjf30RAP8ZQhA9XrdKsMJNGl5hq87NjamRCKhSCQy1LYDuw/IggxDNCAZAZMQPU6l987OjtrttqRzHeJbJHnWOT4/n+ljL76PwBSZRI7z+bwkGVkHQInnkDSk3/Cn+V6CZv74M8q58bbRJ1b+OuzBb/e6d++eyuWyPvShD9nP4vG4XnrpJb3yyiv6+Mc/rldeeUWJRMKSIpL0oQ99SMFgUK+++qp+/Md//Nv+Xohfnl3rgQVpADzv7u5qc3PTCF6Li4uKxWJ68cUXrSIKGWDGJaCJJw8ADOFz+SQzsi4NZiqMDhZHDnk97UzQR9hA/DefwMD34DvR475tFXr7YUQET9TwvoT3bb180RYwHo8bCQ/giTPn/QUvr2AC6E0q5plDiY/MWnEf/J9kAfeOXgec4178RWLbz8CE/OaBYd7nW2/5FmfeN2O90QvEvZxhqrXR5ehz4m7sHskpkk6jVRrcK61ug8Ggzciknaj3rbg88QG/zid7kc1ms6nDw0PVajUVi0VNTU1pdXXV5JF4xM81gQnf759XlW9sbCiTySgajapQKCgQOB9cTwILnYlf2el07Lm9fPi2Yt5/5fc+tgXXYe/xYR577DGTbxL/j+rlwXtJBpb684Ru9L6ePwtetyCPnIexsTEjH5Nw9l01SGb6c8NrfCw6Njamdrtt9g4fAUyTpEswGDTsCML1xMSEtcj3SUVIGP7y5x1c0ttraQBISwPSlY8/0V0+jvfvQ9Y9Mcnfz6j+GPWd0dG7u7taWloyPJC1wV/gvvEN+cyJiQnzf338hJ7g+7hHnzRrt9tGlsTG+IQQPp/HS+hYg49Cpw5aq7FGzWbTWiGSHHhYNYiPWzyG5kmayKdPWBA3sH4k7cAzWAvfihYsmGf0pE8f55BMBzcB90N/cZY4Q8iHJ5Vxxvxe+047nhSG7Ekyf9fj6sgkRHG/htga7gs58YnPb+d6xydGEEACYIAd2OUEsYBHCBX9+nq9npLJpDqdjubm5nR2dqbr169rbGxMly9f1sLCgg0Np0+8bwvT6XQsY+u/C8FgWNPrr7+u+fl5Y/kBCCN8bCRCQ9kayQ0OzdnZmQ1mhP1CuwECRAww1RmU43EIAORrtZoB4dFodGiINQxkSuNo2QJT0Tta9D+lyqbbPe8v+sQTT6her6tSqWh1ddWSKgh7Op3W3t7e0LAo309ZGvRsRGn1+4NespIM7GLtKJm/cOGCyQQttMrlsrWt8lUmvlKFrC/Mc4LrTqdjFRYAjvSr9s4vio2DilPb7/dtoHq5XNbKyoqy2axKpZIFHvQRxZhgPHHq2cOzszObPdJqtXT16lWdnp5aS4lMJqN0Om0VKfv7+4rH45aMAHylpRkKs9M5b6cwOTlpvbQB21F+JFd4fgy3JFsbH8CgRFkfnAJYqD7wwBB4hgItN0iI+aBo1LH3jo9nrT8KF0YBo8EfaRCUekfRAwjoCYwgn+OBVwIG9BOJLOSyWCwqlUoNgVtUSOA0ILveOeQzWq3WULKP38HE9c5EIpHQhQsXdPHiRUtyHhwcqFarWbKSCxnEieJ+sQ0TExPK5XKWUJH0TTLc7/etos9X3PD5/uI70NvoDy50uHdGkGVfMcL+UM4qyQI83kOwTgl1r9cbqk7g99g7Sp89MM9aMG+FirGdnR0LoqVBQobAzFdq8TrAKA8QjDomo6wT//x8B3Kyvr6uW7duqVgsamlpSZlMZoi5MuqUe+ex3+9bO59yuWwJjXA4bMEsMkmw7vfPfwfOGtVLAJU4a554USgUVCwWde/ePXPgcRQBfXxShu+h0oggGOcYWcB5ZL3Zf/pg8ww40t4RfRQuD/yxBsgHYDDseUBXAC0PRLEf0iBp52UU8MH3agfk8rKDv4a/CWA9GpwDankg0/8eXZrL5ayl6uTkpO7fv69GozFUCYwN9UQK7z9AdIDEgs3H56EVKkk9/AbA9VqtpmvXrmlxcdHWK5/P6/nnn9fS0pI6nY7u3Llj85po+YS9R/cAQH31q1+1YfMQajx5hF7pAB3Idzqd1vLyslVP4Pf6vfRrubOzo6mpKV24cEHLy8u6evWqtelE7/uE6MTEhLXInZmZsRa5yBI+HTNKEomEkaiKxaISiYQNtOd72M9Op2MVwz6pnclktLm5qa2tLatahkFOiw0IDNhWPgMb5MEH9ocEEzoZXU3lLz2pd3Z2LEnjSTqSzAfAD6YyxwMnvnUCuh2fASCGGQSAufi5+L74Dj4BDNDC2QG4xUZwbnwbDeykB4C+m1e5XJYkSwRx0R6E1+RyuaHfh8NhpVIpe83o5UFRSd/UHgw59fqHv9l/zjIt43q981Z4KysrWl1d1fPPP6+TkxN94xvfMJ+AlsONRmNo3gsJQp+o8n6mB0g88OOJNsgIAI5PjOTzeWtBikwTy/pYazQx4oFQ3offyXdzvpAZbPzo2knDFdnMFvHtB32Fu/cZOO/+fvEZOPse8GS9uPg3eoefIe/8nqTg6EWCE7+P9cImeFCY+JmqbHwLzjxnmvXkHkKhkFWCs+4QLwFTqcLOZDK2V6VSySrYsHG+eod7ZU4SiZFaraZCoWDMYfZv1J/ELrOXPjGCPaTtLJ0uLl68qNPTU7VaLfMZ8ftJnINLNBoNbW5u2udms1mFw2E7k+yXB4whFna7XSPnYBNHSVgeP0Bv+7iFn5OgXFlZMVm8cePGQ/XHo3L5hJQHj/3vWF/0Ef41Z2I0dubcHB8fGxng+PjYKkD84HF0DbYZefTJfA+S+8Q9iWha6p+eDlqJc06mpqaMcI1/6WM/bC7PwnOgR3xSBB+CuMuTHrnX0fmtAOe8jxEDnF9egz5Hz/f7fSMB+cQG5FswyevXr9t6+cpQnyTgD+/1HS/8DF9pOEnKc0HsoMsL5xN8jL3BptGtwesO9ntzc1Pdbteq/8D7iBXQVZxfdBxrNJpcYF28n4U8SwPinK+YRebAYUkkeVyDtQbT63Q6VomD/I3qUfYeW+YHn4+eK84Usa2PY4nFwAO9r+bPpY/juR/WWZL5r372jvc5/bn1dvnbvd7x6CHCR7n8zMyMZVRxIgGcUQwYHgwaJfMzMzO6d++etQL6+te/rrW1Na2urprRY0A58yFQfsFg0MqmCMKLxaLGxsZsmOTFixe1tbWlXq+nxx9/3OZMzM7OKhKJWBUEgHQ0GtXp6akajcY3gT3h8HkLrbGxMa2srCiTySgUCpnzKp07kfSjRHn1ej1zlOhz7BmwMA1gjaDUAK3z+bzu37+vZrNpA88PDw+1v79v2dRut6tYLGZsO1i0GxsbmpubsyC40WhIkiWPqCCIx+PGTKSdDGzmVCo1BNKhhGiJBbhEO5gHDx6oVqup2WxaawESNwQuJIco702n00NlYqwnTp53dJFBlIjPmnKfON7ICSyQ1dXVoeDWA7e0/8BhwmABglQqFRvO22q1VCgUrM3Y3NycJd0mJiZUrVY1OzurYDCotbU1OyOTk5M2RB5FSDkhxsK3B+v1egbE0jKt3W4bKMhn4Bx71jVgFIaOMwrYjgNMIscH95xlQBYcXhKbo63Gut2uMd4flYt1xwjilKADkTkqvHBEMKqShpjn/X7fWlx5p6rRaKhUKlkbBirzOp2OFhYWNDs7a0Chd/AZNu5ZnAQ7GDGMnAd0MXoYvkQioSeffFKrq6sqFotmqOv1ug1N9M+CcYzFYjbvyYN0iURCly5dsmRpr9czYAog/ODgwIBEn+TxyTnOKfeL7vDOJKw/HwSPBt8EmzhQBGbsKQA/+jaRSCiTydj9c+45c6wF54cECs4HwBn68/Dw0PaXc4YuODw8tIoHD4T4Pz5IHb0AvZA7vt874qxrt3s+UPDWrVtaWFjQ3Nyccrmc7t27Z86Ul32+07Pz4/G4FhYW1Gw2zVZI53ZxdnbW9oLPQL/y+eixYDBolUvtdnuoNyq2gaqb5eVlRaPRoRlUPBu2naDYnz8qOWnv6B1J/u8ZRT6omJmZGVrHUChkjNZH5fLJNQIPzyaGsAIw5YMrbKsPPnyyhNePAnrsAWefffaBA7rVyzyfJ8l0Ee+XBraeAAL21NLSkur1uq5fv65KpWIBHL3bfaAAKOyTO3xfMpm0qmKYc4DtsVhM+XzeqlBoY0j7JthwZ2dnmpub0/d///drfn5e29vbeuONN3Tv3j3zNfEn0GuASvv7+3rllVd09epVPf7446ZHPDNWkt2b3198u5WVlSE/nMsHVQBS9+/fVyh0PlB6dXVV8Xjc5klR0ch7ICTRDm9qakrVatWYoYAB7C+6GJLR8vKystmsFhYWFA6HbdAzshEOh/X000+rWq1qc3PTKk7w95jdhu8bDoeNqQpwiR5DRlhfAlUSKviKyLJvFYG8dTodVatV1et1S6ajU3xAynuxYX7GH0H5KIsRn8G315Q01NKDKxQKWdsKn4jxCWHONr8jsYfPh830suOT5e/061Of+pQ++clPfsvfHxwcqNFoGIjnWz9fu3ZNvV7PqkBmZmb03ve+V+l0Ws8++6wRW/Dr2u22EcC+8pWvmC8EqQpAjr2SBkAIepVq/36/b/6EnxtB54XJyUlls1lNTExYQpHKuE6no/n5eQNoJA21dUKG+YOOQHaRA29PIcx50Add7nX4wcGBxSvxeFyZTMZYsz4Rgjwjo9ge4jn8COJHT7LBf2XPsPXoCsCrcPi8c8Pi4qK18pufnzc99TAShPdFIQzQQhqihm+N7ElotJz1+piLdfe+Ej6M1y+AfoC5fp2YWUVlxeHhoYF6Xi/QGi6fzxvOUK1W1el0VCgUTAbxsSUZcElsncvljOznq6XRLXt7e9rZ2bE2tHNzc/Y7krbVatUSTfl83rpWMEs1n88rl8tpfn5e3/jGN3Tjxg2b27m/v2+621etYKOlQdUyl0+MeB+GdaXf//379y0RTCvXR/3yiREP+I4SXrxtQC75uQdUsWcTExPa29vT9PS0tbEknoK8TKwkach+SYMYgz3ys6BIDoONMDeSxAitxMFMwLm4Z5KR6BGeAR0oyRIokix2AajGB8NuQ44k6YmP4tcSXUf3GuQaLAbcC53giSU+dmZtIMLeuXPHEqV8BrYDvJfnTiaTQ1VckBE9+Yy98P478T/rKJ3HcBBy6NpDtwp8OLA6CG7IE3gUnwM2xnn3tpL94JnZE08AYn29XPrXBgKBIf1LJSY2RxqQNsFIISBJUjKZHJozx1xhbAOJPvaJKmHwOvQVuAXfTXte9hUCBWcPm8fZ8HEw70Nm+v2+6UzOFzJAvIAf4M/66Dl/O9c7PjGCoUcIYFWFQiHrkwzzBVDJg9PpdNqMHUFUIpGwQ3B4eKhkMql4PD4UgEoDNjKHlYwawVY2m5V0DubR/3F/f1/JZNKU8tLS0tAgJ5SlD+59b34co2azqQcPHmhvb8+SIcViUaVSyRIQCPnk5ORQ1QkB8NjYmA3qJZhGAfjWRhMTEzo7O9P29rYmJydVKpV0fHxsIGMmkzGHOZFIGFORgzQ+Pm5Z4Ewmo93dXeXzedXrdZ2cnKhWqw2VwxEsnp2daWtrywaLxWIx61cKww2FdHBwYE5mv9+3xAGJLhQtDKR8Pq98Pq9arWaALdniJ554wsq4j4+PtbGxYQPgvQNF4gKHmsPsAQqALdomTE1NKR6P6+TkRLlcTt1uV5ubm+p0zodOVavVoUSDL5sFGKX1G+sHS5mBXBgp9g2HFeZsLBYbytb6IfBUlpAIg+WCPGBcAR4xdhh2AmeMv2dM4mj2++fD4DEWJAL5Gc4GCh6D54NpD5hjePguDJxnrH2vX7C82AdpMMAPHYLB8IA4SUySy766B0YFQRo9rOfm5rS9va1qtapGo6FWq2XA0OrqqrLZrLLZrPb391UqlbS1taVqtapyuWyVWJ4lRRIFFh7nxu9vKHQ+w+all16y84mBPTo60ubmplWd4Ex4thhyhXOBYQdUppLgqaeeUr9/3p5ufX1d1WrVWhp6hiPy7P/2toHz5Yeg4azhABPs+CBtFMDBqchkMpYUJ6l5eHiofD6vTCZjAR6O5OTkpLXM4Hz1er0h8Annl17bR0dHqlarKpVKZstw9AnwkBnWlzXmXOOkcHmwGtkaTdr4ZByOFk7RvXv39NZbb2lpackAO+9E+c/xDiXO/KVLl7S1taVarWYzWCqVijKZjMk2Z2U0wOb5sA2VSsUCiWAwaC0oX3rpJUUiESNW3Llzx2wkjDJklWpW7xxL5z5CLBazZ6GtDwQAZIi9xdbhf6Bbvcw8ahfP7GfKcKb427MDsY8+ePZB8aiN8YG0P0PSIPHBvqDjPOOJoBP/VBpms/lgwYNpx8fH2t7eVq/XU6lU0p07d6x3O4lKGG6ATwTt+LmSLJnqAWwCFwKO8fHzoe6RSESJRMJkvF6v2/c0Gg0Vi0W9973vVS6X05UrV/Taa68NDTP3DGxYkOzLG2+8YWAfLQfxF9ABPoElDUD8YDBo/s7x8bGdGS4fdAcCAWttRbuTpaUl8++xHRAyYFxSVRyLxdTr9XT79m0LhEmMEJz7tl/b29s6Ojqy5Eg6nVYwGLSWGNJ50Dw/P6+pqSmtra0pkUhofn5e9+/ftyo9ScZg9EkEr0c8oMI6o/uRHUgtHsQABEHeqTzm8wHU8fOwxb5qDp+UqnI/qJR759/oQP8Z+M0+SU+LBoJfEkCAm5KGKl98EsTbTQgNHhTCnny3rkKhIEmqVCqanZ21n1cqFT333HP2GmZicHU6HWOwP+z6pV/6Jf38z/+8/X93d1cLCwuSNMSmRRd5Wwi7GNnGlqbTaTsT09PTRi7BL+n1ejbbstfrWRUVVQDYQu8DSQPb7IGP0T1g3/r9vsU7xNh7e3va3d21ahV0pJ8VNQpm4lt4++erkLy9xB/kc0dBFfQjJDW6KHjiGN/j74XLxx2shW+B4hMx3mficzwIxx7iK01NTVk7PT97avQiXvREHG8LPfiG/qBfPDNCRl/jASj/rNgx1g5b5+NPElHMsyPp5GXN21r0Aomabrdrs/awrx7QHb1Hb5OnpqaGBliTXCOZBTYEoYRKXH7vyYrMdMHOQ3ah4iuXy1ks0m63LdF3dnZmpFafzEOm2DP8DL6bn3vAH58b+cf3921qHuXLg7o+MeplmbiE9fSvHZV19gLZ8Mk1XxVG3Ir95O9RHcHP8B+o1OK7JicnlUgk1Gw2TTceHBwYGYOOG+gKuptwBqVBi0A+F3+Qe+G13De6EFn19+tjPuy975oSCAwPRUeXsMaeCOhjSOJL1or4vNPpWHWOn4uLv4O/yHp7Auje3p7pGu4Zn4Sz5xMd+M5HR0dGGPJVNaPnzn+ur7DpdIY72+C3eD3iE6Feb0KAkgbVF6wBPhCyOlrpzoVulWSzqGihhYyRbGI9WP9O57xFG+vv2+yCBeAL+vgIUiXPyu889uZ9k/HxwYwx9sLLGX+TJGOd6aTDWkOEGcX3RklgJIK+3esdnxgBnKeEEaYHhzyfz6tYLCocDqterysejysYDFrJcb/ft0oPGHQY7suXL6tWq5mDAgOAgdkkXWq1mkqlklVURCIR1Wo1a/uxsLBgBj2bzSqZTGpjY0PpdNrmVgDcE6wC9ANaAkhS+k7rAoLMW7du2dBI7i2dThsQRmkViv3o6Ej379+3QeI+8AT0Ya4Gn4cwptNpY9bhrGDMEVr6AdZqNfV6PdVqNV26dEm9Xk+VSsUE+MKFC9rZ2bHPp5cdh44gGGeEqhACqKmpKdVqNWPokrH8xje+YWA+2eZ4PG7AIgkJkgsTExPKZDK6cOGCPvzhD+vg4ECvvvqqtU45OTkxBiFBBT0ePWOPdZAGvcQBzSqVis28YJ0YOg8TiddLA2YUxoCBoRiuUCikbDZrLGX2tt1uDymISCRiyTpmQSDXONaw/72SYT/q9boZKYAIDDFVQaenp9ZLEcWOMvSgHcoep4Azi7xQLQJTB3nk9R7Y8uWCOCnMn6CtwKOQFJEGABsGFUAK59sbe5wJD1BTwgmLjKCIYBQwluTZ008/bS0PmFN048YNbW9vq1AoaG5uTplMRqurq7pw4YIajYY2NjZULpfVaDSsXZ1nJowGNDhLJHKXlpb0xBNPWPsVEql37961OTce3PaVBT74u3v3rpWUdjrnLfUee+wxLS0t6cKFC6pWqzY0GKeN3sm+RNkHMDg+OCzIKeeX+wLc8nN+cAyOjo4sIcnr+B7feiUejyuRSBjLFyfdJydxQNFJsL894xPAcm5uTmNjY2o2m6YnAAmxR57dhrzhWBLwc15HZfLs7Mz0jA9+OZseDIQhiQ2gtHpxcVHLy8u2pugTHCxf4usdt2KxqOXlZQMaO52OHjx4oE6no1wuZ+AzAToMfr+PXhaw0SQ83ve+9+ny5cvWBoeqT85Yp9Mx0JX1IoDwlQYk3QluOL/8nUqlDEikYgkAEJARneiZh4/K5ROUyI93mgGXvD3hQv58YoL3ejvK+pIoQ5ZHQTjOgLdz6Ar2y4NknjBAcgJ/RTpv23Hjxg299dZb1pN6eXnZZIj3QlDgTIyNjVkwxODXw8NDra2tGVmDQAi5DQQCQ9Vz7XZbMzMzRk7o9c7nd73wwgsKBAL6whe+oOvXr1s1mq+Y5dxnMhklk0lr01kqlbS7u6vl5WVr1xqJRExfs1eebMKfYPCcbZxKpXTnzp1vAul8+wP0PQFYv39ecR2NRodAE59IgIBDxcXW1pbW19clDWwI7WnQfciBJBvCGw6fz9PLZrMaHx/X5uamtWJ59dVXh1qF0i98c3NTuVzOErinp6dGdOG5CLJ9kIxNYhYgAPve3p4lZyRZpRsgEP3zA4GAtfcCjPQggAcqPQmM1q2emMK94msQnHOuOAsAlpxXfD4PIMEUhWQFuctXWHswnqoagBG+h37l361reXlZhUJB//N//k9LhOzu7urVV1/Vz/zMz0iS3vve96rVaulrX/uaXnjhBUnSX/zFX6jX6+mll1566OdS1fWwn6fTaSWTScViMSON0coNH+PChQv62Mc+Zm2hiRcnJyeNYOcrQu/evautrS2Vy2WFQiEVi0Uje0DCAkDxSTr2mXiGM4OepH0H53N/f99aovZ650PU+V5JWlhYsIQM8o2vRBUm/wbw42yjR0jC8nzMGqMtsI9bJJk+7ff7SqfTQ/PXsBPoemSR90mDRLk0SABx7qg6hawEeMpz4M8gt/guvn0Zg9E9EDp60W1if3/ffBK+w1fYcG9UHD3xxBOmJwFKAfzYM+93QloikYwO3d3dtbkgdGIggcC+QRgEM/AgoiRrz3PhwgWFQiGzYYFAwPaPeNkDnegC9m96etqqIKkAgYiH/3X9+nWT61gsZnqe5G8ul1M6nbZqRVprgz1kMhkVCgUtLCwomUwqn8/rwYMHunLlivlsL7/8shEatre3tbm5ab4u84FI5iJH0nCrNeaT0tq82Wzq/v37FrvVarW/Qjt971/eJni/wZNb/JklzvExsSd5BQIB2w+wHPz/iYkJw5DQX55U4Ks6JA3ZbeSUM0kin6Qfei4ej1sClUoVCGScf5/A9M+KreSZ0FvEc+BWxGpeb/n4BJ8EAg2xIDgN9+/fw3cTm/h2stynJ5mgN4LB8w4TPsbBF5yYmLAKLD7TV6j5ZJFPPrPfnrTBM47GjfzcJ5bYV+SAtfYYizTozsDagFGMJuVHk6F8P+vnScPe/+LyREMSxMgb9+DjAZI83JuPl+nI4skAPtbh/f1+f6hacpQIwPrzfx978Tzchyc7QDRnDXzCmnbgHhfCdiNPJF9YP58weRhh4P/L9Y5PjESjUWPxwzyjf/jGxoYN7KYvJUFPr9fT3bt3dXJyotnZWVUqFXPQVlZWdOfOHbVaLaVSKSstxuE+OjqykmX6PuNItdttAwIRKgb+MvwbIWKQLIBjo9FQo9GwLBfBze7urubm5tTpdHT9+nX1+33rsTwxMWFAZKlU0rPPPqtMJmNOJQrYB8HdbtcGbcNkgyGSTqeHMoGFQsEAKoSSwdYEyihs1ofeud7Zpj3VycmJgUsMWQqHz+eU1Ot1Y0PT3olWYDhVKFIc6OnpaZtxQhuZs7MzNZtNnZ6ez93g/fl83hwMP2zSB4hnZ2cql8va3NzUn/zJn5jCpu/2xMSEFhYWlM1mlUgkrCIFhYRiwWHEoYRxXy6XVa1WrRqj3+/r4sWLCgQC1pYKg4Biog0YbcX6/b7i8bhyuZzi8biV9uJsp1Ip+zcl4LSWmpycVKVSkSRTSjje3ngTLDA/h88Jh8OWRJHOh0rC5iFbj0JG/kfbAwEK+blAGF1a3lAmCHsCI4OTgnPtgxmCeoJBSkEfhYt1lQYGHmfGB3nIpzdWJL0w1rDGkA1pwD7b399Xo9GwRB7BqmeP3rlzR9vb2xYcpFIpTU9PW+ureDxuc0Noz8TZwaDDEiARSWKkWCya0aRSZX193QJKnxhBj8FmQW63trZsttDY2JguXryoS5cuaX5+XsfHx9ra2tK9e/e0tram+/fvG5DpnTr+4LB5Fi+gIs80mhgBAPKMbtYPUNe35fOAK/3f+X6SrTwLYKZ3EggGSKz4BE0ikbABnSSAcSrQlQ/7g6M+6vBIAwYh55LPQy/g7OF08jPPjgNQJtC7ffu2YrGYgYA4l97x9aAGzmQikdDFixcNjKEVULVa1d7enskXLMnRCgDKjAEw+ffU1JSeffZZZbNZXb9+XZubm5awGWXKAohOT08rm80aMQFggcDMA4vS8PwWgFr2EjAbXwI7DJDwqF0+uBi1DwQ2vkINGfGzDnzrM2lQBk6QRbArDTOLPRhG0sufXVi+2FvP/qf8nuQG7f0gIKCzkKVEImEJPcr8e71BixzOEnqJv/Hljo+PzdcdZYbDBO90OlaBh42GSTs2NqZisajd3V197nOfM7nmHNMG4vDw0KpNAL3QbYBKgUDAEraeAYtu80MW8QvQC/hGHuBgPzgL/X7fqqypqibRzjlDBkjOhEIhI9wcHR3pzp07Q+xG7Oz4+LiSyeRQwM+fWq1m9ieTySiTyajdbqter+vo6Ejf+MY3lEgkFA6HVa1W9fTTTyuTydjcEhL/PDc+ENW8+N0eyEH/4jdSJU77MoJF3/+a4JIWs/jnxCi0EPKJXvZkf39f09PTlrzziTWS2wAC7A9EHIJ1khfYLgbK0wbHVxFJg5klHqjyTEPPjGW//irg+K9z7e/v686dO/b/e/fu6Y033lAqldKFCxf0cz/3c/r1X/91Xbp0ScvLy/qVX/kVzc3N6cd+7MckSU888YQ+8pGP6Kd+6qf027/92zo7O9MnPvEJffzjH9fc3Ny3dS+cF+SnXq8rGAwa0zYQOG9nnMvlNDU1ZTEmlf1+Rk+tVlOlUlGpVLIKs1QqZXEdSVb0AQC3J9ZBokFH9ft9ZbPZIUKOJCNpnZycWHeHUqlke4tPQhWJB6HwtTjD6AvWQxqw7NHD+MPEEr7ixfsknGPkJx6PGwjP60Zf75Pn0mDeD7/zwBGDv5nRyNk8Pj42Xe/tjPfHdnd3jfzmSU3snyfX7O7uqlKpWCLGk8jwsbgv74/EYjHrKIHf7yvCfGIW24K/hw7gvqanp4eIOfgy+EBUj2Hf0MejICuzr8BusAc+UcW9YrOJP4kraAuJTsTWcDaIZfAxu92u2u22Tk5OrFo+m81aFRNDzvf397W+vm6tutCl6Dn2R5KRr05PT7W4uKh2u20s6mvXrqnVaqnZbEqSJQ1Zb/wa7HEkEtHq6qrp9EajoVqt9kj6f/5CLn2ci2xBOvNEtof5dZ5UEQqFrOMMrb7Bwmgl75MR0iBJ788av6OzA8C6r+KMxWKmG7Df4CtU7CeTSUmDNuP4gOFw2HypUfINsRoYF3rJV7J6UiVrMlphMqrLeFZsM59DVYgnveFn+yoN7oMzjf7weo/WVt635fXYFE+o4N7YQ3xBLg+e+6o48A7uD9/Lk9zoOIQPGgicV1v7ON+/h+f1PjykTW+nPKmca7QCj3iQRNRowouYh4QCpHUfh1P9wbqgh9GX2B5PTpE0FJOOjY3ZMHlfdcl+8n2jSRX+7TED7Mbp6andA+uKjQfH4XMhFJB481UsyDvJf7+e3871jk+MILCekd5qtczg+RYkCGwwGLR+yQDY9JFDERUKBdXrdYXDYWM3RyIR7e3tqVar2fsajYYlC2ARHhwcaHd314bZEpDV63WNj49bS612u61Go6HFxUXL2sHOQLC73a5VxGxubur09FTJZFI3b960HpeVSkXRaNSCEQak890olpOTE6uU8eWo8XhcqVRKrVZLly5dstkfBC4kLQB1mAcSCoUs0cS8FgJ02l9JUr1eVyKRsMNBr/9UKqVXXnnFgvazszObtYLS4vBSmVAqlVQqlYxVUSgUtLGxYaXiOGqUXjHLgs8CiICVs7u7O1QJtLGxoa985Su277DKcYR2dnbsgAIs4nj57DbKFUZJv983oJisP8BvPp+3YXQMS8pmszo7O7MZDjhMns2/uLiofD5vbE2Gcvm2GP53zWZToVBIzWZTKysrev755xWNRvWNb3xDb775pjlpOL3j4+MqFosGZgQCgaHqHOY2HB0d6e7duzo8PLRqKpJ7GAyy2WSt+/2+nTUYa7C3qP7ybSsAkaikIplFMATTnc+iwudRuTCa3knwDoAH9zybwjMJCCxw4ABE0EkYauSUc0XSD9Yv61+pVLS3t2fzfEheAkARhMACw5khOKIqDfY0lX9U+JEYoSxWGjAXPFuBAAMAq9VqGeAeCJyzWgmKWq2Wrly5oitXrmhjY0N7e3t2lkeTIv5nnoXu2X84Wj4hhX7AifNJLV/1x36OMml9cOlBKCr4CKakQUUFjM3RqhUSz7u7uxZU+2ABp8snfUdZ9x50Zt09y4Wg3pef83t/n3zew8qgd3Z2LJnhA3TvwCMDfN/p6fnwzLm5uSHAgXlasJDZY4KmhznSwWDQWmAlk0ldvHhRS0tLqlarRhpgbaVByxlYRpwP2hP5IIm9Zy89+Mp5wJEG/PRJpE6nY1UvXn8/Shd73u/3LcHFeWPdYDuzttKgreDDEol8Jp/vg18fIEoa+g7eB0gIMSUYDBo7FseePfNtUyBTADYDcPpWmPgJtCThWTwIg772DP5Q6LyKOhA4b80AsWNyctIAUHyFarWqeDxuvnIul9OlS5eM/b63t6dUKmUtm/B9CPzxb9A7s7Oz1sO53++rXq+bjfatAoLBoIFL3Cc+A8+D7Wd/fAIKwKzfP++rvLq6qmvXrhkD05M2AIaJD8bGxowAcvPmTW1tbUmSJQU8QMLeEtCx57TVQp5SqZQSicQQM6/RaBggHQwGdfnyZb3xxhvqdDpDVTrY33A4bJXOxC2AZAS8Hgjk2Wj/g53xwB+2pN/vG5EI39Lrc54DWwKgwmdwDtB92Fv6VnM+2Fs+h2cnuMaO+JkE6MpIJGKJSsAmrwP5Q8UwcuYTpN/J67XXXtMHPvAB+z8trn7yJ39Sv/u7v6tf+IVf0MHBgX76p39arVZL73vf+/SZz3zG/FVJ+vSnP61PfOIT+uAHP6hgMKiPfexj+s3f/M23fU9UidTrdas4QMfQOnhiYkKVSkUbGxt2znxf9kqlonK5rO3tbQMrqNb38+OoZvDzzLBRJMzi8bidz1wup6OjI2Nac+7q9bq2t7etlRcztiRZK1Dm+8Csx+Z5khz6wOsI72dAPEDX0S4OkNTrL2QJcBHyiB80P2oHfBIav4TLA3Ywwjkf/v3eF5GG51xxDukuwQB4dCuvJ9kyPT2tVqulUqlk+pOkqmcRc1/4QmdnZ7Z3JEohfHAfvs0W5D90y6gPHwwGra0LsQBzViDDYX99hweffEIGaXXFvfKcfC9+KnrP/wxiFH98cieRSNicV+wu/m6r1VK3e95uOJ1OWwKFtWK+1I0bNxQOn8+Ump+fVz6fN7nyZJnl5WVdunTpm84uc/Ag2AAsA8L3++dkSEiCnLOlpSX1+32Lxzhfj/KFPRpNWvpYAbvlz5g08PP4HF6LTkDmp6amJGloiDdxKDElPohPkPlKRn+GSBqAJ6EDIAq3223zQcBFIF15f8cnRDxpQBq0/meuEK+PxWJGhOXMALTzPfhxkBa5Xz6D11Dx5G09YL2Pc9AZVLGyH/iprDl+gY/R8LNGAXefyMEf8f69fz37DMHGywstrVgD1gqfHX/dJ278LA1PHmRfkCePw7Avf5X8kizxZE/WgEQz/qckI2h3Oh1LJrCurCe2hu9HZ3uiDWcB+WE9/brSyhaf058b3u9tKs/Bs/EzbBj/934ldsFXi6L/uDwxiPeFw+GhjiHf7vWOT4xQLdBut62fuiRlMhm9613v0urqqg2e9spvfHxcCwsLViHArI+trS1du3bNArbbt28b48K3UKBEigynB0JQcChKWMjMyKhWq5qYmNDi4qKq1arW1tZ0dHRkA/Bw+gD9ksmkJUAODg5sKB2OBcq00WhobW1Ni4uLpiRwAHlulFer1VK73VY0GtXFixcNHPNKdGxszEpJg8GgisWiarWabt26paWlJaugAMgCbNrY2LChwNFo1ALlycnzYd97e3vWc9qzrGEENxoNBYNBCyYBlcrlsm7evGnDmQCJTk9PValUVK1WbbDo1NSUZmdnNT09rX6/r/39fcs04nDRIojAEWD+6OhIiURC8Xjc2v5Qpk6VCUPP0um04vG4OTCAGpTsooABL2iNQEs1lDzVLjCwkGl6e6N4MpmM0um0sYcJHoLBoAVCGKxUKqXt7W0rs2+32/b9i4uLevnll7W4uKjJyUlduXJFu7u7KhQKOj09ValUssQehhz2TDweVyAQsKBmYWHB5ArH8vDw0IIcSvoJLFCUsCIbjcaQEp6enrYkC06oZyDwfhQvRsEH7IDvj8qFEcV5kwZOni+3Rd584CHJdBn745nEOPh8PgAuzAkSVfQDZTgd1W78DeDkkwH9ft+CbA+KAOjAfiUw3d/ft0Hr9Ef3gDROiV8Xzh/sGO6fEmh0d6lU0t7enu7cuaP19XULXH0iiXUcvVhrnsmzsWGSAFzhZGHQvYMAa4YAaNRRZ99IdhL0c/Z4ft9SANCTpNfExIQlRZgTNNpugWf1CR7P2GG9kQefBOE+eS6vDz1ggGySJOLZSK4jq73eeXUQLdtCodDQENRRR5P7wCFPJpNaXFy0+/HOO8wjbDXALs4fTrpvIbKysqKVlRV1u109ePDAZJ/nJrigqo9WDpKMZeYBQQIGbChJey8DnEXsvmdKEUwQED1Keo8Lee92u0MtrABSJRnI3u12TZ9IMn2E7fcth2BWQZCA/EAQBACJI8738m8qRfARIOxAHOAcY99IkJD4oCoYeZHOwUiqOQCGCDwJytHhtFOiLQpBH2eaaimCZUDUTCajWq1mc9hoD4JtHh8fVz6fH5od0uv1jPTBOQckJSlYq9W0trambve8TSc6UpL5N1RGQA7y5xMQ/+joyGb18V72mAvdT9Xo2NiYdnZ2zN8A5AP4pTK21+vp2rVr+sY3vjH0WQAI+Xxe4+PjKpVKBsaynyQa0Cv7+/vWBiiXyxkTH2b26empyuWy3vOe9yiTyWhzc9N0r6+YQA+hE0juewAYfUL7KmSKyhael5/7FhiALqw/Pjn21VeboyeJdTxLmvaO+KUAR+yTT+Swr55Ew9kkLvDgFa0EWRN/Dj1Q7e0rdvU7fb388st/ZbIlEAjoV3/1V/Wrv/qr3/I1qVRKf/AHf/DXvhfsJsktYiBiSUlWsV8qlawbwIULFyxJV6/XTabC4bB+6Id+SNK5biyVSgqFQtZWGT0C+cD7IuPj48rlcpaIyWQyRuy6e/eutZCenp5WMplUv3/OBp2bmzMZ4ixzfra3t813IJ70e4zcAFhxPkge+kTd4eGh5ufnFYvFhhKayAmA3/HxsarVqlVOUJnvMQbva3rSi2ffSrJ7wr/G//AAYjgctvtLJBJDVRg+8bm+vm5YR6vVMpIhwH+j0bDKuoODAyNxslesG/eHnqI1IEPE0YOe2ML9YCt90omzACERHwRfjdgMv4wODk899ZQl6v70T/9UtVrN4l8Sw8SEqVRKxWJRGxsbVk3EvaAHkFl8pkAgYOsCoers7EyXLl3SycmJWq2WnnjiCS0sLCgQOJ9Jdfv2bdOp2PfZ2VmrVqGyu91uW4XV3bt31ev1TF4zmYwR+arVqhYWFrS0tDSUGPXX+Pi4FhcXDbjc2tqy1u7EWZyN/f19O3OZTEbT09Oan5/XycmJHjx48C0B10fl4txhi4mhfIyI7OI3YWskDdkQfDgSHVSTEhPgp/nkPO/zhDgPODPPEcILdhWiC7qVDifoT3xL/5m+UwIxEIk1EsDEDawJdtvbL3wBdIUnLqAjkE10Ls/tbTUxLf/nc0gKQ4BhT2gNCdGcGFbSkC2QZDrQJ159lTS++mhCyPsM6AYIHmB0o7bcJ1R8RQJ+jyeY+Ngf+cH38Ili1h7/3K8T9+e/wyc0iA3Qt16euV/k3ZN1vD3iWdjLsbHBHGh/NrgHX9HDPUKS9TLAWnAPyAzy6uUIv96TpNl71pK95nuRXZ6ZteT7fMt9zhnvebvXOz4xgoAB8EjSpUuX9Nxzzxnws7KyoqmpKd25c8cY7wjI2dmZotGoBVnLy8tWRUBQTR/Bfr+v+fl59ft9lctlczDJpuJscR8HBwcG8uRyOWvLJQ36/ZLUoFUXjMZMJqO5uTlrRxUKhTQ7O6vt7W2rPMFZoKT58PBQ5XJZCwsLOj091ZtvvqlQKKRCoaBQ6Lzt14ULFxQIBJROp1UoFIwddOnSJUWjUQMLM5mMldLPzMzo2rVrlsCRzg8xztT4+LgqlYolNHBSm82mCoWC8vm87t27J0nGJKxWq9rf39d73vMeA3qSyaQN3GPd6aXZbDZ148YNbWxsKBQ6n8PBfrJ/U1NT9lqAdQa7U6bsW6kBUNFua2dnR6VSyZIHVMUQEGAkKQ/2g5E4oLC3fQkaSgUwhqQR7z09PR1iI5+dnenmzZuWRAoEAtbPN5fLaXV11RInzGuhFPrg4MBaDzEzIJ1ODzHrj4+PVS6X9dnPflbJZFLXr1835gDBuG+j0O12lUgkhoBVDN7R0ZGi0ajm5ubU7XatXQQBBGXoVH3AboDVnkgkrMIKVheGDJYEawoYytkNBAIGnPuAH/n7P9VG4W/iBaiFkWYN+Tnr4Y0MryPBgGGRZLoN5wMZh9FKoo/qrvHx82HAMzMzikajVj3WbDbVarW0vr6uZrNprVYYbohRpsqJfxMA+3JN2F6cC88I4L0Ee9K5kSfBgux6Rg9OZLlcVrvd1p07dyxpwnoArnrnCaOP4+UBGPQEzDxvtGFbjjrp3BssJJ8IZY8888IDmr6yAoeKRAjJJ5iYAIKpVEqpVMp05u7u7tBgde/c42RjKyUNMXxYe9acdfFgFEExAS7yCBvKzy2i7zPVm3wvQADAK5+DM4jd8U4mOj+ZTGp2dtbk+OzsTOvr60MOKPuIg+sdPKo75+fn9fzzz2tubk6np6d64403LJk8yoyenZ3V933f9+m5557T2NiYKpWKbt68qU6nY0lbz3xmPagIAPDG1iDvyAG6EqDSBwOjjJrv9QuZ52x4sJzzztklmCQRiH4hgUgAASOq2+0OtTr1CUN0gifFcJ79+SFAZebc1NTUEJAO2E1rAKpt0T/sJwkXqiPHx8cteMHWMa8hEAjo/v37mpycVKFQsOSHl3f8EYKPubk5a+fKXDF8axjf5XJZkUhE3/d936d8Pq/FxUXdvXtXn/t/22r5BD36naShb4e6trZmTDvWkkoOhqMDBtGuhPWuVCra3Nw0n2OUiTca5FarVfPJ7t+/r1qtZiQhesJjIxhuv729be8PBoPGFuacxuNx7e7uWlLEJ1B9JQf71u/3hxjJvDYYDOru3bv6wAc+oMcee8xaBrbb7aE5g7SwQi9MTExYlR9ydnBw8E1EBuSMigv2G90JGSCXy1lFOLoE0hPMcWnYz2i1WkNBNoG/JLuf3d1dY6JKw4kr7tG3MKTCjjaH0WjUElv+jLMvBMeAENg8AC/fiowWOt9rF3Ivna9vIpGwJANnhv2meoY9A9zb29uzWINzAdjkf8734Wd7cgP+jZ/DiB7FP4OsAODi9R++JrYXMJ8WUL6awoMvPDcgEM/tyRK+tQa+08PWjs8FTPQJDx/3ADIR64/aWw+m4VMgtwB8JJUkGbAJMabfH7Rg8r4Cs1A4w7ye9t7M9SA+ZSg35wP/gOfCHh4eHmpiYsLWxlce8qzez/D21F/YLR+DeHY19grSXDKZVLfbNRkjKeUJeewLMenOzo7tpycGen3A+gcCAfMjm82mJVqKxaKk80ROOp22and0FvfOfpOUZW1JegDKkiBuNBomfxBq/Z5QtQRmhP+Af0xVIrjF2NiY2YBoNKpgMGg4Ua1WU7lcNpvqSVSP8oUegGTk5ZeL8+pjOK6HkS1OTk6Uy+VMLpFlf4aJU73OIXHC7yBieCwFQglzcGq1mlX+kdTFT+LyugV9zH2NjY1ZMtLre/wy7CTPhd/1MF8KHc29E3OQnJEGsTf6m+4P/MzHsOg9zjS6cZTM5mMYfs95Rxfwef6z8LlGSXIkUjyJzP+ev32nHvZ+lGwhDfx/kiNgCsiST4aNzq30yQr2ku/whDzuy1eLsC6sL8/A7/1z00qeCiSPB3jbwvs9QRPd62N5r/u5VzBFZKTT6Zj+Q+bAQPl+SKP4Cz5uZ725B+IJfEXaWGOrAoHh6mbkm3X7q8grf9X1jkcOaWW1urqqYDCoRqOhbDarhYUFzc/P6+LFi1pYWND29rb29vZ069Yt7e3tWQXC4eGhLl26ZEN9yLo3Gg1rSUXpVzgctn6n4XBY2Wx2KJsmnSvD7e1ttVqtIWbg7OyssRxSqZQ2NjYUCJwPEJMGzFuMH0EOzhKCm81mrW3WU089pZ2dHb322mu6dOmSAS4wJGidhLPinRIqQQApl5aWlEgkjNEDIzuZTCoej2t9fV2VSkUf+MAHVCwWtbOzYxUAW1tbOjw8tCFRHAqcWYbTA+7DdAOEJBgiaSBJ5XJZpVLJqgW+/OUv67XXXrOkSCgUUiqV0sHBgTKZjBYXF7W4uKhIJKKvfe1reu2116ytFMGUL9uNRCKWTPLGAVDq7OzM2o6hmH3QOT4+bmVkh4eHikQixpRDsaM0UbYYBWngHFcqFSt/RSFjLCkthmUCG/bs7EyFQsFmc5DsKxQK5sgROI+PjyuRSFjbqnD4vA3P6empDQHt9/s29CoSiZiSI8Dh+8fGxswBTyQSunz5siWDqB6h5Rz7T9kyypwgQzpXtO12W+Fw2GYD0fu8UCgYcwEgqd1uW4UPDjDKGJCBRCOtc77T1xe+8AX923/7b/W1r31NpVJJ//W//lfrGy1J//gf/2P93u/93tB7fuRHfkSf+cxn7P+NRkP//J//c/23//bfFAyet1D49//+39sQwbdzIY8YFAygZxqMgvYeTEfuMVoAPAS4lM/zWbR2Q0/g3FOCjyNfKBQsQYkDgRxLGnImAChxFKTBMDMCJtoQeIePyxtX9B1ripOKHHIOpEH/dQ8skSDEgfTOFufUOxTSoGqEKhr0incskF3/maPsEoJdkiUkAtFdHhxgWC+BLayfubm5IWfct5lIJpM2XPPo6MgALl8tgp7jXkbZI/6PpKFerZ6JjHxlMhnrt14oFCwIkGTgZ6VS0dramqrVqnZ2duwM4xC3Wi0Fg0ELNn1SBdDHB8TIsiRrj8mQ0C9/+cu6e/eugWXYIMBnKhEJYF588UX94A/+oPr9vkqlkjY2NtTtdvX444/bulI5NTExofe+97360Ic+pEwmo0qlol6vpwcPHpjM058a+QfoSCaT1qKHvQBYwGZS8bOzs2NtY8LhsM0bQ2YflQvAGkDDV81gv9F9BFDooLGxMWMwE4Bwbj0Tj8QUiXn0FwGJB9NGqz+oaAX8AVDknCE3JBjxDbhXEqzIMgkzSZZYBkjkPbu7uwqHw1peXlYymVSz2dTe3t6Qr5VMJu1+ICyUSiU1m01tbW2pUqlYlTPfAQGjUCjo/e9/v1544QW9+eabBuSwruhHktn4VtlsVpOTk1pYWNBXv/pVA6sgoVBpmkwmlcvl7O/x8XEj0+zs7Oj27duamZmxGRdcDwO/2cOtrS0bFA/LFqbw1taWtre3rYUQF5XdFy9etNlOp6enqlar6na7lkjC5o6Nnc/KmJubG2rf61nitImq1+uKxWIqlUqqVCp66qmn9Jd/+ZdG1qLKmViCRDY+HcEmLETmhaDrkW9PNsHmISfSAPj0yQ/Ojk8OE1wzp4H2vOh9/DWC4f39fTWbTfMPkHtsRK93XtmLfywN2jLij3oQBSJAv98324AN8u3CSH7TWgZg6nv5gvBQKBR0+fJlnZ2daWdnx9YZ/02S+fPlcln7+/va3Ny0VsgQ0bLZrGq1mlX3w/ynAhjZw98jsYFtYr2LxaLFUpLM5p2cnGhnZ8fiUfaZtnP0badtEi2LgsGgtdXgwp/yZAb8Rkh2vvqZyjdpUKWE3OJPomNDoZCR1iQZWxZ/ybeC8aAa/hqfSUzJOSU2TqVSVmXDDEmqYtFtxLC8j7VotVrW5YDqGi6eC+AefUw8xZqhrxuNhh577DFduHDB5pR5Zj1zfzhbnDvPSvZYA7YAFjwAHLYTmSTx1ul0zE+FPOrbKXKei8WiVUxQOc6w8UAgYEk2YlcwG/xHBpajT9PptPmub731lrWJRh+R/CZxgi45OjrS1taWxZzZbNZ8Omxvs9nUwcGBVWk1Gg0999xzOjw81LPPPmvg540bN6xia3z8vD04NuX09FTFYlGXLl2yuZtXrlzR1taWrl69qi996UsaGxvT8vKyJegfJd/vYRdyNgr28seTqSQZQD1KZu12u+ZjnJ6eKpVK2WdzPogpsX3oAU9s834cGEskEjGsg/gqnU4PEctarZYlQvlcfEr/nB4AJn4eTfSQbPRAN34az0pc7JMYxCWSzI/wyWG+c2ZmRplMxnQFsa408L9GK0sgq3hMSBrMTvH7iE/udYxPeOGb+LXh596XB2DnmUdxPfaNdfbrhe7038/P0W/83ydXSJ6h//l+8BBsJTGzX3vuE9sCXsDrffKf+2ZNIDN4Ygt+ALrd63j2hXPjfUSP3bCPPBP75PcV3PNhF8/HPfP5JFRI+LNu3BOx9cnJyZBdAAfyZ91XN72d6x2fGEmlUlbi3mq1DBD++te/roODAyvXffDggfr9vg0OpywulUopHA5rY2ND4+PjWl9ft8AvGAxaQIvAYnwJXgH7m82myuWyHa6ZmRk99dRTajabajabunr1qsLhsJaWlmwAbCgUMqNOsqPX6w3NAyFIgNkLiH18fGzs2e/7vu9ToVDQwcGB5ubmNDZ23svw8uXLQ6B0vV43RfvgwQNtbW3ZULxAIKALFy6oXC6r1WqZM8GAcZIoODSU8Nbrde3u7iqfzyudTlv1B6B+uVxWrVazYcf5fF7VatVYzV/60peUyWRsMCis2NXVVUWjUV25ckWvvvqqbt++bQMAq9WqWq2WVVisrKxY+X2/fz7wslgsWmLIt/hpNBrWyoxKE4wQAAUl6YFAQNls1gIxPptZMwBVZD+lc2YewB33R9kxIBfJDPqs4phjqGDlHx8fW1m1dxyPjo60s7Nj6xGJRHTlyhVbZz4zlUpZ32EYg71eTysrKzo6OlKz2TTGTCKRsLJhkjWA3TBHMewE5zwHrTJisZgZTu9EA7jSWxzHkwBmcXFxiEE1NjamRqNh7SbIuqP0vNPBmiHzXJSuf6evg4MDvetd79I//af/VD/xEz/x0Nd85CMf0e/8zu/Y//19SdI//If/UKVSSX/2Z3+ms7Mz/ZN/8k/00z/909+RtgoEJfwb4whrAAaSDxYzmYwlqZhjEwyeV1ItLCxYb1sAxmg0qrGx89Z75XJZ9+7d07Vr1yyRKskqy2KxmJXASzI2crPZNDnxTgYJEkl2tgDnCUZ9MDbqyHkHjCo55vfwXMgQpf2Apny2XzuCF8964T5H2Vm+WimdTluAjGwTXOJI+aSLJHNMCXJhewNmEZjx71AopPn5eUlSq9UyvYszj1OBrVtdXZU0SAIAUEmysyoNmBedznkZN+W26K9R4J09m5mZMVDYP18ikdCTTz6pZ599VpcvX1YulzOHFOeYIaGRSES1Ws32GycfW0Lrnna7bclUSUPryP9p4cj+M29qcXFRU1NTunjxoiWVqZpBl0xNTVkCaXV1Vc8884zK5bLW19etvSXtkVZWVrS4uGhOYTgc1hNPPGGVhqwpYOXW1pZKpZIxxkjYAywRqJNAYb7O7u6uVeJhVxYXF3VycqJYLKYnnnhC+/v7yuVyb9shfCdeKysrdmZw1rk4uwQ+0vk5hY1O0gOGOv4A1Q+03mI9cd79d9BKi7NPIAKpwIO9tDDlvjifAIuw0ADm0Luc/VFWG7oEXQkANzMzo8cff1yTk5PWjpNqAM90Pjs7b7dFkA5Iyf1Vq1UDKi9cuGAAzP7+vm7cuGGJgZmZGa2urhpYCHu22WxaNfHm5qa1apqdndXS0pLGx8dtwLyv4MIehULnFbuLi4tKJpO6c+eOGo2Gbt68qVQqZRXcXF//+td18eLFoYRJLBbTN77xDd2+fVtbW1tDfv/a2pqBa6x7LBazc7e8vKwLFy5obGzM7Nbu7q7q9brtozRoiZZOp5XNZpXL5TQ2Nmb7DRuZFkdjY2PWrlGS1tbW9PTTT5sPzmf0+31jCI/O4ZJktrzb7ZqPx1waby/Qo7CnvUwBQPu5C/4PyTtfDUJFKYAPAbk/a/ieJOVICkkyPxK9iN/owRpvjz3pAEISP/fsVEkWGHMW/UDo79WLuBSmMP4Q7NBAIGBxA/ZckvmFxBaw2qvVqrVC8/3gfZUIPhHkC/QZujMYDBpZC38TnYW8cBFveYIc8x18X3tkBvAeneFBTu/TsO8euETGvc/Az5lRwyzNk5MT1et1VatVax3tE+C0IASQ5PIsWDABvsffN3YIndDtds0Hx9/yrcP4LPQAe0Ms5b/TJ+zxc/G1uVffDoV4mPdxj9gk7sH7baPr7IE97tODV+h37wtRcUlL5rt375r/g1x5ZjY2jj3g/eiI0b+xZ1R++rmjfmYq2AWxZDgc1urqqtLptBYXF+015XLZkknY6NnZWWUyGduzcDhsXUVgNh8dHelLX/qS1tfX1Wq1rGq7VCqpVqtpc3PTvpsOCj55ReXg0tKSpPOOCpubm2q325ZIHk0aPoqXl0VpEMtJGgJP0Sn+PADucgbYD/5AUqbLi9cjHhQe/bxu97xF5OLioiVU/HmgXRuJ/E7nfFYyviVJMzAP9M4oQc0nLiCbEFN6UN6D4r6a0+tkH/f6WNd/n6+IkGRyKw1mM/pYGgyCNfbkjNGY2xP18MHBCzjvvjLDA/X8wV7wWb4yle/1CQ5egy3CX/b61eMI7K0H6n3LaJ+EGl17PmP0WcGn8e2QCf9+Pns0DkCuIadwIef4/ST30fOeiMd6glugT9C/3r8Kh8Pmu/tEyqhNIMmIv+F9O+6fBP/h4eE3VbFw/+BZXKOVmfwh4fZ2/b53dGKEQHZra8uAcQCwSqVijjjto2Auk5DY2trS8vKyAd8wAim7brVakgabzPfhvASD5z2RccABQiiVJ4kxNjamWq1mwRWHhL9htcCuIkhBSGdmZswoUopJZUUoFNKzzz6rarVqz0orpZ2dHQPMULS9Xs+C0lAopM3NTQteYXnt7OwonU7r1q1bVnVBFUCr1VImk5EkSzAUi0X1ej3VajVFIhFlMhl1OuetsSYmJjQ/P6+xsTHdvn1byWRSS0tLKpVKNvRyamrKqhk4LBsbG7p69apee+01awc1NTWlRqOhw8NDPf300+r3+5qdndWTTz5p30d7rUgkomq1qvX1dRUKBRveDeOWLDrzCwgKSIAw7wRFQhlvIBCwVhc4mgyjJthGIQE+kmBKp9NKpVI6OzszhzCRSKjX62lzc9OU+9bWllVH0Ic6GAxaGzBkBSWay+WUy+X04MEDy+rv7e3p8uXLBt4xzF0671HOkF/6y/LstJ0gmUSShKQYCg4ACcYDgDnle41Gw0q8AaKoFoL5HQwGjV1GL1wCE9jfJIl8th5Hl+/HGQBIRFa9YfhOXR/96Ef10Y9+9K98Dczth13Xr1/XZz7zGX31q1/Viy++KEn6rd/6Lf3oj/6ofuM3fkNzc3N/rfvzjh0JNZhjBHRcvI5EFcAQwxcff/xxXb582VrLEYSgS2dnZ3Xx4kU99thjmp+f15e//GWTJSpW2EMCo1AoZD310YkkXnDSOHejiQ7P7PGAigdjMPAnJyfGut3a2jJwxAdlPnDkdxhj7wzyXcicd7QlDTmNsK8JsgkkJZmT4xNUODE8I99/enpq55QBxzg76GkYFJ4dSxKOdjTsWafTUbFYNPYhP0dOKFHGCWKNAAd8oEwyyjs+npnLDKRAIGDkBCo7qC47Pj7W5uam6ae7d+9qc3PTksq9Xs+AXAJr2u8xwBogktaIgDt+X7g3P1APsDWZTBp79ejoyBjaVGBg96LRqO7du6f79+9bghqfIJvN6v3vf79V78F4HxsbM8bgtWvX9LWvfU137txRt9u1Ch3vRM7MzFgA7RNUyA3riW4HCJNk7EgCj8cee8wAJmZCfC9fsG2xTbTWYI9YZwApaQCUSbJAs1qtanNz02wZrHxAGAICbB7n8fj42Fpe4VeQnERv4kf4QIx7QldQrSQN+lx7Fj6EHB/k8Bp0EsBOIpEwoJxARxqwyg4PD83PIGgPBAKWKAgEAjYDrVQqGSCVSqX03ve+V8fHx7p69arK5bLN/sGfwtegLQiANsmR7e1tra2t2Rrga0B+AIwksUvynV7wrVZL9+7dUzQaVb/ft8qPw8NDffWrX1Wv17M5e9L5YNu7d+/q9u3bNguO9on4VuguGNyxWEzPP/+8zs7OrN1UuVw25ruXvaWlJatG8yAyLc/6/b4RZQjeO52O4vG4gaBbW1u6cOGCHnvsMatIg9nsKxuxhwTjAMSQTqhS94CCNGDDQuYiaeyThMQcEH0ART3bFPnCDgG4EMP488UawOze39+39cF/BnBgrwmKsS2cKYJj9gl7wvs5N1SCMpsOgsz/CZLM35QLHQexizU5OzsfpE0l8f7+vu7fv29kDfYCW0HcC+mO19ECjr1BX0kDgga2mtgYvxMgC9IbPyMJgN9FMmN8fFyRSMRIXRC0kAFkFFtHcgDwDx9LGq5i9XrUM6c90AMIurCwYG36SqWSrl27ZvMu5+bmDGzHb8CujPqR2B10mjRIwPB9kUhE8XjccATi6P39fZtD4BOBgOQkOH2FC4CeNEwIQEZ8YoTX+OpGBoyz1twjYKBPznigjvvmwiZRIYce4cwDQJ6cnKhardq6XLx4UdlsVuVy2RIjgMz478ga74HMcnR0ZIQ5np01R9Y5C5AA+UOFsu/2wFl6/vnnLc5hTs2XvvQlS6an02mNj5/P6wHc43WQe5jvdXp6qr/4i78wHOrSpUu6dOmSNjc3Va1Wdf36dZMPEh34H7RsjcViWl1dVSAQUKPR0L1799RoNOzZwCAe5Ws0jsGX8oCyNEgeghVAVJIGiVrIMfl8Xjs7O0O+Ei0i+/2+YUr4cNhebJwkm/UFIYK4ut8/b+vZ7XatPSaYSz6fN9IKF/4cOge7iA0gYYid5axS7cxn+XgX+4pf63UH9h0iBXoEPUA8X61WdXx8rGg0askDvt/rL+5HGiRyiGV8IlcatOmi+wV/fHKk3+/bvOXRJJg0PC/D+zhcJEDwn/3ejSa8kQtaeSFbBwcHpgdJKkiyZJr/XC7WgGfymAP7he2l2hud65Ne+DY8rydSk2zwBAAfY/jzQtLd2wdwUe4fWUcv4Wf5BA1JCX7mO2HQ9s8nRXzFjD+T3j/gubCxnDV/r6MYil+Tb/d6R2vQbrerv/23/7Z+53d+x1hvgBepVErPP/+8zR4BYOl0Opqfn1e3e94Cqlar2WyMzc1NXbhwQRMTE1pbW7My1dPTU2O3NZtN1Wo1A7Vhcknnm0Af/YmJCSvLn56etgHw/f754GsMKy2YSLLQj5oWRRhK2i3RY9M7Knfv3tW1a9f0gQ98QBcvXrRqCgJWgiKA9k7nvIXT+vq6yuWyEomEut2u/st/+S92QFZWVox1hiO7uLhoDCwYYNxzq9UyIK/dbhs4HAgErKokGo2q2WyaUOdyOS0uLioQCGh5edkqbnZ2dnTlyhULDt/1rndpZmbGGHvz8/MqFovG8iyXyzo7O9Nbb72l1157zZJbExMTBu4BZnF4AaJg6eJkTU5OKp/PG8OPih4SMK1WSzdu3BiaB4MyQ8HghKHkp6endenSJaXTadXrdc3NzenJJ5/U9va2VbAAJGxvb2t/f98qMCQNMc0nJyeVTCaVzWatBc1rr72mbrdr7acwJgCi3ukniYN80bNvenraZjf0+32rJkmlUqrX69rZ2ZEkG2yPgxkIBKykO5FI6P79+zajgUAZpU9lCUBSo9FQt3s+wBgDK8lkBDAYkPL09NQyztKgDRNBtTeI7M3/jetzn/uctQH5W3/rb+nXf/3XrW3QK6+8okQiYUkRSfrQhz6kYDCoV199VT/+4z/+1/puD+ID/OP0ecbXaGWFD2RhUtEug2QwwDRGqNfr2TmiXP7GjRsql8s6ODgwnUC/VBJb4XBY6XRa4XDYWIk4ZDip3pnh8gwff/nKEQJmnpH2bgCXOJMETX7NkB/PyvBMhdHXc/mEC0kN79z59/nkiGf8+SQN/z45ObGZSz6RwvoTlKKDKeVn37yDMZrY4X6kwZwTElEkywjOPUsU+eFnHghDhjwThuCYCgn2Yn9/X6VSySprqGD0/W5xwAgquV+SuDs7OzYDyzuA/MFJxbnjLHh5oj0cdpeqF5xQ6ZwFVavVzAYTeMdiMV24cEGpVMo+h6TIzs6OtedZW1vTgwcPhtr7QQSAxfiwEm3+3t3dtedMJBIGABHokBTZ29uzNgz/+T//Z33961//P5Ic/pt2jY+PW1IQR90niP3Z9AEfIC8gMAmRTqdjgMPFixcViURs+CUOPqQb9ovECY54LBYz8Kff79v7g8Gg+ZSe6c59h0Ihk2cASPSzl3/OPs/m9RMJUewyQ2y5n1arZRWZ+Kp7e3taX1+3e6QiaWZmRoeHh7p//77q9bquX7+u27dv67HHHtPq6qqee+451Wo13bt3zwYDc39UlobDYeVyOUteAPTQlhMQgPZe+GKdTsfaUe3s7OjevXtaWFhQIpFQOBy26o9CoaBEIqFOp6NyuayrV6/qxRdfNHITzF3ITxA3ANkBwTKZjKampnT//n2bOXVwcGDvl86Bd6qll5aWdOHCBdN32B0IIcibrxaUBgMukYVAIKBms6k7d+6YfSA2IDEyGqBLMj88HA5b2xiIVsQ06P2Tk5OhmS0HBwdmi6enp40NT1DpK4X7/b6RnA4ODiQNWgpBdMA2ID9858HBgfm4ntmMbfBALr4I8szvqGKSZIApQK4Haknyk7xER5J8/1690HVnZ2cWfx0eHlq7N5K3JycnVi2EzybJAH7WmIpJ7AwECmyyb1sYCp23NL506ZLpzLt372p+ft4IL5JMbogBILmh/5AFkgXZbHZoRgaJCOxct9s1m+3ljXOOXEDsYkYYfifyJ8n0HDFEMpnUwsKCna179+7p6OhIpVJJm5ubpnuJiz2o5hMt0nAFC/YB2WXegB/wPjk5aa20yuXyUPs9aeCPkgTwSXF+7xMzweCgwh8gFlAKwGtsbEzFYtFmbWCz0BfoNeJm/ETPUAZbYQ14Xp+wY44r+o+4BNnEjyFG9MkOYnefRI3FYhazh8PhIXIPthzQk/shdi4Wi0YQoKqNSuJoNKrZ2VmlUiktLy8bdkDnjqefflrj4+N66623DHxcXFy0xNLe3p61kGy323YPwWDQyLY3btzQ1taWXnvtNatE2drasnV8+eWXrVocMtHa2po9a7vd1tTUlJaXl5XJZEwH/P/XIE6E9ODxGZ+sJSbA5ng/DvIdtgQZRJdih3wiDlmWBu2V6NASDp93paG6FnwGPRSJRHT//v2hNqRUvdJJAFtM7IjO5xlIaFCRgc/n41N+ho/GmpBIkYbbz/Ld/jmxBf5cQT5Al3niDokB1sgnEKj6v3TpklUft9ttey50pscw8OXRs3wPSVj2sNPpGIbKmoMT8NrRBP0ofkIsz3dhV8Am/PpAVuPZI5GIXnjhBd24ccN8QGTHA/ajhE8SvdI5aYiYFDsIIVIatAwjJoYog43zJJqHEUz8PqFrkTkIh/hWJJg9rgDJEB0myTBFOiDxeX4/JVlLLxIivhqatQTvY40hX3EWfQLUJ828nLyd6x2dGDk9PdXLL7+ser2u1157zdqF3L9/3/qX5vN5BYNBlUol3bp1S2+99ZaKxaJOT08t81utVjUzM2PJEgalI1wwAMgM4jiGQiHrdR6NRrW1tWXs/E6nY/1YAbMJlthQFJ8HqnxghQCSnaaaAZYHRvfg4MCGYzebTX32s5+1smraSRFMTkxM2CDYo6MjZbNZXb58We9+97t1enqqXC6na9euaXd3Vy+99JIODw9VKpUsaIH1n8vlVKlUVCqVlMvllMlkbOZHs9nUxsaGDg4OlM1mNT8/r62tLWtftb29bYPkb9y4oWQyqUgkoi9+8YuqVCra2dlRtVpVIBCwtg25XE7d7nl7qO///u+3KpVQKKRGo6GNjQ1duXLFWCClUkmSlM/nbR4HVQUcUJQUFQY4vLSBALgFYMXo9ft9Y+KSIOv3+/YaFDOgHIMtCcIpPev3+zZweGJiQq1WSzs7O0okEtaOw/eNJtmD0Q2FQjYYGHazb6vQbre1sbEhSdYSDmUFCEibJT+MliQEwSXgKIkmnAOMYCh0XoY9MzOjUqmkVqtlSpbS7MPDQ+3t7Vk7OJzWUChkc0hQbJwpFDqGwCt3nhNji8MgyQD8aDRqia3v1vWRj3xEP/ETP6Hl5WWtra3pl3/5l/XRj35Ur7zyigU7uVxu6D3hcFipVErlcvlbfi5BH9fu7u5DX+cZMB4Mx4hheEZZCt74+3JVWGsYSAIkzpF0DlzMz88rGAwqHo/rwYMHqlQqQ8x4gi3OwNTUlFVLkWTl+3E2PJAPMI/R47tHkxK8nkCpXq/r5OTEAgpkxLPyR4Foknke6OHyCSb/Hu4Fp8M7oaPgD04SzhQJAJ7BO+kk/Onl7UFdDxyR4CUIhsFEgM55YZ09owIAhPvtdrvWKxkwwjOU/B9JQ84U987Per2etara3d01xg42NRKJaHJy0pxiz4TxrGXOumcwNptNbW9vK5VKKZfL2f2zF9zfqPPMfflEEGtPYpt9pJKEtpWsLYE+iQqcb+Zfra+v680339S1a9dUqVR0cnJiw2gBRVhTn9gd9QUIwDx4zPwawHfvIySTSZ2cnOg//sf/qKtXrz4SiRESXJRhw8z3cuqDOJ9A92s8PT2t97///Zqbm9Pt27d19+5d3bx50+wpNpuz5M+ANKhCAazz7HoqFWDQeXaTlz3alHqmoT+XvvoOGWo0Gjo4OFAkEtHCwoIlCfE1sdcQFsLhsPL5vIFA/X5ft2/fNjms1+t21kjgEXidnJxoc3NT169f14ULF7SysqJisajLly+bn7e5uWk90n1V4tjYmH1fOp3W2dn5PL7NzU3t7u4acD4/P698Pm9gPi1HmDvXbreVzWZtz3u9nm7cuGHVgZVKZag3OAQM+spT0YMNw686PT01otTp6alu3bplQev4+LhWVlYsCZpKpZROp3VycqJKpWL7A/GECg4Cb9aW88p3A1weHh7q5s2bSiaT1qt7b2/P7oUEF3bBB4pHR0dWrYus+OSCr/YgRqBihaSwT9r4JDifR8KdBB77CRCAj4h8emCi0WhYS12S+AS07B/nCduBbuRs8LkA7QD8sLEh/eA/el0ejUZN738vXt7vIF6gvRAxhAfR8YMARvAl+v0BE5k9GGWL8n0ekMNHZ88Z+OrBRyr6kDXPdubz0MvoQearQfDqdDp2rmiDiP8kyZ6bJEy3ez4DCFAJ+cU38Mxl7C/2khg/EolYtYgkmxfGz0mQeB9RGrbfHrDhs7FZAOvet4jH48bABiTzbGFvv6ThimXvy3qSjZcVDz4BgnqfxJ9HdIev9uC7fRKG9cTf5Xf4cfj9xJTIE/oDwBSms48/RwF/kjWsG8mwUcbzzMyMtVolQYUexT+GzHlycqJsNqtEIqFkMmmJETpzAKRCLiU5jv+WSqWsaoP1yefzQ+RakvKsFW0WvZ49PT010itJbs5wo9GwJAu2mCHuvlXPo34hBx4glYbbvMFS9+fD+4nII4k49Cek60qlYvgRmAn6NpFIWLJwbGzMEnxevzD3FbsEgRl9gn5rt9tDc3g9uOwTFegnDwwjC56g6itheC50Kmeez+H9rCc6yCdNSPbR9s6faz4LnMonMnxlP2cBvywcHszn4fc+OcXPOCOsB/fpL3QYRB3pfA4d+t3P5RmtePV+FHtDzOhtm79YexL8hUJBGxsbtt7oNI8lsjfsHfvgsT/WURoMowcHJq5gryG/8x5iYmIXn7j2eBD3P0pu9JgHryUpSLt/fsb6+wQj54AzIckSLNyTP7uj9omqVJ6XMwyJF6zc4x0+3ns71zs6MSJJ73nPe/T666/r85//vObn57W4uKjZ2Vl97Wtf082bN/Xmm28qkUhYmVc8HrdhkIDH3W5X09PTWl5eVqvV0tHRkZXycogACXu9nmKxmCU1Go2GgSbxeNxYEYAUU1NT1uOZoKnT6SiXyykej+vw8NCAjnQ6rWQyaYoG8H19fd0cRYB4gjOCwXQ6rbm5Of3AD/yAvvSlL6nX6ymdTqtWq1npKIJFoJZOpzU7O6uXXnpJly9f1he/+EU1Gg3FYjGVy2Xdv3/f2B7hcNjKXjudjgXWsCTIGFJl0mg0lEqlhgR8fHxcc3NzWlpaUjwe1+c+9znt7OzowYMH+uxnP2utdUKhkA3oxbElIZXL5TQ7O6uZmRlls1nV63VdvXrVhjuPjY1pY2NDqVRKzzzzjJaXlw0029vbs/LsarVqMtDpdGyPUDrxeFzz8/OKRqN68OCB3nzzTVNwExMT1lMU9pI0YPB54F86P+zlctmAS9o4oPhjsZgBgpcuXbJAFNYDLSkYgg2jFcM6Pz+vqakpmy8AyIgTiAGE5UeLB1roXLt2zRQmAB9OPwMcC4WCMpmMBZ20iqFf9+7urrXhyGazmp6eVrVaVa1WM6NGOy0cbAYxTk9PKx6PG9g/MzOjXC5nQClAAk4mzi+Zf4wIstPv9w0g/m5fH//4x+3fzzzzjJ599lmtrKzoc5/7nD74wQ++7c/91Kc+pU9+8pP/29f1+31LkOFIBINBm/lD4INBBmj2Rh6Ag6QowC+sPd+KA0OPLslkMnrXu95ls0Ta7bY59rTWgIFPm4CxsTFrs9Dr9YyZ7xms3rnlfj0LxjsyAILtdtuSjtI3txNA5kf/jDIOcBJGkyJ+3XwygGB4NOHC62Do+O/xLUN80ocEAM4yABsOGq8FcCCZAADLvwGgqLwAMCUQ43sBIkhmkFDzAC73zB8cT9bJM/bRE7ACSZKh+3BYfYLGt3BBd5EsIUCgUnNra8sq20jc4lzBqEKG/DMGg0FjyXqnkL1lHTwoMzY2plQqpWw2a0xPnHgYisVi0YYrfuYzn9Ha2ppVAFLRgO30wYhPKPmABN+k2x0MC6fsHps+ynx67LHHbODxo3AhfwAKvoWKT65yPqSBLuBshsNh1Wo1feYzn9Hk5KSWl5c1OzurW7duDQWtnB2fmOSM+CCb88m5hmDAdyLTEF0kGYubwBqGGUllDwSGw2EDz+r1umZnZzU7O2tJEWTj+PjYEnvd7nkbCF+tVyqV7PNogdpoNCTJzjEDmXmeyclJHR8f69q1a7p37575ZFSxxmIx89tIBIwGXOwZvhztRHZ3d3X9+nXzZ/GBqcrG/9na2rLvAExMJpMG7NLar9ls6saNG6bTtra21O/3rU0YehpSCmfGV6rOzMzo0qVLSiaT1ipvenraqtaQD4aletAB+QIYwwfz+tJXSkjSyy+/rHQ6bQmvBw8eaH19Xbu7uwae8hmJRMLWxwPGtN6jshn5R8+gm6empuy8sD8E4PgB+AgnJydGGINgQ5LF201pkHQ8OzufYbOzs6OdnR0Vi8WhxLdvaekZ9x5wgJSDHveMYEAYZIqEAJUT3nf4Xr+IZTlbnHNanlHdgcyjG5lDgm6C1Me6eX1KbAvABoFpd3fXKoTRUbQz3t3d1a1bt4aAL0AT/tAeknuATRwIBIwx62ce9vt9S34CvOCz0A6Y55iZmVGxWFQmk1E6nTYd7isMkP/d3V1tbW0pmUxqd3dXExMT+oEf+AE7n6+//rra7bai0ajNS8tkMmZ/8YdpOyYN+tnjk5Bk5xnR5bTtvHjxop1r1tUTgzg7nDnv+0myRDRAoW9LDJCPfgJXyOVyQ8AmCRnuj9iKON7rrUgkIklGAOBMUg1L0mVyctIqBlkfbA+t2NDNYAi0DGMdqXzxVb4QbU5OTlQulzU+Pq5EIqHFxUXNz8+bXNZqNUs8s7bMrOr3+3rxxRc1OztrLbP5QycSkiWSbIYs/ualS5cUCoX04MEDtdtt7e3t6bnnnrPq7Zs3b+rGjRvm6z/55JNGugEkLRQK2t3dtTlWpVLJWnOBRUGI5f9gQQDqvkLmUb58Yl8axI0+gezJXtJwiy1wEEgcxCe0taMCmDMJWYZYiXMKeUOSxT6Hh4fKZrOG1cTjcb388st69tln9ZWvfMW6ijx48EC3b982EgCxCN0ZsIXEEOhk4iliaF9t7AHuURICf9BX6FDp/GxPT0+bbmGdAK4hA/mYFrsN6QR77X0D/tAKi4QKLaJ5vW+FjG/9MJ9FGrQI9/E7CRnWCV0nyWJl4kJJ5lP4pL0nPRNXogu5HwD8fr+vRqOhP/uzPzPg3lfXAuiPrplPfmO78X1JTEEYRq58i8p+/7xtq9fZPk4k2eLb9iK/vBYf2Mc4xPmsKYmYk5OTIYIjBQmsJTLFd4E7Urk8Sgzz5DOwK5+s5HwdHR3Zd+I7+IogZORt64+3/c6/IdfExISWl5f13HPPWWDIoYR5QUnj2NiYLly4oBs3btgwNSo6yFrSloEAdWtryxQCilWSDUZiSBxVDYFAQDs7O2aoATX6/f5QexoEiwHcfCesrkDgvJIhmUxaKWUsFrNh1ACLTz75pF5//XXdunVL8/PzVp6MAlheXtb09LRu376tbrer+fl5O/T9ft96VlJSmk6nzWjXajXNzs6q1+uZ4kNJ93o9A+poWUAVzeHhoU5OTpTP562vNEDSwcGB7t27p+3tbf3xH/+xjo+PrW80zlE4HDYnkYFsExMTSiQSisfj2tvb0/b2trrdriVWOKwnJyd6//vfrw9+8IO2N/fv39eDBw+sLBuDiWPF3AvAM9iFTz75pF544QX9+Z//ue7fv6+5uTmrcGDGBwcRgOPo6MgAsFgspvHxceXzeVMwngUIkxEjQEKGFjYwpjKZjGKxmBlfH5j6UlvkiZI3gEEcZliStCA4OTmxzDxJm7OzM+3s7KhSqSgQCGhhYUGRSETlctmU5tbWlorFoqrVqjmAe3t7un37tvb29obkj+QTxge5I6kDOMD+YzgAKzl7XslRLomTSTIO4NVXc/3fvi5evKhMJqM7d+7ogx/8oAqFgiUYuQCjvtVcEkn6pV/6Jf38z/+8/X93d1cLCwtDrwkGzys27t27Z8EswQtAyOhaejYBBp7WA/Q6npubUzKZtAB2d3fXGLvssW9NNzZ23uN+ZWVF0rnhRscB0uHcS4NEAkAegQXVST7pIA1ap/He0YQDoDllzB58xEHz7AI+h3UYTcTwb4yvXzvWzbcS4X3e6Ps15zO9o0iw7AF8Po+KKvQ1Z3sUVIelgi70gQEJEH6GLsEhZF0I1prNpp1PacBOBNDgPaOgEzbSM0HRWQTN6Fhk34M0JBV8Sy3PhEOHca8kdqPRqN797ncbO5j9xinz4BvAik/G4cyRLGKfvGP63HPP6d3vfrdWV1dVLBaVz+e1t7enmzdvmmzv7e0pGo1qbm7O9iOXy6lYLA6VJuMUetbOqPzxWipDYAyiTwEW2e+JiQndu3dPxWLxkQEDJZkNJqDy7HgPwJFQBBACkELGaH9ZLpdVr9c1PT2tYrGoS5cuqdVqqV6v2z5je7BVOPKdzmAmFkxC3x5VGpSV43dyLjlr6DE/K4JzwrmmrWiv17NB3byP6koYqWdnZ0okEgbgwezCD6TKBj/Et0YigPNMSAIekjd37961yq1MJmPyn0qltL29re3tbdsH9CfrIkmZTMZAQohGtF8l4Q6g6oNJzt7JyYkBWmtra4rH49rY2NDu7q52dnZ069Yt7e3tWTAbiUSshSPVHQSz7BsJHs7v8vKyHjx4oImJCev77Vvd+iCe5ByMRIJSD8Iii5A+INRUq1WzV/l8Xj/8wz+s09NTvf766/riF7+ou3fv6vDwUNFo1AJlZIjkLGCaJPOXmbtDcAmwCPApDQbIS7IKEM7V5OSkJZ+ZJwPjmnYYvnUCtoUkRavVUrVaVaPRMJC03+/bzDJpuC2EBwp8Ms1XZbF2nBvWH8Y5oGYgENCFCxd0//7974I2+u5fJJ/QX8gwzHhAe2kArkgyXekBD185ygUA5v0iyCbEzfiG2NaDgwNVKhX7N2fCt//zVbzIDnJNMoRE7yihxVdPA9ZDfPNdAZiXl8vlrHXHKPPUk0xIjlQqFd2+fdviF9qYosf4GbpitJKCNfXrja3HN8dO8d0+aRGLxVQoFIYIM+gYdKWvzuLzva/qiVHolFE95DsR8Dru3bc/eZifwtljT33FGrKEHkDH0fmC/fNzbrDjiUTCkpr4buA6rO8omAtJk30mUR6LxUxX0R4S3ICOHrDGibtTqZTFJBsbGwYKEz/xnvHxcasw3N7etlaD/EFmIHFCciBBydmqVqsWH2GTtra2DOCEyBqJREwPYnPYOw8aPuqXB5axI9h+Dzj7JAHnlJiA88O6gqPQApAZrdhfZB4SbDgcNua+B9LxvzY3N5VMJo08ffnyZS0sLOjBgwem/+LxuOlyvuPs7MzaK3GuSC5wz/iTkobuk7NDFwBvN1k39I00YN1zLqmagqBF/E8lO7aD93NeWDtiTxIdXi9CdJBkMRj342NofD8IGwDp6ABiQ0lDz0KSVxpUB0IW9IRGr9P4bJ9M81UrvMdXkSB7JBn4uU8ocT8+WT3qz0BA8lgAOoe9QLd6nezl35MMvX0Phc7nW7Me2CPwFu7fV6OQ8PH2Dd2Ej4HcMntnNHmOXSb+9XjKKCEHOYAESKU7FefEQeg/ntWvN2fg7Vzv+MTI7du3tbOzo3w+r06no/X1dTWbTcViMS0vLxtbIRgMqlwua2NjQ5VKRdL5wlcqFaVSKUtQTE9P6+DgQPfv31cul7PDQSCE83lwcGBBGkmYiYkJY5NEo1HrRwqwT0nQ6empdnd3NT09bQwWqg0Itnh9MBi0QdfHx8cqlUqam5uztkU4NJRU/v7v/75u376t1dVVtdtta2VESSZshGAwaNUrlLq/613vUjab1c7Ojnq9nrEmqRqg7/Ps7KykQbUMzkwoFFKr1dLk5KQuX75sCRTY4ltbW7p7967W1tZ0dHRkyZRwOKyFhQVztuPxuLWTYv8AXycnJ83p2Nzc1O3bt60P/+zsrB577DGb3/Gnf/qnQwMzE4mEBX44Pp6t12w2FQgELMi7cuWK1tfXtbW1peXlZYXD58PnASFQSrA+AoGAUqmUtWzIZDLK5/Pq9/uqVCp2qOlZjsJhzRjC6XtUo7woFca5g12aTqcNtIFNsLi4qImJCTWbTWPxnJycKJfL6d69exofH1cul7NqJZQsRmBubk6Hh4e6ffu2arWaCoWCsVePj49VLpftvtrttr761a+acQAAnZmZUSaTsYw+SSMcRYw8A2oxlChfP3AdB320hUMsFhsKxDEwyLwPnv5vXZubm8bolaT3vve9arVa+trXvqYXXnhBkvQXf/EX6vV6eumll77l58C8eNiFLIyNjWl+ft6GxWJ4kVMYD6MVEDh+0sBJYS8ePHigo6MjraysaHV1Vaurq9rZ2THgGoN///59RaNRxeNxC3JwOAiIaTk4Pz9vAH6327W5TSTkSCIDyI32bPflzR68BiinpJlA0IPMAJe+dRfn0AP23qiOMg88w+Nhlw9ORgFv/ninnGpC3y6O19DGDN17eHhovY4BL3GMcSzOzs7MOSHRATCI3mPfeb0PyjyL7Vs9H8lW7hNnCWfHO+Mkan01DPI1mpgDuGDdHrb29KDGwT85OdGXvvQltVotzc3NWULat6xAx8Ogp90H94f80/8cewtL7H3ve59+/Md/fKjNEcxUkolbW1t69dVXjYhRLpf13ve+V4899phVb964cUO1Wm2I6Sl9c4UBzh/3DOAE+E57QRKUkoz1z8C+R+XyjjB2RRqw/pFVzggBL/JDoIx+Iejc29uzKgESH5wj5o+Nj49b9TBBQiAQsPYJ3J9vtSAN5uSwTwR6p6enRtLwATeByPHxsYE6VB9Bvjk9PbVWMeVy2QD0mZkZGxKLL+DPaTAYNHAbNp2koZYJ0nDZP+eLNcEf3tnZsTaJhUJBly5d0uTkpFXoosNOTk5s1l+/3zegCJCCqulKpaKDgwNrh0rVNOsC8QkQSzqvdHn99deN9AHwBYDEIHAPoE5NTVmPfc5YKpWyNn3Mx+N7SFImEglNT0/bPALWnyAbmSIG8T4JvgwAB4xqZhjevHnTmMok7rrdrrVihRACyAPQR1Xbzs6OAoGAMpmM6REuqpIlWdUmAIB0rkvwu7lnAGyAQZ/Qhpnqqwfx2SBDYOeZMyLJgEIf1HJO0Y0E2N5moQt5HWQk/FIPGu3t7empp576nk2MkJzIZrOSZGuRzWYNBGK2gT/z2B/akOFf+8QIOtX/jT5DpiAC0nqz1zufJba+vq5SqWS+FhXCkoxsx/3U63UD/aiO5fNp4+YrSfFvPIBG61Z83LGxMSWTSaVSKRWLRdNlyD2gZqfTMV1MQnlzc1NvvvmmJGlpaWmo1RRV8sxn8gAda4TN8evtfWtpkFwA6EInU0VBTAyQ78/KzMyM6UFPxvFnktfie/Jd/JxngdDEmSSRxl4iB9Jwix2AQnxofFX8WZIa/Jw2Z1Q++OSMr2JJp9OGQXAPnvDqgTnWl3bYYC2xWEyZTMY6EXh5Pz09tTmIVGMEg+dzrCKRiBFLut2ubty4oYmJCT3zzDPW/gXcY3x8XPV6XXfu3FE+nzeZ3dvbG2JRT05OWnKfOIaKgampKfMJqa5qNpuWQA4EzqsCU6mUyQNrdXZ2ZjPtPMnwrwMIfi9cPskpDUhqXJwNdNqojJP8BBTmM7FtHi/Bv8SPkAYtj7CRxEHeHz07OzNbuL+/r09/+tNWFQ6uQ3u2Xq9nfhV4ozQgu3HPJFDAtPjbE9S4T98ai7MBUYFEJeuGr8eaErt53QY+B+7C2feJAz5jlPTA5xMPsz6np6dDHRA4p+ha9IL3+9kvX53svxMdjC4HI+NewPW8HOH/+mQA8sR70V28lpiQ9QcP2d/fHyJkcpb5PfeA/mEP+AxpMNCdi5/jf/nLYwPct08E8nvkwpPyPMHRJ+HZb/bLkyT9M/gEG8/CeRx9n+8Mwef7JJBPznkSGp1hkC/fotwTOb7d6x2fGPmt3/otY5vAquz1elpZWdFzzz2niYkJ1Wo1c5gwIAyMicfj6nQ6qtVqluEjAOBnAEYALMFg0ILhQCCgXC6nubk5bW1tqV6vW2VDIpEYAoH9oYSJt7GxYa29aHmF0O7v76ter1sLqUgkYq2Jstmsbt68qb29PVWrVWUyGT399NP6oz/6I1MYnU7HHIxEImHtZXCIer2e5ufnTYBJtty6dcuqCkqlkinRhYUFy/ThnABCSbKBngw6qlQqNuCewXUEvDA85ubmtLKyom63axUD2WzWgD8CbxwF+iLfu3dP9+7d08nJieLxuBqNhjKZjM7OzvRnf/Znun//vs7OzocvFovFoaE99PWcmJgwZh1JCP6wN9vb2zZDhP59lPfidFIyHI1GlclkhrLqvV5PpVJJ29vbikaj5nyTDaUiAlC22WyaUaL1BgF+KpUyRihs5WazaX1Ut7e37b2AFclkUtJ5hppEE4aNvSLL61t2TExMaGlpycCJ4+Nj3b5921pQvP766wYuEhzQugtghXPpGVI4DQD5nAvkjcwwivFhGXuCYZKMOAcE9zjTo0biO3Ht7+/rzp079v979+7pjTfeMBDlk5/8pD72sY+pUChobW1Nv/ALv6DV1VX9yI/8iCTpiSee0Ec+8hH91E/9lH77t39bZ2dn+sQnPqGPf/zjmpub+7bvBwD3j/7oj7SxsaEXXnhBExMT2t7etudn3aRB0OPbwfiSSpw7nxxhcLZnrdGa5fT01MrUSUDSMg2mNM783NycyUK9Xle32zUQGpCt3+8PzanBkUQv8p2AezhigN0+uPfG3pcFSwMWjDeg/Nuv7Sh7YtTY+sDTByXc2yiwzzryB8eJewPw4d9UWxAk8vywfX0w7JMJMGcAY9k376B4UACWG+2lfAKDz8S599UYAGD83zuhrJlnRbJOODbIJA6bD2gIRHBWSZiio09PT80enZyc6Pr169ra2lI0GjVWFQkEvxY8N2vMeuAo+iAqk8lodXVV73rXu+ysACKxV7u7u/r617+u69eva2NjQ4eHh7p06ZJ+6Id+yIZ3+uF0OHIPczZHW/B4n4H/+/YYHph4lJIho5cPQAkAsLUe3Ce4YX298x8KhWxvmfXRbDbVbrcNsItEIkqn02o2m+aXUOEKoEhFMHuKD8bZlc5lHt/Dt0rjbKE7eSZaQVGpms/nNTs7a4AQATVANpXJ0WjUzgv69vT0VNVq1fQ1jKtms2nBHIE1OphnwUcAtKFCodlsWlL67OzMAJ5cLqepqSnzV7yPwRlgvbvd8xlyKysr2tjY0ObmpgFpkInS6bQBVARJ7XZbjUbDWu9h/0km++oWEkOc/4mJCZsVhF8unRM+WGdmp+BTcU4lWeUJa8V5pX0Cfi46BxvhgeajoyNLqNAClSTVvXv3tLW1ZWtMVTV6ezTgpwIeIlS9XjeGMtUogBAeMMFucY/Iqic/eMYzBCMIXcgIrWX4/8nJibXPZJ+YM8KZY+24Dw+ceNvifRN/8Tzcl2+xg414FK58Pq/l5WUDW/CZAoGAVZf1ej0DogFEfPIdHwNgxINoAOjEpnQVQIeyR57MhTwBDEMKowUHF3E3rPtWq2XnCvAMGcf3Q99SEQB45IF2kpr4vf7ZkBuAG2To6OjI9Cy/q9VqVqkyNTVlleAMTMcOSwPGK37Owy7sgfcBqIKVzuWduZjsI4A59+wJOt5XxSfm/j0xiPvjPeg99tXbQ+8fe+COy7eW5Lx6AAtfnLlo3Mtoyyf2jThyfn5e1WrV9Ojp6anFuMgVSeWpqSnNzc1Z0piKIy9LJJAkGX4C5uKTRp/97Gd148YN3bt3z3Tg1atXlc1mtby8bPqdao5ut2vtgf/yL//SfAtkD7341ltvWQxE5SNVkaenp1pfXzfbEg6HlcvlLB4KBAIWm0NyIG4g1kZPesD/Ub78mSZmYT8f5iMjs1zIO34JehLbS+sebyt97EwcAVDt/SffwQM5hdCNPAaDQdVqNSNUBYNBmzdEPMZruYdRn9ZXJbMeo7EO8uJjQz6Xz8N/pvWd93N9lxGfWPBV2LwW3BXd42creR3jE0gkv/FH0eFed7MWgOf43f5MUH0oybrKgDdChOf5kR+PFXj9yv+9veF+feIHPUASjYuKNfaRdUB/EtcSh6DPuQc/axL9wr140qs0IAuzD/4s+CSzfxaf6PE4BTEsz8bnI1v4fcik309P8kL+kC9wVF7vSbo+oYYcch/YVWwJMbG3bX+dePgdnxgplUrG8PMMFNpOkVCA6cdhbzabqlarisfjdjhwIhcXF3V0dKTNzc2hzCpsNxwejDlG8OjoSLOzszo5OVGr1RpSXIeHh8rn89Z3P5vNKhwODx1YenXW63UFAudtRVKplG0wAnF2dqZWq6VarWbM/EKhYGAYVQS8d2try8BmqkaazaaeeeYZXbhwQe122ypeQqGQzZfgkB8dHSmdTmthYUF37txRpVKxxAqKyAc21WrVEiGw3+hLOzU1pYWFBXMo6QMK0ASrHOXF0DGY4/TwbLfbNofk6tWrVs1TLpd18+ZNSyQwmD4ajZqyi0ajJiu0ehgfHzdmHYB/u902x+Pu3bvK5XJ6/PHHNTU1pVqtNtTrlsRIJBIxZ5FWDu12W5JsTopnBB8fH1t5Jo4egUW9Xtf+/r4l2GBF4TT3+31jLXsAmhYavd750HjAkNu3b9v5IHETiURM+aGIGPgM6N1oNCxx12w2LbnFbJ1EIqHj42NVKhVLcEgaYn57FiBt45iLEgyel1FSbcV7KKPjvnhGSvF8QOyBKPoQj4LS34nrtdde0wc+8AH7P+2tfvInf1L/4T/8B125ckW/93u/Z+z1D3/4w/q1X/u1oWqPT3/60/rEJz6hD37wgwoGg/rYxz6m3/zN33xb94PRLJVKeuONN/S+971PgcCgzyglm5KG2CI4QF4e/ed5Y9zpdIzRt729bXoNY0S/W3Qs+pLPC4VCymQy+uEf/mHl83kLwmCpeOYX7AkqHZBR9v7g4GBocBnABwxtD6r7AM8Hvp5xwh9peOi6N6p+Lfy/H/Z7XuOTBt4hZR8A7Pi9Z1hw7+gR3+4ExqN3uHxCge/3JdZ+//3eEtjBmmMN/XrgjPqzNOoo8p382ydA/M/4N//3gLRfW//HfxbBCgE6rQap1kPn0o6N4ab4Bz7w4I9n5bNuvd55S49kMql8Pq+VlRWriPTJ1v39fbVaLV2/fl1ra2tqtVqKxWJ65pln9OKLL2plZcUqAJrNpiqVig3fZG1G18knt1hr/zsvr1QywJR8VC/OAYlyZEsaZgFy9llLL3PYEoZYS+dBTLVaNT13cHCg6elpzc/PW7UxskYATOIDkNb7Rpw5gkQAGV/hRlKZ9/CHlkS5XE4XLlzQ7Oys+TAkNZDlYDBoYCD6G6YaoBC+JL4ZZfr9/qANlE8Gj/ZD9pUFVADgpxGYHh8f6/79+wZW9/t90/2eTYw/BkPw4sWLtgc7OzuWUOHfJD2pHJ2YmLCZVj6RyP5SoYJPiZ6MRqPK5XI2myQQCFiQFYvFNDMzM5R4IVHgwUfW1zMzuQef8PWy6Nt1+GDbAwIQrCBpVatVA/jxMbG97GU6nbZEMYQXKp+i0aiy2axVknp23sP0s99jSWo2myYXsNi73a75c41GwwJkgGye/eDgwEBdEoqAvsiJB2886MH5RO96G8nZZ78BOBiMPTs7q6tXr9rafq9fJG2lAbGFvfX+HRdVCvgZHsDhtdgczi7xLGCU3zvITgBe/N7rI+JmzpKvTvHEqVHfDP2NXAG6QxDwz4bfMjExYcQIbz/9efRJSoAj1gIglGQJpC0qRpi15xMGnCf/t/9en2x4GGnGs54B0iWZfgdX4P69n8oa8W/vd44mPPgZlegeUBtday873l9BD3Lvo7IDkWrUf+S7vB1mnUOhkM3TxD75ZBZr5O22JxBks9mh+NPPkQsGB0PLaV3o14l5iujhQCBgMwqpkuv1ejZLiu8ZHx+3/4fDYUvOeLvOOjP3hyQYSQ90MniDZ/OzjhApRglFXt4e9aSINJB9n6z0bHoP0PN/Xk8CxAP+nU7HknbYL957dHRketGfK+QxnU6bjUZ3QC5LpVKG10BswX9tNBrWHp99JhkIgM19jcZ/nF/ew3Mj2+g5Kmh9Yse3qebMgXGRpCN5i35Ef/qECPfoSUqcW/SxNCAq4TtxJknq4CtKstbB6Gb8UnSrJ7UBtnM/rB1rxd5hv1g7r2tYA1/N6vUYyRBf9Y8O8Aken1Tjnul6w+/RZaOJTV/lg5xR/QkJiEQbBCfugc9h7cHOwP78e70eZu94nY+72ScSej5mxh7z7MTXkob2lucCR2ddkBPuyVelsJdUx/E8JJPA5b38cx9v53rHJ0ZefPFFbW9vq1QqqVgsmlFNpVLa2NjQzs6OVTAAJKTTaQO/6avGYodCIWOLkbmi9z8tj1CSksxpIuHBjAiUEQJPAgQwiqGO4+PjKhQK5vyTifWZPlgylKtRKvr0009rfX3dBP/mzZtWVQHwSKsiyqvD4bDW19c1NTWlJ554QtPT09ra2jLmAllaDo2vfiiXywbU0U8WZQLAVq/XValUjEFI8mhqakpLS0tKpVJKp9M2NIzyO5RgMHje4qtUKtn/YQKenp5qY2NDpVJJR0dHyuVykqS1tTUrPyZhsre3p3Q6rXq9rs3NTZs/w6GBIUXpIDNlcOj8ICiy/DBYaE1B73/kC0YHmVVmlwAqYAToe3x2dqZyuTw02NSvia94gRkKeIEhhUmDgqYfPp9FhRBGBSYdCrJarVq7A+Rzd3dXoVBI+XxeTzzxhCKRiFXq7O/v6+rVqxao4xB4ZjvDSAFiCFalc4YlSQ0ccvZlbGzM1g8wmP3BqEkDRjwgDIG0N4TeAH4nr5dffnkouBy9/vt//+//289IpVL6gz/4g+/kbVmiYnZ2Vu12W4lEwgAvnEIcBw98eyaJN1zeaez1Bu3wtre3zfjisAOm4xwB/JOo5ezs7e0NncGFhYWhcn1k2PeCBnTC8HmmfLd73nuy1WoNsSV4Lp948IwqX247GrCNGlP0wej1MKBhFMT2SQC/tqzVaNWIdO5AEAzCpqCyi7VjvT2bxCcQfEDqGRR+n9kfKkWwg/5ZfRLJB8is1ejPRsF8Hyg8LGjzwbi/Nz53lHkJq5x++t7BxlYDWHqbztrw2V6fsBceMJFkLfkymcxQn1MY0rVaTeVyWZVKRdVqVeFwWIuLiyoUCnr22Wc1NzenZrOpzc1Ntdttm9sCC2h0LR4md5wjaVhWPcDqq6M8aPEoXX5vWQMf2Egash9c/jwSRPq/CWwAywE/JicnbW4YQ4rRiSRXH3bmuNCZkFROT09tnoWv6ORMQtq4fPmystmsJQ0AfkiUoj8Jvnx1hmdmQZ4JhUJWmXF4eKhUKmUsVJiB0mBoKD220c/oBvxS6ZzMQXBEEgiQFB/Xg4N+pgAVyScn53PsaBNGpQzVGQBbkEj4bKq4pUGiAcIFfoh0HtBms1lduHDBCEqBQMACS4gfwWDQKl/YJ3QSOohg1bflwt/yjEnkDFCZtUCekFGGu3L/tOyan5+3dpO+khI5Q+5IYGD7IpGIgRm8hiC30+lYJRGzPtD5nA+qgFkPX5HJffpAlbNCLMXeQ+RqNBo2XwywhSQ3utozDT3Q4Rm/BP/8G3+Xi7VnHsz/CV/wb9o1OzurS5cuGamJdsX46Z6BztwZ4lPamUCUwgeBDHh6eqoHDx5I+uZZaxDDYrGY7QmJhFarZTIXi8WMdIdPeHp6an4hscnU1JQymYz18odY5oEodOT+/r61RsUfwF8glvLsV+QAPUgcQQVzMHjeyikajeqll15Sv39efc/rL168aG2N0K341d7//Fb+3mjyAh3gwUue1eviQCBguIVnE+Mr8bnE+JIM36D7gk/Mo6N8FRD3SpwKSQ17go317cOwk/hbyMxoXDcaZ/gWKug6nqFQKGhubk7FYtHkd29vz5ILxJrSwE+j+gK7cnJyYvJDa8pA4LxyCrIfeoMOH6enp5Z8Z64nSfM33njDqjrQwZ3OebvFfD4/RGTiPtG3e3t7Wl9f19rams1avXjxogKBARED/4L14fxBhKX9F2cVWcLvZS+8T/0oX97/kgbV7OyJT7Djr/lkSqfTMZ/M+5R0wfAyK8nsKUmvQCBguA36gyQGnx2Px60NYSAQMDyDVkkk5fDLmJmKr+lBY3AQ7oFY2a8B9+hjYp4DefIz+rh6vZ5yuZz5m3w3CT/iI9aZ80kikgpbn+RAb/JvH2fyBz3EfvpKC96HfuE10qATAv+nEhI/i8oDn7jn/aNxNTEF68p9IV/oONYSv47P8yQA/BOSUv4ZfBLd+3NcxPRgvehmPh877gkHyC5xgE8c4F+BdUKAhJQNCccnGjzGAimc+Zf47H59/P2PkhKJx0Zjfh+P+0Q990CS+vT01Fr1+4SOl0Mv+9/u9Y5OjExOTurDH/6w/uRP/kRHR0daWlqyHuAAGO1223orcyinpqa0s7OjZDJpjD+cM9oyEfw2Gg37v8+qIXCSDPQl6PHZsrOzMxtaSJm7JAt26/W6MV8pjadvGkEVjkcgcN5yiEDv3e9+tw4PD61t1OLiopWpP/3005ZQSKVSajabxio9PT1VPp9XKpWyA48Ti8NEizGEcGdnR91uV3Nzc9a+i4E6gEO000Hh0fIJ9trjjz+uXC5nSQmUBRUKBLo4HT74Pjsb9MGHFSwNHLl0Oq3JyUlj2nGIU6mUBesYR0nGmpycnFShUDCn2wNtBHqwAoLBc1Yk7SY6nY45roDHtF0jiMdZhA0KkOF7MsMS3d3dtfkc+/v7ikajyufzKhaLisViJr8zMzOmoGBrRqNRHR0dmRxzxWIxbW5uWgsDKgl6vd7QoDiqTpLJpC5cuKCnnnpKzz77rLWukGRJr3g8rps3b5q8Y0QjkcgQo90bOAYPUwWAgzc1NaX9/X3rBYxzyBnGOSSw8IExRt0rYvbvUWwtEwqFlMvlDGijWgQjg/HygII36PzMG2qcRg/us+/SYGAr++HbiqDLUqmUlpaWNDY2pq2tLZtR8oM/+IP2WcgHwSogSSAw6NdPMEZymuogf2+evecvD3TyOQRx/rl47V8VXIwmRfx6+WDY3xP/9uvN9/vEHvuFcw0AAIjokwG8fhR4HW0lNhqUegY6CW7vSI5eDwOaOXM+GYLO9Y6mZ9Hws1E76u/NO6PoAR/A+3ZYtAsaGxszcGS0XBfbw70ip77FhXfIqPrDVu7v76tUKikYPC9n39nZ0ebmppEuQqGQVldX9eSTTyqXyymdTmtmZka3bt3SlStXDHxiz3w1kJc1HHKfVMMZ9ucPOUbm8BVY67frCL7TL/aPSlfPpJQ0FOyMnne/vsgI8oYtJYAA8IMQ4cEg74ijEzkP9JvmLGDLsG8XLlxQoVBQIBCwweO+yhJ7CZAIKAiL1SeFOONeP3HFYjE9+eSTWllZ0cnJidLptI6OjrS+vm5BJqQVD3ARSPZ6PQOLPFuONqUkdHxZu2cT4n8A/sBaxFbBnmQPxsbGbEYAlVf4pKOfC2CEfeAMSQP9H4vFVCwWNTc3p2g0OgRsok8TiYQxjX0rL0lmO/DzAaAhtnC+vc4FwPK6GgCEz93b27MkTzgcVrFYVLFY1M7OjjKZjFVLenanbxuBDvG6hc/KZDJDsuL/eFa2Tx4SvzBjKZPJ6PDw0EhjXCShkQX23pMv8PtqtZoRyPb3962qhzXFZ/Tn0Ve0Pkye2WMPinLWjo6OrGvA66+//p1RNH+Dr1wup4sXL2pnZ8fiOW8rkRuSpl5f4Hch28wL4QwgCxDGOO/4d6lUymxQvV5XOBy2WTfdbtfupVQqDc2D8MkFwGzOEIQz317K+wX4l1Ru+VbXft4MtkHSN/knxBWQQgAV8S1OTk5UrVbtfNP7n7iQhCOfy+dgD7w9R4Y9wWGUNMIaSjLAKxgMGkM6kUjY93hg07dekmTMdM/gZm+JuwHEABt5Hffm/WHsp6/u9r4Lr/Nglk92eB3offvRzyFejEQiNocDX9VXuQOaIlvtdtt0EXGBr4Dme7EbxPYMafdsfYA54nv0F0Qz9KQfIMw60uYGoqckZbPZobWBYMlz+FjLy4VfR/wacAn2xK/JdzMx8qlPfUp/+Id/qBs3bmhqako/8AM/oH/zb/6NLl++bK95+eWX9fnPf37off/sn/0z/fZv/7b9f319XT/zMz+jz372s4pEIvrJn/xJfepTnxqqzP52r1FfHzsnDZjrngDAGfFyjE8BMS0ajZpO9X4b2B2YF/ZobOx8vhEkADAUX5GOTZY0VIXp2/7v7OxY5Tu+gk8Cc++Tk5OWWPGygy7hHjm/fkaFB/4hnPF7uoGAO5Lg4X69bvPkIPwH70/wXZKstZ4ndIHlQXLG3/FYKL/z6+0rRfg5foTfQ+9XUC2CDfDVRKwrvjrP5ElS6HhfIe0TNcgItgz9hd3yCRVf3UGyxsfIHhOA7PL+979fjUZD6+vrVtVOdRJrgA/LM3lM1dsgf1ZYD08gwCZxXthT5IAzgZ/hbZ9fT1+Ng+/H/eE7I+P8m3NKRTkYliTr1OTPOTLF9XZ14Ts6MdLpdDQ3N6f5+XkrmcXBLpfLJpz0nkdpkAzxwRIbg/CHw2Hl83n1ej2Vy2VzUNhMz/6A2UdlQCKRGBpwfnBwYGXuCAhM6lAoZG246GmIMfbgGIKJwBFIwrKTzgHzWq1mQ7UrlYopDIbLwa4uFArGTuN5l5aWdHZ2pnq9bk5DNptVqVSyIeShUEi3bt2yxBJJEa9opqenFY/HbXAljioD7OhPS/aZSgcyuygLFBDZcxzkfr9vDEWG2CMPAMATExPa2dmxfsMcGhxw1ham2fHx+VBxAn8CPBxRklPHx8fa3d1VKpWyDD3AYrvdtqCQgFkaLhFHObLm9AGfmZlRo9HQ3t6e5ufn1Wg0VCgULOHD/BSqKc7OzixhR+IgEomY8er3z+dA0GIgHA4rkUiYEsRxlmTgz/T0tAqFggqFgi5evKhYLGazHqguYc+SyaTe/e536+TkxGbHAEwQNPjSTdgPgC4AO4B6KEeG0nsj61tyoThhLXGmcSR8xvpRu9BlngXjWf8+kSQNjN7oenkD6bP8/M47regjEsUYqWw2q8XFRV2+fFmZTEatVks7Ozva2trSgwcP1Gw29cILLyiRSOhP//RPLYmLjPM9OEIe/IDFyDmjkgDZ8I4K9+gdYT6f4bIwXHEofBACEOUdOx+4+DXw64ez6QMVD4r5hFMwGDQg3u8DTqO/P/aPdfBAkr/n0USNBynptb+7uzvUf9knCPjbOx3e4SBo5+LcsRZ8H3rOP5NfP9aX9xLYAgYQcHomErrYB4XoRxjlyDrJduwKQS3ygrOFDue5+/2+tfnjOZjpBODITKlYLKZer6dKpWKOarlctu8nUPAMKNbCJ3tJ3vskEgCxdzQ905y1Yl38Hj0qF/oH8GpUb7HO3rH3+swnNJAnQF78NQJl6dznwNbgO+Cz+M+k5QKJSq+TmT1Bu5eLFy8aIYJAl+pggJlOp2NgPnPH2G8PxnEfADb8f39/XxMTE7p48aLe//736+joyBj1nAl0ETIlDSoZaCdGGwCe0zOgfUUJn+lnAMLCxSdhbQhcqcQAFOXzE4mEcrmctW3yQzMlGSEKViV7k8/nLTheWFiwWOHs7MyIKOhqEk60aEU3UFnhE718rydvsG4+Wczfo4lqn1jmb6q1i8Winn/+eV2+fFlbW1uqVCq6d++earWaERE8WIkexH5Jsvii3+/bjJNarWYAMvYV/eZZs16XECuFQiGLo/yMF/aLig8PRhKHsM8MXyc5Qjzgz58HdUaTOP68jwbbgNu9Xs+SN7yGQPx7/VpYWLAh88S3ni3q7T8t6ThjxF6cQdr4QkYjcZ/NZk1nRSIRZTIZFYtFzc7OamdnR81mU/fu3VMul1OxWNTFixfV6/X05S9/WZubm1pfX7eKjMXFRfMPdnZ2dHx8rFKppFgsZoOHZ2ZmTI+SJPGAE7ExviIgMrIlDc9H8+fG+2nIDmdzYmLCWtbRumRiYkJzc3OmayCB4WdxZvhMrlH/edQvRSdwT15X+ET92Nj5rNFAIGD2QJKdMd8WhcoRwFDOKD4P3QYA6FhTku+j5xEwCnvimdv4ibyG80mihtd60hN2CgxkFIyMxWKan5/XrVu3rCoIXATyJ3FktVo1YgzVF8SWrGun07FqRIDpaDSqYrGoZDKpqakpq5wGbEOfUvUB0AjpgXhEkj1LJpOxeB5fjmoqSIqnp6eWGPYAMUk2ZNt/djgcHmpVxHPxPD7B9N24Pv/5z+tnf/Zn9Z73vEedTke//Mu/rA9/+MO6du2aYTOS9FM/9VP61V/9Vfs/WA3r+nf+zt9RoVDQl770JZVKJf2jf/SPNDY2pn/9r//12743bJw0IM5620bswFpx7tkH1jIWiw0lwtrttsnu9PS0YY2+ksDjK0dHR6pUKhZrhkIh7e7uGpGWOTpgUH72GecGWYlEImo2m0NJRnTJqD6jetgnvXk+77eCs6BvfGu2o6Mjra6uKp/PK5/P61/8i3+hz3/+8/rkJz9prWPZQ/xMYq9er2c+CsSGUWDerzV6k9aB/j45u6M+vfcT0JPsk0+USAPMiDMmyfxoP6PS61zvV3OP3k/xZ9D7TtIgvsDu+phzNCkMmchXV+A/I5fSoOoFm05HHRJVU1NTSiQS5h/7xJnfD86Avxcf5yMPYDHgOuglj2n4+ch8Llgk5wH7OEoeIGZCRjij6DpiBmwKFe8HBwfKZDJG/mBGC5iGt6Hsxdu53vGJkTt37iifzyuXy6lSqQwBP77tENknkhXBYNCAD0rwGbo9MzNjDn8+nzdGM0wkLkBpMnk4lpSdIQTlclnZbFaSDLQ/OTlRrVYzp4HDQiKA5+M7CNgPDw+tfdLa2poymYxmZ2dtaDfZZd8Kq1qt2ndTUfHUU08plUoZ0E5AiaKpVCrmYBLsNBoNlUolO8T1en2oLyeOKFUYxWJRiUTCHCLW6ezszJy0Bw8eWGIKEB8HxJcOkqwhOMaIUM2BM4OyTyQSqtfrpjj29/eHGESsKU41TjfZcYb8sF8oDpR0q9WyvoEkI3g9BhclgaIlgMZY0BIN8G56elr7+/vK5/PGZAmFQmo2m2bsuUfK5JPJpMbHx9Vutw1YYaZKtVrV1NSUVekAMnongXWPRCJmpI+OjnTt2jXdunXLwFP6XgPWnJycaHZ21gJeSXa2eE4PCLEOkUjEKlsoFQd08UE7MsI54PP9ffssN8bLG+xHESTE+RobG9PFixdtfhJyOQo4IKuj4ARyMLqmBAuAsx5IByzLZrO6dOmSVlZWFIvFVKlUtL29bX3IaYF369YtpVIpra+vW8UYjMRUKmXP5BMKp6enFqz7wJAENcbW61Wez68RjrGvHBgNIHFAWRsSqd4J5fNGv4P18j/3IBj/9/fn2ek+AcV7uBevb9kD75ThMPlzx//39/ctyEOH+texzv4cejCeM/2w88dFotKz9bBfOMQ4WOhN7/BCLqDSg7UHqJRkjD/2XZL1lve6AAebdhSAfb4lDDI0NjameDyuRCJhYCo2mRkMc3NzQ/tZrVatxSYJr263ay1oHhas+kDM7x/JL8+I9C1GOL8ExKNyxfc/apcHmJEpnzD0DFfOid8TH8Qgl1QmeeCMYIa2lOgPWlF6cInEm2cie98HHUv7GklG/ggEAjbzjcAJHY4OhmmIjqC6hTPhnxWWcL9/TpaoVCrm52YyGV26dMnmgYRCIasWASwisOKs4BsTFJGYRg9w1jhjvgUVFcw+qYEP5uXeM5fRI5OTk0okEspms1ZhjR4jSMOvPzk5sblvqVRKU1NTevrppzU7O6tyuWw2h3uCbQwJh7PEmYxGo0OJcu4Nn5b7531eJwP2AVr4RDlnOhwOW3upJ554Qs8++6wWFha0s7Oje/fuWRsjADefuPKtVQi2+V6egaAW1iXfy+tHE/ueNU28hF/uW1FChCF5h90i0ezbP9JOcGdnR/V6XZlMZsgn9wCWt3foSQ8ec7F2BPT8jL0BQF5YWNDa2trbUS/vmAuS1s7OjlVXTUxMKJvNGnmOJBH+D+AdFZD4TsSOkUjEANz5+XnF43GrpDg7O9P6+rparZY2NjYMgFpYWNBzzz2nF198UdFo1EiJd+/eVTweV71e1+Hh4VC75Hg8bjEmVWO5XM7mMrD/6BLiC+Z+eCDNrwdJPQg26CUv2yQ3AWmQG/R2KpUyXxk8YXd318iKEAIBzyTZzyBV8JzSMEllFHDDH0Bfc8b4XTqdVr/ft6HfJMtJVvkKOr9e+HE85/T0tBEjfWIRn8j/nHgZO0oC1AOp0qA9GbJF8gKfGT3DfWBv0YMAzCQfFhYWtLi4KEm6c+eO6RRmu2xvb1v7bp7T64i5uTnrYgAgSkxJvA1ASjwxSsih4teDhugUnwDj9+hc6Rx8ZT/z+bwSiYQikYharZbK5bLFMb6LA69HLkarsPEbsOmsp69++G5cn/nMZ4b+/7u/+7vK5XL62te+ph/6oR+yn0O2fNj1P/7H/9C1a9f053/+58rn83ruuef0a7/2a/rFX/xF/at/9a+GOl98Oxfn6WFxEb9nfbHL/B4fhKocEozgH96P8WA9n0PLplgsZu3GSbCiT8Lh8BBJgRiI+/LxX7d73oaQWMKT9vA1va30SZpRYNuT/EbjD4gdzFXrdrvWNeall15SIpGwzje03yS5R+v+bve8Dfv4+LiSyeRQAookjz9LrDOXj8slGU6GjkAeqFwED/OdMbgPn9jwMSQ2j4SXJwz4RIS/2GN8Cp8AkAYYA3vR6XSGfCRkzeMtnFnWBjkl7oYQ7JNaPrl+/fp1e146hExNTSkajVrrSV6PnRr1j5AT8BNsgMc5eW6eCT+Se/XPzu/4PjAKdDrPzu+wiXynr6rya+/PMX6Bb8+I7vYxCPf1sP38/3K9oxMjoVBIDx480OrqqlV15PN5M6zd7nnPXTKcfoCS33AyWLRzIdsLWJdMJq3s3TvoKDpAFeaWwGpBQVClQUAC+4pZAADTOCYEEgBUOH6w72AslMtlRaNRO1g4mPF43Jyow8NDm2MBU+vy5ctaXV21gz02NmbDk2k7RrsoQKd0Oq2trS2tra0pm82aMKbTaUsswdqIx+Oan5/X3NycJicnzbnAAHDIfBB78eJFu0fKrkl2ULIGQHR6et43enp62oaZ4cjC9Ds7O7N1BVhotVpDDF6vLMfGxqx9BqWwKHaAAAwlrBLkDACZz4L5SwBCtQ5OE8zLRCJhz8fgXhJp8XjckmT0SuVZvIFFoR8cHJiSJOmCgZuamrJ9TKVSOjw8tCSiPxfch98v1s4nfZj/wfcQ3OKY7+zsmBKFGYqCxCjBWkKJckbZPz+YikSfNADBvSPqnRyAKhzKR+ki6CVA2d/f187OjoFg0nALMu94+L+RYy5fEut/x5p7phx7jWy2221tbGwYq4v3TU5O6s0337TPg4nowd9RsIZEMWwGzrlnvXAeONMApRhXH4T5YIKAF4BnNJGCU8pneBCW+3tYEsYH6p4J49nrOCQ+ePYBD+ASDF1sA/rK3480SMiyJj4pQhvC0d/xN/fkwbtRMNkzaDyw58EpbBef4RnS/N4zO9CvOHs+YGEtYBWhs7CN6D1kA11Loh4wGtDDD5WDSOA/i3X0zB6ehco0nHzPfmIPSKr4JJ0PmH1CzScX/Xp6x9U75qynP7us52gC5lG5/LnzwSprQwKCdfYBIe9DzpBJH5Bx4cCTzOD7YHPCrEb3IKsEwIBKJE2Qw9PT06E5SQAlyAA2D0IBAHo8HreACdn1ZxRQzbPUDg8P9frrr2t8fFwrKyvq98/nfyWTSd26dcsCcM4aw7oBAkbPh++Jz/qik9gLL9/cF0QO/CzOF3oAv5yLqi6S5vjAXg8BFPJ/EquQYGq1miSpWq3avB8PmHq2GnLhq5a5B36Oj+Vlb9Q+envrZcjLKWvZ6/W0sLCgy5cvKxwO66233tL/+l//y9qWEsgjF/7CTiDvPulO6zda6qJf0dfsr29ngK5CT3umvvTNSX+SJjwn9pLAl7hod3fXZqXMzs4qlUrZeeR8+ISmPwd8Lmvn998nrFgnXw0Jyep7+SLGIc6DvIVvL8nYpeg/zibJXch1gHkAUpFIRLOzswZIkfQk5mVu4NTUlGZnZ1UoFLSwsKBg8LyNYKFQsDME0UAa1t3EQl5voUeRAeTRt7QDxOTzPMCF7kPvSBpKMPtOB8gThDs+B33M5xMTog9ZQ86zl1GSvv6sS8OD7UfttvdXeS32A/IQcSe/ozMC34m982zlUSCX3/l78evn38cecEaJ27xvBkDrk0y+IozPIEbmXtlzT0ShpSNYw8bGhtll8BrkiIoinoHv9gA3caQk853xFz2ohp7FnhITeD+Z+/Ay5+WJFt20PyMZPT09bYSvWq1mwKcnAXyrPzzTKKjtbY3fy+/2RWznCW2S9OlPf1r/6T/9JxUKBf3dv/t39Su/8iuGF7zyyit65plnlM/n7fU/8iM/op/5mZ/R1atX9e53v/ubvgcdwvUwve59Ds69txWsj/cHpXObxow3ZvOCd0Ca8OeIz4RAIw1iYmItEoP4DNjSUfKObxvEmfBkEc6+b79JVShxpaQh3ws/AKzO/853YvA23WOCsPK/8pWvaHl5WZ/73OdUq9UUi8WG9D3fjf86OtMZHQl+hN7hXKHbWD/kG1+L9fOJwLOzs6FuBD5p4G0b+89a+ioJ9lEatNrl2fkMH4/7ZIjHDn3s5Su0fTIFPY+P6fWI/0Nsj//rZcLrL+53b2/PzsHW1pbFudwzf+Mfsie8hn3x/yfmgDgE8Ynfo2PwG3juUT2KrfFJcH+RvMceENN7WyvJ9hrsFzlihjVtL31rND737erCd3RiBIetWCzq61//us7Ozqw8uNvtqtFoqFar6ejoSPF4XLFYzCo5SB7QHgjnp9PpmAHD2fdgtDdGPuDzLX6YscBgyYWFBTOwkUhE1WrVlDageTKZtOdCmHyVBYoEweGg+GCdfobZbNYAMGar7O7uamNjQ2NjY3rssces1RSl8iiRw8NDNZtNZTIZLS8va2pqyipD9vb2VK/XdeHCBW1sbCgWi2lpaUkrKyuKRqM2SCqXyymZTFrwxVpIUqPRUK/XU6PRMOcaNhlD19vt9lAgiFN1dnZmw2xZk2g0antDQoLvwWHEuab0CjACENcrbfbMMycBPWKxmJVQkh31zg2KyytbFCL7RkkcrCNkqN1uGzvz8PBQi4uL1kKFkmc/XwCWKcP1pAHAS3XM2NiYqtXqEBDMfe/u7ioQCFhVigeHYQtw4XQTENEWDfbg7Oystre3rQcv/RQ5Fzh1fAcDHgEcuCdvNDzoQGkhZwOH2htZnARkbjQQeRQunIizszNLcPnBgxgnDzZ7J3LUqfYBmnfS/eWDN5JwtIhBt5RKpSHWgjeQvAenXxqAbKMJDQ+SeBYgDg8BkA+M/Nn2DrFPOLAOnE10s0+g+nvyTrFPCvnAxIM5fv6+1bgAAQAASURBVI1wuEbtCIC7B7+8gSfRwblBlwBkSoN2ViQN/etJ0OLEs184Z6MOhF/r0USBlxvkjj+emSINJ5W8jHGP3Ld3lAkqR0Gw6elpS2z7IMc7aj74Rz8w94l7wzH0wQaA7OgajOoRz2r2VaisvQeoRwF4nhWn1us0nGmfaJMG1XLe2fWJNQ9gPGwfH4XLA1SeOeoDo1HQRxpO8vrg2ft1PunIOcQfYQ8gQXCODw8PhwASAgvIAVQ0e7DGAzWS7Pz6tgDcKyALLV18IseTcpBpkg4EHjs7O/rCF76gSqWiYrGobrdrs4YA3ADX8IF6vUFVBJ/rATGva7BD2G1frcCZ3t/fH6quYY88K9mDBezt7u6u+U3sAed5b2/P1ou15pnoQ7+wsDB0TjhfXm8gT9Igweurf7ARo4E9z+4BXB+E+zXwdgK5mpqa0qVLl5RIJHTjxg197nOf05tvvmlANYChbxPikwjIoNdXgCbh8PncEhI/JJOJW9hbfAQ+Bx2KXiIA9jaVhCBAC/sG6EglPVXOxGXNZtPIU+yxP2+e+TcKQrB/38ofwc9hLXZ2dt6+gnmHXF/96le1v7+vjY0NG1qOLwbxKBaLKRqNmi0NBs+rMy9cuGBANIznzc1Na/dC8rTVaqlUKqnZbNrZpoJtZWVF2WxWjz32mCYnJ1Uul83nOD091eLioh577DFr90yP9Bs3bqhUKln8hj2GfObPq4/NODcetJYGfjD6odvtWlIZUFI6lxU/g4U4aW9vT6VSSSsrK9ZGkLPvk4noa29HIBzxevw6aRhw82C7NDjL6Bd/ngAcOaMktxgsTxtxQFL0gSRbS6+HOD+jYK73Sfg5SQjiWz87y1eacZ++VQ3V3+i8ZDJp3Qcgx7G/nU5H2WzWWnmNj49rfn5ezz//vGZnZ9XtnrPRmRtbq9WGki88O3sZiURslg1tevP5/DftFX97Xw0961nf6BPiBElD9s+Du5A9+/2+JbHwDUkKzM7Oqt1uG5YhycgW0iCBzvf4JA+y6+NfL1ff7avX6+nnfu7n9IM/+IN6+umn7ef/4B/8Ay0uLmpubk5XrlzRL/7iL+rmzZv6wz/8Q0lSuVweSopIsv+Xy+WHftenPvUpffKTn/yW94KOYx/RF2AG2HcfM2GPeZZ+v2/2ER/GA+o+KetxCDA+iADel0EOkaHJyUkjLPhOAd72sp/IL7Nm19bWvgkjeViyzs9r9b4GGJcnzGCf0amStL29rXA4rFdffVWbm5uq1+saGxuzlp++FRzvJRGKj8RzjCaB8X39vaEHvA/F/UBE8z4pugbirI9lPWGNvSK+Zl/Gx8fNl5QGRDX0CjLjcRGPAXNPYIqesIs/5wF9/BEwCUlDBGjW3cepXi+jg/f3962qGVv9Yz/2Y5qfn9cXv/hFTUxM6N69exYL8Xm+OwbrwwgDsFJvG0hA8XpPAsJ2gp0TF4CXU6WEbLOm/szgh6I3fRcQPssnLVkf2u2znuDAtOv3ice3iwG+oxMjCE0ikbDWSbC9Go2G7t69K0mWBeYgFYtFSbJyUIBzDF4oFDKAl0oEryQBmBF6qi3Ozs6srAzDXKlUjBW1u7trpbBUtNCqiXJQDidJA5RiLpezgFcasGBbrZYikYhmZmZULpd1dnam+fl5HR4eqlqtWlZ3c3NTe3t7eve7362VlRUFAud9EHE+0+m0JQASiYQN6magOEMg19fXVavVjLFItUE2m1UsFlOz2RzqzYrjE4/HTUn53/H8jUbDSlQ5WGSee72eJa4AAycmJgz4xSmhxdTk5KQFxL1ez4ak0nZLGswjQenh5KEAOMj07aPtGs+QSqVsToZPAITDYSv1xUB4tnEgELCBwNL5YLZkMmnDtXC4fb9cPo+DjqLzIO709LSq1ar6/b71sVxdXdWtW7fMkT46OtLOzo6xrHwmGyMEqA4gQMk1fcVrtZpqtZpSqZQxdlKplFW1UC68tbVlFVe+ldrZ2ZntqwdICSgwhKNOPCWevmcy+zHqnI9mnB+li0w682oODw+H1sWzJPy6+eBzNDniX8t+8H8PTGN8CUZ3d3ctOGbPSbzh2EnD5Y4+cPGf7QE4z5rygLSvePFnZTSh4RMjnHPvbNE6kPvEQfBr4b/f3zv3PQrg+CDHA7S8ZzSZwM/4bq+r0Df83idT2E8fwAMy+sFsD0uKjO4xTrUPHvx3+Of2rByf0PAgPpd3Hikd5s/4+PlsK9/Tn/3CeWOPCUJwrnxg70Fsfz+ShkATD3Czvz749OvDs4wG0Q/bf7/vPijhjwcmsPk+kT4KEKMLCZC9nHvQ0t/Po3JhAwHAPDjvzw++3mhQ7M81zvuoXHEFg0FrI0MrTB/gQVY5PDy0NpS0/mSItZd5ZMqXqRNY+0DJ+xajAJsHUUiwERyyPgSpVGTWajUD1/AZvA/Av/F5u92u+XU+oPYJSp80xb/kGbxOon2n9/UAx30g7Z8RXUTAf3R0ZH4v596z1gjWO51BSzBa9GCj+C5vG31rLOQhGAx+0zwXfk81EnrSs569XSUY5t68jufcx+Nx5fN51Wo1vf7663rjjTes6hw9P9puEZlkz708828PJtPiws/P8cxFPsMnQ/xnQRZDNpBVXo8f7NvAcf5oU+YTI8zUgdDhW4JwJnk2r0sfBmZ5O+btK3bpe/VivZvNptbX161yyldAAs7gF4bDYZufSEwyNjZmsRXV+KFQSDMzMwZy83mpVMpkAD0AkYvh6+Fw2EAKQB2GopMcBcjY2tqy9rroUsAknyBg77GLvn2qlwl0Aq8jlqfFtPd1kBE+11e+ehDdfwd6ws8F8Bc2mngFG+X9En/xmtHfIdusBSD7KCHDJzF5pl6vNxRTgX9wNtFBo/41Osz7vD5pw8/ZD59E9v/mfb7KlxlVjUbD8JKHVWyQWKcCYWVlRZVKRVtbWxbTkPgYtUEe6H1Ygn307PiklI8xfDLJt3fxsuNf4+Og4+NjqxhhD1gfYnrsHwA2iQ9PzmBvvPyP+qRe740mir8b18/+7M/qrbfe0l/+5V8O/fynf/qn7d/PPPOMZmdn9cEPflBra2taWVl5W9/1S7/0S/r5n/95+//u7q4WFhaGXgM+x9qhP/y+scfSQLbRZcg3gHencz6fi4o6D3bjU3r/HDmCgMt58+Qb/BUfQ/pzSPcaAPRWq6VwOGw4WbfbNfk6PDw0X4R7QM59BShgMufbtyVGtrwN9t0Z6HDDc3mg28s4/jK+F5+J3sAn90RiLk8s8QlCzoGP8/HBSIZyz34/0QMkn2j1TeJ6amrK5vIiF5x7kvS8H9nw8uQTWHyvr3j1pJOpqSkjkPhzTVWMNGh5S7LJ226f9CQGAReNRCL64Ac/qBdeeME6hIwSzNHdJJ69LPLs6Op+v2+4JjEoeg0CF5Wi+KPIIL4W5wnbCOZIMopn9skPj/Wg0yD1eN+UpBxrBT7gE9h83tvVh+/4xMitW7f01FNP6eLFi+r3B+1QDg4OtLu7a62m6OfIYt29e1etVktLS0sG/ON40EbKJy58pg/h4eJ9o+y6vb09K/Ujq+bZF61WyxIMfG4wGLQMHm2tMOyNRsOC6Gq1qkwmYwoMsIxAMRQ6H1i5v7+vRqOhdrutQqGgp59+Wvl83tgLOKm9Xk+lUkmFQkHz8/M6OTnR9va2rly5ovX1dXU6HS0tLRnTb2lpyQ4ls0sYMoajQEbZZ057vfMhtTh40WjUqktOT09tvkapVBoC/1hv2mPBoMOBoge8d2DIBtODFaYKThKHzJcEIiMwsVHeBGp+do2koaQMThjKgoOcSqWsBRqvh4m0tLSkUChkFTO0DKP3Ke1ydnd3dXJyYmwvz5AiUcE9e+AA8OP09FT1et0cX4IdjBgATrPZHAIckX0Gy4+Pj9trksmkASozMzMm+8ViUVNTU6rVajo+Plaz2TSZ5Bxi/HxggTHhjHiQisog9hfnJhQKKRqNmhz6QOxRAwlxCA4PD62tHU6ET4JJw/Mt/JryN7I7Cvz7ZNQoaNHtdi3wwQmjfR2zZTh3vvSXz+Z7fVAKqC19M2DNe3B8SBj6xBpOsgc/vQHHSSNYIYFNr2tklbYF3nHzztgo6O0TCPzfv9//nNd5Z3bUvvhn4bN8sERwiHPFGUYncTa8k+XXxDtdHpD0z8a/vVPoZQQw1LchZJ9wWLgvwNBoNGpJU2wWwzV9Kx0cWx+4cr++JY8PGEnEUuXH+j3s3HA9LEnnn5X3s96wp/gcvgPdhbyPnhMP8uEs4/j7ZJ8kI0lIsqQ5VbCcjfHx88GFj5rOkwbl314f+LVEp3hWvAdI2Dfe7xNUPnmCLcIvBOTHb/OBeCqVsraV2Pa9vT2NjY0pnU4rmUwagIIs4ENwViWZf+gDZZj4nCVpAPDgG3jdhL4hcQ2Qjxzij3iZZM18cojX+apDf7FW6AeqGDxQ1Ww2rYVSo9GwpBH6AH3mK6iwB56B5s9JMBi0lgL4kfg2sNUZpLq7u6tYLDYUZHPv6HT8Sn7GvuOfIG+AfQTtPgHM+vmknWdQSrJ7hOQDy/rOnTt64403dHh4aFXb7KdPqntb7JNHXOhq9hDZSaVSNqCce6UtEjIvDYCKvb29oV7R+PZ8NnMEiXUghwGc856zs/OB9/V63f7QbsTbDO/ve8ahP7f+3kdBQg+GELB/L19jY2M2u4N2c1QZkfBAB7VaLbNZs7OzisViyufzFidL52tOSyyG7xJX8NmFQsH+7c9Jt9vV3bt37Vxzf7OzsxYP0pJLOm/RHAwG9corrxj4RxILfQiIDKPUJ8Q4qx749klJH9eQNIeoKA1aqHDeAfCQfW//Q6GQzVqqVqtDAKUH6Ek0obtGfTXva3mfYBTY4RnRY/1+f6ijgfdleQ4qarlgU6N/iTvZO0kG0HN/nDmfdMLW+LZVJND9GUUfSgM/nfgfQLJer2tra8uS1gCW0sCHJK4vFAqKRqPq9/u6c+eOzcgLBAIqFApmE0cZ6j4hi38PS94np33iGtlBD2FbSCp5/4B99KAsn4ffiZ0mgSMNcIREImGvZag3cuyJLz4Jhdx4eXxYfPbdvD7xiU/oj//4j/WFL3xB8/Pzf+VrX3rpJUnn82JWVlZUKBT0la98Zeg1lUpFkr7lXBKqXr/V5eNb9JL3kZFj/BfOHOuJXwBWg8zTeWEUqPdEEO/X48sgK61Wy7C6Xq9nlbLsL3iLNGDn45t4DIU4CVzKY1noYp6XVuU+8Ydu5cx4AgLyCPgdDAYNSyAp4uNA7p2YFKB6cnLSKpA90TgWi5mN8FWvkCp4Dp9oRp69HiW5QVzPM/mKBeIpvsO3EfPVHaMYhyfWgeWxFn7P8W3YA9YOe4SsMZ+Nz/b3j55CRpA9nofv5B7QMeAUzMqs1+v6whe+oKmpKW1vb2tvb890hU/ukWRgjdGxJCdYH55v1J+k+jAej1trfbAKbxN6vZ691hNZ0ansG8/t95m1JNbgftDrXj64T3R7JBIxjBxb9navd3RiBEXCQHB6otXrdRu+SBaVoIMBgJTz9vt9qzKh7QZgSyAQsOQBGVACGc/OpEIBRUcypdfrWXlkMBjU7OysarWaCTulzBhdSTZIMhKJmCAz78S/z/eSOzk5sdZHMzMzdjDC4bCVPScSCT355JNaXl5WJBKxIdn5fF57e3smUKxPpVKxQYkMicdxxdA3m02dnp4qmUyaYmXdAoGAUqmUCTFZvq2tLT148EDLy8uWTedQhkIhG+buEz4YBFgzHkgbPRysJyxOwHjaOzGrg31BmQFGMChQOnfsGo2Gjo6OjDmJsqQVhg/KuGCMBoNBZbNZzc3NDVWOUNabyWQkSVtbWzZY1IOQBManp6eqVquq1+va29tTJBIxtkCv17O+j4lEQs1m02Tm9u3bpsB9UEMAy2BujDJlysFg0NhfVPagjEOhkA1K5DlJPhWLRbXbbU1NTWlubk6dTsfOJsbAr4GfW0KJNnJA+zBeg6ElkYUTyecSqGOEaeX0KF2wA6TzgNMP4fJGRhrozlGAfhTc90AXhtmfD96DYcSw0UM6kUhodXVV+/v7unr1qhqNxlBZ52hSZjQh4B2X0YQMxv9hYLB3YkeZk/weJwS5jEajyuVyWlhY0Onpqe7fv68bN25Y1d/4+LgxMjxDyIOyfDbfM8o8ZC98UMw5BkDzz8bP0Hc4K+g8DwRR5kxiHWawTxiOJj1Gk018J3vNHnmQwCdM2B/eA4uKQJi1GN0zH9iNjY3ZeSdI9gxLmDXYdc/SnpqaUqFQUCBwzlTlOb1MeEa+Bw08I9LL3Oj/ffJpbGzMAgdJ2tjY0MbGhlUQ4G+wx/65/X15gM8DJ6NyAYiB/zEqw/SHxXYXi8XveSBw9MJpJkgiIB3dO+/Ae3aa1y++WsKXjrPuBKysMYx3AB5ffQBoNDMzY/MdKpWKer2eLl26pHA4bOcVO4wPMjk5qWKxqPn5eRt2TKJ2VB97QHA0MUsywTORAcdTqZS9ljl6fDZgD+cU+fTJWb9urBMX+gI93+/3NT09rVarpWq1qng8bs/i9djDKqJ8EO6fBwAKfQPwxVBQKgBPTk6Uy+WsXSlMSA+MoWdg4gFUsR7s3/7+vgF8BKk+yPP62K8b+mx6etpmPHn9J8l0CzMifPAuDdh1Xt59Utrb8FGAzP+eqiPiIewZbYa5b/Ya/R8MBk3PBQKBoUofEi0QbkggTUxMWOtYgOpms6l6vW6ELaoIuE/2Y1R3jtpZbzvxPTjzrJNPVn6vXqenp2o2m1paWjJwEh3HOY7FYorFYioUCkae4Aytra0NrevMzIwuXLhgIBd+VK1WMzC72z1vv7e5uWk6iPMMQE+bPhIFJF/9dXR0pFqtpmQyqeXlZRWLxSHfIRAIKB6PG8gGURC/jpbBPnntATRJ5l/Qfpj7R+6RdSpa5ubmlMvlTG6bzabJ/9zcnMbGxpTJZFQuly3hMjk5qUKhYGvBs3qdilyjP71+869Bl3j55dlI9PJ/iGT+PYByPBeJC3xISInSMPnD+6okY3zM5pM76Al+7vXcqO2h48LBwYGq1aoajYbFhZlMxgiV3JPv2EAXCNqgdbvnbZ6pXqQlG+voWeijtt0nuPHV8AkhCngAlITK/8PenwdJml3l/fiTWVl75V57b9MzjKQZ7QiDxjaywDKyILAxcjiMMQhDgEMhYVsQDoxDdrAECIN3G+R/MPCHFTiIMMYWmAAhsWoBjSyJ0TDDdE+vtWflVpW1Z+bvj/p9Tj55O1vSyJJAM983oqO7qzLf9773nnvOc56zXL4H1vf7MU7WibnsdrvBj0xOTqpYLCqfzwdWowVOJpOJhE2+53PMekiDdkmOsR3DuI78Ql/9fl/f+73fq1/+5V/Wb//2b+vq1auf8Tsf//jHJZ23EZOkxx57TD/2Yz+m7e1tLS4uSpJ+8zd/U4VCQY8++ujnPC7HKs6RwfdJw+17WT8wQblcjgQaqjRIsGJuPbjGPmTt2TMHBwdD5LD7BNhS5AqdkAb+2cuHh4cqFAoql8uhlzzR28lzZIlxInO8EwFSfMTU9/MECA9yOndAwMN9NeyvpLA52ONCoaDx8fPznb3iuNvtRsItGIHAKLqEyhsn7JF9J+89mO2kO+Pjs17pMj09PRSY5HesF0ER7o2O9vapXH7uFOtLAIIkcPQG705wnf/zN7oHHgUZ5n7ZbDbO1djf39ev/uqv6sMf/rBu3LghSXH+hgcFPXDna4sMOj/kFU7ScPcVgv7IPHvAcTBrkybmMBYSwri3Y1zvJgEuTQP+yApVLO43+H1nZ2eD+30u15c0Wux0Osrn82F0t7a2InsUweb/DqZPT0/1wAMPqFaraXt7O5wrBDeXy0VGHwtDyynvg+rRTpyx5eXlOG8BBzeTOT/LRBou88vn8zo4OIjWVAhcr9eLNjhszsPDQ5XL5ahCoXcsvV4vX74cWYZEbjkIO5fLaXl5WV/2ZV+mixcvRosplNv169fDQaL86sknn9Tm5qbW19dVLpd1cHCg9fX1IaC1sLAQQRzK5lHEzCnjrdfrevDBBzUzM6PFxUWNjY2p0WhofHw8DlsnqIMySMlSr9qgtVVaXeNltpCZrLFHnwlGATSRFQAxTiJAm4w6SUOKFcOETBQKhVBC0nn2HK2yMKxOrNVqNWUy54E7r5zo9/vhQOZyOVWrVVUqFTWbTe3t7UW0l3sTkKO11djYmGq1WvTsRFlRWYNhzGazUWbe6/W0tLSkmZkZFYtFXbhwQc1mU5/61KciQEivZrLRMCqtVitkoF6vK5PJBAHgAIAABlFjghhTU1MRrGOfQVoDBAA5HpCEeMJoEAFHGb+QLgJaaXCJABGGTBquukBfOhnlhpO5dEDn2UtUJTg532q1QhecnJxECw3Ggu50I5o6W4zTnUgvkZbu1REOPHknv5wwYB/hZABSLl26pAceeEDlcln5fF43btzQzMyMlpaW9Kd/+qdaX1+PUlIIa3Qfcw/QRWc5IeCAgzE7qUOwj88yVwBoCECfM+wEzqL/YYzu4HpQx0l7J/YAaawjY/IggI8JgtMzdfwP805lHoFO5gydRgDXiQD07crKylDwXVJUMY6NjUXFZCYzaPOBXmV+JQ2N14M9/N+dUp9jiAecc4CXJzyg27zyh/dD/rg3ss+6+PN5H/a1kw+8p2fGFwqFaFGwvLysu3fvDgHr5+sFMGfuHOBjm9EHrr9cPzhB5Jmn/I596FlfToZzpfrUSSP2587OTlSNgCW4zs7OVCwW9apXvUqveMUrIpnk2rVrqtVqQXRi47w9AniFYIMT5V4lAr6tVqsxNvQbeBJMlBLK6HjfM6mORU+zBsw749na2op9SQIJyRw4+dgi793uF4QDSSvz8/NDSRaeodvpdLS7uxutWtkTjIv9CNbn35IC89FWluAG7YaolPWMXtftfk8ICnQEuM3PiCNhBxvCeXG8rzu23Asn1UmM1EbiaDLWXC4XLYaZX09QOj09jR7Q2AoPeEOEk2DGGmCbcFrxM9gPYEWS03Z2dlQoFELPObHCuJkbd7xHXU6cYMMYT9q24/l0of+npqaiZTFJS/yePYHfSmCj3W4HkYbMnJycREa7pMDl3rKFz+3t7YWs0sIrk8lE2yonm53cl851HbIwMTGhQqEwVG3kFQweZEMWsMWuh5EBD6ahI/kd8u04kb1ULBbjD36Lt+/1gCj3cXvu+FPSSPzHfrtfYGRUYNMJX8cJzCk/S8/r4Xm+xyHWGENq+1LCypMKHBtxeZDa7S1rQgtXP+MF39Db8jmZxh/3a/kO/IOvj5/jwXy5fXJswDM8ucDfiflyzMA8gO1YM5e3VP9C/rXb7dh77hewF0lyJCifJlNxOYZmnB5k+2IERLje9ra36T3veY9+5Vd+Rfl8Ps4EKRaLmp6e1vXr1/We97xHX//1X69qtapPfvKTesc73qHXve51esUrXiFJ+rqv+zo9+uij+rZv+zb95E/+pDY3N/XOd75Tb3vb2z5tVcinu5gHT47Bf/KkFWSFjH3Wl2RkbxHkSTSsrTTc8hgfCX3jyX/dblfVajXO1eHdPHEMHQd35DqF55RKJV28eFG7u7u6c+dOPBcfgE4NHBbPfnQi3jEd88Pn0KX45VzIsc+T4zmwAYFL/p6ZmQm71Ov1IumWJG7wjPtn+JnoNoLAPu98l8RyT6RGV5PQMTMzo4WFhcA9ntTh5+VSEYSsEER3G4JsEfBIE5J8TeHTPLnGfUlwKoFRKjv8fgRe4HXTZC9pcP4uRzGw7ik/6boQrhIZAwPjQ3uw0DnTTCajCxcuqFKpRFIic8n8cB9kk3GDORkHeJojBHg3vs+YmHvsLHI1NnZeqew6eXZ2NqpLPfj2uVxf0oERssG8YoSebdlsNsp2KTPe2toKEgMQ1mg0lM1mo6Sb8zhardZQqSlORLvdDuGhMgMiGcPH4Vv5fD6yBGq1mp5++ulQupAe8/PzITjlclmzs7NqNptBtHDg99HRUVR6sLE2NjbUbDbDWeM8CErf6Iv4ohe9SF/2ZV+mhx9+WJVKJbKIb968qTt37iifz6tareratWva2NjQE088Eff2IAWCB/E+Pz8fzrWDATbI9evXdefOnVDc9Xpd8/PzOj09Vb1ej0AIB5FT5TM9PR3ZFjj1s7OzWlhYUKlUUr1e161btwJI4CTy/2w2G4dPc/bJzMyM1tbW4p4EPiRFBQrgWzrv6UhwZ2FhIQ6VJksIBxFFh1NSLpe1vLys2dnZiOiXy+UoawTAbWxsaGZmRnt7eyoUCpqbm9P29nZ8hxYzzzzzTGR7lcvlyExF4U5MTOjFL36xrl+/rtPTU5VKJXW7XS0sLMRBpU4c7O/vR5/p09PTOOPk5s2b2tvbU7Vajaxj70l7cHCgfD6vpaUlbW9vh1HLZM4zujBakD+eQcFco3ipdkLZ0h6MyC6VPZ6BS2uAbvf87ArWhsAnWQd8B8d/Y2Pji62W/syubDYbWRrSAEi7Q+OOj39PGi5DRoc6gYhjBlEtDZwAD1p4kKDf72tzczMqsZAPN9YOtPg5YDAFRE6ccOFouIPo78Xf3AtjimxhdCGzP/KRj4TzRpu5s7OzyBzK5/NDsknZPqWtXm6dOiwpQEqdTOYDh8cPegQUAR7Q4x7M4rOeYQcYxgmA2JIGvf95LmNMgwPMH4QeVZOQZd5uEgd3lCPKoerYCgdzfJbAtAc4OHekUqkMZZ4SHE+rgtAj7iC7/BAodzLO59DlxgNJfr/JyUm96EUv0sTEhJ5++uloVcj5Vun9/fkp2Zs6HOCEXu+8+orkA4h9QCltKKemprS0tKRPfOIT+rEf+zF9/OMfD9lI9/vz8cKp5XK9JA2yXVOi3wNlTsiwFp4Fi50nm4p96uvMd9hTExMTUXFMNmK73VatVlO32w1cyf7MZDJaWFjQ4uKiGo2Gbty4oTt37kQGmAcQOe+B93eCnKw3gijoOSqSe73zlqYkLBQKBa2srES/c/SbyytzwFyPkmvmlPlxx595Qk/yLgRL0WkEkcAIjMNtBDrl5ORkKDEEnXl0dBSJTrTQInkpbZGA3sGuQViBC0mu2d/fj2Sb6enpSEJwB8xtIY4dTh/z4cElAha+/ugO9Exqs52kQK9y+X6HmHE5R4d4JRUJO24neS7ECm1pSXbCPu7u7qrf70cLXKrvkRHXneh4DmGv1Wra3NxUpVJRsVjUxMTg4GW3may14xPG5/qauXe7PzExMdTO4vl8zc3NqVqtxlz7uThUVtAKiiSDg4MDFQqFSIyDYLl582bIFmQnfszExETY54WFhSE9c3h4qHa7rVu3bg0FEbLZbLSn2d7e1snJiZ5++mldu3ZNTzzxROjLzc3NoeTBbDYbuo8zJ7rdrprNpqRBUMhJIOympEhGQMfwN3PiyWrFYlGXL1/WxYsXValUtL6+HkEcyKbNzU2Vy2W9+MUvjiS+u3fv3hMYRV7x+8A4HvjAt2V8YGvOn0S3OAZ2wsffzQOZ0iBwTLuTbDYbVTNkbzNWKm+oXiRpjvNe8K2z2WyMTRrgJRKh9vb2ogKkVCpFNdD6+roymYwuX76s6elpVatV3b59O3w8dKkHmMGArVZLzWZTN27c0MbGhnZ2dgLzUCmysLCgS5cuaW5uLgKCdDpwHYxc+YU/ikzja6JbvKrI24/hK2DrnMj2BE6Sk7A/ly5dGmqDND4+rkqlosnJycCPyBx6z7Ehth15IEDnwasvxvXud79bkvT6179+6Oc/93M/p+/4ju/QxMSE3ve+9+nf//t/r06no0uXLunNb36z3vnOd8Znx8bG9N73vldvfetb9dhjj2l2dlZvectb9CM/8iP/T2PDvkIse9KTNGjDKQ1aSGF7yuVytOVmreEysMOOKcEJ2Hb3EbBFELuQ9VSYeeKAV2VKA0J+YmJC8/PzOjs702OPPaZHHnlE733vewM7dTqdCAowHjgk9AnYyqt3eYZXR+D3IcPuE3uyTJrExzwzn+hydFe32w1ekD0Dme2flYYrG1J77/vBE2l4PtiJ96CNPL6pBzX9fDTa/9MmkOCJr4ePiTUGaxEE88CCNMBfbh+9OggdngZCea4nTMGdMA+uCyRFgoHLvdsI7IC3PRwfHw9Zcb82DRpzoZMbjUZgVZcj9JAHN3h38KYHKkkscL3lySzsF4IwBGCoJKzX60Nn5jHWtLL6c7m+pAMjkqJv+iOPPKIrV65obGxMN27cCEHc3t6OVlRUfRBhIxBCNLder0eZLICMFiuU86IAqAThM9VqNUCXt9EqFovK5XLRUzmTyWh+fl4nJyfa2dmJ0uFGo6Fbt26pUCgMtQg4PT2NNgfZbFYPPPCA6vV6gEuEIG3jQNnq9PS0Ll++rKtXr0alBoczX79+XUdHR3rwwQfV6XS0tramRqOhP/7jP46MWNp25fN5Xbp0KVo2QdD4+RW0g6DVkyuGS5cuhfMHOOv3+/rwhz+sSqWiarWqzc3NcKKphKhWq9ESjUBTrVbTycmJ1tfXtbu7O6QEPFrd7XbjAHqqWwDq9ETGMJ2dnWlnZ0eNRmMo+FCv10PhlcvliHyXSqVQcJTFEuCoVqsB+MbHx6NF1s7OTmQg8lyIwhs3bsT7Yjhpo0EgpdFoxP87nU4YWdZ7dnZWr3zlK7W1tRVyt729HWeOFItFraysaGxsLMgD6bw07tFHH41DMe/evRtBCKLEvpYTExOxl3K5XPTwXV1djWAjmd7ezopWOAsLC7GXCFJJigg+cu+Of7/f1/b29lBQCCPkAVFIo52dncjEfKFcOFrdbneoJ70TN2lwxAMfKfniPwdsePZZSl64cU0DFzir/OHzoyL6HkxIAyHpd5zE8aAD73q/rAFIfpevbrcbVXbetgYQ4pVIzC1OkJfIA0ipYuKd/dmMywEYoMArOTyI5FlL/B57w5qQ/ePzyLPTQJFnIPq9PaDjBNr4+Hkvc2QMcEUGtJOXfh90epoxQxsaiAMvo3UQyjMgZVKyn/ulTtAoefT5ZM395ymB5kSb29dsNhvY4KUvfakmJiYisQBnIZVh33c+x7yPfx4HGULC5ZT3QZfynZmZGU1PT+sjH/lIZCy9EK7UiRqlM3DsHDAjq3yHfetBQ2/b4vIEJvAgowd0XUd6wIsKAxzxWq02lCgzOzsbrSZu3bqlO3fuSNJQlh2OGA4qupVDlbHJ/f6gF7M0CAaSWbe5uRktInq987PBKM+ncoF58ExcJ/PcSeP3jBHnHeKIfUHbJAKlx8fHkVUrDRwbn1dwBJVqJJjs7e1FOxsOt6f9DbqLfYQj7UF+JxwJgIMjyUo7OjqKSmp0ADIElkJ3+7j5metjHFnvT83nx8fHo63I133d1wVhTBCK+zHP7lCmjiXz5jLojjRzg371LEMIA69kcR3Fu5ONiQxBsuDEur/E/kEW2u22dnZ2tL6+rkqlEoQUyUyQGOjRFMOk+pK/fW18n6aB6Ofjxfuzjm6HwcskQnhGM8kqTlR4IBMd4nue6hGIKElDVSm0AWHtqHznGQcHB3rqqae0vb0deiuTOa808b3EWoNxCGZCsHGvlJzx+XDMKQ3Ia2TL9Rx7zUlvnss96R4A1iJY0Ww2wwd0HJRia+4jDZN+0gDLuIx7kpFfjh0YE10mCNr6vcExXvHtmIwEH/wxPz/Gn++Y1fGbJ0vBMdTr9cAm8/PzarVaMUaSDT2rGkxLkIb32tvbi3NyCCQfHh6Gv8dcpoEK/FXPLHY9hK6TBhnsqcxwX9q3pDo4xZyOl8EUtK+GhPVgNPOfYgzmGtn0/eiko99nlK/zhbg+UwDm0qVL+p3f+Z3PeJ8rV67o137t1z5fw5I0SD7zfYfuA8uw9mliRKlUiiADh0yT0Aohy33Z/56oJQ3OnU0PSU/PZHA/mCRX7kknnP39/ahO/djHPqaPf/zj6nQ6QXLzTmAmaThBgHdzrAP+ISDE96VBxQNzxh73QCuySgIH9txxAt/zQAtYxs/tpa0h/I13JWCOmTd0I+S+YwAwsGN9KljhqUjKIQjFPXO5XPBlfNYDnB6wxRaiD7CB7kOneGtsbNBhCB3JvLGfSZChQwr+ZS6XC57S5cX1twfksH98N02qcV+S8fI87/zBWvBc7FG9Xo9zgFhrD9oyN17ZB9bwJGfGj78FHuUP84c8wPM7jvPKf68qhcdBDj+X60s+MHLjxg1dvHhR5XJZtVpNu7u74SCRkZfP54cyNh544IE4BJDs8wsXLqhWq0WvXDIJxsbGhrIhlpeXo2SYoAFBDj9kGidnZ2dHy8vLunDhgubm5rS1tRUZaJS9ZrNZXb58Oe5JoAbyud1uR4ZMqVTSrVu3ND4+rpe97GVRjt5ut3Xz5k3VajVdunQpAhYcpn7lyhXNzMzo7t27un79uiTppS99qebm5nTjxg195CMfCSflVa96lR555JHop0x5M+2e6D3rbRD4Q1Ch1zs/nPtFL3qRGo1GHMaXz+d18eJFXbx4Uaurq3r44YfDYdza2tKf/umfRhUMLZ4qlYpWVlai3Nqz4mnF1Ww2tbi4GFkj+Xxe2Ww25u/o6EiLi4uRSZLJDLJ5HMyQHUcZHuvZ75+XKl69elXlcjmUNi3YvC0LZ5rgXGxubsYB1JzjMTExobW1NU1PT2tpaUm1Wi1abCETRLudWKR1C47rycmJ7ty5E4aN3s2SND8/r8nJSa2vr2tzczN68Y+NjUVPz+3tbT377LMBXHO5nDY3N0NRkcFHsKtWq0lSEDvVajXe9cqVKxGJPz4+joO4AavZbFbValW9Xi8CObRjYN4AzBA9fph6Su5zsC2KnbNvOPMmm82+oCpGpAEJgpEAyHlgyw3sp7tShxK9lhLTgBHPcHCHE2Pt7QtGEZj+3VH/d+Le/7gj4Y6cOwqj3tWzwj1bgv6tONxOpvockF13PxIU/YOzPSpIkxL8OD3MPYDZHR9+B9jkPuwhB6OMC9DiTjagmvfy+/v6k6VBZp8DZ/Q+n3dn3dcknZeU5HPCxnWyEyQAtTRwhn72rGJ+dz9ZGiX/fD51XHx+JQVRisOC7UZmkPOUnLrf2o+aM9aGTJh0z/b7/cjaYY76/b6Wl5eHDt/z9X++XoBxdwil4TYhOEFODnMx1zgHtN5pNpvRoo49z7xyhpnjyrS6RFKQxWSk4nRDXnlFbrfbVblc1sMPP6yXvvSlOjs7P+SX6t9r166p0WhI0pAuwhkguMJ+9QADzgkt2DhDDkev0WgEWUMFFvuT4LoHRBmzz7PrZEg2r37wNkzZ7HlVGwfSgyd4xuHh4ZBz6IFPDy6AJc7OzrS7uxuJL/3+oCKN1n1kKrLOTjJ5ABiniuSQ9fV1jY+fH1rc6XQ0PT0dlTVUc5Owwb2YB7dZ6AP0JnKA7KysrOjmzZtqtVr61m/9Vi0tLenXfu3X1Ol0hs5SSIOkbvPcWZSGqy34biaTGXLCsQ2cdePOOziZ1kKeFIAMUpmArKHLXee5zsZO7e7uant7W9vb25qfn1cmk4lkLJKouDyg7vbdHW4uqoKYC6+c+Xxdv/u7v6uf+qmf0uOPP66NjQ398i//sr7pm75J0rnD/s53vlO/9mu/pmeffVbFYlFveMMb9BM/8RNaXV2Ne9TrdX3v936v/vf//t/KZrN685vfrP/wH/5DtPF4rhckLLLm9t0rvPDFkEd0GS3i8DP8XE6qzdlHnK20sLAQ8k13BA7fhdA5OTmJw7aPj49Dp12/fj3WkVZq7XZ7KGDnZDbZ9VQykMxIEM7PxHCi3YNFyKwTe5IiEabRaOjixYuhM3u93lCiHJ0N6D6Brut2u1pbWwu8Jg1IK9bC8QWX23UnyR1zsrYppmUvsB8bjUZUEOCP+oUO5ZxNabCvsE8EJaic83EyDnS473XmmzHX63Xdvn1bd+/e1cte9jJVq1VduXJF165d082bNzUxcX5A8dLSUgRS/V02Nzd169at8NEbjYaazWa04yEojpzS7ocuIti+XC4Xc4I/yz5hL6D/Up+C+YNohTfAR0f3EIRhnnjuzMyMTk5OIpub8zcrlUokRHpgCrnxQIuT2C63rF1KxH4xgyN/Hi+3s5ClYCPHg6nPQzIE+KjXO0+AXVtbCz7JE696vV7gA6/alQZEOngDH429guyDDcBCyCzyyTiPjo5UqVS0tbUVGMmDiO4X0AIRDgs5dR8EmZOGdRRYi/1MYBRdKA1kDhlE/vk+rbv5t/soyDjvDTaG98rlckPnNTOv6DIPWnjCBIS+B0Bpzwm+cT8WHe2Ynu+SaMzcTk5ORqDLKzv4OesKVpWGK4y8qsZlFCyHT8C4wN7IgdsTT0RKsaTbK08c8P3gwX5J8Q4eGKSKD+yP/XXd54Eh7KN34AHPO0Zk3NgPDxrxfAJmjBV+BdllvN62CywJV18sFmPv8Z6fiz78kg+MkEXQ6XT0yU9+Un/yJ3+iF7/4xdrd3VWv19OlS5e0srKiO3fuaHd3N1oOnZ6eRjS4Xq9H5kImkwkyVpJ2dnZCoXA429nZ2dBhqGy6QqGgvb29yIg7OztTPp8PoYM0JtOhXC5H+6QXv/jFcfAmGXD0v5POMwaJ4r3kJS/RycmJbt26pX6/r4sXL0YlABFqsvZf9rKX6cKFC5LOy5TX1tYiKwfB2t7ejoPAaJvU7Xa1uLg4RMqzOSQFMb27uxvKk7ZMkuKQpYmJCS0vL0emSKFQUKPRUKVS0ZUrV/Sa17xGu7u7kUH08Y9/XDdv3oz17XbPW6TVajU9++yzunTpki5duhRO4OnpqVZXV8PBlgatsQDcHGiJUue8j263q1arNVQ+LA33OlxYWIizY46OjqJqZmNjI1pmkRmAY9BqtcJxADhzHg4ZTxi45eXlUMxk1BB4o1TSM2Do6ct6EeXO5/M6PDyMtnKdTkeNRiMCEC9+8YuHDie6du1aVE1xLgdAc3l5OeTbAz2Li4tD5wDs7OxEKefs7Gy0VqD03TNaPOOFfTE2NhYyQcAN5VqpVGINcUDoKYhCZV+WSiVJ54Tl3bt3I/vwhXQ5GVcoFLS1tTUEtj244A6Xg3Muz/Rg7ZwEd5LFHaKU4HWyLB0jBtszH9LLHbtR5FtKFqe/d6I/JcJTJ5X7AyYIBABu+KzLcSaTuScw4cS17wEHKB4c8P97pYjPrVffAa6xJ4AUdPbe3t5QVqXPN+13qGRxsAzJxPpSnoqDR8s6sjEAlg4uHQT5ujlJl5KE/A7y2IFQKo+eVeLAmHkfFRSBgPTL5cFlgDE5yeb3cYeJPwSHaaUIgUgig5NyPGtUoMJ1JBfrCmnk4+HfZGsDRDl/hct17vP1cucTrML7Ip/SYL7Aa545Dck9Pn5+QCTyRXtMnDmIG9/nqf5x8l4aVDnwrF6vF+eMgJ1wQrPZrLa3t+NwdElRwUbVFHvTnQ2w4enpaRwyLinahLCPuT+4dnZ2NhIJwKU40xDhHqiVNPRuHpSUBvtYOi/v39raUjabDRzLfsS5ps2XdJ4VRhUywQveE0KL/cR3aImF7iOZYnx8XO12OypJqA6n5S163e0Y+gh8mM1mI2mDimfWs9VqSVJkAlPJi27hbw8WEAhBx4J5mI/Lly8rm83qt37rt/SSl7xElUpFDz/8cLSrcl2EHOF0Q2hDlHi7o/QdWQOqhrEVBOvQNcgBwQ/wvPsObhPcaeb7VNZ78AJMzDkjW1tbKpfLkYDjxJYnU6R6nD3H3uRiTrBHX4ir0+nola98pb7zO79T3/zN3zz0u4ODA33sYx/Tv/gX/0KvfOUr1Wg09I//8T/W3/gbf0Mf/ehH43Pf+q3fqo2NDf3mb/6mTk9P9Q/+wT/Q93zP9+g973nP5zwudByXJ3/4/yECPXAmDfQl3/H2oB5o4A/yLynIMSfuGM/W1lYk+9Xr9SCg0GkEKdC74M3x8fHQv9KANLly5Yqkc7Lo7t270QHhfuSwk0PsQeQV29vtdkMWM5nMUG99xshnCfxAaB4fH+v27dsh5/Pz80PBCZdPl2MPpDPvjhPSnznGxGYwdvQnHAM/cz+03x+c+YGdcvtFsgf7hgAj8+D6HixKAHxmZibaF66vr0cSIvrv6aef1lNPPaVPfepT0QGCJMp2ux26eXx8PPzIZrMZrbYhRlk3SGPsNeNGRyHrzDNkq2eA896OE6RhPwnb6XMPIetJf5B94G722dzcXHA7t27dUqPRiHtCirJnweFuUxkXdhydyry6vHgC4QvxYi3xvyTF/pQ0ND/IPwFgaVAxwT4n+dcxH/dBHr1awWUK2fb2d9yXhCcPELCO7udIg24I1Wo1zvnlvDB+z9gYr/tZ2Gnmg70NBiKgLGmI7+M9+AzvCHeGjqZ1MP4luoJqa+4LlmBPsTe91Ze3viJpXVIkeXJv9/GlQacE9CW6F2zjRDx6nHG5vQBfkwCAPDHHrDXclOt39x8Zh5+VyXw5vsFvlwYBNdYI28k40A28LzqGsaU4iN+jv52rwb7zecaAbJD0PT4+HmMkMaFSqegTn/hE7An2ls8ja+xJAehkbBJr5H6vBzTStUZW+Dz6HN2M3KDb8blSX/uzub7kAyNUadD7s9Pp6A//8A81MTGhy5cvRwY8hpqAAULDeRnb29uq1+u6fPmyLl26pFqtNhR5ZIO6kUbAJYWjl8lkojKg1+tpdXVV+/v72t/fV6lUijNFiExzYPfu7q52dnZUKpVCOZM1NT09rZWVlcg64D1p5QFZ88wzz6jZbOqRRx7R9evXtbCwoK/6qq+Kz4yPj+vBBx/UpUuXdP36dT3zzDM6PT1VrVYLknp5eVkPPfRQCN7U1JRKpVIQrV6JAUlOlt3x8bHW19eHnNNGoxEHiDYaDc3Pz+vw8FBPPPGEms2mZmdnoyLk4OBA8/Pz4biPj5+3ocKp7nQ6unnzZrwnDrM0yEqnnzcGYXd3N+aU/tr5fF6SgnQqlUoRceSZ9BP1CDnVErVaTe12Ww899JAymUy0gcCAnp6ehiOOkqYHrDQwSAD+W7du6eTkRJubm9rb29Pi4qL29/fVbrcDkGN0cKYZB5UcBEfoucfvs9lstCCj5RQgkBYGk5OTURpOywoAHtVBnU5H9XpdExMTcU7J4uJitP3qdrvhwGez55Uh9PDd3NxUu91WvV7X2tpa9K+lQoQxQ854VhKKlzljvdlrBL8wfIDio6OjaFv2QrgA4N1uV1euXAk9x74HILiRkob7IUvDVSJkcwDs3LmiV7UbVLJwuQDrKdHM50cRGv69UcEMfudg0EGOO50piczlgYf0cofJqxUYcxr8QW6RR+4NGMeBAUwCxtFXABGcKeQcAAPhLmmofQMOLn87WTE3N6epqalwjgGdyAj9jgHnPJsgKeQWhDv2iEQCAiUeYPNsGh8LcpQGgfr9frS24XtpYIO/uRe6xkvXcTyQcZcT5MGzl1lDdwTc0ZeGnWLWgbaFtHbgfpwXUalUouc433P7iMymDhaXBw19TtB3s7OzQ4dKj4+Pq1qtDhFhENJ+T/Ti8/1CfiCHAN6Ac3QT8+ckMWdUZLPZOLyYfQD+I9mCajKypZzAcwdKGugZz6ojs+rw8DCqkHF8wDlPPfWUnnzyyXAONzY2lMlktLKyEvvaHQ50qbeUQcYhHknogZSEAC8UCqpUKtESFp1HsgS6Pg2k+/ulhAC4mDPxWq1WBDzy+XwEJjKZ86QG5rXf70fAEQeZZzkxKw30AwlJ4NVisaidnZ04D4rq1ampKVUqlSGHGoyAjshms3FWRr/fjzaq5XJZBwcHQ/PuZABzjN50HSgpEgqcHJGGg0rz8/PRyndnZ0fvfve79fKXvzzayGLHvQoQPYVeYX14R8/yhJCAyEbnj42NhU8DycN9PcsabMzvIQbA0swj2I7vOknvbSi63fP2GwRHNjY2NDc3p8XFxVhrz0R1AtIv8DVziZ1irrG1e3t7/68qZuh605vepDe96U0jf1csFvWbv/mbQz/7z//5P+srv/Irdfv2bV2+fFl/8id/ol//9V/XH/3RH+krvuIrJEn/6T/9J33913+9/vW//tdDlSWfzeW2L92rHphiXiCuUhvttprvQCY7jnMig8+TOMdaYU97vV60hSFoi46GiMd+cy/kj2Ad4+DZJDKy7hMTE9rY2BgajzRcNcj9+Z6T5xwGi99Vr9fjXtJwkNBbGEO8EISgHSKJWR6YcyyaYl307qhA3v2wkbd6caKef4NDfa0khT/F2jhG9yA9P/cgjet8r8rCX6ZNI62eeVe4ga2treBZqPDHZrm+5FlUKXl7L9aBz+Bz4zcyj3yG90SfuG7m5yn+Ql6YnzTYx3dTm+SYkee7LSVYRAvUNIjjVQeu6zxY6P/2doUeRHuhXiSbZDKDFt3SwNain7BDvV4vEuCw+6enp5FsA4ENn+WBW2zL2dlZ4AyvLvC1kgaHlEsKnsV/hwxDgCNHrkuRTU+08SpndJIHqD1AiPwyZq9sQT+6ryQNWql6JQu2nXlG72Hv0Quuz0g+Rl8QeEdewRDlclmVSiX0FLYFHOVBRPYne+zk5CTwqts1MBL2BJ3Be7o/yFyAVzwgzfyk+9x1Ltytc6NpUIW5Rz96ghDvxjxT+cx4CEqh/zwQwDOYK+cckBvWgjHzjm5nXKf1++cJVMhWtVrV7Oxs4GEP6iHTzj15ZT0yy7xjbzxhjT2KHBHcwW4TpBkfH49uNXQzAqOCQVLb+dleX/KBkY2NDe3v7+vxxx/XlStX9NrXvjYO5s7n89rd3dXa2lqcRcFh4WTBN5tNlUqliN5ns1ndvXtXx8fHeuCBByQNgi8c/ko7IwBer9eLDFFKHTmI8JlnntHMzIwuXLigmZmZKKfMZs8PCL9w4YIWFxcjM43DOAFbVI/Qh7lSqajX66nRaES7BUpTqcYgy4eS4IWFhTg0+9atW+HcT01NhQP5yCOPqFwua3V1VdlsVltbW7p7926Q5vV6XVeuXIl706oBx/zo6CgCIq1WS/V6PYIoEFdTU1MRcMrn8zo+Pj8AnrWq1WpBlhWLxSBmp6eng/DAeHE4er/f187Ojra2trS6uhrP3NnZGSLgMWwQW9J5lt/KykqAWO956of/OiHKoagAZFqvIT9kczsxD5k4PT0dwRgUydbWlsbHz9txbWxsRGAEAhOybXp6Ov4/Pz+v+fn5OO8FGe12u3Ho/NLSkpaWlkJZOXgE6JHlwyHTKFQnnnkforzFYjHkwcvXMLxkhTF/ON1kMrDHONidXpoQVMg+QaRWqxVkUqvViu+32+1YH6LGEC0zMzPa2toaAkbP9+v4+Fgf/ehH9fDDD+vbv/3btbi4GIdCTk5Oxlykjo47OU7YAuIw+tIANHhGmjTsuEFe3M8YuaPqgQvGxd+AE8bn4/XsXgcT93veqODLpwuYpCDRCWcnnhw4OWBEJ3oGCGQjWRIY7hSQkNkD4IIUajQaARzJ6AEgOZEF+cUhmMxPCpogAgAw3vILQEflI8FKSfdkFKZrNj4+Htlx3rfW21a4c+lEjq8Lc8OfXu+8co1xAdLRT76G/HFynL+lQYCL5yBLLiNOLjEHzWYz1qBareqBBx5Qs9nUk08+qeXl5cgiw9GAmCCY41UK/ixkzufU5RLQTMDdy8AJkqPD/RoVgHk+Xq6fIKvZh+7QOFni8sp6cBYXDks2m43MYCcRpYFDm5IarBP4wANvyBkHCO/t7YUDtre3F1jSKx+o7qLM/eGHH9b09PRQsFpSkNJOUjFOggC8i2f7EajgDA1suhMzOD/MMXsHbDdKznDUOJ9se3tbzWZTk5OTUVlFtQdVLTi0rVZrqCrUSVLHJwQ8aJnAwe2bm5s6PDzU/Py8JEUbFvQxrUxwhtHNjAP8lsvlYq2Y31arFXNMpikZvK5HwI2u5zzDje8gL4VCQTs7O2FT2+12JDd5cNrxHA6xExZcfoCokxzZbFalUkn9fl+1Wi0qkDkAHbLC24KB3SEhfQ+AA3BuPdmA75BFih52gpZksNnZWRWLRV24cCFIE9fRnkzgQU2XUeSUd/eDRf+sL/YXeP1DH/qQSqVSBEUk6Q1veIOy2aw+8pGP6G/9rb91zz1IPuPyIBc+RZqd7IEGD1o6MQERwbqAg9BBrAWEuQe/nKhm39I6+eDgILATJNfk5KSWl5cjiMyFL82F74Gv7nsFXYjvsbi4qMnJyeg8gB7wRCmIHbCZ44lcLhett5HZ3d1dLS4uRuIcexZfsVqtant7O3zWvb09NZtNdTod3b17V5nMeaB7eXk55tkxBbYpTcbANvH+7AFknSo7SREEaDabgbnAlWQp459iV7wFDAkmyAc6dXZ2NoK94Bn0sLeM9izqmZmZOFOVc0Slc9y5vr4eHMnExISuXr2qq1evRtcA9Huz2Yw5otIPfUuAenl5WZIi0A4ezOfz0UYSXct88m9k3efa8UCaKIUddB4Au+5r5t9ljrxayINv29vbarfbeuKJJ7S8vKyVlZWwwSRguG73fcx90PWQn2mw+IV8Icce5HJ86G2OmN9ut6vp6enYqySYkHzrnURYa9dnvvbsC+eMGAOYCN+APyTQuW8racjmw0EiyxDa2eygmsWrlfB/wFRk/SPHyKk0nMADhuz1ekNVyeh9Wrtj00muIzkVDAkvA751joGAKC3vsB9nZ2dD3VLwdfBNpeGESsbmwU2wyvT09NAz3eciwQ1MwuWBC94l/S72I+Uk8Mk9cO48bopZsN2M3316LvSNB9+do3PfnjGmVSDYN0mBv6i6QIawq7wPhQNgYHB3p9PRs88+q9u3b0cXF2wrfgDYC/n3RDXen0C5BwAlDSWSwqXiN3t1lDQIvNEm13kJksc+G37ofteXdGCEKFGn09H73vc+Pfjgg3rDG96gfD6vp59+Wjs7O9FGCVK9UCjE5pucnAxjzIHQ9Xo9Mtlv3ryp3d1dzc7ORvumVqsVZ5hks+dtfjy6iDDk83ktLi5GdUO5XI6AARUZBwcH2tjY0M7OjlZXV+NQdo+O0s+YXtTj4+Oam5tTuVyO7APaOa2urkb2H0JOhs7a2pquX7+uGzduqNFoaGdnJ7INHnjggQg43Lx5U41GI5xXSWEgAJmFQkG5XE61Wi02Ei2gpqentbq6qnK5HMEAetQ+/PDDunjxYgRq9vf3tb6+HtljjM0j2PRyJ6Cxt7encrmsfD6vg4ODob7YZO2RebmwsKCHH35Y3W43xsohWjhahUIhMnFREgBmdzQpJ4ckoVUDCo4KGpQbRoF5yGQy8W4APgxNr9fT2tqajo6Ooi0Y8i0pCL7JyUmVSqUwThhY5OP09DTAKZmXBBJwGpeWljQzMxMkHzJ2dnamWq2mo6MjVatVFYvFaK2Bc8SB8xcuXIhDhjm0Sjpv83X37t0AFpzNA0mK7DD/vV5P+XxeOzs70cMY4oD3L5fLkSnf6w36ehJowQEmu6jZbGpqakrtdnuoR+4L4To7Oz+nZ3FxMfQIhvTg4CCyPly2PRMT+XVi2Ylnd6C5rzQ4cNezMwDzDiA8GAGh48AGQ8sFKHRi0ckn/x73TgMe/rf/OyVU0u+mJZi8C/9mnnBOR43VAR8ZhZBq/A6wIw0CCN5TtN1uR8smwAfP9fWTBqARsIKDC5hjDxFwZuwETT2o4IQEWTYAVeYN54PPMy4cVBw8dz59nUZlyKQ/84ux4QiwHsiSA1jX3TgL7hAxXy4jzI07oZBNOLYOLJ955pmYYxylNNAG0ehEswfnAIteGu/Es5Mo7Oezs7MgcBxsf64g8Ev9SmUmDX6m+9pJdmlQlu46BmCNzsPJgAyGdCXo7E4WgS70jP+bfVAsFtVsNnX9+vVoWYoNZz+OjY0NtZyEfFtZWRmqTuC9IJQhUNn3zAkZc06IHR8fa3d3NxIRSAwhCIfs+bziSEmDHsSu/6ThTMjl5WVNTJyfq9fpdLS5ualGoxGZ1eC2bDYb7VUODg6iigEHkzUioYN3gdgfGxvTjRs3dHx8rFKpFI42DiE4E8KAzEHH8J1OJzAd5Ob8/LxmZ2fVaDR0/fr1wKeuD9ErzAE20nUk64nuxhGn9ah03sqBinDmArwEKe7EhjvSqQ31xAV0C4f/rq+v6+TkRJcvX9bKyooymUycs+BZy+wdAujoQuYdvwS96GSekwo+T+hKyKft7e3ArTs7O0MkJwQLlxM1bjOc/HICDAc7JT2/mNfR0ZF+4Ad+QN/yLd8Svsnm5mac88dFIG5zc3Pkfd71rnfph3/4h+/5OZgjJWK9spK5dF2IXpLuPefK97T/HvyVErJOPEPMOZkjKQK2+BG0K/HMWSegkSV+73sFwjybzWp/fz98FfYJn2fsrnvRIwQUCYSyp9B1+IRe9ekVCfiEvE9Kuvv6MJ9uk1LcyDw6juRnjqfdv/T7Oh73/ccaeAXlqLH5s5yk8zVxzJQSvo5vCJohj71eL3xtzojB58THoCK53+9rb29PjUYjznRhThyjgsewIR6MSANNyHSqOxxf+fhdHvmZz5f7MMgSl2NHx3jsAX9fkizZTx605D3SwDBjSvenj/eFejE/vp4ebJQGus0rOvg8LYqnpqZ0+/btewIW7D0ngcEJ8DYkFMAreTWUB+ogp12PeqCa8fX7/UgqASdy5gncRxoIAq96O6v03tJwi6tsNhvVxJ7lD//kupNn8l7oY3Sk6xPmPPXXuAfz6KQ3+wr8x7lh/g6Os1K/zROACaRjE+mMwr4kSOP6nTX3ZF0SQtmH7Dee5z4CvJ53M3C87oEzn0dkolKp6OzsLM5bZq28wg6dQ3IcLa4dq+N3ejCCeSZo5vKAnDC3qT4Bc4Ph8H09GdArNnzN3fYwn8wBNsTHzTiRnePj4yF/wxMds9lsJJWCi5EN98k/2+tLOjCyt7enV7/61ZIGrayuXbumZrMZjg8kPgEPCAbIIQDVxMSEnn76aTWbTV28eFGVSkUHBwfRrgLwRNmOpFBUHFpIBt7ExITq9bq2t7d1fHysYrGoSqWi/f39aC/Q7/e1urqqra2tOHBOGvRIpD8y54yQ8bK+vq7Z2dmofCFS9swzz0iSLly4oF7v/OBzHLl+/7yqolarRW/fTqejarWqarWqy5cva39/Xzs7O5KkcrmshYWFyEDN5XLRYoLzQU5PT+McFw6tox1UvV6PFmEoS4ImmUwmsnPoc80hjPV6PXrZE808OTnR1tZWACvOkWD+OayJDCWU0vLyshYWFjQ5OanV1VU98MADQfTR4omNMzc3p7OzM924cUOtVisOIe/1euFgs9HW19cjOHF4eBi9KU9PT7W5uRlOOVUuzF+3243AR6/X040bNyLwhNMyMTGharUa1U0TExNxGFI2e55pyhzQ5gHFu7y8rHa7HeVmk5OTcdA52ZRHR0fa2dkZMgCUPGez2Ti4a25uLmQawnR1dVX9fl+f/OQnI9iDgeGwLQAfyp1D/CAPDw8PI2iXy50fnre5uRlz64aILEkncyCGASUYYMZAn2+eC9nzfL7ckZIUc0gmqEfb3WFzhwFgjiPNnnXnUho4B55tNcoB9WBIGhhxp0MakOpppqM75oAeN9T8zg23O/4+Zv+5G+b7zWEaLEmJ1tRJ8udwP94FsMZ7+qHCDmD4DOQS90Dm+X1aaQKAcZDGYWiSInuG/eaZxe6Ue1DFQQnAlD0IGHHyjXfLZrNhI9nD3MtJlXSNfI65b+rU+ncddHt1AAEIfucA1oN7BKvcGfXnIXMuI8yhy69nvfgapHLM73B0/DNOXDvBwPe8hQOfdRIWh9nl84V2OcHkukbSPfLt+wZy3z/jjjD6BjlCt7IHsDueUc0eSYMKqQ6Ynp5WtVrVnTt31G63w/aSocznvdyfJB4Sd1h/9iYyBQnt+9z1kRND3vKP8ZPNne5Xl1PmjZ/zHHeGIPEymUGmfLPZjExB2vnNzc1FQAZn2EkBaXCWiDv0bh84h253d1cPPvigLly4oPX19ai+Be/U6/VIoCB4zBx40JGMeScwNjY21Oud9/pO530UAeDZm8wT5ANz6+0Om81mJKVks9nIukZ3uVPI+rre9/ni9wTa8vm8MpmMtre3tb+/r4mJCV25ckVLS0uSzg8CJyDkxAZryp7ys0zcsfWECdYHAmlqair0M0QM9uXo6Ei1Wk2FQkH5fF5ra2tR0UNmqWfXglPc5qDj/d2RPWQNnP7Fvk5PT/V3/s7fUb/f17vf/e7/p3v94A/+oL7v+74v/t9ut3Xp0qXQKT4f2F+CQl6xyVw6pmDdPAiBXEnDgQ/0EfLl5C9yi7+8vb0d64Zf6b332VvoDbAGOgw76+QwbWM4S5OsVPajNEy+8R6MD7ISH4Gs5+npac3NzcU+RdacbOL/6Cfk8+DgQMViMSosUl2VYrRUt6ZEogdGHDsRzEGHuO2igsKxBp/v9/sql8tDJFtKfrlfiN/IzwkO8Qd5YOyMHzI1k8kE9sS/oJpzcnIyqvhos9xsNiNBDvKZJDlvYeZVRcViUTMzM9H6OpvNDpHTHmhIdTDy63jKA09OurkssTeQx1GBEf7vh7SzZ0qlUnAwJFnCSeATSIMDjPGB/fwv5sDb7/Au7q+9EC+fA/cZHcsh76yxk+FUP+3t7cX5qay/BwV6vUGbIPQga+WVFRDwrKfzMY4NU3+UtT87O4sklWx20FLIfQ7sM8/k/+5H8v6u0yQNtclEV3r1AYEiD0BgZ8CaYAx8Iea91xucQQZ2ZoxUJVA56z6XB6F4r9nZWUkDOU9bUbE2cLnugxM8Zd7RW9gdxoLtcK4C/zt9N2xBisdYP8eA7rMTgPckAuSHz6A/aD3m7RBJwEYXcX9PruP/KU+BvidYgtxh61zWHfN5QHx6ejqS9SWNlF3Wl+9iD3hOyjt4Ai9j4HnIpyedgym73W74QehG3wfcb35+/r7JJve7vqQDI9Kg/cGLX/xira6uBrhfXV0NpTIxMREZejiyEOmUIZMRDzjC4FYqlai4qNfr4Zju7Oyo0WhEli+BCxaCstGFhQWdnJyo2WxqbW1NZ2dnQcoTnfUMepyHiYnzw7inp6e1tbUVmYLVajUqMOjzlsvl9PDDD6vZbCqTyUQ2/cnJidbW1nRycqKbN28GeCuXy7p69WpE6A4ODrS2thaGgkjl1tZWGPdKpRJA5vj4OA5ap+0DJBXBgGw2G/O9uLiosbExtdttfexjH9POzk6Q/vR03tvbC0IAxQvABggCDuiFPT8/r36/H0Ee7x1IKxmU79jYmC5evKhyuRwHskuKNlsoTHpt+1kKVFYQfOj1etGqaWVlJaodKC90MErgp9vtxrObzaZWV1c1MTGhmzdvqt/va2lpKQA/G3thYUHb29tBwNTr9TiUbnx8PIJte3t7kYlIFUs+n1e73dbu7m7IM0pIUpRJezAJpUNPV+8/jpPDu3prGi/p5VB2Ws7grBCo9EP0Zmdn1ev1Yt2azWZkdVLNNT4+Hu0kCLZ0u93IasDBOzo6igBMr3deAUYA7fl8OeEmDZwbQIw7BenfOGpE2VMHgkwA5NgdNL9Sstd/70SkO3KpU5KSaugTf64bdX+WO3b+zFFBjVGkPH+n5Iq/Q/p5fx/P7PP58P8zXogAz9DgnoA0sogAJIAAd9AA6h5A4rkOwKUBoQYJMGoNPdOKeXai1IMIPi88H0cQ0OqESpo54lcagBg1by6n/j2vBHGQ5aSuNCB7nLxx+XDQht734BNzCNjku16B42SS7z3PmE3X2y/AqBM3Ts673LG2VMG6w/ZCvHzOsQkewJIGGftOVDvW8OAFWXLuGEkK8nFubi5amgDSIR4hbzxjyYNqXFSdepIN/dklDVWE0bq0WCzGeD0jDicXp8svnFKeIQ0cQoINjJNApu8b5gE7y15hrOx1vpNmFbuOpyq50+lEokO3240ASb/fD0Kc++/u7iqTyaharYYuwkn1Z1GxfOnSJb3qVa+K9pwrKythL6jwIBEJfOL6BlKj1WrFmQg4/t3ueQs98CTy4jYA/eBz5brAW0+580kggbapOMPcj3G6s+sOr6SQMUgD5DuTyajT6QRJvbi4GMk/6+vr4SO5nUFXemDXnXHfe657nCjn3dFXHtjwSgFwaqFQ0MbGhpaWliKhzc8hSMnc9P1dF3tQCpL+i30RFLl165be//73R7WIJC0vL2t7e3vo82dn52cA0S4ovbwNUnqx1yChPTiLbKW2xe2yk3zMKX6BNEgocKzmpL4HVyRFUqI0aJFRLpejGgqfBnvN89nXyDLrhz6lykTSkMxKimS0TqczlEiQ6kR/Z+aIlsUkok1OTsY5oR7IgPikTSlncMIbcG8qnggCgftG4UvmkHcEo6TYlr0Nwec/y2YH5/0wX75WkqJNNySU4xzWE7zpSRxgStdVKSFPxYa3IuRdsRO0Gtvf34/qwXq9PkQUj42dt0ejWprEODo9wOWAcVPswztDXDOP6I1RGAkb4iSf+zSOEZkr14suY6yXZ3Q7dkN3zs3Nxc9rtZrGx8djv0AswgOxFx1jSvdWx95Ptl5IF/jFk5hcn2C3SYaggnJubk6Tk5PBI7Av0Jf41KxfSpyzx+AiCAIii9lsNvhGJ6NJJuUzcFvsN2mQOAt3A0/oAWbG4MFvxsic+H5OfTL2hgdzfZx8Bp+QvUFCCfuT98X+ehDBsRaBFHgosIHzGOBc8NKo4LJjC8dnmUxmSAfR6uv4+DiSegkmk6jO+nFfb5nHuzN/EPJOzrNWLg+pH8n8uJ5I/fGzszPt7u5qaWkpdBN6IK0AYo6xAe6vdrvd8Anct2dtuA9yxH08AMxz+Lcnzfh6o5sJhBDAkRQdaRwXIlOOK3gH54D4mz1MMjbdccDT+/v7ymYHZ49hQ9m7z/X6kg6MkHE/Njam/f39IKtZrPn5eU1MTIRjmc2enz1xeHgYwIYNdHJyotXVVZ2enkbQhAnv9XpaWlqKTCcUF+Vs0nmVBYAAISCyW6/XI0hQrVY1NzenWq2ms7PzA7gRDkqbCJjMzc1FhtvY2Jjq9fpQH9Hx8XG1Wq3ox0nmfiaTCQL7E5/4RICjhx56SBcuXAjHngAAQQGe6dn4OCztdjvabG1sbEQW1unpqVqtVpz5wT2oEJCktbU1ZbNZraysqFgsanJyUu12W7dv39bOzo6KxWJ8hww+5r3bPT+YEvK83x9UC1CRQjRaOnceLl68GAeVrqysRCuHhYWFeD8O9+x0OrEWDz30kGq1WoCus7OzcM43NzcDoG1ubur27dthAFgXKhZos0FlBeBvbm5Ot27d0tnZmZaXl9XtdqOVlCujmZmZCD6Uy2XVarVQgqx/v9/X/v5+tKZoNpsRAOFQ96OjI5VKpciaPDs7097e3pAj4s6Q9wJEhqkauXv3rrrdri5fvhxy630FMe5kTXkfdAeSOKiZTCbID/YhmYX0CfYzYjhoHuDgARrWHmJqbm5O+Xz+BREYcfIEg8IcOYiXhrMBHTQiC3ye74xqAeTGF90n3etI8HkAn4MBN5ApEHLjTbUeBhv96lk/XE7GpWNykjQNbKSfc8fJDfSo4MsoEOrgE+Ps849t8iwQPuPkI9/HyDtRzj38PT1LFJKWQAvja7fbQ9kbns2Wgid0GzaM+/s7ujOKnNAGxzPd/R35js+fr0Ua1Bi1dgArxkUAL81W8jX0+WR/8A6ME7LWKwlcthwUusyk42ROpAFR6CRE2naC+XNSkn1NMoDvLXT/4eFhBI3ZIy/ECx1ChSmJDMi2ywNOAP/m8mAD+9b3qDRYf8/6cuJXGj4Um/F4lRbywT3oyY7dd1lwZ4oyec++Y7yu432/pfqLzzpR5M63k4w4/a5nnZjBUUEn3c8ueIAbuc/lcnH+GnPGXJ6dnWl7e1uVSkUXL17U3Nyc9vb2IkmDNSAzm8Sg6enpwJeSokqC8bJHaO/KeW3e5pPnYxfB4jyTCuupqamhFgKuC92OuS1N9RfEGU4j68Hagn9xYp28ZC1c9/j6OEkyPj4eGDSXy+nlL3+5stlsJFE5eYyMIEO+r3Au/Z25nETgc07WOKHh98QeUH2ez+e1ubmpO3fuqFwuh65OEw78nX3uwbMQ46wDFdXXrl3TF+siKPLMM8/oAx/4gKrV6tDvH3vsMTWbTT3++ON6zWteI0l6//vfr16vp6/6qq96zs9zwsgDvR6Uw+Y6CS8Nt/5xufWfS8OJCh4wSIlysDznFyIbdANotVpBbrg8uO51ktoJfif9nUAEn7j9dpzo9pmxOo6g0oAx9Xq92IM+r2RvQ9Y5aU9iCIQf8+MkeYrbfP18T/tcpoSm61zuyTPdHqRYBNzD55kLJzPT4FqqE7if7z8CaASDxsfHI+kN3dDtdtVqtbS7u6udnR1tb2/r8PAw2meh90gQ8LZaHnzPZDJxHpQTxayTk8HIk/sA6eVz63Pia4KsuP5O/z3qcz6/vkeZL2SaNj8+7/jOyHHq3/iYXZZe6MER5pR/e1a8NGhVxHxDONPxAjKXIIYHWZB7ry5gr6Ev0ZnIHTbbk5/9XBI/D4G1x+aTZIMvhy2TBviRgKL7GPhFHtxwHAS5zOfACvwbktvtg+NEfHG+k8672xr2r9txx+Mk6KDb3SfFf/UANUk13gaKz8JvVavV2F+Q561WK9ZofHw8uqJ0u+fVlB4IwwZ44hMBD9dFJJ9IA/Leg1ysG/f2QBOX22r8OuSSah2CeD4vjvFYN3gT5tPbeDHvPBN/cWZmZuhdeSdsPXYtk8kE3+jckTQ478ODdTwXHexnmjouA2e7b81eQ9Z5P5cPSdrf3w+uG06b5HTk3N/7uVzPKTDyrne9S//jf/wPPfXUU5qentZf/It/Uf/qX/0rvfjFL47PHB0d6fu///v1i7/4izo+PtYb3/hG/czP/EyUbEvS7du39da3vlUf+MAHNDc3p7e85S1617veNSQwn82VzWY1Pz8fDhPGlSoAJ6y8lK3b7UZAAkJ/cnIyWkLhFFMxUq/Xw8Ej04VNh+A7QMThbbfb2t7ejozBYrGoTOb8rInT01NNT09H+6qrV6+q1+upXq9H8AWHmTM1arWaZmZmdPHixdhkBwcHmpubi0O3Dw4OVK/XI3uj0Wjo+PhY5XI5ylpxbs7OzkLRoEz29va0trYWFQcA2FqtFlketVpNJycnccZLLpdTqVSKCC0HjwOGqOjgubu7uxFVp98084ZBkhQAiCAIwAnlnMmcnxnyohe9KFoplEolLS0tKZs9z+7Z2tqKChWMIAEY76XoJbwAjr29vXiPW7duhdFg7er1uu7cuRPrJSlISbK/vMUabb9Q9P1+PzY04+VgqEajod3d3chqoj0O1UCQLmRFUtnkDvTy8nLMQbvdVqFQGJJzaUCk8P6ULEJm0JYqk8no8uXLUb5OuSl7fn9/X8ViUQ888ICWl5dVr9e1sbGhWq0WFSg4TABAr9qanp6OFgqsJYqavY1zT2UPho55Q2H7odOf7+t3f/d39VM/9VN6/PHHtbGxoV/+5V/WN33TN8XvU8Ke6yd/8if1T//pP5UkPfDAA7p169bQ79/1rnfpn/2zf/acx+NkKRfz5YQEQAbHBcAOmHOSj3VBbzooT0lqLn6GfvXP8SwnX5wsSgEl4JEMadbWM6pHzbWTA/yfOXKw5o5S+tn0/+ln0uCQNHBc0ntIgyxeDypAdAIaADzcO51vgCBBQLdvBC74G10CECbzjiAXY3VH2w8XdFKEDBDWZlQwyYMj9L4l4O4lu+6AO6jyQMso59UJXnccGDtZ3QcHB+GYM6f3A6Ce7e1ENDbeA3Y4sd7flu/4ezAH/m8cAHec00wZSUMOCA7P1NRUVGSmmfuMFXvGz31vfCGvP284kPmUBoE1J/UILEKaoV/cqRp1+X5kn0DkYrOww9Igi9AzSbm/l+TzHfCEO13ItjRoDytpiLzHgXMHyTEoY0/JayoJ3BFDV7Ff7td+MiWJeF8/WyINuEAK8o5k6KXEEK1wuOcDDzygV77ylVpcXNTNmzf15JNPxmfciR4fH49KYp87MD1BBwhTHDd3tHK5XFTEcqZZpVKJc8o6nU4EdCqVSiS/OJk4ao48qOU/c32GnZYUiUQESzxj9H52LQ0Y8HP0FMEzSNOFhYWoVPBMTnf4kQNk1p1t/xwXeJVWO+B/rzYdFXRCbpmfTqcTpOna2lokMVE9xN52mU3JwX6/H7aRtr3Mx+e7ldb+/v5QoOXGjRv6+Mc/rkqlopWVFf3tv/239bGPfUzvfe971e12o5VDpVLRxMSEHnnkEf31v/7X9d3f/d36L//lv+j09FRvf/vb9Xf/7t/V6urq5zQm7B5yiOxDVjDn6EHXBeglbwEIQQSeQGd58NTtNy3raP9MZj8V/xB56+vr0dlhYmJChUIh1hBcAwaRBtWUyN/p6WkQSFNTU0Ptl8G0aTsNJzY9EAlpCZGCPHOeExUKfvg6GGx2djZ8arADfiY/RweS1OOkrQdOR5Hf/AxbI0k7Oztxj1KppPHxcW1sbISOxc7QQg65YB65F+NKA7r83EnjVK95ogh7K5/PR8VKr3d+vuTm5qa2traijTmdE9CbhUJB1Wo1ZJCkp9XV1fD7t7e3h9rJYj9SPwP9Qza4E8WOA9J3dfwGtkPusW+sgX8OvxzyHOyV9slPcS9/Ywf4A7HobTDx28D26DPWkfGlwZkX8oXspsEtMD3zKg23PoIPlM7tDGuBnpAU2MPvgXwhi273sed0JyHx1BML2Gee1JQGGfie+2IkcHsrNr6HfHJ0QGovXec4z8i7SIrEE3SYB0fQn8yJ22SXc8h28HlabcD6UFEmKTg59i77k+48EONjY2NqtVpD78X9GKPzIPwMnZ1iK/a+B9A8gAD/AD7Cv+NdnMfgmWkLRuyXB1RcRl0e8dvpfMPnPIDDuJFLbKfra7+vJ9m4LPB/5w6RD+yByyXPd/+IxC3mxfebVwQhD75Xx8fH4/wQ5h2Z96Qc1oF39/mWFJ1mCNK32+0hGXou13PyQH/nd35Hb3vb2/QX/sJf0NnZmf75P//n+rqv+zo9+eSTQai+4x3v0K/+6q/ql37pl1QsFvX2t79d3/zN36w/+IM/kHQucN/wDd+g5eVlffCDH9TGxoa+/du/XePj4/rxH//x5zR4zte4ePGicrnzw8CJAGYymXCYMBxMLECcSZyeno4sdYTaS945jHxmZia+u7+/H5sFJ5uF3Nvbi/mQFNkTGH+AwdnZWRxeKCkUXT6fjyABjgYCSmUFh5ZT/YJi5CDDS5cuaWtrK3pZz8/Px/knbCQ2BE7i5uZmkOsI+PHxcQRvjo+PdffuXZ2enmphYSGqAjhUDfLt6OhIrVZL4+Pjmp+fD5BK2yfeBbBCaXImk4lDyUulUiiVyclJVSoVlcvloQwMyKHZ2dm4l5efpRUIgB53LKempiJTkt9BttFGgU3mpAZBhuPj4zg8dXd3N3pXI2e0SuNsFDecBJ3y+XzMHWfBML/j4+Mhe1TgoNRQNK6AWc9cLhe9Wwn8TExMqFKphGLhICkvuyMTudcblEdi3Al+ZbPnGYcExDh4C1ltNBpDGUC+lyApcJYxchgCjB1GNJvNRt/ter0e5yTkcucHVbJ3cbBmZ2d1dHSktbW156RLPtur0+nola98pb7zO79T3/zN33zP7zc2Nob+/3/+z//Rd33Xd+nNb37z0M9/5Ed+RN/93d8d/8epeK4XgT2/0H8YHUB9r9eLwK9H+3F8HbQ4oQ+wcfAjDQgYD35Ig/ZJfvEMD46MIsjRB8fHx1pbWxt6Fu/rhJ/fywMW7oxwObDwIIXPB9eojBsHfU4O+Zz4uHierxW6ALDhxBjPA8CkjjNnI7FP9/f3VSgUhtrKYVPOzs5iv0GQAWiZE8A7doyfAeQ8WMHPXZb8ncfHx4NQ8HJiz1LhTyoXPufIlDu1BEO8ZRAEBmOHpHZZ8nv5eHxuXaaPj4+D/MD+eam7E77IjDtIPh8u1/5z1il1tMED2FwIjGKxOHRQIOB6ZmYmgtbT09MRdP9iXH/ecKCDfGTc+3JDbvA7yAzAN2vnzhp7LtV9/Azw7/vAK7uQWyeEIWyQPU/mkRR2zfWqy3Gv14vsLcgb5Ah5ZFw4b9LAkeUz4BwCieAA9La/j+ta5loa6AlsuNsg5gp5xcmGvAMTkZFNm9BMJqNKpaJKpSJJ0UZUOrerd+7cCSxAJhvP7fXOWwVSMYJu4B1I2mENCIg0Gg3t7+9HVUE+n499RxsnMCDjRnZSZ5a5S5MVnIjj2R6cgWTj3j5u5pefexDQ19TXzZ17ZJzxbW1tBansAVoniz1oks1mQ6/zbjyfJDGCuCcnJ4GZnYxmrKmN9uDI2dmZWq2WdnZ2NDc3p2q1qnw+H/4ONsXlLg0UeUauO8zd7vnZjJ/P66Mf/ai+5mu+Jv7P2R9vectb9EM/9EP6X//rf0mSXvWqVw197wMf+IBe//rXS5L+23/7b3r729+uv/pX/6qy2aze/OY36z/+x//4OY0HmSHzWRpgC8dALiPgPHC+kxAE2iHN3KaOwm3+B3+D8wv5P+uMn83aErhxkl4aYDAnYTywmF5gOw+8jfpsSh45ac7/XcdiT/Dz0cGMmWQUJ+icyGQd0iAe84m+9gQUx46OTX1v0r7KdRD7ziu7sB/cj/GjH3iGB8x5fjqHPv/YGjKa9/b21O+ftyXb2NjQ5uZmdOhwfsQDDsibNKiuxSfhXAASVz1g7LqXNfU1wDYj8647fO3TPeHvOOqzfn+XSeQHWfX1c5LSk9X4uSdxME7H3+AIH8/98Khj0hfatbS0FHgPHg5bzX5F3tyvJGkV/IZv5clNYDXk14MD7E8S1TzoSfs6MBb6GXxJ8JK182x/9jl6xvWE+20EYtOgKMEIsJBXD3hnGWnY/0bm0BPsJfbsKKyBn+eVHM7hML/oCoIUkOL+7r63kX2+50nT3W43EoXhqRzfsjfZX5zj43NOwpu/lycZpTqYfZrNZiPxhu/5HkWvguvY+1S6kUzi/A262vc7mJ8281QYkSRElSK62GUT39V1JwEr/ywJlSQveMIV8815O84BSIO2jcwf6+YVUgRO3IdiP3r7X9eJLnfMLTqRZAtkmqRx/Hbk5P/FH35OgZFf//VfH/r/z//8z2txcVGPP/64Xve616nVaulnf/Zn9Z73vEdf+7VfK0n6uZ/7OT3yyCP68Ic/rNe+9rX6jd/4DT355JN63/vep6WlJb3qVa/Sj/7oj+oHfuAH9EM/9ENBfnw21/HxcZS3Ex1iEj3TjiwxNgugD4A2Pj4eTtX09LRarVZkrjcaDfX7/TDuELwI+sTERAAUovsoJwgrBARHK5PJRMumBx54IJx4FhSHr9PpqFAoxFkbvV5PzWYznDaEEqFH6XN4I/1PqSjwNl8c4Mm/IU0h4n1MvV4v2g5wqDetmegXyyaHpIGIX1hYCEXe7Xa1u7sbB/hQeUKmIoqKzUT2Lpk4tFTKZDJaWlrS4eFhzAetE6rVamyI6enpUFRUbjhhQKAkBY+epdPtdocOu0ex4Ly12+3o897v9+MQS4yItwTD8HhZ2eTkpBYWFiJIsrGxEUb05ORk6HB0vsvacsYIhtAVBY5/sViMA9+mpqaCpPCsa+YFZenGjQxJelJDfEoKADI7OxtOFE5QSn6TISoNk8ZeCprP5yOISHSefrSsUT6fj3fGKEJgHhwcaHV1VXNzc593R5jrTW96k970pjfd9/dpf+hf+ZVf0dd8zdfowQcfHPp5Pp+/by/p53KNcv4c0DhhiOPrWRfott3d3cgW9l6RAB4PJgDO3BhzuWMoDTsbTqp4RoY7iO6Q+t5k3zE+dxLc6ZOGq2ic2MQYp/OFLI7KLHBi3S8PjqREGEEJnzc+gx7gnRyoMEeQZQBZyHJp0PLGs9qwZe5sp+2X/N18HwLAnNRzMOm6gfeRBuWz/v6AIe6FvU2d2FRWnKjgncgWZg4APNgHsjwZE4Ej9JaTEekaIAtOKiDX7BUALckMTgg7wcF6+/qhU9PgYCaTCXvn753NZkN3At6xWZ61w7qQSHB8fKxSqRTAGlKYKw1kfr6uP2840AkFHChk3/c+9hMi0O0P+sz3hhNd3I/5Bzsi2+hKnuMkDd/lZ36OHJc7JP48PucBFpc9xy7ujHhQ0h132pHm8/no7+wEOZ9zEksarpxzeXKH3fec/40O8J7NXkXqFSXdblfXr1/Xzs6Orl69qkcffVQXLlxQv9/XtWvXogWEZ0GDf2u1WrxfNpsdyvZlDL6XW62W6vW6Jicntby8HEketVpNlUpFBwcHQWTQetazHp30ZN3SYJkTdPzfA7huB7g/93ZZcpIytbnIvu8FaZBh5wQP640NT9fTnVmfNyfIGQf4kJbC+EgeQHGizmWafYHc9Hq9CFTNzMyoWCyqUChEAhK9o716wC/e0fcKdpN7fz6v17/+9fcl6FmTz3RVKhW95z3v+byNiXMuCJg74eJEPraKVmX4pblcbqgdU7vdDpJQGg6m+Ht6kMp9a8gckjVIaMCuUdmPD+qVZwQLJYUfmBL3jmelQTAUfOh+l4/RyWl+h4/puBId1W63473hCA4ODlSpVFQsFlUsFocqB7LZbFQ/eEsR1oJn81zel/n0NoH8nj2K7ZidnY3qoxs3bgyRlWCHFMuhD0i8xL+UBgSkE/LOefhcoYtcp7Dfut3z1lDXr19Xs9mMNoiTk5NaWloKOXPbiM8ImddoNCLpjlYvkoYwH/9HH/FsD1AwPn6X+gjIhPM64EJvqYbsezAEWXdb4GSe+wOOPXlP8IcHcpHjs7Oz6ILCWP0d+czp6Wn4ye6TOz54IV0etMC/RAe6zOFvEZCtVCpDAT/WqdvtxnnA7AEngbkvOgnuhftD/LLWfA//AhuanvGQJm85N4Xe5n1IdiYZLsWxfAd7jO5L/XPHFakP7wlFyCs6HTzMs9BtPA/in3clwOL2CIzlASwfC++QzWZ1eHg4lHjO89EjfJ6EEFo6est21od2qOAU5x08ocSToNATvK+kobXkHmmAEh0AtnK9zDowx+hir7CAl2bOCSa5X8A8OKfi90CGUwyL7DFOD/iBz9Az7vsSwOY76TtJigAd9hSZcL8i5XFYa7h5eNp+vx8BNseRzCs6P5PJqFQqaXt7e4h/fC4dFf6fzhghu5sMr8cff1ynp6d6wxveEJ95yUteosuXL+tDH/qQXvva1+pDH/qQXv7ylw+1VHjjG9+ot771rfrUpz6lV7/61fc8B9KVizLcdrut5eXlCBhkMpk4N8KNIhFVStqIWFI6i+ICxMzOzsaCY3z39vYiKx2B8Y10dnYWpTz0tQN47u3tBdlNAKNcLg+RX9lsNtpXtdvtIQJkfHw8Mr2ZC+aD+zuRc3h4qGq1qscee0zlcjkCGOvr69rb24vKFxQPARg20c2bN3V4eBiZjJwx0u+fHwjuyiKXy0WVAQAIEpZKFYS21+tFayUvzW+1WkPGoNlsqlar6eLFi7p48WKcFUOVD2t4eHg4RHy12+0oNYZEQ0mhFJEBNx6ASBTH9PS0SqWSMplMnMlBJYL3jp2YmIgAFcEDb8UCcAGskMlPJHdsbEyLi4taXFyMllKVSkVf+ZVfqcXFRdXr9ZAjMhvd8BM1JwvLMxK63e4QUUZGAfLuZDQX78vae6aOpKG+4AB4DjJlv5DBThsyL9mXFPKPEYPYlRRz2Ov14uA9qndQzL4ncMYxQgcHB9FjcnV19Z7qjS/2tbW1pV/91V/VL/zCL9zzu5/4iZ/Qj/7oj+ry5cv6e3/v7+kd73jHkMOZXvfTgSnxkslkooIqzfwcGxuLs2FoLQJRB3CQBqQ3+4F/O9HtDoMb+vTzGC0npaVB/1d3Wt3hkAbAzB2NUYCOz/gc8Bn/nDuk/Nt/hp5wR9Cf4c4cf5wAAcg6qOPf6EocO97R5wdQ60EK9qoDFw9YeIAC58pJetYAEsEdRMbmayUNWlbhiLJOfMZlzsmtlDhN58Hnis/iVDvxNzMzo9nZWc3Ozurs7CyyTh2gu6zxcydBUjnwMfB/J1mcPEKfY5+9BUYqey53/v/USXCwT9Db14lDH716gHdFNp2sBuswp7Ozs1pZWZGkqK77bMi5z8f1xcCB99N/0nBGKJ/lQi4kRaJIPp+PIIKDfHcinFhB53Av9lgaQKDS0gOaTg4jaziGXiLu2bMuv75vuAdZXsgO2AoMJd0beIYIY53m5+eHev4iq+wJd+p8LkfpPNeHaeAQuZc0pNukc5ll7JCpELGcOVGpVPTggw+qVqvp7t270SbJq0/BgX7WDskBkkLvemDdx4/DtbS0pGq1qqefflpPPfVUVJJks9nAtrnccOsJtz+u733N0oC7ywJZlKyj61j08ChZuN+FPvcrtd1eWYB8uB70zFAIIuQCXQg50+124+Bq9oo7yr7uHlThmS7rvd55Ala9Xtfm5mYEXfwMB69ocBvkNg1b6fPpevr5erlsoCf88nnAfszOzmphYSF+x7w6TnAsxOUVU6w3suQEPfMP5qTafnp6OqqMSP7yQClrLmmo/a7LKXLM+qPzHFd6O6lRe3XUfmIP08rVz/VE1tvttmq1mmZnZ7W8vBzBPLAJmbAEVNhTkobwDvObJq44TpEUZ56CC9BFJDJiq5hv1sGDusyNJ5Tgh4NJnPD1AIH/TaVYu92OM71YX+4Ln7K4uBjJdegGbAaXZ4M7AUngiDkDB7s9xu55ANkxfLovUt/A/Qm/r9uv1CdwMhHb73rfAyGsAff1ZFzG5fY3xd7ch/cD6/r9sXn+8xfiBafgZHPq73kFRj6fD64MG0eClWNz1hWchk/NWkIcY1M9cILOc7mRBu2X4DjAm17twOeo+kDX0YZeUugEEqsYL0mwaXAcm+B+OrII5iB4x54leOH6gKAD9/H9jRzzLN+X/OEzBEXRlWlCIcFO7sf6EVCCn+p2u0G8M++ewInv6/aDcXDBaTE/nsDiPIfjY8cVHtTi2R7UdZ/f7aXrDt/v6Ft+z+/g0OC/XOdwP+TS58MDI54kTnKYNBzoY23gk3g2XYXgCJmfUZXCVLQQgPc9wPPd90rfBdvEvDJvbg+wWz5v2Ww2kkTAHHQ++myuzzkw0uv19E/+yT/RX/pLf0kve9nLJEmbm5uamJhQqVQa+uzS0lL0WN3c3Bxyhvk9vxt1vetd79IP//AP3/NzFr9WqwXJRyY52UK0qsI4e4kaxtiztnq9XgQ/pEHmAcLj4ARAxsE4HBw2KkMPRQuBOzMzo3w+r0ajoXw+P7SZyNTIZDJBoGOEu91utC6idGhvb08vf/nLh3r1ve51r9NXf/VXa2xsTFtbW/rUpz411PMTcgBnHoKd4Ey3240Dig4PD3VwcBDROlqJ4eC7AWKuJiYmon0X4Onk5ETFYlG3b99WNpuNoA2Ky40/bdJKpVIEKQhaQd7Tzx7nlXF5ZJm+9xgK73tIwAIihbUjmgx45ywZDAfrgkPL+46NjalUKkUQotPpaHp6WrOzs2E8MRbValVbW1s6ODjQzs5OHEKfy+W0uLiomZkZjY2NRTu1sbExFYtFTU1NqdPpaG1tTc8++6xKpVIoB/qvolwIQKDcHPzx/pKGStvHx8fVbDajGoNqIOaVqhGCaygkN6bMj0fpWRPGSe/ebDYbZ5VQEZTP5yODzPcZQSYCgHt7e0OVWdlsVjs7OyGrf9bXL/zCLyifz9/Tcusf/aN/pC//8i9XpVLRBz/4Qf3gD/6gNjY29G//7b+9773upwNHOa2ACwKzkBiQvh5cxaABxlPy2o2ck3dO9HK5UXMnfBSBxNhdL/J7f57fz4MRTsal85D+7WPz56QklIMeByt+n1H39s+lQQn/Wep8+R8uJxUAkwQI0B2euZHOp6+NX7yjE1OsjZP3APj7BancmUvv/+nmKSV408ANjn0uNyjhBgT5eSWpvPhYPDiTkn33k5V03tyZ9ed5tr6Dap9L3s+JcP+uO2kO+CEraMHoVZMeaHN5hfw9ODiIXuM7Ozv64Ac/OBRE+0JfXywceD/9xxjAMCQHOHlxdHQU8wzh4+dPTE1NxZlbLpej5s/XALvk8uTEEmNj7cFx0qA/uzs8/N/ly4lebJq31Ex1RypvfC6bzUZFbaFQkDQg29xp9L7a7uSmAY/PJFvp791hw3HnuRC0BEcY21NPPaXLly/rkUce0dTUlPL5vFqtlhqNRlSg5nK5wEg4YWBCsuo828wdawhD5p8zBZ955hmtr68HTqF6DXvkcjBKjyBHru9Gfcbnic+7s+yyyGf8ez4W13X82yvTUt3n93Qy0gkUnGPkAr3o74DD6/qN5zB2fAtp+KBkJ7B4Phn6jUZDW1tb0R6VM+jA6L5HPVEIYocxfTbBpOfDlRIrzHtq29xGEWzK5/ORSIbvDNGdfs/nHJ2FH+420dec56NjZmdnh9o/e3IhY2Mt8WNcvyKPntHKnnbs4no03auS7tlfvl+xC9hhziHCn+p2z883A2vn83llMpnA2uwr7A3ymckMKqJ9ftL96ZiCfcGaMCc8g4xoCFiXB/wtH5NjOeYYu+FBRQLNZIdTlc8fzgolQOIB/mKxGLYGopl3TgO3vFeKrZgz91nTBBzHbLxTKgupfmR+mI9Udzl+ToNN0qBi3WXH1yvdKymmdwIbWXOM4MlNfnnALL2/B7hfqJdjMg9CelA1JXLBYexpghu+bsgs+Iw94RyKyxKy3u8PZ/GPj4+r1WppYmJCi4uL6nbPq/LossKz2Wv+LN4Lv4GWUPB3+EeOszz5l8oJr4RybtKTJFL84f4atpfKBTgmrwTzRDXmlItqa3AafCpy791GeE/4Ka+Q4PvoaThYP6+F8aAvwYS8B/rZLxL1eG8SvfkO9s55Nn8/x0fuQ7K3wVCpz+I4VdKQTYT7KpVK2t3djWRpxoUt6PfPKwVHBaHcLqUJp1SOe8IPPinySHCE3/Fs5wzADcgL3V/A4axpJpO5p1Ld5bTf7weGcx2PTLkOxLfLZDJRvACmhzNn7z2X63MOjLztbW/TE088od///d//XG/xWV8/+IM/GD1cpfNswUuXLkkaztJFoUiKDYryoOUTkwVZDTg4PDyMthQoSTYU/bs5QM2dWISQDUDvN0q/OcCNIAIZKL1eT/Pz83EoIpUTtAUAbBDw8RKqs7MzlUqloc159epVtVotNZtN9ft9fcVXfIUeffTRKL8aHx/XV37lV+qhhx7SRz/6UUmKvnIIMMJOqTBCTkZIqVQKUIrCJ9KL4qSvI5levBcbdmzsvL1UpVIJws8P5KT9VbFY1OLiYoyl2WzGJnAQAPjn+2z0YrGopaWlGLs0IBZoC+akE+3JCASh8EqlkorFYmQlYphQkE780YIKpUKFCOCdtUM+Wq1WPIsxnp2daXNzM9q5oSxp3eWtU+r1ehCHGH8MJfuBcRLImpiYGDJMlLgzB5SV8l3PBCKQRI9qzzZA4TOvBKkYG3sIEsOz57k3wQ7P/hkfP++ly3gAOHyfOT05OQkHYXd39x5S7s/i+q//9b/qW7/1W+8J0rgue8UrXqGJiQn9w3/4D/Wud71ryMj6dT8dOAoMo2s4/BKjeXBwEPrAD+OGqHIyT9KQbGUygwMHkWUMuu/F1CiPInXcAXAyxw0g+9Ide3ds3cnx+48io9L/p+QP43Ey25/vz0rn2h0v5g/ZdYcFIOZBaJ+fdIwAI+m8AgCQlGZFefaff5fP+Ds4cPbPQnyy7oBPqtAcVPl6+ndGzY+vH9/xcWFHnRDhkFM/E8qrJ3z9uVKgl5JB6bNHrWPqwBI0hGR1rOCEmztEPMczH31/OsnM7whI4hi1Wq0gOJAjD864c1IqlbS/v69qtapMJqOnnnpK73znO9VsNvXFur5YOPAzYUBIoEwmo/n5eZXLZR0eHmpnZyfabBYKhbCFHNpLxr507sjU63VJg4rSdG2dJIHkQm6ke88WSteQxJKTk5PI+sOOdbvdIF38Xsgd+tIzqNypYC48Mw6bmclkgmQGk4FV+R4JKZDLjnH4k+53Dxb4Z1zfuE5PSXHwOK1ZOUw9m81qd3dXv/M7v6ObN29qdXVVjz32mJ588kk9+eSTcSi6O17oKd6HZ1AlC8bAiZ6ZmYmDLXu9njY2NnR8fKxarRbrks2eJ/B4+4RUb4+yD2430vnheaP0qf/b5cjXwOfUA93Ipt+LMfEznolt8XfiOU5iM1bHxY75wGiS7mm35c7/p7PLbqfYn/gyW1tbmp2djZYhXi2YYosUMyADrtufr1cmk4lzPSDTUsKXefAAsVe3HRwcRLKWV4K7TLCmnrnuz4N4cWzA+LDt5XI5fFza2YGTaAdG8BadmBJ9jNt/7pVJvB8/x547Ge3tjJyM5w+kKRUu4C98+MPDwzjHMZc7P0ycc3Hon08wlpbbjAsZZcyQffhK+F7MuydLEszyOe/1epF8iA9/fHx+PijJeZ4IODs7GzoN35XOD96ChOdzVghnhEqDwDrz7ZUOxWIxWiPTE59MY+QS/OPzyng8WMJ9fa2kYXyXYlHXE04w82xvcZYGyKTBuR+pHuNZPMP3lhPKjhO8OpgOE8wJskSASxrGA441nGvimVz8Dtl9oV3uAzh5zRqzl8AHEMvwUJyFCjdE63GIcfYpbQexhawHXI/PPXILfwc31el0AnvU63WVSqXw97ChfI9xe9eHbDY71CqP/e4+GfKFncSPkoYTuNL943KM3iUj3/elB2e8YgvdBqeUcnMeeGUsPh5vlQxOw/54y7h+vx/nA2P7JEUAG6yHjuv1ekNjRTczN7y7Vy6yp5xn5U+v1xvqHiNpKCGL7irIj6R4J+bJMZy3keRvX59RHROcd2MusHckGDn32O12Q07Q2+wVfGzeGX6XcfOenlhOlxt8BHwp19fYNT9HjDlljyHP6EjenUop1gmbnOph7gVHzbpMTU2p1WqFbngu1+cUGHn729+u9773vfrd3/1dXbx4MX6+vLysk5MTNZvNIWJya2sr+ukvLy/rD//wD4fut7W1Fb8bdU1OTt6XMMQhchIWgpuDAU9PT3Xnzp3I+CB6Sga7lwRNTEzE2Rre2gDnEgUBcEEpkt1PuyU2GYuSyWSiZyhRUMbnwIRzSvgMzioZdWwQMrWoLCgUCkG67+3taXd3V1tbW9rd3dW1a9f01FNP6dFHH9XDDz+svb09tVqtqJjp988PHO92z88AQQE2Go2o6oBIIFuRIAnla+44QjjQv5kDswHfFy9e1Orqqo6OjjQ3N6fV1VVNTk6qXC7fc8aEE98ceE+rFe/XyWZlPYlYzs3NxQHktCppNptqNBqRMZDP51UsFoccs4ODg2iNhTFKlRfGgDYCKDsINWmg0AA/VC2tra2FPGQyGS0sLGhxcVHNZjOAVSZz3haJ556dnanRaMTzKCFEHj2wRTUQMoixckKVfwMAyKbEoHhmDIYQY4kyYm5qtVo8n7NfABkOFH3O9vb24tDxfr8f70pEHIeNaiJ3JhijR9ZRkr1eL3TKn9X1e7/3e3r66af13//7f/+Mn/2qr/oqnZ2d6ebNm3rxi1888jP304EpwSspHLNCoaCTkxOtra3pT/7kT4ZIOoCcExdpoAAjjKFJCb9RJIc7BBhUSUN9Lfm+fy91dhx08pk0uOFAxe/rP3PyKSVS3JFh//B+gAYHdykpysWecRLCDTb6y4mEUcSaO2k4OJ5V6N9Lgx1cTox69iTP8XZazC972oOztDukisFJNcCOAyJ3Lt3m+fN9HR10ObmHnWQcTs6kaziK9LofCeYZX76+7gw4qQ34h5Rrt9vhbHgZMu8KSe3jQD8iIw60sSvMIQ4T7+5Ogo8N0OkAlOoMgupfrOuLiQM/HQZMCZKJiQnl83n1+/3IxqMVEjgCxxRgTy9zAiOuB9K9Kg2f7eGtMtxGYe9c7sCXZ2dnmp+fj1Yyo0htd7TBZOhVr9BEtnkuF3tTOpcnAjGcHeDvhLxyyDhj97OL/PJ95H9SHeiko/+BbIAIIAkFXMz91tfX1Ww2NT09rde97nWam5vTs88+G4kj/X4/cDTOF0FVEhIcI3J50JlK1Dt37mh9fT3IxLGxMc3Ozg7JsBNkblvS+bnfz/i560DXG66D/Pep/kvtPvPu3xtlR9NxOaHIZ1LyEfsFqcC6uo3k/2nA3/dPSor6O7iNJXDXaDSiBcLGxkYQWCRSIUPuUPt9pOEWSs/nC13hAS/mwgOU0qB3OOt2dHQUiUwHBwdBLmHTHPs5PuMZqZ13+ws2IKmG8w/xHfFR3G+i84IHBR17uvykGNDxSYpj/bvp3nTZ53PpPPoeY17GxsZCX0F+QkISBMFO8+6QhHAETiDlcrno5uD7nnF5lSlrAWHIvDoBnBLs0qB1I4ExbAo4UNKQbu52z1uIdTod7e7uxvN9jZ1MnZgYHAqMTNJhgQs94EFTt5ncL7W/qW5j7Zgf5Ig54/Op/fF5Te2bP9efgcyNug/PSIPd7DW+T0szr6DjPhCU+MyOo/1Z/neqW18Ium7UBZ7zCguvdEUu2C/MLcm57Bv4KrAE+gnc7v4yMufBKOyQd1Yg2Mm+o8VPs9nU8fGxms1mYEISZsB1aXcAxu64LK3e85+Pj49HtxBkjHdPg35psip7I/UhkWN0LWMkAJgmaxDYZS4gvSHXGTtBF6p0vdUrGM0rKODOmB/Wh6AMZyZ7YAPc7LidQFen04nnITvcN7VByARVrHSx4d2RAQK/fC/1jV0380zmns/5fLpdA5v5Wnr1CL6qV56w/nzX9Y+/d6rbmFPu6/dhXtD78J39fj/0HXsDzpl34x6pPmbNqAbK5XJDiefIGu/vfEe/34+zOtP9+dlezykw0u/39b3f+7365V/+Zf32b/+2rl69OvT717zmNRofH9dv/dZv6c1vfrMk6emnn9bt27f12GOPSZIee+wx/diP/Zi2t7e1uLgoSfrN3/xNFQoFPfroo89p8JICWKDUAFcYWJxI2m0RFHFiZWpqKg7+m5+fj43OQhBpGxsbU6fTiQWVFECg1+vFoWaZTCZIfACek7jZ7HnPYiJuHEiey+XCYc3n8+r1zrPhID5u3bqlbPY8g40D4crlcpCXnCGyt7en3/qt34oDlW/cuBGHoa2srAT5vLa2prOzM+3t7Wl7ezsOdK1Wq5IUgSQcd5Qt/dCZbxQq5z9MTEyoXq9rY2NDDz/8cAQ86Av+qle9StlsVjdv3tTi4qLK5bKy2WxkuNPmp9lsamzsvD3V3Nycdnd34zyVmZmZCEJRZUIWEudTeBsrlGgud36OB5trbm5u6LDxUqkUmbuzs7Mql8vRuoxABBmVrKcTmdIgEj+qdZd0roj39vYiWIPSOT091f7+fsxtu92ODM92ux0Hgd2+fVv7+/vRSgxlhGJEIZ2ensaZG9PT06rX63HWDgqbNgXj4+NRHo1xGh8fjwwXAAUKaXx8PDI8qUIhqNRsNtVut+NnVIoAjMnAIusCUqrb7UagBLCOg0FmAOCRtUSRs460/nIH8c/i+tmf/Vm95jWv0Stf+crP+NmPf/zjymazoQ+fy5US45lMRpcuXVKlUtETTzyhW7duxeH1hUJhiEBwUORGCkeNn2P43EB7f1EnXgBw7pR7NphXA3G5k+0OAWSMf2YUSPPfjXLYUweJv50sS/cPY0bGfL5HXcydf8/BjoMjf1fGmZLqkiKrmStdgzSTBVAIWHVgh+7xakhpUHFChokDJPQ6GYwASzK60wxt5MWJBH9f3o3gHJ8F5CJ72EjGz5zzPeTHn+fzxr/9u/zOZXUUWMLu8+9WqxUkHVWA7vi7c+TkhTvCgD1vF8HeSZ1hzyZFrnCyHMgzdqoyu91unPHh373fe/6/XH/ecKA7vt3uebVio9EYyvBjrUgAyGQyUUnQ7/ejIpTMQd6TfTVKz6BDvMUJP2fP+77GecCB5bwnz5j1/ewyhazg6Hk5PnPA51IihYQZ7LVX7zpBdXh4qJmZmbDHjNP/nQYj07nx9UiJGievWC9/h4mJCZXLZXU6nTjbjSy0O3fu6MaNG5qamtLy8rKeeeYZtVotzc/PDwV/UlKfPeXEFg4wDjhrSFCG5KmxsbE4BJeMRG93wDqPksVUJ7k9ct3tJK/Pkc/ZKB2WyqLbXH7v881n0Zmuu9ymedDcSV7wH+Sr3zMlZtzh9j3Evz2Ykuo65BwsSgb+9vZ2VDxhl7LZbLTwQUeOmlt/xvPxcpKFxDonZT04DzbwjORarabd3V212211Op2h7FTp3vPQfO3xBdzepxWgk5OTUfGDfqWagRZQ+G+cK8M5nS7LXuGcEsKMh88h07y/Zyi7fuC7o/AK/3e/zgMizAcEpx9W32g0hvY8vARjgQRNybRc7ryV8tzcnBYWFoLwTdsEos+lc1KYtWTvMmbm2on4k5OTId8OnIpfSNKgVx+BgW7evBktCCuVSgS70A0QmPhxBL/QI8yH61HkEewKp+It1Hyt/GItvM986heAxT1IiCy4PmQNRmFxr+R0DDcqgIJc8Dx+hg6FuAdzOE5jrjgzl73sRCttbUZd95un5/sFhgEvEDhnbj2gyc+o8qKjCntge3t7qJKJIIB3o/FWP5DPqX1z3w/9NjU1pcuXL2tsbExPPfXUUEcZEj3AkyRQuUxhN91HQ6eAc0kMoSoCWfEAD/dxIlwaYEX3+cG52HrHCPyO8bmvz73Qlcyd8w98H1yBLfEAKc/ETjhm490JaFBFT1vWZrOpcrkcMgCHRsVxv9+PCsl2u61sNquVlZXoNMPanJ6eDrWwxW+gExFV4KyHB9/Sagn0jHMRjomZD7ANPLIHWvBl4Nf6/f6QvPkao18dc7uP4UE95Bb7Ca5CdkiOJjE/lU10lXMmyJA/h/XGj/HKHw/8e5Caz5KsyeXzRlch5Ac5vR9vc7/rOQVG3va2t+k973mPfuVXfkX5fD6yE4vFoqanp1UsFvVd3/Vd+r7v+z5VKhUVCgV97/d+rx577DG99rWvlSR93dd9nR599FF927d9m37yJ39Sm5ubeuc736m3ve1t980I/HQXRgaDQ4kZ4NmzLr0EyQ9HgzjiECQ+x3kOBDcymUwAc2kQlAF0UGEAMOv3+yGkc3Nz2t/fjyDDhQsXhrLsO53OUDYvhP/29rba7XZEnHO5nBYWFsKgdrtdzc/Pq1qt6vd///d17do1lctlPfHEE9GWYHt7W6enp7p7967W1tbizIjt7W3Nz88HGHbnBkHe398Pgntvby/eqd1ua3FxUdVqVa1WS/1+P0h2zvaQzkEbvcNPT0+1u7urK1eu6PDwMIIUmUwmDl10g3R4eDjU35msI48yOujEqd/c3AyFx0FV09PT4XB7OZYf/kcLLs40OT09DUUqnRP6ABci2vV6PSpRMplMON3u5BHtHB8fV6PRULVajcwEMkgpJ6fKot1u6+DgID6L4ncjCLjG4E9OTsZaIn8Eq8g2RakAHpkzgBpBwKmpqQjSQRb2+32tra0FqGaduDcZz26AAbgQDyg3Jx+9vzi9N1utVig4DCJ7hfeTFGuPAQbI5HK5oQN6P1/X/v6+rl27Fv+/ceOGPv7xj6tSqejy5cuSzjNyf+mXfkn/5t/8m3u+/6EPfUgf+chH9DVf8zXK5/P60Ic+pHe84x36+3//74cBfy5XSj5xAfZcNmlL58CGK81USAkcJxr4HDrCgZWTN8gAa4Yh9uw7ZCd1ItHrXA4I3dFPyRX/7Kh54R48z7Nm0H9uuHmn1LD6vT3Izu8IHnAvB5U45w6gAAXuLJI9yZpxbzJ3HfwQUCDISiCYTPHZ2dnQySmJ6Vm3vga8G4AMu+CZOuxPB7msURq0c52N3fRKACc1eU+fbx/nqPunQRJ/B5+nVF6QbccHvV4vzihLKwz4jDsADnYJAKP3eC+voGL9kY2UbHFi0c93kgaHi1PVSrAKEMvF/z/fgZE/bzgQvc+acBg8rVuYB+wWmbFUklJli2PGPvR5S3WlE2o4Ma5bPLDhpIsHU7a2tuL7MzMzUTE8igxiL3NvkgbQWchwSsS4vmk0GkF2uUONM0W7WPSrY4rUEXFHdxQhz7+dQHLZTwknxyPFYjGC4szZ3bt39Xu/93t66KGHtLCwoLt37w6dH0iGMxnZkqIlgleO7OzsqNPpaGVlJYIwtHolaAyZy54nIMSYIF1c3zgRxzXKLjkBm36H/6Nj8Wl83kf9e9TzfK5THZnaficS0ZH8jS7zILgTNMhO+vxUl7t8+vg9yMjvGGO73Y6ErWKxqO3tbRWLxSCLPAHJ3ysNWKd24vl2pSQHeos5hQz0/UnLENbu4OAgfAf8Z2wsz/AgHL+DcEn/8HyIJfA+yVoQ9h5sdeLfgxCeEOIymmIVx7Aul+k4ece0uo5n+v6UNDSfvk/4PfoCu+Jjdf3r7WX4PQFYbxHT6XTCd6UzA61u8V3Zl5CBkLOQaY1GI/YF42Se+Ay6DGzFWPH1vOUTvhwtwghaMG8Evdw/JzEQ/gC75d0K+B7JffhvXl3EmF2uUl2T2sm0QlAatO/hc6yLE7CuF/3eLtfuG43Sc57o4M/CVlM95P6xNEhO8vd1v4hn+HkKvqdTH+2FdKHnPEDhAQt0AD4nLcMLhcJQVjrttJAFficNzoxIz0PzCjBkBDKc5x8eHqpQKOgv/+W/rEceeUTvfe97h85E8GqJ4+PjIQyD/4UP6f6Byy7dW+gsUy6Xg+t0fxDbDVfJfZxvgV/yKtHUR0z3GXYZnpLLMao0wOt8zjGgn2XBvkrv61URjh1yuZyKxaLGxsbu6VTCv/GTebfx8XHt7++HD8e5wqw5uoqgFb6Yn/eH3WAu3M8blcDHxVq6nXPug+A3fv3U1FQk/zJ2eGFsot+bcYFp+bk/m+dgjz0A7L6w6zreH/+dCii4HBLN3QYiY9gBT7Zhr0oa0sfSgJ84PT2NNmA8x7Eetq9SqUSbS8bHd0ql0mfdZvo5BUbe/e53S5Je//rXD/38537u5/Qd3/EdkqR/9+/+nbLZrN785jfr+PhYb3zjG/UzP/Mz8dmxsTG9973v1Vvf+lY99thjmp2d1Vve8hb9yI/8yHMZSlxeukOLpHK5rHK5HO2pUGD0Cd3b2xuKuhLZhEDudruxQYkqr62tqd/vR3WDZ6R7VFca9L+TBgYOYaasDQFHaNioZIxyuHixWNTdu3e1tLSky5cvq9FoqFarBWnf7/eDkF1fX9fa2pqq1aqy2Wz0b11bWxs684OqEknRl5boI+c0MB4OLwfkQPRns1lVKpXof99qtWKTTU5O6sKFCyqXy3FOCIEHDkKfm5uLPuBkMDYajaESKBzQ7e3toY3ERj48PIxNSOm3NKjiYWNQIUQVSr8/OGR0f38/zrVYXFyMQFgul9POzk605qIdGFkd9MnF4LJpj4+Ptb+/H3MB+ZDJZOLcFuS11zs/k4VMI3cSMpnz9loLCwvq9/tqt9vqdruhvFZWVnR6ehqBs2KxKElx8DiKBTKPgBAECVk9jIGxn52dBSA9PT3V5uamer3zksHd3V3dvXtXCwsL2tnZifNxGo1GrCPZe6wVIJs9CNnBOSWZTCYIql6vN/SeXET3ARsYcZQuyp+AFW3EvhDXRz/6UX3N13xN/J++9295y1v08z//85KkX/zFX1S/39e3fMu33PP9yclJ/eIv/qJ+6Id+SMfHx7p69are8Y53DPXPfy7XKIJEUgRaq9Wqzs7OtLa2FoYzLTGEpPZMUQ8ujCKf0XepwXcAz+cApilh5iDLL8Yz6tmedcD3+VlKCDAO/7cDJX8fzxLj/imQSd+NOeI+np2UzpfPG845uoO2iYwLuwQYOTg4GJorf6a/Ez/3jI+UvHOA67LjwaqUqGdsADb0I5930sHXxdfBgyJOlHIfD8i5DhxFmjHXfm+/L9/xoJw7z8i5B1f4QxWbZy1C6ri8ocfT+wGKAa1p0ISxcQ8ArRNPrCHZl5ANOEiQEuAO7uXOCHL6hbj+vOFAl3GIJcB0r9eLZAecg06nM0Q+UVVKKyl3Trg8UMXPXZ+5A8EFhqJHLt9hLZ999lmNjY2pWq0GVsChcfuW7huXXewpf/N8nodc8X4ebBilW90pdoLU3831z6i1cIfU5dr3gd/HndZsNhtJROxFbNTGxobOzs5UKBR06dIlHR8fq9FoREZ1t9sN3I3zDSnQ7/dVr9e1s7OjS5cu6SUveYnOzs7UbDajjRC9v6m8ImEELJOSc76/7mcvfZ5cp7k+8vn0zEk/nBr9y3fTCwzkY3BdmGbMp+vivoukkBdwrFcGsmYu/+k+SWUglcl0flLSEee5Vqtpbm5OpVJJ+Xxe1Wo1qg/Iove55/68N/s4xRjPt4u18EQVt8GQEh5o8Co1r9yQhqsjXD5TO+3zyr2QFeQOIh2dzOHdnoHt40yxCPeVhuWTzzme4DMu4yke5LmeJMG9PDDCffxz/r6MD/1CZjF6H+zh+NrxJ4FnAkfs8Xq9Hv52JpNRPp+/JwnG5w18kmaHj0o64r0ZI+vruoMqV1pPZjKD8wWxj46dsGd+Zg0E68HBwVDbR7ARMkri1tTUVGRs83/ey9/Z7YePnflwfefr559PL5ch7I3vKye8/fOpz+BjZd19LP5d5gmc57jQMatzAuBNP7Mk1d8v1Mv1ngcLvFrBbVMul4vzxdiXyIAHjNm38Al0x+j1elEVlfpdJBSngbi/8lf+ir7xG79R//N//k89/fTTsV/YZ34fD3SiX3i+B834PboBXUvCb7ovGZ/7wOzNURiSOfTApvtkjkMh0lOfn+4tLufc33Ua/yZgmM1mo50WfifjJ2DjFayZTCaSCPP5/FBXFxKkeAdkwKvJ/NzBFLswj+73+55DN/ra8F30MGuT8huuezwhwe0Gcsrv+V02mw2ukzM70uAG64x8otOZQ870ZB7QL3zGuXLuKSmCg6OKELD3rB3rio7jOfycKkZkBPsBb8342Bd+Phb2nEA+Pwd7sF+fiz/8nFtpfaZrampKP/3TP62f/umfvu9nrly5ol/7tV97Lo/+tGPa3t6OPn3SIAuBBfESTrLWWSCipmNj5y2bOOSZqDDEFBnYvV4viG8EiZZGOGF8jmBLvV5Xs9mMkmKCFigy/kYgc7mctre31el0VK1Ww6FfXl7W4eGhtra2IihSLBa1vLysp59+Wuvr6zo5OVGr1Qoim8AGraco/aKNFy2dyIyjSsYF3eez3W6rXC5rbm4uyHTONADkEPwoFAox9na7Ha2jOAg8k8kEIIeIcsMGQCNrJZ/PR79nqknoS02VBqRItVoNhZzNZiOCSLCkWCwOKQ9kCWPA2Gq1morFYpSbE5GEwGfsrC/3JyMEApTe5rOzs5KkZ599VtVqVb1eT5ubmxobG1O9XtfMzIxWV1clnWeQ3Lp1S2dnZ+GwO2lBAI+D9Th0yg+Fotc7inR7ezsqQTiUVlIYDZQUygtyYX19XZ/4xCfU7Z63J6Eao9/va2trKxQg3+cwJapaMEgQrd1uN4Bvq9XS+Pj5WS9k+xYKBfV6vaGzMObm5tTvD9qeSIOyRpQubUC+UEDx9a9//WfUg9/zPd+j7/me7xn5uy//8i/Xhz/84c/beBy0s2e4yIIlE4R9hP7DCXCnOs3MA/w4kTaK+HGHmZ85AEp/5k7MKIIuJWrQ3/67UQ5sSrCkYx71PB8z9/PPuJM96v39crKAcaWkhRP6gB4ntNLMRScV+Ww6t/d7PuAkzSr37wOefD2cJPCzrbh/Gljw7/vc+jrzHg42RxEOPs5RJKzLrd83DfYgz5AELlO8t2djAeKlQfsF/50Tk/78VK4YExnmrosYO8SHEyc+LxAlnU4ngCfA2oE9wLBYLN4TGPlCXX/ecCBy6k4JY6hWqzE3+/v7kYTgGbc4kMiQt2JMSV9+NoqQZQ2RHUg4nDwnMLCFZ2dnkRDiB2im7+ckDFmInhHpQVnXV05oO2nJe6Cb/H1wGPf396NFJW1tUnlPdRS/YzzYGiexRhFRTt5CirmjxfxBGoKRnnjiCe3v7+vy5csRQHQcAJbb2tpSs9nU4uKiVlZWtLGxoc3NzXsyC5lvD0z4mrvz78GzdI/7lTrA/jOXV+YNP4ZMYtdrbp9dl6dksI+HZBf+fT+77HbfnXSIAj7netCJP7dzjNvnhz+pDUJWnLRiL3c6HW1tbUU73lqtFv8mYIPccC+ILWTN98fz/WIPO3HquE4akH0kkzHvXgnqGaKQhB7wwF47Scv3PFHCycKDgwO1Wq1oq+tyT9UAwWESxbyqQxqujnFZ4uLfvKOTo2lgAN8MzMn4kfv0mX75fHoCHESVf5c9AR7ATyNpzxNZ8G+k4QN3WQuqN7x9FT8/PDwM//ipp56KijrwA+OUFMk2Ljdc+K7OYXAe1qVLl4JDQdeQKOPYk1ZcrVZL7XZb/X5fhUIh/DXeg/d32cFHTnHbKFlP8X0a9PMkO/dTvGLD8S9znSaKuS/EWuN3+udcVlw++QzBfuZufHw8zjcFr6ckMxdyRAWnB7s9geKFeJVKpdAdzA1ziX7B952bm1Ov14uzqlxfphW7aVCANfAOLhD2fsZGJpOJ1qSnp6daWlrS6173Oj3++OP6wAc+EAnIjtd4JraW6mWIYPQjeEka9oXQa/BQKR8JnoBz8yQr7KdXcPB/bKo0OI+22x20dQVLexUtP4NDYl3QFQTG2QOOO9J/SwNOF17K/X3mEH1I0hMBET/vCczAeqIrMpmM5ubm7uHOeEd0Hmc6+5q5r+zzgI72ve52hsuT5xw78XPWjzWgi40nMriOcb3EfdBFyLqfg82ZxS5TmcygjZ9XkROscx/o4OAgkqkLhYJKpVJ0vkFOPIDFepFIgC0Cy0kaCt5gU5k/dDXnUfMzP2CeihpPmv5s/FauL44n/QW8MGCUxDWbzVAK0r097RAQsjk5lJNDgFg0MuL7/fOqglKpFGASoomNSqaDpCiFY6E6nY7GxsZULpe1v78fBztyZbPZocOWMHy1Wi2UEo7pycmJisVitIdygXzqqac0MTGhq1evRmsNSfccJnR2dhYKwBUnoJiIqxNCCDffZ0y7u7uanZ3VAw88oEqlEge0ETghgMAcSuck+MnJiebn51Uul1UqlaJvOwoI5YAS88wLFG+pVFK1WtXU1JTW1tbinamMKBaL0fd1Z2cn1rxQKKhYLEYrKLJsDg8PI+DFODiPo9/va2FhIaKxZCr2er2oYiALFaOJ44aSoX0Z4M8jzF49RMYjpe0HBwfRz5Xx5PP5MCoYTJ5PcIgSP5QD8nh0dKRCoaBGo6F2ux3Zlihh2lLQPoYAYa1W0/HxsWZmZjQ+Pq4XvehFarfbun37tvb29qLd2cbGhlqtVrTvwbCXSiXNzs5GdQkGnX7CBOiYr263G4ezFwoFtdvtUJY4TYwFRUn2xKcD08+3y98TMPWJT3xCnU4nKp4Afew9nE035ikxkmaIpMERBwWj/uYaRb75PdyZ4vujiH//HnqSn40CVOgwdxZGOQ7uEI0iT5zISj+fzpv/3zNpvHWDv5uvQ5oFmAYuUjDlF++FnndnzIl5z3hxMs1bZXkgwrMUfR6wuWnLi/utfyoL0iArygk+tzcpME6JR18PrlEluPzx7FjkzklJd3D5Lj/nj5NvowgZn9teb3CwoM812MRb9zCn6HRaVmBXer1etAf0Nhb5fF65XC7OpEpbab1QLtbDbf/y8rJWVlbC7tbr9UjOcAIWEsvXyWXZSWhk0MlCd3pwAJEhb2UG0eHj5Xwx1pjPpI5y6gjjmHn7FXeqPNED+eb8DO7l7YgYoz+PMeIMSrqnJ7rrBN+T/rfPmxP2qUPn+pqghBOorBfkR6fT0fT0tEqlknZ2dlSv11UoFMKZZR/hpG1ubmphYUFXrlxRs9nUtWvXlM1mtby8rH6/HyX22DxaxnjZ/ijd5nra9ap/BllyH8TlK7WH0gC39/v9ofZCqe7z7MH0OfwNCcnvPcDu6+fjZx3SvYDsuaOJvXVbx1q5PPuzPaDjGZKQjh5kaTabkQxG1Qh+A213ICMYB847NsZ9rufzNWovOokvDcuI71G3Xy6Trvf8D7+HzGBt0yxe7BvtuxhPitGRAX8Hz2LGB3U8mT7H393H7/gqxRSfDsOm8zZqrkcF+/wz+K6uB9PPpWvFd6iMIuOZtXGS3t8RP44kKPahYxb2idtC7ue4yHUA6+wt0HiHNADKuqUYDU7BCTrXRa4fmAvHZKk99vn3NeJdXAe6TN9vLUcFR1Icig1z/dTrDdrJShpKdnHim++MspM+Lt4hlWX3bWhR5j5B+o4vpMtthmMh8Ipn6BNgAFNIg/P7fH8Q/EAOi8Vi3BtcRBIoHWZYE85I6vfPk2MuX76sGzdu6Fd+5Ve0t7cXmAq/i70I5wWhT0Cg1+sFOS8peA7kFt+AREg/99WrhJ3/RJ+4fEoD/JgmoDr+AlM4NnOcyryyj7zSRBoOLKNbUizK/72rQKqb+Qx+FXvR8Y7rSPfZ4P+q1WrweakMZTKZCN76GXS8MwnB+MPsd5J08AFps8ieBut4ezfWCU7S1435cL0L/4y9JZCcBl2cF3Db73JP0CHFlqzdqAAt1R1nZ+edhebm5rSysqLHHntM6+vr+vCHPxwtit3vxiena4373sgvvLjv3xTTenUIGJlADjw180cw6bNtr/8lHxiRpNnZ2QBetFiSztsIIUQInkfsstlsfJ6yIgxSq9WKg9opUeL7VBt0u90gm3Bw3SmbmJhQq9UKIfNsbgIanOtA4GN6ejpKT3FMC4VCCODCwkIcfFMqlXR4eKjr169ra2tLR0dH0eqr1WpFiS5VA1QO0Au80Wio3+/Hhq9Wq9rf39fi4uIQ0cY7np2d6cEHH1S1Wo2DyUulUpy9QXsugBgH0fV6PbVarVAWrNfu7m5U2rhidUVNxgcbg1ZSKCtJESyCoCdi6ECEf8/OzkZU2ANGBCRQirlcLg5iPzk5CeJ/d3c3Kl6uXLmio6OjOKwul8vFZk4PFqdaBuXw1V/91RobG9Pjjz+uSqUS1Ta9Xk93795VJnPeSmt8fDyqfLa3t8NhTw0qhplsgG73vJyzUqlEL9L5+fmh1hMYXs5fOTo6Gipnoz0FwYls9rwn5927d7W1taWDg4NQfBhbKoJQvASgvBVbNpsdMmLMGcQW+7NYLIYM0O6ETAR3SLg3PTadhHq+XymJVq/X9df+2l/Tq1/96iAPWJ/19fUANZKG9rY0usoCHYfM+ZUGNPiZO3jsJf+5O4heNcB90DWAJf+9k/V83ktkmYfP5ISmPxv1/9SxSwmBUd/1n2NjfAzIPWDAs9nSOQDsAABTpzj9jgMBzyYDSLDWTtY5aERnMu/IFkFOaQBocRiYE6/a8rlwso/v8jmed7/vuaPsc+SOu78Pn3HCEJCKDvS1GfVdMpzQaxMTE9G+hax5ZAH9OypoAwZgD3FeCedcQS5Ig6wssAntJ8AsBNyRRdYGO5vP59Xv9+85oyglnp6vF9gI2764uKjl5WVlMhltbm5GUB+HEycyl8vFmQWNRkPb29vKZrOROAKAd3l058adKO85jCONzvO950QLerXX64UT6s6VE1U8l+C/E23sA5wfJ6VcD2LPpcFB1z6H7Ae/Lw4ImYIQ8Pcjefx+PAddcb+zY3hHJztzuVw8z+cKfUR7icXFRe3v72t3d1crKytxPhytXbvdrnZ2duLQdrAwCSWsie+pmZmZaE+APvEAsweffZ5dR/t8+Pu5DnO56vXOA6mzs7OqVCrhqKPDsJWetY9sUdnO+/p6skbgJnes+U665jja/hlwltsVPofz7WvvNsYxPZcHQXyfeOAEGTs6OlKtVovEIHwOP5CU5/IdX5+zszPNz8+PlL3n05USxen+ZG2ZY/eRnDjk8/zcqxb4v9tyx4cebGU8ECccxO0EL/KN70NCo8sx+17SULWC4zEfs8uyj8GxSKofXU+CgTwomMq3X6ke5mf4q5484jIpDcgub4fC++Xz+WhHjc9Kcl0aGIEA5WyRer0+1FrFiTH0mY/NK1KRC9oie8/4w8NDNZtNtdvtaI9DZZ3bKXwMJ6HpJMF6ootchzhuc9nzJADH4Cnxy7vA25CR7JjYbSVrxXeRAeQsJcxZUw8C93q9SOzzAHW6Rq4X/V3gq9L9Cr5M97jPjxPpL/SLwALyDUnsthfCFXn0NUduSRL2/cj+8AAY9wVPSgO7xtpjMw8PD/X+979fm5ubgd3c9vF95xOxsY4zkCEIcfYbVZYknOE3QhDzWcbP2bLsaX8fxkZgiPkBD/LZw8PD4Dn5DAEF7uHBFt7D30c6l3tPjE5tFtiHC9zBex0eHuro6CgSmy9evKhSqaRr167F2YsENhgjWJQKG37ebreHAmkEIIvF4j3BDWkQoII7Q4/DbbFHkSf0E+/tQRb0DWtO1RPP4R7OYSNzyIDbA/Q7CT4+ny6b3M/brXmAwiuj+v3+UMAtTVa6efNmtO93/YXOxQ9gzN4yH3nxyisP2jMXBLTgZpkHrz5EdqempuIM7OeSHPMlHxhpt9tRmbG/vx+GnEOT/DBaFhwhYlOhDOfm5gLAebm2V4mw0clo7/f7UYEA2UGJ0Pz8vMbGxrS1tRXl4NVqNaoyPBI3NjYWlRP9fj8O3SZocnZ2plu3bumhhx5SPp/X9va2rl69qoODA33iE5/Q5OSkNjY2wtlvt9uRTXrhwoVwoDxAgvAVCoUhMgaBhggno7FQKOhVr3qVJGl7ezuyWRqNhnZ2diSdE+GNRiMqA+jxRnSQjUCVTalU0snJSZzzwWG3xWIxABekmwMAssiojOAwd+7tZW9LS0tDGebtdnuoRAuFzyZzpdTv98PZ5nySQqEQ6+Kl4f1+PwhEP/zn8PBQ7XZb8/PzWlxcjGBZNpuN9/TD5x588EFJg0O9CKowV+12OzIJMN6AQZx56VzR0Oas2WwOEZwEj2jVMjY2FqQRMsBhrMvLy1FVVS6X9eyzz+rOnTsqFAphGI+Pj6N12dLSUhgpsix2dnYicIZxnp2dDdmir7ikqOLa29sLI8t8Q1yk5AlGA+Mzigx/Pl4p2Jaker2uycnJ0IuZTCbWHgMJCHLADsEiDYhjd4Ax/HNzc0HOOenvWdTS6JZTThJJioPm3EnBOUtJa+4NKPD7p06y/z7NdnBCCqPqTok7wv5zD7i50+3v7GPF8QcoMVeQVNKAFOfyfrBOigEaAP/oxPTZnimFjsGJQge6g857sufRsX6eDwFt1tjBOfPo74Szhi71eWFu3HH2dXUAnDqRfp9RAao0W5958+wlz053AMzceeAK+feWV14VgEy4/OKM0Dpxb28vzi84ODgIu+P7B+AJhnCiEyLQAynIEe0gvBrUrxeKDmRNIEyxkzs7O2o0GkNkMI4JzvP+/r4mJyejJefe3l7IO8QQTgQyz/6RhgkQfka2v+s61lhS2PlMJhOtMFutVtguniMNnED2GrYu7TXtRJ/vAbef0nDw2wmDlAjnAjM7Ye4kA99JSVXXk4wV7I1T6raH9XBHGOem3x8cUgxh6FWzhUJBu7u7arVaEfwAU9CyFgwHziwWi6ELGIukoYos3tmDn7wrejm1l34v13dpwCrVZx5Mw29otVqxfiTa8Cx8EV8L3sXvi/Pq65mOAZlI7SJ6NiVzeQ6JLh6EcGyBL5MmpbFfSMqRFMFfly8c6W63G4lVs7OzQ2cGTU5OqlAoxPs4gemJQylGej5evq8dY/Hz1B54UGSUPU3/jd7yz/u6YwtpmSSddwjAdnmLE38eZAsEYbpvXH6RIycynTx0wp3x8a7+/uDZFMO5rnWCijGletTv61gxDQSmP2N92FO8N8+EIGo2m7p7924k6XlQ1rE59wRrOLnp1RO+runzUr3Fmvd652c/7u3tqdFoRGCE5FESAuFYeFd8ax8fOgPSGrLS52RUspD7K46vWQvwHlwPZwXALTjhxjryPQ9eOFZ2X8Gfxxi8SsF1lus37o0eo+0S+ILEA8aXksLpnk19Fpd11uuFoOtGXVSLOgEsDXeNIYhB627Wgb+9tZoTuySoYmOcRIY/8lY/cBHsic3Nzfg/FxUFHjTo9/vBOZ6cnIS8gHU8cItswVtNTk6qVqvdo8+z2Wz4c8yHB4odE6JjGBN+HT6OE+dU83oQ2f0lEi/ZC26f2QPoGeTacQy+M/dwrINf52PM5/NaXl7WwsKCJiYm4hB1D7BCpp+dnbcXbbVa6nQ6mpub0/Lysm7fvh0+gzRIRJM0NC+sMetF8N/tF/sQXIu9cn3reMd9Tvxu5oC5c/3AHCC/jgkdp7IeactDZJW55l3dX3a7589kDB54w5++deuWLly4oHw+r729vXg3x3dwBOwvfCTmiTVGv5HUhez3+/3omMS/3VfDz3Yc5BzFZ7q+5AMju7u7kbUACKNSo9PpRCsnnGFXGCcnJ0HC0n6o3x9EQjFcKE3K5ji3o1AoqNVq6fbt28rlcnGmBiT37u7uUFCGvmsQwuPj4yoUCgEKnVSh1QYVH6VSSWdn5wezcabI7OyspqendevWLS0tLUVpX79/3vqJMxuoyFhZWYl5Oj09P7ODdkq5XC5I1FarpcXFRZVKpYg20laJQ5ypNsDxJFrHnEuKlgQ41tKg5I3gFcaC9lJkyQBUvCQKZVUoFKKVFy0VCFSRldRsNkOhEWRC0biTy9g4d4WNNjMzEwENgggQ9VS89Pv9yFxD7vr9/lCG7+7ubmzysbHzNlfXrl3TJz/5Sc3NzWlhYWFILqenp1UsFodadGF0MZgoDrIeGSc9azOZTICtyclJzc/PR/svV+SQkLTroiqGihiIwp2dHY2NjcVBpZ1OJ8aIEj89PR2qjoK0I2tpYWEh2psRkEG+q9VqGNLx8fHok4vBmpiYGMr6QYbcECA7/Dutbni+Xm7cHBBzoJaf3zM/P6/t7W0dHR0NZYWlhjwlcXgODkuj0QjDje5l/zs540QeID4FQTgiXjkCGCSTxY2lG1h+J2nIWDvYSOfFQcn9nEEPVDhoTLPFU3LLLwcDPhe8P4STZ31IGuqL6WToqACOtzdkXKy3O3QO4pxQwLbhbPNcWtXR/s4BGc904sLn2B0GJ4x9zXm+zzPvRvDTK5l8npm3lJDx+XFHKF0TgJ0Dcp6BTnUy2YGif9/HQ8bQ0dFRVKD2ej01Go3YazyL7KWURN7f34/KUJ6ZzWajpaGDVScgsVUE2NP3fSFcgOdcLqd8Pq9ut6utrS3V6/UhJzINNna7Xe3u7ur4+Firq6u6cuWKNjY21Gg0Qj6wg65zRgUYPfGCwBoEC3oR29Xr9YYOGSSpwUk135foY+neQAnP43eesYosIXfsOw/SMgb+pGQbtgUnGOcfvY5e5PvuvCOfHmBA16dkHOPyeeX5rB+2nWAqZ7mRoNFut9Xr9aLqIpfLaX19PQhXxuwEBo41AfmUePR5lnTP3mOM6FjWLg0UsCaj7IbLQbd7foYbrTc2NjbuyZB3xxe9hQwwRg/SkWDj78GzGZP7Rawjn8EXSm0uiVTMmVcg+P35HrIIYQtWhRwl+5K94uTgycmJdnd3NTMzE8FPAiNezeTtRVx27t69+5z1ypfa5USqyx2Ehl8uTylmc3vvF591Hcp3JIXOorpBOk9gI+v24OAgMCn7zdeXveP2PJsdtJrmGa67sNEpLnPZYexOrI8itv09XYZSDMi4Ur3g+JCfpeR2+h3XuennaQWNLpqbm1OxWIznp8S9pEgslBQBCz47imhPcaWPwcfXbrfVbrfD/+t0OlHtz/kOniDCfdGlzm9gF3lH1+/IluMunzvH06y9J+JIioRN3sP9Dycf+bcHczxQmOp65tD/duLN5crnnu+TDIufi85Mz0TyP4zNLz8bYZTuHrV3n++XyzdJzI7xWQcqlrya5PT0/NyRtbW1OOuNZE9sEZydV+xms9mhMyuy2WxwQyTG9vv9sE2MkapizjjxAEO/34/gMbiQzH7Hlqy5+3XgTD8PmQQTTwjzFlqShjAhz/GEPu/E4Ilr3Ic5dl+VgCz2nL3pOI+Ah+tLxzKOf/mD38r+5kxhqsXn5+eDO5ifn1cmc94pA5mA46X6h0ovWvt3Op3AXOh9dJZjJeycJ+N6cpTvS/hfiHl/Pw9s4iO7/8qe9iRgggnIJ+vqdjv1HwiQ+HmH+AtgYn83dDnJTOgV5gWugO9ms9k4t3p7e1vdblcPPfSQMpnz8/18PZEJ/Ax0I/aYnzu+JDjIe6V+DnPG7wqFQlQLwle7jf9M15c8e7i3t6eTkxOVy2UtLCxof39f/X4/iFcUF44RwsmmJjszl8tFQIDDmfL5vOr1epDRCKIfhMTCoDDPzs4iO7/T6ahQKMRzWXAIDDKvT09Pg0xfWFhQtVoNEj6Xy6ndbkcP5J2dHZXL5agKqVQqqlQq6vf70VLj0qVLcUjhgw8+qPX1dW1ubkYmBS2uJMV8QbpPT09H1n8ul1Oz2VSvd34Idj6f161bt5TJZCJDJJPJRNCh3W6rVqsNtSJAqdfrde3s7Cifz0dmZrlcVrPZjLNOaM2FcSF7l03N4X17e3sRHJmYmIgAFe2oWq1WtHoaGxtTrVaTNNhE9HDHYQS4ZzLnZ5fQjguFfnp6qkajEUETAj/e0gLwzvswB7wDlTX0l6QFBGejFAqFML4EsgBpKCDKqBcXF9Xv96MiJ5/PhwElOwbnpFarqdPpqFQq6cKFC9ra2orWUxDaGEXWRVKcNZLJZOLAWoi+4+Njzc3NSVKUBR4fH6tSqUTrLJTx/v6+arVaEIjd7nmFEpUzx8fHEagj25O9whwCGjh8naAIRomgEQ48RvCFco1S+Ogn6Rw8USXlIA2958BGGt3WyY00BouKlHa7PXSujhtk7onj4o6ENGjp4kbPsxi8t3rqBKRz4E4EIIP7+M8dfPm7ujPnz3AikctBSOrQjBof42Ffu3wCEjzDwQFOWgnAfKK/aD/hY/RsJ3caRwUOnLzk2eh0dwAdrLHOvBv3Ss8d4X38+XwH3csYnWhxx9XHkDr23Csl5FIiIAWaPGMUecK8U5U3NjYWANrJJIAXbRdwUpgDP5/Hx5bKqRMQzKGDZddnyBF6DwdB0j2til4oDvLp6ammp6cjsL+zs6OdnR0dHx8PZZJCSrAPWdujoyNtbGxoeXlZ5XJZvV4v8JeT/jgTKTGNPnUAD6AnIABO4uKzZDaRPUh1Bdn0LsuOR3BYXMc5Oe+EW6rj2NsE8pB15jLNwsY5BB+y73E2ILX92W5LkFl6YHN2mKShxJc08M2a4Yxns9nAZuwbqmdnZ2fj3+VyOfDW+vp6JGr4+3hQHv3kbZmwc+xlyMk0yOE6K7WfbuvuR1i5HKFf9vb24pycTCYT7VuZH38O33NCE3nf39/X2dlZOPC+Hm6bnRBlntG9/B5c5rKLXvPAvNsRSE/XZeAE+qbTVtAD6k7c+PseHh5qZ2dHc3NzyufzQYZAiPjezGaz0b7Qk6GezxfdErjQGegCt6OpXnCsk+o8lzdvmekksLfS8izQvb097e3tRUUc8sIzXY6wpx5chezgfo4nIe/QoVz+bye1fe+nOM2xil9OxkvDFblpEMSxKTaGIG4mk4nMbh8H77CzsxPvQsYrBCfZ5pVKJfS9J5+RmLG/vx+dHwgM+2HBXnXn79vr9eJ7rGG32w1b5D4ZyWfZbDYS7dBN4MYUx/tcITeQhfAq+LPYNpL8kDX397A7vV4v/D7HqKwJQQf+8D3WBwzLmH0+RgV6PGnJAybgAmSFcbovBDlXq9WCUEcO2bPgDSeSwZCOTT244r4bz3B5faFc+ByOlTxw5brOiW5knKTa5eVlbW9vD/Eu3sGArHuSeRuNRqw1yYjoONbCK3eRfU8swW5JGiKA2YfoQu6LHUWPUgVRKBTi/Fi4sVTfsbdIAHNZQac6we/YDHLfsaHjT/ap4xz8JPapB7xTnJT66dyP7/jzvOrQfU/nzcbGxqKamCRLb8VOy1yqGnq988piWrNyz0wmE62yuL9XP7jsoRuZAzA/cgCHjG5Dr+JHMOc+VucKHLviV+Ryg5boHriAb/N5RD95a2m3r7yPy+MobNjr9YYqv92HxgdbWlrSI488ouPj46EEcfgD9gLJ6ciEj4N95LiD35FAy/exH93uoLsM3CAy89leX/KBEYD0yclJZE3W6/WoAPGDbCAtMEwcak71BsYYQhfHgh7lGP58Ph8kbDZ73g4JUMK92TicvwGocGN2cHCgWq2m2dnZiG72er0IknCWCOdK7O/va3t7O94VBUWW5PT0dLTJajabqlarWlhY0Pr6emS0ksnABqelAMTzwsKCyuWyxsfHtb29rYODA1Wr1VD4VDR4dQLk0OTkpK5evRpVDJB2GGyUGe9HuzLal42Pj0dbKkqyyawkek5GrpN9VBMQiJA0dPYJwIjsXc++dCeMdcMoNhqNKLf0yL5nf7bbbRWLxTifZW5uTtVqNYwaY0aBVSqVAMu0VYOMcMKDKibWd2xsLP6PU8k7k6EAOUdmf7Va1cnJia5du6b5+Xm97GUv08zMTKyrdN6XjzZ0HmChHLtYLMZB7Zubmzo5OYlKJdbBs7ulQW9ylCsEDGebcD+MBPNHEBAggWJE0UnDhyS7Y3J4eBgGAxl4IV+sCYFfWpmMIrAc2I8iENwoklnAfR0EUvrr5COG1LM3PcPPDSr7UNI9gMhB1/0I309HnKefS4NBjCElrfmbP2lWIAbdiSRpOJPHs8bSLBEHu54FCPjyOeBibnDeHFg5kepBkJRw9HXwAAHvT+Uj9/XP+Vi4twdJ0iCSBx9SB5n7peAN8JPex+eS+zkx5xmevp4u605g8DsH5h5EIdOVzKT0D86Pv4PLvAeEUpnxeUK2uIc0cDZ8T/paYmMAqdVqVS/EC0Iwl8tpf39f7XZ7KBDBHOJoMNe0jGMNdnZ2gswi887XzDPDuKevPes1PT0dbdPYF9hocKbLBmOl1Ye3yOK7PNMdGw9qU4XpAUsCJS7n4F4cK5xNnB2cZe+pje5G70saemfugW3w6gLfg2C4Vquldrs9VCUDPnJnE8eHfev97HGWmItCoaDr169rZ2cnzulrtVpqtVpRKZ3qWt6DvYkTxXuiW9ALvCsOKVgfe5qSq6N0TUrIMkeSYt5qtZru3r0blTDYbNYydcyd9JXOce3R0VEkC/nZME4U+Rqhd9zW81knntPKEfRcSlS4E46uKhaLERCjyhms5qQHz0KO3b7hA3F2ggdayuXykN73wN0rX/lKPfvss59Gi3zpX6NwTqqjPl3CkNvVUYE8J7qRf8giJ1doOcM+dZ/Lnw8+BBNJw4fy8u80qONjGBXccZvqczNqftK5S4kgD+T4d1x3+17kZ44B+J6PCz2C/UaHMC+ON/Gf8KXZ8zwH8tFJcT/bgznk/Rx3uQ7xai3XEem+TrELWcxePeb6ZRTuScfmugK76bgH39bxlmN1l6/Uv/H1cJyIvuMdkWHHsn4fnsv9PXGC+3g7LA+msA9G4Wdfk1FyneprvoeO5TPM3f38o+fzBbbBnqTBEA9C9Xo9rayshJ0Ek4Ax/JwfEoB9DRxPuv3HTnp2PzLnXFNKBEvDhDc2K11jng9O8hZS2GC4Jk+E8MvxhyeleFCJ+xM8JCmG7gHuAztOlAb4wKtyPcDIONPPOAZjDiC0XUegn+jiAlcoKTAB65fJZIKPu3Xr1hA2LhaL8f3l5eVIhqdV+P7+fvB96BR4OfgtgpvpGJlLdKGvBfoiDeR7gi9r49w2HKrzAR50Qf74ntsbuCBwNd9NdUZq09FbfsQAMogsu4122z42Nqbt7W098MADevWrX633v//9wRnBgfv5PY4pqCrl//DscJPIKTaHcSATYD+CJujhF1QrrePj4yjlROA8WwEFgwC44qSEm0yVSqUSm5Q2UZlMJtoajY+PxyE83g8N0pagSTabVbPZ1P7+fjgnpVIpqjzq9bqk843MgYuMnSoCP0T84sWLQRpTCsg7bWxshCEsl8s6OTnRpz71KWWzWa2srCibzarT6UQ1CWc/SAoik0yRK1euaH5+XmdnZxFc2t/f1+XLl+NzKAY28N7enprNpjKZjCqVivL5fJTzZjKZcNZxjKRzBXHp0qUgJcrlsmq1mmq1WpxJQbkhVTWZTCZac2Ec2DCQCo1GI6qEMplMnKchKbIHkQtAJqQe92T9x8bOzybJZDJBaGB45ufnI0MR5bG1tRWZb7lcbui8mX6/Hwd+rqysRAXQ0tKS5ufno4IIEIVMYPyINjMGghYOFFFK+Xw+5gNjw1i3t7f18MMPq1Kp6Pbt23HYLCQQc8G6YxDu3r2r3d3dMILSoP8jB95nMpk4W6ZUKqnfPy8JZS9BdIyNjWlubi4UaqVSUbd73r4HGTs+Po6gG0ocY8hnz87ONDc3F8E0QA3jfi7R4efj5a1DIL6Oj4+jfNczK1LnNA2OOMkPcegACSDjYAIgyNqzf71dCfdMiXNABQSlOxo4yZ6VMcrp5V5+uXPhz2McGFwHq/cDlv5ZD+L4c52wB4Q4QOQ+Pg/MvRP1viboO0ghMvjcYQRsOjhywtUDK5415M/3Kkt3Nj04kgZefJypM+zzmTqn7ggwD2kAyu91vyCH3ztdY8aeEj7+c2nQKgyygcQJ9DkO7qj1B3QyZ75mTuw4uc74AIsup6yjzzffZx0IVBNcdkdq1B54Pl44NThcPm/ImJMg/IH8Zk6povV2mgSU2U8eXHHCyYkyWpAS/Kflj6ShXtF+IQMeeGZcqZ5jzJlMJpJdxsfHo6ppdnZ2yNFw3Y2DQHKKyywyxj1zucEhnk6qOlEIdhpFHnL5XiHYSoYyDppncfp9XM+Aj1Lia2xsLNZsf39fzWZTuVxOGxsbsT9IZPGqAmmQ0QgJAK7EYWP8vtbIiBOUkobWNXU4U2KLi9+BPTmP7+Tk/ABlD6Slc+LfZ5ys98HBgaampqItqevMdCxOUnqQh3dC7t2xdmfc91D6jF7vPFO9UqlEwLDZbEbiFFjAbUSqvx2bkN27vb09lMxGgIS1zmQyQ+0U3Bd4vl5ux1gbb1vhJFWKa0atm19OiksDYpaqBfDg4eGharXaPYS/V5bwPGkge44v0vV3veD228lt7ul6j8/fj3BO34059D3mOMz3qdsTD1bwPp7h6gQ6nydRkTE7NsZnHBsbG2rRSTJbatf4DAEpryb2oANzkSbTsN/934618BHShAA+hx4nWO3rwbOlQSAszeIlmc9llWeQzEh7V3gYEjnRT/jzEHp+Jhv2t9vtRtsq/CAnPaenp2PdGBdjhI/ANvNeBHPAhSTojY2NxXll8B/ZbDaC3Z6Q4fKcVqS6rfPgIfICzvTEynTvvhAut4fuI3K5Xuh0OqpUKpGtDo/CWcEe9CLhhmAG64YMg5XgidwPBE9AeksaauXkpC/PoVKZ9YUPYd9QKeK6AP6OFndUiLo+p+IB/Ac/wl5jHJLukTn4Pk+OYR8yr+Ao17EeiABD8A4kro/Sk/Ce6GWSLthnKUbMZDJDFTKug/l/JnN+vpzzfex//Cbes1wuSxqcg8w7gRMJ6Di+dvyD3sAPnJmZCY6NMcM9M4/oJ0lRlZNWoDu3jS7CXnChA9A5/N79eg+ioaP7/UGQi4psD9xLgw45BN9YU/Qm84DM12o1feQjH9FXf/VX6yu/8iv1x3/8x8EJOtfa650n9nFfn2PnPUnOp3OMJ4nhX7EG6HVvqfhcri/5wIgTDru7u6FM3LAhZDhhkPYINuBOOj+4mMn1MxcgdR0EokDGx8fjDI7x8fFo9yRJCwsL6vV6un79egjjxsaGMpmMrl69qsnJyagaIBgCuQHhdffu3VjY+fl5TU1NRZAEp2BtbU1PP/205ubmdPfuXV29elVf9mVfpnw+r2KxqFqtFu9MS6pc7vzcEVoPHBwc6M6dOyGw1WpVhUJhSHjHx8fVbDZ1dnam5eVlVSoVzc7ORoslyHb6oqMoOPQSEocMPghvDoAn+EGLKZxcviudt/+ifQbOJMYJ5wjFytxOTU3pwoULAapoeQWJQEsx6Vy5NJvNOOSz2WxGmwvAz+Hhofb29nT58uUwtiggN0IEBnDYmPN8Pq9OpxPk77Vr16IV0enpaVQsYUApi/YIKG0pcAoxGrQDOT091fb2tqanp7W4uKh6va7T01NduHBBc3NzOjw81Pr6eny/3++rXq+HbHMeBSCPw/bGx8eDMARg9vv9IQdeGoAVSkw3NjZ0dHSkQqEQQQ0CL93ueU/CUqkUa0vAEVCCogaUsD/p6Y+xmp6e/v8CI/9/AIShwRnizBpAHsbGy9O5HPR4ximEC46Gl4OijzHmfk4If6OLkSX+IDvIOPraQT86G8CFUUfXeDAgdbClYfIKp4b9lH7PyaPU6fbPOhjyz5FtgQOFvgMAOqHGd53Y8Ofj9HEW0OzsrC5evKipqSmdnJzEWVrMv5NbjM2JBweM2Ww2Ali0FWSv+4FtOMPci/H7PT2w7IBXGj6gmPf1yj8nOvm9kxL+bCcl+YOsOJHq4Iv5ZV1wcFNygnaG6BvG4AAYeeG7yB97xc8F4XvsSy/Hdvl1OWC+nLx2+ebd5ubmtLq6qkqlosPDwwiCM08vhGtqakr1en0oSQInzJ0lnDAngl3HSYPsrVSn4WhBwEiDPr4pqYgt9HPtvFrEHUnXZTyD6mAC2R4M9DE6UYfsozvBFVzIGfpIGrTpcL2GQ5G2QfJ54P8+Z7xTSm4yzy7vVHjs7e1F1SljZF4zmUxgWz+TQBoOvqK7aIUKKQaGAjfhPPq6OqnpQSPspjvnjoGRKRxf9nRKqPL+jDW90JPuuDWbzSEciB1x8pV/uxx7gEdSOIvZbDaIFfQi9irVx6n9d/uBrXQ9xYUe5dlOFuTz+WgBtLu7q2azGTrU7ahfqb1m/hkDFf448TMzM7G3Lly4ECQVGBmM83y/nORADpE7fo5MO05wO+qfZ31YK28F6PogJeD9bz6D74hPxPjS9fefOY4Ct3lgThoQIXyesbmsp7/jcn2Wfpb5Scfk1VPcLw3U8h0PIvFdDyb6O+GHSoNgMwTQwcFB2HTaGfIMSNJOp6O9vb2hRKTT09MgA/HbZ2ZmIqDg4yP5k2CEj1+SWq1WtEUGY3EfyE7acGN3+ZwHVQn6sH5OvjnJOT09Hd0kIBJZLzLDPUEUHYUOhH+BhE5lyuceDOpYkc96wgp+CPIAgZjKF8/wlo+uvxknl2PA1K/wsbqNSXGnB1JG2Zrn+wUm8oQ6yGdwA3aatlPIzvT0tFZWVlSr1XR0dBTt42m1RCUUa4Qfio5wHYUPRfBLUlQPuw/F2kkDHACWcV8S2ea7KcfS7/ejWoyzkbnAsYz59PQ05gK97vrLf57NZocqBXiWB0i5r/MM0qDijbnGDriMMl+OO90fZt+BzQiQOOnte9HJcQ+K0O6b5xOkOjk5P37h9PRUhUJB9Xo9ur+w5mAVx4e8C74Zc8O/0wQs8CLtBrkHeJZgD/KFDEgaOnsNWfDgs+9192dcvvis38M71DB2dDP8JfYAHcjnTk9PI0CCL+EJaa4zp6enVavV9Ad/8Ad67Wtfq6/4iq/Qxz72MbXb7SEcyTqm+s75GZ8ffBx0IvuN98aOeWAb7vWzvb6kAyNOPmWz5z0v/SBvjC6tFThQfG1tLTLkAdVOfvR6PW1vb0ewo9Vqxb8xwAgSbaD6/f4QcVcqlQLEjI+Pa35+PnrkEoTIZrOqVCpx2Kc7LWQMQvxDSJ6dnQ2dcdFqtdTtdrW6uhqbodPp6PLly6rX62o0Gjo8PFSj0QihZkPkcrk43PXk5ETNZlPNZlMTExOqVqvK5/O6ePGijo6OYm4JPBweHqrVag1F6gA9DnZpa7C0tBSgmCqBs7MzLSwsRDncyclJBDIgAcmGYaPs7u4GaVetVsPRXlpaCgIik8no8uXLymQycVh8t9uNzU7wiQAPczs7O6tutxt/M0eSgoRfX19Xq9VSuVxWtVoNg4MTjyPm2RscFolxw8BCEJAlSAAFhU4FkqQIUEBGe5VJt9tVvV6PDLlGo3FPFjPk0fXr1zU/Px8Hl3a7Xd29ezeMMwEoFPrt27e1sLCghYWFyNKRFBk02WxWN2/eVKvV0tLSUsi2NIiYj4+PR5AJI45iPzg40MzMTJznA5HhJHm3242oO3PnmZSTk5PRYgHlThu6F+o1PT0dckh7OkAUhgUnKgXq0r3VEk5iEPhzJ8dLH6V7ezt7sIF+yE6es6b84fm0X5mdndX29na0cuHzTj47Sc47pEEO108AFeQeXeDgNb1nSuKnwQuey//pcc6zsElODI1yZFLgzXgBQNPT03rwwQd1cHCgzc3NIUDhjqfPg2ffOIBijh2o+r95tjuzgBIHvP7uzJEDaydMPfs8zfrks/58Put6CjIY4oBKMu7vwYqUnPVx+JiRZb6fzgmXA0GXd+aADE5fZ+wn9t2DLjh1rDt608fva4nTtby8rLOzM/3CL/yCfv/3fz+wgc/l8/0CM0kKm4p98v2L4+JkGHYIcI+MSAN58/0DUe9n06XktOsV5MufkclkItGGjEX0TzabjXPgDg4OAjeABT2ATVVALpcLjIvMQCbznu6Q4pS5XvN9xR7g3hDrTnj75c/hc066Ylv4PpW1JLrgXOMwgpnR7R6gcKeSn+VyucC3OJUEXUiyaTQaQ5m7Po/MF+/uBIITB9gctxFObjjhez+dnupJX4NutxsJOeA7v6/rbH6GjfE2AQRuwIp+H97JL9dDbt88g9vXwgk+Dzi4zs5kMioWi9GyYnNzc4ikTe2y/9ttOQRtLpeLJC18D0jSfD4f545MTU0NJcywrlSDPZ+vNCgpja6aZG49iOKf5fNcTtqxtp6R7ME6ZAn/DvIaMoU95jrb131UQAGyG/vous3Hy/7iHqNkyzFVilf9PqPmgTlOdaBX2/nnPDiKznFsxjuhC9lTjIlEOElRDUIFBWODAKaixMkwdANYn/Mn8T2ZRzA34ybRjPnKZM47PzSbTe3s7ERQgn2GPfNEGtaZccCbcE8n01xWwUkkfeIvencISOc0wcSDtyRZejDN191tlcuWrzl2nLlwbAgW8EoodBuX2zv+OGmHHPl6up31eUnllJ+jr5Gt+9mez/f17ne/W+9+97t18+ZNSdJLX/pS/ct/+S/1pje9SdK5j/j93//9+sVf/EUdHx/rjW98o37mZ35GS0tLcY/bt2/rrW99qz7wgQ9obm5Ob3nLW/Sud73rORGYXJ50AV5w/9QTkqrV6tB5F1Qw0Eq91+uFLHNfZDzNZIeUlQbBGU/icNzCvx3vuQ5lr3s1KrKHDENaw7Mgc+g8CG/X7d7+kj3CeyNXyDJ7xvV8etaOB2e4N5jDK4xJTkd+vToE3hCc4YFJ97/5N3uXTiIkKFEpzL4n0Zx9RWV0qVSKdoTgS9bIgxwEdOFKmUMPWrAu4BIPejpuTXWbBwCy2exQBxRwi9se7Cdyyn18bfE/0mo/5xhYD9q74Xt61ZDrQWSOtmTMEb9zn5T3R/6ZB08e2tnZ0Uc+8hG94hWv0Gte8xr90R/9UVSaSLqn6w3BD96Xyg+u4+Pj6IAEL+EclOMLzqCjUuWzvb6kAyNs+larNaRMAMwETFhIgAHBAYw1UUJAhqQosysWi3H+R78/3BcPYOGlSwCHixcvamZmRjs7OxGAAaDMzs7GQeQozH7/PFufiCD9lz1TAscCIrnT6cQh648++qhWVlb0qU99Ks4F+eQnP6nj4+OoFMB5nJqa0urqqkqlUhB3kM8PPfSQMpmMVldXh9qF5fP5+x5ILmnoAMR6vR6towjmEByA4EehujGnQoVgF04yWSesH30fPViA48sG4qwV5pyzWSAHINZR9JT9MQ/u0BeLRVUqlcjMptzuwQcf1PXr1/WJT3xCV65c0aVLl4bKgjGwfj4NgTvGeffuXWWz2QiQOJmGYqIlB22yAHYYNipYqJRgjIVCQRcuXNDe3l5UahwcHOjatWsxp4uLiyoUCiHDZF+ur69H24N+vx/tQSBy6GkP+UjbsUajEZVTHGhGew8i5wR2mCcMI2vbarWi/QHEKeAYApd97UE0DrZzwPhCvWZmZqIU1NfNwSKAHKCDcXXnENLIKzqQMZwC9lhaCu8EfOok8hmP6lOGzn0xiOhdCDR0CmCIoKcHb5w0Swltnp06RIC2lARPyZ/0PtgRB528k88buop5SJ0YdK073k7g8wfbQ/l1qVRSvV4fOofHHfUUzHigAllhbMx1SmBhIwCU/X4/9iS6Dv2bZpZyeXb0qKATY8UGs4dTcgcigD8EAFMiGnKc7zo5jr7xOeFsLK9i4fduh5wcYc28HQ+y6kAZ2aQNIjrLnWHXXawzpHQmkxmS5UqlEvaJVpRkSY6a++fzhfNF1pw0COQxB9hzJ6GlgYwh08gyJAxrgF1GX6TYhWfiOCFPrmfZ8xBPnsXlgUJIIbCENNDD7G3GjDz6eQr+XsyB60P0tGPYNKiL/iZhJXVC/LN+jSJ0+B76yO1HqVQaygaj8tjl3Z0v5pH3JDlpd3c35psASS6X08te9jK95CUv0dbWltrtdhCPrtec+E+fjY6DjGCuwY6pjuW9XUZcz7HW6Rx6ywDak+KnuAz73OKvUC1IG1/kxFsnskd8PF49ADmDXXT58YQBbLqTkcyf61cc/ePjY9VqNXU6ndCrTlC6PXIdzUVFMjqTz3Q6nUgo87NGpqamtLi4GCQDeOGFUEFMtafv9VH70Uk31jUNBjh+w+6j3yYmJuLMLXClE71psM/1DBjJ8YhjFcdLjDmVe5dt6d5ghRPujh1GzUVqD1KdxjuDK9LgBt9FL/iYwdoECNFtrjd4X6oRvQUUWAL/DBKNlnTgZH8PfEv0PFev19Pe3l5g/GKxGB0XWEd8VZeRmZmZOFcUTINtrFar4c8yFgIB+Ordbjf2ohO32Gkyvb3lCTLkleMkKzLPTppC+kHGgUGRN5JMfb4ZG2Qw/gufYV5JtCwUCsELuD1lPsENvudcJ7IuPMP3IPjA5c+xMv93ItvlM5PJBEEMXvxCXxcvXtRP/MRP6OGHH1a/39cv/MIv6G/+zb+p//t//69e+tKX6h3veId+9Vd/Vb/0S7+kYrGot7/97frmb/5m/cEf/IGk8z3zDd/wDVpeXtYHP/hBbWxs6Nu//ds1Pj6uH//xH3/O48Gmoquwe57wQsBsZWVFY2Nj0c7poYceChlxopn7ui1EJsEkcGKss2e5oxed0OcMVSfUpcE5PWAPT8qRBuR1SmJnMpnADdKgDZPLOD4d78Az0WP4qWkiGTKOPoOLcd+b5/uZKplMJnhF1+foM+cIXLfy7G63G4F01/8EfLE98IDgaed9IfH9PONcLhdJ5iRYg1HQXyQl8TPp3oQWx6TIGZiU4Bq6yTEL8sgae8CNNWe+CARD8HN5ciCf9bH4d9kH7qtTiYesO++HvBN4QkYITnvrW7h1xuL41/EEfCWJMa94xSt09epVPfXUU0Ot1ZBD8LdX/3gFI3sLnOPy4VWqs7OzEdzieIfnohe/pAMjkoJwZVEgQ+gLToknpfUEOyAOMWhnZ2dqtVqhjJzcoKJib29vKNKIUcchmZmZ0cLCQji23ney3W6rUCjo8uXLcfCkpMjwZCOzkVhsBHB+fj6qQ7rdbhwsSWuqJ554Qnt7e7px44ZarZZOT0/17LPPxoZAQQBqCFRg9CGrFxcXtbu7G5UPENHM8e7ubmxmMkYQ3LOzsyFHbXZ2VktLS2o2m9rY2FCn04mexwh1u90OZc0copx8jo+Pj7W/vx+ZM6wniqPfPz/ovlKpxPkw/X4/nFnIfAwUz+Nwpm63GwqWg8J5ZiaTiUBPqVTSysqK6vW61tbWlMudH6hOVhpKjOBANpuNw+FRKpTt4ajTEocACNk4HEJUKBQkKUqmuQ/jkaStra1wAgHOh4eHWlhYiDUiaEWWA8Y4m81qYWFB1Wo1ql44NP4Vr3iFZmZmdOfOnai0IniCAcJw4JihwLLZ7FAvVww1ey2TycR5I34AGgqdjCGAJ3ML2HUifXp6OoJNTui+UK9SqaRGo6Fud5BRik7xDBA/w8Z1T5qtAgB3EkQaADZkHePE5/0eDvQBGKPWCeOHs9Pvn5/jhE7i+8gV8sR3nUQEsHgQBwPJ3+4kO9HNxeecTOBZGHP0LPPBu/O+zBFgxB1rH0P6/5RsQN91Oh3t7u7G3gYQADwdfGYymSEHgfvzN06ol+YeHBxE4BsHmj/sRz8Q1AkFX/90Hfy5vhZcDvwByuz3TqcTFZqeYY5Mpk69Z8y4Q+vlzE4iefY/9oGfE6ROyRR3gsEG3NuBve8n7pkS7O5gMRfIvwcZXX6p+PS18/V9IehBTy7xCl4nT5ALJ4iRiVRXSRoC6MiRJ6l40I419HUjmIadkgaZ/LlcLsgdz9BDf1JhyT72Z3k/X4I24C9kzjNp+bnvP8ZPAJTPedaepHAskH3XWcwv/+ZKZdqJd36P/SFzEjnmcwQ6+/1Be07G7GvH3DUaDZ2cnOjixYtBAJZKpdBp+XxetVptqNrBA6jsczAGAefT09Oo5qWSF7vgRG+qN3hP14lua/i/f8+riyE6sFdpwN0JNdp0eMtDX5NU97mD73Kb2hdp4GjyPHf4fX0hLLiX60sOWOddeD73YD5cv3FP+oZ7ezgILEjqZrOpzc3NaBGErWIuCMKBk5+vl++5NPjBz3wvOtHmsiINB/acRONyecCHGEXujhrb/f5Ov+vy6p9hzJ5g8pnmZNT/U+zp755ePm+MyWWVOfF5ZIzgFJ7pCS7SMFHPnKJj3E+VFIFQ/tCeGWKSIAakkq8he9dJLjA2e94xRErQz87Oam5uLgK2YB1INd7Xg23829+XZ9PfnjlwPcI4nESEw0mrjPi9/x+cjc+TYiNPmvN5J7DlGMurBdFfXvmS2nxPxPFEjHQfpTI1SkYd7/FejH3UOnm10Bf6+sZv/Mah///Yj/2Y3v3ud+vDH/6wLl68qJ/92Z/Ve97zHn3t136tJOnnfu7n9Mgjj+jDH/6wXvva1+o3fuM39OSTT+p973uflpaW9KpXvUo/+qM/qh/4gR/QD/3QDw21hPpsLnzY9P/uR3COQ6lUGuIMe73z9vqXLl2Ktktzc3PBp8CDeca9J7sw98iPE70eQPC9AHdCy3CCCuw3SZHISIIEvJsnio7q2oBO8SQW8Iy/M9wPMnV4eDgUpES2XR+h+xiX+0BgZT+jLq3+ITEZ/eOXcwwp1uT+/G5sbCzaFcMNeCAmxfrON4HlGo3GEBbnD3PZ6/ViLQnicF+e40lDrJtX37md5B3RyXwXXQreSoNFcAfoEDhur+CQBpiUteP3JO2BmTyZBZkl6Md9Uvuf6hdPrmKtHFNzL/i/8fHzVo5//Md/rIceekhXr16N+WceweUenGSs7EXWAN+ECj5k2duWIfP4MM8lOeZLPjCCgmFhz87O4hBgjJm37+n3+9FmB4PnffKpxIA87vV6sYlpVUSmOwKMouK8Bw7ERZgnJia0uLgYTtzh4WFUqKCEIJSJOKKAiJxOTExEhQeVElRxTE9P66mnntLt27e1trYWFSeU3eJkIeQIWC6XU7lcVqVSCcXM91DEBJkIwrC5AB+Mr9/vR2UCDu3x8XFkthAgmJqaijMwCDSVy+UhcIaC5XtswLm5udjM/AwCA2WGE+RnsNC2h2COpDhjZWJiQu12O9pP0XrBW+xA2K+uroZSLBQK2t3d1eTkpFZXV0P+WDcUB0qjUChof38/AiKck0KvbY/kO9AbGxtTsVhUv9/X1tZWVGQQkCuVStEOjoNHC4VCKGmMEATg6uqqOp2Otra24hwTzjph7XO5nKrV6pDj9PDDD+uRRx4JZ7Ner8c6+3q0Wq0IwnH53iyXyzo4OFC9Xg8DiwGChFhcXIyDZAlQEvjA0KK0CZwgR2SzvRBaJ3y6i+oiBzlOWPMnJW2dsHajmxL30gDEOyGCQXNHAUDId7hfStb4cwCTyA4G3x0YDHE2e57Z5Y5T+p7sZf/bnQ5/rjQ4FJIAJPKWkkQADS+LTknZlCDj9yk55cQRc+Hfc+BIVh6VhU54piSTk1i+BtwTEO/kw9nZWQRq3dahf73FgZNlZNj5vAMi/b0Zq5PCToCyt9FfkAG+LtwPBx97yx8nY/3fKSnixDhr4PdOs35c7vmOJ0x4S02Xd5dX30vIk6R7HFvWxx0mnuHZWP4+6f58vl++Nz1o5IEAPpfuBZ97yAxAOjKBbfQgJPrMgyt+gaewazgz/l0CGq6P0JWe3ADZy3hoG7q2thbv5M4ODoEHO5gT8Cz3wtkBH6K3mI+xsbFIokirLXxO/Y/vcWmQOYs9IJhQLpe1srKik5OTwMXsobT6B+cJIsxtDYGwfv88GHVycqLNzU2tra1Fu9SdnR2Nj48HrgEXS8PtozyzEh+iXC6HjcG5np6ejgot1jTdb75f04AJv8M+ehsNcK2TKn4PD1aAoTyAylicFHL5dP2fjsPliYAjMuEOvr+3Zwziw/R6vSAsfPypLva5Qtd65TfnxJDERbYo70F7YtpBklU9PT09VI30xSAL/6wvt+/sV9bFK2qZD2Td9Sf/Z60dS0gDf4KAnHdekAbnVfizUhvkMpfqTz7rusT1Np8no9ex6qjnOYmdzhGXP2vUOP0zvCN60XWbEy/gIs7DAVd6kATCC04CPwrd7QFvSE2SYWZnZwPjz87Oan5+Xt1uN4ioZrMZz+MPpB567PT0NLph0OopJXDBHcvLy5EkCSbkd2NjY2Gr0MupPUOHcG5oo9FQv99XpVKRdJ40QItrxkmHgMnJSS0uLg51VECPQC77GjkRhr1jfZEZ12skLkKKe8UIPwNfZjLnyZxgDbAf68O6I6eON3xuqT5JbaoHlqRBUhpBKJf5TCYTh9ITDAMDfDGvbrerX/qlX1Kn09Fjjz2mxx9/XKenp3rDG94Qn3nJS16iy5cv60Mf+pBe+9rX6kMf+pBe/vKXD7XWeuMb36i3vvWt+tSnPqVXv/rV/z/23j3I8rus83+f0/c+t753zySTCwECgQQwQBjdH6IgESm88cdauhBdCzUV2FUsi8Ji5WJhFLcWcRfBLS2xVtEVC9YSUQxogkC4RUJIAoGEZCaZmb6fa9/7nPP7o+v1Oe/vZ77d05PbzPScp6qru8/5Xj6X5/N8nuf9XD6p74JPIQKLHQ9gD2LOmavt7W3l83k94xnPCNU7WEMDAwOanp7W7bffLkkhIKHdbieCIgjiRJ8jABZ8wzEftzVbrVbAwuAT2uwAN7IQvT/NXgLXo7QXdpGkRCYK4+AZNKx15CKZsH6/68QA3dgaLj/dTndHDHuE63/uJHH9m+9Zi64fxbIa2cg6pn3uWAbD4gxh5ox1xpyUSqUAqqMf8UzPiKG9HtTIPulOAh/fOBCBdnKPY3vs1a4joXf6sQc8j7Gi7S4r4B/2ZDDldrsddGcPsnK+8sPfHX/k3e6cdwc/aw55Ge+ZHnxNlZ/vfve7ASNHhwarcuzEM+4di2Sc2IOYMx9v7GP4xR2h+6ED4RjhB0WPyD42WjZGj35rtVoBaN/e3g7RFjAeyp5HkqF8OKiLgHBvPk6E8fFxzc3NaXt7W2NjY+GsDryWCwsLgTnz+XwQxEwoEfFsxtQepkTOyMiIcrmcxsbGdPjwYX3jG98I6U5LS0tByAF2SwpGN5sBUYyeVYNwwSOLt254eFgjIyPB+9rb2xvOHMEp4UY2JQ7a7Z1sjunp6RBlLHVqs5LZ41GJRE2yKIggwHGEgobBjLOLecNg9jJWbhTQFzI9qPGKgOQgO+pPIrAkaXZ2Nnjus9msxsfHg2Cmlp2XJ0KBqVQqqlar4QwXnEgIQsbOnQTtdjtkxhC56Moj2ThkARFNPjExEcpZra+vhyyT4eFhnThxQnNzc2q3OzVrWSP0k80VQU7b+vv7Q5YH649xY/2ReYMi5yA7GU6SVC6Xg2I3MjISDvNDKGJguaOFshYAVWzCtANF5GKnYrEYzpHhoHt430F8FCl3zLnRAU9AMcjohiw84GC8A7t+PQoEf/PbHaJeqgkHrNSJYEGRwmBzg8SdOt4nN2bc8OOH71AsiHDx/rJZOyDgwLcruf5uNnIHD3le7IxKM9a9nRiZyCGPPk6bP3fSxAoC+2EMGOOER34AwCEj3Enhn/m8xkqU8x38RN9RnuN1DQ9g9NEGf5bXzHb+pB1c68q6P8MVWp7j/IHiy7Md0HHnjzuXfF0g3+FbiLnx+9wgcDCG6yWFAAIitzxajnsvJvL9yh2MrtTHayFeE/AXe6E7DZlDj5KLwTXmDT4ggAV9Ko6wQjdwBw5ywkFH7xNGjN/jxgM/bmD7+LDWkPkOKsZ7AEaWl9h0PvV14HIllm/+TPh0a2vncEv0aIAs5CjZuuhSnlnD/W44DQwMaG5uLtQUfvjhh7W6uqp8Ph/0LjJx0SEdDIDcWGW+e3p6EjoNmQzwRBrw60CzdHpGBOMS78WMH3PGWLtc5h3wgvNebJQ7wJG2n/C+eJ78Wb6WsIdiRwrXAcQAlPqeEq81bwu6IuPtoD7OInRFMuQoPbSysqL5+fmEPQNQ6GV1Djq57iIly0O5o9gdbFIyWAV+dHDPM8vYi5EVrpPEjgPa4uCw80DMQ84P3nb/7e1Flnv7eT/X+X28O5bfzpO76YwQ+ICDfax11wX5m8BFKkj4WnEHH5/jEMSWoW3oodSjr9frCZsHu4wDvx3wAgjF0exAKAc2++Hr6D1xtmpvb2/ABDxwknXotqAHNyJTcZTCP/QdMBWwz/cYeM9lkYOT7BsOrjquwHMZX8bW3wFfgEvQDuSQOyc8CpuAB3cigzP4vuqgHnLNnWiuV6aBwfzvst1tEez4eD081fTNb35TR48e1fr6uvL5vD7xiU/ommuu0d133x0CeZ2mp6c1OzsraQdDcacI3/PdbnTrrbfq3e9+92mf0/c4a4TxZ2+Ynp4OJcUlhZLxMzMzGhoa0iOPPBKCPd3OcIdLHMgCH3iWJ+dbMX8evEGGF9Vg2Mtxerge5uX5nHCUUaXD9032UamzZ2MfkakVA/js2+AEbpOig4Lz+fiCR3EmnuuNvDdeAzgdwApw7GUymVANgPJ92WynNBQ4FTaPB6Q56O82I9gqfWROms2d8lo8hzXjAXjc43pZvP6Yp9hWRFfEueGOIngKOeMZJo7BMX/Y1PHeTVAmc8D18BG4rstFD1rwqkiSwt6D/b25uZmo2kKAlNvC3OdBY8yt20CMI7gsZwtLnSwiMrI8EIB9zDEqD55iD3b57joQthwBb/ulC94xQo1hwDMYGgOJqD0fZCbAwWsWBgPJ4Gez2XAeApsPG77UiUgZHh5OHH6dz+eDYTs1NRWEkisWbGJEwwPu46Chjb29O7URKdWEECGV/OTJk9re3ikZMDMzo1wuFxwyMLUfjjYxMaFCoZAAuYg8ZixQ0nDqlEqlkDmBdw+QIFaUWZy5XC6UNGNRraysJMBSyoz5eRVEivgmh0LCnDFHLEieWS6Xtb6+HkopZLPZEBWDEsN9OJ8ymYwmJycDH5He2Gq1VKlUwjvuu+8+TUxMJOYOfmi1WoFHcFJQF3Vubk4LCwuh1mxfX59KpVKoF4tDijHzklAOYExMTGh8fDzwKn1AaS2VShoYGAglrwAOstmsTp48qUKhoEqlou985zsJRZIsGhxUMeiysLAQNnzmz4U3Qm98fFw9PT0ql8shA4dath6BxrocHR0NByMhxHE8IlwdBGetsoEgfFnT9Xpd1Wo1ZCCdPHnyKZU95zNR/xfwnkNQkSU4v1C4+vr6EhkAjCsywkETeIcfqVMj1SNkpI5iJiVLD/GdlEzT9LWE/ITfcHR7BIEfBB+nSu4GhtAOlBkHDNrtdsiyYYNOe647XmLQwTNaHJgE1PHo7DRgwJUuN5pig2dlZUWFQiEooIyTA6MxuM6+goKK4p42zyhXXrIO5yxKqpdoSwMx2B9QXhkjjEkfR3cueaRM/INh70AE8oE9Ph4/5zkAcNrH57Gzgx8HKLgnBjIBueNxx9Hth207T/iceptc4WbsfE2xP2az2ZD1ebGS862D8rExCc87kIciD5DC3KM3IQMcnHaAjedimDuY1mw2w55KLWTfs1irLg9wVNMvAn7QtbLZrJaXlxN6GjIeI1RKgpy0xcelp6cnlGKJDQYH0Vm/rAPWZez8jWWAz4uD45JCpCNZb/QB8mwQP/PDDXd+iCAtlUqan5/XsWPHVCgUQpAOOhS6BICIOySZB5fj6KfIP3gAh3TMV7FDyb/jc3daxXKP+XInUNzGGMx1XvQxjp/rjo40p0csh7wvbqC6s86dVFJHF8VhQVBB2jqM115fX+dchFarFcqqwc84WXieA5bwb71e1+zsbCKASto5f4l5PMjEHHnEsOsU8Ty4vuOAD7zmADn2JvIM0M/5K34P+27sbJWU4G1vvzshYiB4tz67jhe3ZS/HiI/Pbs+PedwBTAf9eV6aPkJpY7eBWEuxY4hnOi5Am3EKUk6ZigOMEXoZfE9bPaMfkErqlIhCllHBAkcLjgDPGiKoknY6iIW+zt6G3oJeyjWAea7/MnZ+NgDj7+/iehw9gGnNZjO0y4NzGOM46pr2+GeZTCZkIvg8Ow8wJryLctKA3u5AQbY6vzuPAIrTR983XCYzJ94Pfxbv8qCCp8sJfPXVV+vuu+9WtVrV3/7t3+qmm27SHXfc8ZS+8+1vf7ve+ta3hv9rtZqOHDmSyH5jn5YUAm4zmR2n1aWXXhrWVru9E7BbrVZ1ySWXKJvdOce3WCwmMCbG24MQwGjAq1wHjcFb5EA2mw3/u84ndXBEdBXkk9t/zofucEQ/hB/doRHbNPl8XoVCIZzPiG7KfouMlzoHq+dyOUkdbJQ1XiwWVSgUtLCwoNXV1ZC9wrpkDDxbwzEjDyR07AA8CRnqgSvYz1InE8XnodFoBLuVvvI54wm+AD5F+SWcQ2RE4gj1fSre6+AH+hI7SAh+dqeM68SeleLBf/ASjhvPkvLATOdNnLW0iTGFB5Cjrr8RlMQRAzEuhJ5FG11vQP7gfKe9jlm6o5h5Yk+Ap3CwIfPcxnfdjSMfmHvew9put9tBN0HPB8shMGG/dME7RhBKRA27t59Nyg2LNKNT6kTNsokBbvMMIgklBU8tG7QzOOeYNJs7abQwe6VS0eLiYvDkcraFKwMwgtelxquGY2RtbU2jo6NBCK2trenhhx9WJpPR2NiYLrnkEg0MDOiSSy7R4uJiMBY84heA3oUPESMIj2KxGIBwBD0OHJQboghR0nCAFItF9fb2hgwZj/hCAAMSOCjIpgCDY2hhjMYKZm9vb3CsSDtAIYc8+uFNzAuZM/CJG5oOLnoG0vLysiYnJ7W9va2HH344jDkKJB5VVzyZMxSabDarsbGxkKHEpjExMaF8Pq/Z2dmwsKUdYTQ0NJQQBAh+V+jgQUC3RqMRBBUefA4eeuihh3TFFVeo2WyGkmKkJbuHlfewfiqVSlAsABooU0XkJPNFNJN7wT31tdVqqVarhYMIAS0AH+B3xpN0eRQd1iFCmTkcGBhQPp8P57QgKC9WyuVyymZ3yklsb29rdnY2rHXkJBsY8osIXD5nE/EsHowOB15YY27A8j9KFJs8c8l1vJ97+AFYccUQQ71UKoVDV9k0yQzDaerKRxrFYJKDVi5bHMiH4ghF7vU9xtuGAoAscIDSxwpy0MhBfTciUTIBn1x2xcCAgwduqMXOGFfq4BUczijgsZFGX1A208YLwAznCOPCPszf8BLr1pVh2h4DELGR78COj6tHFUkdhR8lzHnSFVvmzcsnMRYx6OK85Y5F2uDZRe7Acl5xUMTbwvczMzOampoKNZKr1apmZmb0whe+8KKWd85vDnTHAFm8HpgH9lT4h3mLDVP/iddsvOb4zGtJs15pw+rqaqIMiPcDhxpAszvHOEPODS1fT24IO+jG94VCIZRTxUnuDkB3HLM3OH/uJlddn4odAqxfB6f8MHMfS4xjHCNumDk4BEgoKZSD9eAWymQQNLK8vJw4hBFd1EFeH0OpA+z6noHh7Y5lrol5hec5+b7nfSY7B33MHW9p4+r38507V+P3ej/gN//br3O+8rFAD4zlmvOfl/bYDXjmc99vcLwAXPn7XR7DRzhO0Aer1apOnToVdHCcJoAjTyZ97nOf0+///u/rrrvu0qlTp/SJT3xCP/mTP5l67a/8yq/oj//4j/X+979fv/qrvxo+X15e1lve8hb9/d//vbLZrF7/+tfrAx/4QAhUeryU5pRgHXlJFIIa2Ns8OIA16FG9BLkRTe1rQurwYby/SskyH8wnmTzOlw5COSjt8oP55ZnuYHB5IyVLl9A+B9PiZ3hfXMZ7f3w9YJvyt+MOyH1JoXywV0XIZDrOa34DpjEm6C5EBWMnYW8zr5lMJzoY/IJgzXa7HbJ/pU4WSzabVa1WC2CtR0fTfy9Lxfgih1n3gGnM78bGRjjYGBm8vb0d7EY+x0Zxhzf7XQx6cQ0VP2gjc+fy1LNjAI7Zv+CzONObtjAO6KrgELOzs4EfCUYqFosBwKNNzBn3ukyDD9y57u1yOwJcK825wnfNZlMzMzMaGBgIGAiA+NNB/f39euYznylJuv766/XVr35VH/jAB/Qf/+N/DEG7njUyNzenmZkZSdLMzIy+8pWvJJ43NzcXvtuNqHQSEwAucg1AHR6h5NXExESY46GhoVDJ5bLLLtM//MM/qFAoBEwBHUvqlG3mb+QEvOf6GeCvpITzlM+4xx02PJtr3H7F6eEBbTxT2jlPtKenJ1Sy8Qw/KWmT4Kh1x4XjoBD4Czif24y0E+cScjlNp8B+8Tmifz4+sTPeA/0YG9YWz3LbWtrB/7w0k7Sz/uOzM3yt09fYVqdtcUYwOiN6K/LF9RJkqL/XbTr2V/Zi1iu6Kg4MZCxjwniy/sF5aLPPN/3nPvZsfpBNzBs8wlg4Jut2ADqX20nwHO8HHychAVmH7GIPhx/Zx6hwwtpjnNi3/NxpnuW82Ww2A47KGOIMZI72Sxe8Y4SNxkssjYyMJMC8tbW1xOEtkoLyjXLm0U0IN0BCzxTBIUGkG5s+YHq5XA7RnETQVyoV1ev1sAnyfJiPcy1gOoAnFiWMi7GAAoE3cXFxMRyeXSqVQu3mxcVFPfzww6FWPBuCp17B1IBrMDGR5T09PSH6rlgsBoGIx5lUdlL0OJyN8lb9/TtnRlB+icWDojM4OKixsTFlMjsRGxg0fpiSpKAwoeSR5bK2tqaVlZVQkzubzYZISOYPp4iD7W6seTQGhhr8gTKGQwHPZqPRUL1e1/b2dijJRakGFCfGoNlsqlAohA0IHhoYGNCxY8dC6SsUWngNAYsTBAHqSh3XYEyTjbKwsCBJWlxcVL1eV7u9cwAVtZdrtVqYazdsESY+VldeeaVWV1dVr9c1Ojoa6njjJGOzACzt6+vT4cOHg+Jdq9WC8ofRTHvh+0qlEkAKfugPZ9EgcFmvrAueQ91dNo+LlVZWVvSGN7xBz3rWszQ2Nqbx8XEtLy+r1epEY6KII18AONxRiJHG3GEkSZ0yeMjMOPIhNpal0yO23RjjPjeyIJ6xsbGhYrEoqSP3UZ7YAwBZ3LCIgRn/3zdLB18A290QljqHZbpRFrcVZcWVQvrvgGNsiAOEOtDPXDhox7OI0kPWeUSOg3uuAAPUxg4KB1NRzlDM3EDzuXXgwMk/dwdd3A/fg1CG3UEfG3gOUnMNbZY6DhIfaxxm7OvwCePjfEv70oxS5A/rIg1IhNdQGF0hdl6KnWs9PT0hU5C15JE8OMlnZmY0MzOjiYkJjY2N6dSpUyoUCrr88sv16KOPps7FxUA+V/Fv6XRwlusxZmNlnfl2Z5avu9i56ff6eoLY79BRPLoOPoqdtOyjGAmsH5fRBNF4/3kWBpo7EglwGR0d1fj4eELvcVnuY+bAM/tADPrH73fAMU3OuVz2H9Yf/L+yshL0JN+vWJ/0r9ncyTwYGxsLQSnu6Ont7dXk5GQoQ8u6d72XZ/u+5gayjwt2Rdre4ePiMtjXv48N/AOfeBSgA6jxM+M5cMAkfp87MVxeck8MLLtOwN/wJ0Yp9/n+wD6T5vx3vkDmISfRNR0waLc7pSbcMR+DGLyHSFUylT0zf3Jy8kk/c25lZUUveMEL9J//83/WT//0T+963Sc+8Ql96Utf0uHDh0/77ud+7ud06tQp3Xbbbdra2tIv/MIv6Jd+6Zf00Y9+9Kzbg7wCRGBO4FHf02JnRZoTTUrKNcAVn29f8zzP3x3/wDfMXww2+nrhGudHf4fzsP/eS9fjurS+8l0sh2M9Of7xcXRZ5m0H5MFeZmzdvvc2+Dh6pkTaPuYAqstaxhcZx1pgrQH+8w6CYNzZhYxFNwOIog/ueHNnkwdceZt97skQ82AZ+IZAGqqAONjq8gEZ745ax3Cct2J+832Na92x5UEt8L7Le3Qz2kGAoD8be2a37BDkmbedMfR9yJ0mrvtmMplQKtntFLc5nk5qtXYi8a+//nr19fXps5/9rF7/+tdLkh544AEdP35cR48elSQdPXpU733vezU/P6+pqSlJ0m233aZisahrrrnmrN8NCIv943u4709jY2Oanp4OTkuCk0dHR/XQQw9pfHxc1WpVkkJ59Xa7HTAz8DK3zRyQRka6beKOCvAf8DvaB996IA3r1R008Aqg/ODgoCYnJ7W8vJzAPLB94AkcqGTrYm/U6/Ww95LVglxCdrA2aMvw8HDA7Dhvh3tcVvK3lzxye9+zXmI5JilR0Qd54voHY0/pLXBDnD7z8/NqtVphHJgbsAyejU1IVrE7q+N9wB0iaXixB+K7PPE++vXcD484DoM9yLzCd8yLyxL4iTKj8IAfTL+xsRGCs10P42+c1S7f4Vn4l7F2vA8ZiDwGpyZQnLaC5+XzebVarWAHoeuDJYKDetBtX19fuIax4L2e0Q5f8TfrJZfLhSCF/dAF7xiROh5YJjifz4eyRoDapNj4uSJsKMvLy5IUgCkGl5SqGKjGmwcI7oe9e6QfbQKEJgujWq0mIgdJSZM6Ag8jA8XUQXov1dJoNLSwsKDJycnADOPj4+GATsDEWq2mgYGBIOxhaJjfI2YA/jno2wUfZ2S0222Vy+UQLcHCdPBobGxMhUIhREABCiDUPPUWhT5WYOgzzi0HDlE4CoVCcLIMDg4GR8XQ0JBqtVrwIiNYyGool8vhkDqEAkKGzY5r+/v7deTIkeD4yeVyqlarIRWv2WyGQ/Bwirhig/LJQeooffV6PaHouHAsl8sBIMP5hPD1EhM4BtyhhoOoXC5rdXVVExMTqtVqYQ3wXqkT4YUgB8DZ2NgI0aXwPbwJQI7zDGdZpVLR6OhoKGdFDVvahDDFSYnxu7KyorGxMfX29gZHlxv2vkF6FgnkaZScr3Ex09zcnL7v+75PR44cCU4tVwTgOY/O4DvG1cEPVxDYBGOjFcAZhc9li6TTrvd2uFHnSq2D9bQF8Nwj6yQlMp1Q8lD6YiPD/3cDDkXBo7xcgXNlKDZaGRMH+jxKhT47YM6m72Prsh8FIA38xJnk9WHdgGN8UaZ8vD2yxaMdaTt9c6CNe3mOj6WDHh6p5WuYfcENZAcjuMbLAsTAqiup8BQKK+Tzgfx2OYLsYFwYA4xxj/zB8PY5j40Zd8jEhnfcHt4J6E323sjISDhDDNnIdfD09va25ubmdOLECRUKBS0vL2tzc1PPfvaz9fDDDz8xgXEBkzvDYvkRgzMQ13oZBDcyJIW91fcZB8yd/9OIdsBPyE34O5PpBINgALmD00ETX2O0A0PcdSfI1zNj0tvbGxxt7XY7ZD643usOPo/CdOOf58egnsvCmBwMR37ETnIvh4GO4dlaZAuzhgYGBlSpVEKJWYwf1g36Zk9Pjy6//HKNj4/rkUceCWn2tMuzqb0ElGd4+Rr2eaC98d/0y0HUeO5cPvt+EO+L8X6BHHIgjHsw/JkD9GtJp33H9zHgFvcpBoN4l4MZzhfxZ84nvt/6+30/YXwxkGn7bnNAYAA239LSUigrhDwnovrJote85jV6zWtes+c1J06c0Fve8hZ9+tOf1mtf+9rEd9/61rf0T//0T/rqV7+qF7/4xZKk//k//6d+7Md+TP/9v//3VEfKbjQwMKCxsTE1Gg0dP348ERjG2CIjAJc8Upex9f0fQn5sbXXKDrucifnb/5c6wQoODCGLWM+Sgg7qYAg84Nn9voa8j+5cc750ioNYYjDd+00b04JEfG26nucyQdrh7ZWVldCmWq0Wxtrr5LsuJCmAa+12OxF4SPuz2WwiohpdlblEXiJDyb5jr6tUKkFG8i4wCWxoBy57enYqSGB3kpEBYMcB6QS20W8qTPT0dM42YPy4x+UZspfMJC/LMzo6GvijWCyepm/7+SbMH7ImzRZE1pMx4zYO+yS2NvPqwa/ZbDY4Jbwv8PzW1pYWFxcD7zLfExMTwd4luHJlZSXMm+uoOHix0eBP9sqBgQE9//nPD5gDY3j33Xc/5YEyb3/72/Wa17xGl112mer1uj760Y/q9ttv16c//WmVSiX94i/+ot761rdqbGxMxWJRb3nLW3T06FG97GUvkyS9+tWv1jXXXKM3vOENet/73qfZ2Vm94x3v0C233PK4bHdsNrczstlswB/6+/t1+eWX66qrrgoZ1+BYIyMj4SzcXC4X9DPWIJihZ6uCQ7AmWWOSAv/AB7SJQBYPunNbw53QDijH+hSB2CMjI3rWs56lnp4eHTt2LFEKXerINT+jdmBgIOhE2BaMHRiB23+eDUFbcrmc8vm81tbWgi7FM+iPjwX3Mi/IeLehveSey150XPQ/ZBDrA5u/WCyqXq9rYWFBV199tTKZjE6dOhXWtDs8HUtgXJxnwA1arZ2MhvgIA9dXkPv0we2HOPOMOUEOUnnGndfu9OFa3gsezedxybOBgYFw7jRylGdCVP1wvZp9YGRkRJlMJuAqvkcgx9AlwV7hWamjJ1NlqN3uOCo9uMir3mCLOK4CBoo9BP6LLGf/i9ectHNm1uTkpLLZnbOJaTuVfvZLF7xjBAOIqHKEDYvL66Oy0FDyMUBhciYIsMLLA8GYTATR6aVSSZlMRsvLy8EbJu0Ir8XFxcAkW1tbIXsAgJdFTkmFXC4XFicLDkbk3na7Hfpaq9W0vLycMNBLpZJmZma0sbGh2dnZkO0B6MIh7yiRMCvjMDg4GPrt2QAIehYEzhMYmQPmeE+r1VKhUAilnBCyeO0ymc5BS5JCZCAZPkRZeqQE93nEr6Qwx9PT08FAcoOX8UQRRdFBKLgRhtLX27tTpsuzFTwrhc1yaGgolD7DG+8CgfZKO4o5Y0HGBefSrK2thUOiHMxlQ0agAfbBE2SloHiOjY0FI4kNpLd3p5TE4uJiSLekpBIZNw5WAojgFJubmwubYqPRCOPGxra1tRWuXV1dDaW8EJhk2WQymSAI8doj0AqFQsIJB1DpGSwIuhiUR3mnrFsmkwmZBRcrNZtNHT58WNdcc01wqFF6jcMSkWeu9LixLKVnfLii49+1Wq2wYTnI6IYHhPLlDmI+d+WWH+6P15lnMNAOSYkortg54+RyxdvmADft8fe4keJgIs90o82jRuJsEAeKeL47YXhX/G7GhWcxH27k+7j6WnPwKh4DHAEOvLkTjXGXkmdiME7IWieMAzdaY8DE7wXAiwEYxoqxjMfIr4kdGj6vbvDzDnd+MQf8IM8d+Inbx7PcucU6cB4aGBgIwQKA1DhDYj4BIMAAqdfrqtVqajQaIXBjc3NTJ0+e1OLioi5Wip0a8EUaMOv/x85b7sHwwWCJQWOeAV+5Y8/1Er8OPiRqTlJiDtFDMModaHQe5lnIbcCaNGc16xAdBJ5rtVqan58PhjDvjuWwO1HdaIkdmjHFMpU2pQHyfg17j9dlxtB33Zr+krXskWzu6GcfW1lZUbVa1cjIiKampkJADwYiepwfIolcd5kKPzGuMV953/x71j5yF33G5StRi35dDNjGoLPLQK5BX4rBkdj57QBv2o+UdLSx/zFuvm/7fhP3O40/fP4hN7K5J+Znnun94nrah/2wtLQUAN6enp4QAPV0UavV0hve8Ab9xm/8hp73vOed9v2dd96pkZGR4BSRpFe96lXKZrP68pe/rJ/6qZ/a97uwv1qtVtDrCNCLgzMYP3dIxbqE1NH1YoeA25qxIyTWGf23rx+fu/j9BHZ5BgIOXAdXkNdx0I3zVbx24nb5OvU2wotEIft74qwrfx57RcwH/PAsL73sawQZHpf98HXl2EY8TmALjI2Dn65T0wYiel0meCAU+5LrUmNjY2Es2LsoGe4Z5THRHr8HmecyB5zAwX8CDV3Hiscl/nEnlctwviegE9DMAxmxuT2rhjlzXQNHDvoYbUNGui1KEO2VV14ZSiM1Gg3VarXgGEF2s4exL6FL+jyi7z/jGc8IYCj7IEG2TyXNz8/rjW98o06dOqVSqaTrrrtOn/70p/UjP/IjkqT3v//9ymZ3ygNubGzoxhtv1B/90R+F+3t6evTJT35SN998s44ePapcLqebbrpJ73nPex5Xe5A9jJHPFRHuR44cCY6Rzc1NNRqNUNXkrrvuCo4DcBiXZ+Au8AHfeQUB1gjAOjoX6xvb220+D0rxfZs1ztp0ewx+uPrqq3X48GHdc889qtVqwVGHDSUp7IFkKIMJOcjf29sbeJkgHcceGQMcmsPDw6FUO/YR9zPuvuZiexCZHwenMQ6A8cipdrsd7E7Hg9DvaMPCwoLq9boOHToUyme6QzHNjkZ+UoHGZQxygnFHN3fHNW11vgaDdFw5tl/Zq3Ek8SwyYnwPb7d3MF9kIHIaB2I2mw3yhHLo6AGOwTCe2AMe7LC+vq75+flQYov5ByPHEchYwVeMf+w888wZxorxdjyWzCjkGthvJtNxguD4wsE3ODgYcFTH9+EfKkExvpubm6Fqzn7pgneM+KCwieLFZFNptzupcB4FB2OwGGJvpW9I/i6PeOjv79fo6Ggw5jAyBwcHg7CgHAKMjoe/t7c3bJ4AfID3vlFyf71eD23u7e0N5yk897nPValU0uDgoI4cOaKxsTE99thjYeOPQSJXIF1pjgX16OhoWERSZ/NB8LEpUL+RhYQRtrm5mQBytre3gwLPQlhZWUkILBYGzweUip1XtBcHBBtau72T1dJsNhMlXBDU7uwolUo6fPhwqL+KACVF1scb4eJzjGDCiSNJlUolCH3G2utdVyqVoLTh0cUYR3DgPEAx8/rACNxMJhPavbq6qnK5HJQ0ztpYW1vToUOHAtiQzWaDgKDcF3OFBxlhx5wuLi4GgeeRr/AWQgw+g384TN7T8KROVhaOQZRvIjWof8tzt7e3EwCjO8tYk1Iy7W9ra+tJjxC8EIkMJtYOxghgK4ohDhIHC1Hu3XBl3jCWpQ6wz72u3MMr7oCWkgA1yoeDgO4Y8A1P6kTLYDQht2MlBH7zFNU08A9Z4sZ5DHrTTym9bEJsgPPbnRbI8TQwy3mYdwH00B5/dvwexjIGxKRkiR6MqTRQhOcB3KJUQW6Iu6LDu9hH3FnG+2OlH35x54iPoz/b58Gd5LGS4+ACe4fzXdrzHej0iCaP6Od/eMz3HlcCMarIAkE/cAcL8rFQKCT5I+0mAACrvklEQVRAFwA99kqiCRuNhqrVavicQ4iR1W4ksx4vRsLAgqfitREDuFIS+EfmxfKj3e443Xle/Dveh6TkeRP8787I4eHhRHQzBo/zgssC5KHrbe5U5sfbSr+ljrFGIARBBisrK6HmNNe77PV1CAGaudyE0talf+dyh3a588UJXRiZ41mn2Ww26DwY0u4QBcjyuVxeXg7ZrxMTE8GQZL1xpiBtjUHFNIDVZXncd58vgC4PrOId3n8cO/H4+xy73Ia8PQ72Ml7MG3qqrwl/bszH9NuDueJzxvjtwUY+Tq6zez/ivc/f6+vUnere3njvZZ0AopLx3tOzE3VN1vjTRb/3e7+n3t5e/Zf/8l9Sv5+dnQ0lZKDe3p1ycLOzs6n3+Hl9koKOC2jHNdi0vg85iBLzkctHqTOnbu+5fub2Wtq6TnOWMUexXPT70fe5husB8PkfnnQAjzb5s2LZ5e2gXTFQxp5K1Dcgq48bNmDM35D/7zLabSFkeCyjkWVSB4hzctnpOgvfOaiF/eWy0XX5jY2NkJnvzi4HmWOwEpmVzWZD+R4cI5TZiXVl7yO2JpU4kH2u7zkw6sCwA64+Fi7P3LnD9/TP59ADtjxIjHFKc9C53scew37qMsgdxwTZjo6OamxsTM94xjOCE4NAl9gx4g4R9ET2QPYS3keZ8pGRkaCrPh2OkT/90z/d8/vBwUF98IMf1Ac/+MFdr7n88sv1qU996klpT6wDSkrYos1mUy94wQt0ySWXqLe3VydPngzn0w4ODur48eMaGxsLTgPmn+h25hWMwqPoybLizNb+/v5QutEDXjY2NsL/2Ww2VBoBq2I9YDfQF/hf6gS4XXbZZXruc5+rb3/72/re974XHLkE966vrwfZD57DuqMP7NngZMgKMCY/doC+cK4F+iPrget8rbN2fJ9m7bBOsZvgXde9pA7WCFbFGvNsN88wq9frmp+fP03HYf2DSyJncAp5m9kDaLvzlwcWOK7ImqedvofG+ovLYscRV1ZWVCqVlM/nValUQuCPZ7PBj7ST8fNg6kKhEHRe+kj71tbWAo9zIDkBs4yTO+YJDvIsLuwTsDYyTJrNZnDMZTKZxPER6CPIS/jO9xN+KIPKWBPg4XZZu90pteqVZ5rNZjgnaGVlJQRqYz/sly5oxwiLOJvNhg2IhcIku9ErKbH5wHixgUwWSqvVCoAt3tTt7e3gKYXRPJuAxQ+IzYRMTExocnJSg4ODoa5hJpMJgAcKDRFytK3dbodD1FB4OICVSP1nP/vZwfOdyWRUqVRC2SYWOcoCWQa1Wi0If7zAMBbA/OTkpNrtHW8wmS8odZST6u3tDYfBs3GQseGKNkoI537QFz98FGUG4eeRSmwO7XY7eFU9mlNSIm2LdmPItVqtUGoJY4nSCyxOxnB8fDzUXuQgMPrFhtJut8PBdgjpra0tzc/Ph/knwwOjmHQ1N264FucCBrpHJqDEUU7MlbJ2u5NSh4JXqVQSQhygjXVSr9eDwIuVVpRGopRbrVYoTYdh7VFLbhj09Owcju2RABgvzGFfX184cIk+AHSjWLO+OC8EXuB+/ndAH8MIxWE3gOaJ0q233qqPf/zj+va3v62hoSF9//d/v37v935PV199dbhmfX1dv/7rv66//uu/TkTLTE9Ph2uOHz+um2++Wf/6r/+qfD6vm266SbfeeutZCe8z0aOPPqr77rsvgEV9fX2hzBjzwhjCO8wLyhVnwvgG6vPmxjI85AqTp2Mi49zYImIe2SJ10nJdkXKwkGtYx5JCdAA/btzBh6yxOLrIZT9yCT6TlOBdFBMH4dKiI2LwCr7HqcjexHtdQfBMDGQpfXYQkee7skibWTdcz/NZvw5aSApKHW3wZ5EFhHOb9vtYuDIVA3kxuMznPscocM6TDoRyvRsqKFzMkQOokoIMTWsTgBvZkDjhvZ+uyPoBiQ6e9Pb2Kp/Pq1QqJX4ACNwxQptwzlerVVUqFS0tLWlxcVFLS0uqVCrhbAXWmhN8zPx4+YqLldwQiQEvB5ohB1Yc8JOUGG+PRuZ3DMY46Btfz98+P/ApezrGmgN9HrWbtm4wXHlenHWHHHbgzbMrYmDT25jWD++zA+Ax2B2D9S4HY3njQBPyle8BDNBXkNuUgGk2m6pWq1pdXQ3v9ehK9i/uI/CkXC4nDDcAkM3NzZAJzLghA+P+xPOeBojGADNzGoPQPg8Yjv4M52UfX/87BnmRt77/IAe9bz7maWAybfOAAniWPSLuf+yoSAOmfQ/zoIoYPHEA0wF131Ncx2U/ZhzQQwYGBkJG9dNFd911lz7wgQ/o3//931PH4PHSrbfeqne/+92nfd7bu5MRTrDT0tJS2KebzWbIGAbgcCeFO9cdkEIOAHq0Wq1gK8W2AvMIsBbzZCx/Xb4wb75mcOLFIFWcDYWu4AEKgJC0P5ZD/l76Aq9zHY4kxwzoL7wvnR7A4sEJ3iZ/v8tt+upgmes0rme4Y522EzjHmmQNOwjn6xR9hOC0zc1NLS0tBSAee8vnnmf52QTZbDZgLZVKRSdPngz6CrosQBpyvNlsBp2I4JA42ho5444deM7LhTEO6INkfaBbuR7OPYyl8yr4A3hHvK+y17oOSPUNB2bRJ+O2T05OqlAo6PDhw2EOsHdKpVKwp1z2MU/YCtguzlNur4yNjYXgBvgJ/rmYyNePpIDjZbPZcD7fFVdcoa2tLR07dkwnTpzQ5uamTp06paWlJR07dkzPfOYzA8bDeIIJgddNTEyoXq+HMv3Ypq6LwyvMh/OcA77oLS472KeJyMdGIltlbW1Nz3jGM3TdddepWq3qoYceSmAkYF2ch4sMYC0QVLW4uKhsNqvp6elQVs71MdrncpO12mg0wvgiizyDxvVG+NnPcWM98b8HiCE7kLmA+MhArnObFnCe7N9MJpPA+cBiXddlrN0GB1THMSV1bGvawZgw164v+14Q64XuWMH2dIwT5wVOnkajEbBl31N97+Kdvg8NDQ3pxhtvVKlU0v/6X/8rBE942UKeBQ+7s8odO4w/SQUE1oIFsY/09nbOhGZsHKv1BAN3JvnYkiHD3ovThuez/2xvb6tWq2l8fDwkCBBgz14Apk1GPA4bx13PRBe0Y6Td7pSVAiCTFIyj1dXVhGcNRvayGG5Ykl4EA2EswegxaA+A48Yt9+OAYJGNjo5qcnJSzWYz1L9lQmFCmC4GxCQF50tfX58mJydDatzY2FhiMVI+C4eApMQh5JwdgRLgSsTIyIikjlLAoiTdCkCbxemGHN5q3s3iwKEUA+QoM3jKEeZSp967l4iQlEit9XQrosRInaO/UqdchdQ5sLlYLGp0dDRsCB6xyYIlkgYwtNVqqVwuB1AQgSspGN54SCkJtbKyEgRqo9EIThc2AwB8hANAWaFQUKvVqUHY09MTIiQZHw4Ia7fbIUOKM0H4rq+vL9RDxdmQy+WCQgbPoYw7YM4hpSMjI8GZwhgxv/l8PgGE4whE8Lp3PZPpRIONjIwkAAEiGfL5fIjipESdKzvFYjHMPRtNrPSzVp5MB4PTHXfcoVtuuUUveclLtL29rd/8zd/Uq1/9at1///3K5XKSpF/7tV/TP/zDP+hjH/uYSqWS3vzmN+unf/qn9YUvfCHM32tf+1rNzMzoi1/8ok6dOqU3vvGN6uvr0+/8zu88aW392te+pm984xuqVqthc6IEYLFYVKlUUrFYDHVgC4WCxsfHgwJHW934IEup0WioUqkEJZH54B43nF1WuOwBHEZ2ZLPZhHHppeCQPW548ENKZrVaDZs7POhOEkqzoIAATDqo5uAKCgif4XiOAXcp6WRx3neACeMJo99BT4/8Rya4ouVAEpQGwDo4ETudyWB0mer99/7hmPRyAux3ACPIR4Be9j4H/3hXq9VKlNeTFFK/40hG3skYMr7wsCuZjAFRWxiOntXEGDjQJylRzsodOx5xJinoF/APgQTDw8MhEtCjXJDd1JCuVqsql8taXl7W4uKiFhYWVKlUQilJ9sm9yPndDS/WlestFxu5gwNdzNeggyNumHl5DL9OOj3jajcHQPy/lASr+Z/1EgO7rvtxnQO+tCXW1dwZgn6yvr4ezqfxiFn4Q+rIKdaBBzF41Jn3y9cy5PyaxnMxiOV9cqewtzEG/wG+0B0wxjc2NkLgCsEb8WGaDgiyf5GNTJ8x0CjngqHF3Du/8D+GLXNI/+NrHYTF5oh5i3mM5Xgaj8XOqjSeIzDIwT23c+LPdgPtHXiDz5iz3drhe3LsmIn75M4X5w3mzA145/kYbODe+HMH0nFCMzZPB/3bv/2b5ufnddlll4XPms2mfv3Xf11/8Ad/oEceeUQzMzOan59P3Le9va3l5eUQjBXT29/+dr31rW8N/9dqNR05ciQAvMViMQBqHgXqc+VySDq9VKqDVvG+xNqI+Sbme1/TkLch/t4/g3zefW92wJ9xdcDLAbe4fXF7/IfrHED3tsXjlbbW43f69f4et4toqwdQ0A/uc6eKP9dtHt7pcxe/1wE79HrkWLPZTIBY8IpXBEDvIIJ3bGwsYfu6/oGsYN0xtp79j/zzcY4dPD5fscMD250DhsFkfD54B22L5ZSPt/ONg3zsj+iYOEY8A5yxZI/q6+vTzMyM8vm8pqamEntZu905qBl8iPYwNl4C3Ocb+xzZTOmcmP8uNoL3fZ8F82MuNjY2dN999+lb3/qWHnjgAa2trWl+fl6VSkWHDh3S+Ph4wN7AeDh3oVqtJuyy+fl5bW1thUBW8BWyLDwQiva4EwS+pIQn9pmkRD+YW3hiZmZG119/vdbX1/W1r31N1Wo12MZSZ93xLoK1p6amdOWVV+o73/mOqtWqlpaWVCgUQhvy+bzW19fD+mfdEvyIw0DqBNFh97Gn8E6XjYDdyHDPgkOX8DUDdgNOiYPQdWbXydfX17W8vBz2PAD0Vit5oDmylrXsgc59fTvHEqA/u1PcnRnwWOwgYZzorwc58gwPKPbAD7dD4j3NsUzfH932Rh7AexMTE7rhhhv0vOc9T5/61Kf09a9/Pche2gAPSh1HlmOyvb29YYyazaYqlUoInEfmkmXkss/3EZdd7oiiqg/YOHyDHMzlcmFuC4VCwGZxivT19YWAf/DH1dVVFYvFoPOsrq4GvWhubi44FM/GYXzBO0YA3QBMiIr2iE8pGd2B0IEBWPxE9gOws6i4l0nCo4nyQOQ+i62nZycqOJfLBYC3WCxqfn5eq6urwVEAGE4ZLjY7GA2mReno7e0NZ3isrq6qVCppYmJCq6urGh8f1/DwcCK1Cc+eC2QMZCLn3APojgIi9AD1M5lMEI4Itlwup9XV1fA9TgoECcKEVCYHxz3FF0HAZ76RAO61Wq3wfjfqmfN2e+d8FbJiXDjiiCoWi1pfXw9nn2BAUTorm80GI2p6ejpE7xJJw8YxMjISjC6EKyAV57hgvHMAKEK8WCyG8SGtEWFJCYDl5eXAewCR8DNzRpkveJtrenp6tLi4mIiunp6eTpQb4l2MDeAaEaUINniBOQIEZcNxpRveYX04CMo8SArORviFWpC0dXl5OazZpaUlZbPZcPAfgA+ZPygVlJeROmdXPFVK4j/90z8l/v/IRz6iqakp3XXXXXr5y1+uarWqP/3TP9VHP/pR/fAP/7Ak6c/+7M/03Oc+V1/60pf0spe9TP/8z/+s+++/X5/5zGc0PT2tF77whfrt3/5tve1tb9O73vWuXev0ni3VajX19PQEBxsOztihBOCbz+dDLdxCoaCRkZFwKDTZVePj4wljAplFlANnEzGnrFVkEJFlyCMiPTyLA5nBuSiu7JGxJ3WUljhVEoUDJcrTT9l8kZUA0w5Och/Ee3F88m4MGncKSR2FD8XJMxiQ9ShLDiLRBr7PZDJB/sHfsWHM37zP++mGJkYYzmEHGJCpKGmZTCYR1YaxQFov80Sav0dp+tg7IBvPC8R4IANRhFGCGD/6Q6lCnwccYxgbyDkiwt0Jy49nhtTrdfX29ga+cGebO0H435XhWq2mRx55REtLS1peXla5XA4Ow0ajkVgHtCUNqNmLPHMG/mSNrK2t6Ytf/GLY8y9GSgOmHEhwgB+KHQ0OWu8G2MG7HuXrsiJeh/GzIByPAI3wBgaXP9fBLHckeJCJt80jqP3H17uvewIN3Fjz9vLOGCiM+xSPvYPoPGc35wF/O5AV6+4EBjloTxaMRx4zHuwd6Es4KkmzZ026LuNtTgOUYwDNeScG/2MHQswjPjZSp+SOl5DwZ6aNdTwXDgByP/uJX+8gZPxMByz53vvr4KHLbQ8McBnvsj4NVJeS2Y0+Xr4Xw7PxZzG4zb7q40JG/tNFb3jDG/SqV70q8dmNN96oN7zhDfqFX/gFSdLRo0dVqVR011136frrr5ck/cu//ItarZZuuOGG1Od6SSwnwIIrr7wyRFJiS1BS10sXxWPm/IINgU7gmRseEOiE3sLnrlu6gxIegtdjnpOSASbYTZQGoU/b29sBQMGWYnzctqRv7gBGb6Pv7oyLvwcX8Hby4w5H5z2XYf587yM6IzI8m82G6gvYV+g12DbYkaxv2ske4utztzUDSApOARDGuDMv2PiZTCa8v6enR/l8Phy8TBYxh91WKhVVq1XNz8+Hsja8B90SgLS/vz9RPkpKOprQ9zzw0PER9HWCsggulZQoPeWyDv71CGt31BN8FTtMisWihoaGQmaGYxzwKnMPMTalUin0l71qaWlJzWZTk5OTifmL+dL1Z9rn72PMeBcluj0Q7GIk9Br2pYGBAY2Pj2tjY0Of//zntbCwoO9+97t68MEH1WrtBK8ODQ3p6quvDrwvdWw3aSdAj/kql8uhgguyBgL3y2QyAS90WQG+yPoHZ5QUcExkF9e5rHjWs56lF77whVpdXdVXv/pVVSqVRNlxwGUC/gCJh4eHddlll2lkZESrq6uJktroi8hHx07AWYrFYsD6trd3qr6AJ2CXw6/Y0PCqY0cuY/iB3+Fz9DZKkZGh5o5D9EHazVhubGxofHxchUIh7IG0DZ0AB4avPTACz45kD2J+4woWPr/gj/zteIMH3bOfetA2uKKkwAsu32NnMFgC34Nf0wbkLphOo9FIVORgH/U1AhYKFuP7BnK20WiEkrsevOlZdlTTic/tc93V1wxYI/0msxXdgzmH37xM/+DgoEZHRxOO49HRUZ04cULlcjmUKvW5PJvy+he0Y0RS2KwBkNiEifgHwAbExsACsIChEEgere9nlKBQUO6H/1lUAENEFVSr1ZCuurW1U/dxfn4+MAleLEkhCg4hg3DGS0btQoSzL6xMZsfpMj4+LqnjbXQF1xnegSaegyLEGCEsOMAb4YqSwb3uHAIEcsMPIVav1xPe5lwup7GxseCp5R7SFjF0SYny/gCssujc09rT0xPS5nt7e0M9PRQlLwnD2PMcAFJ3CnDQOAIFYbO+vq5qtRqes7GxoVKpFDJuyCwBbIMQlICMGOcAl54V4gq4l5YiqwkeBUhEGMKL+XxetVotrIGtra2Qlkx2FQChe4IzmUwoL0NfMXgQhA5eMs8YLw5oelQSY99oNLSwsKDR0dGg5ON4yufzWlpaUqvVCtH/uVxOKysrgacYP8Ac34Rpi2+ATzWRnTM2NiZpp4zC1tZWwjB+znOeo8suu0x33nmnXvayl+nOO+/UtddemyitdeONN+rmm2/Wfffdpxe96EWnvWe3+tJ7kQNvGHnS6RG+lBKpVqsJA8KjPZCbgMR+gDTyd3BwUDMzM6cBuDhapc4ZIQDu2Ww2nKHgZU+oCY4MdAMS5c9lqfOY852khPKDjGItY2C3WjsZEaRkIpN4d2xQecSGR2/Hxq8Dk64guuLoGS6uPCEH3RHlP3E0mRtprpQxn8hQ9jTmwpVh5hxZQxk+z7JEMfX+S0q0B4qBQh8fxog2uWHo0TC8l/EkEIJ9LOYxj0JBMWMPxwAmw4N9gdKQ8DR8j/wHZHrssce0vLyspaWl4AxhfDz7A9DDeWI/jpAYsOEzB1ZQvuFB0q8vVorH2ccrBrKdfF4cTIrBQ/8svoe/WRcxQI4+6vwbG5AuHxzEicEtfxfrgjXAD/oi+jA87+CZrwWcBhg9/r33g3fG/BzztI+Rj5N/5mMSg6Px2DN/ONWz2WyIiq9UKtra2lKpVApZZzzLZSzvpDQBEc/eBweJeaeTOxikDpDo36eNSZpDgeuZ17Txdj06bbzT5oZITvrBXAGUxAC1rwHu8fFAPnuWHTwT84rzMdft1gdJib0K24s9Zi/e2G2Mnad93cDfTzZY2Gg09OCDD4b/H374Yd19990aGxvTZZddFuwxiKhlSq4+97nP1Y/+6I/qTW96kz784Q9ra2tLb37zm/UzP/MzOnz48Fm1hX0AwI4yR9iY6HcOnLL3oysxx9gAXlIVkIJMAviId8dO1bhtLidZCzhIfH1LSRA8bd90WeZ8D7+zn7ts5T6nmM8ddIsdfe78iHnQncb+OcTYxWMgJYNr+A6ZLinoo2AJvb29GhkZ0ejoaMi0lTpr3fVN2h7LQAfUvNICAY6Dg4MhItfnFXt5eXlZpVIpzBV6E8AsABs6CVG8UifjGmcWuqM7MNBLuQ6Z73MNb2AvUJef6H2cS4wxz3I55WOOHsi+wNhgv3u5VXRciPGFL2O8wQHY3t5eVSqVMGdcQztj8j3XdW/XLcnW93suRkLuMx/o/dPT0+rt7dU3v/lN3XvvvWo2m+HcPvhhdHRUW1tb4ZxWnscZsDgCAZnBnUZHR0MAaLu9Uw1hZGQkIZPcTkWusB9Tisv3U/gEO5iqI2BmjUZDd955p2q1mgqFQsD2JCXkqOM+8DwZEWNjY2FfZA0RGI29TXtZgwsLC8pmswEThc89A9d1YMbQ15IH8jroja6LzVepVLS8vKyJiYmEo8plqOsmyBUwMsbF+YJxYd9hHYPTxfIitsXpb2yD0e52u53AHFxv5x7kgWc10Rbs8zgICVnI+vcSa4wJZxaur6/r1KlT+ru/+zt95zvf0aOPPnqa8yKbzWpiYiLwK/NCkDRtwCFFIAL4MH2FL3GUkY3C8zwgH14i2BD8hb66w5l7Cbbv7e0NGDT4ZbPZDM7wQqEQgtiHh4c1PT2tBx54QMePH9d1112nmZmZUKUH2bsvebLvK89TYkPFseAGH0JHSh78xeTgaRsaGlIul9Pa2lo4dHphYSEojkyaAzU8j40VhYjnsag43JEFNDY2pu3t7RDVz4GPzoD0wxerR6nCyMViMSiB5XI5CD0O7mHRSAqLg0VOCSsU4Z6eHlUqldBO99QBegLO4v0EJGexumIDSLm1tRXKMDEnfEbWCkIB0MuBwc3NzVD2RtJpwGY2mw1ZGpVKJZQoAcAlEtOjSBxY397eqVlHxMXU1JSGhoY0Pz+vcrmsw4cPq9FohAPUlpeXNT8/r/X1dY2OjiaAMJTgWq2mZrMZPKiNRkN9fX2hjcvLywkAnw2BaGNKccFbALoIk+3tbZVKpeBdJQpgcnJSKysr4dBteJ9NvN1uBwOJexF4bOAe2YyRdfLkSTWbOyXINjY2gjMgn88nAKje3t4A2Hs5Dwdli8ViGGsOyTp06FAwAhCo8LikkOZI7U+ejdIMsElkE/14qqnVaulXf/VX9QM/8AN6/vOfL2nnUM3+/v7gJIOmp6fDoZqzs7MJpwjf810a7VZfei9yMJ91HysYMdAWE4oOz8FJAv/wA9icy+USn6NsIU+Qj0Qx9Pbu1MfGiCKShWwqN+KZUxyZ7ljEwHdAkb66IQ/B58hZ+gbQjGx3Q9ezpdzBEBuljBfrmrH2KJM4qoY9xJ06jAUKVRxZi9LlP/65lDxs1GU91yPjPZWZ6BpfXw4s4FCl/952Nz4ZG/9xII37nTBumMfY2I+doYytpFCSLeZRBwLInEkDTwCGkIc4sOv1uiqVSnDgsafjhH+8GWppxrCDLLFjJAakHKS+mMnBJh8//ywNaPPPYmdKDMTyvLS1x3cOdvv700BDjALey1r3teNr2o1reIBobs6f43p3TNMuB65dNmGIsD7ivjM2jJePh3/n16Txpbclfn7aGLlDFAANHQJjnQhoSuh5ViygYH9/f9hL0D0dtPf5hxi7mD9cr/B5itdi/H/8Lv5G53WglD3Mr/exiZ/hRr/bI+7kiJ09jK0DKVCaM9ev8TGmrzGvoZ+jd8Tgso8zspr9g7H1/2MgE4rXirefPZN97Mmmr33ta/qhH/qh8D8lrm666SZ95CMf2dcz/vIv/1JvfvOb9cpXvlLZbFavf/3r9Yd/+Idn3RZ3jBDQgL7GugFAZU/b2NhQuVwOQSisDbcTpQ7Aw1h6kAafQ7EuwtqVkk431ifOfSmZQeUguT9X6ui0PBPbCLuIvnvWCHY5fzs2EOtsjJvzllPa+ov52vvtgHbcF19D9AddTFJC95B2bKrJyckQFe3ZZS534/fRPwd9yazA5lpZWQkBjNheLrfgH+cH5Cg6fz6f19DQkDY2NoKuxAG4yGPGGNm3vr5+2n4HcMg9fI9uDBHkVyqVNDMzEwJEkSm8y/vic4X9TV8YUyL3PYvE9Qr4zdcDwYKeAeJ4FE4QZGKM8cS84XaZ85zLbOx59No0fr1YiD0JGQdu1d/fr2q1qsXFxVDymzFk7hqNhr73ve/p+PHj2tzc1OjoaJh7SkxhF+AUobICcoYgXIJzkUcuk1zG0N5sNhvKvwEsk/nWbrdDAO34+LgymYzuu+8+LSwshHXq5aUh10Oxt0dGRlSv1087MJ31xzN83bXb7RCY7M5FKSnj0KnA07gfueT6FraYpETGLs9rNBo6deqUyuWyDh06pIGBzsHi9G17eztgjs1mM+gPPJOfuERV7ByBBzzjmO/dTva5a7fbQU/HGYBMcrwLfcgzZdjjcKp4sLrvua7DovPyDA8ecbmOvNjY2NBnP/tZfeMb31Cz2UwEFvMsSqWBsbqNMDQ0FPiXMvpzc3O69NJLlclktLS0FIJWpdMrtDCWrIvYEe0YAQ71TCYTAlKz2WzY81yH2NzcVL1eD+NF8kG5XA52v9vvlL5bXFzUkSNHQvbefumCd4yQFoSShAOhXq+HBQRI32q1grcYMA+PValUCkYiC8YNDC/34oZCNptNPIsyGnzmC+yyyy4L3j0WUT6f1+bmZohgRYn18kKUkKJEFBGtKCE8H0Axk8mEA95ZTGS5NBqNhPEkdZRSFgTGJnX+xsfHw/tdWHg6m9QxVNjMaT9phyhDKysrOnHiRMj2QYiiNHjEDIyOgoEC6CVweO7S0lKIAKBdzWYzZDP44dLMCyUW2DDq9XroF2N56aWXqlqthvtxKDz88MPB0wpfwZNsKKQEFgoFVSqVMP59fX1hnvv6ds4CYZGzqbmCDwCHMtjbu3PIIqDG6OiohoaGtLS0pOHhYS0vL6tWqymfz2tlZUX5fD6MIxuJb2Q4kYikYFPu7+8PEQbedhQBIjMAk/08GwQvPOHAejabDYAO6doYJWSq0F438ljvHCwmKdzLGoaPn2q65ZZbdO+99+rzn//8U/6u3epL70VsTDglUBjc0DgTuYzwLDfIDQ7mlggAZBQZJThY+U3biARAGcjlcolyiO74QNkBuPbSf7FigbxGYXZyBwRrEEWYTDAvfeRj6UYnMsZBnNg4dYWYteD/00ZJQZn36DiiBR0UQA7z/LT3+nceuQFhrG1sbCSAUc+AxIj2ueZefycKoCtDbty50Y7sdQeNg84xcMkzeQdj4eNBdJ9nk7DvIz/gL8aUfZiSEmSF8JtsmVqtFs4DeTIMzzQj/Wyeyx69G8h8MZKDy85Lzn9SEnzwa2MA2B0JMQDG2o1Brxi8d+JZbmA5eOLfcz3E+90Aos/cS7scLPRgHmShAwMu27wsACUF0gD9uE/xePuzXU7yPAeUvH8uIzBqXX57v7e3t4N+T0Qv4+hGMPqJR6LheCDKMG4r97qs8v4T/OLXx0AwfyPjkKWuA0udkmpODkg7SOZzETvc0vgmzUGFTh7LV+f7WBZ7G+I9xPvInpzNZgNQ6uCQA7To+ui6jKuPgbfPnYH+29exg118R3vj8xqfDHrFK15xVnL3kUceOe2zsbExffSjH33CbaGvHrCAPuNyTNrhbewYbBqP7qf01tLSUtgLyViQOsCHBxx40Abt4Tfv9580+YgsZY91fcr1IMj/Zo+XkvXM4+f4u9zxCu8ASrL20DXJmvcoXdft+O18h27nGX3+fsaHdUq522azGQLHcCjk83kdOnRIpVJJl156achsZWwYCy/By/vpCzJ1YGBAIyMjuuKKKzQyMqLvfve7WlhYCGcHlsvlEPjmZ9ShP9Eu7C30d8aTiHPKTTsISV9xVm5vb4fyPMhIb6uPOfOETYwjg4BFz+hgLhh7bFDXTfnxz+AfDxByB0s8pr7/8p2vAfgAIHJjY0PFYjHsbeyzftA64+POId7hfEvbWEsEGcV708VCvrcxn1tbW1pcXAzlcdEjmBPGd3V1VY899liwCUdGRsJv7IhLLrkkYC89PTtZStgXxWIxyDzKPI+MjCScgp4hha4ldUp2AUwDtvu+WSgUVCqVNDs7q0cffTSU7ke3AXcBz4FXcLCMjIxoYGBA999/v77zne8kbG3XE9gnGD+ySNAP4T0H1cF0kKWeIUfAHHsPWBbj4HPCz+LiYgjQ9qDgNHuXceK9jDN7CBghZxfjqPC1FMsMxsEdt27/ejCjpCC3eYfLFklhXuNSWshFeNcdZi4v2+3OAeae+erOffoLRlupVMK8I29arZ3KLJlMJhH8gOOO8ZEUsqPW1tY0MzOjqakp9fT06NJLL5UkVSqVMD6eNSQpUbmG97Xb7YBrSMnASuzudjt5/iz4iwdPeCDG6upqkJerq6vq7+9XoVAITrSenh7Nzs6qWq1qbm5Ol112WcKhcya64B0jAOtEy3C2B4fxskAQmig+HgFRLBbDoAEaowCSPUCNNXcoEAFMpHqpVNL09HTIbkDRyGR2Dj8qFAqhnjltlZSohefGB4AOEdZLS0uhpA0A5PLysgYGBjQ1NRUyDvB4o+xsb2+rWCyGBY9yTBqU1BHQnvrmEYwIY/rM53icMY6o/QZAjbHtDI/Hu9lshrIPhUJBKysrWl5eDmWJMGhIk8W7v7m5GZRDhPT6+noCEGPe8/l8ON8FJZPrifql3e12O0QBT0xMaHJyMoz/o48+GrzU9Xo9nL0AAOyC2KMX4BMXiO12O2HYDwwMqFqtqlQqqVQqqVKpKJPJBMCYzZszS0ZHR3XJJZeoWCxqYWEhOMQqlYomJibCGSfwM+meHuXNBuhtwrlHxDSCGuFWq9VUKpU0PDys9fX1ABiiDLOp+Fk8tB2FD6Wwv78/pO6trq4ql8udlhba09OTKEWHNxtvsveHTXF+fj5k1DyV9OY3v1mf/OQn9bnPfS5sGJI0MzMTzufxrJG5ublwqObMzIy+8pWvJJ43NzcXvkuj3epL70UxmOeOXjc2oMcDsroRzMZ2pg0I5xygFmuUtcCB8ET241Tx6AYUIC8HQSQkfITMQQF0YxilIDbYRkZGQnQBm3MMenG9ly+KASj4kbH3KDvWtINa3E+fpU4pBTe8/Fk4TFh/Dq46QIA84uAz2sXY0w43UqVO7XJX2NKANMbSFW5XYn3e/HMAD8aFPZf72Yfc4cIhs0SJ8OOOGdq1vb0dnK7lcjmAPPFZICsrK4nAh7OhM4HHzD/XxACd85Yr5lIycijmE/jAnUMXK7lRx//S6WWdpE5UrgMYadf4vMJL7sxzx0LsoPDv0mSst9WBFda4ywWXWf4+jGn212ZzJ6OTdUawQLzfY5yyF2NEEDgSR7CmjbX3Kb6GderGtt8Xj7fru8gSP88IHgfoIECCGtzoLL52kXFesxugDTAJGYlcQ4Z4m9LGgb+ZI78enQ/Ht4MKfp+PnfOqzy/kOmTMV84TPNvn1wO53FCn7/F8wDtp8x2Dbh4dCS/19e2cv9ff3x8CjtiXvM+x3HLHJePgayEeh9jh5nzn0Zne54NMm5uboQyMj4M7LpyHsZEkhXUCCEFAnJQs/YJu52PJukoD/3mfg05pQRNcy1y6LuZ7IusqjkAFnHHQ05/v6yumWDbxmctxB7NiOZDmnONz2sFa8/XGdTzHgXD6yboeGBjQ8PCwJicnw5l/2LneT5dnzE0sa7zfZFrkcrlQ0YF1TMmdeJwYE0qzgYekzYWXnfGxdECOfSp2jNAOdHnfI+BddFP64Y4bCN4HDHVQk33PM4uQ2+BE6KNuQ8VzF4+R84Q7XOi/6w/IRs/2iNeB81PMq94f2uXvvJgoXnuss1qtpnq9HsoG+Xm+ALjs0fBktVoNeAr2WKPRCOBroVAIOJRnoqFfgPe02+0EwEulGnAR+J61h66G/YydXCwWQ3Q82JfLF3iY/g8PDyeq3YyMjOiRRx7RsWPHQoAushoHDICyZ2h4ICDt9eoBvA/7DmzHDzBnPnw/Rk6ANaKnrK2t6dSpUyHYmDMuHRynPdlsNmANrpuDk7Xb7dMyieNAPHdAuWMUZyuyDpzCHVjonMhtL0PG/4wHc06QjOu1tIX/GR+3K9x29uBxxsADLf1MZoKXc7mctra2AqayvLysarUaeJJ2gJcwp5ubm1pcXFSpVNLCwoImJiYSct3tIMcduGZwcDAcTQGPwLO+3srlcijny5EMrhM6huE4DvoETicPdmVeOScHHH6/dME7RpgEgPv19XVNTU0FZsCbxKQBbvtZGixOFjGLqF6vq9lsBmCO9DUOQ0d58INxc7lc8BY7wC7t1Ofk8G9nQLI5XGAgFCUlMi8kJWoUjo+PhzMoOJwyl8uFiFeyGzwFy6NNEKJra2tBUSJSg/+3t7dDeSgHvlEsKNcFIOmGJ0IBZndBWqlUglJONszg4GBI76XWPQui1WqFA6CJdMZRg3OJzQlHEIsFgZ7NZsP8cdAT7+GsEBbd4cOHVa/Xdf/996tWq+nQoUMh1Y96ewh/vJ/wC150SSG1GKPcU/HYjHDOLS8vh3khYotyGSMjI2o0GiFTZGJiQlNTU7ryyit18uRJ3XvvvSHVbXBwUCMjI5qZmUkARmTEEK1HJgH1ZR08ZzxZK5SZw2PMBtFsNoNyDR9iYMGrDs4QrYYBRntQgnt6dmpFsoEAgqBkOGDK5gWfS8l04yeb2u223vKWt+gTn/iEbr/9dl155ZWJ76+//nr19fXps5/9rF7/+tdLUqh5ePToUUk7B2++973v1fz8vKampiRJt912m4rFoq655ponvb1pkeWubHOdG3RSshSM/34y2hSfmZJG8Cc/+Xw+cRg8B2KTmUJ9YfoVG5wogBhjHgXjBnA2m9Xo6GiIHPJoYx8bH1cH933Mvc+uPCALeR7vp64tRt1uACryud1ua3l5Wa1WS6Ojo6E+p0eXMw6Swh6I7EKWs94BU1nbHkDgxjd7kveR5/EeB0FQ2DE4kRsohJ6CizMaZxlZINyLM5UfHB1LS0sql8uq1Wqq1Wrhb9r0RGkvJ4iDOH7tfu/zMYy/83l3AL1LO5QGJDvQzP8elQX/OngkJc8+4LcD6BiybphyXTwnDmJzDeue96Y5WtJAEIxD2kI/HQjiMEyehdGObHID13Vd+oaxEjuUYiDTxzwGzRyoi6/xtjpIhO7WbDbDQdGetYJ8gGgnxqobuhhKZBK64wTdEH3UzyRivGPgPQboY9DV170bhuhRHmTCM+E/Bw1iIzOWncxbDPJ7II7vJcyH//AM5w1fO96fGJzjOz5jnDHmKS2SzWYTAUfMn/M+Y+S2Cc6jWC+Jnb7xGmFOfB6YR653MPMg0vz8vG677TY973nP03Of+9xEKZbYqSp1xoRIZ59reGxtbS1EPM/NzWllZSUECK6urgbHJUBjmo7o6wfZ68BWLEMlJfbqGNR3Rw82st+bJrMYBx8DdA534KKveCCGZy6gF/HstL3Zyyi5A9bfz/vQKwlGcV2SjJxLLrlEIyMjmpyc1PT0dCjR7Xq6/4295kCZy35kTaVSCVHrrnuBCQCcss4B9MBKKD3t2fs+F/E8eNaFfw4vuu7NPPO9l+7z/vT29iYyAZBrLs+YSy+bCp+zn3qGgTu0vXw68+VrCP6M5Y5/z/mi9Xo9VJRAxjmQxzx4Nj79gV+d5xk/HxN3fl6suiFYoAdp4iiXFCpQMHbuRJc6eyG80Wq1EodOSwqlzrG1crlcKF/IWQYeaMWaAbwlYNSrZMAPrleCfbAekR/YQG5/wscEB4LjUFJ+YGBAjz32mH7oh35IuVxOf/M3fxPGBOdO7NQGM4O3h4eHE3IF/cYrNWDXsT4h74/roa5PZDKZcK4sgd/gsl7NwOX0ysqKarVa6KPr9oy7Y0Gud4OtxlgH8gDZQsC1ByixzpDxVNJhP/UABR9Tf4cD/XzvwR9giswRzhae4bqTvwOZg3OLMYYvwVSQJfSXfRw+khRKnHP2bK1WC9glshwHoOO9jC04RD6fV6lUCtfU6/Ww/xFAg0OLtSt1cDx+cHShRzLWjJfr2c57jk/uly54x4i003mi4kknYlIoacSgsTkCsMIgCBuUdAZxc3NTIyMjQUihRMAQPKdYLKpQKEjamdBCoaDe3t6Q5vm9731PUifLROoIIJ4Rp9SRxYBjAkOQMyjK5XJoP17mra2tkPpM6iwOAFLjvA5rJpMJ6UwcYsaiRSnE4cT4umfTwTvGjJp2mUwmHHBM3TcWD57BarUanFXDw8OJ9MW+vr4wjwhVvOV49CnVw5hiKJMeDohP1komk0k4Qng2Y9RutzUyMqKNjQ3Nzc2FrIhMJqNHHnlEmUwmOCjYWImqhhwgjYFZ5l3q1MhdXl4OBnRfX1+IiCZlGdCADbJUKmloaEj1el21Wk2XXnqpfvAHf1DPfvaz9dWvflUPPvhg+A7weGFhIWxYKNAoxx5t3mg0tLGxoeHh4bCxczg6vOqbFsLVz6Nhk2IDAgjPZjvp12xu8BiR8ThsEGg4v+ArUohRqAFAKF135MiR4Ox7+OGHn3RZc8stt+ijH/2o/u7v/k6FQiGcCcKclEol/eIv/qLe+ta3amxsTMViUW95y1t09OhRvexlL5MkvfrVr9Y111yjN7zhDXrf+96n2dlZveMd79Att9xy1lkhe1FsjMRAYQwWxCBeGvjlFH++F/iQ9owzgRUASyi0nEnjz/PfnHfEWSeFQiEcloezDgcLzgE35ohgQzF2Ptza2grppe4wQumAL+FpsqQcBHCD2w0flAnPrGN91Gq1IMd9boiqWV5e1smTJzU8PKxnP/vZwSnv1zsY4fXc2+122AuQ7fTB5QMKIOvYM2k8is8dqnEUJ3LInck4aTwCycd2fX1di4uLQWlaXl7WwsJCKEkIgOoKqwM0ZwOGpRn1adc40OLk4GG8jmKwaK/3O1DPWPBODAhXutMA+YuN4vlwA84BKSl5LoF0etSwR4SxrxF0g+4I/+7GY8yN8zPvcvC92WwmACrp9HNJHNB2R4pHVPEZegrPQYcjcjCOMvYxcAPKwUznLfgv/gy+93bzbDdinK89Y29tbS0YiwTFxFFh7gxiLpBL7jRyeZrJ7DhjR0dHQ7DP2tpaMHrRxzzjzvsWryv67/Phuhx95N3oJrQ95rU0YJjnO6DtfOw877zCHuRggH+fJodcnsVOEL/f+cL5xcsoESGJHutt9b5lMjsBNgC9s7OzwYni5PI03uv9Gr82HlfmN+bjg0hEkbKfOh/Be67T+Hj52Hh5FIB4MtBnZmaCs2RlZSXo39gFyBoPJoEXWKMAgC5f4nUQt8uviwFw5wEn5+OYLxgf14+J6PV67+hpUrJcWzxmkH/H2KNHe5YEtjnRw+hhjDuZ02NjY6H6BXuK605xv9i3XG+nT8j/ZrMZ5nB9fT2Ric54edY1ICWYCLKNzJI4wAeZTGBgs9kM+5KXeUP3jp23tDseb9+rkHHosi7LXFYA+tE3DxZy5wtzHGexuRxMCwSKgU8H9OBV9Fh+crncaVk2tMX3TXd2MB7o6mTn0f9Yjl+M5H33SHx0LGwSd9azt4IlwBdSxyGHflGv1xOVMFwucJ5tNpsN2Je0Iw8IQsaua7VaQWbSJt4Fj/EbvRO9g5JryHqcL16yiEosBOhOTU1pYGBAV1xxhd785jfrW9/6lm677bZQdh5ZxHm/Hhzojmn0U3eKEIjj8tCDZX0fYqz5jDHf3t5OnMVLqTIqu/AcbEx3zFAVAvnIGsEphGxErjD+9MvtKNrN+iObAtzTHej0Dz4iY5Nyfu4scscBfWGcXVbx4zY1MstLAbocpF3IEBwc6GYEa/ueOz09reHhYd17771BjiNL4EsIPmi3O4kHBEQ4PuQ81263gxOC9pOVAs9ns9mA+RFkEWeJ4NiC/8Dm3UHmGDZz4jq4ywXWzX7pgnaMcC4CDMpZFggwPL0+IVwLY3ttSoQjHkgOPCIKo91uh2io3t7eUPrIFQsi4rPZrCYnJ9Vu75QgwtvlmzAKCFktAGosZjzK7uXEsGDBUk6qVqsFpllcXEwIabJnAJrL5XIQCp4KCEi/ubkZatPhIZQ6hqGXZ4DZYFKe5+BfrVZTtVoNzoRMZse50Gq1QrYL7y6Xy6HECwsKQYEg4NB3wPhGoxEWC/1sNBoaGRnR1NSUWq2dEjmeAowiMzMzo1wuF8pRlMtlLS4uqq+vT4uLi2EuBwYGwoHxzDNZDX52B0IXYw+llPkCGGRDQiC2Wi2Nj48Hhwep8ZSIw/HTbO6U/Tp06JAGBwd1/Phx3X777arVajp69Kh+/Md/XA8//LDuuece3X333frud7+ryy67TIcPH9b29rYWFhZCRgntZWNx4S8pnBMCCAB4CtDgh1qOjo6GWoFsmC78PaWf30Qd0fd8Pq96vZ7Y5Le2tkJmEe2kZBI8yLwvLi4mDJungj70oQ9J2qkx7fRnf/Zn+vmf/3lJ0vvf/35lszuHaW5sbOjGG2/UH/3RH4Vre3p69MlPflI333yzjh49qlwup5tuuknvec97ntS2uqGRBgTuBdruBkakGYSuFLkh47ztz/dnp7Ur/s4/TwMiITIJqLGJsuBGMDKPLBM/94SShV5OkGdQIjAGLGMAiL6jKLiTIwYmKcOI7IkNHAdp4+gJDC6U9Gq1qmq1GjIWYzAR8ggdxoa/pQ5oSdQM48Xemc/nJXWMD/ZTrkkDoegTQIkDBB4xQrQ4e6yXJnSgwsGRNACOd8ZtcbBkN/KxcGMXcl52oNff40pYGr/GQCj/wyvO+3s5QXYDaC42io0vSQnD1UEkjBafO58j5w322dXVVR07diyRXRU7sHweeLc/040fB2j8GmSNk8tSdB+fd5cnGFE8h3XD+vPADN6TJh/cgI3fFdN++Jvr0KH9f8YCXYN15Xov7WK9OwDixqLrVeg2w8PDOnLkiJrNphYWFoIO7Lq4j6HPUzw+vmf6nMfzGGdLOMAajx2GqLfBx8ff6+92R4a3mR/0ReQ0bZOSjru4v7FMTdMh2JsAhDyj0iO/42fzboIVGo1GmBPPCPJ3+z7lQA3rxT+Ddxz8jNf3QSXsD+zMWAcBZACwdj1CSjrkseUYd7LOsU/JJtnc3AyVEcjeJGOVPbxarZ52BlzsEGGP8zXnfEhbsAGhWBdz4nNfd14eOw5YQddxwBH9w9eJP9/bHK9X1xOQc4wBTlrPWqBkVj6f1/j4uIaHhwOe4boZ4+fy2/vh7WQe3TESR+mi/3q7Od+R7wG+AIV5B45fJ8pegxEQUCQpBDViu6MnuWzzvdXXd5xBAe94wKHLCMY11pu5zgMR4DcPEuKZANqAgU67BUDAZ+i5rJmNjY1w3gO87KCz74+uc3OdBzcQ4Mr+4QGqFysxlgSCMG5eIp69kWAMbDxwHh9DHBYeDA3Qvbi4GMBicMZisahSqRQqYYyOjiai4+GxtbW1sJaonIDDC5sQZyTygzXl+7mUrI7hQLlnHbTbbf3kT/6krrjiCm1sbGhsbCyUAnNHh+t7ruOA//ia8ooDjLPrl8gld14SeIc+1G53gjkqlUooqY5Twp0uyDF3LrA2fS3zjpWVlcT+4PLSx88D/CSFbB+yi7lH6ugz7kyh2k+tVguBsT52yCh08p6enjCv7iD1NiD7wNjgYWQV/7tD1W1k9F4caa5jvvjFL9ZP/uRP6oMf/KC+8pWvBL0bPBDMznVq3lGr1RIZVq5rcQ37gjuAkPE4btAVKG3t2C4BnV7Wy3UEcHoPNBoaGgoy2rPmaePg4GCwC/ZLF7RjBGBd6myKLEjKVa2urmprayt46hls0j9ZVCh0PMfPOiAbBUE6MzOjUqkUSrpkMhktLy9reXk5XDM0NKTR0VEtLS2pWq2GMi+UjwEsHx4eVn9/v6rVqprNZji3AoHpnm0i4TlcOp/PB+cFEfNkYbDgyLgg2oONw5VPnEhSRzCwUFiYZGXgAffSXAhK93L64sdrKCkIeRw0rVYr1KIrlUqB6YlM7u/vD4u8r2+n7j+OHTJqlpaWgrNje3s7lOOSFMpfIVzZqHC8ZLNZVSoVLSwsSNoBQxYXF8M7cIgwdr29vRoZGQnKCaVaEFIsXsriME6kfGG0855MJqPR0dEQFc18UPvV6z3iRae81/DwsMbHx7WwsKDPfOYzmpub03XXXadLLrlE4+PjmpmZ0ec//3mdOHEiEQ2O44+N3QEFFF+UWQQ/Xl6EIooi9Te9DAfefY9u6OnpCY4Tj1onYmlycjIoLAAljLU7QFutVtiANjc3tby8nIg+7enpCbU4nwraj5E9ODioD37wg/rgBz+46zWXX365PvWpTz2ZTTuNarVamANXEhzoih0Q0ukRe2nXpJEbqLsBtvHne4FuZ3pvGuiNbNuLPNoAUB/FC751YxPF2g/2xmHAd26U8r0DFA4ooBCyJsnSox/8jhUy/qbtjPn6+rqq1aqGhob0vOc9T9PT0wmD3UEIf4YrYijSPrZulDlox/3OU0SQxhGj/I2xDSjA/oMh4FGnMZCyH9oLtGUvjMfSeSvmtTPx+268GQOsZ3rWbmvP3+EGPfMYK64XM/na2c0Jy2cOrMRGkpQcTz/z7JJLLtHx48dD1q2Xg/N3IW/RQx3ccxnF9e5gpW3u0PC5jh2y6IXe5piHkUe81w0NN6qQKRjwPp5uEHIPfYidQj7m3idvE+ODbiApRGRKCkYzffPn8m7ARMYHHReZxv/5fF7Dw8Oq1+sJkMLnJg78kTolFXw9x2vRwYSYl9IcFjGPOu/GfAov+rw7D6eNN4E/8Jr3ycFSKAZc/b3xe5xHJYVxBRz1eY3nLi4twQHPzIVHRnsbY/kcfxaPQXyf98Ftr4NI6OzLy8uJclOA/fyODxd3QCIGp/ntABV2WC6XO03nYv8nOp4qAdT4dh0AcMx195j//DPsk7h9Tq4vIN+QCeh2ZNVQvtjlobQDhOM08Ewmd6bzfOSptwO9xvvG9+7gw+alogTOkHw+HwIg3YFeLpfDPOA8cfCHtjlIyDrEyUIVgGq1Gso7HTp0SBsbG8rn88FexQ4rl8sqFosJZ3tPT084g4+AHm+nZxN78Att8+e4Y3s3meiArPO68wQyD57nPviK4EvKKkrJkoZ+zgn2gEc20w/Xib2tPtZezYCo9Xa7HUphM3bu0Kc9ZBC5Mw9e8HUBhlOtVgNfsR4vVl3Q1yLjz1xTwYL9hs+YG3cq+VpChrgDk/d4Nujm5qbGxsZ06NChUH4eOUgGAbKIv71NyBIH7zknw9cLuBsOCceU3EFKQC7829PTo//wH/6DJAXHL3yKTUumoZcwlZSQY4wZY+AAtK9hrxjgZ91mMpkQROxnTmxubmppaSmxh/AuZAZ9AxNF1mBLe789qwDd0IMdXW92/VxS4oyLWG9FV3G9kAo+9XpdlUolONjB0rg2LcCGfiE/4QHazPw7HxJEQnu4xvdGxx88MJv1ceWVV+oXfuEXND8/rwcffDDhOEHO0Xcv31WpVBK2i/Mrc0J72KvIKqW6z+rqaqgCwTh48AZj7I5leKrZbCawVtrhzhzkM2uDdRgHVZyJLmjHiNRZcAgorynMOQt4ZJ3J8CLFtTY51BtDjUOmKc8yOjoaSj+12+3gQOnr69Pk5GRYEJxVkclkgudvcnJSa2trWl5e1uTkpDKZjqeRxc15HSixeNmIwmGBI2TJDvEF5lG9CGeeJSWVpmw2G6KlKeXE/W5Q4T3lOWwUCDgvsYJjKJPJBHCfuUAojYyMaHp6WvV6XfPz8+rt7Q3Oq56eTlYA7aDdPT07tfzK5XLILiBSSeoA+Zxx8b3vfS/MM+3Ca4nSRJvIlBkcHAwZOChPCMSNjY2w8dXr9dB/aUdAEA3AWCF82XxwjKC0kYGCwPfNpN3ecUj19PQEZZZyQQibyclJXXXVVTpx4oROnDihWq2m7/u+79O1116r17zmNZqentaXv/xlfe9739Pa2pqmpqbC2DQajbBx0y7PsmLMaQsbGhsY/QeEGB4eDryO04mxj7328E+xWAxlzLa3t0OkBG2cm5sLqaIY4IDBPT09Gh0dDcoxURj5fF7Ly8tPvrC5wAjnkoNyaUCWgz970V7fpwG8sdNjL2eJb2z+vDQA+vE4UZww5PcTQeCODoxr/6HUgGdMeM1WlIO1tbVwEGC73Q58SpSR12d1hSxtnPip1+sBfFhcXJQkTUxMhEgRftLAcwc0HOB1Qy821jxTw6/FOU/5LX743x0iKDv7nav9EOO1GzicBn47eOb73G73nInid3p74u93uzd+r+97/nfs5LpYjWHI5YaXTHUFP3YKAwrGAIXUqUu7sbERwJ/p6Wm1Wi0dO3YsnMcV1x6WOoa1g+7+/DiSDEOCfjgI6c91nc0j7thX3YCPAQLncXduwG/x3o7MchDJ1xZj5gCOywXGkPdznwOaXOdls/ycCQdpXY7xP4asG/IOhGIYbW9vh0PlCc5xwM2DhJgv2s570tZl7CBK40XGhPbFmULM+25yC0MZfnKZzXu4h/3Mz1Tk8xjs8/b5u1yPjUuLOP8REEDJYt7nkYQuk+N16AY94xvLs1iu+fcOlDhv8R4fT+f/g0zeZ4+mRBa6g4TrXEZ4IEe8Rl1GoqOkrVN43ff/YrGo9fV15fP54GwgWBGd3zNDXSbxA296MF+aY8R5Dl4HKCPa3vnXI1WxUQC00VlYux4EGPMZ4yl1HCNeHgde9UAbspQnJiaUy+VCtQDs13a7nQDWkWPYkvH80Cbm152AHoTjgaCck0lQJWViaTfRt95fZBJZJtiOvk8hi5Aj7vB2p3jMPzEfpYGDzqOum8Z6rstK34PcmU1bnb+QLy5v3THta4f+Ihf9HVKnJBK2AuPsQUi+3mKMCl714Ac+Z4xdLj4evfWgEGMajyvrAb0QZ4TUkRMO9CMrnU/gM/YqdAtKyblDIJvNBkyCvdfxI+bazx4Dy2OdxDzFO6ggw3kfDqQ7eN5udwKSM5mMrrnmmoDfEYzLNZIS73Fb0Pdz3x/SyoCxblz/c4eTV0rhc8aRsn6UkiZLzR0czCPP9nZw9rLb0FQbAZ+LdXTX9/zcllqtFuyCiYmJUP7f59H1iaGhIRUKhVDyulwua3R09DQZEo8z7YntBubf9xCXi26/8Fx3Zrjdj3ygpFYmk9E3vvENNZtNPfvZz9ZLXvKS4BhhX+EAdMaF56Ofs2ZwMroOyri6frm5uRnGcGxsLARN+P2eAeKlx3gm/fd91AP84WPnR5eX7ijatzzZ95XnIcFA1OGkDBXRFDADgmdlZUX9/f3h/A8YEcAZB4UbPjBdoVAI0et4xHjG9vZ2yGogEoqzGnK5nIrFora3txPnoGQyO1kri4uL2t7eDhklmUwmeHk9CoCDhvDg0V+AcrJGMGh988WZwXdERQP0kzILY+NhJDqEv0lv6+vrHLhOmu3q6mriUHGPbmDBcQ/zlM/nNT09rUsvvTQofdLOpoaiCICPQMJ5k81mVa1WdezYMTWbzZDCiCCiD/V6PWQXVCoV5fP5BACAECVqnPJO7gBgLHt7e1UulxPODRa2G3kow54yKymRAdNoNDQ5ORnq95LhRCQCRoSDHqRWI6DxVGP0ZzI7UWNf+tKXVC6X9UM/9EN66Utfqssvv1z33nuv7rzzTh07diw4l1gHHADIpsg73GuOktHf36/l5WX19/drZGQkKJ2cFUObaDvjwsaztLSklZUVjY+PB+Hlqfm8FxDDs1AYG9YSjpF2ux2cMYz1QTeEz4biDetMCnTa2O0F8u72rN2u221uXLFFIdgN+PU+uHGQ9t7dPt8PsZ6JLHuixJ7hoChOdz+Y3JXRNOWor68vgAyVSiUY8ijXfoAdSpMbnTGw4MAE+54rbxigGAlnk5b6ZFM83/B3DPo4xdEiMdjLc+JIIcb/TO1wQ3+3d/Iujzjyz/2ZMRDrCrmvkTSn18VGLvM9csnBjjQwOOYj53+n+fl59fX1aWxsTJJC+R8HiqUOyM/c+RwC+ktJAM8NN78nbU5jgIbrfS2zdtFjWbvorM7fDnjxXNYSxjhygzEkyMj1gt3ks9QpK5cGRDlIgDzxZ3M/juZ4T2CuMZAlBbCgr69PpVIplBZqtVrBQeCy143mGOCK16oDxDzTI+icz3zsW61W6INnvjqfxE4AxsgBCXdYxPsC8tnnkmfGkXeAc25ce5tj4M/7y7sxYL3cRMwHgHx8T38wauHLtGjweCydP32Nxk7xtGfE43tQaWxsTIcPHw6Z2ZISZYtipymyx/nQ/3dHAt/znQP/sbwDNBseHlapVFKr1dKll16aCKBAh3Dw3IOovC1xZonLDl+/yDPWOQA+dkj8jmazGSo6UL3AZU8MmHvgioPVDuBJO3xHgKZnIlMdIp/PhzPwCAzzsxXpGwGYBNx5qTraxh4S21meMU9lBSpMDA0NhQBN2jo+Ph5sbXTdcrkcbEPs/OXl5YAFFIvFcDgva83LUVEypV6vK5vdqeLhIC/2pOuczC2BlgQgjI+PB4CLoFV3/jhfuP4KnuEOI5wKDqJms9nAK4DK7JXMPfzDHEudMm9U0nDnD8B3oVAIJcu8RJZTmu6SyWQChuDAMHsemAm2AsEcu+mrB5nAnjxYl7VDxRBJIUAWmcF6Yp91vNCBfYj/PVgMPsEpApYhKax3ss9i+4q1Ci+zBlzegHuxd3O/B3egn8APrOFMJqOXvOQlYZ8G/6EfBOSyB/t4SB19yvFS8BaXeY47sr4Ixoh1LNcD2+12wEAJrC0UCmGduOOHvqLb9vT0aHx8XGNjYwGTY97Zs1hr7jxgvtAFkdHr6+t65JFHlM/n1dvbq0OHDunUqVPhmlgXQuYiv4eHh1UulzUxMRFKuREA4OejsP8g51nf7ImO27bb7RD4zft2c/a6/uZ2iAfSP/jgg/rCF76gH/7hH9bznvc8FQqFIPNjJw0ykj5Tgpb3Sp3SnPSJ6+FFKt6gc+IEi9cUbY5tealjQzgu4s5MqkaxD7uO7g4R1zPPRBe0Y2Rzc1O5XC4wNl5YjFCPFMtmd8pjrayshMWBAQmgTamlSqUSBpMzHgDC19bWwvPcY8ZB3wjA4eHhICQQ1hxCNj4+HjISqLtJypFvjpubm6H2KO/HS80PCxolAnB5cnJSw8PDqtVqQVDhFYRcQBPRQF+Wl5eDU4dr3djzCGLSknHk8Mze3p1SSF4eBcMOgXnJJZeE7ABq+2Wz2eA0WFhYSKTxUW4ql8uF1ODe3p3zXmZnZ1WpVILgJxLHFeHV1VUVCoXEnFKfv1gshns9u4OyUyzOYrEYhB5ziiLsgsFBVcYFp4e0I/jK5XKI5sG5NTQ0pFqtFsq1tVqtEP3v0SLZbDZkETEO+XxeS0tL+tKXviRJ+v7v/35dfvnluuyyy/SsZz1LX/jCF/TNb35Ta2troYwVmw/rg4gEDF8EHO1jI8fJxsZEmzDC3Gh2cJmxIOK2Wq0m6oDm8/kw3j09PVpYWFChUAgghyvZrNtcLpc4GPDxgOAHldh0pNMPDNxNiU4bv6cSXEgDE9MA7v3Q2bZzr+ufbD7yKGtpR64if54obW1t6eTJk0/4OU81pTm7zsRvDjw6eOPX+NjGvLMXeMvfrAVXKndrq7eF63YDtR1scWDe2+YAtH8Wj4c/G+e7r+mLlRhXDACntHlxI4/f/Pg4s1fNzs6q1WqFYIKFhYWgJ3qGGLoGxhhGHbpi7GhAB4vbFztw3KiL10oc3c/zHIT2MfDIMsbCwT/ezb6P/sq1vmewbjyzIQ28RP/ysgHO715Whfc4aO4GtWePML48B3ugXq9re3s7gI+VSkUnT54M441tQNtYv+648Lrk7mByZ4TzUgzWx212x4jPS+yMdV5wcNYdY76nM0/8z1y6o9if6Q5u77+/z/mfZ3mb3XHi/8drJ83R4rzBeDHmabKWcfQoQB/f+HP/Hv5B5z7IBDCFXo3dJXUOxWYOfR58zN0hEfOCzz3feUCFZ0Sl6XPYBLHzFVuK37Hj1HnMZRPkezAyLO1vHNdErPo5A9g5u2Ue8D9Ai0fm0icPqvSyXeATgNwErRAIA8DjYJfUOR/IAxop6eqy1m1OL5/mbQYco68uv3Ag+T4GYEt1BWxj7okdwowjeAbzSTCbR/iCDTgf8bmkYM86oAmmk2YfMAaOZ7gDn0BUB6ZdjvJM51+cd55pxHfwCOOJE5D20h8HcNlbGDN/dwxgOs9yjwN8vs94NDTzGO8lFwM5KOxZWsgO1zN8TceOdQ8wiPUxHF3c70GvjUZDi4uL4cxhsgg8AJeMCHQW+IyAaXBA1xMJgvVML4isLc8eljqOCw+ghf8XFhbC+SgeZADWiI6CLMAx6uMDuM9aADMDc2P/YQzZi2ibl7ujIg96W7vdDhVCcFbC28gHSnhOTk4GxylzU6/XQ6C3O1W8nbTBSwRubW1pYWEhBJ+T1VcoFELmoztKkVdghO5c9nKmruc6v8W6I32DB+AZMDT2cvYW3s36d2e5y0XmCAdhNpvV//gf/0Pj4+MaGBjQkSNHNDc3lzjP2oPgJSUcR87Hvk/7PhDv/eCeBEy7889lmetrvhZcB49tJj5jbphvAn9oA2O2X7qgHSNSslyRg6c4HiiNhMPAvXVra2va3t4OqU8oOJR2GhsbCwdNe3qRGxUscia83W6H7Anqc/pZDigLpOyikOB08RQmPHnDw8OJycZbu7GxoXq9rp6enuD5gzlWVlaUy+VCiiwex2w2GxYvSpqkIJwQGnhA6SvCA6WKjQcvomd0oBR5tJsbLSiEzWZTjz76qCqVSkihQ4CSgUD6abPZDPX5cZKQJZDJ7GQd5HK5EB2AUkdfDh06FLJI5ubmtLq6GsY1l8uFxUY2BcYmzgO+Z3wqlUp4vpcS8A3ZhRRZNji32EAoh4Nzqre3NziRiPRxxx+KH+fTsHlJSkTYbGxs6P777w+b6zOf+Uy95CUv0TXXXKOvfOUr+rd/+zedOnUqZFG5M4Qxozas1CkJgpGPAlwul5XL5cKhWeVyOfBjJpMJbWNdUi4NHmFM2eRXVlZC5LsLTTYkIm88RRujAUUgBm8udtoL+PexcqACsMwpzdjd69lp3+0FUMffOdi8F+12/27vdnl0puftBorvds/5TDEA8mQ8L80JkAaMxOMWgxlnamvsgIiNRJ6zX9502i//OLnBFRvr8bMcBJROj652cMOv9c9j5Zo9Fz3kYqYYYJB02rj5d7EynnY/Cjn71Obmpubm5sL3rvd4kACRtYAj7giJQQ8HhpxiXo6BZ5fLMYCHbubOED5zoMwJw1HqGNm0AaAAo9mz2HhmDJa6I8SBKAfyeLbUMQoZL/QpdF4H/mgrOt729nbQE7PZzjl8vL9er2tyclKHDx/WqVOntLS0lAhg8fGOAWDegZFL2308Xa+NHasOLLfb7RBAwnmCLgdikM/3YPrCdT6O6HcYgQ7eOc94nz1aNeb/eF+I+4i9w5pwoDANNATwdZ52+8Hb5nI93j9iR6a3aTcQLH7WQSb4gQh4gpcAeNHrAUm8fEXsyPPf/uNOEN4ZOzfSZJbPmUcnxzKZdziAznzCU7Es9CwNn2+eg/x2xyylRQjOGhgYCLYvMs5loo8B7yF6FxuacXcHAXYV9psD2N5OMAFkhss+B/mRc+AUDjDRNuQ0Y8z73DHijgKpc4iwO2qwfymXNzY2lnCgw1NSxyHj57YQwAj24HPCuEudsn3uACBg0aPPyYSAT1xf4hqeA0YCtuKRwrFDBF7PZDo1/MFIyK5h/ng3djqOKvrOuMVOPXiQtejt9v2fZzKHPs5E0Pta8fnmfl9fFxO12+2E04O1DA4Vyy/WhetZfX19gY9iINvf47/ZE7e2tlSr1YJzZGxsTKVSKQRCwL/Od/Bq/Dxvu8s71/dZp5IS+yz6ElgIZxZJOxjf9773PZXL5VA6H35hfHg/fOrBuOz5XoUAPNDlL7zKtZRr932F9QJuWigUwroG98KxzPvBQsnAGRkZUV9fn8rlcsAQOW9zdHRU2Ww24FseECB1ZBbY4cLCgubn5yUpOIaQBe5AZ47cGcH49ff3a2pqKmDProMx1y7fPLgAOQXveuA5TlZ3yvg+gu7E324jeqlD9pK7775b73//+3X48GFVKpWErOI+sE+po5+jl8OTBEu5U4frfN9ttVqJs1tiGcn8xnaJvy8NT242mwl+ZB212+1EdgvX1mq1fUqTA+AYoQQJhzD7IXIIK0o3ocwwUJ7m1Wx2sglGRkbC4DcajYTBxoLH+YHy44YMZbnYbKnbBmMCjHM93lvAZRYtkW0wNwyPwkLGAu9Dqdvc3NRjjz2mfD6vmZmZsEgp9wWozybsxjACcWhoKJzVUKvVlM/nE+levb29IcODcWWMAa1dUUBZh1nr9boWFxfVbrcDmM94eUQHCiD9R9HkGgD3arUaHCaZTCZxeHlvb29QLoeHh4MDhqhCFDU/j2VjYyOUuEGoO6hPuxHieOhRaCE3VIeGhhKpl1InOoYf+IhnUAcWgUmt/larleBfxsFLHDQaDc3Pz2t2dlZLS0saHR3VddddpxtvvFEzMzP69Kc/rW984xtaWVlRPp9XqVRKKArMa6u1U7qNaAfW3fDwsJaXlxNREGRTuaCVOsY4GwO8TJ/J5ELJ4N04gHAYkZLngIFHPrEJdymdHIRLA0H4nHWUBlbE16fRbt/587guVjZ3e87ZAhxpIEr8/rO5X0pG/3t79gPCuLIdK71p16a15YnQUwEQxWMUK/j8jg2M/cxr2ud7zd9++heD5Ht9Frcz/i5+Z9q1saMo7bp4PcTtiYFNaHNzU48++uhFL+9igE1Klv7hmljOxA6JmLccjEP/GxsbC/oExhq6CXrR8PBwAsxGL3CHgstYqVOywA0PN3DcARbLTK6LgR766JGw7LF8hx6MIc5+7LKKgJRCoRCui0H/GHyMQQDX6XwO4n74vHnZGkmJdtIX5sgPvc1md8rp9vX1qdFoqNFoaGhoSEeOHFFvb6+WlpYkKQHOxY4C5pZxjCN2fe7ivqLXx9GfsfPJDVrnYXeo+VjzfI82BKzwsXUe8rY70OzX0ofY2cU7HJhgHdBm5shBFebK/4//9rnj/bvJdXeceLvdSRaDM853T8W+d74RNki9Xg/zxHplftxhCI+7LGT9SEk9x21PrnWwxXktBhN93cRz4yAJ8+sVHJi7tEjPGLhMkzUxYO6lDgl8LBQKYWximUzb4/0Y+8x/WBcAXG4P+32+3tyG8UO+3cEV69/eb187PAfbioBHD1j0seN5yE7sYt7JcxuNhpaXl8PZlNjf7XY7nEkyNDQUguPcmcHzKV8NNgAeg4xgD/X9BBmI0wk8hXY7sMZnUudMJcqeA4oScIqs93IuzBnzmMlkAuDr2A62J06u+D7aAK85RoOTEocLjjmX7fA5c8wP76I/nDva29ur8fHxUAKMcajX66etl4NOlIWbmppKnOEqnV4ilf3MHQquT3jGA387dgUfo7OxJ5P9sLi4GErlEWC8trYWysf19vaqVqudlunhDjJkocs+AHrKabGmY/0KvSCTyYSg4na7rUajoWq1mjjHiP6CXyG70Bf8eQ7ME4iCLsl69zHiJ7Z/CBQH02F9U8UE+SIlbSMwNAKcW62WZmdn1W63Q6WetbU1HT9+XPl8PpS3cwcF+yHyZ2VlRY8++qjm5ua0ubmpkZGRIC/ABSuVSpAH7IX0jfGRduyxmZkZ1Wq1EGiOjEMmIjPA53CKAPz39vYmMpORi46j0Q/fIxkn9gWfL/Y9ZODKyoq+9rWvKZfLaWVlRSsrK4l+MDe+n7reH2MYtBssk3d5VgfylmcydmT6pOEnjLNXgiAQjWe4DcPeyVro6+tTtVoNQQc4IfdDF7xjROp4//xwMZR3wP9MplMfGebkbI7Nzc0QzU8pIYTF5uamJicnJe0saA7jjCM1AKnZNIlqb7VaGhsbCyAyCwEPFkIKAUrkPMxGDXmUXRSGTGYnWuDSSy8NCpm0oxh45gWMDNMiQGhnu90OSgdMRRSeOz1WVlaCE6BeryeEJs4aN6JwWkDMw9bWVmgDDO1OEXdAEfGH8kbWSqPRUL1eDyWYJiYmtLi4GBxICHYyKqrVqjY3NzU0NKSZmRldcsklIeVOUkIw8Q6cK1Kn9AAOCBdWruC5lzf24iK02UCZE1eycMygOJGSyZkkvN+BAlIgHXjhcNhGo6GTJ0/qwQcfVKFQ0COPPKJyuayXvexlevGLXxwUvfvvv1+ZTEb5fF6SEuWuaGs2mw1lyoaGhoKw43wfDDIvM4fgRGC50o032msKb21tqVQqhX6xrlzRRrlAaWGNujHAu7t0ulMgBuVi0CAGRWLAZbfnp4EPac+P6WxAizTAOO1ZaZ+ntWWvd8fgY9pzz5Z2A7338+zdxjIGutLu47ozPd+vi4Gs+P1nGuvYmE+jGFCJv9sPne247fbcGHjb7frHw3N78Ww8tmnf0z7XN2gvBsLFTDF4JCUPA/d5cN6E/DMPWgAMwQglsszria+urgZji/0boAI9BqU9Tv8GsGT+0NXQLV02OJ+4Qe/Pi4EjNxLicZKSgDl/o0vQXvZ7gnFw+tBej+yODfQYrPS5cSDL9Wn6z/2uvzpgCvBIqQcAp9XVVeVyOeXz+XDOn0c9Tk9PK5fLhRKorVYrRC3Ga9H1Ds9MT9s/nd8czHBQZmFhIeGoSgN1/f44otgj7VzfdHDN1wRzzLNcFvken0aMjYPn6LsOzGK8umxC/44j2uPnOGjvxjLvj9sTy7/4er/Gf7y/B5FcJ8eeJcALm4Z5TNsr4rGCGE/PLIjvi6+PZYw7WaHYQeo/zo+uf6bto7GO5mstdtSShY/Nif3P/WnlaJzX/b3uGPEsQAfKfaxieeFrkXfSzni9Mw6eGUN7YnnpcoA16aBTPE8+3shX7E/ez77nZaUdpGu3OxUNAA99b+I7nk17PRjTHUSZTCbYn77WfRxd1jEG9JfxB0/BNnfnOfzM88CNvBQae41HIzPX7kBpt9uJecN2J3IdBwnAeK1WC5/Fe7jzoO/9rGFwKc6jBZcB53As5mIjePaxxx5TJpMJpd+8dLzbvmAU/J22p0s6bQ9zWebOZDA9zrE9dOiQJIWKI/CNZyXB+/6/yw53lIGv+bm13Dc4OBhK7LtugcP1+PHjes5znqN2ux2clNgN4KUA4YyF6120h984ccnIYg0hh7xyh6SwF3lWHNVxwG42NjZUq9U0OjoaxiG2yZz3WUtzc3M6fPhwIuhjYWFB9913nw4fPpw4rwTsN5vdCW5fWlrSiRMntLS0lHDkMhc9PT2amJgI5ypROcZ5yLGotbU1XXXVVZqdndXx48cTcsX3IS+FyLjyLA9M8L3U94DYCeW8y7Ncj8TxzLlQYMFLS0uq1+tqtzvnWbmsgzeR3+125zw/r9rS379z3rCkIPPchuKH53oQOM/1OWKfRs9nrFutViJzEN5ynoefFhcXUwMq9ksXvGMEA2dkZCQMioPrHt2wsbER0lGlnUnifI7R0dHg2WUzhNEkBZAYBvVDkIjqJ1pQ2hFqZIA0Gg2trq4GYUCpppWVlYQhwd9sriglCDT6546C/v7+cN4C78UY3NzcDM4XUucoj4Rxz6KCWdmYaXez2QzCMZ/PJ5QA+u/RdfwAFOA5b7eTB6cj0HFIMTZkvvgGgvAhWwKAolKpaHx8PMwtC5ZD26kvvb6+HgQkqb3UTkXhkBQW1tbWVnAacL0b5cwNESj0h7p8LvCkjmBC6DHOpAhnMpkgaNiwvCScn82Cw8w3VDYljMxsNhsOaq/Vamo0GhoeHtaDDz6or3/96zp27Jh+/Md/XM95znOC4Hv44YfDfLJOAEy8FiPzztkmPT09AZRgbMhCwkscryH3trtg9Eg0nFFsLjiuYqMcZ6TP324G4MVMaYYln8fXpf2dRjEYl/bO+PrdrjkTwL3bM9KU2b3e90QpHp+zeUd875PV972uSwMb0+6JFTG/x4GBNB56PLTbfO3Gc0/kXWfi0bN9dgy27XZ/PFb7Aefc+Eqbb6cYqLpYCZ3Iywn5d2l/s0c46MJv9j3/HMBhbm4uRLaVSqWg6PveTPaj66Io8K4HeEkCqQOEs/acbwliAdijP1wb73ns5W7kOZDDc92I4lqPEEf/Qy9gL04DIdP2jjiS0fUjN95cb/Q2+zxhSNNudNZMJpM4kww9F4AKQ3t1dVVjY2OamJgIxnmj0TgtYs77wHhh/DqgiT4UG6j0B50XHkAfIuPI+dDnPgbufFxjh1/s8Ih53fk6voZ58LGPdfgYDOIaD16KHSaALDF/xsYy48dn6Hgx8aw4C+VM8tSDhZ6IkXy+09TUlF72spepVCqFCEn08lKppOHh4RD5LiUPO/U1KCXXLTzjdrVngLhj1Ncx9yOD/HPe5+A4n8NXkIP8fj0/DqY7YVt5pghR+81mU2NjYxoaGlKpVArP8ewunuE87OBVPA5QLLt8PHnW1taWKpVKwmEeA2S+trErXfY4kMvYxrq4A1JEvMfzg7zEkQA24m0CgKSUOJUuAJYzmUwow0UQInK1p6cnyFv2QGQy7cEWdKdFpVIJczc6OhoCKn1eJAXcBCwB5ws4AGPiUc7034NBPfOH79lbvDwcc85eSPWP9fX1UDmBMuVra2vhkHhAa8cOwFaYAzAlBxHZN/h+ZWUlOKvg2dHR0dD3XC4XZMDFTO12W9VqVdlsVvl8Xu12O2BufO96he9B6BfwDtiP70uuVyHfwC5wwDYaDeXz+SAXKdXH88H5PCuVvYrPYrAb3YssC/qCwwE8Ctm3vb2txcVFfec739ErX/nKhDOGA+LhaW9DrNewfmgTGCPlAre3O2cAA15TcYbrY0wIUJ11XS6XtbKyoksuuSQEF3n5OMcLGUeCpiUFbJA+cI5KsVgMDkWv7lMulzU3NxfKmqKz0F8wV9fNCOL2CjbMPecCF4tFXXLJJTp27FiY+1gX9wo2sQMbXgP/pO/wqeOstBUMzG0EeIyjCMCRM5lMqN7D2SjsMXEAADKZ9yGHGSf2L/YA8FJ3bNNu+C7NrvHgmzgwYTcbhc8I3lpdXVWr1VKlUjlreZFGF7RjZHBwUKVSKWwKMCxnJOBJB2DFQ4pRxEbIhoW3FhCe+nx4+N34RQgAWuPh5D6po3x42hzCpbe3NzgnCoWCpI7SiGHH5ssB8JTN4n2UCsCLhyPIPcdsqjA3bY+90ZKCg6BWq4XPeM7o6Kjy+XxwGvgGDdOzSSCEcJq4Ick84dBCOODhlzoKDwouisbKyoqq1WqIEiyVSqE0WAww8L5MZid6AMcQ6Wsog1zLOSMofAghxgAhjQFOpg/KEfPI+R4YxG7USwrn4CDsvOwWRj2CioVOtosflA6/MOe9vb3B+wsPeCTBY489poceekjNZlNf+tKXlMlkdOONN+rIkSO6/vrrtb29rUcffVQrKyvBoGLt4LTgcKlmsxnOqEFY0jayYnp6esJBtSiM9BfeaLfbKpVKwUmF4CQFEYcj2UvwOQYGyoAb6MzZxZhOnEYOXp0JUIg/3w+wu9dnjxfMTnvvXs86E0Cy17P3Q76RpwFOZ/Nu3wPiz3d7515t2u09MViX9g6eA4/Ez4BcWTnTu3frz27PRtFJe/bZjO1u74h5Z788DO01325M7LWm/LozvdvHwe91pVBS0GUe7xo7SORggkfSpQFmUjLa2AFb9mq+d+OHvQZjWVLY8xqNRgAj0QFpl4NP7NUeYIAh6sAvxq1HAHtEHG31fvC+2PiHHFR00M71DwxO10EwPugLEVt85vf6HhMbQD5XHvzAc2iTA3oxmOrGIsE0HqXIWKKTcV+1WlU+n9fGxoaWl5eD3uLAKlnLDgj798yZz4Hr9BB6KPoxwArz7fLOg5l4TvwOn0sfW8Y3ltuuH6bxvH/mY522R8SAa/wM1y0A8WhT7Cjz+Xcnna+/eM/x96eBv3vpCXFfD7Kc7O/vTwCkBHUNDAyEUkTIH/jD12ssM1ib7tSUkllEu/0gx3ie8zPPdrnGnPK/Vx6AdmsXNqc7mN2GZn0BOmNPYhN7QGJsnzu5QyRNPqXxXDxuyE/kmNeM9+sYC/YBX6s8W+roA3F72F/8Xs8sAyNptVrBbmTteqlC7t/Y2NDa2prW1tYSzgSCSn2/kpQI4gOUI0qZsfXsSfjUo6gpX7S9vR0i3Alm9XH2fYx+xyC24wCxA9d5GmeHO/Scj7zEN30EBNzY2Ah2Og44d4h49QRAa+Qe6wWedPnId/y4EzCWsYD6VBfp0s4Yca4ADglKwjsPsF7cIQGxlh3gxYHv449uQuZAvV5XsVgM4DO8wPM8wIPnoX8x7643uPxkzcbBo64n0rdqtaqlpaXEHs0adH3QZb3zJv/Du4wTn5HB4voLlXX6+/uDc8HP6XBHCxVYwDZxZPBcl7sETYMHEti8uroasn5dfuHQZSyZi3a7HRxDLqddPuBUQcf0OffAFXdez8/Pa3t7W4cOHQpB9lQBgsd4j4+x86LznWO07HvOJ+74dkeL98OxUJ7pjh6wXA98dl3LbRrfYxk7cD6wvuXl5YQzi9/sN65f0y7ahs3Ftc6nrhNwbbPZDDhfPJdPlC54xwjMu7W1czAPtRsZRDYxNk2fkGw2GwykSqWioaEhFQqFsDmPjo6q1WqpWq1qe3tbIyMjgcE9CoHPVlZWEp5/FpUvaoQNqU2ZTCYYbfV6PSwCX3AcjN1q7Rwwz8bnCgDMi5eczAPajJGGh4/203/Gw41gSkkhwOgLwh3B5UpP/FyyZQAVmBOY3zcnN9JpLxkbbAJk+JDpQckonk9UCm1ZWloK5R9w6mxtbalQKCifz6tSqYRIDMbcUx49G4FncAAeY+wKNUKKNnpmAyBJXDsWYcBY4vnHu91oNEI0jM8VtfYo4eGeY6JW8bKfPHlS9XpdpVJJa2tr+vrXv66enh694hWv0GWXXaZyuaxqtRoUK5Q+d7oRdeGeaw4Y8ygGF7oIPc/WInKAZ/PD4XSMj4NIZECRtcUajgU9a4IyaV3qKHdPNliQBnzs9dz4egc69vOuMwHcj6c/8VikPTdWlPdqd1of48/SAJ0nQmnzGY+Xf582jmnX70WuzO3mVNlrvnb7bq953Q/f7jZ/Z8sbZ3N9PJ97PfNMc70Xb8XfHWSw72wojnRKA0ljoMnviz/zyFBX7h28IOIK3cwjB90IAWRBB5U6Z2U4YOLr0HUKB9K5xo1l/4kdPFBsYLjB5ca9AwYYwB5sQJsx0tywk5JlJ3x8ab+3mfcyrml9Rq54AJODi4Ci9M/75oFBlIRFD56fnw/30Teva+08Ec8LOhzjTP/ifsZOH3d+xCVTdpsPf1YMjvBDG5xPY36K14Kvifj/+F5+x0AJvOvGvvffA6LSwN94/BzMgbd8zfma8n6cSS+I+3IQqa+vTyMjI6Gs7djYWKL0nNQ5F8MB5limMHfo99ihDroh6/iO//mNzerP9B/u8bXusnB1dTXYQC6f3RHigPX29vZpJUs4eJ5IZQBBKVn7nvHA3otBL5eryP1Y5saglssnnoG89/NCPQhTSpbM5H/fM7CVfV/xqhG00UFTB/15Lza1l/3CVvNDipE5a2trymQyoUQhY8h1DrrhXADcHR4e1sjIiEZHRxPZMVRKaLd3SrhQVYLS20T/OkbgY+XzQP8g3ysYR38G8+iYxcrKSsiMYYx4P3Yq54VgG/ObgD2+B3/yfdDbguxn/p0P4tJstJMfz2KBKG9Gucvl5eWuYySFCFbhLJLe3l7lcrmQWcTad2epO5KZU9YXugbrwEvZU+qdcyZYJ6xDAjfiwIpMppOVCp6DfAPY91KnafoE+yjOl83NTRUKhcT+TDA1fOd6sQdVs2YlJfYA+NmDpoeHh8NaoJ/lclnNZjOc90O/wONwZgwNDWl8fDyc7zw0NBT6y1h7MEulUlG1Wg0l41utVuL8W9eNmFfWa1o2FeNIoNPQ0FCoSONOdddRGDdkCvNSq9U0NTWlmZkZnTp1KgRgo0uTRYRsb7fboZ84mjOZjkPCnbYEaHMNPBnrTp6l6eNAoD2yJJvNBvvFneI8h9/MKWPkNkBPz04lofHxcfX392t5eVmrq6sBs4W8vfQLHoKfkZnO3+6sgf/W19dDlvdTpddd0I4RH2w2UYReJtPJhIgVFUmJTafdbodoezYeL3e1ubmpXC6n8fHxIPjYJFGkHCyOJz3OMmERkEHhBingsqea+mJx4xJA3IUOwPLo6GhgTjZ6lD8OOIKxEQj0ifaiaPs4MkYoZA6KM/6x0kN0BRs2i9kPpGJe6CMpp4wv801WBvNNthCKXy6XU6PRCIICT7Q7H+AR7sep5eluOCkcAHCFCo8/JacQPH4IuxtsHoHjn8HDXjeSaBz65oYpwsEVYpxH7faOB5/yYfFG7/Ve19fXde+99yqXy+nlL3+5nvnMZ4ZD2uv1enDsIPBd0BEZyNi5wePOOo+OwckRb8Rra2sqlUph89je3g5OHaINAKH8UDVXTlhrOL788y4lQWz+d8NC6jj+9gPcQk/VpnSuAN9zBZ7EY5rW/6dqTM7mufG1sUME+bTbvY/HQSHtDX7t9rz9fn6mOX+iPBEDlXuNkb9vN55Ah/DU7y51xsUjotPG0OWeA29uBPv1kAMdHjjhzn/2HXcucC97u7/b5bIDlL4/OmicyWTCe2OecvCI92CAOeDt/fD38gxvBwCejw/gTGyIO0jluqq/x43KGOTi3fzt68QBcfRZjDnGmWvR89y4QtcEFG40GqeB79yLMYaOGBtl9NP3Sm8r37new70eVMT9Dih7P33cuCeeM583vzaWIX5/DO6mPc+fFa8B7y/znHadO7rS2uKfO49LCrq5ZwLAe97HuB9xX/b67CAR41Gv17W0tBQADwApLznkUfaMp0eiu9PAHR4ODGUymVAFAR7wwCbsBHRK9iueH++J6PTNZjPYMuj8vo7dqcJn8f3YC/5ZHHzn0duAcMhLSo5ICrLd+cz/h/w7+uXtY3zJLgCc4v3tdqccDuOWzWYTwYSQA+e0z3V7bDMy9yWFQD3KBuLsoI+cZUmw4NzcXBhrgi2x9wDSNjY2EiXJuYagwWKxqJGRkVDRw/slKQSK8j2YCLKzr69P+Xw+USUBmcLcOvYT2y4xiAsvuEMNXAjsgJLQYBXxde48jGW1O1wgL/3HeFJxAr50uwuHEgC563gAtJnMTjAi/fGqDI888oi+8IUvaH5+/owy42KmdrsdStqRQRJjdL6e4SPHalwnih0SsYOMd8IPlFHz9R7vu8jWWC/yZ8F/yC94mf6BQ01OTgY9qVarnRbQEQPpcSCHtwOZRF+paDM6OqpyuaxarRauZYwlhXJ64F9kWZXLZRUKBU1NTWl8fFz5fD6RXS11nM3ofouLi5qfn1e9Xg+OI6kTuBMHi7j+RT99D2Ic6dvg4KAGBwd1//33a3JyMqxN5CNrjz3N94XFxUVdfvnlOnTokJaWlsLnAwMDIYukUqkEfvE24JzwPZc2Mx/ICJd3HiDsuJgHNYABk0GKfKOqEs/DAeWyD96P9TrX4WkLlW0o0wZ26NfE+hjzBX4I7zuPUmGIs5mearqgHSMIH+pj4kwArGbRZLOd6Hp+2MBharzHCLatra1QIzKXyyXOoQBYZpMldbnV6hw4DlP7QnVmcscEihOlu0jpdGMKBS4WwES8bGxshHJbzWYzlGKan59Xq9UpT8S7ET4sWi8JhSLri3F9fT2U8SISBwcGY4sSw0LA+5rNZkMmAsKOKAtKmPG5L3LG28EEatlxLco4im1vb6+KxWJY0Cx8xtSVL89cgVxR8fs8UgBDFv6hLdxLJpCnhbnx7I4U6sdmMpnATwgeanrDT34/5eI8JZMoKWo/osxy/djYWBiP7e1t1et13Xvvvbr00kt17bXX6uqrr9bx48e1tLQU3g1vcTgWz2KjKJfLYQN2vvENlTUD77TbnQPvJIXPff5R2NfW1hIbH04udz7hUHEFp0sdikEvN/TcqJI6ygSyyQGZJwOcT3tGGjCT9t1uzzob4GO3Puz2jL2A7BiA2uudZ3Ptftq7H9prXM6mPbEi7c+IQYK93rfXdbu1Zz9z+0Tm30G+3a5/IsCay21/Zgys7LUG4uc4WHrQQb/9UBp47GOMQi8llXjIARueJyUPJ+f57G1umLI/eUBMGmAcG2L+3lhG8L40QNv74WvQg1U8CMVpL8cIAJU7AxwUdaMIYzrNaPf+xW1MM2r8uTFQy3h6EAl6KroC9zsAxfvc6Gq3k5GY6KhxVKj3CT2QZ7mB6OMX3w//0H72U++vBysxNvH8+N+xM8bH2MdgtzmJAZiYL10viN/j1/A/OnFsLMd6Rvw3Y+r8SHvROdMA9DQgyte4AzY+fk+G3nI+E7xHZjnZ1R6k5CAO5DyUNufu3HXbw9e+ryGfL2QbPBjLXZenDhLG8sNBut3kvH8Wg+TxenCZ4SATNpFHHseBiIyj83ksf13u8Jw0uUHbsem9VAn879k9HrnNNW5D+bjHvMH4uP1FewEB8/m88vm8crncabaazxN/Iz/9h/7wGxsungNf4wTexePDXDkw6HYzTo54b3Inipej5HoCF3kG+AHODxwjHgCQxnPO/743x2Cp86TzPT/sabwfAkshS4AKI4wdz/f9q16v65FHHlGX9k+NRkNSMpOMqH6wHg+Ydf3BsR+pk/EBJsG6Zq5jR4vLBfAzsEUpGejg8gachUozvvd5MGq7vVM6rFAoKJPZcZbi0CbbzNczPOf7ATzt+A74D/vO+vq6RkdH1Ww2Q3UYDxon82J6ejpUWqnVaiEYnRL5U1NTQR64bgROBxZ18uRJLS8vBwcvuC99iXUR5on2eH+YN/Qv1mJPT49OnDiRcJ66g9d1O2TU8PBwOCuFyijonGB15XI5jDVzTGA5e5NnaOBMpVIK/OJ6rmfzeD/omzvoGCscfGCyzlfwNJirpDAG/l5wPdpFMDU6iJcU9v0w1gW8D/F8NRoNtdvthGx8OuisEMRbb71VH//4x/Xtb39bQ0ND+v7v/3793u/9nq6++upwzSte8Qrdcccdift++Zd/WR/+8IfD/8ePH9fNN9+sf/3Xf1U+n9dNN92kW2+99awBTWq4kXqLsu6Lg0mMaztzvoSD3GQi4ExptXayK1iszpykLwJEE+HgETksWneaZLM76VY4ZvCoESUBg3Btb29vEABsiCi+sfIAQ62srGhoaCiUnUKBArCHwXFabG9vh0PTOPeErAUUBTfcGHsWmQtIHzfaiMLJhrG2thacHGST+KJ245AxkZRQerx/6+vrwZPbaDQ0MjISFjIOIeaBBYlC5EaYA8EIAFd2EfZsgJIS5aBYwG60ucKMoeGC0J1pkkIGUVwiwg1EVx5JX+QsHEnBgTEwMKB8Pq/h4WHV6/VQeqy3t1flclnZbFZzc3O65557dOWVV+qZz3ymvvvd7+rEiRNBMONIonamK5CSEqnhjBvnjzBGvvFkMp2ybPCX8xF9hze2trY0MjISUlAZTxRb1k+73Q6lx7qOkQ452JH2WZpBnGb4SadHrscUb3Zp5M8407Vn6td+3pV2T9zftGe7Yb1Xn/f6PO2ZruTu1Yazof08Y7cxP9Oc7TbPewFOaZ8/3n76uMWfxf/Hn+81xvH1Ps9nmu/4eXu9MwYJY6A6fudu98bvOZdOkfNND8QocICE/TaeYx9/52M+d/0tJp6N4wO9rVAoaGNjIyjx6JgeEergOs/3iGv/zEFuPnfgywG7mI+JeqONUscgZEzisWMMaE8s/xlfMqLpkxuWDu67Aeq6Csau83P842PEu7yN6BsAFG4UO9DgDn7/7evM2+yBLbGu5bYE+qnbEowxUd+ul8fGetrzvP2xLHEwxAFj51HvU2zwp33v68Rptz01lrXObz4/aU6S+L74+T7H2HE838cklqPx+nZwyp0n/vyDShsbG5qdnQ2ADAAq5aDz+bymp6fDgbiUTSoUCiErPW1/YtyJpKckXV9fn0qlUpBVZN57pCk2kZcxdvBaUgjOWllZCXXlp6amErq+pHCeY7vdDsGQLkNinsPe5xrWDtGwzj9SMrMd/AAA3m24ODsj5k/kgoPXvt5wBIyOjmpoaChki2xtbanRaISy2disvg7ismjYkvF8UYbK1xLlt4eGhrS9va1isah8Pq9SqaTDhw+rVCrp0KFDard3Atbq9bqq1aqq1WrAP5aWlsIY5vP50FbKcElKjCvtbTQaiTEcHh4O8xnrUZRgYx+s1+uq1+taX19XvV4PtiKlWsAlGHP2MHjVM5hcfjJ37GuMp8+ZjzPf+X7OvACkUjadtlP5AOwDm5nrvbSZO3p8j4Go9EDAY7FYDOv8sssuU7FYDEGrXXp85HsxQcCSEjKENed7ue8t8ATzSQUL5J875HwfZa7B6dArebbLWdfL4Bd3biDD2BtzuVw4P3dpaUmVSkWt1k5JfniT/vl9Lm/A3VhnOGBwWBDFPz09ncB0kJ/b29taWlpSX1+fxsfHlcl0MtrIHEN3Rs6CJ3rpMYKpT506FbBFHEOMY4yVxXqs1AlUgdDNmcP19fXgzMFJjEyXFEpreTBus9kMsnN2djY4Ybe3t0M5tXK5LEkBd2XOaCO8Rd89yJfPpfRyqfTHs56QQ2tra2EsVldXE/NK6Tb4EVzP++i6Kroy72P+kLe0m7ZyvTtq3H6JA+BpC3x6rvS2s7JA77jjDt1yyy16yUteou3tbf3mb/6mXv3qV+v+++8P9Scl6U1vepPe8573hP/JtpB2Buq1r32tZmZm9MUvflGnTp3SG9/4RvX19el3fud3zroDHNSFQUKqLN5XPwARBwdMWK1Ww0bjpYdgGH5Q/CSFBU1mAn+TKoXQgAFRHnh+JrOTblUsFjU+Pq52u5044AdmRqj29fWFup2A6Z4ZAxDfbO6kyfE8BHGpVNLw8HDITNje3g6KLkKu0WiE7AXGKZfLaXl5OThx+vr6gkMjm80GhYXr3dspKQg7asGhsJHRMjExod7eXhUKhUTUH1E8KCe+CHGyeKQFgoONo1arJRY/44Yn341T2kwEoqRwFgYeTxxuZJggLNOEMRkwOH3gTS+74R52SeH8mkKhEBwZpD7jacY55kY04+mRCZJChkir1QpniuCk4iyVXC4XBFhPT48efPBBfec739H3f//365prrtF3vvMdlcvlsFGjJFQqlSDghoaGtLKyokwmE7zh8JgfDAVvojzC02wKfi4OSiPfo0RgVOCcZD4o+4ahxVp3edOlZOQd/8dgR9oG5Bvvmcif8XhB8Pi9Z3pWWrvOdP1+25Y2JvG9uwHkMRi7F51Nm57M8d3tGWl9duXSFcgzORDORGljvN9n7TYXMaCX9vlu74pB5v28dzeK5yoN8EwDH/fb3nOpNJ5veqAHw8RAOop42tphHhwwSVu7rjewLxHZV61WQ41kz5aNowH9+f4eN4i43ssopPFzGtDreyKGLbrJXjzN974/MF5pkbzejjjijjbs9i53CqWBetzH2AFU+T3oH4wT5PMfyys3PDFmHbBEh4rnn3vR27me/+NIPNd9nV+8X7TLeYTnOsDqf7t+7GPF/LpTgDmNx9T7y3c+lw4OxBTzYByQhQ6WBqz7Oox5RUpmMrgzK81BFQPaUJoDNG08DiqhW6MPE0zW39+varWqwcFBVSqVcCYn9hxliQFc4yAxdHj0ctY2AD8Rp54B4M5KKen4cucl5O3lbweg/RmZTCZEOjsABK94VDPkfOTR0N6ueJ3E8pLxoI3S6bqeO2f43J2jbsO4c5uxxWFAIBu2ue8RgOe83wEuPnNQnz7yHsae+cd2B9zCYYYthr3fbrdDsFu1Wk3ITa9IwI+vYx/feF8ARI7XO/vY5uZmqNoBf7sjIQbVWAsud9NkHtf5vNEGd4J4H/wZANK0B9vasRvPPIkzV+ij//gcxTqDO3p6e3u1srISnCWUCu/v79djjz12JlHRpX1Qu72DoXFguAdHx2sOZyHyhSouOPPy+XzABMGQ4n2t1WqFzC30E3TAGGvybAd4ievBwNx5507UU6dOqVqtBnnt2TCu4yGr0gJwPHCVd7daO2cRXXbZZSEwFmzOMxSWl5cTZy0PDAwEJydnDLm8Aj/c3NxUrVbTysqKVldXVa1Ww/p3fSpNnjOfrovEOiLX0H/mHvmSy+WCzAZHZC90vRfb4NSpU2EvZu1SvpXyhwSeu23h88qYuX3gNgVtTgvWcX2LOZYUsDmwaHd0uK7perTvqfAZ38GjHhTdbrcTR1S4vuzBRPAkxLrgMPVzTWflGPmnf/qnxP8f+chHNDU1pbvuuksvf/nLw+fDw8OamZlJfcY///M/6/7779dnPvMZTU9P64UvfKF++7d/W29729v0rne9K0SZ75cAeAGhKYmF4GLzh8lIYeJwZhQCjFpSxVAEi8ViqA2HcHPPLNfifEF5o1YpSkartVPWiu+prenZBNlsVisrK+EQ91jJgWEB7/v7+0NdPw4V4sB4SmtRUotFy0JdXV0NGyzgNoc0IfhWV1eDQgTzUz+Re1GcPSuEzaBcLoczJHp7e0PUB97q+fl5jYyMqFAohHNB3IhhgeMskTreXs86Yf5brVbobyazk5mAYwZ+YBPr7+/X4OBgyIhwxwxGBalhKPtkYSDUfPNgDPis3e5kj2Dgu5MEQ9oNfCJm8DSTRutKE3OB8425wnvf39+voaEhra2taWVlRe12O6QuMpYIu83NTQ0MDGhhYUHf/OY39cxnPlOXX365rrjiCt1///1aXV0N/EBGE//39vZqcXExsaF7yqA7s7z0XLvdDptjNts5FJG55v96vR7m0B1uruDzwwbsh4p1qUMOMqWBDk67fZ72zN0+SwN8d7sn7bq0z/e6NzZk92r/btft1Z+05/n1rjju9f60e3Zr225terIoBg33um6v/9M+220c0pwZu43tftvk74qfH+8le93rz3ae288Y7TZPDhKmtT0GOuN3xiCt/30uHSPnmx5IJKo7FWLDx8tlSklAy/cqKOYTNxbcEKpWq+rp6dHk5KTGxsZCLVwcFBgLGC9uhMaAPe/i/Wlrby+5QdCLg5sENWCUu+Mibgd6i7clbocb0xhKDkq60eZAne/ZgGoOJsbgqQMP6K+MOc+PHRbuJPCsFd7Pb48u5nMHpZgDdHM3PHHCAX653kh/fV3HYwmf8a408DB2GsV8wW+fu/jatM+8f7GjIo0caPDrHGxxsDoGh2NZFwPS7qDyOfX58vbHTk/nHW+P3/tU7qHnC1H2GdsCHZ2MAeQjZ0kQ7EcgE7XTh4aGQvWDgYGBYGN6pDJjTRQsdhjvkxR0fWwNqRPA6EAOPIAjAMcIAYkAOFJHh0VG8QyXOVwndeRGHEUf8z3ryJ3RtNmBd8YB+ZK2drnXwfU4s4x+OKguSePj4xoeHg7R/+5slDqOVw4I933Oo4q93XzvZx5InTrw8AB8gHPMz1dlvur1ulqtndLUPA/bDhseB1vs4GTPcFsbeV6pVMI4sD/hBKAahDsTCAAEWPX5c56ilJeXenG70OfD5S7/e2kb2ovMB6zFxvaD2ykt7vb9EyHkGe+L6YEHHnhCz+/S3uTOLnAPdFMPDGA9s+bAF7nOsyCk0zOGkc2sUTAU11vgU57FOvfMA/RczzpptVpaXFzUsWPHEkHj9Xo9OHac1x2gZz9B9iHfwNvoS6PRULlcVqlUCiX9BwcHg5OBNYizKZvNamhoKOCWU1NTIYNudXVVtVpNi4uLwTFarVaDEwXHi+tqyAFfx3FgEeT3OeHMxBnleJLLFi8R6OA+2SUnTpwIWHOr1dLJkyfDXsq8uDPN9V6vSgOPuPPUdSj64rwBD7IXgFtms9ng3OMMX3iHNqDLIU8dg3aczWUnvAK/e3tcZ4v1W2Qx+Cz68/lCT6jmDEw9NjaW+Pwv//Iv9Rd/8ReamZnR6173Ov23//bfQrTgnXfeqWuvvVbT09Ph+htvvFE333yz7rvvPr3oRS86qzYcOnRIy8vLCUHimyTOC5hvdXU1HCKG0lCtVoNChoKN8oGBWy6XtbCwENKRpZ3FyCKirFNPT49GRkZCNgkOAGeyq666SqOjo1pYWAiLBBDdjUcEAeWtOMjIszMAwUljhsHoP5s1GQa0AyDBo4QQAo1GIzgqyMKAqfF+ZrPZhMMDxZyoJEoh1et1ra6uhswQFi0KEQIDxVPqLGayORAykhLebrI6MpmdA8nIkMD5w5h41BPKGWOKh58xZZPzqCg/iySOJmH+pc7ZNq5I4ayRFBQb0tn7+vo0OjoaeHR4eFiVSiWklheLRWUymZAS7MLG6zj29/eHknKUdCOqlXqZzWYzpL9nMhkVi8WQ5ry+vq7vfe97evjhh/XSl75UV155pYaGhoKwYywZJ56B44Y2MN8OlPB3LpcLii2bP0ou8wnv8zd9xhHmGVTwMPNAG1Dou7RD8GAul0tsTtLpYHIaaLwb7XXvbn/v9uzdAL+93nemZ+72/X423/2MQ1of067dq19nO/Z79XGvNuyX9jMP/v1uc+KKU/x8b2ccqR+/J753r3anAXhpbdqtT3v9v1s7zjR/7BNp3/kY7tYfKA2wP9N6eDrpXOuBp06d0hVXXCFJQen3KPq0efKIKPYaQBiPPuMextuBOY+mbTQaIRAFYMSNNDck2a/4m/Y4OOftdV7wteUgcLx2+RxgCKBzbW0tEXEbA0a02Ut5evsc1PTxc+DUxzduvzs44n6x13OvOx7Q62P+3y1KEGKM4nF1I9RL2MZthXd4v5e/ddCPdsdzFvOej0kMrLrTJ742fp7zdTz3/k5vv98XXxv/nya7HGjA1oo/877GwETML6yz3RzIafI8jacYyzTaS84eFML+HBwcDGU6sF88S6LZbCZKGzmAjg3GOZeAZ/4c/vdSUT4XOMiwt33+PDOIdeeVEjzrAYCPNREDQjzPgTDnAZdpMV/E607qZK1ALrv8GS4LPZuN/rTbnXIzPla+5pD93Et1AgI6cbzG8pH2YpMiC7Hx3UkUOyOWl5cTgWaUVC4WiyqXy8Epsbi4GDJCmHcPyJN2zmTAKcLY4VwhSI7xix3aYBzMGfY4QZrHjx9Xo9EIWEU8DvE6j+WtyzBkC2O/ly7qn8XAY/x82uXto4/xHDxRpwjv7tK5J9YIvDE6OhqwQec759FYx1tfXw+OEWQYfEnFGUkhqNr1Fpe78BpYlTvEAfHBsIaGhtRoNPTtb387OEaQM+iotAXdtt1uJ3BEl2esC+QvmGO9Xtdjjz2mZzzjGZqZmVG9Xk9kAyKv3EGLbjo6OqqJiQm1WjtVTpaWlrS4uKilpaUgbxqNxmnZNml6ffzdXmsQOcff7KP+GcHhvveAi7oTgr2zt7dXJ0+eVF9fny6//HINDAzoxIkTmpmZOS3TItbhGUuXKa5foo8zJy5L2+12Akdz5xb9xKmNcwbcmPGiJL8Hu8dZK7yXe+g//Ccpgb/FtgF7Mw6zJ0NGPhX0uB0jrVZLv/qrv6of+IEf0POf//zw+c/+7M/q8ssv1+HDh3XPPffobW97mx544AF9/OMflyTNzs4mjGFJ4f/Z2dnUdxFBANVqtfD3DTfcoHvuuUflclmZTCYoASiJTIyD3O4syeVyqtVqAaTGkTAyMhLAegQaHtaxsTGVSqVglG1sbKharQZHRSaTCdkZZGoQ2T8yMhIi/BGS1HMjKgPQGweE1HEI8E6UKw5WInsEh8HKyooWFhYSwg9PJ04gnCN+8FsmkwmZBvS9Uqmo2WyGdhIdhOBAkJOWOzg4qLGxMR05ckTLy8uhXh9OFUnhsKZGoxHOW3HhydizAbjTwQ+d49mUixocHAzAOWMuKZHS6mXP3Fkk7Sj3lUolZJQgBFBemW/4ytPXBgcHg+BjnjiLhVq+UgccYAMibXB7e6cuKY4I0u8QxH6gFXOKI4CsGcav3d4p41YqlYLx7wKZsml4kNfW1jQ7O6tsNqurrrpKU1NTmpubS6Tuetoz0cB48Hk3mwTRTq4o0BZ4DkeHK3+MC0KcdYQBwFgANDFGOIU8fbNLO4S88Og5N1yhM4Hiac99Mtq2Fzlw49fuBoDzXZrRs9u1MTj0dFLaO9MUvzPd49+dCTB/vP3dLxC/13X7dTrE16bdF/PD2dJe73s89+9F/mx3Gu9nLmJHUwzYnEt6uvTAvXTAb33rW0Gf4fDctHXtn7nByT7uIJYDK1zvoJo7JGgP+7YHAHjGgoMr3MtzaYODMGnyzh03UsdhgTGHruSZweiUsXEbA03eDncA+fcEkLghvtsYe58JOPIf2s+1BKbwzDgy2t8jdVL3fVy5HnJdAJ2M7FN3UNFGByMYD/gAHvTISXck+HvdceDjl2bA++eMGX/7vTHtJlP8u90Ag7TnuvEar6G069HFuMZ5g3W1217M+MYyzEFJ11fSZKCDC/Ha4v3Mw+PZHy4UgqcB11mX6MPuBHF+B4TxTPdarRbsO48Oxr7gOv+bMeZ9BB16BgWACwF4zWbztKhq3xNdDnvb08DutLl1+ejjxHMcuHae8zXgoI/zVwyeuxOdMfGsPQcsPVjMHfDYfZQ7jmWvg2j8OECP7HN+oMTTwsKCarVaojQQINzx48eD7XzixAktLCyEMtnxmRfuFHf7wR1pzHPsGHGQzueAKO1Go6GHHnoolMLuUpfOR2JdLi4uSupgd+AfYC3gGl4OPNbtWAse2Aq+xl7qegX/u46CTkzAqjtFCTpeXV1VvV7XsWPHwrnMHpANroKsdewm7rvv12Bd6JjgQtPT05qYmNDy8nIYF3Amqs3gAB4aGtLk5GTYeyqVSnCM1Gq1xDkjtCF2XPI5tFdAmv92HZRr/RgEMFbkoO9pYLTgd5ISGXgjIyOamJgIGODS0pKmpqaCY8FlOW1l3lxHTtNvGHf/3seDZ3PP9vZ2yB7N5XLByRQ7ZiSFyi+MD843nkMb/DuChBgXl/+OV5NtF2dxno/0uB0jt9xyi+699159/vOfT3z+S7/0S+Hva6+9VocOHdIrX/lKPfTQQ7rqqqse17tuvfVWvfvd7079jo0UkJdUrrQDgHCI4CVDcKFM1uv1cDgajJbP57W4uKjV1dWQCSEpZB7A5F4/e2lpKZzPMTw8rEKhcJoncHx8XP39/SFCgu+o25nNZkPKK4Ksv78/9KtYLKrdbocUThQvDloiyqdarSqTyYTapdlsVqurq8FZA1iPwJIUzrSYm5sLqXc4I1CoSeuVFCJQaHez2dSjjz4aFDB+CoWChoeHw0bR29sbMjzSIlpcCBDNieD3OrmSQj9ZdGQouELmEVQuWBCKzDklxdxw7unpHLbabreDo4EILMaGzY3Sa1KyDIAryRgXHFqEZ3pqairUqXQAwgUibfLDKmkzjiXKozGPUucMEp7LHJA1Mjc3p5mZGU1MTOj48eOanp4OpeRwjBAxySHvXg7LDS7Wm3vapU7aHB72arUa+FHqRGcCkBCBy1qmziPgD7zEuDDuXdqhVquVOHfHyY2vp4v2cgY80c8fT1vO5Gg4m2ft9dnZtvnx9vFsxvdsrnsiz308793Ps5/MNj1dfdkL8DybNhDAcC7p6dID99IB19bW9OUvf/lxj0Ums5NxOj09HUqcOnDlThGPYJaSDma+y2azwbEvnX5YYgxiO1Dn4BnkkbPcm2ZcYIx4yQ2PUGQPJdIRcoML3vTzMug3hhROE9rmoLuPl+8tODli4J/93DOm42hh+k1bfdy9XTzTA4g829d1urgvcf95FiAnoC+HgEIYg2kAvxunMZjLHLpjiPuc4v0pBmf5n3fwv2cBxc+Jje0YiI6vj41udxoxt362gEfCxk4J/vfnu3PNgWgHLHyM4mjwuF8OLPPDuXoHkQg0oiyWlxiCPOvDzw5Ebq2uroaSQBsbGyEIMAbGAW+kDu8z7g4QEZjIGYm8y+er3e4ctkvgIgFx2Jwuf5AnrFt3EDMO/r2vb+fXNIdf7ATPZDplaXA0xGPhbfDARW+Ty3b6yvmTAwMDevTRR3Xq1Cl9+tOfVqVSCVUhzkRn0ht8jN2ZHzuU/s//+T/hHpfPMf9AuzkY93JSnUmH93V/PgR7dOnM9KEPfUgf+tCH9Mgjj0iSnve85+m3fuu39JrXvEaS9IpXvEJ33HFH4p5f/uVf1oc//OHw//Hjx3XzzTfrX//1X5XP53XTTTfp1ltvTZwRdL4TwD0OAM6jkDpOFN8znc/9OrI7MplMCC5GZpGdgQMDXc6DQLx0lsvJZnOn3Ovi4mIIlKYMYhwY7PuulCwl6Hu1B0BAAO2Li4saGRnR2NhYAMHpF8Hg6GUEMnNebaVSCVlr9Xo9YGguu+mXy/RYvqTJOb821q1dR/ExdecTmCk45+DgYMIpwrX9/f265JJLNDo6qoGBgXDGl++N6CiejeEOZL6jbT7XLpvdiRX3Hzkay3Mc49iO4EIeDOV85nt7rGfCm8wt7/VMb+aQzy8UelwS6M1vfrM++clP6nOf+5wuvfTSPa+94YYbJEkPPvigrrrqKs3MzOgrX/lK4pq5uTlJ2rUe9dvf/na99a1vDf/XajUdOXJEkvSNb3xDzeZOWu6xY8ck7ZR0QPnD+wrjehSN19Vj0XoNOABhaSfDYWRkRJnMTkZFuVxOKIY4NXDUoKwi6MbGxjQ5ORnOHEHp8rJEY2Njajab4ZAhX0BuQLKgqLs3OjoaUrnINKCmrHseEeAs1EqlErI9JAVGxoAeGBgIbXLBOzg4mCgn5gA4Qo86gcwB4y4pZMPQFveAs+AB13k+zgE3yiUFRR+Q3BV/+oMQYI4g3skz6Z+nfRP9xFwhqONoI8ZTUsicyeVy4Xq8qwgTSq/RLtIbMbzhwVwuF/gX4cwh8LSLTRnl3Z0KpDhymLobMvAyfTt16pQeeeQRjY2NBV7H8ZbJZIJDsdlsam5uTsePHz+wxuZBo3MNoHapS116culcr+mnUw/cSweUnthYtNvtswKl9qLe3l6Nj4/r0ksv1dDQ0GkgOjqORwt7lkTsNGM/Z3+H3DhxUC8Gyr1UarvdTkSDpV3POz3yWeoYkP4sAnIALzHA+HHnTVwGy/saOzjcKeJtdOA7duz437HhRoCJl9/x8Y7bDbnxSRvQ9dDr0Bdj5xdt8f8dtHfn1G7ODTdoHfx3B4GPo/PBfgDG2KHgbXaHCdf4XElKAFgOnjhYEfOmPzt2drnx7VGrcVvoX+zQiZ2YafcdRMKeOnXqlCqVSrAtHbhyGyqulY+tSrQs/B07a7FFGVt439et1ClNRXku/k+bB3cs0DZ3RMaAopR0wO7mGIm/j9ehX0+bY153HnSniL/D+c6zpCDnQQebkC0LCwsql8s6depUOF/06aS0cyu61KUz0aWXXqrf/d3f1bOe9Sy12239+Z//uX7iJ35CX//61/W85z1PkvSmN71J73nPe8I9HjzcbDb12te+VjMzM/riF7+oU6dO6Y1vfKP6+vr0O7/zO097f54IEYwqKQDapVIpyA4/j0xSYl/PZDIBTxsZGQmZf2R6IG85owks0PWjtPNq3aFy6tSpcPA68gh9yLFLd+DQzjTHjOux4HPgiysrK1paWtL09HTITqDyC7K9p6cnnN9BOXzuq1ar4Zwe+hhnzrkMdr2Mz/baF7xf/iy/1h1EZOKUy+Wwt3JOF1VucJ7QN0rqlsvl0H/miCB89F0qnMAjHgDu7XF9nb0x1l3j4B53bLnjhTOs2NPdSeZjyA86v7+TYAc+89JbHAFBNZdzbac+Hjorx0i73dZb3vIWfeITn9Dtt9+uK6+88oz33H333ZJ2zgKRpKNHj+q9732v5ufnNTU1JUm67bbbVCwWdc0116Q+g/MN0qhcLuuKK65QrVYL520AkMMATBiMC7gsdZQfzngAlM9ms0FRJBOFqHQUN5wAHBSG4VooFIKBDPB/9dVXJxh/bm4uLH7S6LifTBHqwLG4iJRvtXbKJ2UymZDdUKlUQqo/ADklwDDscBL09vaq0WiEM1NwEBFpJCk4WciUYA580WEoI1hZmJRz8EwCMgyknWyOqakpra2tqVqtamBgQIcPH9bg4GA436RSqYRIP5RqHErMgy9GFj2RR57mFkewuWG+vb2dOPjHx9g3EC+ZFdemdgCCdqBwslFtbW1pbm5ODz/8cCgndj7SJz/5yXPdhC51qUtd6tJ5SudCD9xLBzyfaHt7W3Nzc8HJ80Spt7dXhUJBIyMjiajrOLLfo8QclMYoIrMS/QzdzCPTMHw98sufgw6GseqZrB7FFjt33LiNwXGpk0HqWbVx8AnP8D7GoDu/PRgIcBW93p/Ps/35fO7ZKuiv3OtZv4yhpER0ugf7xGBo7ATxLGDPCPI2+m8odhD5uMfX+ningbexURzfG3/ngARjzDNcV/Y5TwMs4vlj3uI5jR1WHty22/Wu818I5RseL21ubmppaUknTpw40P3sUpe61CF3QD/d9LrXvS7x/3vf+1596EMf0pe+9KXgGKHcdhr98z//s+6//3595jOf0fT0tF74whfqt3/7t/W2t71N73rXu4J+cqERGRrValUPP/ywXvSiFyVwNNch2KeoUkOmyOrqqoaHh1Wr1U7LIoh1PNf7/HNJ4Rzd+fl5nTx5UrVaLeyZPT09oVKNByP4fuo63uDgYHg+n0sdBzFB2NvbO+fMki3IIexUvBkeHg7AOXt0tVoNweBkLnqmTQyuxwE2aQ4PxmYvip/v99FH5qlSqWhhYSHoeJStRH9jXJjnVqulRx55JFRUoVw9uCjt9Co0sRPE9WrvH+/0jGMPTKDNrnMTOE67ydLh2AHPMCZwAnxb6lTMkRTeS/A9fSHLhzJzFzKdlWPklltu0Uc/+lH93d/9nQqFQqgFXSqVNDQ0pIceekgf/ehH9WM/9mMaHx/XPffco1/7tV/Ty1/+cl133XWSpFe/+tW65ppr9IY3vEHve9/7NDs7q3e84x265ZZbztrw7evr01/91V+d1T3ngnp7e/XOd75Ti4uLeuSRR0JJKRYWTg4UfhaOn4cidYQS3mMYv1arhQwLGJxan5w/QTkv6ozi0MlmsyqXy7r77ru7h1Z3qUtd6lKXutSlXel80wOdHCyIAdO0a/f6/nwgotXK5fKT/mwyUovFYqgzn0YY81IyIAaDSzr9IFx3BnjpnTi7wbOCJQXnjDtC3ECMMxccaPcyEh7l7tfzTj+7JC4V5Q4Md5ykZSOQQeL9jkH8NKPeo0ndGeAOEW9X7LzYjdJ42Z1RPk+0IW5vHOEeO6D4jHHE7vBxc0N7P44Y/97b5YCF38/hnUTVnokupPIsZ0utViuAMV3q0kEglzFdSqfzRW9pNpv62Mc+ppWVFR09ejR8/pd/+Zf6i7/4C83MzOh1r3ud/tt/+28ha+TOO+/Utddemzhn7sYbb9TNN9+s++67Ty960YtS37XXWXPnG62tremLX/yiJiYmNDw8rHw+n9j3wPtGRkY0Pj6ufD4fqro44B0HXPjfUqcUJY4TAH2CrRcXF8P5w16SPe3wa3QS3+cJkiEg2bOefZ8ns4AMGgB4P5eK63h+q9VSpVIJZbeoWONBN+5EinV7H8s4cGM3O2AvvcJ1PUmhn5zV5AExBN5zaDmOj9XV1dAnL3e/uroaguZ9LqXOucPuHIn1INfhvK+uazNePt7uWFtdXQ2B9+vr60F/82wWSSGDKE0Pl3Z003w+r2KxqIWFhfBzUHSQTPsspOtuCvmf/dmf6ed//uf16KOP6j/9p/+ke++9VysrKzpy5Ih+6qd+Su94xztULBbD9ceOHdPNN9+s22+/XblcTjfddJN+93d/d9/Ka7Va1cjIyH6bfUFSmtHe09OjsbExtVotLS0tnaumdalLFxxVKhWVSqVz3YwnjS4GGdilLnXpyaMnSwaeD3rgUyH/XPHHAPKIMjcq4/vSItvOZ3LA36MF/fu97o2j9rzcVPxdfOaHO0ji50JkBOAoiDMVpNPPvjhbo2yvPp6JfJ7P9jmxAb8X+LdfJ99u7UjLMtlP+/zv3fqayexk2gOISJ1a5/tpX/x/fC4E5M6i2OGV5tyJyZ1wB0kPdBm425rqUpcuROo6Rp4aejLl3ze/+U0dPXpU6+vryufzIRhGkv73//7fuvzyy3X48GHdc889etvb3qaXvvSl+vjHPy5p5wy6Y8eO6dOf/nR43urqqnK5nD71qU+Fs0piete73rXrWXPnO5FVISXBeTJF0DlxEMTna+yVyRkHEmQymXBeE84OgkEA5nl+2rP5zIMk4nMn4mv4zDNP/PkEwVDNBWI/j4NOYnK9Mg7UOJOeFAdm7Ea76Sg4mtB3qBDj+ihz59VsXI5RachthdjhtVsgjf8d9zHWyfbiEy+DxnzEgTAxxY4ZnuVnJO8WVHU+0n5k4Fk5Rs4XeuyxxxL1pbvUpS51aS969NFHz1gH/0Ki733ve4/rEOMudalLFycdJBnY1QG71KUunS11ZWCXutSli5WeTPm3ubmp48ePq1qt6m//9m/1J3/yJ7rjjjtSS6H+y7/8i175yleGM+Yer2Mkzhh5+OGH9cIXvvBJ6U+XutSlg0/7kYEXZH7x4cOHdf/99+uaa67Ro48+mohCvFCJw0S7/Tk/qduf85/S+tRut1Wv13X48OFz3Lonl8bGxiRJx48fPzARkHvRQeTXvehi6u/F1Ffp6e/vQZSBXR3w/KeD1h/p4PXpYulPVwZ2aT900NbDuaTuWD659ETG86mQf/39/XrmM58pSbr++uv11a9+VR/4wAf0x3/8x6dde8MNN0hScIzMzMzoK1/5SuIazmXb7VwS6fSz5i6//HJJF48d/ESpuybPjrrjdXZ0Po/X2cjAC9Ixks1mdckll0iSisXieTcBT4S6/Tm/qduf85/iPh1EhYnSFaVS6cDN3150EPl1L7qY+nsx9VV6evt70GRgVwe8cOig9Uc6eH26GPrTlYFd2i91x/PJo+5YPrn0eMfzqZZ/rVYrkc3hdPfdd0uSDh06JEk6evSo3vve92p+fl5TU1OSpNtuu03FYjE142Q3uljt4CdK3TV5dtQdr7Oj83W89isDL0jHSJe61KUudalLXepSl7rUpS51qUtd6lKXutSlp5be/va36zWveY0uu+wy1et1ffSjH9Xtt9+uT3/603rooYfCeSPj4+O655579Gu/9mt6+ctfruuuu06S9OpXv1rXXHON3vCGN+h973ufZmdn9Y53vEO33HJLIiOkS13qUpeebuo6RrrUpS51qUtd6lKXutSlLnWpS13qUpe61KUunUbz8/N64xvfqFOnTqlUKum6667Tpz/9af3Ij/yIHn30UX3mM5/RH/zBH2hlZUVHjhzR61//er3jHe8I9/f09OiTn/ykbr75Zh09elS5XE433XST3vOe95zDXnWpS13q0gXsGBkYGNA73/nOA+Nd7vbn/KZuf85/Ooh92o0upr5K3f4eZLqY+ipdfP19quigjWO3P+c/HbQ+dftzYdPF1t+nmrrj+eRRdyyfXDqfxvNP//RPd/3uyJEjuuOOO874jMsvv1yf+tSnnlA7zqcxuRCoO15nR93xOjs6KOOVabfb7XPdiC51qUtd6lKXutSlLnWpS13qUpe61KUudalLXepSl7rUpaeDsue6AV3qUpe61KUudalLXepSl7rUpS51qUtd6lKXutSlLnWpS08XdR0jXepSl7rUpS51qUtd6lKXutSlLnWpS13qUpe61KUudemioa5jpEtd6lKXutSlLnWpS13qUpe61KUudalLXepSl7rUpS5dNNR1jHSpS13qUpe61KUudalLXepSl7rUpS51qUtd6lKXutSli4YuSMfIBz/4QV1xxRUaHBzUDTfcoK985Svnukn7one9613KZDKJn+c85znh+/X1dd1yyy0aHx9XPp/X61//es3NzZ3DFifpc5/7nF73utfp8OHDymQy+n//7/8lvm+32/qt3/otHTp0SENDQ3rVq16l7373u4lrlpeX9XM/93MqFosaGRnRL/7iL6rRaDyNvUjSmfr08z//86fN2Y/+6I8mrjlf+nTrrbfqJS95iQqFgqampvSTP/mTeuCBBxLX7IfHjh8/rte+9rUaHh7W1NSUfuM3fkPb29tPZ1ck7a8/r3jFK06bn1/5lV9JXHO+9OfJpAtVBu5FF7p8PBMdRPm5Fx0k2XomOmiy93ynC1n+Xehy7qDJsYMmpw6aLOrqgbvThSwHzxVd6PL3XNJBk/3nmg7a3vN0U1f+7VB3Xe6fDpp+9FTThz70IV133XUqFosqFos6evSo/vEf/zF8fxDH6oJzjPzf//t/9da3vlXvfOc79e///u96wQteoBtvvFHz8/Pnumn7ouc973k6depU+Pn85z8fvvu1X/s1/f3f/70+9rGP6Y477tDJkyf10z/90+ewtUlaWVnRC17wAn3wgx9M/f5973uf/vAP/1Af/vCH9eUvf1m5XE433nij1tfXwzU/93M/p/vuu0+33XabPvnJT+pzn/ucfumXfunp6sJpdKY+SdKP/uiPJubsr/7qrxLfny99uuOOO3TLLbfoS1/6km677TZtbW3p1a9+tVZWVsI1Z+KxZrOp1772tdrc3NQXv/hF/fmf/7k+8pGP6Ld+67fOy/5I0pve9KbE/Lzvfe8L351P/Xmy6EKXgXvRhSwfz0QHUX7uRQdJtp6JDprsPZ/pIMi/C1nOHTQ5dtDk1EGTRV09MJ0Oghw8V3Qhy99zSQdN9p9rOmh7z9NJXfnXoe663D8dNP3oqaZLL71Uv/u7v6u77rpLX/va1/TDP/zD+omf+Andd999kg7oWLUvMHrpS1/avuWWW8L/zWazffjw4fatt956Dlu1P3rnO9/ZfsELXpD6XaVSaff19bU/9rGPhc++9a1vtSW177zzzqephfsnSe1PfOIT4f9Wq9WemZlp//7v/374rFKptAcGBtp/9Vd/1W632+3777+/Lan91a9+NVzzj//4j+1MJtM+ceLE09b23SjuU7vdbt90003tn/iJn9j1nvO5T/Pz821J7TvuuKPdbu+Pxz71qU+1s9lse3Z2NlzzoQ99qF0sFtsbGxtPbwciivvTbrfbP/iDP9j+r//1v+56z/ncn8dLF7IM3IsOknw8Ex1E+bkXHTTZeiY6aLL3fKILXf4dJDl30OTYQZRTB00WdfXAHbrQ5eC5ooMkf88lHTTZf67pIO49TyV15V86ddfl2dFB04+eDhodHW3/yZ/8yYEdqwsqY2Rzc1N33XWXXvWqV4XPstmsXvWqV+nOO+88hy3bP333u9/V4cOH9YxnPEM/93M/p+PHj0uS7rrrLm1tbSX69pznPEeXXXbZBdG3hx9+WLOzs4n2l0ol3XDDDaH9d955p0ZGRvTiF784XPOqV71K2WxWX/7yl5/2Nu+Xbr/9dk1NTenqq6/WzTffrKWlpfDd+dynarUqSRobG5O0Px678847de2112p6ejpcc+ONN6pWqwUP8bmiuD/QX/7lX2piYkLPf/7z9fa3v12rq6vhu/O5P4+HDoIM3IsOqnw8Ex1k+bkXXaiy9Ux00GTv+UIHRf4dVDl3UOXYhSynDpos6uqBB0cOnis6qPL3XNJBlf3nmi7kveepoq782z911+XedND0o6eSms2m/vqv/1orKys6evTogR2r3nPdgLOhxcVFNZvNxABL0vT0tL797W+fo1btn2644QZ95CMf0dVXX61Tp07p3e9+t/6//+//07333qvZ2Vn19/drZGQkcc/09LRmZ2fPTYPPgmhj2tzw3ezsrKamphLf9/b2amxs7Lzt44/+6I/qp3/6p3XllVfqoYce0m/+5m/qNa95je6880719PSct31qtVr61V/9Vf3AD/yAnv/850vSvnhsdnY2dQ757lxRWn8k6Wd/9md1+eWX6/Dhw7rnnnv0tre9TQ888IA+/vGPSzp/+/N46UKXgXvRQZaPZ6KDKj/3ogtVtp6JDprsPZ/oIMi/gyznDqIcu5Dl1EGTRV09cIcOghw8V3SQ5e+5pIMo+881Xch7z1NJXfm3f+quy93poOlHTxV985vf1NGjR7W+vq58Pq9PfOITuuaaa3T33XcfyLG6oBwjFzq95jWvCX9fd911uuGGG3T55Zfrb/7mbzQ0NHQOW9al3ehnfuZnwt/XXnutrrvuOl111VW6/fbb9cpXvvIctmxvuuWWW3TvvfcmaudeyLRbf7wG5rXXXqtDhw7pla98pR566CFdddVVT3czu/QEqCsfLy66UGXrmeigyd4uPbnUlXMXFl3IcuqgyaKuHtilJ0pd+dulC4Uu5L2nS1063+mg6UdPFV199dW6++67Va1W9bd/+7e66aabdMcdd5zrZj1ldEGV0pqYmFBPT89pJ97Pzc1pZmbmHLXq8dPIyIie/exn68EHH9TMzIw2NzdVqVQS11wofaONe83NzMzMaQdjbW9va3l5+YLooyQ94xnP0MTEhB588EFJ52ef3vzmN+uTn/yk/vVf/1WXXnpp+Hw/PDYzM5M6h3x3Lmi3/qTRDTfcIEmJ+Tnf+vNE6KDJwL3oIMnHM9HFIj/3ogtBtp6JDprsPd/oIMq/gyTnLgY5dqHIqYMmi7p6YIcOohw8V3SQ5O+5pItB9p9rulD2nqeauvJv/9Rdl+l00PSjp5L6+/v1zGc+U9dff71uvfVWveAFL9AHPvCBAztWF5RjpL+/X9dff70++9nPhs9arZY++9nP6ujRo+ewZY+PGo2GHnroIR06dEjXX3+9+vr6En174IEHdPz48Quib1deeaVmZmYS7a/Vavryl78c2n/0/2/vfl5h++M4jn8s7kxuGj8ySYqIjWxYqNnYkFjJSlaiCN0dioWNldXd+APuXdppdkKDItRoRCmlBimlFE1xRfO6i/ttbhPfmen7vdc553Oej5rVTNO8x8zzHL2bTiRi7u/vzeHhYeYxsVjMpNPpzD8ybnd9fW3u7u5MdXW1McZdM0kyX758MSsrKyYWi5n6+vqs+wv5jEUiEXNycpJ1kFxfXzehUMg0Nzd/zCD/yDfPe46OjowxJuvv45Z5/gTbGpiLTX3Mxy/9zMXNbc3Htva6lY39s6lzfuiY2ztlW4s4D3zLxg46xab+OskP7Xea2489H4X+FY7vZTbbzo+ckE6nzfPzs73vlZNXfv8vlpeXFQwG9f37d52enmpsbExlZWVZV7x3q6mpKW1tbSmZTGp3d1ddXV2qrKzU7e2tJGl8fFy1tbWKxWKKx+OKRCKKRCIOv+rfUqmUEomEEomEjDH6+vWrEomELi8vJUmLi4sqKytTNBrV8fGx+vr6VF9fr6enp8xz9PT0qLW1VQcHB9rZ2VFTU5MGBwedGinnTKlUStPT09rb21MymdTGxoba2trU1NSkHz9+uG6miYkJlZaWamtrSzc3N5nb4+Nj5jH5PmOvr69qaWlRd3e3jo6OtLq6qnA4rLm5OdfNc35+roWFBcXjcSWTSUWjUTU0NKijo8OV8/wpXm5gLl7vYz429jMXm9qaj23tdTOv98/rnbOtY7Z1yrYWcR74Pq930Cle76+TbGu/02w79nwk+vcb38vC2XZ+9LfNzs5qe3tbyWRSx8fHmp2dVVFRkdbW1iTZ+V55bjEiSUtLS6qtrVUgEFB7e7v29/edfkkFGRgYUHV1tQKBgGpqajQwMKDz8/PM/U9PT5qcnFR5ebk+f/6s/v5+3dzcOPiKs21ubsoY8+Y2NDQkSUqn05qfn1dVVZWCwaA6Ozt1dnaW9Rx3d3caHBxUSUmJQqGQhoeHlUqlHJjml1wzPT4+qru7W+FwWJ8+fVJdXZ1GR0ffHHjdMtN7cxhj9O3bt8xjCvmMXVxcqLe3V8XFxaqsrNTU1JReXl4+eJr881xdXamjo0MVFRUKBoNqbGzUzMyMHh4eXDnPn+TVBubi9T7mY2M/c7GprfnY1l6383L/vN452zpmW6dsaxHngf/Oyx10itf76yTb2u802449H43+/cL3snC2nR/9bSMjI6qrq1MgEFA4HFZnZ2dmKSLZ+V4VSVKhvy4BAAAAAAAAAADwMk9dYwQAAAAAAAAAAOD/YDECAAAAAAAAAAB8g8UIAAAAAAAAAADwDRYjAAAAAAAAAADAN1iMAAAAAAAAAAAA32AxAgAAAAAAAAAAfIPFCAAAAAAAAAAA8A0WIwAAAAAAAAAAwDdYjAAAAAAAAAAAAN9gMQIAAAAAAAAAAHyDxQgAAAAAAAAAAPANFiMAAAAAAAAAAMA3fgItdK/x9Ni3fQAAAABJRU5ErkJggg==",
       "text/plain": [
        "<Figure size 2000x1000 with 5 Axes>"
       ]
@@ -8367,7 +6543,7 @@
     }
    ],
    "source": [
-    "show_matching_images(6, \"BodyPartExamined\")"
+    "show_matching_images(6, \"BodyPartExamined\")\n"
    ]
   },
   {
@@ -8380,14 +6556,145 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 38,
    "id": "50c95a7d",
    "metadata": {
     "scrolled": false
    },
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Unnamed: 0                                                                     158\n",
+      "batch                                                                          NaN\n",
+      "series_path                      1.3.6.1.4.1.55648.2139430467378758979356429053...\n",
+      "n_files                                                                        638\n",
+      "series_loaded_correctly                                                       True\n",
+      "series_error_description                                                       NaN\n",
+      "series_reader.Execute()                                                 631.056847\n",
+      "reading metadata                                                          0.000264\n",
+      "SpecificCharacterSet                                                    ISO_IR 100\n",
+      "ImageType                                                 ORIGINAL\\PRIMARY\\M\\DIS2D\n",
+      "SOPClassUID                                              1.2.840.10008.5.1.4.1.1.4\n",
+      "SOPInstanceUID                   1.3.6.1.4.1.55648.2139430467378758979356429053...\n",
+      "StudyDate                                                                 20190925\n",
+      "SeriesTime                                                                     NaN\n",
+      "AcquisitionTime                                                                NaN\n",
+      "AccessionNumber                                                          245090561\n",
+      "Modality                                                                        MR\n",
+      "Manufacturer                                                               Siemens\n",
+      "SeriesDescription                                                 DYNAMIC PRE/POST\n",
+      "ManufacturerModelName                                                        Verio\n",
+      "PatientName                                            Patient_8428805272473630569\n",
+      "PatientID                                              Patient_8428805272473630569\n",
+      "PatientSex                                                                       M\n",
+      "PatientAge                                                                    070Y\n",
+      "PatientWeight                                                           102.058296\n",
+      "EthnicGroup                                                                    NaN\n",
+      "BodyPartExamined                                                               NaN\n",
+      "ScanningSequence                                                                GR\n",
+      "SequenceVariant                                                             SP\\OSP\n",
+      "ScanOptions                                                                    PFP\n",
+      "MRAcquisitionType                                                               3D\n",
+      "SequenceName                                                                *fl3d1\n",
+      "SliceThickness                                                                 3.3\n",
+      "RepetitionTime                                                                3.87\n",
+      "EchoTime                                                                      1.59\n",
+      "NumberOfAverages                                                                 1\n",
+      "ImagingFrequency                                                        123.196335\n",
+      "ImagedNucleus                                                                   1H\n",
+      "EchoNumbers                                                                    1.0\n",
+      "MagneticFieldStrength                                                          3.0\n",
+      "SpacingBetweenSlices                                                           NaN\n",
+      "NumberOfPhaseEncodingSteps                                                     179\n",
+      "EchoTrainLength                                                                1.0\n",
+      "PercentSampling                                                                100\n",
+      "PercentPhaseFieldOfView                                                      100.0\n",
+      "PixelBandwidth                                                               613.0\n",
+      "SoftwareVersions                                                      syngo MR B19\n",
+      "ProtocolName                                                      DYNAMIC PRE/POST\n",
+      "TransmitCoilName                                                              Body\n",
+      "AcquisitionMatrix                                                      160\\0\\0\\160\n",
+      "InPlanePhaseEncodingDirection                                                  COL\n",
+      "FlipAngle                                                                       12\n",
+      "PatientPosition                                                                FFS\n",
+      "StudyInstanceUID                 1.3.6.1.4.1.55648.2139430467378758979356429053...\n",
+      "SeriesInstanceUID                1.3.6.1.4.1.55648.2139430467378758979356429053...\n",
+      "SeriesNumber                                                                    12\n",
+      "AcquisitionNumber                                                                1\n",
+      "InstanceNumber                                                                   1\n",
+      "ImagePositionPatient             -103.55535741237\\-89.277109146118\\-4.914847917...\n",
+      "ImageOrientationPatient                  0.99756404995022\\0\\0.06975647817166\\0\\1\\0\n",
+      "FrameOfReferenceUID                                                            NaN\n",
+      "PositionReferenceIndicator                                                     NaN\n",
+      "SliceLocation                                                             2.320781\n",
+      "SamplesPerPixel                                                                  1\n",
+      "PhotometricInterpretation                                              MONOCHROME2\n",
+      "Rows                                                                           160\n",
+      "Columns                                                                        160\n",
+      "PixelSpacing                                                           1.375\\1.375\n",
+      "BitsAllocated                                                                   16\n",
+      "BitsStored                                                                      12\n",
+      "HighBit                                                                         11\n",
+      "PixelRepresentation                                                              0\n",
+      "SmallestImagePixelValue                                                        0.0\n",
+      "LargestImagePixelValue                                                       783.0\n",
+      "WindowCenter                                                                   339\n",
+      "WindowWidth                                                                    758\n",
+      "PregnancyStatus                                                                NaN\n",
+      "ContrastBolusAgent                                                        Gadavist\n",
+      "ContrastBolusVolume                                                            0.0\n",
+      "ContrastBolusTotalDose                                                         0.0\n",
+      "ReceiveCoilName                                                                NaN\n",
+      "RescaleIntercept                                                               NaN\n",
+      "RescaleSlope                                                                   NaN\n",
+      "LossyImageCompression                                                          NaN\n",
+      "2050|0020                                                                      NaN\n",
+      "RescaleType                                                                    NaN\n",
+      "LowRRValue                                                                     NaN\n",
+      "HighRRValue                                                                    NaN\n",
+      "IntervalsAcquired                                                              NaN\n",
+      "IntervalsRejected                                                              NaN\n",
+      "HeartRate                                                                      NaN\n",
+      "ReconstructionDiameter                                                         NaN\n",
+      "ImagesInAcquisition                                                            NaN\n",
+      "NumberOfFrames                                                                 NaN\n",
+      "PixelAspectRatio                                                               NaN\n",
+      "Report                           PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Re...\n",
+      "Topic                                                                            3\n",
+      "png_path                         1.3.6.1.4.1.55648.2139430467378758979356429053...\n",
+      "features                         1.3.6.1.4.1.55648.2139430467378758979356429053...\n",
+      "embedding_p1                                                             -1.818983\n",
+      "embedding_p2                                                              8.463876\n",
+      "BodyPartExamined_gpt                                                       UNKNOWN\n",
+      "ImagingPlane_gpt                                                           UNKNOWN\n",
+      "ProtocolUsed_gpt                                                  DYNAMIC PRE/POST\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 2000x1000 with 5 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
    "source": [
-    "show_matching_images(10, \"BodyPartExamined\")"
+    "show_matching_images(10, \"BodyPartExamined\")\n"
    ]
   },
   {
@@ -8410,48 +6717,441 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 39,
    "id": "02289077",
    "metadata": {
     "scrolled": false
    },
-   "outputs": [],
-   "source": [
-    "show_matching_images(1, \"ProtocolName\")"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "9c7054ec",
-   "metadata": {
-    "scrolled": false
-   },
-   "outputs": [],
-   "source": [
-    "show_matching_images(6, \"ProtocolName\")"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "b6369b56",
-   "metadata": {},
-   "source": [
-    "## Matching to GPT-derived clusters\n",
-    "\n",
-    "Now let's see how similarity shows up if we use GPT-derived labels\n",
-    "\n",
-    "### Body part examined"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "16632486",
-   "metadata": {
-    "scrolled": false
-   },
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Unnamed: 0                                                                      52\n",
+      "batch                                                                          NaN\n",
+      "series_path                      1.3.6.1.4.1.55648.9431494696352837143467064372...\n",
+      "n_files                                                                        812\n",
+      "series_loaded_correctly                                                       True\n",
+      "series_error_description                                                       NaN\n",
+      "series_reader.Execute()                                                 191.390723\n",
+      "reading metadata                                                          0.000368\n",
+      "SpecificCharacterSet                                                    ISO_IR 100\n",
+      "ImageType                                            ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D\n",
+      "SOPClassUID                                              1.2.840.10008.5.1.4.1.1.4\n",
+      "SOPInstanceUID                   1.3.6.1.4.1.55648.9431494696352837143467064372...\n",
+      "StudyDate                                                                 20200121\n",
+      "SeriesTime                                                                     NaN\n",
+      "AcquisitionTime                                                                NaN\n",
+      "AccessionNumber                                                          809260808\n",
+      "Modality                                                                        MR\n",
+      "Manufacturer                                                               Siemens\n",
+      "SeriesDescription                                                 DYNAMIC PRE POST\n",
+      "ManufacturerModelName                                                        Skyra\n",
+      "PatientName                                             Patient_972730936215732534\n",
+      "PatientID                                               Patient_972730936215732534\n",
+      "PatientSex                                                                       M\n",
+      "PatientAge                                                                    073Y\n",
+      "PatientWeight                                                            86.182561\n",
+      "EthnicGroup                                                                    NaN\n",
+      "BodyPartExamined                                                            PELVIS\n",
+      "ScanningSequence                                                                GR\n",
+      "SequenceVariant                                                             SP\\OSP\n",
+      "ScanOptions                                                                    PFP\n",
+      "MRAcquisitionType                                                               3D\n",
+      "SequenceName                                                                *fl3d1\n",
+      "SliceThickness                                                                 3.0\n",
+      "RepetitionTime                                                                3.74\n",
+      "EchoTime                                                                      1.63\n",
+      "NumberOfAverages                                                                 1\n",
+      "ImagingFrequency                                                        123.255854\n",
+      "ImagedNucleus                                                                   1H\n",
+      "EchoNumbers                                                                    1.0\n",
+      "MagneticFieldStrength                                                          3.0\n",
+      "SpacingBetweenSlices                                                           NaN\n",
+      "NumberOfPhaseEncodingSteps                                                     179\n",
+      "EchoTrainLength                                                                1.0\n",
+      "PercentSampling                                                                100\n",
+      "PercentPhaseFieldOfView                                                      100.0\n",
+      "PixelBandwidth                                                               590.0\n",
+      "SoftwareVersions                                                      syngo MR E11\n",
+      "ProtocolName                                                      DYNAMIC PRE POST\n",
+      "TransmitCoilName                                                              Body\n",
+      "AcquisitionMatrix                                                      160\\0\\0\\160\n",
+      "InPlanePhaseEncodingDirection                                                  COL\n",
+      "FlipAngle                                                                       12\n",
+      "PatientPosition                                                                FFS\n",
+      "StudyInstanceUID                 1.3.6.1.4.1.55648.9431494696352837143467064372...\n",
+      "SeriesInstanceUID                1.3.6.1.4.1.55648.9431494696352837143467064372...\n",
+      "SeriesNumber                                                                    10\n",
+      "AcquisitionNumber                                                                1\n",
+      "InstanceNumber                                                                   1\n",
+      "ImagePositionPatient                      -99.74609375\\-89.105340957642\\-48.703125\n",
+      "ImageOrientationPatient                                                1\\0\\0\\0\\1\\0\n",
+      "FrameOfReferenceUID                                                            NaN\n",
+      "PositionReferenceIndicator                                                     NaN\n",
+      "SliceLocation                                                           -48.703125\n",
+      "SamplesPerPixel                                                                  1\n",
+      "PhotometricInterpretation                                              MONOCHROME2\n",
+      "Rows                                                                           160\n",
+      "Columns                                                                        160\n",
+      "PixelSpacing                                                           1.375\\1.375\n",
+      "BitsAllocated                                                                   16\n",
+      "BitsStored                                                                      12\n",
+      "HighBit                                                                         11\n",
+      "PixelRepresentation                                                              0\n",
+      "SmallestImagePixelValue                                                        0.0\n",
+      "LargestImagePixelValue                                                       298.0\n",
+      "WindowCenter                                                                   155\n",
+      "WindowWidth                                                                    364\n",
+      "PregnancyStatus                                                                NaN\n",
+      "ContrastBolusAgent                                                   with contrast\n",
+      "ContrastBolusVolume                                                            0.0\n",
+      "ContrastBolusTotalDose                                                         0.0\n",
+      "ReceiveCoilName                                                                NaN\n",
+      "RescaleIntercept                                                               NaN\n",
+      "RescaleSlope                                                                   NaN\n",
+      "LossyImageCompression                                                          NaN\n",
+      "2050|0020                                                                      NaN\n",
+      "RescaleType                                                                    NaN\n",
+      "LowRRValue                                                                     NaN\n",
+      "HighRRValue                                                                    NaN\n",
+      "IntervalsAcquired                                                              NaN\n",
+      "IntervalsRejected                                                              NaN\n",
+      "HeartRate                                                                      NaN\n",
+      "ReconstructionDiameter                                                         NaN\n",
+      "ImagesInAcquisition                                                            NaN\n",
+      "NumberOfFrames                                                                 NaN\n",
+      "PixelAspectRatio                                                               NaN\n",
+      "Report                           PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Pr...\n",
+      "Topic                                                                            3\n",
+      "png_path                         1.3.6.1.4.1.55648.9431494696352837143467064372...\n",
+      "features                         1.3.6.1.4.1.55648.9431494696352837143467064372...\n",
+      "embedding_p1                                                             -1.615007\n",
+      "embedding_p2                                                              7.120334\n",
+      "BodyPartExamined_gpt                                                        PELVIS\n",
+      "ImagingPlane_gpt                                                           unknown\n",
+      "ProtocolUsed_gpt                                                  DYNAMIC PRE POST\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 2000x1000 with 5 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "show_matching_images(1, \"ProtocolName\")\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 40,
+   "id": "9c7054ec",
+   "metadata": {
+    "scrolled": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Unnamed: 0                                                                      74\n",
+      "batch                                                                          NaN\n",
+      "series_path                      1.3.6.1.4.1.55648.4075545966109401753320778291...\n",
+      "n_files                                                                         54\n",
+      "series_loaded_correctly                                                       True\n",
+      "series_error_description                                                       NaN\n",
+      "series_reader.Execute()                                                  53.468342\n",
+      "reading metadata                                                          0.000168\n",
+      "SpecificCharacterSet                                                    ISO_IR 100\n",
+      "ImageType                                            ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D\n",
+      "SOPClassUID                                              1.2.840.10008.5.1.4.1.1.4\n",
+      "SOPInstanceUID                   1.3.6.1.4.1.55648.4075545966109401753320778291...\n",
+      "StudyDate                                                                 20161021\n",
+      "SeriesTime                                                                     NaN\n",
+      "AcquisitionTime                                                         123537.335\n",
+      "AccessionNumber                                                           59781872\n",
+      "Modality                                                                        MR\n",
+      "Manufacturer                                                               Siemens\n",
+      "SeriesDescription                                                         AX PD FS\n",
+      "ManufacturerModelName                                                        Skyra\n",
+      "PatientName                                            Patient_3757800160130366291\n",
+      "PatientID                                              Patient_3757800160130366291\n",
+      "PatientSex                                                                       M\n",
+      "PatientAge                                                                    062Y\n",
+      "PatientWeight                                                            90.718486\n",
+      "EthnicGroup                                                                    NaN\n",
+      "BodyPartExamined                                                              KNEE\n",
+      "ScanningSequence                                                                SE\n",
+      "SequenceVariant                                                              SK\\SP\n",
+      "ScanOptions                                                                SAT1\\FS\n",
+      "MRAcquisitionType                                                               2D\n",
+      "SequenceName                                                            *tse2d1_10\n",
+      "SliceThickness                                                                 3.0\n",
+      "RepetitionTime                                                              3500.0\n",
+      "EchoTime                                                                      31.0\n",
+      "NumberOfAverages                                                                 1\n",
+      "ImagingFrequency                                                        123.256976\n",
+      "ImagedNucleus                                                                   1H\n",
+      "EchoNumbers                                                                    1.0\n",
+      "MagneticFieldStrength                                                          3.0\n",
+      "SpacingBetweenSlices                                                           3.0\n",
+      "NumberOfPhaseEncodingSteps                                                     319\n",
+      "EchoTrainLength                                                               10.0\n",
+      "PercentSampling                                                                100\n",
+      "PercentPhaseFieldOfView                                                      100.0\n",
+      "PixelBandwidth                                                               235.0\n",
+      "SoftwareVersions                                                      syngo MR E11\n",
+      "ProtocolName                                                              AX PD FS\n",
+      "TransmitCoilName                                                      TxRx_Knee_15\n",
+      "AcquisitionMatrix                                                      0\\320\\320\\0\n",
+      "InPlanePhaseEncodingDirection                                                  ROW\n",
+      "FlipAngle                                                                      160\n",
+      "PatientPosition                                                                FFS\n",
+      "StudyInstanceUID                 1.3.6.1.4.1.55648.4075545966109401753320778291...\n",
+      "SeriesInstanceUID                1.3.6.1.4.1.55648.4075545966109401753320778291...\n",
+      "SeriesNumber                                                                     3\n",
+      "AcquisitionNumber                                                                1\n",
+      "InstanceNumber                                                                  54\n",
+      "ImagePositionPatient             18.709139408555\\-102.52598871844\\-57.515815734863\n",
+      "ImageOrientationPatient          0.995396198158\\0.09584575469264\\0\\-0.095845754...\n",
+      "FrameOfReferenceUID                                                            NaN\n",
+      "PositionReferenceIndicator                                                     NaN\n",
+      "SliceLocation                                                           -57.515816\n",
+      "SamplesPerPixel                                                                  1\n",
+      "PhotometricInterpretation                                              MONOCHROME2\n",
+      "Rows                                                                           320\n",
+      "Columns                                                                        320\n",
+      "PixelSpacing                                                       0.46875\\0.46875\n",
+      "BitsAllocated                                                                   16\n",
+      "BitsStored                                                                      12\n",
+      "HighBit                                                                         11\n",
+      "PixelRepresentation                                                              0\n",
+      "SmallestImagePixelValue                                                        0.0\n",
+      "LargestImagePixelValue                                                      1814.0\n",
+      "WindowCenter                                                                   731\n",
+      "WindowWidth                                                                   1459\n",
+      "PregnancyStatus                                                                4.0\n",
+      "ContrastBolusAgent                                                             NaN\n",
+      "ContrastBolusVolume                                                            NaN\n",
+      "ContrastBolusTotalDose                                                         NaN\n",
+      "ReceiveCoilName                                                                NaN\n",
+      "RescaleIntercept                                                               NaN\n",
+      "RescaleSlope                                                                   NaN\n",
+      "LossyImageCompression                                                          NaN\n",
+      "2050|0020                                                                      NaN\n",
+      "RescaleType                                                                    NaN\n",
+      "LowRRValue                                                                     NaN\n",
+      "HighRRValue                                                                    NaN\n",
+      "IntervalsAcquired                                                              NaN\n",
+      "IntervalsRejected                                                              NaN\n",
+      "HeartRate                                                                      NaN\n",
+      "ReconstructionDiameter                                                         NaN\n",
+      "ImagesInAcquisition                                                            NaN\n",
+      "NumberOfFrames                                                                 NaN\n",
+      "PixelAspectRatio                                                               NaN\n",
+      "Report                           MRI-3T LEFT KNEE WITHOUT CONTRAST HISTORY: M25...\n",
+      "Topic                                                                            8\n",
+      "png_path                         1.3.6.1.4.1.55648.4075545966109401753320778291...\n",
+      "features                         1.3.6.1.4.1.55648.4075545966109401753320778291...\n",
+      "embedding_p1                                                              2.164385\n",
+      "embedding_p2                                                             -5.483136\n",
+      "BodyPartExamined_gpt                                                          KNEE\n",
+      "ImagingPlane_gpt                                                             AXIAL\n",
+      "ProtocolUsed_gpt                                     PROTON DENSITY FAT SATURATION\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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+      "text/plain": [
+       "<Figure size 2000x1000 with 5 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "show_matching_images(6, \"ProtocolName\")\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "b6369b56",
+   "metadata": {},
+   "source": [
+    "## Matching to GPT-derived clusters\n",
+    "\n",
+    "Now let's see how similarity shows up if we use GPT-derived labels\n",
+    "\n",
+    "### Body part examined"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 41,
+   "id": "16632486",
+   "metadata": {
+    "scrolled": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Unnamed: 0                                                                      52\n",
+      "batch                                                                          NaN\n",
+      "series_path                      1.3.6.1.4.1.55648.9431494696352837143467064372...\n",
+      "n_files                                                                        812\n",
+      "series_loaded_correctly                                                       True\n",
+      "series_error_description                                                       NaN\n",
+      "series_reader.Execute()                                                 191.390723\n",
+      "reading metadata                                                          0.000368\n",
+      "SpecificCharacterSet                                                    ISO_IR 100\n",
+      "ImageType                                            ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D\n",
+      "SOPClassUID                                              1.2.840.10008.5.1.4.1.1.4\n",
+      "SOPInstanceUID                   1.3.6.1.4.1.55648.9431494696352837143467064372...\n",
+      "StudyDate                                                                 20200121\n",
+      "SeriesTime                                                                     NaN\n",
+      "AcquisitionTime                                                                NaN\n",
+      "AccessionNumber                                                          809260808\n",
+      "Modality                                                                        MR\n",
+      "Manufacturer                                                               Siemens\n",
+      "SeriesDescription                                                 DYNAMIC PRE POST\n",
+      "ManufacturerModelName                                                        Skyra\n",
+      "PatientName                                             Patient_972730936215732534\n",
+      "PatientID                                               Patient_972730936215732534\n",
+      "PatientSex                                                                       M\n",
+      "PatientAge                                                                    073Y\n",
+      "PatientWeight                                                            86.182561\n",
+      "EthnicGroup                                                                    NaN\n",
+      "BodyPartExamined                                                            PELVIS\n",
+      "ScanningSequence                                                                GR\n",
+      "SequenceVariant                                                             SP\\OSP\n",
+      "ScanOptions                                                                    PFP\n",
+      "MRAcquisitionType                                                               3D\n",
+      "SequenceName                                                                *fl3d1\n",
+      "SliceThickness                                                                 3.0\n",
+      "RepetitionTime                                                                3.74\n",
+      "EchoTime                                                                      1.63\n",
+      "NumberOfAverages                                                                 1\n",
+      "ImagingFrequency                                                        123.255854\n",
+      "ImagedNucleus                                                                   1H\n",
+      "EchoNumbers                                                                    1.0\n",
+      "MagneticFieldStrength                                                          3.0\n",
+      "SpacingBetweenSlices                                                           NaN\n",
+      "NumberOfPhaseEncodingSteps                                                     179\n",
+      "EchoTrainLength                                                                1.0\n",
+      "PercentSampling                                                                100\n",
+      "PercentPhaseFieldOfView                                                      100.0\n",
+      "PixelBandwidth                                                               590.0\n",
+      "SoftwareVersions                                                      syngo MR E11\n",
+      "ProtocolName                                                      DYNAMIC PRE POST\n",
+      "TransmitCoilName                                                              Body\n",
+      "AcquisitionMatrix                                                      160\\0\\0\\160\n",
+      "InPlanePhaseEncodingDirection                                                  COL\n",
+      "FlipAngle                                                                       12\n",
+      "PatientPosition                                                                FFS\n",
+      "StudyInstanceUID                 1.3.6.1.4.1.55648.9431494696352837143467064372...\n",
+      "SeriesInstanceUID                1.3.6.1.4.1.55648.9431494696352837143467064372...\n",
+      "SeriesNumber                                                                    10\n",
+      "AcquisitionNumber                                                                1\n",
+      "InstanceNumber                                                                   1\n",
+      "ImagePositionPatient                      -99.74609375\\-89.105340957642\\-48.703125\n",
+      "ImageOrientationPatient                                                1\\0\\0\\0\\1\\0\n",
+      "FrameOfReferenceUID                                                            NaN\n",
+      "PositionReferenceIndicator                                                     NaN\n",
+      "SliceLocation                                                           -48.703125\n",
+      "SamplesPerPixel                                                                  1\n",
+      "PhotometricInterpretation                                              MONOCHROME2\n",
+      "Rows                                                                           160\n",
+      "Columns                                                                        160\n",
+      "PixelSpacing                                                           1.375\\1.375\n",
+      "BitsAllocated                                                                   16\n",
+      "BitsStored                                                                      12\n",
+      "HighBit                                                                         11\n",
+      "PixelRepresentation                                                              0\n",
+      "SmallestImagePixelValue                                                        0.0\n",
+      "LargestImagePixelValue                                                       298.0\n",
+      "WindowCenter                                                                   155\n",
+      "WindowWidth                                                                    364\n",
+      "PregnancyStatus                                                                NaN\n",
+      "ContrastBolusAgent                                                   with contrast\n",
+      "ContrastBolusVolume                                                            0.0\n",
+      "ContrastBolusTotalDose                                                         0.0\n",
+      "ReceiveCoilName                                                                NaN\n",
+      "RescaleIntercept                                                               NaN\n",
+      "RescaleSlope                                                                   NaN\n",
+      "LossyImageCompression                                                          NaN\n",
+      "2050|0020                                                                      NaN\n",
+      "RescaleType                                                                    NaN\n",
+      "LowRRValue                                                                     NaN\n",
+      "HighRRValue                                                                    NaN\n",
+      "IntervalsAcquired                                                              NaN\n",
+      "IntervalsRejected                                                              NaN\n",
+      "HeartRate                                                                      NaN\n",
+      "ReconstructionDiameter                                                         NaN\n",
+      "ImagesInAcquisition                                                            NaN\n",
+      "NumberOfFrames                                                                 NaN\n",
+      "PixelAspectRatio                                                               NaN\n",
+      "Report                           PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Pr...\n",
+      "Topic                                                                            3\n",
+      "png_path                         1.3.6.1.4.1.55648.9431494696352837143467064372...\n",
+      "features                         1.3.6.1.4.1.55648.9431494696352837143467064372...\n",
+      "embedding_p1                                                             -1.615007\n",
+      "embedding_p2                                                              7.120334\n",
+      "BodyPartExamined_gpt                                                        PELVIS\n",
+      "ImagingPlane_gpt                                                           unknown\n",
+      "ProtocolUsed_gpt                                                  DYNAMIC PRE POST\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 2000x1000 with 5 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
    "source": [
     "parameter = \"BodyPartExamined_gpt\"\n",
     "id_to_test = 1\n",
@@ -8468,17 +7168,148 @@
     "    test_series,\n",
     "    images_path=images_path,\n",
     "    features_path=feature_vectors_path,\n",
-    ")"
+    ")\n"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 42,
    "id": "e507eceb",
    "metadata": {
     "scrolled": false
    },
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Unnamed: 0                                                                      54\n",
+      "batch                                                                          NaN\n",
+      "series_path                      1.3.6.1.4.1.55648.0391683524321780067710581567...\n",
+      "n_files                                                                         25\n",
+      "series_loaded_correctly                                                       True\n",
+      "series_error_description                                                       NaN\n",
+      "series_reader.Execute()                                                  17.265177\n",
+      "reading metadata                                                          0.000158\n",
+      "SpecificCharacterSet                                                    ISO_IR 100\n",
+      "ImageType                                          ORIGINAL\\PRIMARY\\M\\DIS2D\\FM\\FIL\n",
+      "SOPClassUID                                              1.2.840.10008.5.1.4.1.1.4\n",
+      "SOPInstanceUID                   1.3.6.1.4.1.55648.0391683524321780067710581567...\n",
+      "StudyDate                                                                 20190912\n",
+      "SeriesTime                                                              191822.651\n",
+      "AcquisitionTime                                                        191737.6275\n",
+      "AccessionNumber                                                          723093324\n",
+      "Modality                                                                        MR\n",
+      "Manufacturer                                                               Siemens\n",
+      "SeriesDescription                                                            AX T1\n",
+      "ManufacturerModelName                                                         Aera\n",
+      "PatientName                                            Patient_1655432352901330508\n",
+      "PatientID                                              Patient_1655432352901330508\n",
+      "PatientSex                                                                       M\n",
+      "PatientAge                                                                    015Y\n",
+      "PatientWeight                                                             63.50294\n",
+      "EthnicGroup                                                                    NaN\n",
+      "BodyPartExamined                                                             SPINE\n",
+      "ScanningSequence                                                                SE\n",
+      "SequenceVariant                                                          SK\\SP\\OSP\n",
+      "ScanOptions                                                                   SAT1\n",
+      "MRAcquisitionType                                                               2D\n",
+      "SequenceName                                                             *tse2d1_3\n",
+      "SliceThickness                                                                 4.0\n",
+      "RepetitionTime                                                               473.0\n",
+      "EchoTime                                                                       9.9\n",
+      "NumberOfAverages                                                                 1\n",
+      "ImagingFrequency                                                         63.679051\n",
+      "ImagedNucleus                                                                   1H\n",
+      "EchoNumbers                                                                    1.0\n",
+      "MagneticFieldStrength                                                          1.5\n",
+      "SpacingBetweenSlices                                                           4.4\n",
+      "NumberOfPhaseEncodingSteps                                                     279\n",
+      "EchoTrainLength                                                                3.0\n",
+      "PercentSampling                                                                 90\n",
+      "PercentPhaseFieldOfView                                                      100.0\n",
+      "PixelBandwidth                                                               205.0\n",
+      "SoftwareVersions                                                      syngo MR E11\n",
+      "ProtocolName                                                                 AX T1\n",
+      "TransmitCoilName                                                              Body\n",
+      "AcquisitionMatrix                                                      256\\0\\0\\230\n",
+      "InPlanePhaseEncodingDirection                                                  COL\n",
+      "FlipAngle                                                                      120\n",
+      "PatientPosition                                                                FFS\n",
+      "StudyInstanceUID                 1.3.6.1.4.1.55648.0391683524321780067710581567...\n",
+      "SeriesInstanceUID                1.3.6.1.4.1.55648.0391683524321780067710581567...\n",
+      "SeriesNumber                                                                     6\n",
+      "AcquisitionNumber                                                                1\n",
+      "InstanceNumber                                                                  25\n",
+      "ImagePositionPatient             -118.83587805674\\-11.540840228673\\-18.15349103...\n",
+      "ImageOrientationPatient          0.99984521270848\\0.00704015980785\\-0.016124105...\n",
+      "FrameOfReferenceUID                                                            NaN\n",
+      "PositionReferenceIndicator                                                     NaN\n",
+      "SliceLocation                                                           -14.107764\n",
+      "SamplesPerPixel                                                                  1\n",
+      "PhotometricInterpretation                                              MONOCHROME2\n",
+      "Rows                                                                           256\n",
+      "Columns                                                                        256\n",
+      "PixelSpacing                                                       0.78125\\0.78125\n",
+      "BitsAllocated                                                                   16\n",
+      "BitsStored                                                                      12\n",
+      "HighBit                                                                         11\n",
+      "PixelRepresentation                                                              0\n",
+      "SmallestImagePixelValue                                                        0.0\n",
+      "LargestImagePixelValue                                                      1290.0\n",
+      "WindowCenter                                                                   346\n",
+      "WindowWidth                                                                    848\n",
+      "PregnancyStatus                                                                NaN\n",
+      "ContrastBolusAgent                                                             NaN\n",
+      "ContrastBolusVolume                                                            NaN\n",
+      "ContrastBolusTotalDose                                                         NaN\n",
+      "ReceiveCoilName                                                                NaN\n",
+      "RescaleIntercept                                                               NaN\n",
+      "RescaleSlope                                                                   NaN\n",
+      "LossyImageCompression                                                          NaN\n",
+      "2050|0020                                                                      NaN\n",
+      "RescaleType                                                                    NaN\n",
+      "LowRRValue                                                                     NaN\n",
+      "HighRRValue                                                                    NaN\n",
+      "IntervalsAcquired                                                              NaN\n",
+      "IntervalsRejected                                                              NaN\n",
+      "HeartRate                                                                      NaN\n",
+      "ReconstructionDiameter                                                         NaN\n",
+      "ImagesInAcquisition                                                            NaN\n",
+      "NumberOfFrames                                                                 NaN\n",
+      "PixelAspectRatio                                                               NaN\n",
+      "Report                           MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 L...\n",
+      "Topic                                                                           75\n",
+      "png_path                         1.3.6.1.4.1.55648.0391683524321780067710581567...\n",
+      "features                         1.3.6.1.4.1.55648.0391683524321780067710581567...\n",
+      "embedding_p1                                                              7.510581\n",
+      "embedding_p2                                                             -7.804698\n",
+      "BodyPartExamined_gpt                                                         SPINE\n",
+      "ImagingPlane_gpt                                                             AXIAL\n",
+      "ProtocolUsed_gpt                                                                T1\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 2000x1000 with 5 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
    "source": [
     "parameter = \"BodyPartExamined_gpt\"\n",
     "id_to_test = 5\n",
@@ -8495,7 +7326,7 @@
     "    test_series,\n",
     "    images_path=images_path,\n",
     "    features_path=feature_vectors_path,\n",
-    ")"
+    ")\n"
    ]
   },
   {
@@ -8508,15 +7339,146 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 48,
    "id": "87ac6e49",
    "metadata": {
     "scrolled": false
    },
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Unnamed: 0                                                                      35\n",
+      "batch                                                                          NaN\n",
+      "series_path                      1.3.6.1.4.1.55648.3079392149280414786454528200...\n",
+      "n_files                                                                         25\n",
+      "series_loaded_correctly                                                       True\n",
+      "series_error_description                                                       NaN\n",
+      "series_reader.Execute()                                                  19.116939\n",
+      "reading metadata                                                          0.000163\n",
+      "SpecificCharacterSet                                                    ISO_IR 100\n",
+      "ImageType                                     ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D\\FM\\FIL\n",
+      "SOPClassUID                                              1.2.840.10008.5.1.4.1.1.4\n",
+      "SOPInstanceUID                   1.3.6.1.4.1.55648.3079392149280414786454528200...\n",
+      "StudyDate                                                                 20191128\n",
+      "SeriesTime                                                                     NaN\n",
+      "AcquisitionTime                                                        174701.0375\n",
+      "AccessionNumber                                                          933810336\n",
+      "Modality                                                                        MR\n",
+      "Manufacturer                                                               Siemens\n",
+      "SeriesDescription                                                           AXI PD\n",
+      "ManufacturerModelName                                                        Skyra\n",
+      "PatientName                                            Patient_4558857101152141140\n",
+      "PatientID                                              Patient_4558857101152141140\n",
+      "PatientSex                                                                       M\n",
+      "PatientAge                                                                    048Y\n",
+      "PatientWeight                                                            83.914599\n",
+      "EthnicGroup                                                                    NaN\n",
+      "BodyPartExamined                                                            LSPINE\n",
+      "ScanningSequence                                                                SE\n",
+      "SequenceVariant                                                          SK\\SP\\OSP\n",
+      "ScanOptions                                                                   SAT1\n",
+      "MRAcquisitionType                                                               2D\n",
+      "SequenceName                                                             *tse2d1_9\n",
+      "SliceThickness                                                                 4.0\n",
+      "RepetitionTime                                                              3000.0\n",
+      "EchoTime                                                                      38.0\n",
+      "NumberOfAverages                                                                 1\n",
+      "ImagingFrequency                                                        123.220366\n",
+      "ImagedNucleus                                                                   1H\n",
+      "EchoNumbers                                                                    1.0\n",
+      "MagneticFieldStrength                                                          3.0\n",
+      "SpacingBetweenSlices                                                           4.4\n",
+      "NumberOfPhaseEncodingSteps                                                     270\n",
+      "EchoTrainLength                                                                9.0\n",
+      "PercentSampling                                                                 70\n",
+      "PercentPhaseFieldOfView                                                      100.0\n",
+      "PixelBandwidth                                                               225.0\n",
+      "SoftwareVersions                                                      syngo MR E11\n",
+      "ProtocolName                                                                AXI PD\n",
+      "TransmitCoilName                                                              Body\n",
+      "AcquisitionMatrix                                                      320\\0\\0\\224\n",
+      "InPlanePhaseEncodingDirection                                                  COL\n",
+      "FlipAngle                                                                      180\n",
+      "PatientPosition                                                                FFS\n",
+      "StudyInstanceUID                 1.3.6.1.4.1.55648.3079392149280414786454528200...\n",
+      "SeriesInstanceUID                1.3.6.1.4.1.55648.3079392149280414786454528200...\n",
+      "SeriesNumber                                                                     5\n",
+      "AcquisitionNumber                                                                1\n",
+      "InstanceNumber                                                                  25\n",
+      "ImagePositionPatient             -81.325301170349\\4.0126948246095\\-104.46947241333\n",
+      "ImageOrientationPatient                   1\\0\\0\\0\\0.82511351385742\\0.5649669806722\n",
+      "FrameOfReferenceUID                                                            NaN\n",
+      "PositionReferenceIndicator                                                     NaN\n",
+      "SliceLocation                                                           -88.466214\n",
+      "SamplesPerPixel                                                                  1\n",
+      "PhotometricInterpretation                                              MONOCHROME2\n",
+      "Rows                                                                           320\n",
+      "Columns                                                                        320\n",
+      "PixelSpacing                                                         0.5625\\0.5625\n",
+      "BitsAllocated                                                                   16\n",
+      "BitsStored                                                                      12\n",
+      "HighBit                                                                         11\n",
+      "PixelRepresentation                                                              0\n",
+      "SmallestImagePixelValue                                                        0.0\n",
+      "LargestImagePixelValue                                                      2336.0\n",
+      "WindowCenter                                                                   849\n",
+      "WindowWidth                                                                   1761\n",
+      "PregnancyStatus                                                                NaN\n",
+      "ContrastBolusAgent                                                             NaN\n",
+      "ContrastBolusVolume                                                            NaN\n",
+      "ContrastBolusTotalDose                                                         NaN\n",
+      "ReceiveCoilName                                                                NaN\n",
+      "RescaleIntercept                                                               NaN\n",
+      "RescaleSlope                                                                   NaN\n",
+      "LossyImageCompression                                                          NaN\n",
+      "2050|0020                                                                      NaN\n",
+      "RescaleType                                                                    NaN\n",
+      "LowRRValue                                                                     NaN\n",
+      "HighRRValue                                                                    NaN\n",
+      "IntervalsAcquired                                                              NaN\n",
+      "IntervalsRejected                                                              NaN\n",
+      "HeartRate                                                                      NaN\n",
+      "ReconstructionDiameter                                                         NaN\n",
+      "ImagesInAcquisition                                                            NaN\n",
+      "NumberOfFrames                                                                 NaN\n",
+      "PixelAspectRatio                                                               NaN\n",
+      "Report                           MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lowe...\n",
+      "Topic                                                                           45\n",
+      "png_path                         1.3.6.1.4.1.55648.3079392149280414786454528200...\n",
+      "features                         1.3.6.1.4.1.55648.3079392149280414786454528200...\n",
+      "embedding_p1                                                              6.301405\n",
+      "embedding_p2                                                             -6.416184\n",
+      "BodyPartExamined_gpt                                                  LUMBAR SPINE\n",
+      "ImagingPlane_gpt                                                             AXIAL\n",
+      "ProtocolUsed_gpt                                                    PROTON DENSITY\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 2000x1000 with 5 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
    "source": [
     "parameter = \"ImagingPlane_gpt\"\n",
-    "id_to_test = 1\n",
+    "id_to_test = 2\n",
     "\n",
     "test_series = df_mri[\n",
     "    df_mri[\"SeriesInstanceUID\"]\n",
@@ -8530,20 +7492,151 @@
     "    test_series,\n",
     "    images_path=images_path,\n",
     "    features_path=feature_vectors_path,\n",
-    ")"
+    ")\n"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 49,
    "id": "42d991ed",
    "metadata": {
     "scrolled": false
    },
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Unnamed: 0                                                                     107\n",
+      "batch                                                                          NaN\n",
+      "series_path                      1.3.6.1.4.1.55648.1884814586401934966180452317...\n",
+      "n_files                                                                        696\n",
+      "series_loaded_correctly                                                       True\n",
+      "series_error_description                                                       NaN\n",
+      "series_reader.Execute()                                                 670.710396\n",
+      "reading metadata                                                           0.00036\n",
+      "SpecificCharacterSet                                                    ISO_IR 100\n",
+      "ImageType                                            ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D\n",
+      "SOPClassUID                                              1.2.840.10008.5.1.4.1.1.4\n",
+      "SOPInstanceUID                   1.3.6.1.4.1.55648.1884814586401934966180452317...\n",
+      "StudyDate                                                                 20200721\n",
+      "SeriesTime                                                                     NaN\n",
+      "AcquisitionTime                                                                NaN\n",
+      "AccessionNumber                                                          317008928\n",
+      "Modality                                                                        MR\n",
+      "Manufacturer                                                               Siemens\n",
+      "SeriesDescription                                                 DYNAMIC PRE POST\n",
+      "ManufacturerModelName                                                        Skyra\n",
+      "PatientName                                              Patient_39306336593101124\n",
+      "PatientID                                                Patient_39306336593101124\n",
+      "PatientSex                                                                       M\n",
+      "PatientAge                                                                    071Y\n",
+      "PatientWeight                                                            77.110713\n",
+      "EthnicGroup                                                                    NaN\n",
+      "BodyPartExamined                                                            PELVIS\n",
+      "ScanningSequence                                                                GR\n",
+      "SequenceVariant                                                             SP\\OSP\n",
+      "ScanOptions                                                                    PFP\n",
+      "MRAcquisitionType                                                               3D\n",
+      "SequenceName                                                                *fl3d1\n",
+      "SliceThickness                                                                 3.0\n",
+      "RepetitionTime                                                                3.74\n",
+      "EchoTime                                                                      1.63\n",
+      "NumberOfAverages                                                                 1\n",
+      "ImagingFrequency                                                        123.220397\n",
+      "ImagedNucleus                                                                   1H\n",
+      "EchoNumbers                                                                    1.0\n",
+      "MagneticFieldStrength                                                          3.0\n",
+      "SpacingBetweenSlices                                                           NaN\n",
+      "NumberOfPhaseEncodingSteps                                                     179\n",
+      "EchoTrainLength                                                                1.0\n",
+      "PercentSampling                                                                100\n",
+      "PercentPhaseFieldOfView                                                      100.0\n",
+      "PixelBandwidth                                                               590.0\n",
+      "SoftwareVersions                                                      syngo MR E11\n",
+      "ProtocolName                                                      DYNAMIC PRE POST\n",
+      "TransmitCoilName                                                              Body\n",
+      "AcquisitionMatrix                                                      160\\0\\0\\160\n",
+      "InPlanePhaseEncodingDirection                                                  COL\n",
+      "FlipAngle                                                                       12\n",
+      "PatientPosition                                                                FFS\n",
+      "StudyInstanceUID                 1.3.6.1.4.1.55648.1884814586401934966180452317...\n",
+      "SeriesInstanceUID                1.3.6.1.4.1.55648.1884814586401934966180452317...\n",
+      "SeriesNumber                                                                    12\n",
+      "AcquisitionNumber                                                                1\n",
+      "InstanceNumber                                                                   1\n",
+      "ImagePositionPatient              -33.25301361084\\-82.168674468994\\2.6084337383509\n",
+      "ImageOrientationPatient                                                1\\0\\0\\0\\1\\0\n",
+      "FrameOfReferenceUID                                                            NaN\n",
+      "PositionReferenceIndicator                                                     NaN\n",
+      "SliceLocation                                                             2.608434\n",
+      "SamplesPerPixel                                                                  1\n",
+      "PhotometricInterpretation                                              MONOCHROME2\n",
+      "Rows                                                                           160\n",
+      "Columns                                                                        160\n",
+      "PixelSpacing                                                           1.375\\1.375\n",
+      "BitsAllocated                                                                   16\n",
+      "BitsStored                                                                      12\n",
+      "HighBit                                                                         11\n",
+      "PixelRepresentation                                                              0\n",
+      "SmallestImagePixelValue                                                        0.0\n",
+      "LargestImagePixelValue                                                       587.0\n",
+      "WindowCenter                                                                   361\n",
+      "WindowWidth                                                                    748\n",
+      "PregnancyStatus                                                                NaN\n",
+      "ContrastBolusAgent                                                   with contrast\n",
+      "ContrastBolusVolume                                                            0.0\n",
+      "ContrastBolusTotalDose                                                         0.0\n",
+      "ReceiveCoilName                                                                NaN\n",
+      "RescaleIntercept                                                               NaN\n",
+      "RescaleSlope                                                                   NaN\n",
+      "LossyImageCompression                                                          NaN\n",
+      "2050|0020                                                                      NaN\n",
+      "RescaleType                                                                    NaN\n",
+      "LowRRValue                                                                     NaN\n",
+      "HighRRValue                                                                    NaN\n",
+      "IntervalsAcquired                                                              NaN\n",
+      "IntervalsRejected                                                              NaN\n",
+      "HeartRate                                                                      NaN\n",
+      "ReconstructionDiameter                                                         NaN\n",
+      "ImagesInAcquisition                                                            NaN\n",
+      "NumberOfFrames                                                                 NaN\n",
+      "PixelAspectRatio                                                               NaN\n",
+      "Report                           PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: El...\n",
+      "Topic                                                                            3\n",
+      "png_path                         1.3.6.1.4.1.55648.1884814586401934966180452317...\n",
+      "features                         1.3.6.1.4.1.55648.1884814586401934966180452317...\n",
+      "embedding_p1                                                             -2.631187\n",
+      "embedding_p2                                                              7.093895\n",
+      "BodyPartExamined_gpt                                                        PELVIS\n",
+      "ImagingPlane_gpt                                                           unknown\n",
+      "ProtocolUsed_gpt                                                  DYNAMIC PRE POST\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 2000x1000 with 5 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
    "source": [
     "parameter = \"ImagingPlane_gpt\"\n",
-    "id_to_test = 1\n",
+    "id_to_test = 2\n",
     "\n",
     "test_series = df_mri[\n",
     "    df_mri[\"SeriesInstanceUID\"]\n",
@@ -8557,20 +7650,151 @@
     "    test_series,\n",
     "    images_path=images_path,\n",
     "    features_path=feature_vectors_path,\n",
-    ")"
+    ")\n"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 50,
    "id": "3bc083ec",
    "metadata": {
     "scrolled": false
    },
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Unnamed: 0                                                                      60\n",
+      "batch                                                                          NaN\n",
+      "series_path                      1.3.6.1.4.1.55648.9517445473610392984238102446...\n",
+      "n_files                                                                        696\n",
+      "series_loaded_correctly                                                       True\n",
+      "series_error_description                                                       NaN\n",
+      "series_reader.Execute()                                                 160.682367\n",
+      "reading metadata                                                          0.000305\n",
+      "SpecificCharacterSet                                                    ISO_IR 100\n",
+      "ImageType                                            ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D\n",
+      "SOPClassUID                                              1.2.840.10008.5.1.4.1.1.4\n",
+      "SOPInstanceUID                   1.3.6.1.4.1.55648.9517445473610392984238102446...\n",
+      "StudyDate                                                                 20190125\n",
+      "SeriesTime                                                                     NaN\n",
+      "AcquisitionTime                                                                NaN\n",
+      "AccessionNumber                                                          723412536\n",
+      "Modality                                                                        MR\n",
+      "Manufacturer                                                               Siemens\n",
+      "SeriesDescription                                                 DYNAMIC PRE POST\n",
+      "ManufacturerModelName                                                         Aera\n",
+      "PatientName                                            Patient_5015040651227992564\n",
+      "PatientID                                              Patient_5015040651227992564\n",
+      "PatientSex                                                                       M\n",
+      "PatientAge                                                                    072Y\n",
+      "PatientWeight                                                           136.077728\n",
+      "EthnicGroup                                                                    NaN\n",
+      "BodyPartExamined                                                            PELVIS\n",
+      "ScanningSequence                                                                GR\n",
+      "SequenceVariant                                                             SP\\OSP\n",
+      "ScanOptions                                                                    PFP\n",
+      "MRAcquisitionType                                                               3D\n",
+      "SequenceName                                                                *fl3d1\n",
+      "SliceThickness                                                                 4.0\n",
+      "RepetitionTime                                                                3.78\n",
+      "EchoTime                                                                      1.83\n",
+      "NumberOfAverages                                                                 1\n",
+      "ImagingFrequency                                                         63.676416\n",
+      "ImagedNucleus                                                                   1H\n",
+      "EchoNumbers                                                                    1.0\n",
+      "MagneticFieldStrength                                                          1.5\n",
+      "SpacingBetweenSlices                                                           NaN\n",
+      "NumberOfPhaseEncodingSteps                                                     179\n",
+      "EchoTrainLength                                                                1.0\n",
+      "PercentSampling                                                                100\n",
+      "PercentPhaseFieldOfView                                                      100.0\n",
+      "PixelBandwidth                                                               570.0\n",
+      "SoftwareVersions                                                      syngo MR E11\n",
+      "ProtocolName                                                      DYNAMIC PRE POST\n",
+      "TransmitCoilName                                                              Body\n",
+      "AcquisitionMatrix                                                      160\\0\\0\\160\n",
+      "InPlanePhaseEncodingDirection                                                  COL\n",
+      "FlipAngle                                                                       10\n",
+      "PatientPosition                                                                FFS\n",
+      "StudyInstanceUID                 1.3.6.1.4.1.55648.9517445473610392984238102446...\n",
+      "SeriesInstanceUID                1.3.6.1.4.1.55648.9517445473610392984238102446...\n",
+      "SeriesNumber                                                                    11\n",
+      "AcquisitionNumber                                                                1\n",
+      "InstanceNumber                                                                   1\n",
+      "ImagePositionPatient             -87.807228088379\\-83.621956744714\\83.738568131021\n",
+      "ImageOrientationPatient                  1\\0\\0\\0\\0.99233193768643\\-0.1236014783386\n",
+      "FrameOfReferenceUID                                                            NaN\n",
+      "PositionReferenceIndicator                                                     NaN\n",
+      "SliceLocation                                                            72.760658\n",
+      "SamplesPerPixel                                                                  1\n",
+      "PhotometricInterpretation                                              MONOCHROME2\n",
+      "Rows                                                                           160\n",
+      "Columns                                                                        160\n",
+      "PixelSpacing                                                           1.375\\1.375\n",
+      "BitsAllocated                                                                   16\n",
+      "BitsStored                                                                      12\n",
+      "HighBit                                                                         11\n",
+      "PixelRepresentation                                                              0\n",
+      "SmallestImagePixelValue                                                        0.0\n",
+      "LargestImagePixelValue                                                       267.0\n",
+      "WindowCenter                                                                   216\n",
+      "WindowWidth                                                                    457\n",
+      "PregnancyStatus                                                                NaN\n",
+      "ContrastBolusAgent                                                   with contrast\n",
+      "ContrastBolusVolume                                                            0.0\n",
+      "ContrastBolusTotalDose                                                         0.0\n",
+      "ReceiveCoilName                                                                NaN\n",
+      "RescaleIntercept                                                               NaN\n",
+      "RescaleSlope                                                                   NaN\n",
+      "LossyImageCompression                                                          NaN\n",
+      "2050|0020                                                                      NaN\n",
+      "RescaleType                                                                    NaN\n",
+      "LowRRValue                                                                     NaN\n",
+      "HighRRValue                                                                    NaN\n",
+      "IntervalsAcquired                                                              NaN\n",
+      "IntervalsRejected                                                              NaN\n",
+      "HeartRate                                                                      NaN\n",
+      "ReconstructionDiameter                                                         NaN\n",
+      "ImagesInAcquisition                                                            NaN\n",
+      "NumberOfFrames                                                                 NaN\n",
+      "PixelAspectRatio                                                               NaN\n",
+      "Report                           PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Pr...\n",
+      "Topic                                                                            3\n",
+      "png_path                         1.3.6.1.4.1.55648.9517445473610392984238102446...\n",
+      "features                         1.3.6.1.4.1.55648.9517445473610392984238102446...\n",
+      "embedding_p1                                                             -1.834866\n",
+      "embedding_p2                                                               8.54199\n",
+      "BodyPartExamined_gpt                                                        PELVIS\n",
+      "ImagingPlane_gpt                                                           unknown\n",
+      "ProtocolUsed_gpt                                                  DYNAMIC PRE POST\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 2000x1000 with 5 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
    "source": [
     "parameter = \"ProtocolUsed_gpt\"\n",
-    "id_to_test = 1\n",
+    "id_to_test = 2\n",
     "\n",
     "test_series = df_mri[\n",
     "    df_mri[\"SeriesInstanceUID\"]\n",
@@ -8584,17 +7808,148 @@
     "    test_series,\n",
     "    images_path=images_path,\n",
     "    features_path=feature_vectors_path,\n",
-    ")"
+    ")\n"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 46,
    "id": "dd3b4310",
    "metadata": {
     "scrolled": false
    },
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Unnamed: 0                                                                     167\n",
+      "batch                                                                          NaN\n",
+      "series_path                      1.3.6.1.4.1.55648.1488545711202186295325553192...\n",
+      "n_files                                                                        156\n",
+      "series_loaded_correctly                                                       True\n",
+      "series_error_description                                                       NaN\n",
+      "series_reader.Execute()                                                 158.010858\n",
+      "reading metadata                                                          0.000167\n",
+      "SpecificCharacterSet                                                    ISO_IR 100\n",
+      "ImageType                                            ORIGINAL\\PRIMARY\\M\\NORM\\DIS2D\n",
+      "SOPClassUID                                              1.2.840.10008.5.1.4.1.1.4\n",
+      "SOPInstanceUID                   1.3.6.1.4.1.55648.1488545711202186295325553192...\n",
+      "StudyDate                                                                 20190826\n",
+      "SeriesTime                                                              111020.849\n",
+      "AcquisitionTime                                                         110836.005\n",
+      "AccessionNumber                                                          149373661\n",
+      "Modality                                                                        MR\n",
+      "Manufacturer                                                               Siemens\n",
+      "SeriesDescription                                                    AX 3DTOF HEAD\n",
+      "ManufacturerModelName                                                         Aera\n",
+      "PatientName                                            Patient_7573990367660608000\n",
+      "PatientID                                              Patient_7573990367660608000\n",
+      "PatientSex                                                                       F\n",
+      "PatientAge                                                                    086Y\n",
+      "PatientWeight                                                            68.038864\n",
+      "EthnicGroup                                                                    NaN\n",
+      "BodyPartExamined                                                              HEAD\n",
+      "ScanningSequence                                                                GR\n",
+      "SequenceVariant                                                                 SP\n",
+      "ScanOptions                                                                   SAT1\n",
+      "MRAcquisitionType                                                               3D\n",
+      "SequenceName                                                           *fl3d1r_t70\n",
+      "SliceThickness                                                                 0.6\n",
+      "RepetitionTime                                                                28.0\n",
+      "EchoTime                                                                      7.15\n",
+      "NumberOfAverages                                                                 1\n",
+      "ImagingFrequency                                                         63.679699\n",
+      "ImagedNucleus                                                                   1H\n",
+      "EchoNumbers                                                                    1.0\n",
+      "MagneticFieldStrength                                                          1.5\n",
+      "SpacingBetweenSlices                                                          17.4\n",
+      "NumberOfPhaseEncodingSteps                                                     319\n",
+      "EchoTrainLength                                                                1.0\n",
+      "PercentSampling                                                                100\n",
+      "PercentPhaseFieldOfView                                                      100.0\n",
+      "PixelBandwidth                                                               120.0\n",
+      "SoftwareVersions                                                      syngo MR E11\n",
+      "ProtocolName                                                         AX 3DTOF HEAD\n",
+      "TransmitCoilName                                                              Body\n",
+      "AcquisitionMatrix                                                      0\\320\\320\\0\n",
+      "InPlanePhaseEncodingDirection                                                  ROW\n",
+      "FlipAngle                                                                       30\n",
+      "PatientPosition                                                                HFS\n",
+      "StudyInstanceUID                 1.3.6.1.4.1.55648.1488545711202186295325553192...\n",
+      "SeriesInstanceUID                1.3.6.1.4.1.55648.1488545711202186295325553192...\n",
+      "SeriesNumber                                                                     3\n",
+      "AcquisitionNumber                                                                1\n",
+      "InstanceNumber                                                                   1\n",
+      "ImagePositionPatient             -90.326173539207\\-64.957708836939\\-14.43783885...\n",
+      "ImageOrientationPatient          0.99995758905491\\-0.0022883681969\\0.0089209563...\n",
+      "FrameOfReferenceUID                                                            NaN\n",
+      "PositionReferenceIndicator                                                     NaN\n",
+      "SliceLocation                                                             2.986873\n",
+      "SamplesPerPixel                                                                  1\n",
+      "PhotometricInterpretation                                              MONOCHROME2\n",
+      "Rows                                                                           320\n",
+      "Columns                                                                        320\n",
+      "PixelSpacing                                                         0.5625\\0.5625\n",
+      "BitsAllocated                                                                   16\n",
+      "BitsStored                                                                      12\n",
+      "HighBit                                                                         11\n",
+      "PixelRepresentation                                                              0\n",
+      "SmallestImagePixelValue                                                        0.0\n",
+      "LargestImagePixelValue                                                       331.0\n",
+      "WindowCenter                                                                   106\n",
+      "WindowWidth                                                                    272\n",
+      "PregnancyStatus                                                                NaN\n",
+      "ContrastBolusAgent                                                             NaN\n",
+      "ContrastBolusVolume                                                            NaN\n",
+      "ContrastBolusTotalDose                                                         NaN\n",
+      "ReceiveCoilName                                                                NaN\n",
+      "RescaleIntercept                                                               NaN\n",
+      "RescaleSlope                                                                   NaN\n",
+      "LossyImageCompression                                                          NaN\n",
+      "2050|0020                                                                      NaN\n",
+      "RescaleType                                                                    NaN\n",
+      "LowRRValue                                                                     NaN\n",
+      "HighRRValue                                                                    NaN\n",
+      "IntervalsAcquired                                                              NaN\n",
+      "IntervalsRejected                                                              NaN\n",
+      "HeartRate                                                                      NaN\n",
+      "ReconstructionDiameter                                                         NaN\n",
+      "ImagesInAcquisition                                                            NaN\n",
+      "NumberOfFrames                                                                 NaN\n",
+      "PixelAspectRatio                                                               NaN\n",
+      "Report                           MRA-HEAD NON CONTRAST HISTORY: I10 Hypertensio...\n",
+      "Topic                                                                           34\n",
+      "png_path                         1.3.6.1.4.1.55648.1488545711202186295325553192...\n",
+      "features                         1.3.6.1.4.1.55648.1488545711202186295325553192...\n",
+      "embedding_p1                                                              8.518451\n",
+      "embedding_p2                                                              7.093431\n",
+      "BodyPartExamined_gpt                                                          HEAD\n",
+      "ImagingPlane_gpt                                                             AXIAL\n",
+      "ProtocolUsed_gpt                                                            3D TOF\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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/+MfxwAMPnFMJvfnNb4Zer0dPTw/e+c534vrrrz9r3z3b2Lx5MzZv3gxgFVp70YtehJe//OV49NFHzzIinmms3z/nO/j+nyaIi8XiWbFgg8GA66+//jndjyMQCJzzs0bjM4vTSy+9FBdffPGzXvfLX/4y7HY7+vv7MTY2BmBVmfb29uLAgQPPCQr9Wef0+Tg2lNQveJjNZlxyySW45JJLMDw8jN/7vd/DN77xDXzgAx9As9mETqfDvffee1bQF1izhjjO10toNpvYvn07/u7v/u6cr3d1dcn1fvSjH+HBBx/Ef/7nf+J73/sevva1r+G6667Dfffdd85nOtc4fvw4QqGQxAWazSZuuOEGvOc97znn+6kMQqEQnnrqKXz/+9/Hvffei3vvvRdf+MIX8Lu/+7v40pe+dF73Vsf5zs/zYTzT3GrrSBbnO/77v/8bsVgMd9xxB+64446zXj9w4MBZSuquu+7CPffcg09+8pMYGhrCjTfeiL/5m785b+LMucb+/fvxhje8AadPnz6L9v1M4/jx4wDOTcd+tkED4OjRo8/4nunpaRQKBYyMjDyna/+yh6Zp+OpXv4pSqXTOZ00kElhaWjpLJjzT+Fnn9Pk4NpTUL3HQkorFYgCAgYEBaJqGvr6+n2twc2BgAEeOHMELX/jCn2rN6vV6vPCFL8QLX/hC/N3f/R3+z//5P/izP/szPPjgg+dlaR48eBDj4+P47d/+7Zb7Ly0tndfnzWYzXv7yl+PlL385ms0m3vjGN+Lzn/88/uIv/gKDg4MYGBiQA/fzHAsLCyiVSi3eFJlQZO2drycArJJl/uu//gvFYrHFej116pS8/oscBw4cQCgUwmc/+9mzXrvrrrtw991343Of+5wo8mKxiLe+9a246KKL8OY3vxkGgwE333wzPvKRj+DWW299Tl6pOpaXlwE8O4lAHY1GA1/5yldgs9nwghe84Dnda3h4GMPDw/jWt76F22+//Zxew7/9278BwDMm4D5fxg9/+EPMzc3hwx/+sChfjmw2i9e//vX41re+1XLOnm38+7//O3Q6HW644YZfxOP+UsdGTOoXMB588MFzWsTf/e53AUAszFe84hUwGAz40Ic+dNb7NU07Z7b8+YxbbrkF8/Pz+Kd/+qezXlteXkapVAIAZDKZs15n0up6qvq5xvT0NF7zmtfAbDbj3e9+d8v9Dx48eE4cPZfLoV6vA8BZ30+v12PHjh0t97/55psFLl0/flavAwDq9To+//nPy+/VahWf//znEQwGsWfPHgAQBXY+lOqXvvSlaDQa+MxnPtPy90984hPQ6XR4yUte8jM95/lQ0JeXl3HXXXfhZS97Gfbv33/Wz5vf/GYUi8WWeOif//mfIxaL4fOf/7x4dbfffjsMBgPe/OY3/9TnImSrjlqthn/7t39DW1vbeXkujUYDb33rW3Hy5Em89a1v/ZkST9///vcjm83iD//wD8+Kuz355JP42Mc+hm3btp03ZPyrGoT63v3ud5+1fn/wB3+AoaGhZ0wnWD/+7//9v7jvvvvwyle+8hlDCRfS2PCkfgHjLW95C8rlMn7zN38TmzdvRrVaxcMPP4yvfe1r6O3tFfLDwMAAPvKRj+B973sfpqam8Bu/8RtwOp2YnJzE3Xffjde//vV417ve9Zzv/zu/8zv4+te/jj/8wz/Egw8+iCuuuAKNRgOnTp3C17/+dXz/+9/HxRdfjA9/+MP40Y9+hBtvvBE9PT1IJBL4+7//e3R2dp5l1R46dAhf/vKX0Ww2kcvl8Pjjj+POO++ETqfDv//7v4tyAYB3v/vduOeee/Cyl70Mr3nNa7Bnzx6USiXJV5mamkIgEMDrXvc6ZDIZXHfddejs7MT09DQ+/elPY9euXWJNvvvd78Y3v/lN/NZv/RZe+9rXYs+ePchkMrjnnnvwuc997meuEBCNRvGxj30MU1NTGB4exte+9jU89dRT+Md//EeJyQwMDMDj8eBzn/scnE4n7HY79u7de04v4+UvfzmuvfZa/Nmf/Rmmpqawc+dO3Hffffj2t7+Nt73tbS0kiecyzoeCfs8996BYLOKmm2465+uXXXYZgsEgDhw4gFe+8pV48skn8dnPfhZvetObWuIkHR0d+PCHP4x3vOMduPPOO59VsL/hDW9AoVDAVVddhY6ODiwuLuLAgQM4deoUPv7xj58FS+XzeXz5y18GsJqiwIoT4+PjeNWrXoW//Mu/fA6zsjZe/epX4/HHH8ftt9+OEydO4NWvfjW8Xi8OHTqEf/3Xf4Xf78c3v/nN5xRn+0WMe++9V7xqdVx++eXo6OjAnXfeiRtuuAFWq/Wcn7/ppptw++23I5FISHytXq/LnK6srGB6ehr33HMPjh49imuvvRb/+I//+Iv7Qr/M8auiFf5PHvfee6/22te+Vtu8ebPmcDg0s9msDQ4Oam95y1vOWXHizjvv1F7wghdodrtds9vt2ubNm7U3velN2ujoqLzn2Wi86ynomqZp1WpV+9jHPqZt3bpVs1gsmtfr1fbs2aN96EMfEqr4Aw88oP36r/+6Fo1GNbPZrEWjUe3WW29toY6Tgs4fo9Go+Xw+be/evdr73vc+bXp6+pzPVCwWtfe9733a4OCgZjabtUAgoF1++eXa3/7t3wrF+5vf/Kb2ohe9SAuFQprZbNa6u7u1N7zhDVosFmu5Vjqd1t785jdrHR0dmtls1jo7O7XbbrtNS6VSmqadO9Of45ko6Fu3btWeeOIJbd++fZrVatV6enq0z3zmM2d9/tvf/rY2MjKiGY3GFjr6ego6v/Pb3/52LRqNaiaTSRsaGtL+5m/+RqjyHAC0N73pTWfdq6enR7vtttvOeu9Po0a//OUv16xW67NWIHnNa16jmUwmLZVKaRdddJEWjUZlH6ijXq9ru3bt0jo7O7VisfiM1/vqV7+qXX/99Vo4HNaMRqPm9Xq166+/Xvv2t7991ntJ+eePw+HQhoaGtN/+7d/W7rvvvmf9bj+t4gTHt771Le2GG27QvF6vZrFYtMHBQe2d73znOdMrfhUVJ57p5wtf+IJ25513agC0f/mXf3nG+/7gBz9ooemvp9HbbDatt7dXu/nmm7VvfvOb/8/VVp5PQ6dp/w+YycbYGBfguOaaa5BKpX4hsa6NsTE2xs93bMSkNsbG2BgbY2M8b8eGktoYG2NjbIyN8bwdG0pqY2yMjbExNsbzdvzKlNRnP/tZ9Pb2wmq1Yu/evXjsscd+VY+yMf6XjR/84Acb8aiNsTEukPErUVJf+9rX8I53vAMf+MAHcOjQIezcuRO/9mu/ds7ci42xMTbGxtgY/3vHr4Tdt3fvXlxyySWS+NhsNtHV1YW3vOUteO973/vLfpyNsTE2xsbYGM/T8UtP5q1Wq3jyySfxvve9T/6m1+tx/fXX4+DBg+f8TKVSaamA0Gw2kclk4Pf7n1Ppmo2xMTbGxtgYz4+haRqKxSKi0eizFrT+pSupVCqFRqNxVsO+cDh8zoxsAPjoRz+KD33oQ7+Mx9sYG2NjbIyN8Uscs7Oz6OzsfMbXL4iySO973/vwjne8Q37P5/PS6sDr9aKtrQ0GgwGNRgPNZhO1Wg0mkwlGoxGNRgONRgM6nQ4GgwF6vR7VahXNZhN6vR46nQ56vR56vR4ulwuVSgWlUgk6nQ5GoxE6nQ6NRkM6vbJAp6ZpMBgMsFgsLfcxGo1SZNNoNEr5/nq9jmazKe9l/yaTyQSz2Yzl5WU0Gg1omgZN06DX62EymaBpGhwOB2q1Gur1OvR6PYxGo9Rba2trg9FoRKVSgcPhgNVqRa1WQzabRa1Wg9Vqhc/nQyqVwvLyMqxWK7xer/TXMRgM8h2r1Sp0Oh2cTifS6bS0jmg2m/Jd29raUCqV0Nvbi0ajgU2bNmH37t0YHByEz+dDW1sbyuUy3G73c/ZyNU2TLq9utxt6vR6NRgP1eh2VSgXj4+MYHR1Fs9mU+SqXy1hcXASwWjV+fHwcfX19cDqdyGazmJiYQDabhdvtRjAYRDgcRiQSgaZpLcaSpmnI5XI4evQo4vE49Ho9fD4fPB4P6vW6rNnIyAg2bdoEn8+HlZUVjI6OYnl5GZdddhny+TxisRhqtRrC4TBsNhsuvfRSLCwswOfzYWpqCk888QSmp6dx6aWX4tChQzhy5Ijsi7a2NlSrVUxNTWH37t0YHx+HTqdDrVaDXq+H3W5v6f+USCRkfrjfTCYTTCaT9HTq6+uDy+VCtVpFuVzGjh070NXVhSNHjiCXyyEajWJwcFDawHg8HkxPT8Pn86FWq0ml/kajAbvdjpmZGTz66KOCerjdbphMJnR2dsJisaC9vR2ZTAYnTpxAJpNBNBrFFVdcgcXFRWiahlKphEwmA7PZDJvNhpWVFeh0OuTzeezevRuhUAg2mw3NZlPW58knn4TBYIDNZsPi4iL0ej2CwSAcDgf8fj+2b98Om80mc1IqleB0OqV8UCaTgcvlgtFoRLVaxezsLH7wgx/guuuuQzgcRjKZhN/vh9FoRK1WQ7Vaxfj4OP71X/8VuVxO+lFlMhk5Q9zbRHn4fA6HAwaDAYlEAmazGc1mU/ZatVoVWUN5wrPM8+50OlEqlbCysoJKpYJarSZygnNit9tF3vB65XIZOp0Odrsd9XodKysr0DRNZJDBYBCZUa/X5XtSpphMJuRyOeh0OpjNZuh0OtTrddTrdTgcDiwvL0Ov18NsNsu+4FnXNE3kzsrKCgDId6/VajJXlLfVarWlJc1PayfyS1dSgUAABoMB8Xi85e/xeByRSOScn7FYLLBYLM/4mt1uh8FgkANVqVSg1+thtVpRrVZFoVD4WywWOfgmk0kWz263tygn/stF5yai4KjVatA0TRQNN4rNZoNOp0Oz2US9XofBYBClCUA+C6xtPgAt9+RrPDhmsxkWi0U2Cmt8LS0tyQas1WpyL5fLhZWVFaysrKBYLKKtrU0EWFtbG8xmM4rFIvR6PQwGA5aXl2EwGEQRO51ONJtNrKyswGazwWazwW63w+l0wmAwYPfu3bBYLOjr68PQ0BA6OzvhcrmgaRpcLhdMJtPPpKQcDgfa2tqgaRrK5TKq1aooo3K5jGAwKN+L80YjgpBwOBxGIBCAxWJBPB5HuVyGxWIRYepyudBoNGAwGNDe3g4AGBsbQzqdRrPZhNlslnnKZDK44oorkMvlYLVa0d/fLwq4ra0NkUgEhUIBfr8fpVIJlUoF1WoVZrMZPp8PJpMJXV1dsFgsmJubQ6PRQK1Wk0r4hUIBVqsVfr8foVAIjUYDS0tL8Pv9GB8fFyHDvcGDzj2raRp0Oh1MJlPLvq7X62hraxMDw+l0Qq/XY25uDlarVebL6XTC4/GgVqthaWkJjUYDiUQCBoMBbrcbXq9X9kI8HofX60UwGITP54PRaITFYkEmk8H8/DxGRkZgMBhQKpVgtVoRCoXgcDhEKfEMV6tVOQM2mw0ulwvxeBy9vb3o6OgAsFqlfXl5GQ6HA16vF3a7HXq9Hvl8HsvLy1hZWYHX68XS0pIYfnxvW1sbPB6PCD/OmcVikbmORqMol8swmUyw2+1wu92o1+uydj09Pdi+fTsqlQoWFhZEGVCQ0/BlUVtN00RO8OzXajW0tbXJexwOBxqNhsgSvo9nlkaa0WiU71Yul0UZ0aBcLyeoWCgvKAupgAwGg+wdk8kkcoKyhddzOByiOPndeP75NxqrAGTedTodHA4HKpUKjEajyESj0YilpSWYzWZomiby2WAwtCipnyYnfulKymw2Y8+ePXjggQfwG7/xGwBWY0wPPPDAeVVfXj/UL8iNxInignJi6M2oh5yvq9Y5NxBxUtW6UK9FC6lWq8Fisch1+N5arSYblAtdqVRauuBqmiaKlIvLBeXhqtVqcuD4LPTgWKGb1hktHCq/5eVlFAoFeL1e2Gw2UXA6nQ5LS0toa2trEfoWiwXNZhMmk6lFufG7AUB/fz/27duHtrY2uN1ueDwese75fM91qB6k1WpFPp9HJpPBysoK6vU6YrEY4vE4gsEg2traEI/H5YBZrVYUi0Xk83nYbDaEQiH4fL6WZnissO1yuWTPGI1GESaJRALxeFyUDwWGpmkYGRnB+Pg4PB4P7HY7lpaWUKlU4PF4YLPZRDGsrKzIM3FfFAoFuN1uLC8vI5fLoVAoYGlpCXNzcyiXy2g2m2g2m7Db7fD5fNA0DT6fD2azWfYfBUulUpH1oWdXrVZhtVpht9vR1tYmRhHXoVKpoNFowOl0olqt4syZMzK/lUoFmqZhZWUF6XQaS0tL0Ov1SKfTsFqtYhTRcqel7vP50NvbC51Oh5WVFSwuLiKTyaC/vx9Wq1UErd1uh81mk5YoFMh8rnK5DKPRCJ/PB71eD03TWoQ6PVifzyeCkZ4tBW0mk8Hc3Bz0ej06OztbPAMKd4fDgVKpJIqE1+SepnFRq9WQy+WwvLyMtrY2DA8Pw+Px4O6774amaXC73bDZbEgmk3L2uZc0TRPDE4B8B8oL1VOmIuSzqAZHoVCAx+MRI8lgMMhneD3VO+HnKAPW31en08nZUmUilZhq2KuGNAAxfukp0hDmOaV8436nM8A9TcWoelA/C0/vVwL3veMd78Btt92Giy++GJdeeik++clPolQqnVdr9PWDE8AfTta5BCUhQcJyXDhOtjqxXFBOqtVqlf9TgRiNxhbXmjALBQW9Hk3TxMqlMuAm4sHhhlI3GpUaN0W9Xm9xw81mc8tGpMDV6/Voa2sTy1F9Jr6XbnkgEMD09DQqlUrL5qUA7ejoQKVSEevV5/PhyiuvxMUXX4xisSjw4LmqN3O+1IOsKt/1g+tiMplQr9dRLBZFyE5PT6NcLsPlcsHv98NkMokgBYBSqYSpqSmEQiG0t7eL0qDgDQaDyGaz4mVzDql4l5aWRDkTlqpWq9iyZQv6+vqQTCYFzkwmk4jH47BarbDZbPK9AMDv9wvss7S0JFBkOp1GPB5HsVhEuVyWvej3+2W/8m8mkwnZbFYMCAqEarUqljIFB71PKkyn04l8Po9ms4lyuYxSqYRisSj7IJ/Po1gsIpPJwO12o1gsYnZ2FuVyGbVaDalUCiaTCT09PQLL0PCJRqNIp9MIBALYtWsX8vk84vE4fD4fstksYrEYRkZGYDab0Wg0WjxSIg3ru9fS47PZbJifn0dXVxecTifa2trES6LXo9PpEA6HRYFHIhGpru90OsXaJ1ridDpFDrDtyvLyskBU27dvh9FoxNTUFAqFgijdeDwu3lZ3dzfsdjtmZ2fhcDjQ29uLZrOJWCwmMJder5czzbOu7i2r1SqGJeEy9UyoZ0M1Rtra2mC1WgUNoRGqIi80ZCgbuDcoMyhPms0mrFar7HvKQ16DxjWVkGo0Epqk4ifcpxrUVLgcfE51L6ie33MZvxIl9cpXvhLJZBLvf//7sbi4iF27duF73/veWWSK8xnqYjPeBKAFGqlWq3KoucDcVPw8J5TCWo0b6fV6eL1eVCoV5PN51Ot1sTpojVMxmM3mlmdQsWR1EemGc5MSmmHsiR7P8vIyTCaTWHq0pAnVhEIhgUAoEGgB872pVAper1e+XzKZFGjM4XCIlafCFVarVTywQCCAcrkMu92OG264Addccw3GxsYkHsZ4wPrBeeH6UPifC4MmZAVArPN4PC7PabFY4PF4YLVaEYvFsLKyInEmh8OB6elpBAIBDA4Owuv1YmpqCrFYDM1mEx6PB21tbTKHPOycH8ItNpsNy8vLWFpagqZpGBgYkKZxkUgElUpFFBOwesi3bt0qSsvv98Pv98vaz83NIZVKoVAoIJFIoFwuizfL79Tb24vFxUUUi0XMz8/L2o6Pj8u8BAIBidvQ6m02m3A6nXA4HHC5XPJc3d3dePLJJ2Gz2cQCn5ubQ7FYRCAQQCQSwfT0NHK5HMLhMOLxOObm5sSK595ZWlqC2+3G7OwsZmZmsG3bNoRCIZTLZQQCAQQCASwuLqLRaEiPsnQ6LV2ay+Uy8vk8stksNE1DOBxGNpsV44fQ8PLysvQVS6fTsFgsAh0Vi0WUSiXs3LkTCwsLqNfr8Hg8aG9vR6PREAj39OnTAmW73W74fD5YrdYWD4Vz6XK5MDg4KF4RADEKuD8rlQoSiQQikQhCoRB+//d/HwcOHMChQ4fQaDTEI6JRYbVaxeil0qXX4Xa7xYDjM1NZGAwGMUIACPxYLBZht9tht9tb0BEaUlQq/D+NLnqQlDdU2vQ6uWdV45eyjrJDVTqM3TOcQQNPNfA5r7w/DX7KNholfFZV5p3v+JURJ9785jf/TPDe+qFaIgxMMpZCz4AKR4Ws1MWkoCJGy4UhpEdlYTab4XQ6ZbG4yBQ6tPpp1VBRcFMw+EjFSNiCMTcudFtbm3gCAFqwdFr4vCY9CeL7tKA9Hg+MRiMSiYTck8FYq9UKk8mE5eVlJJNJgYJ43Xq9joGBAcHFU6kUduzYgZe85CW48sorUa/Xkc1m0dPTIwL+XEOllVL4lsvlnxooTafTGB0dRalUkkMRjUYlLpLL5SSGw1iLyWSCz+dDV1cXisUinnrqKUxOTiIYDMJut8NkMmHLli3Q6/WYn59HtVqFz+eD3+/HzMwMFhcXW2Cojo4OXHPNNWhra0MikUA0GkU8Hsf4+DgWFxfFS6tUKvD5fLj77ruxfft2CdbTK5+enkaj0UAymUShUMDKykoLMYVGTjweRyqVgk6nQ7FYxMrKCiwWC2w2G6LRKDRNk7VLpVJob29HvV5HIBCA0WhEqVRCuVyG3++H2+1GpVJBf38/ms0mCoUCHA4H+vv7kUgkhFRDb5DeGVEI7isKH6PRCJfLhVwuh3w+j2q1CovFgmAwKPCqXq/HqVOnMD4+jmuvvVZit6lUSp7X6/UiFovJ/jcYDPB6vUin0zCbzRgfH8ePfvQjXHvttRgeHkYgEMD3vvc97Nq1C52dnZiamhK4lx5BJpOBwWDA008/jYMHD2LTpk3wer1inIXDYSwtLcFms4mgtlgsEvuiR+l2u1Gr1bC4uIhSqQS3241LL70U2WwWfX19+K3f+i2Ew2EcPHgQyWRSYm7AKllD9XgZD04mk3A4HAKXM34ei8WEgEXZpcJ+AERBUzbRwFbj2utj6jQyV1ZWRJGoRlij0ZCGp2azWUgvlJVUvGrciwY3QyFtbW0iSygfgdU4Iz0/1SDndegE8P/PZVwQ7L5nG4TVqBQYaAcgbi21Pr0reizrF5pKhK4r/85NpLKoqFCooBiPIA5ORUDLl8FQKjIOHtjl5eUWeJH/Vy1/WodUYLlcDm63GwBEOTkcDthsNnneaDSKfD6P2dlZ2O12eL1eOBwOlMtldHZ24syZM9Dr9RL/8Xg86O/vx/LyMs6cOYNNmzZJEHplZQWnT5/G8PAwLrvsMjk0z+S+czMTXspkMhLUpvJRFRkPVSaTQaVSQTweh9FohN/vRzqdxtTUFNrb2+F0OjE8PCx5FjxY9GJGR0exsrKCQCAgbLh0Oo1oNIpYLIZMJoNyuYxsNotkMilWXrlcxsLCAqxWK9rb2+HxeMS74H3n5uaQyWRQKpXQ2dmJ0dFR8d7cbjfsdjtqtZqQPmKxGAwGA/L5PHK5nMC9ZFNR0NHaJhxFSIskB3oYJNHQQKIRRDjI5XLB4XBgbGwMuVxO4pltbW2YnZ3F3NwcQqEQpqamxDsGVq347u5uaVZIAgj/PzY2hmKxiGq1ilQqJTAj4042mw39/f1yBorFojDDKpUKnn76afGeotEogDWIlWeqWq3i/vvvR0dHB3p7e9HW1oZt27YJU6xcLqNer4vCKxQK2LZtmzByjx49Ks+oWvoOhwOLi4vCcsxmswiFQmK8GI1GmX+/34++vj5hv05MTGB4eBibN2+Gz+dDOBzGgQMH4HA4kEwmMTAwgFqtJsy/5eVl2U/Dw8Oo1+vyPRuNhhgmXCsavSStUBktLy+3yBjG1oi00JClQU4vrlartZwrKgnKO5LMaNSTqONwOATao9yrVCoi86hUCbvy+ioZg4pKjYXybJLlSGP1uYwLXklxk3ESuCC0DFW4iVAcFRGwhusyoMu/8zVOMhds/Xu4aVS4iptUJRxwIblpqPjoQakQI+MTPMDEgymQCZNQGAKrNE5+f+L/hUIBnZ2dMJvNKBQKoszpCZXLZaysrJx1r66uLszNzeG6666D3W4XmG1xcVECzpxzFTI916DHQeu7ra0N+XxerHO9Xo9SqYRcLof29nYcPnwYp0+flu/abDbl/YFAQISqCqUmk0mk02m43W7Mzc2JMnA6nbDZbMjlcujs7MTy8jJisZhAIRR8FHLLy8vweDwIhUKIRCJioaZSKbS1tcn66fV6LC8vIx6Po1QqwWazIRKJwGQyybxnMhlMTk4iHo/D4/GIoOK+NBgMWFhYQDAYlHVbWVmRAD/nmBC41WqFw+GQ0mGZTAYdHR2w2WwivBkjYPyDDELCRqdOnUKpVJL3VatVEa40UHw+H1wulwgdYFUwnTp1CqdPn4bb7caJEydgMBgkvcHtdmNmZgZbtmzB5OQk5ufnYbFYhN2YTqdx9OhRbN++Hc1mUxiDHo8HlUoF09PTCIVCkgYwPj6OkydPYvPmzYhEImKoRaNRgcgmJydhMBgkBnj55ZcLWWZiYgLJZFKYe1TSVObFYlGMA7vdLvEoxk0IrRWLRVkLg8GAUCiEiy++GKOjo3j88ccRCATESzObzSiVSshms8jn8wiFQnIO6YXQ4+UcUB7RoCSExxgWFT1DGYQn+ZzcnyaTSRiVPBuqXKMio+HMe6nELtLMaRwzjk15QeWkhhsoM1R5uD5Mws+rsTT1/eczLnglxYWiQlLdVwp+/p1BTcIaqgem4qwqxkoYkAKISoA5RVQoDE7TSuLrqsdAi0e1SvgsAFqUmNlsxsrKilyflj7jYLQ8aVn7/X5xwRlTIRzC+EW5XBZLc2VlBS6XCy6XC5lMpiW+lkqlMDw8jO7ubmzevFm+H6EfBlJVL4iDypfwKBltwOpBYHxFjRkUi0WMjo5ibm4OP/7xjyV+4vF4sLy8LPE3q9WKvr4+gb2AVZhhZmYGy8vLsNlsmJmZEaEdCoVEQfT19WFxcRFGo1HgHU3TMDMzg1KpJIJlYGAAfr8f4XBYhFUul0M2m4XD4UChUBCF0Gw2MTY2Jt+jVCrJuhCW5LVVb9jtdiMWi6FUKmF+fl7y8lSBREXm8XhQLpcFBibtm3uHRAxgVVhNTEygq6tL4qeMZ9brdaFPZ7NZsXZVgZRMJoUlSMim2Wwim81iYWEBo6OjCAQCiMViQrTw+/0YGBhAMpmE2+0WD9Xn88HhcEjcbHl5GdlsVogs9NpI5AgGgzCbzaKI1HQOCmFCoVyPlZUVhMNhUa49PT3IZrNIpVIYHx+H3W7HpZdeCgBCYbfb7QiHw7BYLMKyA9Ay95x3o9GIvr4+aJqGbDYrhtXg4CAqlQpyuRxmZmZajDUqI8L79KAI/ZONyfPIH5VMQQVEA1b1CilPaBzzfTqdTqA8vo+elkoko4dGo1o9R9xDaliEQ/1dvTZlsAo58ntQPjDG9UyEqZ82LnglBawxSVSPgJuFi68GCOlN8bNUFOtjV2o+AXMC1GAjF19lEnIBefAZkGcyn4r5EsNWrR5gjc7KTahSW3kPuuS0aHlfFbpk7ovqmfHgLC8vi7AjiYDsMKfTiauvvhomkwnbtm3DysoK5ubmWnIb1KFaT/QISGPO5XKSp0Tly0As5yibzWJychILCwuYmpoSa5b05VKphFAoBLfbjVAoJNT4paUlpNNpTExMSCyRuSVcN4/HA4PBgEgkgnQ6LeSGQCCAarUq7DubzYatW7eis7NTcncI+1JReb1esYqtVivK5TJisZjAXvl8Xr5nKpVCJpNBo9GQWJRer4fT6YTf7xd2WDweFwYUBRkPOiEYXpO5LMCqsKlWq2IA0Nufnp6G0WhEoVBoSSHgd7FYLOJN8Z6EjuhZl0olWCwWUW6ZTEZicUtLSwJJ0uhirtTk5KR4xoxvapoGu90ubMdcLge73S5pA9yfer0ebrdbvtPc3BwikQjsdrvAn7VaDfPz85iamhLae09PD4aGhuDxeCTNgvk5jP0R1gMgiAmwGkvy+/2w2+0wGo1i3KikCnr+TIw3m83YtGmTrPHCwoKwEHn+COUx1mYymcRIVZES1VvhHqDyoGxRyQg8+yobmdfjuqpxKNWjoaFLuUYZpOZiqvR01QDnZ/h5VSbyM+sVqXo/Vd5Rvj2XccErKR40TgQnu16vi5WgUsdpOaoQIYPFnGyV8acqLkJtajKuwWBoEQRcHDU+RaIFlRshNmANbmT8gYmprFqhuudkMPE6dN+Z90L2E7F3elmkMnOjaZom1je9M7vdjq6uLgwODmJgYAA7d+5EMpkU4U/4h5acOlZWVuR6fr9fmFnZbFaUJWnv9XpdBMDKyopQl2OxGB555BERRrR6KfBCoRCi0agcKlaUmJubw9zcnATSqbjb2trQ1tYGh8OBjo4Osep1Op0kfNbrdWGIdXR0YM+ePS2WYCqVEjiQ3597hzGlpaUl8a7m5uYk5kaGIpU24Uu/3y9eJKErrhcPMfPXCIcxkZreEb10Gj5EB5gSwJQCvo/BbsJf9IgJX3NPUTDlcjn4fD7kcjlUKhXxTughEt7iPiDsCaxVWUmn06IY3W43AoGAeEMkkgCr0BWrNPj9fpw8eVIMDaPRiM2bNwsUTCLQsWPHJObGuGV/f79AjwzgMw7HfUNFns1mBep0OBxwu90tcWp1kLnI3EidTofh4WGBn48cOSJyR9M0RCIRzM3Nwev1Ym5uDgAkTSGdTgu5aX1uImXG+rAElYZqiKuQLWWYxWIR+aTKMSoMFeKmQU75w+fj+1WvH1grPrBe6VD5ch9SRnIPqEY4r33B5En9PAetQzKUaM3QhebCEv5SmXlqTtT6rG41OK16QWrsC1iDt8xmM/L5vFhpqiCnJUgYgEpKDT5S+LMSAEs7UYgSwqQw1jRNhKHRaJRDz8ROlnKhIGJZGm5I/rhcLpTLZUSjUVx66aW44oor4PF4MDU1haWlJWSzWYFc2tvbEQqFpDQM57VQKCAWi6Fer0vSrMGwWhpGtVJJdecBrFQqmJ2dxejoKJLJpJSDicfjSCQSQrDQ6/UYHR2Fz+dDf3+/CLZsNovx8XE57KxCwNwjq9Uq1GyDwSBWOeMEpLHPz89jaGgIkUgE8XgchUJBYEZi8Hr9aq4VITO73Y5UKiWMMKPRiHg8jkAgAIfD0cLGU2m93Je0kvldqFTovbCqRb1el+RSCgXuQe6harUq1Gmv14tMJiOWP/cXE68Z2GaiMWMitMh1Oh2mpqbQ1tYmiceFQkHWcXFxUeBANcGUAjCRSKC7u1sEN6ua+P1+MbRUCIxkJT4HFQ+D+WTdMVkYWI3Hzc7OAgBOnToFk8mE/v5+BINBiUOS4cj0DNWyz+fzmJiYwJYtW+DxeKDTrSa2k5xCQQxAPGqeSSr9kZERPPzww7jsssswPj6OsbExLC8vY8uWLejt7RUSE2WFWs2Cyp7J4jQ0XS6XeJaUE1T03D9qqgpllVr5RmUIUr7RKAHWCF6qB8R4KZEO3o+ylDKNilrNw1KVnaq0AMg+IQqlhiqey7jglZQahCPuyQXjwVPdTDXvhkJWZUqtjxExhmSz2VAoFITqrWZrq648LW11qAqJz0VLmp4ThTE3AJUTrSwKTHpyVI7BYBAABH6iYtbpdOjs7MTc3BxmZ2dbcqHy+bzUamOe05VXXoldu3ahXC6LtTw0NAQALdnxDD7Pzc2hq6sLKysrEgcKh8OYnp5GrVbDxMQEOjo64PF4pDpEOByWmBeD8SdPnhQokXRuClLVi83n8xKQr1QqIqji8bh4TADQ2dmJwcFByftg/cFkMonx8XEkEgm0tbXB7/eLBe/xeNDd3S05ZoT46Jnkcjno9XqEw2FhlbEcldfrhV6vF7JGoVAQgU24zm63S+WPVColVSooCKnc6Q0xsK4SO+hR0Qih0UJrFVhVRlQK3PuEQJnqUCwWMTAwIHuwUCig2WyKEiIDkLG8QqEgpZ2YwsD9QOHm8Xjke7CEEmE+r9eLRqOBSCQi8UmLxQK32y2KS6fTYceOHaJY7XY7LBYLlpaWcOLECcRiMSwtLeHWW2/FzMwM8vm8lDIyGAxSo7G/v18MTIfDAYfDgd27d0uFFQpet9st8VjKBbV0D2N2LBPEcm0LCwuYm5sTdqLT6YTFYpGkYiY679y5E/fee28LrdxkMkllFsogEodWVlawvLwscTPGjdQEWK4lIWMyJwEgl8uJHFM9GsJ9XHuuEedILV1GhibTH2j00Tj3er1ybULFquxlvJTPoCIDVFpkOT/X8T9CSTFgbbVasbS0JMJdZZXQKlAtC7rMFIaMA3EiibmSTkwhz8VSY11qMh0tD5XRotJFVciOi0nFV61WRcDqdGu5TUys4/UcDgc6OztRLBaRSCQk2ZUbv1wuC0ZfKpVaoASPx4NYLCbe11vf+lZccsklCIfDKJVKOHHiBH79138dVqsVJ06ckHwkBtWXlpZw6tQpESSEBqrVKpaXlzE1NYWuri5hf6nf8+jRo6hUVovhPv7441K6qFgsIhwOSwmhHTt2YPPmzUgmk3jkkUeQSCQEdqC3derUKSnzs2/fPmzZsgUdHR3o6upqqTDQaDTw4IMP4vjx43LImYeUzWYRDAZlXp1OJ3K5nMR/KISz2Sy8Xq88R7lcxtzcHDZv3oy5uTmh3CaTSeTzeSELWK1WXH755cLsYvkmwlF8Rg7mohiNRlHcDodDlAKJBpqmYXFxUQgmhBUzmQxCoRBWVlYkl4rWM2M1jJuQxFKpVCQuNTk5KSkK9OpoyJAAUqvVEAwG4Xa7USgUkE6nReEDEKIH712tVuH1etHe3i4CGIBUDzGbzRgZGcGpU6cEkmUc9+DBg5JqMTU1JQnS9BqbzSZOnDiBO++8E7t370Z3d7cYCTTu6FGmUilJEG9vb5dqGi6XSxQ2ZQmNDHU4nc6Wat38TqVSSWJuhw4dwtTUVEu9Sxb3pZeh168WB2C8Op1OY2FhQVChQqEg8SkqfHrdlCv8GxGNfD7fknpDA5TnhQnCqqdFg1z1ihgDVQ175nEyjsazTE9pfckuyl8atSox7X8lBV1lnVBYqiwrKhw1+MjFo3usur5qbENVYqRPs1Ye4RbmE6gKhAcEWHODCb2tZ79QILhcLllgKiQqWgASVObmcDqdKBaLkqVPqIvFbWkFk1rMnBmbzQav14tQKISTJ09ix44dUrWBDLqenh6kUikMDQ3B7XZLwNtqtQq+HwgEhIBBb5Uw1ebNm6UCNjcxAKFmZ7NZBAIBgWGYVBsMBvHEE09IoigJIYQLWJ1gZWUFp06dkjwjv9+PG2+8UWrfsXIE2YxPPfUUHn30URQKBal6ncvlxAovlUrw+/3YtGmT5LpYrVaEw2HMzs5iYGBALEyuP+9L2jwhPHrNKhxcq9UQCASQyWTEA6Mly1jO0tKS7Dufzyf7gx4U5zqbzUo8jMVbSQgymUzw+/1wuVwoFApSWolVRWq1miiwQqEgScJcQ4PBAJfLJcnjnAMafyzW6/V6AaxV8KdANxgMsh/r9Tri8TjS6TRMJpPkFLHMFiFqzv3i4iIWFhbQ0dEh7DcSS1SIiLFWtdKF2WyWPLyxsTFJt9i2bZvE+8iUJaOzWq1iYGBABPXKygoajYZ4aOtZaHxmUuVrtRpKpRKi0ShsNht8Ph+OHj2Kn/zkJ1haWsKmTZswNDQkbESVWLG0tCRJ9IRz6b3TK6VHos4zjQuj0Si1IB0Oh3hJfI0l2HjuGMdV6fS8HueUhBeGIij7+HeV+Ui0iixdpkHwnFKJMsePsV8qqWdK/n+mccErKQYXqUwYuKOFQMVEWEEN3Kml89e7oeuDi81ms6VquEqMIJZbLBblIPCzKpxIiIXXpIVCS4QYNpUmFVixWITf7xeISNNWk1iNRiPy+Tz27t2L8fFxVKtVeQYGwPX61URdwhz0frZv345AICB4fiQSEbZbW1ubtMxoNpsIBoNS9y0ej6Ovr0/IDz6fT1hKmqYhFoshGAwiEomg0Wggm82Koj127BhyuZxUzSbtu729HXa7HdFoFJlMBslkUsrUsEo4D3sqlZJYmdlsRm9vL4aGhrBnzx7xYgi9pNNpJBIJPProo0ilUuJtqDAvSScssKrTrZYhInGBZY1YfZ0QjE6nQ29vrxhCjGcQvqVXbrfbkclkkMvlBPIhg44Kr1arSRI2ITwyzQjP8uATdiUxiMqLnjJznGixUrgQ6g6FQiI8KDAIr1UqFfFsaLyFQiG0tbXh8ccfl2oh6ucBSC1FwkisN6fG9UiHJ+JBWFmv1yMajUoVkp6eHlG4zWYTnZ2dkmBK2I4KJJvNCtQVDofRaKxWy08kEshkMti0aZPs5XQ6DZfLhUgkIrEuzieAFmOTMU0WxmXMje+jAvH7/ahWqwiHw0JIOX78OPL5PE6dOoWtW7dKigFlE++3tLSE9vZ28XLpleRyOZEdpJZTzpGJq6bd0FOlgqJ8Wo/iqEazSgyjN8czzOurNHiVOKYSINR78Wyp96CS5R5fz2I+3/E/RkmpdMz1i0Ttr3oxACQWpMat+K+6MITq6CGpbBt+RvXIOFRWoao8eR21dhwZabR+VEWnbh4KA7rdKsOPlGweqOXlZXi9XmiaJtBFs9lENBrFxRdfLCWTeMjoiUYiEWGR0WNkvCSfzyMYDErbDGAtP0in0wkTipAYmYSpVEriVazDxr5gTPrkc+ZyOWGoUYEbDAYRSGR/uVwu+Hw+bNmyReaE1RDm5uZE2TEBFliFopjDQ4HJnJdYLCaJn36/X1pEpNNpBINB6HQ6+Hw+yQUiky4UCmF2dlYEDevWcb1SqRSKxaKsHenoLNibzWYlaZrzTMOC1wMgEI5KEefaq0Ftdc9RkRGWpfIiWYEKgV6r0+lEIBCQMk5knHJdGWejcCSky/gZBT8VFoCWteG91P1hMpkwOjoq6QI80+x91t3dLR4WzwnnkdCcWqKL60DFzv3D11jJPpfLSb06QlMkIqiwP7AWV1GNTLIICeeZzastPubn5zEzMyNlpOiVUgERweF6UM7wmSlLKD+4RmqCu8o2pnLls1G+qKQwfh81Dsq5pzJUyRiq16XKNpU4pl6fJB8qLxWdohev0tmfy/gfp6SAVgHPSVatJvU9Ko2TApmvq/dQvSEuOj9D5cNNzcVZT7ckq0qNX/Hwqx4Yv4ua98DNTaXE8i5utxuJREKsO1pUjDGYTCbJfaLQGRkZQXd3N0qlktRf4/dhLIBBbAqUfD4vQW/mqDBpFIA8m8/ng8FgQCqVEiGbSCQwMTGB6elp6fHEJnSsDE1ohwI1FovJvBMio0fBRFOn04nu7m74/X6hJE9OTgprMJ1Oi1fB70GGlWohM1YzMTGBUCiEcDgsa02IhXNO5UBvLplMoqOjA2NjY7LOfJ1VuHO5nBxOrq+aA0XWncPhgE6nk9iIWqWEXhH3o8ViQTKZhMvlkhjWysqK5GpRKJO0QRZdJpMRwaRWQqBSYQmoeDwuVG3WdiSZRz07RASYz0blwT2t0p+5P/ldKNyWlpYwPj6O9vZ2gRdZkcJqtaKrqwv79u1DKpUCAEmaX15eFg9seHhYepGR9GEwrCYF53I58Y4JNfG7cz+RPKLT6ZBOp9HW1iZeKRUh149nkEaxqphZJV3TNPGiSJ9nV3KWQmL1CVVeMW4OQAgMfJZMJtMi81SPiMYzmYRkO6trpaJOqtyjh0ODXZVBPCPqtVQiGIf6PQhbs5CuSj2n0flcxgWvpFRFQKiFm5/eCxeQh149ILQS1IRUHjC6wBT2xHlpEXAxALRYKqqnpUKJtKRVj4j3AlYLq/K5iJPzeWgBUkjQkjOZTCL8KRzUemp6vV5o0ewF1NnZKXkv3LDFYlGEIwPTKvuIZBGSBxijIY6tUnYLhYIUuY3FYhgbG8Pp06cxNjaGQCCAer2OLVu2iCAul8uwWq3i8fj9fkmU5fxS4MzPz7fkYjSbq2WRJiYm0Gw2MT4+LgqEz8X3cn643pxrYumnT59GLBbD9u3bpRoCY3qRSASjo6Mol8sCSWYyGTidToknce9xrxEOXllZkaRQJlEztlgqlTA0NCTwHteuUqkIeYGsL0JDjJlQSKpCiHtSpcFTUQNAMpkU1iNzdehBMU7BWAlp4STvkATANAbGSqiUmfPF8jp8LnowPK9UWIxVEEo2Go14+umn4fV6EYlE5HwAq1XoWXVdjbHY7XZ0dHRIbT2et0AgALPZjOnpacTjcXR0dMhnzGYzOjs7hYZPxiLh89nZWWzduhUApL4h42z0jNQEflZ8YewrnU7jBS94Af7t3/5Nzh0AgdrJECXFnDFoJjlT5tCoNRpX637Oz8+LkuRnKSvUNBXV6FblGWUajXEakcxzZNyIRqqmaS2sPe4V1YNiigWNKVXu0bvn86hykcr0fMYFr6RUKq96SGlp8SCrMB03BSnHAFrwe5UmTuIDNyahFxXDVcsZqVRX9Yd/I0WXgVIVE6YioEBh/hcFHwutEtLz+XxCz2VcQq0t2N7ejvb2diwsLCAWi6GrqwvDw8MIBoPo7e0FgJYW3qS/Tk5OYmRkRJ6ZG5j9hygYT5w4ISwlVljYt28fTp48ifn5eWk3PjY2hvn5ebFEL7vsMvT09AhMSFYc23gwoK1WNiC0dPToUWzevFme5dChQ0in08hkMvD7/eKF0cIHIHNMNhfzgyiQHQ4HqtUqFhYWZD3ZqsJgMKC3t1eYaowBZTIZaWg4OTkpypIHMhQKtdC0WVKJ8Qd6c6lUSrxPKlNN09DZ2Ynp6WlReKoXz+egoKGiUOEg5jmpsBFhFn5HMisJo23ZskUECBmnvC+9SQAIBoNSG4/xJd6TwrJWq0kekMvlEkWgQtVcG5KEAODMmTMIh8OoVqtCutA0TTxVeu+sp1itVqWU0tzcnMTE2tracPLkSZw4cQJ79uwRo4FyAgDy+TzC4bBAxLTwBwYGJObKrsVUIkQa1kOBNDocDgeuvvpqjIyMYGFhAffccw8mJyfR3t6Onp4eHDlyRHKoSFih90lUBYAQlZhiwLJk6xNr1ZACoev1kBuVnRoXI3JCY5ceKauIAK0tODi4B4G1pqE0MNaHRlRGI/cOyTkulwsTExPnJeMvaCXV3t4um1v1bAiPqDElTjR/VxPP+EMGH1lnPCAq/VuNJanXBSBwGRktFAYqLsuF5XvYKZbMK3opqmXV3t6OZnOtOjjhDrZnMJlMCIVCEqDlRmFrCVrfgUAAbrcbi4uLUkmawVu73S6QCFtQ6PV6qXRAwUIra3l5GX6/H7lcTua9vb0dMzMzOHXqFBYWFgCsxqsIU4yMjGD79u3o7e2V1hFkhJ0+fVpyPy677DKEw2FJkkylUlhZWUEkEoGmaVJ+J5VKYWZmRoq4AhAlSm+F8QLuESqpZnOVEMJYUygUQl9fH06cOCF1BPv6+qSdQTwex+TkpCh1VvKgd6XT6aRfFIPovD9JIADEUqaiB9YEczAYhMFgQDKZRHd3NyYmJsTTJBM0FAohlUoJVZ8WPqndqjXM9utUdCS5kKVqMpkk7uZyudDR0YFEItHSioQCkYpS0zRhFPJcBINB2e+kqfM8AJCkWu7jXC4Hi8UinjrnKpfLCdVdbZA4NDSE0dFREW5s7Egm4uLiIg4dOiSxGa/Xi6GhIfT09AhFn3AxDZ54PI69e/ei2WyKwUMBup59RtirWCxicXEROp1OcgiBta7bnAsaZLt370YqlcJTTz2FpaUlbN26FaVSCadOnUJHR4fA+fR0stksGo3VCh1EhahUWIVEJShQfqmeCWUMDTPCqWoskp8F1jr98nwTBqW3xPAE41Y0oIE1xjQ9W8pQykd+Bz4b9zvw3IrMXtBKSiUkcCNxkYBWJguxUjWouh5vJS1dxaBpldDSYU4KrWEONWmPVgqvTYiQMSi1pIymaZLoqTbTo7vOBmq0mAkrUQkDkMPLTeh2u+F0OnHkyBEMDQ3BZDJJhYZsNovLL78cXV1daGtrQygUwunTpzE9PS29gbZs2YJDhw5hbm5OWoGQ1EHrOBgM4r777hMmHxlRsVgMR48eRb1eF+qtxWJBNBrFzp074Xa70dfXJ5YeSxQxt8RgMOCSSy6RrrK00vP5PNxuN7xeL44ePSqeDAUxiRDnCnhTaKo9fHiImAPX09ODnp4emM1mnDlzBouLizh58iQ2bdokydCEWAjD0XugN6FWPhgfH0c8Hpf1ZDwNWBUQs7OzqNVqMm+kVtvtdvT39wtMB0B6ZrW1tUlDP+5FQoyEeXn4GZvh7w6HQxoP0gDifmHw/yc/+UnLPmJMyWQyybqT2EFDiHldjPmxnYTqFRLqocIjQkCoi3Aoc/3Uqgj5fB5TU1OwWCzw+/0tRIdQKCTXpVJNpVLS12r//v0IBAIi6FmDMpFISFoIFSVp9VwLGk/MoWOFEjVtgIPfiwV24/E44vE4ent7MTIygnQ6jbGxMRw6dAi7du2CpmlIpVJwOp1yXe5bGr80KGgIGAyrCbXJZBJer1fmjugLzxP3uIrwqCw7wqEqRd1sNgsZhwQqyksapkwxYE4fZS29QXrKVG7c69wL9OyJ9jyXpN4LWklRMVCjq+QFNceIGpysIKNxtVYdrUFVqdBToItP3J0bwGAwtJQroRID0EIhJkzocDikcgEhSOK1hOxYuFVtLa4qwaWlJQBr/ZmeiYpKz49Eh23btmHv3r2IRCKCldN6ZiY94wVk+tEDo6KcnJyUeSyVStKBlu0Oenp65LVisYiDBw9ibGxM+ioRemGMbM+ePWhvb8f4+LhYbfR0uru7Ja+FUIbBYJAKDY1GA6OjoxgfHz8rFsPD4vV6W1IFaGWqVRHobZOuHgwGJSmaiodwTLFYhMvlwuLioniOiUQCiURC4i4UrCo83NHRgXQ6jWKxCK/XK4JS3Vs0ohgbASBJqvPz81Iqx2xerYhvs9nQ09MDo9GIw4cPw2q1CnTJNTIaVyuCtLe3w+VyiVHEmJPBsJqHxQrsavHWfD6PaDSKZDIpXje9T6YSmM1mKTnUbK6mZTAY7vP5xOLn4BzRs6XHRSSB55hKlnEOWu0kHDApnHGzUCgkAphkESIbZO498sgj6Onpke64zKvi/jp06BB27twp5beAtfxHxqJIZOHa0ShSB2F+eu06nQ6ZTAYejwcejwcjIyOoVqsC9YVCIZw6dQqBQKBF3tTrdfj9fqn+r3pFlCWstsECwzQiSBThfFLZMhGbz8X1VGNSagyVyoVQLmsd8vvT4FONcibGU7GpMCSwVmFdpbCvJ14827jglZRKglBxT5XPT+xVDdapNFnCMhQatAB5XV5T9X5Uhh/ZVPy8ullUFqAaUFS9PQ7GUfhdeFiogBjkpYfHZyGri+VPKIx27dqFaDSKzZs3I51OC62Xnh0FgCo42BGUZIq5uTno9atJpel0WnJ7bDYbtmzZArvdjhMnTojXcPToUUmqpaLV6VbbQ0xPT2P37t2o1+tYWFiQAwBAEnptNhsymQzq9bp4SjQy5ufnkUgkWmKMFCoqE4rQLy1BNTdD0zSZA1p/wGpzOzZDJGkkGAy2UInNZjNisRjm5+dRKBTEEiahRWVCck8QMq3VavB4PGg2m0in0+JdAZC6e4S9SLfnZ1k70el0IhQKweFwYGJiAl6vF2NjYy2eGAU+E3vptZDswKRvvof3ZwsXEmFo4bOYLIUKk0fpyZNKTgOwVCohEAjINSj0aKjQ4FofqwUgwk49106nEz6fT5LA2diyVqshFovJfg8EAgKTNxoNLC4u4siRIzh9+rQkivPMVSoVIXest+h5HtmdF0BL7lKj0UAgEBAEhHEj7i1Cr+zj1tHRIWs9MTGBfD6PQCCA7u5u8a7JgOT553XUeDtlgBrzIyxHBcxrrWdfqqENVYbx9fUFBlRYj8Y5Y2PqZ1VGIZ0C3pdDTbuhIqS8Od9xQSspTiwVEhdIpTyuD/oBELyeVFIV7qNgUWNZVD5caHVz835M6KWVTGFB4UMBpmLBFP60bgCIkKVVw/iYwWAQq5VsHjKjAIgXSK+hvb0dW7ZskTgZ84rogfBzbL9N2ANYPaDsScWcpHQ6Le3NOzo6oNfrpaX4+Pg4JicnJX6yY8cOOYDlchlLS0vC5JuZmYFerxd6rsFgkBYcjBexejoFEwkApESTQcYDQWOAiaNkYlKhq0mvPJgqNX1lZQWxWAz5fB5LS0vCGPP7/ZiYmBBDYX5+HgsLCxI7oDdED4PrkcvlJNao5sQQKla9KK41rWLCyowDcF+p7FGXy4VQKCQCnYYNBSnXm1U91P3G+xGmo3dOy5x0edLW6QGTxUVPl+eLQofFewmZEyaq1+sCofM8Mb6lxoR1Op0ofFWAsqHk0aNHodPpJMZGD5JxVKPRKPGkRqMhCd3ZbBZXXHEFLr30Ujnv/L7hcLgld0gd3FdU1jRuOGeseA+s1QHlM2iaJoQiFvbt6urCpk2bMDc3h4GBAWzevBmPPvqo3IdrRCNHJTqQ1EE5Qa+Je4jGNg0y7gMqK+43NTbO96h7kPdaz36lZ0t5ymfmuVMp6dwXKlFlvSz+X6WkgLOVEBeJk8nXuRCcbHVhqJRoXfF1Hi6V1kkFpAYLuRkYt6Gw5OtcLOKxfD4qKSoMWvZUmGrwm4KM8QLmTjQaDSl1RBZeV1cXdu3aJTEIUojZJ4m5O1S0VqsVoVBILDrCIqwZF4vFsLi4KAfb4/GgVCpJ3Ob06dNIJBJyGC+66CKpDcimgtVqFXa7HadPn0atVpN6ZSRcEBenAqD3wnI3rFbNuB3nXbXqGHPUNE2EGL8fIRg18EzhT8VoNBplXrgG9GL0ej0SiURLF1cKbQAtaQkUzBTI7JpKq5fQVSgUwpkzZ4Q1SktUrd+oKrVGoyG1Br1eL+LxeIuw4T51u93IZrPSWI+eFIUoGWAkCVHJkuBA2JiDFj6F4PLycotwJ8zKyuQ8h+rrhMp45lTYh9flPuW9eU8aakypoPGhzlUulxOWH0tHUVnymiS7GI1GgdX5XlU+0Hswm82Yn5+X70oWXC6Xw8mTJ7F9+3bk83l4PB7x6JgYT++WRBK/348tW7bg2LFjsFgsLY0XqXyazabkTtHwpXInAYKGDPdls9kUA0c1nPkvPTLKIxVyVY15VelwzXmuKFNVhcq9TWOP+1CVj6qxzX1MRfm/hjgBrFmInGyWJyJVVNX6Ks7NA0TPRNXu6kLRuuDfSCFX4yZURLR4eHiIN3NjqNUwVHiHwpBKht+Jm0718Pg3Pu/IyIhks3u9Xin9wqoRvb294hkFg0Gpfr68vIxQKIRAIICJiQk5EPQwQ6EQarXVNhTN5mpnX7KmDAaDwHUPP/wwEomEJNYODQ1hZGQEmqaJR7G0tIREIoF4PI6f/OQnIgRZQ44Hua+vD/V6HUePHpXNT4WSTqcBQOAoQgwGw1p/nWazKUmqjOsZjUZREKS40yshU42f0+v1Am+RBUYDhl6jzWaT2CTbSRDvp5IhWy4ej4ty9Pv9EiynxU/PhvEvwpP0mNlavlwuS+XuUqkkicqxWEwUAPebTrdaFYPxMCoQkiwikQgmJiYEymICbiQSkXhUIpGQ70myAWOpbMkSiUQkVkgoinOo5jAR7uZa0nDg2qjnhvufZ45kCM4nE6sJHbIK/tatW4VVRiIG59rtdmNgYEDWNBQKwWQy4aGHHsLx48exuLiIF77whdIkkiQKxouKxaKw7UiLt1qtCAQCsFgsQoWn8GZOk16/mjhNGI5EBrvdjsOHDyMSiaCtrU2IO5Q3nDumXNjtdjEgiIqQgKDKNJUcwX2wnnlMb5WKhIbPek9yvZKjHKTc5H6jDFL3MuFzFUFSYUVV8Z3vuKCVFLU0v7wKt6n5AnwvBz0EtZiiml8EtMadgDX6MumcDOByke12O5LJJJaWlsRyVz01PgcVBLDWZZNCVS2oSosVgFhDKlTCWA8rD4yPj2NkZAS7d+/Gli1bYDQaMTU1hZGREaRSqZaK6CwuSjp1V1eXQHpU8I899pjkoCwtLUmlAgb10+k0jh8/LjXMuru7cfnll+Pyyy/HiRMnoNOtZt/39PTg+PHjyGQyIkgrlQqi0ajAO0xUrlQqOHLkCM6cOdNihVGIVatVYRnRMFEPGL0+piUwkZLCnOQBQoIApKKCajSoB4r1DI1Go7R8JyOR1aqbzabQq+ktLC8vSy1AQj6MMTKNoFqtoqOjQ2JYvB8D+clkEu3t7dDr9ejs7EQgEJCkaHrlJDcQIiIJhSQeNUGUAn55ebmlOaDVasXmzZthNBpx4sQJEbDryQ6MffA+VAw6nU6St9n7SmVUUvESMmP+G9ePBh8FK+MbrN6/sLCAQCDQArdbLKudpBOJhEC1iUQCkUgEbrdb4kFXXXUV+vr6xDBiQVSfzyctYmZnZ8WD1+lWS111d3djYGBAFBIAKTv21FNPSdyNrWXUdJW+vj7k83k4nU6kUink83no9as1Cq1WK55++mnptUa5wjnT6XRwu91YWFiQKh9UTKoBo0LARBcYS2UDVFVR0WhQO0bo9WvdmKlkKZc46LmpSdw05tfHNekQWK1WaQujGh40IlRm8vmMC1pJrXfRGavhj4r9rxdmKmmC3g03jdokTWWxqAmN60kUKuOOfyMsRyuKlja9Kj6jCj2qVS6o0CgoKDxVavvExIR4ITt27MDg4KD0cSI0qNevJhGT1RgMBiVxtdFoSALswsKC5GLFYjE0m03s3btXqjpTYD700EM4ePAgqtUqNm3ahEgkglAoBL1ejxMnTmBsbAzd3d0wm81S+YAQX0dHhzSYI8STSqWE5s0cJs4tPV16GyzhRC+V88ZaeeVyGf39/dKanNRwn8/XQsLgGnE/0LDhOjGHjTEZGgm0Lo1GI8LhMJaWlsRLY8uHer0u1dUNBgMCgQCWlpakunk6nZb+VaFQCMePH5c9ZbPZpJPw7Ows3G43xsbGBKIqFArSYqVareKiiy4SK5reh9lsxsLCgnQvjsVisNls0oyPlSYcDkdLj6Pp6WlMT09L7pwKNbFRJIVpIpEQZcsEZY/Hg8HBQSwsLEjrCKPRKJCd1+sVgQWsxTf4f8J5AASaZqyMZZc0TUM2mxXLnnl9S0tLmJ6elrYhHo8HmzZtwk033YSuri4Aa1Rxl8uFffv24cknn4TP55NE2Ww2i3g8LnspHA6ju7tb9ivPfldXF0ZHR9HV1YVsNitQWjabxdjYmHSnPnPmDNra2jA8PAyDwYDZ2Vm86EUvwn333Sc91oh0zMzMCHuPDEcaH+qZJ0JAeaDT6eSc08uhN6PCa0R4aJCpsnM9TKjKVrILyVykMqZMUxEeknfINib0zN8pI1W5ej7jglZSqtcBrLmnxKmZDEcFxpjG+oKMVBwMUlOB0CJXMV8VFlQ3LgP03BAc9OjokTGQTtoxBVMoFJKgNT/PvCEKZTKLWNh1fHwc4XAYw8PDuOSSS9Db2wuXyyX9YwKBgMAbalIrG7XNz89LpYdsNisMr2w2C5fLdVarjFQqJT2OOjs74fP5JJbEnlalUgnJZFKsSgaXWQR2YGBAWk4UCgUkEgnJ0WDcpNFowOVyCXWfsAfzQiiIVUEFQCrDr2f0hcNhiaOoUCu9qlQqJd1xaX0ygbK9vV0SOGl0cN3Z+4jK0OPxiIU9NjYmMAgVMr0QXp9eMT0JPo/NZhPSA+dxbm5O9rXFYsHMzIxUtaDgIjmjVCpheXlZylsxJkbhxr5CyWRSyAiscK/GSUg0YNxoeXm55Xe1AgdLYXV0dMjn1XiZ0WhEJBKR6vWs4KLSumk4sAKK3W6Hw+GQ9vR6vV7KahWLRYnv0bDh2fP5fNi3bx+uuOIKIfnwPNGjBIBYLAaXyyVKjZ6FTqfDwsICkskkduzYgb6+vpYcvFqtJh17JycncfToUbS3t6O7u1s8ObKFAUhbG+bGkTmaSCTQ3t4unmkymRQZRKVSLBYlT4mlrEj+UHM8+VyqPAPWqOJGo1HgaZX9R5lEw1j1nLn3+B6eLb7OH9VBUB0Cle1IeUvD5H8NcUIlRTCAzi9PYUBYbD0lmUONOzEvgZx/Nbh4LmyW91yfwMsNwkVXk/WI3fKZVXYWA65scUDlRJjObrcjEonA5XIhm83CarVicHAQmzdvxhVXXCEMH0JMJElw8/L6aoVxYvUsrcTcnFqtBqfTKTAdIUfGZXp7e2E0rvYEYh3AiYkJYYu53W5J0mSvKiau2mw2LCwsiBWoQkuk++r1q/Rr1k1TYz7quqmZ9TxghM9U2IgUcb6Hg5aiasgwQE4m3czMjKwZlQTZllwbQpKEUlglgs9ABUHrtVAoiAChwOZ3JNFk/TW5l5hPxLljV10qmEKhAE3TkE6n5bqVSkU6GxNmZo4UBbdOt9rNuVAoiBFAxcsSTRRC62OjFHr0SlQ4XJ1nnk8ab0ajUVrG0NNlfg/JEkQFeH/17NCTo/BmY8KRkREpd2U0GhGPx6FpGhKJBMbGxpDNZiWlYe/evdI7ze/3IxaLIZfLYXR0FNXqavX2cDgsBJdSqSR5cDyflUoFCwsLkjLg8XiEbMS8RMoDn8+HgYEBPPTQQzCZTHC5XOjp6UGz2ZRka4YtaBCwwgaVKI0FlTxERUICFK9Bw5tyiOuhErT4Wco5NfeLYQaV8UeDT90H62WzGvIgnZ5/V722nzYuaCUFtMaaqKQ4wWpuDA+ESj5QP6vCdGpAUj2AdKN5H24iChkqNh5EbkoeKJI5+Aw84CQsqC4wrRE+q9lsFoYbcWlCfL29vQiFQsJcI8ataastK+ghMVZGiGq9QOWcsapBJpORwDo3NBWZ2WzG+Pi4HES6+pw3WmYsv8MyPoRVk8kkisWiKGMeCHUtGVynJ6jCurT0CYuYzWYhadC7oFUOQIgktOa4poRCaaBQELJrLCsoqBW3uabM6yHTjx4pDzyt+lqtJrEArqderxcrmU0N+UxU1M1mU1hojC0RrqM3EY/H0d7eLoQPYK0WHxEAwtn5fF6YhWpsjM9OhaXT6aRtCD1ZeiGEyYlSUNgRilVJQrTu6RGq54lVU1gthXloKirC/dDZ2SmlmKjoeW31bDHGxvJmVPY2mw2Li4tIJpOYmpqSlvQ8/2zP0tnZKXlYFosFo6OjiMfjQjfv6OjA4OCgdCXOZDJwu93I5/NSyqler8PpdEqlCpUlR+PCbrfD6/VKl99msyklvxj7BSD/qgpdDTmoBjSfWZVpnEc1lk2ZpUKt/Fc9X/ydhiANKPV9RCtoYPCZVEOCynS9Ybj+OZ9tXNBKispHZaoArfEiHgpas+oCq6w8AC3Wglq9gZ4Ie+uotcl4bwpF/lAYUmExPpPJZESI0GpUBTTvCazRQhnwJn7OgG1PTw82b94sVjpbFai0dpIGksmkUHAZnGWcQa2C0Ww2YbPZEI1GcezYMQm48rvwuy4vL2NsbOwsEgmvweD13Nyc4OyNRgOFQkGC92zlTeuv2Vxt5Z1Op2VtVRbmesODFiKvSbiM3gtrELItBg0BwrhUBGSx0VChQt+8eTPi8bhAxw6HQ4wAeub00kwmk8Q0CFNVq1WpKKJCqGrcgEqfCoEe2uLiIrq6ukSRcR6Yy8Q9kk6n4fP5ZI24z6h8VahaLUCrChUqPCZSs7dVOp2WShhkoul0uhaGJCFptUI2n5dKRzV01HgG2V9UxoFAQJQeYUom89KzZCyH0ByvQfap2v+qWCyis7NT0hnOnDmD06dPY2pqSuoHAsBTTz2FSqWCkZERdHR0SEULv9+PZDKJkydPYmlpCQMDA3C73dK7yufzwWazIZfLCWSt7jUaMJRNJMcEg0GJR42NjaFSqSAcDiMajeLRRx+Vyh3c65RhKoWfhhivTa+dHifloEraWh9H5/ni2Vbjtby+WnmC8o7voTJSr8F7MreMz6jKB67x+Y4LWknRQuDEcTIASJkcTh4XRq3WoLrUPFy0dlX8lQsGrHlcKvRBpcC4gLo4hFG4qOsVq1o/LZvNtmwoQnWkEQcCATm4mzdvlhI6iURC8GZ6dIlEQtp1M7eHFq3H44HL5UIymcTk5KQUieUGK5fLmJ6eluoStEqXlpYkL2hmZgYrKysYGhoS747QRDAYxPDwsFSroPLQNE08ASbr0uqmBcYNTzye8FoymcTKyorEVtYfKM4bBQM9OyrZXC4niogeE2EuPjfXQW2JMTo6KtdlrEEtmplIJERYkWbNg+3xeCS1wOPxwO12C3OOvcDY4JAWPxOi0+m0QG+E36jkuS5qvJWCn8y5er2Ojo4OgVJpWNAqpqBnBQhCsyTX0HCiUg4Gg9JJ1+12i2eoEonm5+fhdrtb4rZcVzVJl0gHDT7GM9V4GOc5FArJ/LBwKb1jTdOkZBFRAbLt2P+st7cXiURCBDnXedeuXTCbzRgbG8PCwoI0vRwcHERnZye2bNkCv9+PyclJmYfJyUk88MAD0Ov1GBgYkETi7u5uEeRWqxUOhwOxWEyMR8Lp5XJZOhOQVMHz4PV6xTimLKvV1jo2M+me86cqBMonKn6VFq7uDTVXiWujyjoVMqcBxzi76pXzzDHEsbS0JM/Oa9JQpOdHmcfPP5dxQSspWmycVBXasFgsgrfSQmWiLS1feg+qF8br0eugK6vCeyq9U4UI7Xa70JJVzNxoNEo7ALV/D9uTqzAIABFW9HAY15menobD4cC2bduwY8cOTE5OYmFhARdddJEoYx7o4eFhVKtVTE1NCYFCdeczmQyeeOIJGAwGPP300wiFQsIKtNlsePrpp1Eul9HT04P29nZMTU0JXHbw4EE0Gg0J5LLVBOE71o1j23vSjicnJ9HW1ia9flS6LL0rMqloTRsMa83zCOXQKmNcjUHk9vZ2Udgq8wiA0IApsOldqxCrGgjOZrM4fvy4tBOggKvX1wrMci1JKmCBVMbemFhN5cFqBNPT02JEce/SgKBXyeoUrKCuMrZ27dqFmZkZ8RRY5ZseEqvOp1IpqTZOaFTTVqshECGgkFetfSoDElKYekCSDDvsqkYW44wkW3CeeW1CsVRCqkEEQAgMS0tLAk/rdDopHUUokc9Ur9eRTqdbUgVUq39qakrICDyfgUAAPT09cDgcGB4expkzZ3DFFVegWq3i0KFDOHPmDCYmJmCxWPCa17wGgUAA0WgU09PT8Hq9Un3961//Ol71qldh8+bNWFxchMlkQnd3NyqVCsbHx6WfFAAhsZABefHFFyOfz6Ojo0NigjMzMyiXy+jr68POnTtx+PDhFrhfhTC5d9k0lLCpGkOn4lENOMo6IhKqLGCMiTmGKkzJ6ieqUa6eF8ZwuY95JrhveG0Sn/icKrT/08YFraRUeEbFPwHIBqBVyNgHlYHKROECViqrzdtsNpuwweitqaVI6B2oXhoplqqlQwuPlgz7rvBgk7pKZcRacNw41WpVhNPll1+OH/zgB3C73fB4PJJPs3XrVmnnTsVKoccgLCm8bEkeDocxPz+PEydOwGKx4Morr8TIyAgAYG5uTtqdU1hQmE1OTmJmZgZmsxnbtm1DJBIRWK1erwscydyQer2O3bt3IxAIIJfLSZHXmZkZyYJnPIgBfSo6FY6iNU5rk3EaGgkkAsTjcbFM1eoCZDaReacKVgDiBTHO0dbWJsJweHgY4+PjmJiYkLbzKnRRLpcRDoflmqxtV62ulm/q7e2Vg+90OkVJsG4hFVkikYDBYJD5oJVNBUXv02g0YseOHdIKhd4zE6NZOZ5eNvtlkcG2uLgIn88HnU4ncR4m0qZSqZaUC4vFItddXl5GJBKRElcAxGsjvMX18ng84jXRk2R9SSoSIiA6nU689LGxMUQiEVkzwsiMd6mem+o9k2lXKBRkvxC2npmZwYte9CJ55pmZGWQyGamszj5rfX19Am/m83ncdddduPrqq9Hd3S39yngWf/SjH0nfKNL1Y7EYstksQqGQ9FGz2+1wu92S3uHxeNDZ2SmfMZlM2LdvH8xmM06fPg2Hw4F9+/bh0KFDUsSX+10NCdCQI9zMkmecfxoHajyK11LJW4Tg+Tm1QAGNJZX8o7bx4GfoSZH1Sg9LHTwvz9WD4riglZQ6kXR1AbQUj1Q9JNV7ogtLa4AHgEqNUCCVjQoTqTEjLhj/vj6fhpsMWGsNTYFM60/TNOTzefj9fjnwhFkqlQquvvpqLC4uCqtucHAQTqcTiURCyBCEBPg9ZmZmBINmTbpqtQq32w2bzSaNE6+//nq43W6k02mBmUZHR3H8+HE4nU7MzMygUChIIVoW3qR3x2szu95ut2NpaQl+vx+NRkO62pKpR6gnk8lIsisAgY/8fj8ymYxAc5VKpQWuVA8fvRl6zFyn9Z6pTqeTvkIU7uoaqYeK/YocDgcikQgGBwdRq9UwOjoqQW81qTUcDgssR5o0jaBQKCQkl56eHild5Xa7BX7kAaayYVuOeDyOLVu2YGFhQWBPJp1ns1mhzJNhVqlUhIzSbDYRCoUwMDAgSoQKQYV9fT6fQDJWq1US1QuFQgvMUy6XMT4+jp6eHgwNDSGRSGB+fl48XQBSqoewEteF5Z00TUMymWzxiFiRgns/k8kIoYHQq6ZpmJmZgdPpFKOASfOEcmmAsjJ9MBiUCuSdnZ0tVTXC4TCeeOIJ/PCHP0RXVxcGBgYQCoWQzWYlFaTRaOA///M/8cQTT2Dfvn3Yu3cvHnroISwsLKC9vR3XX389nnjiCfzZn/0Z9u/fj6GhIRHuNpsNQ0NDeOKJJ6DT6eD3+zE0NASHwyGV9CmLKFsIyT311FO46qqrsHXrVqnCQsWgFimgR6SSE9SUCiZBM/6q5jjR8KWRwDOiMldJzFFjU1QyKlyopt+otHXVa6NBz8/zdcYDz0vOPyet8DwbJDBw01OJMHjJSQXWWgYw2EfrhN4YmVpq0VYqIbq+KoxHi40/jDeoFE41iOx2u88K/jN3QKW98/2qi67X63Hy5El0dHSgu7sb3d3dUr9tfn4ePp8P+Xwe09PTAhWplNTZ2VmBcFieiCWLqHRYt21xcVEqPgCQEjws9MnDc+bMGRQKBakYQSXJ+MvKygqi0SjC4TDa29vR0dGBZrOJM2fOYGBgAN3d3ZiamkIymUQ6nUY+n5eEUHpM56LisoUCsFa/jxau2WyWOeXrjG1R4XFOKdiNRqMYEQDgdrslcXh6ehpbt26FXr9KG1ZjIaQ2d3d3o1ariQVNr3NlZUVqDkYiEYkTGQyrSaImkwnHjx8XL09lpjKpnLAarWG1Kgq9RXoz3HOsbEG2GAUiY3nNZlP2DEkNKlmHkA2p/RaLRbwnu90Ov9/fEuOhgcgitKRLU/mqsVrWoOS8m0ymFmHKztOVSkVSDzKZjDQrpGBTc+P0er1UoWd+WU9PD0KhEMLhsDyfx+OBz+eTRoRTU1M4deoUrFar7Pve3l7xdjdt2oRjx45Br9fj6quvhs/nw+LiIhKJBHp7e3HTTTfh8ccfxx133IH9+/fLnm5ra5P9Ro/RbF5ti0N2JvenXq8Xll8qlcLY2JjA5zSmaNRRhtGQpmyhnKNc4XpxP9EQVyFy1WBRSTX04FWGH+/DvavKLtXr4jOqZDVejzC5yqilfDmfcUErKXWBgDUqJeECejacSHpW65lj/Cwnj4pGfY0WB+MlKj7L+AOvTeXAxaWFzOAnF1q14klP5fMz9kKBTEuIzDFSjk+dOoV6vY7e3l7B48k2Yp+odDqNcDgsjDP2pAmHwwBWWxHE43FMTU1hZmZGNjm9GyZbsgQPa/EtLy+LQmRcyG63o729XVqEUCBzvQCgp6dHvisPBeNdZDaxsRvzszRNEwKHusFV5hAAIaqoaQQkDNBIUL1uQiOE8RwOh5AnpqenMT4+LnURGQSn4iSzzWKxyHxS2LOUDD0MegHVarWlcy+wltPHjHyv1ys5aFSsfHY1Jqdar/RMgLW8QQoWwsqEIBOJhFRpp6KhR0+vo1wuSyoC54z5amqLCXquFMrMv6LXzDUitEv4mOvKfDyywRhnpBCsVqvwer3yf8bHaDw2Gg3J2SPEyVhSNBoVY4yeKst3TU9P4/Dhw+K9raysSN8wq9WK4eFhaVXD8l+MOU9NTeFlL3sZkskkDh8+jCeeeAIWiwWdnZ1yXtra2qQSOhUBDS3GlGgYWq1WuN1uIYIQlaAi5tzwDDF+y3lSmcQ8GzRKuc9owHPNVMObcpTzyzXj+eB6qcw+VQbS0CeiwWfl+jAcs15en++4oJWUmoRJDa5CPeu1t8rMUwPmwBphQrVo+X8KEwBCyABaqZy8troItORZJFKNgdFCIZFDzcHi7yaTCV1dXRL4Vt10Cp9SqYQzZ86gs7NThFSxWJQSRJlMRu5rsVgkKZTCJZvNIpPJYGxsDJOTk0IFnpycFFYX2WRqkJVVBhiLcDqd6OjogNPpxK5du9DT04OOjg4RHkyC5OGtVquS2wWsFY6ld0DhSEFPhhgLwqqwAw8mBZwaO6SwVuN79MAJadGoIHxMQySfz+PYsWMS66CVrHpker1eCsGSWUjFS0+AMSHGirivWORVpRWTwdhsrrZZJ97PPW2321s6xBLq5Vmw2+3StJI157jXyuWyrL9aLYXPytgtoT9+lv9y3dVkWwpgQogOh6OlACo9QTIuVTozjUGLxdLSWFAVoG1tbYhEIgAgQpQJs4QDt2/fDrPZLKWnOjo60N7eLsqM5wKAkCZe/OIXQ9NWSyyxvxdjcuFwGF1dXbjkkktw8OBBnDx5UoxCo9GIhYUFzM/Po6urC7Ozszh58iT0ej327NmDwcFBiS2yrYgKJxO6tlqtIsOopDwejxTNJbzLcAQRFnU/U/gTQSAxjGdUJQIBEEOCeX00ElS5pxIkVMOdZ031lHjGuIdUiJ3fTUWy+P7/VUpKTcpVFQMXT50wWgxUMPwsBwUiLR4qHB40CjgVolAVoUrGoEWh5iLQolHzqAj1cDFVOi+wamG3t7eLMKdFDkAOgtfrRaFQkKaG6qamdRwMBgUqUa3a06dP4+TJkzCbzZicnMTy8rJAc4cPHxYmHg8aExZ5+Bg0DYfDUvkiEongqquuEjIHA64sXtve3i6Hgh4mocDx8XFkMhmk02mB3ajcKST43ehdqTi9GtRVGUwkZKjeL3OsNE2TAqxUEipDb3JyUuJA7e3tLeQcwjXRaFQqGvBQMj6Qy+VQLBbR398PAFJNpFarobu7G4lEQixlPiu9cMYmKWzJ9IrFYtLxmYKcscxIJIKTJ09Cp9MhGo3K/HNPsiIEAInn8HlpGJCJReYYAGG6stIJkQqyAOld9fb2SoyICo9zXqlUWkp9EWUgsYKkJZ4Ng2E1SXdgYABzc3NyPcLLpPWTDk4Ewul0SuI129Ww9Qwp4pdeeqkQImZnZ6UKBRmOy8vLuO6666BpGn784x8LyQVYJdo89NBD2Lt3L/bu3YuDBw/iRz/6kTARWQyY3jFJIC6XCydPnkQkEhE4m9U0lpaW0N3djSNHjqBarSIcDgsZSzXgdDqdlIGisQtADDlVDqoxKcYHqRzV9BoVFla9HRWZosxRUSDS0mnw0LCn3K3X6y2xL5XIoRr+P21c0EqKQolKijRbBhzV/BtVKRkMa0UaVYhNPThkwnBRKNy5afx+v3gJ/Dzpl4RvuDnZeZULrwYmVcYLBT8FOKu153I5zM/Po7u7G4VCQSqtHzt2TDB1lRVoMpnQ2dkpVi+THaPRKBqN1RbsZFMxD6S9vR2bNm2CwWDA0aNHWwKeZKMx9kE4h5BQb28vRkZGsHXrVqk8DkCC5ky0pRewuLgo8RXGe0wmk+QPGY2rfZ24qev1ugR0qaSazaYIViZ0kras0m5VWI2HRq3OQE+QhAN6A1QyzFNjywYedD4Li9CSTFEsFrG8vIxgMCjKlmkGFDoAJE5BL4Tfl4STkZERPPLII5KqQHaazWbD3NycdJslo9Fms8HtdosFz/JIasyN8K4ai+C+Z6sKJjYDECKI2+2W2OOpU6ck9tVsNkX503ijwuR5owJWq2RQiRFCZAy42WzK3rHZbEL55nkgUYLQejabRTgclgRbNUDP65FgYzQaUSqVRKnXajVEo1Hx0qampuS8Ly4uolwu49JLL8W1116L3t5e/Pd//zeefPJJrKysYNeuXThz5gyefPJJ9PX1SXz1wQcfxNTUFPbu3Ys/+qM/ktgaCT4U1iw0TFYev0+lUsHx48eRzWbR0dEhdQpZg5EsRjXlhWugyiIiAVQIhLz1+lUGMWnllJ+qwaHOH2Wnut9Vqju9b/6dRj2AFsY19wLjY9yD5zsueCWlWqDEtInlckLo8QBrbeBVD4h/U6tMcNCtVnM+VJqraoEAaNkYVDjq9agw6bbToifUQsHKACs3B+MlZDvFYjHY7XZMTU1h+/bt0uiOJXX4e3d3Ny666CLMz8+LFTo5OYmvfe1rEle68sorxWMilZa9p0hfJ8zSaDSkdXqhUEAwGMS2bdswMDAAm82GTZs2nbVO/Cy/09DQkBxcegvFYhFer1ea+VWrVSElTE5OIp1OS/A9k8m0wLaE3tg+g8KP68rAPg8d/84DRsVIIcKuwV6vF5qmYXZ2tiXGxViQ1WqVvCHWC6TFy8K0gUAAhw8fxtDQkPQoIiGC+4uxIO4ro9EIn8+HcDgsxtTS0hI8Hg+i0SjS6TT0er3Q6rPZLAAI7Lh7927Jo2JcRKfTCUNOr18tV5XJZGRuiCTo9XpMTU3B7/dLzNHv9wvtmR6T2+2WnlIsaWQ2r1ZfV2niVED8bqyIQOha0zSEQiGBvck+pKecSCRw5MgRuN3ulk7D3E+5XA7/8R//gUsuuQR79uwRwU14l55HNBqVOA2Nxr1794p3NDExIRVKSP+fmZnB7t27sXXrVlGQx48fx8zMDEZGRnD48GH4/X6YzavNDsm4/c53voOXv/zl6OzsbIG6uV5jY2PYsWOHlKIym82w2Wy45ppr0Gg08OijjyKXy2HHjh3o6uqCxWLB5OTkWcgQZZhaVYV7k8ahGi+ifOT8ExLU6dY6+wJrlSrofdPAIFRIL4wQN6/DQWYmz5daVYavq8b5TxsXtJJSITJOCC1Tvq6y8Rj05mST188Fp6XN6613d0mvpXDigrOlAK+tWibExNV7q4qOioy5Rjw0qvcwMjKCp556CseOHUOxWMTw8DAGBgbQ2dmJRqOB/v5+iTcAkHYF8/PzIkA8Ho+UY9LpdDhy5AgGBgbw4he/GMPDw9Dr9ZiYmBAF5PF4YDKZJHOfcAGp2aSwkz7NuoLExWk50msxmUwIBAKYnZ2V3Jnh4WGkUikR2oxNJBIJABACB4VLOp1uyX0itEAokuvK/DS+V6fTCWOPnjehXR58kmtolBiNRim0y/0AtDZdLJfLwmhkoi73JMvznDlzRkoMsSklvdRwOIzR0VExoEgpZysPCgCWj3I4HAgGg2hvb8epU6dgt9sxMDCAsbExYRQSmuzq6pKGlXx+NZZGRiefmR4klQXjbzQsCFECEBiT0ByD7kxaplVPo45tQVjFQ4XAeF8aHMwNo1HY09MjwnVlZUXKGTUaDWQyGYG6c7kcfD4fhoeHxUjlmg0ODooSLhaLKJVKUkcTWENWvF6vnOPt27fjqaeewmWXXYahoSF0dXWh0VjtQvDYY48BAHbu3Inp6Wnpm2YwGDAxMYEHHngAn/70p/G6171OGINUVvRmmStYq9XEi+c+ikQimJ2dRSqVQjAYRE9PDxKJhHjEVNA0KijHiPZwD6uKiOteLBZFNvK7c75VUhn3BFEqxkVp5KnMZxV6VGNaKmGE3rmKapzvuKCVFIUulQUPNbU9lYzqoq4PpvNwqJx/1StSiRlULgzuc2OoVEwKSd6PXhuwpuzUYqn05Aj1lMtlsXq4EcfHx9Hb24uTJ09Kdnq1WsXWrVul4SFzYkjltdvt6OzslLjF6dOnhXb8xBNPwGq14oUvfKEkPAJAMpmU+naRSETak7MnDACxnGu1mvQHCgQCCAQC4uGQpsx1YS8rbmzGHhwOh1hxVOJG42qfpsXFRanTRtYfhSxjDyp7SVXSvJZKcGFgnVYy16PRaAgsrFqnZOdt2rQJc3NzktekEmlooVLwJJNJ6PV6afugaavFYtmOgdAYDZB6vY5AICC1DSmgWWWb+0Bllvp8PkmK5h7W61cTk+mJsp4f51+NDRAKd7vdokg5Pzrdal4Puy6rUFSpVMLk5KTE6kia4RxyX2iaJoKeQlMlLKnxN54t1jWkN8nW6rVaDYODg/B4PMhmsxK/oyHIfa3T6aTmndlslsR0DrLqisWi1D1kvhsAaQnPPlVM4xgfH8eZM2fQ39+PYDAIk8mEcDiMcDiMAwcOYOvWrZIDSCp/e3s7tmzZgsceeww33ngjVlZW0N7eLuQZdrEmY5TsT5/PJ9T+/v5+LC4uSrNNh8MhFdDZXJOeDGPTZIaqqSxUDGryOb0glZVHeaWSLThvqoKhYXgu2UgEieeO3hqAFu+W8va55Emdf/TqeTi4SLSs19MwVY0PrDGUeECoXLjoZLytDyJyqHRNXosUTTV3g0KFC6kWpOXmopuuwn4qs5CBagrIgYEBaa9+5swZHD9+XNo9kOXlcDgAQIQhLSkeztOnT+PgwYM4evSo9L6hIGXZoEgkgu7uboRCISkkSm9QjU04nU60t7e3xCAIG3GzM79FZQcFAgERpsSrGVui4hocHJScI0KtNptNAvq0kKmsCHNw7lWIg4eCh0ctx6JamMTjVapwvV5He3u7JEDz0HJPcS8wiZXsM4PB0FLnjkKZ5W2okGZnZwWW8fv94o2trKwIOYT5QeyKSrYmYzfz8/PI5XKyRvR2ySIjjM0zoEK2VG6MqXEtaeQ5nU6Ew2F4PB7U63XMzc2ho6NDcv5o0JlMqy0yGKNQ76lpmlRBoadG1IIGQalUQjqdFm+a54tdmKPRKNrb28WLZeyPMRaPxwOLxSJV+VVYDICQMtSSZLw2STkqoaNWqwmjlc0USRjp6enBli1bcPHFFyOXy6G/vx8Gg0H2usvlwrZt26DT6fBf//VfePjhhzE/Py/kECZQs2I+PWDGb4BVksrmzZtFuXB/G41GSQhXyQ3c49zDBoNB4nOMwwEQ+I57V/2hfFLjVJSndAZUQgtfV8+S6kFR9gBogW95DxUe/GnjglZSKmWVyke1DNZbBOsFDCec1i2FHydcDSSqbjCFGTcVXWJuFGANalDpnee6D60Pln+hR8ZrpVKplvpgfr8ftVoNs7OzOHXqlCgSegRqbIGUc+avjI6O4vDhwygWiwgGgy1CgrBOKBRCNBoVAebz+eD1eiUZ0ufzSRuLnp4eSX4EIJYpDxSVAyuts3QThREA2bxOpxOhUEiqBAQCgRa6PBUPy7vQU1aZR7Qg6aFS0XC9aRjQKFHLvFBoqng8BRuFuBprpPdFyjmvRWuTsBS9FTVdgoc/l8vJ8zMuwUrW7IxMhUUvaG5uTqBmi8UirEnuLxo+JHCowWquqdockmeItH8WcuVe5bry/TRMCJdzz1FgUYBxnWlw8f3rmbg0JggB8hwwCZjKnyxOxqxY4isQCEh/Jp1urQElmYnqHqfxRuibBoHP58PIyAjC4bBAf0QCdDodJiYmJKk9l8vBbDbj4osvFuo6PXl2tW5vb5cK54cPH8bJkyeRz+fhdrvFg6UBy3kul8st3g7JOzw7TEPhPqAhTThVpauTHETZQsOOc89amKpHq8qv9ZAfESpVdqoGv2pwcH8z/sSzxvwwVZae77ig4T4KIgoxValQSalWAgf/xsCtSmmmkqO2X2+V0eNShQ6wlrjGg8mFUzciIQwVv7VarcjlcjAYDBKcVjdLvV7H1NSUVJlg64F0Oo2HH34YN954o8B/FJxqDozL5YLH40G5XMbk5CSKxSKi0agw1iiMubHIniJ01dfXJ9+dVHx6MKx4rebCUCAYjcYWJhGhPc4rPQN6jl6vV9aRhVPj8XiLV6GuC9eCBgqrGXDdeQCBVY9LrVJBgUvYh5Y+PXOTySSJlnNzc8Lgq1QqctiY9c/GkioFmHE5ClmuNdtesIwN943qybPVCokuVJSs6ZdOp1GtVhGPx9Hd3d2y5+khUeDRE6O3RiWfTCYxMDAgQpzklfb2dimUy1p79JDpBbKaOf9GMgSp9czx4h5Xqe1q3EQVmircyJgK54dkHpY64/0ajdWEWK/XC2A1QZxwcz6fF++W3j0AUcBUUIwD+Xw+7NmzB4uLiygWi/D5fJiYmBBjYHZ2Vrw9AOjo6JC0DlbvsFqtiMfjmJ2dRX9/P4aGhjA+Po75+XkcPnwYoVAIV1xxhbD7yJClEqGx5PP5cPr0aVHaJHNEo1EsLy8LJKqGNRivpIHFuDmNFjVlhmds/VnhmnEf8XUaHTxzPFeqcU8ZqXpTlF1cM9VD454/33FBKylqeEIP9CJocaixBtXK5qbl6xROPDjEu9UYEoAWCIMuOiedVHBeE2hNfFMXSVVwFNJUbhQCpONms1mUy2WMjo6KVcq8okOHDklF8Ysuuki66/L+LDUUj8clUDswMIBt27bhyJEjaDabQvtWq1ZXq1XMz8+jo6NDSi5R+el0OuzatQtPPvkkTp8+jUgkIhUwAIjS4xwuLCwIjOfz+aTsDQDx1DgHmqYhEAhAp9Ohp6dHyibxYBJ7r1Qqohiq1Sr8fr+Ug+Ga0VKlV70+mKuyPWl9qvEdeoGFQgFerxc+n08qE9TrddhsNqlkwOejoGA1d4/HI4efdRbpefIzNC6oWLjf9Ho9uru7MT8/L9YpmWBkYDqdzhbKNj06Klqj0Sh7kh2Ep6enRSHyXmoCbbFYbCEuEDKl0ZNMJluEfbVaxdLSEnK5XIuyVYUZzwiLtNKYUT1dGgFqO/VcLieVWggbZrNZ8TTcbjd6e3sFiaChwwojVOgWiwXt7e2SrkAvjUQTTdPEAFxYWBChbLVaMTY2BrPZLGeAnlxnZ6cUfe7o6MDIyAjMZjOefvpp5PN5iVeVy2U8/fTTMBqN6Ovrw8DAgJzten213qBer8fg4KDkfj3++OMoFosIhUJYXFxEJpORTtvsaE3vn0ZQvV4X4gfXlUYz/6VMUit6qKQdGgk0qng+KPOYj0hPjHuHMk9FjVTWNIeaS/W/pgo6g+W0pmlJ0BpULQZ6ClRQarkkNehHgcmNoMYogLWYhwrxqcqHuO/6xDkOQknc8CxV02yuJvYxwE/aJrC6gRYWFtBsNhEOhyXP4siRI0ilUpK0OTMzg1OnTkkAlySBiYmJFvZbsViE0+nE4uIipqen5TkZfNXr9QiFQgCA48ePY2BgQDwhYvkulwtPPfUUuru7ZV5Zxf3kyZNCqqDyYu+obDaL3t5emSsVcu3s7BSGE5lSmUxGCoqSoEBvjgeDMB5psoxr0Mt1Op2wWq0tpadoUaqtCJrNppA6VKiKljcFHg9tNBpFPp/H1NQUfD6fkAZUGI0Ht1AoSPJpOp1GMpnEjh07hP7OCh4Uji6XS4wZ1WOYn59HPB6XZnu04v1+P3w+H06dOiW1E9Xiq7FYDLFYDIFAAMPDwyKcGK8BVlt7EJYlE40JzIy5sG0FBRm73+bzebH27Xa7zAPJKGTwscAqoe16vS6Jq/Qa6e01Gg20t7fLOSuXy5L87vV6BV04ffo0JiYmzmqLwsRxDpJtWFWdBuHs7CwCgQCuvvpqaJqGu+++G5FIpEXZzc3NwWq1orOzE21tbRgfH0coFMKOHTvg8XgQCARgMBhw8uRJYVV2dHTA7/fDZDKhUCjgkUcewcDAAAwGgyQZ06tgQi/3H1m2TKCPxWLw+/2Ix+Myd4Ty9Xq9NF0kXMp9R9lIeJ2MWWDNi1chbnpnKuuVcKHqdampH8Aak1odjUZDUihUpIsy+HzHBR2ToiJSA3m0mtcPNR6gxpNYdoeHmUKV3ogabKdSIU6rKkEKGzX+BEAsW3UwuK6624yV8NAzwZKbd3FxUapfE2qwWCw4deoU+vv70Ww2BZZgXTa73Y5QKIRkMik070AgIIm96XRaFIlaHNTtdkuNsr6+Pqlrx3pshw4dwpEjRxAIBLBp0yZpgRGPxyXom8lkJEEVgASK15Nb+DsZd0xK9Xq96O3tRTgcFmHG4DNhNxoXKrtTzQ3h2uh0upbDwvtSCRAiq1ar0uIkm80KjEVvCYDUyCOpAIAQCbLZrECnhFipgEhZz2azLRAgFSoHD/7o6ChisZj87nK55D70GPnduU8LhQJMJhNSqZR4ZlQSnFsaD1TOrBVH6jnPEen3pHlTWZNAEw6HxRNvNBotlQ0KhYJAgqTE5/N5FItF+T8FqcFgwJYtWyQGw15bPp9P+pKpwX2uJ5PdeQZOnToFAC0GpNm81iyU8GsoFBIjj2eVHnAwGMSmTZsQCoUwPz8Pl8uFRmO1SkcymcTc3BzGxsZw4sQJEeL79u1DOp3G1NQUOjs78drXvhZdXV0YGxtDKpUSD7rRaODBBx/E4uKieKrRaBT9/f3w+XzyzPS2/X4/ent70d3dLUSYVCqFkZERyc2inKByymazAkPzzHAPZ7NZeS/XmDKK8oztPtQYo2rMc76pVFW0SQ2NcG82Gg3p7UZlSRSK+/Z8xgXtSalekuoVqVAGrQl1o6sQEAChSxLOUy1rNaCu3oPWBhUkWWwUiFwkKh5eS2WfqRaKGndRKZxutxvLy8tCWx0dHUVHRwfa2toQjUaRTCaloRytKzLRSNElg8jr9UosKJfLYWZmBu3t7QLNMW5y5swZsdCmp6clq5+5HseOHUNPTw+6u7sxMDDQUs8wkUggk8kItKIGWVmWhsnBKjOTFjC/NwW96sExUZk0f9Y341pz7dRDBqx6C6Qvq2V3qKQI7a2PJ9IardVqkozJ+wCrHi5LVpEBxvgaiQJs/rg+JYIMMk3TpD06vQWDwYB0Oi1tIyhEyL4DIF19+Tl1qAKGAoz7bHFxEaVSSYgwTA/gs546dUpiYNzjjGcVi0WBx3K5HHK5nHiXgUCgpaYfPU5a5/SamT9HT5cJwqwcTjIJBXWlUhGlp55nAII4JJNJEaCcL1bdANagUJXVq5JkTCaTtEPp7e3FzTffjG9+85uYn58XYhKFPpO3Ga8yGlfz2LxeL/x+P3bt2gVN03DmzBlMTk5KjhgZkhTkjNvabDZp9NhoNNDT04Ndu3ZJt+JQKISdO3didnYWR44cgcFgkI4LhGZ5XliHkJ6OSoAgZLs+Zs9BZrKaF0i5qnZq5negnFXZttx3vIfKKuUeVdNH5ufnz0vOX9BKSo0JqYE6CuL1LBVgdSIZ5GaMhYtK4cG/qYxALhLJFlxAAPIZlTLKe/PAMvDLjc6FpdtMS1TFgMkcYxxkZWUF8/PzkkvEjcaDTLiOgp+liMxmM4LBoNBfGVuhUCS9VoXC+KxqTGFpaQlzc3Noa2tDV1cXtmzZgmazKa0Z7Ha7bFzmaXi9XvFu6DER2242V/sekTqvBoJVdiKTcmdmZs7JSlpPxqDwA9BS1UIV3ir5hQKaMS41aK/T6SQvjHEUAFKX0O/3Y2pqSj5DxUkLlMm+9NT5fLXaamvweDwusS3uS651KBQSKJhNERkb4Z6lIUDCBoUu/6XgpvXKmAWpzDrdajNJ7hMA0ueLZ8nv90sciDFFsgq5x4G1PBquLRU9YWbuOafTKc/LWBXPKA0G5roxJktFRSOCBkMqlYLRaMSmTZsECmdsjrUMee7X5wjxDLJhHxXujh07kEgkcODAATEwufYklMTjcUQiEVmnYrGIw4cPSzuQK6+8Eo899pjUESQZ5eDBg9i/f7/EEu12O7xerygppiKwAka9vprQ3N/fj1wuJ8/Oc0k2I1EO7m1+P9VY42dV+UWZRiORBiXlKa+l1n+k3KNhTsOFsgNoTdalIqNhSJTjfMfPHe774Ac/2CJAdDodNm/eLK+vrKzgTW96E/x+PxwOB26++WbE4/Gf6V4qHZKTqf5NfR+FGb0UYM1aoJJbr9hUlpha6mW9kKMwowdGdhfdYf6oCkili6oQFTcJrTx1U/BgU0DSM+LmCgaDUlONngEhP6fTKXj13NwcCoWC9N9h115a5qT88lkZxI7H41hcXEQwGMTQ0JDAIYQqyLxivk+1WhUrVlXYhFBVb0Vlg5EYwc8yUMv/q14QLTsVzmVMh4KAa6GSaVTWEaFRlXFGr6pWq0kpIH6u2VxNTGRiKJsEkqrPeQZW+3FRSXDdSB5QadxAKwOVgWybzYZ6vY5kMik15QwGg8ScyLIkQ5FxQbN5tXgvvWoKGHpkLMhKz5914Qhjk1XJJFiy3srlsjS6pFLnHqCRxn1KSI9CjF4dvzP3lxr75bpWKhVhnzLOzGupUBJjRb29vdJSncYc8wipjFQhTeSBRodKvvL5fLjsssswODgoHgHZh+VyWeJC9OT6+vrgdDqxsLCAUqmEUqmEPXv2YGhoCH19fahUKpiensbCwgIeeOABZDIZAGghBLHuIhEHrgnLT23fvh1DQ0PikRFpIOtTjcurlWVorPJ8qOgBFYpK4lIHlYlqYKlkGNVBUJ0AXpsGm2qQP9O9nlXOn/c7n8PYunWrBGpjsRh+8pOfyGtvf/vb8Z3vfAff+MY38MMf/hALCwt4xSte8TPfS8VBuRhqgE+dWL6fE7leKalECC6QKoBVC1G9JheIB4lKipuHm4pCmoeVf6MCVK+lCkM+Kw8y38NrpdNpCUD7/f4Wq1RlPTFonM1moWkaIpEIotGoWEoU5mw0x1JHhFQWFxdRq9XQ0dEhreO58SnQ2URRza3gvDMGo353GjK0sOix0ZNk/kelUkEwGBSvinNCRaeSWyi8eZAoCNWDo35e9cj4LGpNMpIAVEFAyCubzUrCLZUF9xPXRq3NSPiLECuVFbBWJ5LPxQKx9L5p1ZN4YDCspgxQWFksFvHI1n/f9QJMNYb4OmOGLBlEwkcsFpMK5iSXcD3JllMhMe5dFY1gXhe/N5UClbFqVDJGy2K0PGtk49GgYJsZCvVqtSplklKpVEtaCbCWQgGslg5j/Ff9HvQsent7ccUVVwgzlQYhvbu2tjbx5kiQoNLO5XLo7e3Fjh07MDw8jGazibm5OcTjcRw7dkygYRW+JlmHMT6uLVNIgsEg+vr6YDAYUCgUUK2udtkOhUItqQ7rlRJlI+XGeiWjwvFcHw6ekfUIjaqEiECpMCKw5kCoHhT3HeXb+Y5fCNxnNBrFzVZHPp/Hv/zLv+ArX/kKrrvuOgDAF77wBWzZsgWPPPIILrvssud0H8JG6pdnrILKSA0QEopSrSsupApbAGhRRoRXuJh8vwo7GQxrnV+p4KhY1vfxYaV2Cj7GOfgd1GempUvMns9uMBgQi8VQrVYxMTEBt9uNvr4+2WjErVWrFlij0btcLuzYsUPiRwwsm82rbTuy2awUwQQgLd27urqkiCwPNOeEMKamaVJpgfEnCioGtFUPSq22wRwgwn5qHg+tRlWYc61UuEtll1GwcF/wsKm5cYyZ0PNVrXwqTyoINehM+rWajMnvwdwkKjy32y3PSKVbLpeFJMBnojJoNBqSq8b9RiFB4Z3NZiUmRu+RbFGdTodEIgGfzyf5TTqdTlIn5ufnRZHSU5mdnZV9xj1fKpVgMBgQDAZboE4VgeDZoHJU47eEJCl4gbXK6PTUmH/EdeWa8l961KSw02tUW74T7iaxg4YZY2HqeaeiaTabiEQiQkwhw5BtNl7wghfgRz/6EQBIVQvuP4/HI89POLNSqaBUKklhYJYqYz1Ktrc/ffo0Go2GKCbOd7VaxezsLEKhkDTZVA3ezs5O/Nd//ZcweskGJuuSsoNnS5Vv7AqsVkVRDQCVoq5CyPyd+0TNoeL91FihimzQgVB5AipacL7jF+JJnTlzRpgrr371q6U23JNPPolarYbrr79e3rt582Z0d3fj4MGDz3g9xlzUH6CVJcdDT4uIQXgOCngGBnmQyH6iQFQPB7C2aGqBRDXuwoVUE2jXe2Imk0ngEwAtVPdGoyHxKt6Plg6z5kkRJnuK92bdsFgshqWlJRQKBZjNZnR0dAhTp9lcbdk+NzcnuVKbN29GuVxGV1eXCAge1M7OTsH1FxcXpbVGoVBAKBTCtddei8suu0yULuE1r9eLcDgsB5aHmEwuq9WKaDQqeVHE39WKFbTAyWZMpVItCi8ej0uwmeujsou4fvl8XqA4Pg/vqSpHZuarQlw9gGR2cf4pqAinEn7S6VYZgiptF1gtT0XCB2E3tUZhLpcTT1CNB1KJM15FCFGv17dUYcjn87InGG9aWlpCV1cXDAaD5MBRMLGXklpbEVhVOvPz8wL5apomVSZYeDUQCAjUzD1Jz7terwt7kvENfhfVo8vn89Kd2mazwWhcTapWC87SUzabzQLf0YhjOS2mBBiNRgwPD0sfM7/fj3A4DJfLhWw2izNnzghBhZ6oCoMT3ub3UNNGdDqdnCMSGIaGhjA0NCR1+AgbxmIxEeQnTpxAoVBAb28vQqEQOjo6MDQ0hO7ubjFYfvjDH7aQhVSlEIlEkEgkoGmasHB9Ph+KxaLkLdJYaW9vR09Pj/yNcS211h7PFKFleuaq/OQcr0eeaJCpJBjKLe571RinUcYzoIZe+D7KRbJ5z2f83JXU3r178cUvfhHf+9738A//8A+YnJzElVdeiWKxKH2EWCCTgwVFn2l89KMflZIibrcbXV1dANa6WjabTSEXqF7SysqKlPwpFouSh6IGnAmZqfEsKgcKIlp3XFwqJi4mLWlVYdEN5oFn3TseTh5Iwg+0xEmBp+VOl5sbRfUKmWthMpkQjUYlL2phYUEMA7LZCPM1Gg35HBMoU6kUYrEY5ufnkUwmYbVaW/DuVCoFh8OBXbt2YfPmzRI4d7lcaGtrkzYBpLqzckZbWxuGh4fR3t6OlZUVZDIZpFIpSSylYqcyICmkv79f4nRerxcDAwPo7u4WIchDQcXD2mskGWQymRa2H/NiSA5RvWIePmL8wBoRhtVAmBRNSI3eI9s5RCKRlpgGX282m5KjRQHAtiSRSEQEA2M+FJZqmZtmsynzbLVaEQgERLlyH1EBTExMoF6vS6WInp4eMVbopYRCITHgGJPJ5/NIp9MthVsJcTGuR0ODXriahEsFStiNBBaeF03TWuo10lik997R0SHCFIBUASEhgs9y6aWXYnh4GGazWTz0YrEo6Q7pdFqgKcbflpaWJIWCBo1Op0N7ezsCgQAWFhYk143tVtTR1dWFeDwuNPxQKIS+vj6JHZH4QdTliSeeQCgUwsrKCvr7+xEOh6Xe39DQEAYHByWnUU2CrVQq4m0BwEMPPYTHH38cpVIJnZ2d6Onpgc1mE5o8cw4BoL29XeJanF81tsxSWazKQmODRhwNJEJzqtejQsOq7FONKq4/z5bBYGghPLGCPQ0pNXH9fMbPHe57yUteIv/fsWMH9u7di56eHnz9618XmuNzHe973/vwjne8Q34vFAro6uoSqIFan5PHSabS4fuISdONBnAWZZZKB1iD9NZfl14ZD6IqkChgqHwI19CSXm81kxZNeIX35XOplRyo/IgfsxXHq1/9aun9pNOtJtWyzxC/J+nfrOLc19eHSCQilas1TZND2tHRAZPJJHk5Ot1qou1FF12Evr4+TE9PCyWeVF+1rhiD+yrmzeTJ+fl5YWFRWKm5agz4k3VInJ/15gBICwkVg6cgZ24R51pl6nF+aXhQETHupBaK5WFmHhOrflssFllnljBaX5uQe44NIF0ul1jzHFQMzWZTqMOEZOkxUQHk83lRCoxFWSwWaS+fTCYF4rLZbJifn4fdbkdXV5fkrzFWCKwJIwoy0uZZ6DYej6Ner0sgn2eHeWCMMdAAoqDi+3htnplarSYeEOdfZY4CaLGseR6YOmGz2dDZ2YloNCqQX09Pj+TjmUwmxONxeRYqdhUSUwdhVfbJSiQSLTlApVJJlHNfX5+QHbxer6AX1WoVwWBQKqDTaEylUnjsscdwyy23yPkNhULo6uoSA3BhYUGgw2QyKfPT09ODgwcPwuPxSAFdQnIMoTDx2WQyYXZ2Vr4HWcCMLRNCV4liNErVmL2KNvEcc464fjwfzeZasVlC8wyrqOEJNd7E9xDNoIFIuXY+4xdOQfd4PBgeHsbY2BhuuOEGCSyq3hTpnM806O2sH6oFwH/VuA4nUHVBgbU8KUIVwFqQkG4/lR4/x42iBth5f24IxlsY6yBGS1aQz+eTYK1qyTOJmJ4XNwiD2bwXrxEKhdDd3Y1HHnkEXq8X7e3tomC5iQiz1Wo1xGIxGI2ryYosY8TrR6NRHD16FAAEGmNOSbFYhN1uR09PD3p7exEMBmVeSQkmIYBeKZNxefgpzAkPED6hgmZckc/E6/L72O12sXgZxOX8qAQYejDsZsy1YpyEdeWAtVbb9BzYG0vF43kwCWEQZmN7BVKPicer8TPuQxoa9PJV6IufI41YjdfRYKLHQvZms9mUXmFcG7W1i8fjkftVq1UEAgGJ1ZAdGYvFpMkghRj3jcfjwfLyMlKplAhYKulqtYpYLCZ7mTE/zq3H42mBjbguRCVY2ohnTY13MNF8vUBl6SDmUrFhJwAMDw9jeHgYJ0+ebCG10OPU6XQtMoOQIrBq8JGmDkASnBljZFwTALZt24arrroKJ0+exMLCAsLhMMrlMkym1fqLk5OTmJ6eFuOup6cHd999NxqNBl7ykpfA6XRKlZepqSlomoauri4pSEsZGQqFhPiSz+elG3Ymk0EgEIDNZpMmpoTmT506hdOnTwvsNz09LfKLCoHrbjKZUC6XhVhD45VKg0OVXetDIlwzziPPPY0yylLVq+KaqgQ3lSh2PuMXXnFiaWkJ4+PjaG9vx549e2AymfDAAw/I66Ojo5iZmcG+ffue87VVT4e/r4/trKdDcqgMJH5etR5UdgzjBFReDJgyYM/rUZCofYf4HGwzwOuzfA+FBAAp00IBDKDFq+PmY600s9mMXbt2we/3A1j1lth9lZUJCoUCRkdHJYbldDqRSqUQCATEemW2P8kAyWRSoFSjcbVLLK1HVpPO5/Pw+XxixfH9tFp5WNQSRowbARBsnDAZA/6cE7PZLGV53G63QIqcZ16XApSxEno/FFSqJUeBS6IBDQo11qLGGrkuRqNR2jt4PB54PB6JFREu5NowxkEYjQeVipGBZkKX9JgIm1IZUmExjqFWYacApiDlHJDZxv1ICIzVJVZWVpBMJkV40etT0xpMJpP0I+Nz0ash+49GE/c0Y65qvGF9LbilpSUpzaUyXNU4CJ9LJYtQ+ZPYUq/XpWYfY6d2u11q+RHWdblcCIVCAsWprDSdTodUKiWeKOUC10r16oLBIDZv3oyuri6psajTrVZGT6VSSCaTSKfT4u1yT9x///0YHR1t8SgDgYDE+Hi2uZfVkAOhcOaTMWmYPbBUecYUCNW7VyE2zqlqRFHuqTKK8kUlO6jMv/WolOqB8QwRJVLlJr1lVc6qcOH5jJ+7J/Wud70LL3/5y9HT04OFhQV84AMfgMFgwK233gq3243f//3fxzve8Q5p+fCWt7wF+/bte87MPuBsGqMq2ClkVEhQPQjqZ+iiqodFpZ9z8FqcZG58Cg5axYQ96CVRsdGLovDhZwkx8hl5T34PYM0CoRIqFouw2Wy47LLLpHEe38c4RzqdbiFmkB6dTCYlsZdwH5WrCuNQYTDmwwNES8zr9QqLUA2mMyAfCASk5AwD2EtLS1KWhl4O5zwUColXSthPr9djcXFREoXX02dpMJCkQTq4qhTNZrMEl3nguQe4PiqcSmXC+BcPM9slUKGTDr20tCTtUFSvCFirX6YGjhnjpJJifIUxH/ZWonIk+kDSR6VSEaFE5aV6bFTeNCZU74awJNeX8RB6EU6nswWa4mcIVaoGG+/FTssAZB9xMCfKZDKJ9+Z0OiXmmM/nZU3VmpvrBWGpVEIikRBiUDQahdFolBJB3PtEAgKBAFwul+xvrhkAMSDK5TJSqZSw8egNUOjSmOns7JTK6oRHz5w5g6WlJTGWuKcqlQrC4TBOnz6NI0eOIBwOS/yQbXZYnor7gmeez0+GJ71Cnjd+bnFxUdaP60DCi1r9hZA1vXZWP+FepIKkMlOT0NWYO88ZB/chlQ49Wb5XlWGq98q/0xg43/FzV1Jzc3O49dZbkU6nEQwG8YIXvACPPPIIgsEgAOATn/gE9Ho9br75ZlQqFfzar/0a/v7v//5nuhe/NH9UajDhHhXO4+AhVidUpZKrE6iyvfgaYRuVpsnr8eCqVGXGJ8jkAdYWjQeSli6FNKE6Pjc9g1AoJMVfNU3Dzp074Xa7hSJORlQymUQymURbWxt6enoERmNdOjY8ZC01tUyLz+cTRUXqN70ptpKn1U9BVywWMTc3J8FwvV4vFdr1+tUSLjMzM7JJK5WKBPgJyzFrnkqd3gVr5alsMQodeqdkN3HOKWyIfweDQYHIaJXzc6rw4b0JB3LN2A6BzxmNRoWKPDExIc/JIqEApP4dr6uyBnmILRaLpBIw4ZpGktlslrVW2Xwsx0RYiDFK7j96LiqFmfei10PhyrmkcHQ6nVJclQKGg4V/KfTpFakxWAo5epVU9ix2Wy6XpRgrCUdkiBaLRVFSPG/cP8lkErFYDMPDw9KwM5/PC6GAfbJKpZIQTIC1+NZ6BikLL7OmJNmdNFZ4jgEgGo1C0zSEw2GJ4+XzeSSTSbS3t0uDSaZPuFwuhMNhPP300xgYGMDAwIAQe3K5HAKBAMLhsECnnD+z2Qy/349YLCbeIACpchEMBjEwMCCygd2MV1ZWMDk5KakHAFr2kVq9fD30poYnaGxzD6l5UGooZb3HRFmkel1833rZC7TW+Tuf8XNXUnfcccezvm61WvHZz34Wn/3sZ/+f70Xtz0ENz8lWmVYUuMBachsP3HoWi7pReU01H4IQCdBKcmAeAhWFupiRSAQLCwtyYMjkajQaItRUa5osL7ZeJtRBOIIxJwZZZ2ZmRJHQi+NzjYyMyPNMTU1hZmYGu3btwtjYmJSq4UGhxRsOh9FoNDA1NYWuri6pMba4uIh0Oo3du3e3BFmZfEmlRtiIyoTfm5BhJpMRJUL2pd/vl4Aq8e5mc7U6fDgchtfrlTw3YK34L4UJWWWcO1KjaSWrfY0Yc7FarVJ8k9Yj547QG5VnPp9HLBZDMBjE4OCgHDQGrbm/yfpinCORSMja8vuTgcVir9yzFA7MtWKdvUKhIJXBNU2TnDQqG37W5XJJUVjGc7i/CdnSSGHiqFpNW6fTiXfDQSVIJUyjit4t696xwjtjSSqVmSw7esaqB0xBSUYYvQrGKWmA0XMMh8Po6OiQ785CslQ6Op1OSDBUytzj9AyPHz+O+++/H3v27JHKFFS0nHueb4/HA6/XK8/MFiKf//znxaubnZ3F6Ogo+vv74XQ6sWXLFhw8eBCnTp2CwWAQCJVxYRI02OyTzNT29nZpUUOYlyhMIBBAIBDARRddJIr/6NGjeOyxx1CpVLB161apSgJA1p4wLqunq1Ae6emq56oqdP6uxnnXp2lQZtBTJgLB88GzpSJbqpf808YFXbtPtfRUWI4MPpbTUS0pNSjIoJ4afOd1eaBpSRMDpkekuss80LSoaIkAa609qtWqJJnysypBQ6dbLaLKWlz0vtra2pBKpdBoNKSSAxVCZ2cnALRg0erc8NAPDg5KaRYmj27duhUPPvigVBOoVldrs/X392P37t2IxWIiTJiLwQoLKk2ePa+y2aywrkqlEp5++mkkEgns3r0b4XBY2IX0NChASCJgMJvNGb1eb0vMY2RkBDMzM3jiiSfgcDgkhqJ60B6PR/oaqQVZm83VwqoUgGQk0tIDIJa9yjprNpvS44d0X64vhTXXkWQcBsoZoyCRg3uBh5PpEHx+wrJUvOFwGKOjo7DZbFLdg/tSjSmkUilRIITPKMCYX8aSTEtLS/D7/Th+/LjQpJmmwQrq62FTeh42mw2pVAoAJLdNtabpHTPxHICQMWiIEJbmnuN5crvdiMfjkm+nxh4XFhYQCASwd+9eFAoF9PT0wGKxCPOPwp170efztZx7g8Ege5N7qVJZbSrJXD1NW23XYbFY4PV60dHRIWeSifiEmmn0RCIRfPe735U6mKwawT1JCDGRSKCrqwuBQACNRgMTExMwm83YsWMHxsfHsbS0JGtF2JdlxWKxGKLRKLq7u2E0GpFIJKTyfldXF3Q6ncwbz4rD4cDc3JwkslutVllbVjCh8lAJSKrc4D7lDw0G7l3KU8L8XGv1LJ5L3jJUQpLVecv5837n83CoSXAqi49WLYWISpCgd0WcV1ViPGgsdEosn5Y1MV5SMTnRhFaAtX5R3NT0vNLptJTkV8kZ3ABq1WYKSZPJJN4DBRGtHoPBgO3bt4s3A6z1WWIOxfz8PNxuN7Zs2YJ6vY75+XkJ4o+Pj+PIkSOSaU/Pkwqkvb0d1WoVY2NjmJqakrjO1VdfLbBCPB7Hgw8+iImJCVF+LpcLhUIBY2NjwibS69fqk9GrzGazUoVBDdAT+lHLNOl0OqGIl0olRKNR2O12EbJU7G63W0gqhPkoNGkxqoPKnjAqWW18TYVB8vk8Lr74YmHUMU62detWNJtNqQ5BL4eWLxU6vSNamxTa9Lz4HFwD1csjMYbJnx6PRwwop9MpnyUbcMeOHThz5owIFZIqeFbIICOkSoSAXkYkEsHY2JhUdfd4PIhEIpiampKcI/Yw4xmh0UfFQO+/VCoJOaRSqSAWi4lBQtYnvSwAYojxszx/g4ODsu48RwsLC8hkMujq6hLomI0guRZTU1OyFxKJhBhv4XAYx44dw/e//3309/fD4XBgx44d2LVrl0DfLAytGqLquOmmm/CVr3xFYEp2cD516hQ6OjowMDCA0dFRiYPu2rULl19+uXgfO3bskBJHsVgM8Xhc4NPJyUmpJkKja3FxEYlEQtp3uFwu9Pf3S2WM2dlZRKNR8ZJ51onyqOtE+cRB9h+9JRrsNCYoV1QPjIP7iDJZZbJSDqukKcq38x0XtJJSsU0qEFoF9FBorapuKP9P65lCnxYxr6FaBiocyMPDDG4VHiT8R2iLiZEkFhAGopJyuVyygdRWFaprTEvNbDZLFYZoNIqtW7difHxcOuuy987i4iLGxsakNh8FIzFv5o7MzMy0VFGmNZTL5TA7O4tEIiGbS92UJFAcO3YMP/7xjyVJmBbzrl27EA6HYTabEY/H4ff74ff70d7eLgKITf0Y0GVnY7a2r9Vq0iaBFSQAIBQKiVJhWxAqfuauMHeJJBUGaqn06AHTQ+KBUim2ZCwuLi62kChUmFgNeLOcEPekz+eD1+vFwsKCKA+yuFRSD70J1UOm8qaXStILlQs9OSp2JhrT0AkGg0KPJpzGBNlarYZAICDzoyZuN5tN5HI5qcrOfbmysoJUKiWdcSORiFR9oFIFVhN+ycRUq2Aw5pdIJLC8vAyv1wtN0wRKBSCkAwr0Wq0mQf6BgQHJs6JBR0Oh2Wxi8+bNcqZI1GBct1KpIBAISBxqYWEBCwsLeOyxxzA3N4eBgQGpru90OtHd3Q2bzYbJyUls27ZNmnyea7AXFLBKcU8mkxL/nJmZke9C0gcJNnNzc0in05LzxMK0Xq9XjIne3l5hthIuZV7Vpk2bWkIOjEEfPHgQTqcTwWAQCwsLmJubkzWhzCJKQ5SFzNj1+YTc26o8VFnQ9Oy5p4A1BcX38pyTsMTXKavPd1zQSkr1gFQLjvgnoQq+l0qI7qxqFdBiUaECNRjNa/LzJDrQGmTgVsVxKbAIZxH/p8BTk+fUWAifi3E05nG0t7f//+T9V4yk63rWD19V1bm7ulJX7Oo4HSasNTNr1tpre2d7YxunDTaWwMIHFiAsIfkAcYCEhJFASEiIA2RO4AQRZOAE/y3S3jhseyevsFeY2NM5VVdOXZ1Dhe+g9+/up9qGvdZffN/HaL/SaGY6VL31vM9zh+u+7uvW/v6+NbbG43FdXl7aRvZ6r6nCrVbLZIp6eq7UEY6Pj9VqtSyqJMpy6xb0j+RyOZNCAodGYQG45pvf/KZpwFGXev78ucFDGDtgAdbXZfqQmboMQQruFG0JIsLhsMktcU9MT4U55cIM1O/4zCh3A425hhJWnhsBuswr1haaP/W+9fV1qzG5WXYsFjMsf3BwUPv7+zbra3BwUMFgUIVCwdhnriEkk2fNyAT5bNC9qXHxeWBxIhsWjUYtakepHTYmr8E5IcDDEMLydKfAggpgZNx1covwZIywvhgvQt3TbQIOBoPGkoNcdXx8rNPTU2OsPXr0SAsLC1YXrFQq5gDL5bKKxaI6nY5isViX2kencyWptbu7q1KppNXVVWWzWYOtgcmo3/GZIUlgrEulkq0zWa0kg/4JqEA96G/a39+3cR4oSQSDQXsOzORqNBqW2WITyMg5vwQ0oAUgPqOjowqHw5qfn7f9NDY2ZvVBGLTYOYKw3t5eO0OcR0lmQwniufg5ziPBvktlx35hz9z+Kvf3XBLGJ7leaSflOiX+L10zjNzIFzKBdB0JAA8SQbvqES79m5+htsT33fkrLnvr5ntL3fR4DAL3Ti3AxdF5b7I0ImlqOUjJXF5eKhqNWj2iXC6rVquZAgNUcdhqOMj9/X3rsHczJQwV90nUDpSyv79vE0rX1tYMBgU+LZVKajabevTokcbGxrocPQaEwjOUVw4JzggIimiMiG1kZMQaonk/XhsKOD1BZFccOJQbYNG5PVM8B7dGRAYBPMyhZS/xdWobjPz2er3Wt4Nm3+DgoBlCjDvRPvqI7p7kM/E1DBiZDc+K50utDQixVqvp6OjIIFt6ZnA2GBuySbJYyAa0N0iydT4+PrYAjvNFIEdELsnqHjxXkAjqLpwlMiLuZ3R01Nhq7HHGrcRiMQUCASNRoKdIXc8VvOUs8ywxrkdHRyYXxn6j5ttsXqnMV6tVPXnyRCcnJ/rqV79qDFSEd4PBoGmNSlKlUjHIGSfd399vTern5+dKpVLW2A6zj0kFnG0mPxNIkg2CbIAA9PT06ODgQIVCwZwBCMnExITVmZkmDfTOnnHtDAGa20tF0I/tcanqrmO66WCwv+7X3QQCO+LamB8ZJ+VGufxhId0FdQkKLJzU3QzMQrLJ3aKw6/mBF/kdUnqXVswD53clGcxDrcuFl3p7ew3X5rWla0mR8/Nzo6MODAwomUzqwYMHRgiYnZ1Vq9VSqVSybMnv99trECECxaDMHAgErL/KLXhCHiCTo98KJ5XNZvW9733PojbX8Xo8HuXzeaO/g9NTC2DCLTpuOCpJZtzJbjDKfr/fstB4PG6Go9O5GlEO+wsGEwYKB0wtiiAEw8p6QhJw2wo4XNSGMCZkwLwO+PrQ0JA5AlePkQZliDiu87m8vFSxWDT6N9AdRoEAh5onrw+rj0yHwKPZvJoxhmoEBAAyXfdvj8ejSCSiWCymdrttM91arZbVRchCyazpTXJhNfY+fVTHx8dd7FbWA/IBTEkgSown4r1uDZln52bckswxAW3i9F32GYYd5iEZvXsW+ayc03b7aqQGAyaj0ajy+bwymYyNrqlWq+p0rvqR3nnnHQsg3AGAQPeSzIkBvw4NDWlxcdHYjCAp1BsZ4sgIFqB19uj29rZ6e3sVjUaN+dfX16exsTEtLi7qu9/9rmq1mpLJpA1jJICgLsgaurAbQZcbsLk1eTdbwu66X3PJFNgwFzq8abPd8sEPu15pJwWU4Xp+6VrB/GbTppvaEqkTVbJwbg+BCwty4HggruIB/R7I4WNocGIcNiJM7rXT6VjjHgaRyBfn6cKFRNoTExN68OCBhoaGtLOzo7ffftugAyKotbU1q/8g3otzpDAL1IKzwJnwuTEopVJJe3t7GhkZUSaT0ebmpmq1mk5PT03hAMID8Mrz589tcBw9K0SsLilCUhdk6vV6LcJ2n+Px8bFGRkaUTCbV19envb099fX1aWRkRKVSSQcHB1aTI2O8yV7COJIl8fzcgr/L8BscHFQymbRnCnSFUXX3EnAQTLr9/X07uNQdgdeIkNEmxAjz/jeNuevA+DxANhhEgjEyA0nK5/MGveHYMKSw2Pr6+owKTX2Ppk/IIyhIQDCgjw7HCTzrBo1kq/TU4TACgYCCwaD9PoEYGoc8C+A+WiE4NzxfVPenp6e7WkoIBHHsnU7HWgz6+/sVDoctMKnX68pkMvbMgWMvLi709a9/XaFQyLIgsuVsNqvNzU1Fo1Ebm5FMJg0mpBGb85vNZu2ZPn/+XOfn51pYWDA1CdoKGJgJwnETgqVvjfvGnuBkvd6roaevvfaaObLp6Wl5vV49f/7cWiBc5h77kXPG88MWusxN9hwZEcgSNXZ+lp/HrrowL4EGNu2TXq+0kyJLkK4LdTgmdyGI0KTuNJTNSfFbum5Au0lvB24hInMFHMHpYQPhCHBEfX19Fj27qTcbkGmq3Bvv6TpGCsGTk5MWIR8cHCgUClnBG0WK3t5eIy6Uy2UdHR1ZDWRtbc0OLp+bLMVlMU1PT1uhe3t7WxcXF9re3rasZnBw0BhVbuMvtQjGk7uFVFhwbhTIJh8aGrKolDoYAQAOrb+/X9Fo1BhjHC5gG1QSgKGIrDncQFvQl6EldzpXY95hhdGA68o0JRKJrroj0fvp6akKhYJpT+J0UFTo6elROp02GrDbwwYL1V0/4DICHZioNKy61PlisWhkFekqEy0UChaolEolM6BAQo1Gw7Iol/UVCASMlFOpVOw93Kxye3vbAhlqMUdHRybyiiMnm+KsDAwM2OgV6qTUhyFWxONx+Xw+U9EnU2KNCZZcIgjst2w2ayNgEB/GWZIJRiIRRaNR1Wo11Wo1Y/ANDw+bc+bzSlc0+83NTfX29nYZ4VqtpsePH6tSqWh6etrOItAZRIj5+fmuEsHBwYGePn2qg4MD/dqv/ZrZFprpI5GI0um0stmspqamumA+MvlkMqk33nhDlUrFCCt8jlAopHq9ri9/+cs2RTuRSBj1nYZeoFQXjpWuCROuigk1RX4HJ+VenU7HAiMXZgchkq7Fg13Uy82uftj1SjspDjKLcpNWydfZgHyPNFaSFYM7nY6pEWBQeT0iCTdqcbXY+BoRrxtdIEFDEZyNi5OEjUcE6IqgYpyAZRhbMTU1ZfAZwpQHBwdaWlqyOV5HR0eam5uzgi3sQAwWBWNGMCAnA1zUbDaVTCZtGi/FavDzRqNhm9yNltjEx8fHWltb0xtvvGF9PtSiGLvx8ccfy+O5UliHktxut01lPZ/Pq1KpyOv1KhaLaWlpyepuGDDYYRAfJBnTkmACGFCSRbUcSjIISXaoBgYGTLqnVCrZmImDgwONjY0ZC292dlbFYtGMe6vVMkcI7Njbe6VWjSI9+40BeOw3nKoLBe7u7poSAmSUsbEx7ezsWMY2Pj7eBQMWCgVdXFyYxBTwFBJW2WxW6XTa6hpkNLVazaSjoGrzfJGnwim5ELmLDKCcgZHj82Bo0drD2UKM8Pv98vv9BrVxTshkGQAILD42Nqbp6WldXFzoo48+0uDgoBEFCPboNWo2m5ahkRE2m02rEdLo7dbevF6v3njjDS0uLqpcLqvZbFrvEQ3nk5OTisfj6u3t1dLSkkk2RaNRzc7OKpvNanp6Wtvb2+YU2+22CUO//fbb8vl8mp6eliRb72QyaXU6INBO52puVbVa1e3bt7W0tGRrT2YLPHfr1i0dHR1pa2tL5+fnmpub071797S7u6tsNtsViJIJEdS7BDHXRpGtuy0cOD4SAOywW3tySxou3Oza0k9yvdJOSrpukGSxiXypFUnXtSdgN5cg4UKFrvFyU10iaxwRDwsIhocOnCF1i0e6WZIrUU+x1S2YuwKlROKHh4dKpVIG28FiYmroo0ePDBLM5/NWs7l7964ePnyo7373uyoWiyoWiybtT9a5uLhoGw36ORuNOpYkg7AY7tff369IJKJAIGARMWt1eXmpRqOhYrGow8PDroxwenraalOBQEB7e3t69uyZyuWyIpGIRkZGjJ1GZkGxGPkhRpHwHCENuDR8sl9qdNSSXDVsV2cQB4VR8Hg8ikaj9qxzuZxlyGjZFQoFNZtNxWIx2yPUUOj96XQ62tvbM0gYRYRsNmuHu16vy+/3a2hoSB6Px3qh+OxuvUa6yphwam6/H2oI7XZb8Xi8q75zdHSkTCZjnwHDTlYXi8U0MjJilPlisWh1I4Rbz87OtLm5aWtOMINRlWS1ELe+Sp8fs5Ty+byNBeHsHR8fm7OA1RYIBIyp2ul0ND4+bk6GsSju0Mze3qtxIhApQAPIDiATHR4eKhwO2+DH0dFRQ0Yw9sfHx0omk7ZWc3NzRlMfHBw08hD7iL1CpvoLv/ALKhQKRh3HqK+urlpQgX2RZHDs7du3DX7l+QKHlkolTU9P6+7du9rf3+/SoYRc8uLFC6XTaaO5j4+P6969ezbCBsdD/ZX3J3MaGBiwQJPyhVsOcQNzMjLgcJ4lWRRoULvdNnias+eOrflh1yvtpFyYTrqG8lzc32VDSTJPTiTosrkgNeDwXJIFRoysCkyYCJPZPzjJm8QLMjNYSmR3GFr3/qkbgHNPT08bNVu6KrJCNYd6jRozNR2iH4wKEApOCHWMarWqsbExqzO021fzjYAM6HCHfYSawcDAgBl5nDQbD4o1ShPU9DBAw8PDlg0R5WKYMOIUok9PT20YImvKdNm9vT2D6SSZIXKHqnGIe3p6usR93QI7BWXIEQQskqx5leZcMiGv90oNgUwVEgW1pOPjY4XDYaMj40TcXjoM+81DjTYgDoj94fZ6IcXEugA/er1eCwzQE+R5NptNRaNRgzLJ3nHK0LrJWMLhsKampkwfEOZmT0+P1UUY6ogxdqWn2MPUo3AaiOa6dabnz59bbRF4i326sLBgai3IfnHOZ2ZmlMlklM1mrb0AiNOFlRhrQc2np6fHCEGsM7UvakB8PshG+/v7dv+Dg4OKx+M6Pj42JQ4yELKearVqU5VHRkZUqVSUzWb18ccfa35+3khAZETNZtMCFldaCzvi9/tVKpWMhEOvHAE3GWogENDMzIw19JNVU/t2SyIEqwRrrvPkvLFfyZZATtiTLiuQZACbyetQ6+KZ/8gQJ1jAm7x7nIibYrqZkrt5iST/LNaf+zP8Ds4LJ0V0QYR3M9qA9gv7jHvhwRE9uvchXY9D7+/v1507d/Tee++ZkYTtMzY2Jq/Xq+Xl5a5+BJexA2OoWCya3A0GHBgG8U8yOiAoPi8ZFZkkDheYkAwKZ+D1ehUIBMzBwYaj9gbEA8wFdIWOXavVUrFYtDogorbJZNKyN6/3qm/JdZI4GbJTPgPOCEgTo0R2R7YEWQK4KB6PW0ZE8IIywsXFhfWlSLJ6FusJ9MR7Y5RdmrS7X26OcYlGo9ZIzPdZYwgUOCX2i+uMXTFa5j8BN5HRubO5Li4uVKvVVC6Xu6Ay12HS13R6empZBI3hwGEXFxfmPHG87GkYfvQXEbB4PB5tbGwYtMuMtHA4rLGxMfX09KhSqcjv91udEMNIpslIDupxEAwkGaxJXddlTnJ2bwaUx8fHlu0CZXOOsSmsocva5YwXi0ULingunJO1tTWtrq7q/PxqGi99ZIODgwbdcS+sJ/vTVdx364aHh4cKhUJW22o2m1pZWTH5LqB09tPNrIrXl2TPzS19uOvDfnOdGM7P7ZNyfw/ozw3QP+n1SjspogD3oAKzuUwVFvpmsQ4jTFRBdOYuvoupEoG478EmPjw87DJC7uu52Z7rJHhwNAVjNImOwaUxrDMzMzYM7fj42Hpz1tbW7Pe4h+HhYcP89/f3tbm5aVkDbCzqcEBsroo4Tb1E7XzWWq3WtbkpxvK+RGWQOIBOyDRZXxqMJRkM4PV6begcRhEHCXORmhpQTDgctiyzUqnYCG2MCM2yfA4YeDgdoCvWj34smGP5fN4EUykSszdusjBdVhMEAhQLYNkBfbBHeNaQA6C88ww46Pyu66Ddfc7+Z1/TIIqB5f2azaZlsbA/KXjT7ExvFwYSeA0Ikb3SarWMqMPXyIh5P5AMoEEgUbK5WCxm2QiIxNTUlE3ApSkaVRQycs5zrVazpmXOVLt9NRwSMV0GLnLWaIaHZk/2yO9y9kAuUM9nj/I5cEySDErm52D5Qahg0sDAwICq1aqePXtmQsD7+/sGZ6ZSKQuUWHegTTJAMjxJFozT1sEMtrOzM2u6l2RsVFcU2kV7CI6om7IvCNBZ75tOitfiDLntNwTOfF26TgA+zfVKOylJVstxDwTOx3UkrrOSrg+0GylgQPi++4DITvgdlwU4ODhoBWVwZCIsv99vRhxD59KipesNQqEdw+/xXMkmMXFzYWHBxgXQ/4BjcRlTPT1XahRMMZWkUqlkDKdsNmvQCZuGbIrNDr0dvN5dM0kG4VDkx4hKskj99PTUWG0csHA4bLUv4EGcc61W0+7urmZmZjQ+Pm5R9cjIiKrVahd9fGZmRjMzM6rVaspkMlpcXNTTp08NioFlxdRX+syoyRAtsi/4OrWQsbExBYNBI77cunXLYB0OLzg8n+/09FT1et0+F4663W4b1l+r1QyS9Xq9xhiksZYxFrVaTf39/QYvUW9NJpMm0ougq9tO4WaJGCJIE53OlWjp3t6e+vuvJsmyb4GhIdJwfhqNhnK5nM7PzzU/P28wH42ibs2EpmAuzhVEEuBdRryEQiGlUint7Ozo3r17likya8k1aOFw2GA3AplEIqHLy0tlMhkbeU+mubOzo0KhYLA4mS+6ir29V/qDZONAlG7GOj09bXVHAjag6YWFBQ0ODhrMCLMQlRayKupUZHqRSMRIQ7u7u2YHXAFX6NrAw6AQrCN0/VqtppOTE9OvlGQzp1Cj39/fV6vVsvofQRHtBTgQ4EJe56bzcmFhl3DBnuN1CeRdO8f/3Qzu02RTr7ST4sNjNGAqUdNhockaMKiut3fhObemRcRAQRPKMotL5IsBJzKjTuOm0WQ8bDyXmorBAnJxsWKweRTPkfg/OztTIBBQJBLRBx98IK/3qkeCPguYhxy0x48fm4M8ODhQLpczZ0TTLBkLPUBEujiGw8ND089jfcgW3PXCYFYqFX3wwQc6OTkxQsTMzIxBM1DvJRmV9vj4uCvbwGGzRvTXQH4AVsTIug2dmUxGR0dHWlxc1MDAgGq1mnK5nPWzEQnT9T85OalsNmtjG6CES1dOCecBXEkd6/LySpYqFAqpVqtZXefy8lLpdNqaoanPHR0d6fT01NiG7fZVPxp1QWBDj+dKnzCTyWh4eFihUMgII6wNquYYKuj6FxcXxqJrNBr2tU7nqm8H+r/7eSCikFVR++t0OjZvqVQqaXNzU8lk0rIm9n+n07HP2Gq1jKre6XSMnh8MBi0wgpRBQPfaa69ZYzZnERHdcrmsRCJhmR5Z4vPnzw2Wevz4sS4vL63n7uTkRHt7ezZ2nYyCc+kSOtgHMGah/VOzAqLsdDo2fwr4PpvN2nTqy8tL1Wo1G+tB4MtaQDA4OzvT06dPtbCwII/nuom2Wq1qfX1dOzs7SiQSxh4kq8boI87M/jk5OVG1WrWfm5iY0OnpqV68eKGjoyPrxWL2FWgH90bmxh7CbvJsQSawqZx9HBPMYbfGiD2j54saJY6N5/FJrlfaSbFYwE/UiqidSNeEB5fDT/ZF5oPB4vdxaG7REIPqkixoTiNLAt9mswPxYAilq0IjODy1Gg4M0AERCVphBwcHmp2dtVoBjvPw8FB+v1+Li4sKh8PG7Gu1WgbN4Ozi8biNNSCTwLjimPk8ONqFhQWrVfD5CABwtkdHR11QS6t1Jag7MTGher2u3/md35HP5zNHRSE+lUppZmbGGkffffddPXv2zIzT3NycYrGYRdQuxXx9fV2ZTEY9PT2KRqOKRqMGHQ4MDGh+ft4i+Onpafn9fu3u7urjjz/W9va2ZT2NRkN+v1+f+cxn1NPTo729PWM5IQ0EZFgqlWx/DA8Pq9VqmY4in52olzpjsVi02VnRaNScLREu8Ca/QxBF3Yc9AJuTwGpiYkIvX740KJnfY09D4mAPnJ+f29DLaDSqhYUFlctl7e7uWpCxvb1tv4vCO9JOONlnz56pXq/rK1/5io6Pj1Uuly1AqVQqNl2btadRd35+3sgD2WxWnU5HkUjEHD/tFYFAQCsrK+Z08/m8/uAP/kCFQkE/93M/p4GBAeVyOe3s7KharVrmVq/Xtbi4aM+JjC0QCNieYWAlWR8N5rlczqBIhI5PT09tUgDitDT6jo6O2vlE2QGCB3JEZCM0YhN4IFEEiQnI9OjoSBsbG9rb2zPty5/5mZ9RNBq180nQGY/HrX0hn8+bOC6fR5LJYCE1BVHj7bff1u/93u+ZrQNSpO5ar9eNsOHS0SWZhBoBPTaLPXmzfkXdzyWu8Tlclt8nuV5pJ0UXPxG3JNuURFV8nUUDpiNaduE9V36I1yY6hckzNDTUpbKAQ3IjA+pUPBAgOTY7kTLSMkTMYNj9/f0KBAJmnFZWVvTZz35WqVTKRrD39PTo3r17kqRIJGIHc3FxUc1mU+FwWJubm/rggw+0sbGhVCplzLdYLGYRJpuTe4TC7fVe9SYBLRFdQeGdnJzU5eWlKV24NaT+/n5TpOCg5nI5U4CGNHHr1i0NDw/r+PjYlKB9Pp++853vaHV11QwNTck9PT168OCByuWySqWSDg8Ptb29bfRbpg17vV7dv3/f7onG0tHRUR0dHam/v98MSTKZ1MLCgv7H//gfFt3jGHd2dlQulxUMBrW4uKhQKKT9/X1VKhWVSiVjZR0dHRn1mcZiMmcCIIgUZCgIzgIPE6D4/X5rvGbWEJAJmSvRMxkrlH0yLaDWZrNp9bzLy0uFw2GdnJxobW1NExMTFtGizgDMWa1WbY8RkCHbRcvBG2+8YY3i7OVyuSxJ+rmf+zml02mrR4ZCIVUqFaXTaTPy1KyQjkKBIR6Pq7+/X2tra3r69KlB3e+99569HqPfCbaA273eq2nQ9ENRf4EMgjYgnxele1oqOI80jUciEYVCIUlXdSnOfavV0ocffmhZWzAYtAb0Wq1mMDGfHTUXAklYuclk0lpMarWa8vm8tra2FI1GjS3pkrzcehDPi2m/QM/SVUAOy29qakrZbFZra2u6d++ebt++rY2NDaP8Yw85D247jFvH7+290r4kSIUlC7vZzZRwVG4ND8fG+YSR+0muV9pJYUypJ9yk1LqECRyGS/0mayKCdCnBwHE4NzIiNwpx2X+MVufgkBkBF9C1HY1GdXZ2ZnAPtQocHvg4+nK9vb26d++eUqmUKSvz88ViUUNDQyoUCgoGgxbpAwWur6+bsYSJB3vOnbQKoeD09NR6TKhvVSoVq7MQFRGpJRIJgwpdhtrBwYEZEeA6oAHEbi8uLrS8vGxrSHQK9RhtPp5hu902FQvgVGp91CE4eLD8UMDged6+fVtbW1tGsjg9PVWpVNK3vvUt7e7uGvONcRhQ/VHEuH37tjY3N5XP560YzxBI9t/JyYntE/B5SZbhStcQH43RQEXAtETsZ2dnVlNgThKvNTAwYAELa8RYBgwObDmeORqBrVZL2WzWngPOk6y21WpZFssa1mo1jYyMKJFIaHl5WTMzM4rFYgoGg6pUKhoYGND6+rrK5bJ+/ud/3qbKQhxJJpPyer2KRCL2vvV6XUdHRwoEAgZZXV5empJEMBjU5z73OSP+4Ihcqn8sFrMsx0UCUJ6A1Qdzjgzv8PDQ4HTQBSBzGJH5fF4jIyOKxWI2GRqSB/VQYC6v16tgMChJNuiQ/SDJsrSXL18atEZGh9MtlUq2d2FNumgR2TUoTjQaVX9/v/L5fFffERk4QUcqldL6+roODw+VSCSs6ZoMvq+vzxRr3AvCDmxKtx/OZRCzx12CBGeas8sau2WVT3q90k4KI+g6JCIA6Zpd4kYDFCNdz+6yooguXAollGYKqzg8t5YFtEaGBs4syaId9z2layHaer3exSYkOuzt7dX+/r7u3LljQqDcx/HxsRVqmcG0v79vTga69enpqUXAruwO90xEyYHAyEejUW1tbVkzJJsMiM1VI3eFKFlPF8PmezDnyuWyGS9qUZIsioZWfnx8bAVo7rFQKKhWq3XBDpVKxYYevvXWWybHRPDAgfZ6vbpz5471ong8Hj179kxra2sKBoPy+XxWZCeypsYJBFWv11UsFrW/v297hMAEg4XjdGcbSdfSM9RPgTZ51m5NjeeKWsXU1JRR+Ht7e5VIJFQoFIzoQJAA/EdARu0A0ga1lUqlYrAze9fr9dp+Yd6XJAuqMMYrKyvK5/OmjgAJhn4y6jFAQewF6brOgUNpt9smspvNZlWtVpVIJCzQQeuPOioBHOKs0WjUmscRxuUz0XvU399vI+BBNqjTsYc4DxBnNjc3jTCxv79vgRDK6NKVUWa/Uk4gQ2T8CIEXDgGmLIFSMBhUOBy2YAEyytramtLptJGa2P9er7crYycbRxEGG9HX16dEIqFAIGBN3rlcrss+8plxHpQo3F4m9zyTHUndArLsHzcpcKnorp3FXrskrB92vdJOyo1UWVDXKXHwOCwYC/dnbv4u1EsW130tai43XwMM9yb1EuMAJIgemaQueRKkWMi2gMxoNJycnLTIulQqqVwuGyxRKpVMcJPXdXvEDg8PTbCVrAJ1cqjD9Dqx0ejvIHt0C6Kwovr6+gzyctlxbluAW9ujWO2OuWYKK5kq2SmHDMNNHefy8lJ7e3uqVCoGs/T19ZkIaL1e1/z8vB10r9dr2mpDQ0Mql8uG8UPwQAEgGo2aocDJuw3ctVpNxWJRhULBHBlZD/dN9skacDB5li4zCuNJoEXWQaTfaDSsGdhl0bFXgF0o4EsyOAwqtzsnzA2igGFd1XbOAJG8y4x1UYPLy0trSoXyD+GHezo4OLDGcpfcAonDpeRDmvF6vabiAHEHpQj2AAEV6+QGApwrmJw9PT0WELnQFfvSbSBnjVhrBiwSxBGkuCMzYN+y9q4x7nQ6FihFIhFjPvb19Skej6tarRqDs1wuK5lMKpFI2JkCLl5fX9fl5aXGx8c1MTHRxRzGKbv1cWA3mMWhUMgo/gx7TKfTCoVCJrtGMI0jxUm5tSTWwBUecHug3MzoZnsNP+s6vJv294fa+U/8k/8XXu5CuIvkUotdj/9nGQ03s4Ep5NLN+RlJf6r25H6f9Jl03G0WZDOAk7t9QW7U0mw2DephDEN/f7+JxdZqNW1tbWlra0t+v1+zs7Pa2NiwaAztvdHRUZ2fn6ter6tSqejevXvmNOk1CYfDBkMCbRIxs9HBq6XrjQrTrNFo6OjoyAwsz+LmnCq3yQ8nRW0Q50F0yHRb8HiiSHqjcJqwmKLRqEZHR61p8/j4WNvb20qn02YQG42GMc4Yf07PFOPbiQZ5how0YcyD1+s1MgGQLixD+q7cyNCFMlyVe7c1ggwI4wCNHdae1+tVJpPpgqcxRvv7+106j6wtQcLFxUWXKggRMBnXycmJksmkyuWyOSaeF+tD0OL20wDZEgkDi8LgOjo6MpIKDEymDqMgXiqVrN8N5l65XFa7fSU+vLm5aY6NScQej0eBQMD2Hlk4kjw4ZGoz0WjUpjqjQl6v1w1ZgGHZbrcVDocN6od1yZnANpDFEPQy+ZiMnkzHrXdhixAGHhoa0vDwsMLhsJGZstmsqfnPzs4a3EzvVi6Xs3tJJBLq6elRoVCweiStCS7hCwdDBjcwcD3aZ21tTYODg5qfn1e7fTWWxIX0yHjZCzgUdy9g79iXLqRP8CV1z4ziHnldgoVPer3STgo6KQvEYrrY6E0HRdTkHkSM1E3eP5kaC06qLnUr+rp9T0RkQC5o93HIXWo6kTuGjgcONJHJZJRKpUxrjx4R6Uq/b2JiQl//+tf12muvdTkMyB7FYtHmOrkbyOe7UptuNBpWDyB7oPbj9/vVaDSsdoYjBobh85K5SeoaAkk9jnULh8MKBALWW+Lz+boKsUS9OC+XCgtNnsFzXq/XxrP7/X5FIhGFw2HlcjllMhl98MEH6nSu1AWWl5c1OjqqN954o2uqK7UHPiNQViKR0Pj4uCR1TbNlUvHExIQWFxeVz+e1vLxs2Sr9cjxj1hF5HViQ7BsgH5pnqQdSS5mYmND29rZF68C3rVZLOzs7RrCh6ZZ1xBDwvuxtnhNZFPuR7/Pc0P7DWRGsYMAGBgZ069YtGy6Jssju7q4ajYaGh4f10UcfmZOhUfzhw4fK5XLa3Ny0htWjoyNVKhVtbm4axEq7BpAq/VypVErN5pUChgtNu03gSCZJMugRViYMPFQipOv5Sq5wKvuG9gNYhzwvSeY86/W60esJIqhJ8szcjBYHSb0U51mr1TQzM2P7+MWLF12q/Pl8XpOTk4pEIlpdXe0KOHDKnLWLiwtNTU3Zvj45OZHf79fDhw/17W9/W/v7+3rrrbeshIHToxyAzSNbxF5iO9wWBbIqUBRg05vOyEWg3O990uuVdlKuXIgk2xzSdYOoW+dxC/9AezgvjIUki5SJSthkMJxIiTkgFLbpn3AHi7kRqgsjufIxQIx8Fh5gs9nUT/zET+j8/Fzlclmrq6tqNpumtI1Ez9HRkd59913Nzs7q/v37xthbXl5WT8/VqIhWq2VGemhoSMFgUJOTk4rFYtrZ2bGJpag8M/oCIViwb2oaa2trOjg46Ioyweqj0aiGh4e1srJicMTR0ZFGR0ftWbEOsO9oNqRpl+ZM+o7i8bju3Lmj3/u93zNVBq/3SqH7/v37evTokb7+9a9rZ2dHOzs7NgKBbIyIkWymv7/f1iOdTiudTqvdbmtubk6pVMqMWaVSMYf48uVLMx4YI5wwjcCSLDvr7+/vCgBcFh/GC2OPkkdPT49mZmZMuWJkZERbW1uKx+OanZ3V+vq6otGozs/Ptbu7q2Aw2BWIXV5eamJiwjIUnhevzb4EJqbGOjY2plgspo2NDWPboe9XrVatp06SXn/99S6x4mQyqfPzc21ubprGnSsHlEwmbY+Vy2WdnZ3ZZz84ONDGxoatB1kUFHcyQ8RSw+GwvF6vCawiqwUzlf6oQqGgt956S1/96lf1/e9/354/jE/sA9p5Pp/PnDBZO+oQBK+gAF6vV1NTUxaMEFi0223TRgQVyWazFkwdHx9rc3NTd+/eNShwf39f29vb6unp0fz8vNbX123wYTabtQbk3t5ePXz4UBMTE0okEjakEggRUd/d3d2unjfsEVlesVjU7OyswuGwYrGY1tbWupr1QYEIYCBrYJvcIJz/u8oT2FQ3aXDLKbzPjwxxgkPjRt1cHEo8vHQ9fdY9sBgtnJsbEZPu88DcC0cD3ECBn2wCyBEHCRzDewKR4WgxdAsLC0ZF/8pXvmLFXq/Xq1QqZcV8F29fXV01Gms4HLZBfTMzM3rnnXf09OlTc7pEaxhLt5mzVqupXq8rlUpZPxmzjrxeb1d2BizJzJpOp2MGE8qzJGtgJLJsNptaWFhQLpezwj3qFUBoXq/XRp9L1/W7Z8+eqdVq2Wyn0dFRzc3N6ctf/rKNEQmFQsrn85KkqakpDQ4OanV1VX/0R3+ke/fu6d69e4b3ZzIZjY+P61d+5VcUjUbt4OOk7927p42NDV1cXCidTpvTQlaIOTpjY2MqFApqtVoG1V5cXBi0hdoCzoSgBkYVTEj2aSQS0fb2tu1ZeuIajYaxxMiaqTMBFWLka7Wa7WX2uN/v19bWlgVaKF0AsZKhUANEQogaJXuoXC4bXClJ+/v7+vKXv6yhoSF9+9vfNufHedrb2zOCULlc1snJiUG1sNAqlUoXOQcYERYqwRUBJbWb8/NzFQoFVatVRaNRCyB9Pp82Nzet8dVtkYhEIiYTRiM37MJKpdKlsoKhx1mSfcRiMS0sLOj58+eqVCoGrdVqNU1PT5vDJrj1+/2KRqNKJpNKJpNdTvjo6Ejb29v6/ve/r2fPntke3dvbsxEnBwcHymQymp2dVTAYtP3kNqdL1z1SnC3qbmNjY/qJn/gJ/T//z/+jvb09hcNhCwJ7enq6Wg7crMet0fM8sWFu3Z0sjpqdm+0SRLikiR+ZZl4yGZeJBwziFktxNi78wc8SQblMNA4wC4sWndt74WZFFDRhyLjsFX6/0WhYL4Pr8Oi6DwaDFtUC3aVSKX300Ud6+PChpqam9PjxY8s6oGM/evRIQ0NDevbsmRmVfD6v999/X0tLS5qYmFA6nVa1WjXjenZ2Zu+LirfP57O+Cyi81Gw4aNCTMdBkia5EExkK0Ix0pTQwPj6uoaEh7e3tGe7OJm+32zo4OLDofXd31/qjeHbU73p6rhTGqdVNTU3Zun/1q1+V3+/X6uqqisWi1eCAUo+OjvTy5UvrCwsGg7p3756++MUvKpvNmtMn+qTx0x2mCP15dHRU2WxWR0dHpgJBTZO9Rd8dKuFAahAHmE9FfQQ1A6R4qtWq3TsZ3cLCgk1GponZDawgwkQiERuI505cRrmBegpnACYpsBvjUU5PT834w7w7Pz+3GVNEymdnZ7p3754+/PBDa5PAsAEZAs1yJg4PDy3jpMEaySTaJGBc7u/va3JyUtVqVScnJ8rlcjbTC11BYGz6xCC4gAQMDQ1ZsypkjePjY1WrVYXDYc3Pz+vi4sICsdu3b9tZJbOFmSnJiB3oa2IbIPWQbRO4oPD//Plz9fVdTUemn7O/v1+rq6vyeDyWWWGLYBi6gZ/X67XAdHBwUFNTU+p0OqZKA5xKC0Uul9Pk5KRl0WRNrDX37fP57PVdUokL4cOwBALF+UBuwj7SUuM2opNR/cg087qkBpe5Az5/M8Ukg3KLf25Ni8wG8gSL6bKbwLcl2cJj0FyGm3RNMef+ms2mESeIUIj8OKBHR0eanp7WgwcPlEwm9eGHH1o0zu9DIS4UCgqHw/rCF75g9YPT01Pl8/kuQ8FYARQSAoGAAoGADg4OLOoH2iQi2tzctCgMXT83cgIG9Hg8NsGXiG5oaEjRaNTWikyJeVQY1IuLC4vkAoGAksmkNfdi6IEPoOmz8YPBoFKplGkBwrR7+PCh5ubm9NFHHymfz2tgYEB37txRtVrV06dPrbG41Wppbm5O8/PzVtQulUpddcbj42Pt7+9b7QJ4EYIJB1GSQa84ceoGbg2IfUENxWV44ozpzXLXHcIKjbA8azI5MhBJ5vBcI8F94/g3NzcVCoUsYKHAz6gTSCXo2rFHgV6RKeJ7DLWMx+NWGyRbDAQCVmtstVoWaJD1Hh4eGpzLgE23r4ssHAhQuoZKGf54dnam8fFxeTweuyeMIxE9PWRA05FIROPj43r58qXNPYMxS6aZzWat2dg9s9JVli7JWJ6c8UAgoHQ6bY6S2rYLnYE6QCUnAMvlcjaXypXNok+MRuvZ2VmNjY1pf39f9XpdY2Njdj/0S2J7ms2mBcg4RIKggYEBTU5Oamdnp4sU49pMAirXvmJXb7L62HNuP6kks7k3CTmf9HqlnZR0jW8S5bqemkVyDYQL97kenqjCheWAEXnYGDBejwfmYrFuEZH3gz10s1jIYXKVL4LBoF5//XW98cYbxtBzu+lJp9lUdMYnEgltbGzYwUIHj8OCk6aGAnEAPTTut7+/X36/34ry8XjcxDU9Ho9F0Lw++DS/D71dkhkDIENEU2l6JEplfDgiokSyHA4OGkw01pn+DxQlJJn+oN/v71IGgY3G8yD7GBwcNGkc6bpRtt1uGyNsfHzc6m3AQNRdkLu62Z7g9V730OCI2Us4KTdLd++TCH1oaEj5fN4o+UTqNFZTd3CbzYHuCNRwDO5kVeBM9h7BDEZsYWHBBIZdxXFqMwcHBwoEAmaMjo+PlUqlFAqFTDmeaH50dNTukeCDfh+cNPuDjIPmcUgB9XrdalFIC8HQxEnl83l7FgRHzPRyzypOORwOa2JiQhsbGxZ4EWj5/X4bsMi5xGFy32T+Y2NjxrhEAung4MACFbIksnqfz2cZJK+L84O0RXbtEi9gpxLYMTWb6QuTk5MKhUJW+4Suz+BICCxkUASZCwsL1jiPzcMmulkRX3f3uBtYcfE1N5B36//87qe5XmkndZMq7jLucFjS9cJh2Km3EG0QKbJ4QFmu7BKNf0QXPAje04Xw2FRg2DT1uTit+xmIXgcHB3X79m299tprSqVS2tjYMAeGDhnDCpmbxFhzPls+n1e5XDajhYEnCmZTkXlgBHG2ZDmw2uLxuNF4+R2yObTKoPvSR8FBabWuRC2BMiuViqLRqKampowe3dNzJWTLCBIivIGBATMKUOld9iKSSEdHR2o0Grpz545BKoVCQZVKxYwBkA73PDY2Zt34vb292tnZMU0+2G0EG2NjYxobG7O6jKQupWy3N4rP70I1HG6iSfYL9ZDLy8uuPiUCBz67y1Rl77qRqcsWlGTrhVNhv9FW4H4O9jFBCtkdQqRkWpLseVATldS1thj6eDyu+fl5Yx12Oh3LRBgdcnl5aYoPkix7HhoaUjqd1vDwsLUOzM7O6uXLl5qamlK5XFY+n7e9NTo6ajPScBoECyADqIsHg0Ej9zSbTYVCIXtG1O1cbT9XaoygAAcmySAzGKvsNWpwzH3CMeGwJFmAx36hZABiwrP2+Xw2Ht7n89n0AuA70BIcDiPppWsBbCSp2F8wLgn4pqenbc3YU2RPnHlXVUO67k/F8UBYwwa6aIRrK/n6TXv5w65X2km5EBMRN9CHe4hhoQAx3aQ4S9dwnJvuuzg0r0ejpCt5BHZOpiJdj51nI1IApmZBRM8hbrfbunv3rh49eqRkMmkRy+TkpFFR6/W6PexKpWJZRDabtUywWq1ahzyb9PT01OpJHo/HhFX5vAh1osM3OHg1Hptomyie+VR9fX2amZnRysqK9WGcn5+bAeFnXFalx+NRKpVSOp3W7du3NTIyYow2IulMJmOjJNyeLui0EE5OT0+NwSVdZZ8/93M/ZwoNmUxGu7u7qtfrxvrKZrNdRJvh4WFNTU0plUqZqoZrtJluSgZwcHCg27dv6+zszAreHHSgWEmmPoFKuHQtzsk+JXsC0mIvszdQ2PB4PEqn08rlclYXbLVamp6eNqeNwaDulMlkTKcPKIoeLK/Xa46KGgLGi1ofrEHYe5AVMCqhUMiK7Pv7+6bf953vfEfxeFztdltvvvmmotGoVlZWVCwWNTIyYgElKEOxWDSYzlUZIXMYGxtTKBQyLcq5uTm9++671p+HUScD4dxSUzk9PbU1qNfrBm8eHh4ay5L1Zm1oLJauUYDx8XGtra1ZLYwMhTojBpwzTn0aO0T9ttW6HoToMkFZDxzq3t6eLi8vLRumuRpa/N7eniYnJ5XL5azPDTmp27dvWw2UiQVDQ0NKJpOqVCpKJpO6d++eAoGAtTewb7jc/iVsHigAwS21eALhm+w97C1tOJxd93V/ZGpSZCgueUJSV6rJ19zMx41cXdwUthQLz98YXK/3WtOO93CL5Sy8S3cHavF6vV0Co8CGwAXHx8eanp62oXb0JA0NDWlxcdEcA5jv7u6utra2tLe3p+HhYQWDQVNeQFInl8tpcXHRoDEkdTDcaP6Bu7daLVWrVW1ublrd49mzZ8bE4jMPDw9rcnLSCrxItDCCI51OG3RBn0okEtHCwoLpoGG0S6WSObdvfvObRqhgDAQRGdkjxp85UUTI/+pf/Sur5wHH8Fr1et2koVwjRGNjMpnU06dPjWUFkSWZTCoWi2llZcUi+0QiYetxdnamSCSiw8NDZTIZYy+yB1zijUs28Hq9VoNx9fEwguPj45ZpYLg57K1WS1NTU1peXrZ5XsA7/EwqlZJ0BUkyePLi4sJaA9Cc63Q6Rm9mHXt6evQnf/Inps04Pj6u09NTra6u6vT01AKLb3/72+YgeP0vfvGLSiQSlvVA0IB8AvSM4gHixX6/38Z/DA0NKZFIKBQKKRgManR0VOPj45bVjY6OmvIH89IwmM1mU6lUSgMDA8bwhEiB4nt/f7+NVUGDb29vr6umwpoSVOAoyC4gvfT29qpWq6nRaFgdMR6Pm+BvrVazAHB4eFgTExPG6CQIYzoyr4WiBLVdZmudnZ0pHA7r6dOn2tzclCQb9tnXdzWzKpvNWmABRHd+fm6N/q1Wy4Yi5nI5m5oQDoct2yIAx56BsOBwaazHZpGJEoS4TGrO2Z+VPf3IOCkWxE0zXUjlJkyCY8CQSLJCK3j7Teiv1bqemkoWdXO8AuzAo6MjxWIxKwZDqMDxIY0E7EGv0unpqd5++21L13d2drS3t6dqtaoHDx5ocHBQ+XzeMHAcGA2T3/zmNzU9Pa2hoSH5/X7VajWtrq4qFArp9ddfNyc5MzMj6erg5vN5LS4u6sWLF9ra2uoaq43YbE9Pj40/ICuEZIAzun37tvx+v3Z2dixau3v3ro6OjpTJZCyLGhkZUU9PjxKJhDKZjNUC6vW6stms8vm8fUagT4z28PCw0um0NQLT/BoMBjU9Pa1EIqGlpSUzMJVKxeYzIbIaiURsHDw9cRwUr/dK4++P/uiPDH6h3iWpy1hhzEOhkLa2tpRMJi3i9Xiu1BzIBGBrulHmyMiIIpGI2u2rZt+xsTGtr68bnBYKhXTr1i1Tfc9kMl1DGImy6Q/i/k9PT03DkFrc5eWlwcRoDlYqFY2Pj6taraq/v98MEjAXmZzH49GtW7cUi8VULBa1t7dnWRGoA9mIdAVhvXz5Uk+ePNEXv/jFLibo6empRkdHbRAfUBGzoaampjQ/P6/Dw0Otrq5qZGTEhl5Wq1WlUikTf3348KEymYw+/PBDy0j7+/t19+5dra6uKplManJyUpOTk1pZWZEkGzw5Njam8/NzZbNZy0BHR0c1Pz9vPXAY1J6eHss2AoGAhoaGLFjKZDLG4kU9A8fmSg0RbAKVITIMg5bpAdDMMfo8G+q4QPw4nEgkYjU4Au7j42NtbGzYUFRqY6VSyYZpTk5OWm2V17u8vNT09LTpGYKEkBlKsiCKz0xw4tpdlzRGEI8t5bVApj7t9Uo7KZdh5aamGCAKtS6NWbrumnaZdzw0ScZAIy3l9elPcHtUgHpQiuD1XYUAnBsRCL8Pbr++vq5f/MVftE1A7wgboVqt6tGjR9ZBns/ntbm5qd3dXaVSKVUqFbVaLWNknZ6edo3hXl5eNlYhGcz6+rr1jwC3wYZC+QBnBJkCA8Zo+v7+fm1vbxttm+bPZ8+eWYc/a1wqlVStVvXhhx9arWpwcFBbW1taX1/X+fm5otGowXlkBtxzuVw22CwWi1k9jPqh3+/Xa6+9ZjRknB9ZZbvdNgJKf3+/NTO2Wi1tbm7q6dOnpixBvQinvLS0pEgkYnWbgYEB3b5921TIIQCwBzHMRLlIGHU617qI1EWg70vXrDVUCXDQp6enymQyOj4+tufQbrcVj8eNmdbpdAwW5lm4BXAo136/3wZeAjWdnJyoXC4rEAjowYMH+uM//mPbi5ACQAC4V0lWt6QGmclkFAqFTOVkYmLCZicRGKI5NzIyYtlDvV7X3t6eUeA//vhj5fN5hcNhU/EuFApaXl42OnZPT4/efPNNnZ6e6uXLl9YADSuvUCioVCppZmamq95GxgX0tre3J5/PZwGCx+NRIpGwZnDgevYa6iiHh4c2ZRc9S+p+wLPsIeSbisWijYshY8xkMpYRe71epdNpY/uhyEI9b3R01NRoeA0c/v7+vtbW1ixAQpxWkg1NPTw81Je//GWj9Hc6HS0vL5tSB4EqtpBzAHRHduYSdsjIJRkDWOqmmrs1L9dWf9LrlXZSN/FTvLwbzbjUagraNI3ydZd2KclwY16XiIE5QBS4XWclXT0Yl/qNKgR1AOpWRHCpVEo+n09vvPGGpqenzRhTb2q1WqbL5zpJNtPdu3f14sULSTIlahTMEeGEzkvfAxkRM5hoQoXNB7ssFotJui6u8xmAEsLhsH2fdcIQASdxwA8PD1Wv1+3zo0oAFMKBJvOk8fHk5MRo0Aw9hNZM9Li/v2+fg6GK1LYY9NfpdJTL5cwIQSkvlUpaW1tTpVIx5wM8B9yTSCRM0Hd7e9tmAYVCIb399tv61re+pZmZGc3Pz9sMKEkW5QOTEqHCrCKLYe1dev3W1pbGx8dt+iozlIBmaJZtt9vG7oLUwPOFoMB0WeolbhaE42KcBWwyDDHkCeCn8/Nzq4exn1CnIHg6ODiwYHFwcFCRSMTGeXi9XstOIaoMDAzYfK6TkxOrZ1QqFT1//txmhO3t7alUKlkNeGhoSBMTEyZ9RACzvb1toy8goEjS+Pi4Li8vVSqV1Gg0TN9xc3PT4Gnui3WCDTc8PGwDCCXZ3DGYsjzLs7MzkwBDYQVpJxiInAkU5BOJhGVL9M1RS4VFyzPAycLu4xzhsIrFok5OTjQ1NaVAICC/32+BpyQVi0UTz52ZmdH6+ro++OADpdNpW1MyIIJrglSgTmpTBLvStagsJRRsIQ7WZWBjb10+wA+7XmknhYGUrpUjWFi35nSz/kQU4PatUKsCf71JNZdk2D9wIpdLHSbSxOlB1nD/JhtBeujP/bk/p7GxMZXLZZs82m63NT8/r4mJia6CLFDhwsKC1XNcCjwUWQwOcAUNrGw0Ni5sPiAvDAcQEqxGxDdbrZYKhYIWFxfNcPH+rjpFX9/VXCscFEaf+p1bF6Gmhl5cOp22gIBMBFweyG1gYEDFYlGNRkPVatWaUavVqvL5vNX/qE+5DMhms2k9Wy4O71KVCUTy+bzV+/L5vPVoMVaEkR0uZEJgA4uPmiZEB8gZNBqPjIxYPxM9ZRBtaD2AEs97uFR5t/eOZ+JG0RAxyOQhbADrYZj8fr9yuZztT8bB0ENEjZDx6O6wQoYr7v9gKGQkEjG23eXlpc1Ngs2JAj4jUsgoodBLUr1eN709ICea2XkGp6en2tjYMIiY8x8Oh02qDIdKBkCP3djYmGWiBHLt9lWza7PZNHmhs7Mz027kLB4fH1sdlyzZLTOEw2ENDQ0ZNZ37x1kxX4v1JxuGdSxd6w8SyFH34jnQVpHP55VKpVStVhWLxazuyFoBC9N3J8kyVGjqoCtuwy5nDwcOUcwlSLg1KP6PvXXZpTed0o8Mu89dBNJUHIubGeHBpWt9KqIAl26MI+DfbuNZT0+PGWmMMNCOdO2MiDr4A/WbiAnjA9xBbQeZlFqtpvPzcwUCAU1MTBiE5vF4lMvlDFMeGBgw4ytdOxs2uFvQxggTleEsgDVHR0cNJuC+Wq2WjX2AeAFFF0OJ8ZCu+0iATYA86bInyie7oF7T19enaDSqW7dumZYZowow3IybJxrHEeIEIEg0Gg2rg/n9fstyeR03m724uLB6GywwPhfP3+fzqVAoyOfzWWZLwzeOBgal3+83ZwOcwbwvnrkbZdIo3WxeibS6e5aM9ODgwGjdbqsE0TRZIUV9FCb4OZp9IfxI1317TGeG+QnTk8+PwT88PLQs04XEMfwYbL/fr+npaT179kzFYtEcCKxRonW3lwl0o7+/X4eHh1bPZc9ArCF7ZZ/DdAuFQhofH9fm5qYRn8j0p6enNTAwoHfffddkpTwejzW+oi6xtLSknZ0dQxw4NwR5zWbTlBvIgMmc3H0PoYr1AQoEuuMcUcemDwqCEoEJpCYUbNjf1LRAEQgaQROAiamN5/N5I0lwT9Fo1BjRbltMIpGQz+fTysqKBVisJ0gITodAyw3UXVazC+O5CBX22W2X+KTXK+2k+NBuxkNEwx/3MLgOjJ+7SQenT4fFJPom6scx8qDQ0KLYTh0H7Jv+CQ49xVac2djYmPx+v7a3t7W7u6uLiwslk0nNzs5qenq6qwcH9k+j0VAul1OlUrGibCQSsb4jqMWNRsNqDWxu4Ab6W6LRqLG++D1JRj8nmoOejHMol8sqFosmp4ST7O3t1cTEhJrNptF2O52rkRyNRkPxeNxgGjKkyclJ3bt3T8PDw8pkMsrlcqaqzWEBOvX5fDo4OFCtVjP1ccgSZD9E67wnkA1Uep5vo9HQy5cvdf/+fXPKOHVqQnTnE8wwKr5arVqzKNOWyRyk62JzpVIxZhaRNJkpNVN3v7K+qNDjzPk3/WXUwUKhkAUhGAuCCmBizgpZbDgc1uTkpBKJhOnVuQxE1C3Yx2Sw1FbcGi8Qcn9/v6amprSzs6P9/X3l83kLhGBqUtshsOLz0jKxuLhotTcyRLIfHK4kYw12Oh2l02ndvXtXAwMDikQimpmZ0cXFhVKplKmzAx8GAgG9/vrr+sIXvqA7d+7o4OBAwWBQQ0NDWl1dNdkwaqGcPXrW3H4zHKs70oVnOTQ0pLGxMWWz2S5SAcoj1AVpese5YYPos8QZY38gIVBSIFjyer0mc4Xz2t3dNZ1AIDf0Pm8KLg8PDysWi9m+AnomQyeTcwlo2D/On+uMXEY1lxuE3USiftj1SjspYCoX1pOu8VCX9ODioGx+d6HYgGwIXgsMHAfl1pio//B7REI3qepE9K7KOjDVW2+9ZXRcso9oNKrx8XGjD6+srKhUKpko6fb2tk2ovcmwgRSAosT29raNVsDpgFfDtpKu1Me3t7eNgEHdqr+/X1tbW8Ywajab1peF0YpGoxoaGlKtVjPo5dGjR6bwTSQYj8d17949PXz40JwMkITXeyWUywwlmg7Pzs7MIEHNJssCjmJ6LWxJDBzrQVaRTCZVrVbNqKDWsbm5qd7eXsXjcRPsBIqDIszrACEyo2dpaUmZTMZYidFoVB6Px4b3uc+N/iSi9GAwaNko/Uxg/rlczkgSxWLRDAcROaK+RNs9PT2msUeABAvRdTSsI5BXb2+vqXV88MEHevHihUlyFQoFy6BAD+r1uu7fv69cLmfziW7fvq21tTXbwx6Px5zd0dGRPvzwQ2tPSKVSBr1SrKc1ot1uK5VKyeO50q/M5XIGi42Pj5vCAgzDFy9emEOKRqNaWFjQ6emptre3tbS0pIODA4XDYZVKJV1cXGh2dlZf+MIX9MYbb5gd+NrXvqaBgQGVy2WDjUOhkNLptDwej9UZ2Y+Xl5fm0IA7mfQci8VMYcUdXwKzt6enx/Qe6ckiyEAFhNoeqA4s1rt37xokSkCEQ/X7/bZH0bLc2dlROp3Ww4cPrZl+aGhIu7u7hpzcunVLn/nMZ/Ty5Utj37IuwI6wnwkyqMUDYYMm0fflJgUE5byGiyS4DOsfauf/X/iG/2suGjBxDG6fg8vL59+QGVwnRnpLSgsuLMkWmb4dDL+bvaE+QNEU+AhYABo3bDlYUkSZkBwYFw3NnI3F7Jvd3d2uAitzeFCmdgVVg8GgYrGYLi8vtb29rffee8/gHT4bES0RPdkGyuewB4eHh1Wv140yXy6XDdo5Pz/XxsaGGo2GbehcLmd9TGtra3aYzs7O9ODBA926dUvT09MGY7qQxsTEhL7xjW8olUpZrYJAI5VK6f79+/r2t7+ti4sLvXz5sksBmgIxpBSe68DAgEW99IJIMsouUFGlUlE8HjengANPpVJG1aVuh7EPBAKmUO33+81ReTweGyro9/tNQZ3sCpYmihduhkJGwCRh6UpQFDaiq4DO6As+N/fXbDZNVQCIiRod+yUYDFrdhXoRTaYQS4rFovL5vEFbyWRS0hVJJxwOG2Nyd3dX1WpVd+7csVqZez6BkKGVQ9UuFAo6Pz9XKpVSp9PR7u6u9Ujx3D7/+c/r7OzMtCRLpZIRGFZXV3V+fq633367qyZLVl8qlSybdZUobl4/9VM/pefPnyubzVov0czMjBqNhgVa2JFQKKTZ2VmrZaFOn0qlND8/b0zEra0tq9GhCBGPx5VOpw1aLRaLarVaZotoLYGF2tvbq3A4rHQ6rbm5OS0tLSkUCqlYLBrRqlQqmaPCdrEPYRe6ahCwDSORiBYXF1UqlfTf//t/VyqVslle2EVYoTwL9ip2kjUHeWg0GmaH3ZqnK69Ezctlif6w65V2UuDvwBw4Dxfaoxjd6XSM6eMSB1znRW9Qb2+vwTLQLnngRDiky26UASWePiocFYrUUH+RW6FwyQylhYUFtVqtLnju+PhY+Xxe1WrVGnURip2YmDC2HLTzRCJhvTvVatXeG+NA2o26dbFYtMgdWu3bb7+tR48eSbrC3KemptTff6WMvbS0ZBkCDgbJoVAopK985Suam5vT2dmZqtWqQTX37t3T1772NbXbbRuBgXM/ODjQysqKdnZ2VKvVDOpixAH1hUqlYpDo0NCQzXlCDYNMj+fCIQ8Gg1peXjbqMow7xlmgfs7BoqZGDQLDDmPN4/FYlDs3N6ff//3fVyqVshocNYB6vW4D6KhDkZmdn59boODWUi4vL01Md3FxUeFwWJubmxoZGbE+KeAgr9drsKSrpSjJqMPlclmHh4eSrtQiqF9A4WeOVr1eNyXxXC6nRCJhQrNkrYyxn5mZUa1Wk8/nsyi+3W7ryZMnWlxcNKSB2gmkjc3NTTtLExMTCgQCKpVKtq7A3xB+IpGItXHs7OwokUjYOUVtZHt7W3t7e3r06JGp+JM5Q4xpt9uamJgwqv2fdQHnsiZkN4FAQC9fvrTG6M9+9rPy+Xz6z//5P6ter1tWLUkbGxvq7e3V48ePFYvFDOkALYCBR4CHAyBIg8l7fn5ugswEJtgo1gcUAYTmwYMHWl9f1/j4uLLZrBFD2FNkyzAxgZxxYL29vbpz546++93vWu3VLYVQn6f84daegOGB0SlPuAQQbPP/m7rUK+2koM7C5nPrKTfJEVI3RupSz8FWWUiyF5wPhU+UGXhgvJ6rtwUcA9sPp0Mn+MTEhFGRE4mEvvCFL2hzc9O6wimiejwejY6OWoEf40oDIA8Zg86GKBQKuri40NjYmEUxaAPymU9PT1UqlVQsFhWJRJRKpYwRRLE8l8tpfX1doVBIDx48MBkliAM0sCYSCSUSCUUiEet/QR09mUxqc3NTAwMDGh8f1/T0tJaXl80pX1xcqFAo6MMPP9Sf/MmfGDSayWS62HD5fF7ZbFaStLOzY4xAJJ0wKBhjV2R2cHBQz549087OjsbHx43cASuRukSr1bK5R4xeYF/4/X719fWpWCyqVqtJkkFabi0TaAOCSDAYVL1e1/b2tumvAf329fWpVCoZrAiTjyiTrJ06F69LIZuivitmSm0KtAClDdoJCI4wrnyNplCUCx4+fGgZAM/u9PRUT548MQPJulP7ZE2A8IrFovx+v8LhsOr1up1X1FZQQff7/dZD9+jRIxUKBWu8JjAkAKJhGpVwGpjRaQyFQkomkzY+/vT0VNPT04pEIkqn06pUKnr69Knq9bq+8pWvaGJiQtKVo0Op/eTkxJzMxMSE8vm8KpWKfd5Op2Nak4FAwNiLrgqN1+vVRx991EVP54yyXlNTUzo6OtLOzo6RRfr7+62G2ul0bMTN1NSUyTNhx3BQKHOgSv+Zz3xG09PTFvRNTk5azyXQLjU3IF9s6NzcnFZWVoyIRPDv9lBRn6W8gLOi3YOL13Rr+64NdpnZP+x6pZ2U663x0ERELjsPg+fCfK6skdukRkoqdTsyMFoo2TxEjBMMImAqIK7T01PbyEzVzOfzxqo5OjpSb2+v0um0RYcuTb3RaBjVmm59DDCwH5E59wiJg6wEp8ihPz09tcF6NKyiXlEul5XNZo2UQfbImsZiMYOwdnd3uxTa5+bm7CBAZKAGxuC6RqNhEefKyoqWl5dN4HV0dFS1Ws1qN6FQyPDzarVqUjS0CSAbEw6HTaFhcnLSWGvStfwRkSSOECILZJRoNGrsPxhekgw6dOn47AeUzF0GIYHB/v6+iZAODg5a7Y9aHvuDegV7j94ijOLS0lIXu5RDvre3p0qlYmQQdy8C9XFPnBGyG4wuyuJu7xgQJSxLCChAZ4yCiMfj6u3ttawJRQhYcpAjJicnNTAwoKWlJdu3nDnYsoFAwKDJYDConp6ern4rFNHJypAOKxaLlmmxP6rVqqniezwek76amZlRtVrVxsaGlpeXLTBcXFzU1taWPSscRCKRsKnVjGCPRCKKxWJGPe/v77cA7+DgoKtOd3h42KV4w3wrhHR9Pp/i8bjq9boRVGDTYovC4bA5QtorIOm40l2wU2/fvm3r4fFcqZ8AB0YiEV1eXsrv99szhEwBwgS1nfo9AQLfI0PiZ8i4qHm6dX/3NYD9WAvQq096vdJO6uzsrAuPl7rZJSyIy+GXukd3EN24v8frcOj5HlmVW5Pie0TJRLPUx1xG3djYmL12OBzW7Oys4btEqNSJjo6O5PF49N5772lra8seKgSEaDSq9fV15XI5o5TiDDBQLlOIMdik3kQ3x8fHqtVqRoVtNBpGagDKSCaT8ng8VkNLJBL63Oc+p3fffVfPnz+3WgtFe4rA4+PjXSwt1p4Bjdvb23aYx8bGrI/DpRsDIUBKwZnSfR8MBm0PjI2NGfmBw0pNAccNvRhImKyKQ+YGNBcXF+aIoEWjJwecig4dMB57kf6WoaEhm/QKfOxm4ZAe2KNkehh56bpRmmyJAvrl5aWpefMMWGNgPfabG3BBMuFnGe3i9mBdXl6aAyQrY6+DLLgKF/39/eagJBmURP/Ys2fPTD+RPU+dDqMMQ02SvQfq+ffu3TOYis9F8DE2NqZKpaKDgwOrE8E6jUQi9poEY4y/2dvbs5qqqxXpGl4QA/YwEPHBwYFlJ36/38oAbs2GzA/YE4dOwAOpBUgZaI57hczAs4FEdHBwYONLotGoOSmaiMl0eW6cX4JpnhWwKIrvBAU4ILdGT5DEnsH+EfADP7uX2+TLuXKJbp/0eqWdlMs0cdkk0p8eTug6ILf3SeqeSUVNiyiCA+RqVUHTdJ0eVE5ej/vCMFHQRyqIZjrpilKL0sLGxoYymYyRK9577z1VKhXDuImwEomEDg8PLdKmwdHr9VqdA0NMnYz+IRovifSOjo5Mb5DNe3Fx0SWoiiEKBAKKRqMGhTAme29vzyCpiYkJLSws6PXXX7d6kSQji3z88ccGYcZiMQ0ODlqPx/j4uLHU3LWnFwhn7/f7Tf4Kg4kYJ9BJq9VSvV637Ax5l2q1aoeWqBjiCcwp/o1RwZjQpHp4eKiTkxO9/vrrFv2SrbpZTLPZtLoNe8bF5hFH5TnhGHD6NJzSAzU6OqrT01MjpCBVxPtjEOv1urUCEJCwX8/Ozsx5dzodo9XDtjw5Oelq0ibqBrpCmghVE7KbpaUlc8gugxEjTDDG+uCE2O80LaMPCbUax+D+Luvr6jru7OxY3QxolIkClUrFDPHY2Jimp6f14sULra6uGqEIJ9xqtUzuixpap3OlNn5xcdElK3RycmL7MB6Pa3h4WNVq1ZiCZCC0cfC8yQpZX2qIOClqT27rCTJOZOqoi6Po7/V69eLFCyPaAC0TPOI0XRvY19enWCxm7SE0cbuCCNhFt5bEXnLJadK1iIHLFQDxcinorj3+Ydcr7aSAoKRr1gqCkywwhpjDChwD7ONGqTgX/gZXpdZEhA5FnT4RSQa5AFWRSWF0iAKJoAKBgC4uLoz1Q//T06dPlclkjAbuQpbUi1qtlkF/LnzF5kcHD7o2hVvuE6dQqVRMh49REdw3/V77+/sqFArmsJFPogckGAyqVqtpeXlZL1680PHxsRYXFzUzM6OpqSldXl4P3Pve976nDz74QOvr6wqHw7p3756SyaQdvuPjY83OzlrvDQbdrQdeXFxY/xUUYORliOai0ahRvoka2+22NYu6WTKZGnAjNGdqbzMzM2aIeP3e3l4dHBxodXXVsrGhoSHLqGASMsAPh+42qcKyHBwcNIPn8/kMAqPORnM3Ml7sF8ZPuMMYz8/Pu5w0Z8SFXc7Pz22oHoV9jBA1nKmpKYvW6cUKh8P2uYF8ODM0mRL4ATEfHx9rfX1db7/9tmZmZvTixQu7R2BbziC1HjJLjBrtCDgq1EI4O0yyJUMlS8HoI4B8fHxsGRTZz8zMjGX8z5490+rqqpFrmE6AQycL8Xg82trastaLm2UDVCa8Xq/R5V0nJF1Pb65Wq0bCcjOTi4sLxeNxq5FBjAINwQahmhKLxZROp5XP57W7u6vLy0vduXOnq0m90+komUx2ZXlk/OFwWKurq/rMZz5j5Br0MyFmuTUkF0LmnkEqXCjQVcbgazinHxm4D/bcTfKEC/HhtTECwCQsHhRn0lr6oCjOkq1xgCRZdkDU53bn4yCJasnyIBdUKhXdvn1bb7/9tkW6gUBAq6ur1hsTDofVbDaVy+WUzWYVDAY1MTGh8/NzU6sIBoN68uSJYcrxeNwMu9d71SBJPYe6GHAkcNXS0pIZwXg8bn1RfP5sNqvnz5/L5/Pp7t27mpubM3LF9773PT158sTEXDE4GC/eE3ba8+fP9fz5c718+dIovouLi2q32yoWi+rt7bWGQp/PZ7pkiHcuLCwon88rl8uZYwZSg+UYDAatFgRpBRYdRoJMgNrNwMCAqtWqkT1QvO7p6bH+GGoGRIWdzlVD7GuvvWZGDXYWjormS7IiGIl8HWffaDSM7IDR7e/v1/r6unZ3dy1bgFHIeA9Jllnt7e2p2WwqEonYnuVZeL1egyJHRkZUrVb12c9+1jJuWKHsUZwQTaO9vb3GEgMJuHv3rk1Ppi7FetZqNfs/sJnP59P9+/e1vb2tYrFoRf5Wq2XjK3Z3d/X8+XNTX6lUKpKuWgVWV1cVi8U0NTWlYDBoyiQ8B4gn7Xbb7p+gYnd31+SUIBhwRj/88ENtbGx0BSw04vp8PtXrdZ2cnGhmZsYIBy7Mv7+/b5R/9nyhUDCWMJmQJAumgEuh79NcTq9kKpXS7u5ul/YiSATowMTEhAW8+XzezvrGxoYODw9VKBT0Yz/2YxoeHrYMj8ZhmMuIGe/v72tsbExPnjyxjItAn2ZfIHIyUZQnXNq/q+eHDSAQc4NtF336pNcr7aSAISRZhMuCAZe49aqbP+dSlcHWpesiIYVX+p14HTBYogNGJ0iyh0GkARtvfn7e0vlkMmnCmTChzs6uBu3VajVls1nbTAcHB5qcnFSxWLTo2efzaW9vz6jT1CWoo7TbbetJOTo6MkLDycmJ6vW6icrye5eXl9bzA5sO6JKx7hcXFyoWi9rf31c2m1W73dbW1pZlICi3s9HfeecdLS8v6+TkxGb3nJ2d6c6dO1pYWLAAAzYThBKcQ61WM0kiIA0OIg6Vps9qtapMJqPJyUl7XvQgQbaQrmFNF/YcHh7W0tKSTRCORCKmDg8Me+/ePT19+rRLR5E+I6AYHDVBEg3b4+PjWl1d1fDwsMFVEGogAPCZESeldvjo0SNtbm7afqbFYXV1VT/5kz+pSqWi1dVV67Ei6ubz5fN5g5zY08lk0th2rgoJIqjSFdRUrVbVbrcN1pRkdZGjoyPLgJvNq4GEb775pv74j/9Y7733nlKplKmde71effzxxxYMMZ0ZgVbmajECZ3l52Yg5oVDIBHJhFzLUDzUX1oY2COBbn8+nSCRiU6k//vhjBYNBzc7OKhqNKpPJ6Pvf/74KhYJyuZxByLBYPR6PjZOhN419yYw05jkxX4wWEeqyhULBGqcJXMk4adFw50n5/X4bOEntiGdChgNidHFxYfcA8YNm6729PS0tLdk64qBc0hjvOTIyYpR4+gOpUdMbxQw2Vy6M7Bz76mpHEsy5vVAuZR0b+kmvV9pJEV2SOWFAcBRceH68N9j6TcIEkIl0zeyTZM4ElgqHlmyMvzEibrSA86CmgiGi2fDy8tIovru7u9avBG2d4nCr1bIx3GR9EA2Y3MmfZrOpfD6v2dlZqzdQHG00GqrX6wa5IE3UbDa1t7dnGyufz1sk6G6+k5MTk65ZWFgw+jMOg5lSe3t7ev78uUX9MIump6fV29tryuPAZPV6XQMDA5qbm9Pq6qoxp1CNAJOPxWI2/kGSwQpkDoeHh4rH40bhRn1hY2NDkUjE+pY4gJAfyLCTyaRGRkZULBZ1enpqbDccRzAYVDqdVjwet6xodXXVGFM41P7+fmsidce2uIeToCcUChlUDVkjmUzaqHKUBUKhkDEec7mcBRqsL2uFcCtwLlExTacU1+lDcxmuPT092tnZUTabtf8DdcXjce3/YCQEzFSYosPDw3rrrbd0enqqbDZrWf3h4aF2d3e1t7ener2ukZERZbNZ28P0DwKHe71XM6TI7nt6ejQ9PW0EAEaD0IbAwEKyN9awXC7b80SNA2gbjcyLiwuNj49LupruzBBCyAk40f39fYP9yRBYGzIXSBs+n88kuCTZ9NxQKGR9dNRmqUPTFwVkSd8YNWJqlh6PR7FYzDQsgRafPHliNazDw0PNzMyY00H5n4zH7/fro48+UiAQ0OTkpEZHRzU9PS2Px6Nyuax4PG5EK8ge/D4jWXDiLgV9cHDQ7Cy1ZKBwrk/jmNzrkwso/eD69re/ra997WsmX/K7v/u7Xd/vdDr6B//gH9i8oJ/8yZ80fj9XrVbTr/7qr1oK/jf+xt8w5eNPe7nFODfToRfgZsEOcoXL0CMaIzMCA4YmjKYbn4+IAkdG/cLNoCiAAkMEAgHrS6IBE3YisAp9PfQP7e3tGQwETAdswOekXiPJInzGoiNuGo/HNTAwYHIsiFBeXl6aqCzpvySbngqLqVwua3NzUx9//LG+//3vW/ouXUXdkDQY4sfBoyEaOJbgAAFSSTaYjRk8OAwkpBqNhvb29rS2tqadnR1lMhlTKsCgM4WXNdnd3dXa2pqy2awZpbm5Od29e7crsz48PNTW1pZh9J1Ox2BExIBRfbpgfgABAABJREFUq5Cu+mnICNgPqDdsb29bgEGEyZgPVL/dBkkMPKoMHPKjoyMVCgWDsagjDQ4OKpFIaHR0VIeHh1pbW7O5Qux3mpGp69D/RQYkXWf2kEy4qLdwT16vV7FYzBTPXfJIpVJRuVw2Iws5gpEeZBhHR0fWzkDwRMNq8AdK9tRX+VosFlMsFrOmYgwnavYbGxtGkCCTIKBARFmSEomEms2m6vW6QZmQAggOgXshNhwcHFgTOc3EEBIIYigVwCjtdDrK5/MmzYXNwICj4gJRAaSH543zA4oG3YG8QjBK43QwGNS9e/c0Nzdn0CUB3ObmpjlX6uE4S84a9pfzgt2AREQtCzEC+ivdgM+lkYOcuLVNl7ru9p+69ar/rypOHB8f68GDB/rrf/2v6y/9pb/0p77/T//pP9Vv/dZv6d/+23+rmZkZ/eZv/qb+/J//81paWjLj+qu/+qvK5/P6/d//fV1eXuqv/bW/pl//9V/Xf/gP/+FT3YtLreX/bl+Tu1hcGEyci3SdirqNam6BDyzVFVh1HxJyJrwvNQpovDR+ZjIZvf322xoYGND+/r4ajYZlBvRCwC7k/YF/gP5gl2FQGRp3cXFhemnUyXZ3d83IEimzLm4hnm5/Pj+1NiAVmi0xdtBeETB1M1EaQ+v1umWdbG6c5fn5ufWVAJmB7zcaDQ0ODho8iCGgFuMaS5wewr7UKDBY5XLZes/cdQTyYEYVGTKRnksa8Pl8phiBmgV1LRpJMQpAWPTCBAIB60liX2A4KJgTOKEywvcODg6UTCbNWRPUUPuDAYlxof6D7iDPnOcCC/L4+NicIo4NmHNvb8+c6fDwsPx+vzXVIuYbjUa7SAzoyqVSKeXzeZtOjVMCzkVaB9knHAZsNdoobvblYACHh4fNCUGZJ+tAcoxMl0geRuv09LTVmM/Ozmxt5ufnlclkuoIuNB4hZVEKwE5gNwjEQHBcEpMLyQGzEwidnJzYZ/f7/eb4cGJAcmRPrIvHc6Xgfvv2baVSKSNaUdOEbs5+QTiawGd4eLjLzhGMVyoVG/QJq5JgB/QAKBtSmHvxzFxyl8uy5jPhoDkrEN4+yfWpndTP/uzP6md/9mf/zO91Oh3983/+z/X3//7f11/8i39RkvTv/t2/Uzwe1+/+7u/qV37lV/Ty5Ut94xvf0Pe//3299dZbkqR/8S/+hX7u535O/+yf/TOjZX+Siw3tLohLmOChuLCcSyt1e6R4vcvLSzPQvA6bDlorv+M6R7dHBsdJMZFNVq1WNTk5aYfeJWjQ2wJkA3MunU5b4yjwEbUC7oWonN8DYvL5fBYV4kxdSjy0WIrMRIHAO3wOolOPx6N0Om14fyAQ6II+eV/XaeBEXMgVUU4ifrJOHOLZ2ZlN4oW1eHh4aKw/t14EhIYDAn/neTabV0K5Y2Nj2tnZMXiSyDgSiViR2uPx2HvBSMQpuSQd1qleryuXyxncGAwGre5H5si6sxdY22AwaPAQbDmU6HlmFPNh/QEXu/fsDoGELTYwMNClAuFmhOxxnjv0cLeHhjpeLBbT9PS0fD6fMpmMjYCHSo6KApk7QQz1TLKdWCymRCJhGfLc3Jz6+/uVyWS0vr5ujgPIFGYjtG+MP9DuxcWFQXAgFQRc9PPlcrkuxXYX2me9p6amLIMC/qUXjnNFIAMjGH1D1DkGBwcVi8VMlYEAkJYBgiruHR2/o6MjI7rwPAiSsDvuWUWpnFodwRZ9VOwzakaowLO/eF0cGhlduVxWJpPpgupcu+rW4gkOXW1T4FXgT847+5f3w8a6hIpPev0frUltbW2pUCjoJ3/yJ+1rgUBAn/3sZ/XOO+/oV37lV/TOO+8oGAyag5Kkn/zJn5TX69V7772nX/qlX/pTr+tqkknXaSsP0e0/cYuDGGUeOn/4Xeo7rpNxU1fX2/P6PDAXWsTwEsG5qT2sJ6bMJpNJ9ff3W/ZEFkbBn2Jxp9NRKpVSOp22yJ0NCc0ZUVvqa0ARsMgY5U1RnQyJia84Nxwe0CepPsQT1m90dFS3bt3S7u6uZXwwltx6S7PZVCqVUrlctrEGQArFYlHRaNSo0hx49PGq1aqRAeLxuM7Pz03F2oXLCB54T3esgSTTMaRrf3p6Wu+//37X8xkZGVEsFjNpIZwu+4aaCtH0yMhIF3wCM3FyctKwepwARoSDDgTm7luyKUgy3Fu9XteP/diPWY2QAIJnUavVdHx8rNdff13hcFijo6PmkGHsue0UPNdms2kyTBhsHODBwYFGRkZsQi5sOvZBPB7X1NSUnj59akaI54GDiEajlt2DJAQCAT169Eif//zntbGxoXA4rHg8rkwmY3Xe8/NzZTIZ61FD1QHSAxJHSFhxfshEqPfAinX7fJrNpvUkueee5zg+Pq5qtdrFEnZtDqWAZrNp+5TGe5iL9BcRjDD40WUIuuUEMt5wOKz9H0zWJbBgXbk/gqdoNGq0eAYpSrJ2Fs55uVw2TUu0HpGvotbk0tgJnoGGeU+yO/YIdtPtV2ONb5591/bhnNxEgGfwSa//o04KaIV6AxcMHn4GLTG7iZ4ehcNh+5mb1z/5J/9E//Af/sM/9XXgE5egcLMvSrpO0/l5eP83G9AkWUREpzoblNd2F9elo1IcJ/Jmc7VaLdPOGh0dtRQcI395eamZmRkdHR0pkUhYfw0RCfUXMiWiMhwsGnOsx9DQkDlMKLUoGw8PD2tsbEyxWEyFQkFer9fU1fv6+oxBB+YuXYlmomUnXUVjjKNgDALvDzwHJAS91sWygScxLODyjCTY29tTo9EwmSkOtcfjscZclKHJPqVrJ3V2djXpFkgJSEqSZUknJycmFcNB6uvr01tvvaW9vT2rD5JtHB0d2XtGIhHNzs4qFArpxYsXkq4MBa9L1kVLAP+Hks9EZiCzo6Mjg1yj0ajVLr1er3K5nHK5nGUMGJuTkxOlUikVi0VNTU11yUgdHBxod3fX6oTURi4vr6bVwoCjGF4ul+Xz+TQxMWFr399/NZ6FBlcazwcGBhSLxWw0B451Z2dHb731ljyeqwnFS0tLZuQw7rRbXFxc6NmzZ1paWtLKyooJ4KJ20tfXp+3tbcvsksmk1QSB5WCl8fwhDbg1Hs48tujw8FDValWNRsPYdeVy2VTkXcUUoDTISwMDA1ZvpV6zt7endDptKAjtC7BpJyYmjLAEvMgzdFscgPiDP5j+3Nvba4Hn+fm5QqGQtSWQodK319/fr9HRUYXDYR0fH2tzc9MyI3rlCCKZ4Mv54UxcXl7aiB6XIYy9Q/kG4gR7gqCebMqF5t1zTanEtZ00W3/S65Vg9/29v/f39Hf+zt+x/x8cHGhiYsI8v7spb14sDNkRX8MB4fHdpjzpOiLgUABH8IAwbBggem9udleDbR8fH+vzn/+8bTRGdADFrK+vW+YG/HZ+fq5EIqHLy0tFo1GrcREFUwOh7kGk1Nvba82XQBHSFYMJNhjFajIp/kbBfXt72yR6qDOhwuBSykulkqkzw6TC6XQ6Hau1oNl3enpqDCJqL7COcMQTExPa3Nzs0rFbWVmxtSH6A7IAu0eZPZ1OW0ZCn8jZ2Zlu376t1dVVk/1BQicajeprX/ua+vv79Yd/+IfK5XKmlhCLxeT1XunMpVIpvfbaa4pEIpZxAHuxfoxKOT8/187OjmVNqEO4GD4GHBIBRBo09YBD2V9AsGRkkCK4h2q1aiSY119/Xevr6/Y8iZyR/6E/Cpi0UCioXC6bc6PX6O7du7p165aePHmio6Mj/eW//Jf1zjvv6M6dO/a+BImzs7MmueSOvvjggw80Pj6u119/XaVSSfl8Xuvr6yYaTLsAEBtQKZBmJBJRtVrV+Pi4Dg4O5PP5DC69c+eOjo6OuqBl9oN0Lf6Mogbfg7mJ+gg1I7J+6rrIDbGG7jgW1rbZvFIVYTYUw0ofP34sSUabx/Giss8ZJ5uk3kimh1guRCfpium5urpqkki1Wk1PnjwxOFCSZaU4T+rpU1NTyuVyunv3rsLhsGq1mp3Lu3fvanBwUOvr6xb4ofV5fHxsvZWcOSA+9gkEHmp0fF4yUlCFT9MfxfV/1EklEglJUrFYNPl6/v/w4UP7mVKp1PV7FM/5/ZsXm+fmRdZEWg9khbHnMLs/h2MCInMvl4mCpwf2g2FDVM8FzIaRBV7kfUdHRxWPx7W9va2vfe1rJtfv8/msUVS6yjATiYRu3bqlk5MT6+kBOvP5fFpbW5PX6zVdLiLk27dva3Nz0wRH+/r65Pf7VavVFI/H9fbbb9uIglbrSvyTkdELCwvK5XJ2v0Bu1A9isZhh3/SqsGmBGGBZwQSMxWIKh8PKZDJ24Ht7r+YJQZNlRAPCpNJVEbZarVr/F5nk/v6+waYU/HGYGCgOCEX2SqWi/f193bp1Sz/+4z9uPTUDAwNaXV3V6emp1YDu3r2rX/zFX9S//tf/2uZ54Syg2vv9fiWTSY2PjyscDqvVaimRSOi9997TwcGBbt26ZRAmtbFoNGqD+3BA1BFRqcDo4lSBkR4/ftyl7EEA5PV6NTExofHxcS0tLemDDz5QLBazFodqtap79+6pt7fXRpIAvRHMUbSHPei2NeTzeUUiEYVCIRttEQqFVKvVFIvFjIgQi8UUDAa1tLQkSaZs8uabb5rRLJfLyuVyuri4sGZdMnLaKUAdDg8P9ejRI2sOp65JVoMT5wKJ2NraUjweV7VatQgeHUuIOvx/fHxcl5eXBsWBMBDYQMw5PDw03Um3Xkpf09jYmAVZo6OjpmaBUsTKyoqhBzAVCdxojKatBHUSty/t7OzM3gOIniz42bNnevz4sebm5mzvsJ9ofIehSCsLTE3aA+7du2dZKOzWbDareDxuwtLYZYJi15G6JA9q/LSxAHVDIqN8gIMiW/s01/9RJzUzM6NEIqE//MM/NKd0cHCg9957T3/rb/0tSdLnPvc57e/v68MPP9Sbb74pSfrmN7+pdrutz372s5/q/chaSCd5YG7vlHTtaDBswAYsINgsECGMHLIIYDuonjCJIEeQhVEc5cFi6CYmJvTee++ZQjpQBXj3zs6Onjx5ojfffFOzs7MKBALq6enR5uamtre31W63NTc3p1Qq1WVweA9qSNK1KCuRzNnZmRkKMjycLYXQ6elpowzjoMbHxw3mpIgLSxGYr7e3V+Vy2bIOr9drtQ2MAvcGDn16eqrx8XGb/Ip0E8/BZRxSk+jp6elqFGbcBNRsZmbBhsvlcjo4ODD1gMvLq6GQ9+/fN7gN6jiHHwjpq1/9qjKZjPL5vPr7++X3+/VjP/ZjFvi4GefOzo7pGmKs6N8h2oYJRlZHDdLNqlDMQBMOiGttbc0ONNkUwcnAwICpgLOng8GgXn/9dRvdfnx83EUVB8ZdWFjQixcvzElh8MnKaEi9ffu2BgYGjFjA+k1OTqqnp8cEUIHpnj59ahOe5+fnTVeQPbS6umpOV5KtKeNiZmZmTBeQe0+lUnZeyFhgv5FNMzeKPiN6xhgL4tYug8GgRkZGjDABI9Tv91s9W5L1Nnq9XuXzeaulsF/HxsbszNEKQO8TmQQBFPUuBHwnJiZsSCCkG5etOjY2Zi0E3H8wGNTjx49tijSSS9SHDg4OlMlkdOvWLWtzIVjGNuEEsXM4v9PTU33uc5+zIZo42Ha73TWJnDV0CSg4IPYR+9WF89wkweUOfNLrUzupo6Mjra+v2/+3trb0+PFjhcNhTU5O6m//7b+tf/yP/7HJ4//mb/6mUqmUfvEXf1GSdOfOHf3Mz/yM/ubf/Jv6l//yX+ry8lK/8Ru/oV/5lV/5VMw+6ZqN5zokFom0E7iFy+2nwrvzx2VZuSmqK/lBNMEFNkuNyy2sg8NCJ02n05KuRybAHqrVahoaGtLAwEDXZF4i//39feu5gBLtso5wQC5tnsLq8fGxqtWqiZziwPms0JclmXIEhyUQCOjevXvW24ShbbVa1miJI4F9B0mDZ0MDMXU0HBqd9icnJ1Y/A7LkMECpJ3Kj3wRD5VL2A4GANjY2FAqFrAkxEomoXq/r6dOnOj8/Vzqd1q1bt9TpdKxIPzAwoI2NDb3//vtaXFw0iBN4jEzLbXYFWsIYImtET029Xjc2HJkL2SQGguAC5hsBEArnTGBut9s22FGSwcoMRqTWxT0RkOEwYaPR7zI/P6+BgQGTzEKVo1ar2VpCFJmfnzd1EJpdOVfSVa05Eono8ePHqlQqBuOh0J1Op/X666+rXC7bnqXOQXQeDAb18OFDc+6Li4vGJmTqLeKzXq/XVPrR75ubm7P9RfYPvMZ+xgEDowFzJpNJFYtFO4tAepAz6JHkd4C6gfgIUCBQMA6GbBp2JhkGtV3sCu0CNKJLsnVBLxDpI7Lak5MTy+b9fr/ZFxwMTp1Amgvb5DoIGrwJ1gqFgp1Hfo796maxEJfYKy5hzW3fwU66yBO/92muT+2kPvjgA/3ET/yE/Z9a0a/92q/p3/ybf6O/+3f/ro6Pj/Xrv/7r2t/f1xe/+EV94xvfsEMmSb/927+t3/iN39Cf+3N/Tl6vV7/8y7+s3/qt3/q0t/Jn9klJ3YvIAXZTTCI7HItLucSp0Sfgvg9ziogI3J/FOLTbV2rRFBRRDRgZGbEZN2Qx3AOUUVh8sGPAr2FswfQCOmCcRq1WMyorYqQcGIqz9L9ALkAeyKXeMtmUmk8ymdT09LQajYb1DrFGjFygtwns33WAFxcXxkSkCOweFMgJLrOS2UHIx7AewIaQbFC75r2IJqltYHh2d3ftntLptA2XdNsVWq0r1evPfvaz6u/vtwZc7oN+MO6biDkajRrVG4IB0Tb9MMBmbmsCfWlkYOxRF0LBiZGdQ7UGDuQZQ5hg/5K57e/vWxMsiANZ58HBQRcaAPOUxl3ugTEtPp/PYCP3gqknXddBeCb1et1IOoODg3r33XctEyIrbLWu1Punp6dN7dxlg1FnbjQaVgsC3eAMM7uJz+meVcgoOHPmerFXyGB2dnasaTYYDBpTERECYGHYo8DNLgTpGm2yWzJN9i+OiQATKBKjzf6grgvMzegeAudwOGwMXhATCDYwKnHOrl1jbQhuj46OlMvlbJqxq5IuyYJaHDYOy/3D+bnJBHahUoIlN5H4s/gD/6vrUzupH//xH//fYooej0f/6B/9I/2jf/SP/pc/Ew6HP3Xj7p91Efm5BsSFptymMfd7HAQO6c3Xc9NYl99/s28AI8eDgjmI1AyNixR6MZ7QaT0ejyYmJlQulzU2NqZMJqO+vj4VCgXT8hsbG7MUnFQdCAW4BniGzKTRaJjBBCKCCeQOsMNR8TxxqlCag8Gg9X4QTQITSNd9ErDOOARuDQV4hGdAY2Gn0zFBWZzU/v6+1QNoWCwUCl2TYFG0qNVqlgkODQ2Z2Glv79WQRbIpdArL5bLGx8c1MzNjGmgwnyAqUM+AEANxwj2U/Fx//9XE25WVFcv26Fdx+98mJyet/w2JK2oA9XrdnicQLgGAx+Ox6cq0JvAePHscLoV4VBTYx1C5UcmANQqZxz0HGH8ke4CsiMbdIJMLgzk5OWliuNQmTk9PrdY5OTlprRO0P8D64h7Ozs60tbVl2RPvyegL6j00kbdaLTUajS6qPwEcexJDTjkAuv7+/r5OTk6Uy+VMQw+GmtfrVSKRsPlObg+ZJCM+ETSwjyRZ/yWoBfR91nB/f9+YhLA6WQfW030WBIUumYvM2D2zOGv6nMjWXLsmyZw9zfT1et3IMgR4fC5sjPv5gOU5y9hU9+y7CYFrk9lzPCMXjfph1yvB7vvfXXho2DI4kZt/eNgsqNsV7bJgpOthii5k1el0bB4MUZtLrzw+PrZiKJErUQ51G5pyS6WS9UQkEgkVCgWNjo7qe9/7nuHnNGWOj49box+sNJcN547oBnqDjg0rD5YSGxitOIgqQBP0cwR/oOadyWRUq9UMPkgkEga/4FAk2TTcg4MDmzN0eHhoP+PxXEvMAK+wWXku9HFxEP1+vxYWFpROp7WysmI/C5OI3i6g0f39fTMIExMTBgs1m00VCgXV63VtbGxY7YDiPwFCKpUy9tbExIRCoZDGx8etOdiN/ijKUwe4c+eORkdHrcG4r6/P+q+azSsdxeAPlOwhY0hStVo1VXuGOZIhHR0d2Xhz1EQkGS3/+PhYMzMzFsGy14ACyaoxNCicBH+gBA7RgD0DrIym3+TkpGV3bm2DtZBkUNi9e/f0ne98p6u4zpTcnZ0dI29sbW1pcXFRkiyLgXLOSJijoyNTS0BmSboysPPz8xZgYExbrZapXdCSQaN5KBRSvV5XKpXS5OSkEomEUb+bzaY2NzfNmQC94/A2Nzdt2gHZD6M+qJ36/X5rZ4jH4xYsZTIZc24w66C4Q9PP5XKqVCqWnSDHBTEqEolYAAMLkACFwArH1Ol0TIAAhIVxGwSE7XZbu7u7unfvnnw+n3Z2drSzs2NnCltHqYN9BSOUoMZ1mm65hGyKQI7nRsCGAyOYAtL/JNcr76QwXm52x4NzCRQsMoYaDB9IsN1ua3R0tAt7xWEANdEDRbSDQ+CBYOyr1aoRAUqlkm30Wq1mKsODg4NKp9NdEzihxxLpMfIZqIJsA2wf7S6iVAgguVxOjUZDyWTSmD9EXxSKQ6GQCoWCstmsAoGAiXeyeVzo8uLiwpoDJVl2RvH37OxMkUhEMzMzpnn37NkzZTIZBQIBa6plvQqFgvWg0FPEOvb395uxJtLt6+uzCL9QKBgrEtVqKLrAGLu7u/L7/bpz545CoZDef/99I23QKwY7cXV1VZOTk0qn08rlcvJ6r1TlI5GIZYwEDO5FDYJpwCgcQHmfn5/X2tqagsGg5ufnTYSUcQuDg4O6f/++GSAy2t7eXmN6uUoHZELJZLKrD4qeNwYWjo2NGakEBXVgM54tdWVUV8g60+m07t+/r3fffVflclnPnz9XNBrV5OTkn2K0er1e07gEksKgYZhR6ofmH4/HlU6n1d/fr93dXcuSq9WqQVUYaloa0um0wd1Pnz61OWKpVMoIPNFo1OqJGGmX+YZjW1lZ6TL4Xq9Xe3t71qMI0xQa/MnJiTlz6qDU01DN4Ny4vU2QcDjz1LpQ/aAGSNAAM1PqnqrcaDSsBthut00cGYkwapy0kExMTGhubs4YkSjrQzCqVqv6yle+op2dHRvMiN3w+/3KZrPmpHnf3t5e1Wo1SbKgAmdEwO7aTD4De4TMEwSLYO//b828/7++MOw3U+abrDtYPxhdDiUHHQiHIihen6gBuAy2j0v/xom5PU5AKjTgVatVxWIx+f1+FYtFDQwMKJVKaWJiQp1OR4uLi3r58qXNgwkGg8ZSa7fbqtVqVmvBOIZCIRtJsbW1ZaO3ibxGR0dVqVR0fn6uer1ubDcGILbbbRsZAqMOGjTriWI5HfR8diAHZilJsqyK3pnXXnvNhus1m01TtgYiCgQCKhQK6u/vt3rH5uam+vv79eabbxp7q1gs6uDgwFSbj46O9P7771s2yQwvXousAeM4OTmpZrNpnxl1D2pgR0dH+uijjywY2N3d1czMjCYmJnR8fKyXL19qfHxciUSiy1Cj7jA+Pq6NjQ2Tx+FQrqysWA8bNbCtrS1rFm6321pYWNDa2ppyuZxisZg5wkgkotXVVQswGHLInp2dndXu7q5OT0+1trZmFG00E9GIu3Xrlo1+abVampycVLVaNVFhhJOpZ5ItYKhXVlaUSqUUjUbNYUvS06dPrbl1YGBAu7u7+upXv6q9vT1NTExYBs497ezsKBwOq7+/X+l02vr1xsbGLIPZ2NiwoBHC0NzcnMHvkgwNwJmRkR4dHWlsbEzj4+PWv0fjaavVMuTg6dOn2t7eVqPR0P7+vvx+vwV52AjqZYjN0jeFqno4HDYkBfgMUWCCSfQ4GeETDAbV19dnUk6BQMBUTgi+stms0fKHh4e1s7Ojvr4+U2fZ/8EgRXcYJsQi+gtbratRLM+fP7dzw7TjTqej3d1dSdLLly/tHMTjcWsJovbsMohpZcDWYe/cJnFYxjhT1/bSvuOyPLFTn9jOf+Kf/L/wokbkOiqgPf4GEuDn3eI1iwpEQz+Di626dST+jbMASjw7O9OtW7fMkINf8/tkS/RR0e9Dit1qtZTNZg0u8nqvdfuoB0FDdaNWDP7y8rLVUlzZHyRRmAfF5kAG5fj42BiDiEsGAgFr0O3r61OxWOwiZBAVuyKf3AtGYX9/3xomYS6SFUKDnZyctPoBhWbgOpyMy6RE9xB8G0ovrQI45q9+9avG/oLWS6e/O1Lh/v37tp50wKfTaXMEGBXqO5Ks/kH95MMPP7R6EPDK+Pi49bjkcjllMhmbf7W/v6/9H0xTbTabymQyVldj31BP4XP39fWZKkQkElFfX5+NUUmlUtrb2+uqF+ZyOdOHo/+oXq8bBOnxeGxYJYEO+zUUCpm6+uDgoE5OTvThhx/q8vJSP//zP2/n7u7du2bACOAkdamtuGzO09NTU0H4+OOPNTExYQQFDOTAwIAePnxoM7CmpqY0OjqqlZUVhcNhG4JIcyl7rtlsWrM4kC1OgZpUq3WldEIPEmeBvXZ6eqpSqWTZPM/+8PDQ1gHI++TkRKVSqUvkOR6PmwQZck/sT9ifrt5iOBy2xnd3mOrBwYGdKbQOWdezszMlEglNTU1Z/RW4uVAoaHZ21pxks9m0YGt+ft4CDFiAPGvIR9QJ3fOGbYKhTJCPrZWu+07dLJ3L1bl0yWbY4U9zvdJOyqUr44BuFmSBwPDwMK3YpG7NiSzLrW1hEJmrQrSHsYT5AuxBFuXqfO3s7GhxcVGjo6N6/vy51Qq4Z5hYpNdAWIeHh1Yklro1305OTjQ3N2d4NsoLrixUOBxWo9EwY0RUMzQ0ZL0PwHbFYtEiJBwQyuF0lXMwqQe4unwHBweqVCpmsF6+fKnh4WHdvn1bkoxOTb1qZ2fH5GaAQYjsicQwTOiara6uGh0bCDUQCFgUGfzByAzYWTw/tPUwojQmU9+ZnZ21daFHjRrXwsKCBgcHVSgULAjIZrN69uyZBSzU4yCiUMdqNBq21vQMUQPJZDJWfxkeHjaGJhlVNBq1oZEYOfrsIIeQkUG1hhFWLBZ17949G4IIpJpOp00X8u7duyoUCmq326Z8DWkDdYN2u22KBMvLy/YsyT6ArshmmSNGsAGZYXR01KBWhIOBzegvc+emcZ4hn3CuOeucYwgrZCAM5eT1CKBgCHLvnD9gP4LIdvtKi9Ft9oaN68JbBI80iFerVUlXNTrqwdSCe3uvVMRptJdk57e/v9/Yh2QpQPmcMaj0PHvgROBr9j0Ud+rXZJ1uLR4W7vj4uH0u+rL4jJRP3BoSATu2gIv97zIrgZZdxrXr1IAK/yxxhv/V9Uo7KVdjCqcCJdmlobP4Xq/XGnhdlt9N2iXNki7shxMjwqBIOzAwYKrYQBE4jtHRUfX19ZmwLFEwrD7uEYgxGo2q1WqZAaL+xIGlhkBPiHR1MKhhcY8U4/1+v4mzutkhGadLleWznZ6e2gBCcGPWmToVGRAGgEyDzw8bLRAI2AECRkGahmItRV6iQ+maBcWh5LMWCgVb25uU956eHoNTmbsEHRbWVjgcNtgRWaNOp2O6cihgnJycKJ/Py+fz6fbt2xZJIh20vLysFy9eWAYEM4zmShcGQVWBnr3BwUGlUimDtICKcYr0SJVKJaVSKSvuk6nSxzY4OKi9vT3byzhhHD31InrIIGPA9MM5AR/jTAnaaETFGH7wwQc6OzvTgwcPuqjHZMA4eBps2aPsFepCCAmfnZ1Zlk+wgFOlF7BQKKhardokYdALInjWGeo6wxM7nY4Rn1CXQEnBlTKjF4l+OewItUMcFdJckAxoJnd7A9ECPDw8NNo9MCKEBnqQUHt3jTW2if48MkVYrT09Pdrd3dXFxYUpziNa7PV6TcdRkqanp40J7F4wRCORiLxer8mIwe6T1EXwYD/yvPkawZ/rjLhuMvxu2lBs7qe5XmknBfPI5d9DA5Wu+w5clpLLVnIVFfhdHoh03SGNIcaQu4VCF+YiJXajCYwH0FK5XDbIyDX4rgo3D5NCbSgU6ro/Ik6yF0gDrAFZDw4a7ByGITCFz+ezplDgRyalkiFhbN1xE9SZUN/gEAGfDg0NmawMmS2ROoaTcQPusDm36x7DCV2W9cUIUhSnFgZl+uDgwJQ+cB4EAWQsjHzvdDo2nwsVCEgbkCA4VD6fz4Y/rq+vq1wuK5lM2vuNjIwoGo2aCgcEAvYihxqIZ35+3ij2NPDShHt+fq5yuaw333xT29vbxo5zHQytBJFIxIyfC7tARqC/CBZdpVIxuBERXnqmaJDlbLnU5pcvXyqfz2tyctLgNJ6X2wNDcESWwXOjl4ngBHIBRXvaBeitqVQqFsCUSiXrsQO+Y6+yhu45hj7e29trAxeBf3t7ey1ggIxCPRaHwHVycqJQKGTaj+wJAoNOp2Nsv+PjY9MxJIuk+RbqNdkStTS3vk191NXzJKMCyiX79Pv99nw5h5VKxUSAb9++radPn5ojo59ucXGxK3MGSXJZz65Sv8tUdlnSrm3ls3EmsZvuuXFZgHz/R4aCfrPplnoMzsilprOJiVD4HqktC4fxxujf7IUiIwNqIfrh6zzcs7Mza8bzer1ditvuWAmiNrdHBXgIBYZkMqlSqWSRM7I0Kysr2t7eVjgcNnaUdN3UzOc5Pj5WJBJRMplUMBi0SLler3f1UpFxsqHo5Ad+dIuejUZD5XJZd+/etboMvTuoRRM9U8MjgiTzgyDi8XiMwQW0AUXf6/XaSBGaZ4mIUQCBCYkDqNVqSqVS6unpUb1eN2gSTcBqtWrzfBgeyL/JMkOhkKkBSLI1w5kwxwmBUoIAtNjIuAkYyDBh6s3Pz1tW/+6775qBKJVKGhwcVDgcVjabVSgUsrlNGFZGx/t8PmNoYWyhgZO5sp6dTkfb29vWcEvTMYQJpKNQaAdJAAKu1+taX1/Xo0eP9MYbb2h0dNQgMpqBgbrj8bgajYbBUsBuTBV2x6tT80SSy+/3G4uVLIHgIx6Pm3wRTpR6KbA5F3VFyDCoUOBMcZw34W8a6Ol3pJYElMfeQAAWnTzo2z09PTa5gDMCKtDb26u5ubmunjG3lwhCCA6KfYBgMdAoaiQ4TGqqPC+0J8vlsnZ2dnTv3j1J0vz8vHK5nO3pw8NDFQoFTU5OWm8X6+rW+Sl5YGuxgwSmOGp+zrXFrPlNooQrm/TDrlfaSblSRHh0itukzxgdV3mCzILCIAVYmiHJYtzeK1hrbGSpe1InDgt8F6UC+hSA9+bn5+XxXI0QgPW2s7Nj6gZ0tpfLZa2trenOnTtaX19XJBLRZz7zGYO3Li4ulEgkrMALTXtoaEjRaNSEYYkgyarOzs5ULBaNUZVIJExtgIMMqSSfz5thOD8/t9eCkUh/DRAR78EQtWazqXK5bH0dkCdSqZTBYpVKRbu7u8rn8woEAhoYGND29rZp8eF0kE0ql8tmDAgK+DejDh4/fqylpSXL8KCbezyergZlMpRIJGKMuEwmY7W1hYUFO3Q+n0/Pnj0zQ0WmSo/O4eGhvQc1JWpHzGlCEZ59JUkTExN68uSJOfN6va58Pm9QHPUoDHYgEDAVencOGexUsnGfz2eyTNSYJCmdTptRq1QqymQyxkijgI5BJXpnnQ4PD/WNb3xDa2tr+vmf/3mlUin19/dbT8/g4KCKxaLK5bLNHJudndX5+bkWFhaUzWa7InnusVqtqlKp2Flzg02QBkkmWs1awUoslUqmiuEaRbLpi4sLU1JhDQka6F10mcDpdNoIDe690JPHWlNzHBgYMHi10Whob29PkqxeTeYKG5caNmeHKQKDg4Mm1AukyWDFsbExDQ8PGwEFWJfAd3p62gg9jx490oMHD7S7u2u9UdI1lHdwcGBSYOwVnCVZJmsBI9elkEvdg2YhXmF/3ewMW0n2iA3+NOSJV9pJkf67i8q/yUxcR8LP4Ih4MEQJFLbdBcSJgdFLMtYKBgKSAREX99ZqtbpqLZKsoMs9BYNBi7A6nY52dnYkyTbt4OCgXr58aXAgZIi1tTVtb2/beIBarWYFZKItDnDwByO18/m8RZDg/o1GQ5OTk1ZYRUkB2CaXy2l8fNxgGdQc8vm8pqamLEJGbcMtALNe1BswCgwbRPWCg8/oBBQvOPgEGYxriEajKpVK1vgLTX97e9uyCn4fuC8ejyuRSFjBfHp6Wm+++aaGhoa0urqqSqWiX/qlX7Jhe1CHO52O1tbWLGvFoNAiQGTPml1cXE2N3djYMK1A8H5gMRw5AzAfPXqkjz/+WJVKxaASKOehUMj2NTR8WI3JZNIIGNS7zs/Prbfp2bNn5riB527fvm39P8BJAwNXU4Xz+byp2E9MTGhyclKNRkO5XM76m5aWlrSxsSGv16vPf/7zmpmZ0ejoqB4/fqx2u62JiQkbEcIZGRsbsz22t7dnjbJo/wWDQU1OTur8/Nyo6oeHh9a3Njk5qZWVFZ2enlqtc3Bw0GpskixQAy6DUXhycmLPnayZz854jWg0alDayMiIzs7OtLu7a/cMgeLg4ED5fF6hUEilUkkzMzNdY25qtZo1q7vOjYANBALGrtfrtQyU5wfKQHDT6XRUKpWMUAGxZ2xsTBcXF1Ybe/311yVdZZC//du/beK0LnyZSqX0rW99yyTK7t69q+XlZQ0ODloDOFkUwT/OCXTGbQ4mqyKbc4VpsZ3UerF7LrL1Sa9X2klRDyKLYXExlNK1Ai9pK/UhohAXd2VInivYSpZAVz+wF3AONZHj42PrOaAYzQA7ivyS9PDhQ9s8wI8MyEOjbW9vT7lcztL8z33uczo/P9dP/MRPaGRkRJlMRo1GQ9/85jcNh5ZkGZN03YBKn8Xh4aFBK3wfyGdzc9OyKDKl0dFRpdNp7e/va3l52diCi4uLBkNS7KdHC+dOsblcLluzYk9Pj2q1miKRiJaWlpTP5+1A0gBLQZ0IEtgzmUzq+PjYPiusJuoL9XrdoDqgIZqPT05OtLS0ZBj87u6uJiYmNDs7q6GhqwmrhUJB09PT1nxKH5vX69XS0pLeffddfe9739P29rbGx8ctEAIKS6VSRukdHR3VzMyMBSGzs7P64IMPbBotE4fb7baCwaBWVlbMCLnw6tnZmQ2XhNAApZ+C++npqfVvXVxcmMIGe53ApVgsGlkHdt2P//iP6+nTp9ZYLF2N0fnwww8tW6NwD5w7MzOjYrGos7Mz/dEf/ZHVqEA03nzzTWOyXl5eDdOr1+umxH/37l3Nzc1ZD9/Kyoq1TwQCAb355puamppSq9XS5uamrYl0JX58cnKiSqWiYDCoqakpg+OAT8/Pz41EQXaws7OjVCpldUdX/d8lApHhwpCklkhQSEZDczEOCm1MmmOp9UHAYOAh55LeQvYHTNrj42NlMhkLaAkY+FkM/+7urmZnZ62mHQwGlUwmbRT9s2fPtLa2ptnZWSWTSVMqka6yn9nZWbVaV2LViAlsbm5qZmZGgUBA9Xrd6tbYSGqllDLY9y57EHagKxFFHdutTVK3/1R2/lP99P9lFx7eZVMBfRCdEAmwUGxE6br4J8k8PhI0OCEUy3F21LrcAiIFUKAtDgDRODBKo9GwIjXvdXp6PQX4/v37kqS1tTVj4Xz2s5+1aDAejxuxAYFMpupS62DTNJtNM2g4XzILnCZwHX0YfMZsNmsF+b6+Ps3NzVk3falUUiwWM9yborELQX3pS1+y3qxKpWIH3Ov1amVlpauR+vLyUuVyuWuUCESQeDyuYDBoxtLj8ZiWIY3V9OJQBG6325qZmbH6UL1e1+TkpPWiuXOcGI3x4MED9fX12dwjou2Bgathi//zf/5P+Xw+xWIxc15MF3bvg/pPLBazxtq9vT3TaYQMQB8QtaalpSXbK/TruKPQ6QVkr6fTaa2ursrjuRorziwj2KYI61I3odZxeXmpJ0+eaHFxUTs7O/Y+ZGDhcFhLS0va29sz2Byo1+v12kReCAIvX77U8vKy7XV6tzKZjOnutdtXo+chNDBaHmeMlFC9XtfExIRlGwRU9+/ft/42ZIvcxliPx2OQ9f7+vnp7e01RpdFoKBqN2tlut9tWW6LnCKcOOxc2JP1U6Fy6fWysOUMtaZ+gtgSMTQZBEMF5ojn6+PjYVFwIrFBkoQmdPRIKhXR8fKy5uTkjfOAkUFwpl8sG4bN3XEkrCElbW1tKJBImHYXUGXU57BvBO3V3pMtANlgTbIdrF4GLQTtcctunhfu8P/xH/u+9YLcA2XGQyaSA1VxKOnUZDJp0zQqE1krUAzbvOrqb2KxLuIAxhoODEeTxeKyA22q1LHLq6ekx1h91Drf3gCiWWTs4HsgDfB4OCA6VuhK0YxoEicAhLBAZuQrrOJZMJmMzoxBixbBTEMfZotLc399vNTcyIXrJXGYX9YGLiwvrt4Fw0Gw2jdaL0QgGg0qlUjaMDygVRhVZI2uDQfT5fCYXlEwmLcve399XJpPR2tqa1tbWrIaIjNDR0ZGWl5f1ne98R++++66xFsfHx41e3G637flCq6eOQYMqNF8gw4ODAxuLAAxMpApMJckcOP+n4Zm6IxkTex1ICQYjvUCsAUV5enVKpZKy2WwXjEXjMgVuYEaiYwIKaPCxWKxLL25/f19/8Ad/oO3tbUMJ2Oc+n8+cLoQK6SowRIy52Wxqb29POzs7NnJjZGTEMlcgYYwubEDgNghI7L18Pm+OAjYitUieAaNVYGFGo1FNT09rcnJSyWTS5Ldov5CuJvzu7u5qZ2dH9XrdMkXpmmHqkq8gIBDc0kwPaYrsDqPtEhWwby5hC3SF2huBGJMBfD6flQ7K5bKhHdD4mVUlyeDjarVqmRk1KdfGud/j3oDsXEYzmRPrxc+7vAH+/MjIIkndYzekazIDUQ2RknQ9/BBmirsxpGtWnMuU47WJpoAX+Z4ki2hcRiFsN6ZxSjIIzzVObjqOsYC44SohQJ+mF0SSyZWwyYncwKG9Xq8Vd12WHek6LCOcOxvs5OREe3t7hv1Lsp9Fo4wL2i5Fazrl0Y/jfYn4JJn+l1sDxJG7+mDUCmnYxbHCXOM58gwbjYYx3Mi+IpGIjdqASAJpgeI5EFImk7F6SDabValU0vHxsRKJhMkNSTJomAgcY8GzhNkpySSJaDBNp9OamZnRRx99ZEbr1q1bVtegRsSeIoviYEO7lq7hRowK2ShDFoeGhozSD8x169YtHR4eand3V9PT02YAm82mGbn+/n5NTEzY8+KZZbNZCy4w/hA8jo6OlM/ntbS0pAcPHnQxzqBBs3cxhGRFZDn0NCHV1el0TEk9FAqZUyYzxLkQcNL3R30IOIzaCjXeQCBg6AUQ8fDwsCmDDA0NmbblzdYUnD2sPbI3AkxqZMyfYu9j3F1FGGzGxcWFQWvsSf7Na7Mn/H5/F0pEhsbejsVimpmZ0d7enrF2adWAhcr6j4yMKJVKmRo/4s3YTBclohzBWcM58UzcJAGbzP7FVrqcgR+ZmhQMIZf6jTNhkdjAbop6k/7I91yKtVvTwulhDDwej9ExeYA8XJoVXdo7GmREPYxRv3nRvIgRLZVKOjg4sAMFIQE19nQ6rXw+b+wb5uEgTokxJ8PikCCrJMkyL0lGu+e9aVaMRqNdRdVyuaxAIGBkCpSnodbjcIDuMExjY2Pa3983R03GiN4dRhhnCD2Ywn8wGFShUOgaoghDqlarWW2BMecDAwO6d++ehoeH9eTJE1MqcLO027dva39/Xx9//LHVI4AuEc5FQYCWApwfDLOBgQFVKhVT74a16fP5tLm5Kb/fr3Q6rUAgoHQ6bdp5BCOI0TL/CFgFWBbnTbaFkUbRANiYDA8HSmRPNk+DK3WIZrOpZDJpsCXwWK1WM4jOHYexurpqvUe0VcB4YzwM4r5A2xBtaNiVrkdahMNhcy40McOag4iTy+V069Ytc3b01mFkmQaAESRAcTU4cQCpVMpqyoODg8biTCaT8ng85rxw1FtbW10OcXh42Ix8X1+f7We/329ztdDsI7CgB9GFsYFQgYfJxqn19vf3W6/Z6OioJiYmrMYFjE4jMr2A2WxWtVpNr7/+uo2zITvEsaOsj0MBVYHBByEEB0oQxOdwSWVkT5QtCDZcspQkc8RuMMrvf9LrlXZSOAqXMku6zCK40QBR/c0+KQ4zDBq8vZsxEVkwO8k17K1Wy0RgeSBEr0ROxWJRkgwOIN11IwoaFHGEpVJJxWLR7r1UKmllZUWVSsXm4uCc3WwRaC6Xy5kUDRkGWDURuZu+E/EBCXHA3aZBNjQkBqLFZrNpTalE59I1ZMq60B/F75KJDA8Pm3QSVHFw8Hw+r2g0qkqlot7eq2muvBcUXxw3RANmbYXDYWO/EalTJMeA8PfZ2ZnW1tYsmoXFB/Gg0WgoHA4b1BKJRGwwHsVlaO8XFxd6/Pix8vm8Hj58qFu3bimdTsvn82lvb08nJydKpVJKp9P6zne+Y7OjdnZ2jH3VarWsXkDtrb+/X+vr60ZnRzE9FApZJtdoNMxRA2cSUCwvL2tqasqo3ox7Qag0Ho9ramrK6nY03BaLRe3s7Gh8fFzN5pU0FMMsyaoePnyo//Sf/pM2Nzc1MjJiWoNkNLlcTnfu3OmiVj969EjNZlNPnz6153t2dmZMUr/fr8nJSXm9V6rrKHsjGovjjMVilm2T8RDYIJPFucSJMdmWxmoayJvNpj766CObVEvNFlRiZGREd+7cscwXxIQ+OJ4B2QboBucEuBZnQvAkyVRMmMGFI7u8vLT5YLu7uxa0cjapY9PTNjMzYygEkGQwGLTXYh0YzImTvIkSuU3orKtbXuH8u7+LvXL7V127S/LwSa9X2km5goh8eBcaIfqXZFEHBt315C6m6np+F1slaudiU/GzMM2gikMNb7VaVqScmZnR9va2enp6ND4+bvARaT1wIeyvy8srMcp8Pq933nnHeieQPorH4xaF0fvB6wMRuCM+iC6p+UjXbCOcCyxGahLPnz83+jbDCHO5nA2KOzo60ujoqEFyL168MGoqhWDqa8CoOzs7xlxD9gjWHk4SI0Y95ODgwEY1ILvEBNrz83OlUil1Oh3VajV961vfUjqdtlHkxWLRIEmeGzWHi4sLo4PfunXLGiB5TfrvyDJ6enpMJqdUKqlcLhuzD1IH+whx3fn5eX3hC1+QdKUEEYlEdP/+fSuEv/nmm8rn81bTRJB3aGjIGqKBWMfGxjQ2Nqbl5WXbu8BDZKCnp6e6deuW1tfX1dfXZ6w3mi4xtq1Wyxh4d+/eNfp4OBw2eSxQAaSy0Bp0mWe1Wk31el21Wk2Li4smckstsV6va2pqyjKqnZ0dra+va2hoSD/7sz+ru3fvKhaL6cWLF9aLSIBEpggrDWjVJb7cuXPH7hO5I6CoYDCoBw8eKJ/P2/QASUaQ8Xq92t3dtcGXh4eHxtBNpVIKBAJWJwNSRX/yo48+0muvvaZIJKJCoaDnz5+b1BCZ9v7+vur1umXFsBGRTXr+/LkNeoRQND09bc6SjJxMmPEkExMTBjvHYjFzlOVyWd/73vf0pS99SQ8ePDCiz3/8j/9Rv/ALv2COBSh2aGjIhJVx2gS6wIXsqXa7bXaq2WzazxFwu32nyGlhQ7GxPBcSgU9yvdJOyoXUKMi5mYF7kcLDcuLn+VkgBL5GsZwI1s2+wNKZ9wP75ujoSOFw2KI21MCnpqas1uFmWG5hXLoqZM7NzSmTyWhpaUnPnz/X22+/rVKppO3tbRvZwCHyeDxKp9Pa2tqyyBjNwKGhIa2trdlnxgACG7mjNaTraEe6cujT09OmlUdHPRp0c3NzRkCYm5uz6A0ldxpZkXqhNyQej+vu3bva3t622V2Xl5dmmJCn4VlJMikinCgjJgqFgvW4AJn4fD5Fo1GdnZ3ptdde0/z8vGWxpVLJolnIM2dnZ8aAXFpa0vb2tjqdK8FdSSbhVK/XlU6nDV8Hjtna2jI1g0gk0pVBt1otjY2N6c6dO5qcnFSlUtHx8bEqlYoxxlKplFZXV5XNZnXnzh0Txf3ggw+s/4ieNIrmUK1///d/X729vTo8PDSDeH5+rsnJSa2trZnSCOoTBD+dTseo7PS39fb2qtFoaGdnx6LqtbU1LS4uqtPpaH193YhAaEECAZZKJWPC3b9/X3/lr/wVra2t6d1339XHH3+s5eVlyxgODg6MyQf0Uy6XtbCwYPVEInPgPzKy7373uxYw4IxgjlUqFU1PT9t4CmAoRpkw5Vm6opTjfMbGxvTy5UsLMk9PT613L5/P27N0W1toWN3b27NGaf6Qde7s7KjRaFj2wH7j9/1+vxKJhI6Ojsy2EGxwn7BLQR+azabm5uZMtJo6Fo47Go1a28fBwYEWFxdtLfv6+nT37l29++67mpiYULvdtrlsHo9Hjx49Uj6ft14xAnwySM4i9gG4k+ZgYFZq8XwN2+yiWW6d6pNer7STImJ3F0PqhulIOclMYKVRlOfrbhFeki06mDSvz9dIWXE2NOihhsAMFVg15XJZkUjEoCfutdls6nvf+56+/OUvKx6Pm7Lz8+fPzfhC2WXcM3UdCp1E+m6HO0w4GgSBt/i8bmTD+oHxAyHG43EVCgU7rNlsVtVqVW+//bbm5+clXc1Nkq4FMqkNxWIx68GhyZhs9O7du2o0GopEIsY85DWi0ajW1tas9kDD5eDgoDXwkp1OT08rEAioXC4rn89bvWZ+fl7Dw8PK5XKWQYyMjCgcDuuDDz4wSjiKB8PDw9rd3bX6E+KcZHFkeTTsQpuH7k7H/ejoqB1SFCju3bunRqNhGnIc4Pfff1+pVErPnj3T5OSk1QAlKR6P68WLF1pcXDQihc/n08HBgba2tnT//n3du3dPlUrFGHo4X4xyNBo1Zh37mnoVARe9R+xxWFjt9pVCSKFQMNYrIy0qlYpJBbn0ZmYkff3rX7ceGqJyYCIMNOr1p6enevnypYrFoiYmJszhk0FeXl5qcnJS4+Pjev/9922+GHu1p6fHaocYWJwKkHo4HLbp0qiw5PN5tdttU15pNpva2NiwzA9pKCAtnN7R0ZEymYza7bZu3bqli4sLTUxMmGIGPVGM7XDlzsiuqU3xHIrFojk0ngVandQY6ccE0WFvE7y47FmIJv/jf/wPZbNZfeYznzG1l7W1Ndt/lUpFY2Njmpqa0s7Ojr773e/q9u3b1jQNhIetoP4PZOmypaVrZEm6nk7hkkWka5Ib9atPer3STgrDCGtN0p/y3kCAkqxOgbNxi4LIkxAFu3UeUlYK2vQdudRU3q9YLFozLzh2LpfTm2++qZGRERtNjjEgIpWudMyCwaCJnroq0ul0Wru7uxaJNptNM95AZmDyGFUYZkSJQH0QFII/GG7navf19PQYVfzs7EzpdFper9cYa0dHR3r+/Lmq1aox+qjrnJ6eWgOh2xHf6XSsD4loP5FIaGlpyaJUdyQDzhdDRdabzWa7GpaJqM/OzpRKpdRut3X//n0b5ZHJZLS9vS1JpmjQ399v0ScUWaJYnKXf79fo6KgxvBgV0mg0tL29La/Xq6mpKVNFQOePmqbH41E+n7d6ChkldauNjQ21Wi298847BlkdHR0ZTHx+fq7l5WVVq1VzmDRZQ1v+6Z/+af3O7/yOjaC/WYehRgp82Ol0zDC5fS/cM1AYTpggDFiNYCYSiejw8ND2Cc9GuhKXxfFj1IGjHz9+bOQERl0Ui0UVCgWdnZ2ZPBN9O5CEIA+dn18NwSQYozcQBYabbRbsy4ODA926dctaA1qtq9EWOLRarWYOo9Pp2FgNZJpw4C4zlaAR2LNWqxnjDqdOnYweJoJCV/8O/UzOLnJLBErYKsgU1KldtXoyNWrCfr9f0WhU/f39KpfL+sY3vqGxsTH91E/9lNlIWME4zpOTE7sP1oEgnnuV1MVUxPYSjMAFwG4C2xMYu3Us17l9kuuVdlIsjuvZuVwKs1vAY9HcDMxl8LGQ0Hnd3oybRAq3j4qmNpwfkAVMHJo7GTfNzwAxQj93B/kBqbGpUGnAqfCZyNqgvbssnJOTE4MTiWKGh4cNqgTuATP3eDzW4FmtVm1+E70rUFl3dnZsRpF07chjsZh10rtBAvfHgDiMBGoDbhsADbLUqjwej/W8oH7AZ4bx9eDBA21tbVkGQdNzu902bb56va7h4WGDJ1x4ZXR0tEt6hi5+AhOPx2NOMxaLSZJBlD09PZqamtLz589N5mZgYEATExNaWFhQJpNRp3MlrJvP51UsFtXb22sOb2RkxO4tHA5b8zYOimcK1IMcF8HI4OCgQUZ8DUIKr9/pdIyaTaEeA0gUHwgEzMi7unDUCmGxtVotc4bILdXrdWO1jY6OmrwRr019CRksAisGE7bbbQt66HujFeCjjz4yliFnjr0KwQQGI5E+z5gaklv3JWvkeQL5cq/lctn67QgCh4eHu9h4PJft7W0LpG7qe3q9Xgt6MeyDg4NKJpPGRAZGJdAeGBiw4IRzAJGHQAhnEg6HNTQ01KWggxj0xMSEDg4OrDdzZWXFyAozMzNddhTEAqiPveSeSZfs8Gc5GBIDl2TmQoBcQOKf5nqlnRS1C5dyftMJuZ3QLL50zapjcemF4gG4TZKSbCO6EBm/TxTE4cXxwDYDDtze3tbs7KzVj4jmBwcHtba2pnK5bJ32GKZarabgD4aZoe3m0o49nivVAUlmnKAn41RcVWWaQjlQ0WjU1ggKfSKRMKaY22MC9brZbNoYAuo29GgBL9ZqNYXD4S71jk6no/HxcQ0ODtrhhoxyenpq04FpjnYzVUa1uyPjLy4udHh4qKGhIc3OzlrEXSqVDK6Jx+O6deuWGTKcCoEJauvDw8PGluRzUFOgUZkIttFoaHd3V4VCQYlEQmdnZ+b8cAKRSER37txRIBDQ3t6ems2rSbwomNOSMDAwYFnz2dmZDYFMp9NaWlqy+4SxODo6qtHRUVOzJvJ1iUAYYfY/r0FGKF0RZnBerH+lUjGRY75HbQfn7dYUbsLs5XLZpjpT/6LYT7BWrVatnsEEYZyv62DccTTr6+tWzwU2dinnZJpu/VSSqXC4DgBFi8HBQaO6oxeJQUV2C1Sgr69P4+PjBgefn58rn8+begVyYqAtnDVqwWQiwN2JRMKyL4haTMn2+/0ql8uG5vD83AZpfg8dy1AopFqtZgEjTgfCAy0YCwsLajabmp6eNkcL0xGppZGREatFuYG+2y/lOh0CBrfFh0D/z7LXN6nsn+R6pZ0UD0uSOSk3GyJiZJGJSm46KP5mUwMHuTRPF6MlIwNn7+/vtx4IIuZ0Om3CjeDiUE+BC4iG5+fn9c//+T/X9va2qtWqFe45NOPj4+p0OlpeXraiJkVXDGx/f7+y2awdWAgGsJ0Yq80IbDZwJBLRwcGByfqk02nF43HD1onA6S1hDd566y29fPnSitvUsnp7e23kQzgctmJ4uVzW2dmZGSl6jxjayBTiUCikarVqeD7rDKuN8deFQsHqXYxmn52d1fHxsba2tkwZIxQK2d/0tADhcFjo08FQ0vAN5MP32Bv5fF75fF7NZtOUFJ49e2ZabY1GwxiRsOU2NzeVy+V0fn6ukZER2wc+n087Ozv2njw/oKHDw0NFo1HLdCEfwEZDMZsgCqmqTCaj0dFR6z0iUInH41YfhWTAWJh8Pq/x8XFzsoxBcfXzNjY2rC5E5gP0xfl6/vy5GU0IJbu7uzZeQpLJg/EMo9Go1XYw/H6/X5lMxghDZFIEGWQ+fX19ikQi5jTb7bbVtSKRiK07ewqoEHbnyMiISY6htTk6Oqpf/MVf1P4PJh3D1pWudS9BJdx6DVliIBBQpVIxJwR0j9oIdoK6rQulVSoV64EjA/T5fFpdXdXu7q455EQioYmJCUWjUcXjcSWTSb148aKLVDI1NaVwOKz/8l/+i37sx35MjUZDiUTCni/7bn5+Xr/7u79rtTZqdQSMkrpsogsJEtC7thj7TFDB58OZ/cj0SZGtsJikmdQ/gAHdZl3SWem6L4lIh4IvEBMwBAaAAiLQC1irz+froltSBxgeHjbILJ/PG+ONIX+Dg4Oam5vTwcGBfud3fkeRSESzs7MWdd65c0c+n0/JZFKHh4c2NoP+FI/HYxAEhjiXy5mkEY6VBtv9/X3r35CuaNgzMzMaGxtTqVSy0eLVarWLPk82QS0jmUzqyZMnJk2zv7+vu3fvan5+3gRU6/W6EReoOdGoWygUdHp6aoKcOM/d3V3t7e2p0WhodHRUs7OzSqfT6nQ6evbsmfr6+vTgwQM9efLE6PSSLLNIJpNGwSfq73Q6ymQy+qVf+iXt7u5aPwl7hvXb2toyggWOkZrh5OSkjRlBXRpqMd+Hht3b22sjLL773e/qC1/4gkFD7ENqAAQSRK/AumdnZ4rFYmo2m9ar025f6c6trq6qXq/rwYMHJgLL56HOwBgRN4KHKHBycmJjY9gbsCQPDg60urqqwcFBra+vKx6PW2YN9Z9Wimq1qrGxMRulUqlUzCkMDw8rkUhYBvXixYuuHiIMczAY1MTEhIaHh00k+PDwUGNjY0Zm6O/v1/Pnzy3Yw9FQcwoEArp165aeP39u2SFyPwcHB8pmsyZyzNpyPr1erzKZjBYWFkyE2eO50ocMBAL6zGc+o42NDfn9fu3u7hrjbmdnR5ubm100c6DrsbExIy5BCweGI9ACZqb+5jJTUcwnAAYVQgoNiv/p6alyuZwSiYS1M4yOjmppaUlvvPGGPvjgA4VCIf3UT/2UZmdntbS0pKmpKb3//vv68pe/bNk3+/XZs2cqFou6e/duVx+npK4+MGreMBZpsua5uk4Jm0g9jzP3abIo6RV3UkjjoEhAsV+S9QphyMieiMJYMC4cHI2Tbo+VawiIdsjiIBVQfGZUAml0MBjU66+/buMRKOZ+97vf1YcffqiFhQU9efJErVZLf/Wv/lW9/fbbOjo60s7OjhWeS6WS9SlBzAiHw0okEnr27Jm8Xq9FSVDH33vvPQWDQZPHQeQWeRxXVWN6etpkV+r1ukWUMzMzVqhGWoiaWLvd1vLycldz3q1bt+Tz+fS9733PnNLc3Jx6e3u1ublpNYaFhQXt7e2pt7fXIEOy2Lfffltf//rXTX8OSAyFC+o7QKtDQ0M6PT1VIBBQNptVLBZTIpEwYVeaO//9v//3ZhBoJm42r7Tk6M9BzBZGJY5ofHzcnjWQZyKR0O7urikiNBoNkxWiEbav72oaLj1PqOQzb2hiYsKIJVCuc7mcKpWKnj17pgcPHlgzaTgc1tnZmV6+fGmDFguFgn1+2gtQ5vZ6vRobG7PnCcRIVu7zXSm07+7uWvbAfLIvfelLGh4e1ubmpra3t835fOUrX9HS0pKOjo7MSdD35vP5rFZXq9WMmLH/g8m6BD0XFxf66KOP1Nvbq2QyqYGBAYXDYcViMa2vrxsMRob8/Plza7VwR7AT0V9cXNj6EjTQbD0xMaF8Pm9iwEDDw8PDNrYG5312dmaZz507d5RMJo3UgiFnzEgwGNTMzIyWl5fl8XhsP7XbbVP+ZxApqhYEYvSK5fN5I0mh+dhuX4nx1mo1q0G5BJKxsTH5fD7T/eTcAU1+9NFHmp+f19bWlorFovx+v00R6HQ6+vKXv6z/+l//qySZSPXExIS+9KUvaW9vT2+//bY54mAwaDJYjHuRZOQnShX0fJHVuv2mwLJQ5XGKLhnjk1yvtJMCswW/JYVkAXmIPEg2r+uggAjw/jBk0MMipb+4uBqVDgnC7T8BQuKBEU0C8UUiEUUiEW1ubmptbU3Pnz9XPp83ptXp6am++MUv6qd/+qdNxiSdTmtzc1Mffvih3n//fX3pS1/S3Nyc7t69q1KppM3NTcsc7ty5Yzg6sCdd9mNjY1pbW7OGXaAQ4CuIJ0Sg1DMmJyfN+FH76+3tVb1et8m2EAQ6nY6KxaKePn2q+/fvW5ZE9omDhm77+uuvW4GY7K2n50pkdWxsTNPT06rX69ZIDQ18e3vbJrTGYjHb8GTUY2NjXfOkuFfgGPrWqDtg5MbGxkxlmobO3t5eTU5OmvQNRo7ayOLiokWwt27d0ne/+11zbu12W7Ozs9rc3DTjDFOup6dHDx486Bq8yGdAjYAenbOzM5vFxJpPTU2pVCpZcy0UZ0nGTmXq8NbWlkKhkJ2DkZERy2xHRkZULBaN2XZ6emooQy6XUyqV0vDwsCYmJtTf36+9vT1FIhFNT0/r448/ttoq8FFfX58+85nPaHt7W7u7u8acY6IyArAog5A1fvvb3zZWLOoRQLYI9aKqwRmMRqNGNjk9PdXKyoru3btn8NnZ2ZlWV1f1uc99zmSeXnvtNdvDp6en+vjjjy3jhjHXbDbt7D979sygcWqgBLj0WkrXSiOgKrw/gRwwF+0A1D7RRiQwZM/V63XF43GFw2GNjIxYnZW6Jw4TqDmVSin4g0Geg4OD2tjY0OPHj81uAcuNjIwom83q5cuXevDggQXa1WpV6XRaIyMjmpubsz1LDRYYHrjS7Rclk3KzZLflgSCf+XXY2z+rXvW/u15pJ+VSxPnb1XODWtzTcy3WCsPn5qJhLIAKXSfG3zTuUntxu9wlGVsKhpckYwlKV6yafD6vjY0NDQwM6Jd/+ZcVDof1Mz/zM/pv/+2/GUsLKurjx4/NiRWLRYXDYaOu0i/FcMR2u62xsTEdHx+rVCqpp6dHe3t7mp2d1czMjGVO3Htvb68KhYKi0aixzejBgG7e6VwNCASKCYfDKhaL1hxL7ez8/FyZTMbWAtju9u3bqlarRuiAvru8vKxYLNal9wcM9vHHH3cFF9RUgCqPjo4Ui8Wsp4yeGVSuT09PrZmSmmQ4HNbk5KTBjDhrnARRKnCcJGNNUdsAYqUOWKvVTDoqn88bI4/x33TyEzAQxZ+enlozdrFY1Pn5uT03DLh01Xc0Pj6ui4sLBYPBLkKM1+tVLpezvev1ei0QYDLz2dmZ/T7knU6nY/VL6q78abWuxktIUiaTUaFQsHobPXPf+ta3rH5EQyjwMcYaaSuMfjAYtEL9ixcvdH5+rkgkIkm2po8fP7b3prGY/Uw9jM8KRRvnTB3w9u3bunXrlrLZrMkrSTKDSQCWyWQs6IB4w/wuWKOtVsvOKNOWCTYYkbP/g1lo1OKwGX6/32o2bgbl1q0454ztQAKMDJi+QmqFvAaZ5507d7SysqJYLKa5uTml02kVCgX7Q30Nh95sNhWNRpXJZLS1taWzszOFw2FDKnp6emy0PNlkKBTS+Pi4njx5Ykr1OGFQBfYRzliSnSvsIVkvv4et/TQMv1faSeEwJHVFLfwb6Q+MD0YJJ+U2smKcXHKF6/XdhXXJFtTC2JhEs9DLybBKpZJFZl6vV6lUSrdv37YZPBh45sysrq7aBjk/P9fz588VjUZ1cXFhTgJ9s1KpZF3hjC7odDpW9J6dnVU2mzUqMFNMT05OrDnRZS7y+fb39815lMtlHR0dqVAoqFKpWEOi29sBRMooARwmTC5em3sH34axBFwiXTdTA1eBocMeAh6kPkG2NTw8rGw2a0Vh5GXK5bIFLpIsMoQ0QVRIoCNdNyhCUybjKxQKxsJstVp68eKFERlchlMoFLJsA9Yg1HuU8TOZjGKxmNWeeA9IJWS7QCf7+/s2BRoChFsPRQaLyb6cCfYwn42GZtaCNYCKj1Fnf6Nl+PLlSw0MXA2W5H4J2MjsJFkD8sXFhQqFgq01GRFnz+v1qlAoGCMN2j1rSObPbCrOCe0nnMHl5WUtLi5a7fDk5ESbm5umDgI0CgmAjA3pJ0gk9PvVajV99NFH5rgwuNJVAAMCQFACCw9n1dvbq3v37pmgLTVxZMgQnQUicyWwyGIYMYOKDeckHA4rmUxqcnJSqVTK4HxqbeFwWMvLy1ZDR6iWNUO3EMcpSXfu3FE2m7W63eDgoGV0nD+X9ODaCeyl25Pq9XrtefFv10m5DMEfdr3STsotwLERyHi4aLLD4WCIXYYKG4xDgSFzv+5GnBwi93IVK1CBYIMeHBzonXfe0U/91E9ZnSoYDHY1H37+8583sgPECaJRCqztdrtLN4+HXqvV5Pf7bfigq+BwcHBg0QxjN1gDn89nVFocN0y9/v5+axRtNptGp3V7wSSZgYIxt729rUAgoNHRUYuUMcySzFCAbbsRGFkjPwcL8Pj42JpcYWpC2EAYOBwOa3h42JpuJZkDhDrO8+DgtlpX+oLULoAweJ4ojbTbbasTuKw/6PsrKyu6e/euMc1Yk8nJSXk8Hu3t7ZlS+OXltVK7z+ezScCujBGROYPw6Pfq7++3AjaF/kQiYWPWyZZgbO3/YMIs0DcGiroBzFfXwLitCpK6vkfdCKcCDOz2LhFAAGUdHx9Luh6wiaSP217A/nQVOTCGUMfdZmn2Cu9/dnZmg/yoB9Mo/Nprr8nr9docK9T1GSVDJo9xdanXCDS7UDmsWAIykBrOI1leLBbT4uKiBY1A19VqVZKsZsf60CJBawIMy9HRUdPyc5t6Q6GQlRW8Xq+VJNw2E5wgNaVAIKB4PN5VqgD+HBoasv1Ag//w8LDm5ub05MkTexbYQxdhumkP3dYAtx+Vc/5pr1faSUndUhtuFzS9OxxIPLl7MNxojUODkbpJl4TxQu3HrYHxf2ADNyrt7+9XsVjU7/3e7+kv/IW/YNH98fGx1tfX9fDhQ4twKTxfXl4qkUgonU6rUqloamrKICayw0gkYpRqojwGCBLdwjRcXl62QjdwTavV0s7OjtGJyTyAEzFofJ6+vj7TUQNegs5LNEWkSOR9M62nATSVSlmNyJ0hBY0fIszo6Kh8Pp9BMlCTKdYTgIyMjOj27dvq6enRkydPjOxAFiPJ6O0olXOo0NfD8BwcHHS1MJABVCoVo+PDAKUemc1m7bm5UPD4+Lik6x4vssLR0VFJsjaCSqVihhtImp+j7wwYyOv1moFF6QJyCIEETaDsd9hY7XbbICVo8KjjMwG2t7fXonZgVBplt7a29NZbb+n3f//3bd8BkbvsTJTKCUKg/yNGjAMjUEGcGESA6JvsiYyQLIP6MWeWYK9erysSidiAzNXVVetJcnvNCDSB1i8uLkwyyefzmWI79+/2XEKQgLmLogh2g+fx+uuvG5mL++S5cu8EQThon8+nyclJk9wiy/N4PMrlcsY8pNWFoA4nSHYHxD08PKxKpaJisWh7ln6o/w95fxojaZad9+FPRGRm5BIZ+577VpWVVdVdVT09vcyuoTikaAkiaQsSZIuSDBsQZgTYAixZgj+IkmECtgHBNmBZgASKHzRaKICQNJRH4izdQ/Yy3V1dXXtlVe6RmbEvGblnZEb4Q/J38kYNSVUL1v/vFl+g0VWVkRFv3PfeszznOc/BSZ2cnCifz2tnZ0fHx8cmXMvvXL58Waurq9rZ2elaa4JFziCBEbbTDe7Jmlzk6vkg/w+6PvNOio1FSil146IsCo7M5fO7P+ehuzJDLuwnydJe6lpkY1BXYfS5w8OAg9bX1w26YGOcnJxodnZWpVJJ09PTdu+5XE6Li4v2PV555RVlMhn943/8j+X1ei39hxwwNTVlGw+HNzQ0pFwuZ2w1vj9K1kCH1M9o1gwGgzbBlVqRdAF38h77+/sG6UjdTX2oAxDpnZ6eWp8KI8THx8cNL8fwk8FRR4HF2N/fr76+Pm1ubqrdbhszi76t3d1dPXr0SNIF+4hxJjQ6T09P6/j4WD/+8Y/NSQAFIlPEmlIcrlQqOj4+1pUrV5ROp01NAENHY6jf79e9e/cs8AHSXVpaMk1G6nfDw8Py+c6HBD5+/FjDw8PK5/PW38ThbzablhkC+dVqNW1tbZliB5OToWLT74bjRykfSSFgnOnpaRvOx3el346+JzIsyAXtdluPHz82kVv2FAHO1taWnQ/2AdlYtVrV8fGxRkdH1W63jfTAc+/t7dXIyIg5MtS4CVgk2QBCAkmMPQSacDhsSvLZbNaCj9HRUSM0Qd7Bidy9e9fgs/HxcQWDQYP7xsbGtLm5qU6nYyiGJKvhkFVA3oGMFIlEFA6HlclkbJwJPVbUimHNYfgJbG7dumXjSVCV39zcNDIH//X29mpjY8OCrSdPnujLX/6yKYLglCEBgZIQ/MI8BTI+ODjQxMSE+vr6rAkbZnEkEjE1FUomfHeckjsYlcAfx40dJmkg8PtUNv5Tvfr/YxfQnMsWoUgHbMLisLGIiqTuwVzSuSFG5uX3gg+hm/IwSGmBMjDq0WhU8XhcZ2fnSuhvv/22ReKnp+ezeBqNhgYHB/Uv/+W/tAJpOp3WBx98oF//9V/Xu+++q2g0qi996UsqlUpaWlqyXhA2MY6wp6fH6OLb29taXV3VRx99ZKoTqFYwih4CxvT0tDkJHM7Z2bl6N+M/kGcC7sQRQltnw9Oo2+l0FAqF5PV6rXeIuhGO/eDgQMvLy6bFhgPr7e1Vs9nU7OysOTfgmHw+r2azqfHxcWM9kTV7POeaZi7EBFzHc7p//749VxoZt7a2tL29rcuXLxtdm4yOHioi9FAopGw2aw2nEEpQFsDgpFIpGwmys7OjUqmkL33pS1pdXVUgENDc3Jz6+/u1ubmpW7duKZPJWKMmcA/Q4uc//3lTjEe8NBgMWhNqoVDQvXv3bL3plQOaCQaDqtfr2tnZMfHaaDRqlHK3EB4Oh633KZfLaXx8XPV6Xclk0qL7nZ0dPXr0yAzym2++qf7+fv3Lf/kvtb+/b5T63d3droyBto719XXr2UulUpqdndXJyYnK5bLu379vJBjUuWFDJpNJkxCi4O/WRJDKkmSZQ19fnz73uc8ZFRyNTGq8jJQJBAJqNBra2toyWnw8HtfDhw+tv+ro6MjqucDxIyMjltX09fVpenpa8/Pz9izeffdd2zsEBAQJvb29GhsbMwJGuVyW1+vVK6+8YuoP7Nnl5WXTuGSEC3Vir9er9fV1q+NGo1H90T/6R3VycmIM0KOjI4VCId24cUP5fF4vv/yy3nnnHUN+9vf3FYvF9N3vfldXr15V+HcnVDOjbWNjQ8lk0jJ9oFbpAuojSCfAwpZim/g7UmSwo1/0+kw7KbInnBE9SxABnof7KCq7v++y+7xer0VdGG1SagqoZFpEkiy6yw4CYorFYspkMlpYWLAi+uTkpKl/k9Izg+j4+Fi/+Zu/qXA4rD/35/6c+vr6dPPmTX3yySfWJwQsNzAwoPX1dVMcIMKBTso4hIODA6NKo8xdr9e1sbFhXf3hcNjWAepwMpnUzMyM+vv7jQ7ONFlX5JKCdzQaNQN/enra1ejsMp8uXbpkjYj1et3gNaDa/f19bW9vWx8IcCvKFoVCwYwTAQVRP0VphE+BuICH7t+/r4mJCfs+DAb0+XwqlUrWJwWkSPbCrC4iUmjd1PskaWZmxmDPnp4e3bhxQ//6X/9rc7Tj4+MG85ZKJeXzeX3pS18yhYVsNmu1AK5cLqfLly/r2bNn2traMpiPqH5yctJEU3HW7twu6kbUvAhOmPvEXgDiGhgY0OTkpPx+v1ZWVkx+C9jp6tWryufzunbtmqluLCws6E/9qT+l733ve7p79671CoIyEDDiYLa2tmxWFUYLeFCS9QJBL0+n00Y8glkJ9MyZh/ixs7Nj2dzg4KDeffddIzAgNEybCfJGkqwWiV4fvYQ4hEwmYyxT1rJQKGh+fl6BQMBkpM7Ozux7IXWE/Bh6fH19fbp69ar29/dNI5N60urqqkkXjY+PW62s2WyaGHQ4HNba2prOzs701ltvmdpHuVxWPB7Xn/kzf0YDAwOampqycT+Dg4MaGRnR1taW9WkyHRwqO7WzZDKpg4MDm/QrSRMTE4rFYubQ9/f3bb+xpi75SpIhS78X9ZyA90Wvz7STwmhwGFggcGNXJBZYgsL983CgdCFASx0FGNAtPONQEM90pVpwItQEiMCGhoZ048YNPXjwQJubm9rf31c+n7eZPXt7e/J4PCaP89prr+n111/X+vq6QqGQvvrVr6pcLmtiYsLEJA8ODvTmm2/qzp07yufzyuVyRlP1+/02cpoZOVDQqfvQL+PxnKtW4GioOfX0nE/fdZuafT6fZaguCYEMtL+/X9vb28bwAgrj/YnAl5aWLMJmzAJd9xhZV7KI9wMKKZfL9kwxBjwDMgbqWkNDQ0ZNhgVIzQMj7DKw2E8ENmR3LmzCcwWGRB0CJ8T9f/3rX9fm5qaNByHK5vmgHbeysqIbN27o4OBAT58+tcbkWCymSqWidDrdBW+ur69bdkPvEHu+Wq129cuR2cdiMY2Pj1sv1szMjF5//XXr4cnlcvrhD3+oSqWie/fu2QyimZkZtVot3b59W729vbpy5YrK5bKy2awuX76s0dFRG0uOEec5VKtVHRwc2LDMQqFgTeVk3ii/t1otZTIZTUxMKJ1O2xiPfD6vUChkTmh1dbUra2QiACQjnBdkHYZ2upOfqZPwXyAQsMAJZiOtKPV6Xel0WsFg0PbNwcGB5ufnrXka9XiCKYIXV9cPSa10Oq1isahkMmlrQc0NFuPBwYFR8pmYQCBBe8HQ0JAKhYKhIDs7OwbDEwTU63WDAD0ej+7du6exsTGjwHu9XiMOuZqj1K5pa5iYmND09LTW19e7SCP8DmuKvYVE4vaKYWuxsdTwXuT6TDspt7nMpT+SZrKI0kWdirSfxWKxYbdIF/1OLguJqAO4gujcxe/JIGjEcx/ma6+9pnfffVftdtu62Z88eWId6Q8ePFAkEtH09LT1TtCng4ju/Py8UX+JxB4+fKhcLmcMP6KwZDJpRVQ2G0VOCvtkZUdHRzaiAGoqBxCD/XzUilMhk0FCKh6Pq1gsyus97/inwM46UHdAB43slkjM5/NZIditMfJcICfw72QR6OsxLsKVCgKOc2n6NFZKMlYW0R/fFad0cnJiU4bRNWu1WlZ7hGnX29trumjoCc7OzuqTTz5Ro9GwbOrw8HxM+4MHD/Taa6+Z8jmQUqlUssAAp+zW9FA82Nvb0/j4eJcKg8fjscGTZNKnp6cmqIpzLxaLJj3FM0ZKiL4oBjGWy2ULenZ3d9Vut3X9+nWlUik1Gg0jGfyJP/En1Gq19M//+T/vot17vV5tbm5abYoGcAwaiMbu7q42NjYsU2eMBj1kwHOcTQIwzjrQEvuXrGl1dVWZTMayFgJUxIUxtFDXCXggKvAazjmUca/3XBIIdZO+vj7VajWjuxMUMjan0WhYA3wymTRYEtYoGQa2xGWRkj22222r9VK/RblleXlZP/7xj40kRTZK0EP9NhKJGGycyWQs0CK4AkXpdM7Hu9RqNaVSKS0tLXU5HDJ3+uRclp/bPwXTmTWVLvrXXuT6TDspUki3fuRufjYe2LgL6wEFuSko8N7znH6Kyh6Pp8tgu2QMt4ENVhqMHUkaHR21GUPRaFSXLl0y5tLly5f16NEjzc3NGVwBbk8hlyK41+u1Xgjm7sAOOzs70+bmpkFSbGKiW6jM/B04gUK0q7RNgRcogoNKtOTCbfwMo97b26vh4WEbvy7JitvQiNHz4s9uwEHdkA2OWgjEFIIEAgggjGw2azUst42ALNINHiAWFItFo+1DdOH7kiUS9Lj9PawBOnxu5IyaAxBVp9Pp0lI8Ozszw7G9vW0DAHEOXq9XyWTSnGmtVlOz2TQDRnQMXIqiBbUCaNEQPYLBoNLptDHd+A7sR2jcHo/H2g4wrMBNsVjM4ExmQrHfisWiMpmM5ufn9fjxYyUSCcsOCIxofoZEwHeB8MOeY5QN5xs9P9ACHAryQuwP9gOGEed3cHCgBw8e6OjoyGArRGUDgYDV69yAyO3likajtl6QJHjG6BWiSEHQgsoM9WyMOI3ykkyjjz0HE5cAsKenx+BrJhtzFlHCHxgYsPeDFfl//9//t6amppTJZCTJiFNIIKFvSMZJGwT9doeHh4pGo5qdnbX+wGazqdHR0S7b+Dz5zKWW48ilC5Y09hJn75Zd/l3XZ9pJYdRcmMYt4LF4bpTJ4pKSsnAuPg3V1fX2LC7UbtcISrIeBkkGTZCZ8fCpO8Xjcc3NzSkSiWhpaUmzs7PqdDq6efOmPvjgA5spxb1S56G/w+s915Cj+MuwQcYtnJ2d6cqVKyaCS4MjTvF5Oi0MKmCJRqNh7CPEPqG99vX1WS8Gr2d9wfNhNwHdob2H1hcQhguZHh8fdzVY47Q4uGRIOIzBwUF7Htw/bEGIB0BzGHZICsAZXq/X5HcgvgCVsbckmVFst9sWEboYfKPRMEcDpLS8vKxW63zKqsuYwtnk83kdHh7q3r17unTpksF5iUTCoKD33ntP29vbdl/so0Qiof7+fs3MzOjZs2emf0iTK8QQGJupVEoTExOanJzU9va2PvroI/l8PlOtYKIrPWaQbSBlBAIBTUxMqNVq2b2x7zg3N27ckNfrVbVatewMJ+EiHKjSk3kz1DAajWpkZETf+MY3dPnyZRsVI8kc6ttvv61cLmeIxuLiomUnXG5TLUgKfWRkJB6Px2qxw8PDNrGW4CoajRpkhw0gK8TBDg8P69GjRzauXZKJT0uyPQWEhpBxrVYzkWmIF8DlBASwHsnOUYiAGUkDMbat0+mYYO/HH39svVyZTEbZbFZbW1vyer26fPmyKWmwH0ulkiEXBOWoyqfTabONZGysBUHa78XW49mTKGBnXSr/H5pMyjVSQDxsfjImIlcWCGgAooGbVTz/OnobXBq2S7vFoPHZZAGLi4s6OjrS4OCgFX0fPXqkTCajwcFBU0MeHx83Q/lTP/VTGh0dNeYfkkaSjCQBuwdDfnZ2phs3buijjz7SzMyMQSVkVYzMIKMkCyMjpMhNlMhob6J+DgjflawFIgDfd2BgwKjViUTCHGm73VY6nTY4bHl52VQBdnZ2TDFjd3fX1C1cZwBrC4dP3QcHFYvFFI1GzaltbGzo1q1bymazBnGivJBMJjU6Omr3RpYZCASsz6hWq1lBGdUB1mxwcFCrq6s23px6l9/vV7PZVDAYtNYCRt739fXpP/lP/hNtbGxY1gW0+N577xmU9cMf/tDqA7DP/vgf/+Omni/JpHXQTGw2mxoeHtatW7d0+/ZtY3ilUimro926dUudzrkK/DvvvKPt7W29/vrrWllZ0cbGhmUsGL6JiQkdHx9rZ2dHly9fNrg0Eono0qVLKhQKVrOhF+fatWva3t62TOjLX/6yGW+ChqWlJe3s7CiZTCoQCBiNmllSzE8KBAI2M8y9PB6Pstms/syf+TN6+vSplpeXtba2ZmxWnh99eB6Px4I1n8+n+fl5SdLjx4+tqRYHND8/r42NDUUiEVNyiMViKhQKxvhzYW2/369IJKJms6lSqWTBo8fjMWZpMBjU5uamjWuBCQrqkUqlrH5NkEc/Ir10y8vLKhQKCgQCFpQgMUZ/YTgcNlV1ak6Tk5OmEgECUSgUVKvV9Oabbyqfz9uokLOzMz1+/NjQFqDkYrFok3qpWZ6cnGhyclJra2tWQycJcBu5Cd7dGr07c84Ntl70+kw7KaRFiNTIjtyucFeZgeiYKLjVatlYb5oWJVltiQiBiFyS/d99GLDJMOaXL1/WzMyMjo6OVCqVVCwW9f3vf1/Xrl0zVWgK2nNzc8pms0bHhU7Owep0OlpeXpYkffTRR9bUSt9COp3W7du3VSqVDLZgTP13vvMdG6dQqVRMEYHvgVNHvZspt4FAQNVq1WpnEAQkGcbebDY1MTFhUCQjPTY3N63plwyGZ3X58mVjxaFmzjBHajsQVdxInaiYCDORSFiklkgkdOPGDVNqp5Zx9+5dVatVgz4TiYTVx2Au9fX1aXJy0tTHs9msFcgJSCAmoCTNvkLRgbEObl0Bptgbb7yhQqGgBw8e2Ayo0dFRc7LMxkLBmxpGrVbT3/t7f089PT2mrUhhnYzyBz/4ga5evaqFhQV99atfVTQa1ccff6zp6WkNDw/r+9//vhFZqOm89957un//viKRiCqVinZ3d3X79m1Jsu/IyPNqtaparabZ2Vml02lJ55kqUFMsFtP9+/e1tbWlK1euGIrw3nvvaX19XdVqVevr6wbxpdNpRSIRg8NRQgiHw5qfn9fKyoru3btnZ/D3uy5duqSjoyNTNmEUPAYQWBkod3t7WycnJ5ZF4WiAYVOplK5du2aZy9bWllZXV9XpdDQxMaHh4WEFg0GFQiGdnp6a0snGxobN3xodHTVGIjXLQCCghYUF9fb2moRWKBSyOhiqMSATBIj37983KJh9UiwWzbjTBxaLxRSPx63GdnJyoi984Qv6wQ9+oLt37xrNfWhoyGrLd+7csYZr2JT5fF7JZFLZbFY/+MEPtL+/r5GRka5ZW7RyzMzMmDwaMKUL87vZE2QKv9+vRqNhDdDUw1HaeJHrM+2kMLKusgELRUc9RoVom+Ir0iNEQPyMgr4ky5AQR4WKDHQnyQrVXq9XoVDIxjvgIA8PD5XL5QzGQSyVQWutVst6hTY3N014lfvweDxmSOkRQkfuyZMnqlarRiEHevF4PNakx2RcdzoqmSOqD/SanJ2dmTgnUES7fSHSe3h4aHWtfD5vWUyhUNDR0ZHCvztOnEzkzp07CoVCNumXGsPU1JTa7baWlpYsiqNhEWdEluf3+5VOp3V6eqpisahAIKB8Pq9AIKCvfOUr+pmf+ZkufJzR7zg6eky2trYs8qUhMxwOy+/32/v19vYa9ZpG4EajoUKhoE8++cQMnCsEzGDBnp4ejY+P6/r165axYcjK5bJWV1dVKBRMK5E2BRQ+yDAYsAfZ4OTkxJSuW62WvR/R+G/+5m9qampKg4ODmpmZ0e7urj766COdnp7qvffeM8IHQUClUtHly5etfYEADgj06OhIb7zxht566y1jm21ubuq3fuu3FIlE9PLLL2thYUHtdlszMzPq6+vT48ePJZ1LH3344Yfq6elRpVKxBm3qbvV6XcViUXNzc+aY19fXbcbY1NTUC9Uqrl+/rqGhIf3ar/2aBZ3sU7JMakDJZNKkiFyI3uv16nOf+5wqlYoWFhZUq9W0vb1tygyQG5aXl7WysmL1WJrfGT7IiHYCZgLCUChkrNV6vS5JhkRQl+VzqFkeHBwYg5WWBIKhcrlsrSEI75J9U5N99uyZ4vG4iTQT0G5tbandbptQ7Pr6utVo4/G4ZmdnFYlEdOPGDWsBgCB1dnamS5cumXo7e0W6UFip1+umuA7c2el0LMDFFmOHcWAven2mnZTboY+jwsM/L4dEhA4LhRQerPT09NR6jijygfdSCyGiwMDz+ZAwKHRDQpicnNTXvvY1bW9vm3NrNBo2rppDA8R4+fJlm4HkOksosRAJdnd3VSwWNTIyYsy1yclJo+J2Ohe6Y4FAwBpFWQMaChGwxMniFFibWq0mn8/X1fhJrw1ziPgMvtvy8rIxhuLxuNrtth02orF2u61KpWKMQwrViGTCgqM+CLwJbbvdbuvnfu7n9NJLL/2+mz2dTmtyclLFYtHWw5UEoj6G7h+TaamVMTeKRl6yPPYaxAAGNALfIliL8b569aokdWmmESihlkAtIhAIaHx8XD6fT0+ePLHiN8YRyJNBiu+99545IK/Xa0208Xhcb775prFJ3eL69evXre6CSj2yU8B1MBS3t7ett87v9xvNeWlpyeaFUQd7+vSpHj58qP7+89HxEG8KhYLVWw4ODozNyfnh+c7MzOi//+//e8va/qCLOrJ0jnqMjY2ZU6jX6xY0Pd86gQNstc6HQ66traler2t0dNTGxtDIHY/H9fbbb1swi7SUO/EgEomYsDIw+vb2ttXdFhcXjbBFe4DbSzQ2Niav12uN6ePj49rZ2VGlUtHm5qaJzJLdk3UtLi4qnU5bs3Umk1Gj0dDIyIiWlpZ0/fp1ra+va3FxUfl83loX3nnnHet1wgG5kKvf79fGxoY9V6DM/v5+HR4e2hQBzgG1WWwTyAMZFnUukK7na+Even2mnZSkrrQSCI8N/HwtxdWZc+mS9P2wcGCoGGsKoEBV/A44q0vKcEe2E3UwVA7lB+jS/f39Rh2HZcOwMrIb3re/v18vv/yy9vf3tb6+bgKUGxsbGh4eViwWM4IDxXtGATx9+lQej6fL2cG4IZIDSgO2kWSbm/Qe6A2CQ7FYNOPAWiSTSVs/IEVkmrze84m2i4uLVnuCiec2wqJhiKaY13suBbWwsKB79+6Z8CWv+70u1OUnJyetMI6hIig5OjpSs9nU/Py8Qaqdzvk4C6STIIswagNHShATDAYtKp2YmLCM4cGDB1pdXVU8Htfo6Kg9W9av0+mYVFEmkzEFAQrit27dMnjp5OR85hUBBcV3v99vsk/UD6hBDg0NKZvNmtG8fv26BWgI00qyuiBZVLlc1vj4uCmrlEolVSoVjY6OKplMGtFgfHxcJycnWl9fV6PRsJYJenWA1mnW5gwyoRYxXf4/OTlpDe//riuXyxnE3dfXZ31gNJlKsj1H/RjGIs4Lokyj0TDoWZKhL8wOY81QycdWcI7cnj6o3NJ5I78rRUVQxH6iLkPQCVmBcTSuMLbPdz5QkkDFvS/Ed3GUU1NTCgaDFnQRHNdqNe3s7GhkZMQcE2Ky1OogxBAEAOMPDg7aVGccPAgT555z5bKs3X49/u72rb7o9Zl2UvRIQHDgYLiae67XZ6FIPXk9/7mMMjY7i0lTHsPbiI74P1EFtFow/WAwqJ2dHYvKw+GwksmkksmkwSmhUMh6dt577z2L+IADgOmI3GCsscG/9KUvdREiwKBdhQQMIIdzb2/PCpush1urYyOSRWKYYfmEw2FT3qBvBMYUUSDNqmQCOK/np8W62S6NskAOGAcMsNt8TJ3s97rIAOfm5oxJR2M1ztEdEeIqrPO+UIxDoZAJDHMIue9sNqvd3V1VKhU9ePDAtOIWFxd1enpqTdY0RtdqNWu+xNBBO6ZuEY1GdePGDR0dHenOnTtaW1uzabcMuMOwxeNxy2RxKGdnZ9ra2jKDPDw8rKmpKcXjcf3oRz8ylKFQKFi9EUJJo9Ew+jyGL5lM6sqVK8bSfPLkiQUP2WxWyWRSGxsbWlhY0CeffGIkCJwSyEM2mzVyCPJSyE8x2fh5Vu3vdW1sbOjDDz/U7u6ujYvZ3d21PYYT4uyjBA/aguHnHFD8JyiTLsa08JwJAmgAxz6wlpK6sgt3v0rqskmnp6dWCuBeUN6gLsk0aBwZLSTIYzGyvbe31+By6n6ofDBuhT47HDBtIqenpyafBGsxGo2a04GViKoOg1y53N5G7IPbdwapjVIKsCyO/UWvz7STcutCGDIieBe2cyE9oDUgOvci++ABuv06krqYPu7IAxwCnwkchOGjACmdZ2nofnm9XhMfRa3g2bNnarVaCofDNhWVXoxsNmsUVa/Xa4oDs7OzVoNiQ7BRTk9PbQIwmxOHRJTF2riHjGzMzSQhmMCiKpfLxpJiA7KOtVrNjBMyMzgrFy57XkX9+PjYRnC4sAHwIw6fyPcPuogE6cOix4SABNi3XC5bsNPf32+1GmAjGF0YMAIFV2mEw05dDeklV3WB8SySDHrluwMbuTU6xIAhIrBfgsGgarWa1V5HR0e1s7NjQwh7e3tNcJdR5jhZlDJc1hZnIRqNqlKpaGlpybJkaNqMM4Eog25hNptVKBTS9va2UqmUkUYIpAjoqNnG43HrOQsGg0YggNEGS/D3u9DZI0sIh8MmWcQUWwwnQQ5oh1vox2m4NHPp3CkFAoEuo+vCi27vJc+R7Jj3pekZWAvJNLf3kn1IICjJyE89PT0aGRlRX1+fyuWydnd3rb7VarUUDAaNhID9i0QiVs9uNBpKJBJGIEOsl+dNEzHBGFDi4eGhZmdnFQ6Hu1p0aAaH1YotITtm30qydXJ7SHGy2FPXyb/I9Zl2Uq5RxMiyKBhAScbKcqVu6GlwjSukC3ByjL0ky1DcRlIMHZkGDZb0UTAego0Kzj83N2dZGeyhdrutt99+W/fv37ehamwQmvqo5ezv7ysUCmlzc9MglUql0qXDxobCoUAa4F5gP7kOmHoMhhuGDzWFdrttUAG1NyAUIAWyPjTMIHQMDg7afKWdnR1rpHThAPc+uC+G1kWjUW1sbKhSqWhwcNBwfA6qe/FeZJpoltG1j4IHEScMNK/Xq3A4bLRhNNNQfA+FQkZ0aDQaSqfT2traUqfTMQ031Duggft8Pg0PD2txcdHwfeSAaCoGsmH/kYlB9Y3H45YJrq+vGz2cqcwEZtVq1fZitVrV7OysxsbGlM1mTQEegkQkEtHu7q5KpZLJGe3t7SmXy+nw8FDValXZbFajo6PGENvc3NTGxob1WwFNAdNVKhXNzc3pRz/6ke03IF/Yo7FYzAI4lBG2t7c1MjKid955x2BNd4Aie+/w8FB37941yvvR0ZF6e88nTLOHCM6AywgWyGzYLyACbiDK/UL3h/3r8XgsoOAMgUiQKZEN8/mQrbAZnCEgP/r1YDkeHh4aq3Z2dtbo6UD+JycnymQy2tnZ0dDQkKampuT3+xUIBJROp42Fd3JyYmoyOJ9sNmvTt6lroq5BkC2dB3WlUslKEJB1+F44fNaCc+Q2buO8CHxdZ+QG/H9oMik3gmcxiIzo/ZHUBWXhXMi6eA8clgtLEZHxWj4H/TokX4iCcWgoY+dyOTsc9E6sr69rfn7eGm+Brk5OTvTd737XhC05cM1mU3Nzc9bbsra2pv7+fr355pv6t//23yocDuvBgwddAwbBql3KMsxDGkqhb1cqFYM+cMwnJ+fD09CkQw+PJl4aAcko3cZpsiYgCRzl4eGhDfiDMXR2dma03cHBQaVSKevehwkIRIMyBAX+hw8fKh6Pa2ZmRtKFY3INVLlc1o9//GOTcwmHwwY7sDbUDQ4PD7sYjq4D/tKXvqTt7W2rgUjnkSLjVq5du2aEAmA44Fso72QOZ2fnWoOvv/66zRpDzYFaExE44sPI1/h85+rXS0tLeuWVV6yJ986dO1pfX1e9XlcqldL4+LiROJ4+faq1tTWNjo5qfn5e3//+93Xp0iVtbm6a2j31wUKhIEkql8smPlsqlax3KBAIWMaUy+W0srJiUkeDg4PK5/MaHR21Jm6g7I2NDdOLZI82Gg1T6CYw/N73vqelpSVdu3ZNr732mj73uc/ZWpfLZf3whz/UgwcPtLW1ZfuPeV6MK4GqzXmgnw6nSU2E1gjgQJfRRgCbyWSsP5HvxFl4XizAbXhFZJr609nZmfWGYbxRi8eoUx8KhULq6enR0tJSV91xbGzM/g2SVqPRsFYCoMTJyUmtrq7K4zlXtqfONDk5qZGREWMAVyoVbW9vq9FoGFvPrcMivbazs2POTpKNs9nd3VWtVrPXuRmny7gEdqUe7GZUL2znP4VP+P/c5X5RFol0W5I5I5d6ykU0QB3JdWouY5BNAUWYDA0NMdg+RM5EMDCWbt68qVwup+9973v6xje+oa997WtqtVp6++23tb+/r69//es6OjrS3/k7f8f6MwqFghYXF7W0tCSv93zc+qVLl/TOO+/I7/crFotZ9jQ8PGyOhwIyShP37983QVmienoUUL1G3JMU3P2+RJFEcuDaoVBIx8fHyufzVgvE+RcKBYuwJicnTeWbgwgEsby8bGtMBoGSMwKcGA6aNpFygcDyfE9NrVbTt7/9beuVKhQK1gBJwZ5st1arGcEllUppc3NT/f39qlQq1scWiUSsoZYMnVoavS6IFUMtJ1MD419eXla73bZ6AeMfkKhpNpuamZkx5hdCvDS/joyMaHV11TJr4Kh2u220+tnZWd26dcsM01e/+lUjVDx/feMb39A/+Sf/REdHR6rVapYBkt255IBO51xQ2YXMyN7J1GEUcm+ffPKJwXxATNFo1DJtpvoSyNC7Robe19end999V2+//bZlVJlMRsvLyyYuK12gJ5BiyBRwKPRBIadEFgG8CRxHIEq9hnt2eyTpC3RZrwQ5OEJga+yISzhibci6eIbURanDMRkBZxWNRu27orSBY56YmDDyBAIC1WrVGvHROkwkEpqfn9fIyIgNMyXb4nyzpugPct+u5Nv4+LhSqZStu8/nMzRDkgUqbkZLrer5NfoPTkH/0Y9+pP/lf/lfdPv2beXzef3Gb/yG/uSf/JP28z//5/+8fu3Xfu0nDsZ3v/td+3utVtNf/st/Wf/qX/0reb1e/eIv/qL+t//tf7O6zYte7pclhZZk0ayLqwI90UuBoXHhLlfkUZKltu32xXRQoiLqNNKFQCmpPNH81taWzQMKBAIKBoPK5XJaW1tTOBzWlStX9IMf/EAjIyM23M7v9+vq1atWOEdG/zvf+Y7effddvfzyywqHw7p9+7ZtpkwmY5uD9L7VaumHP/yh0Y9RdgDHh+beaDSssZVeEGARGlnRCMSxg5OjlcemJ0qEvo3BgG5MDc/r9RpWTiM0AQfKE4xTINDIZrOan5/X4uKiarWafvzjH+vjjz/W4OCgMpmMQVflctkyFpwqh4XMB4gDA8WoDOpBsKuQC4rFYobTV6tV9fX1aWxsTJlMRvv7+zYxORKJWO/Q/fv3FQgErIF5aGjI6lLSeVP07du3FY/Hlc/nrS+HjGZiYsKUS4B3GR2xsbGhTz75RNI5jZlmZcbZx+Nx25fPX16vV//pf/qf2syyWCymgYEBbW1tWWsEwrHUccg2yRbK5bLVRiYmJlQoFAzK7nQ6ymQyOj4+H3pHfxxByt27d60NgIzg7OxMkUhEoVBIhULBKN8HBwfa3t42ZXe3/kF9iQifGioad6wxNUNaOqgnAjVyH5x7v99vvZX8Po7GZb61Wi3TTcS2QOpx1/3k5MQyNZwx0ljYGwhDfr/fsh1sDbUz6OetVkuXLl1SOBy2WiU2qqenx6BQj+dc4WRjY8NaRzqdjp11+r2AUYGNyeSA0hEpAFqUZNqkQ0ND+u3f/m0jyLgjWlgDN4jl7Ev6D1uT2t/f18svv6y/+Bf/on7hF37h93zNz/zMz+hXf/VX7e8urVmS/uyf/bPK5/P6rd/6LbVaLf2Fv/AX9F//1/+1vv3tb3/a2+li7ZFSEpnjxXkdkbvbIe0aMyjjODxgEDI0FpiozKVWEnnQ+0H2srm5aVTY27dv69VXXzXlgYmJCQ0ODurRo0eKx+P66KOPdP36dROvpBdjeXlZH3/8sdUpUFyQzufvbGxsKJ1Oy+/3W0Ptw4cPTfmaaBTZFfdQwFyrVqtd84eAwIgqcWJEeqenp6pWqwbrUL9iPVHNZhIxm73ZbCqRSFjxFSZWKBRSsVhUs9k0fThUGIAOaHrt6TkX3wQaoz+GPiQOA4aFA45KNV3xYOgMeKRHjUNGradYLNpz5zAWCgWDLiBVpFIpYx3SqzI5OWlTWaGH05OSTqetcbpSqViNE6ZeNBrV9va2wY7NZlMej0cbGxt64403LKqvVCrKZDJKpVLWM/X7XdQSotGogsGgjo+PFQwGtbCwoDt37hi5hnob7EDqXRhnDHIsFutSbMEwMl4DZhmzyVxlFwK6/v5+i7YTiYSx3iDSwGzkPNJUTU2Kfcu98D35LrQJYOxxSgcHB4rFYibLREAL6xWEheDXNbRkzThUsn6GBSIA6xKWcNTU26hhYrBx6JlMxvY8NSuCNQaeHh2dDwJFugsbBxsYZwy0iPPBTkkymjkNt5x36QLaJ+AbGhqywJNeQEoJoFE4Jrc3ymXnguRQM3thG//Cr/zd62d/9mf1sz/7s3/gaziAv9f1+PFjffe739WHH35omPP/8X/8H/pjf+yP6X/9X/9XZbPZF74XvryLg7KheCButuMy+1xqOo6LOhRwnUszZwOz0dy6lktHxfkBjzGWgoO+urqqZDJpWVyz2VS9XreC6eXLl01B4ujoSFtbW/rwww+1urqq3d1dra2tKZ/Pd/Vc0DwIlMR9+Xw+2/AUg7lXqLqSDHogkoT6CsYOju9iy27ty2VOUV+o1+sWpXJo3J4jaoc4NRqlIQlI56MUoMxilMhkKQDj+JjhxURkN3qnqO1m127N0f0erKsky6ygDOPUiLYpnJN1wSzLZDIaHx/X5OSk2u1zdQ5GrmDoXfkYamT0wBweHtqeLpfL1tMCPMXaSLLAqF6v6969e1aXoOD++12Hh4emjELmPDIyYuMdenp6LIMMh8NaWVlRs9nU1taWBSQw/FDYAMZjDDuObH9//ydmchH4kSGBcOAkgJEmJiZUq9UsMOJ8EXwAMUmymo/LoIR0g6EnqIQUQBDEmceYwuTkfbjf4+Nj+1w+j2eIU+DMcB5AEFB4wcGRKRGkcR/h352iTd1uYGDABh2yfyAFucw7BAfI3HCc1ABRVXEVc1wNQZQhsKvYBLJTXlsoFFQsFpXP5y0rxZnDXnRJbS6Bjefz//ea1FtvvaVkMqlIJKI/8kf+iP7H//F/VCwWk3TeBxQOh81BSdJP/dRPyev16sc//rF+/ud//ifej2I8Fw21fNHfK3LEqfA6t8hJlkXtiQdKXwObx+X8u2w/9+/u+7p4K85rZ2fH5irt7++b5hiYPXCG1+vV1atXLaWG3nl8fKz79+9bXYWiJcQCpgUjqYI8CSPpx8bGuiJQmFpsVoRCyXY5VO76UmPCmUMa4YBAbvB6vRbJUVDHycP0IWLj0HOQeN9gMKilpSUbG8I9YYyInHFC0gVZBljNPYA8B8giFNe5L/p0hoeHTQiX7I4IGGiIdeTfyVpwgIeHh0YDjsVi2tvbMwVuaoc4XZfGSzHeDXDI1JCbwihy+Cloo1eYz+dVKpXU6XQ0MjKi8fFx9fT02MiW5y/YoCiRQAzgGR4eHlofHxR8ZhRRb8MoUrOhjkY/Hxk0NHHYZ64z4Rkx7A+Gqsfj0eDgoGZnZ7W0tNTV4kH9EzjebSLFyVBDJDhw1Wdc4gT9al6v1xAVPptnwhnHSXBGIWS5pK2zs/MJ1NgIYL3j42Pb864zAG2gpwnSAk6U89fb22uBHtk/2Z8rN8T+ej4I43lhK6gjcgYI+p6n1gO5DwwMmDoJe40avOuU3WZeF3mCuu+u6Yte/687qZ/5mZ/RL/zCL2hqakrLy8v6G3/jb+hnf/ZnrUm1UCj8hFJAT0+PotGosYuev37lV35Fv/zLv/wT/+4uBBtIusDicTguOYLNwwNyqc88SIyqW/AkTWYj8PluFMbPyRgkGcwD5ESxOhwO26be2dnRq6++qkwmo1wuZyQIRnlDaU6n0/Z5zIQhqoI+zUwbr/d8JtHAwICNHgiFQvJ4PNra2rJIjQPEYXNrT24XuaSutYlGo12QCM+A+6FORUNyb2+vSRoNDw/bwZBkRhtIEIMCSw5YgcK6dFGPxGC6+oxASAQdGDYkgyQZtHF8fGzv7641TgFD6xopnCNGgvaEk5MTo+H7/X4tLS0pl8sZ1Ly+vq79/X0lEgmb0QRN2jXaPp/PmHJuEEAPmZuxo1o+NDSkSCSinZ0dU2PweDy6fPmy4vH4T0htVatVdTodU9SGdcn01/X1dR0fH6tarZoxCofDSqVS9r1BFJaXlw1eymQyXZH47u6ujSph/5BBwzp1zysEEhwk0BgjY3jGnEeyfuj8ZKDUjEEkqKmxbwja+L9bNiAQ4bnT68d37u3ttaZs7AP1MZrbn7ctnInh4WGNjIzYdGnukyz89PTUJuDicAYGBjQ+Pm56gTgwzg2N1XwulHGcNfR2evvISvk8zmOlUunKIKVzR8xgVgINMn32KrArz9Bl+rnwq2vv/6As//nr/3Un9af/9J+2P1+/fl0vvfSSZmZm9NZbb+nrX//6v9d7/vW//tf1V/7KX7G/M8ALgwWjDmNKH0+73baiIlEWXh9jSMbi8XgMEiBCky6yMCI+ImgcIgYtHo9bF7h08VBg08H4guIKjs6oAwYhHh4eam1tzcbDdzrnasw0btLkSTTy4Ycfanx8XF/84hcNSoPwAHxz9epVPX361A4Yqs4IUALxAElQe6EY6zrevr6+LqUAd5hfT0+PqWo0Gg3Laqj1Qa1Op9NqNBrmpDnYkAhGR0eNEs94cTTy1tbWzBBh+Hp7e02/jCACNlFfX58KhYISiYR2dnaUz+ctGCGD297eNiq+JGOBIVcFg41IFsdLTaZSqRgMVKvVdPv2bZtW+8Mf/lADAwMaGRmx4nSz2VSj0VAwGDRobXBwULlcTs+ePTMjms1mtbi42BUktFotE2J1e2BQkz85OTEKfT6f1/vvv6+JiQndvHlTr776ald0i44eAZsrsUQwx57b3NzsytD5LIIJMl3WiefAa9y1Y5wGv7u3t6fV1VWNjIxYr9LBwYE2NzeNqk0xH1iW74DjIlhBc45a6f7+vgYHB+0ckiXzjF02Lu/j8/ls9DoBLd+pr6+va8JxPB432BenDRsSR4fhPzw8lN/vVzAYNNgZGLRSqXQFxDT79vb2KplManp62jJZxGfprzs8PNTOzo5l0tSpUPfw+Xw2Gmdzc1PSRTkEhIbgg8CMrJLXuvU1ggOv12tQKvaVYM4tq4BKPR/Mvuj1H5yCPj09rXg8rqWlJX39619XOp1WqVTqes3p6fmgut+vjoWsyfMXERDREQsIBMMGk2QR1fNOgvdw/+zWttz6xd7enjF+MLhAA8AaFOZ5UBhLyBaQGSqVio34jsfj+spXvmKiqziSXC5ncCERPhL9p6en+vGPf6x0Oq319XVdvXrV6KkYC4/Ho5//+Z83Rg+R2djYmMbGxrS9vS2fz2dNvURGOG8iU2jsZIPg6dSbiAapKzWbTRshQJSI44BJRlGYyJps0+fzWUEfGjSKAvfu3ZPH49FXv/pVPXjwwIYbUhhPp9NGi4cdyNA+mFXcO8VnaiDSeXY2MjJidSGe2fHxsY2DJ4qnVsA+SqfTprF36dIlTU1N6e///b+vl19+2UgeUIyPjo60vr5ukkYoyksXfTuJREJPnjyx2gNjR2KxmEKhkJaXl63IzrTZSqWioaEh9fT06OOPP9bm5qZGRkaUz+dNSHVkZESSLBOmGE82irIBIyhQZr906ZIikYgePnxoqt6cpVgspnw+b/VFhIOB98iIaGx3iRFI/UDmcAkIkITIlpLJpO1FMohGo6H5+Xnt7+/b+d3d3VW9XjeIiX0Qi8WsbkTWQ30RdIQ9T4BF8zZ1IyStqI8Vi8WuWowkWxPaL6h30z4CEzWbzXb1W7Va50MlvV6vJiYmuuq277zzjvVV/vZv/7amp6eVTCa1s7OjtbU1HR8f2yy3kZERI0X19fUpn89bljQ6Oqr9/X0LtMPhsC5fvmz7iH5GziZoFfbV4/FYbYs+K1pepIs2H7dvzM2a3AzvRa//4E5qc3PTZhNJ0htvvKFGo6Hbt2/rlVdekST94Ac/ULvd1muvvfap3tudQeR6cGo5z5MdXMdBw6ibmvb29toBJH114QOgMQqFLvy1v79vaTO1FK/Xq2KxqKdPn+rKlSu6e/eu0b4ZsTE/P2/ZwMLCgk5OTvTuu+8as83jOW8GvnPnjjm7vb09PXjwQIuLi5qamlIkEjGDzf1cunRJi4uLqtfrWl5eVjKZVLlcNsmUoaEhjY6O6sGDB5qentby8rI5SOpK9LJQ0Mb54YghALBpgS+IQt0GPth5GIxms2kFexe6oug7PT1tETT1zIcPHyqTyej27dsW0R8cHCgQCJgTp68JZwI0haGhFsHhg5XHiAyMGw4ymUxqfX1de3t7mpqa0sbGhtWgqDHF43Gtra1pfn5e8/PzOjs70z/4B/9AnU5Hd+/elXQxMBO1hytXrqhSqeiVV15RoVAwFh8BFC0LqJyTrZB11et1C1Ci0ajBPTgbInACrEgk0kVK+qVf+iV97Wtf0/e//309e/bM0AUyqN/5nd/R+Pi41U9puoX04/OdNxZXKhVj31UqFWsMJbumQZT18vv9xm6kH6yn53zU/erqqsGeRNr0uaHezVkm20JctdFoaHh42AJaHAkwNkQX1iiXy9nnuKMnqBkxUoPeITI5HA7BKmoxoDHr6+uSZJJWkAvY36hyHB8fW/0TgWiEYWOxmIaGhlSpVKyn7saNG5Kk5eVlvfnmm9ra2jJoNRaL6ezsTL/xG7+h4eFhE/+NxWIaHR011GRvb0+ZTEbPnj0zp5vJZJTJZKxVAhtAQOnxeFQqlWxMB4EMThXIEdiUsyXJMjMgQX4faP5Fr0/tpPb29rS0tGR/X11d1SeffKJoNKpoNKpf/uVf1i/+4i8qnU5reXlZf/Wv/lXNzs7qG9/4hiTpypUr+pmf+Rn9V//Vf6X/6//6v9RqtfStb31Lf/pP/+lPxeyT1EV/5P+SrIjPv7tGls0mXRAuyApgefFnMiqPx2MwmiSLnhFe5GATabtQIRAEtN1bt24pkUjI7/erUqno9u3bGhoaUj6f1/r6usLhsN58802TnXn//fdtoz979kxDQ0OamJjQ9PS0ySf19vbq4cOH1kg7NDRk2l40QQKN8H0LhYI5Eemc/ooTJkrEGBNVUmeSLpQdwJypPwAjsGlhzNF/5UKl7qYlI6WB9uzszOokzNs6PT01urAbqZOJkQFBGUd81G0LkGQECJw6kjJEri60g44gDg8YhsyMLAwCw+rqqmUmRKydTsfaEIjS4/G47t69q62tLS0vL5shwQAHg0Ftb2/bZGPWFDWFoaEha6akyM2aP3782GSWhoeHjRTyfF1gbGxMExMT2tzcVD6ft2ZiSVY3oyZSrVb1R//oH7W95Gozcg/Xrl2znjE+jzPUaDTU13cuNowEFVE5Ts+t73C22+221e6Q8gIiJVCByNNut60XEOo0QRf1U+BlmH+caWAunBjsSexEu922TJigjHOBA+p0OgZNb29vd60B+wUlmtHRUb366qvWIH58fGwBl+vsuLepqSldvnzZYL+1tTXr4yuVStaMDfLA/qMGCuFhYmLCJv3SW4eobLt9rrkJsaqnp8dEiMnOqFFtb28rn8/bdwPWd2E9AiTsCQ4eZ/ai16d2Uh999JG+9rWv2d+pFf3SL/2S/u7f/bu6d++efu3Xfk2NRkPZbFY//dM/rb/9t/92F1z3j/7RP9K3vvUtff3rX5fXe97M+7//7//7p70VSxtZKEnGdiH9dMkTLhXSJTlIsgXk57CGnsdYWfjnSRgwoviZCzPG43E7AEBFHo+ny8m5jj4YDKper2tra8umyEIBRQw1Ho9byo06RLVa1fDwsPUhcbD29va0sbHR5XgPDw9tXtDo6KgZesgLbCxJXc2IOGeyHuoaRF7ubCJqTS4jDiiOtZRkahcUhOv1ehe+zQgJRmjwc3f8Ct+1VCp1QRNer9eUAbxer0XTfD70bZ4Ljg1SRqvVMoWBUqlk84YCgYBlB4lEQpOTk6pWq0bNxYjjpNkLGHAERNF05N7IZnZ2dmx4JOQCKOrHx8dW1+M+nmekIXmElFRvb69WV1c1NTVl56e3t1c3btyQx+PRj370I62vr1szKQHLwcGBye+89dZbpnaAuDER9ejoqBqNhinYn52dmS7hycmJTaXFaLH2nDNqMZxJYPKTkxMdHh4qGAxaEEh0ztoiWoxyA3Vo+nsg7FCHfL4FgACOv/MdIATwfjQSQ+aAJUzPJOeEc+6SIaTzWvnu7q6RmRjdQhmC3ykWi1YD6nTOJ3M/fvxYt2/f1te+9jXNzs7aHo1Go7p586a8Xq/+1b/6VyoUCtb2wvPAyfb399tMKGrEZJ6FQkGlUslUb5B829nZMZFmoM+dnR3t7OyY8rzbtvF8IOTa5ecZ1y96fWon9dWvfvUP/IB/82/+zb/zPaLR6L9X4+7zl9uXw0Znk7NZMEY4LffnLsOPxYN+TXQnXZAncEBufwQpL5uW9yBqA2pwqepE/0TAYMYLCwv2evD2RqNhD5ooJBgMKplMqlKpqN1u2yRQNvXx8bFyuZyi0agZ4M3NTTv4wJEwwIBGXVFPaO5EvGQPOHvXST2/8dyaHvDo0NCQ/U6j0bDXk/GSreJweQ5nZ2dGlQcCq1QqP5E9Y7jo4XFpyGQDjGYANgMzx5lCYWcNMVYuI4xM8vkeHb/f30XtxRhSY6BO4uo8sibIEnE/MCFRyGcyMZAyzceSzJFKUiQSUafTMfFV7osaLa0b7oX0ElAZmRoZCm0Uvb291jQsyaYfMyeLWhJ1RZwcjplnyfqyp+h/I2t31zMUCqlSqViW7hIfXHhTkjWn8x4u09d1ftgMvhv1aPecA+tBLHIdjWtoXWgSBwms5bLd2ENutt7pdEzclzoZ7RnFYlGpVMogSs54uVzW6Oiozs7O9ODBgy67Mz8/r7t37xp5iCCV+0dvkSwd2SX66XA8bm8WWR1Eqlqtplwup42NDauzEhCyFm7NiXNAwItNdO3ti1yfee0+Fshll0iyKJ2Iwz0sRFmuk3q+/4kF5zAAPz3v0IAU+I/Xk/6enp6axhsODWgD5tjGxoYk2XjtZrOp7e1tg7Pi8bhFa4lEQrOzs4rH4/r4448VjUa1trameDxurDMicbB+MHs2HdEPjZduZkemiI4Z68hauGvIv5HuA4dA6+Y7kgFtbm4atRtjzWtgVLGOrmPHCGDMcEIuzZcDi4wUP3fZVmTZ1JvIBDB00GolmdYc/UGoJQARQpRJJBJaW1tTtVq1SJ/enHa7rUQiYdD37u6ufR7Fe9YYZxqNRg2GGhoa0tjYmFKpVNfolwcPHkg6H8OBA4Jwwv7d2NhQT0+PqZPUajXt7+9bIOAaCRe6hpqfTCbNsR0dHSmRSFgNiWwZuA3pJjcCJ7jAebjQIWcH0orLJgPlwHHwfdzzzRq6pCQkinAQZKaQhSQZ/Ow28BJkkdHhFCDLoHLPvXIvBFzsU74TclDRaNRsAOfGJSMQaBGASRfSZVI3wxJ7cnZ2pocPH2p5eVlLS0vWRD46OqpMJmMitKBCblBJfyRCvLFYrGuvAZl2Oh2D5N1MGHX/9fV1ra+vm8o7JDLOM8+L78wzdW3tp70+004KiEb6yQYxDA5pPYbNhf9wXtJFxOXSm6XuIqAkg7FcNg/ROEYeo4fDZN6OGwlGIhFr+BwbG7N6BuQCIkuYXuDENOy2Wi1Vq1Xrl8rn89ZTRN2NhlAOEv+RffJ/5IAwxtFo1GiskAs4pGSDbtToUk0hhLBGjL/u6+uzDY/gKL9HxukSIXC2kqybvlAoqF6vG1sM2jv1wN7eXuvnwQEASXD//DuqFTCxYCAiVAq0Qz2JDJR9cnR0ZHO6cALcCwccB0Iww56hkE6ECcQL8SMej3cZACJZ6NFzc3N6+vSpySBBM3Z1G2u1mhnIs7MzNZtNPXz4UD6fT5///Oe7gq3BwUFjpt68edP2C1AxWdL29rZarZYpa6OMkE6ntb+/b8aWBmLqmMCNBDhu5g3SQQZ/cHCgnp5zsVWa3EOhkKanp/XgwQPTX2SQJGdWUpcILDUmznlfX581csMmxCGAULBH9/f3rabLfXNugfckmXMFWSFIcx0sryNAJfildsk9Dg4OWr0MJIG6kHSBbEAk4bm2221tb2+rp6dH2WzWPpM2DpwsZQGXRYvkFHO+qOcRROO019bWtLW1pWazqXK5bPYW5iIwM+sAsoWz5IwD0bOfXvT6TDspWFtugRTpGRbF7YNwoRuwWpyKCx2Q7uPU3IgPxyRdZGtEgUBILkRGMfXg4MDSbMZsAy9xqBqNht577z3T/oJJNTY2pgcPHhiVmmJ8s9k0YwSJApYTEB4pObIrNI5i0Pf29rqm/mJsa7Warl27psePH3dlokjWEBm22xeintQZwNZ7e3sVjUbVarVsbEkmkzHMHUwfY0aU3Ww2u2pjPT091i8FCaPT6ViAAumj1WppenpaW1tbkmTCl81m05weToM9wvOCqVWpVKy+4/F4zGnhKAgAcMB37961z5Zk4p70ntVqNW1tbVmh3XX6IyMjxkbEgGCgo9GoDTR89OiRPbNWq6VMJqPJyUn19/fbuk5OTury5cs2kNDr9eqNN97Q1taWcrmcSqWSisWiGo2Gbt26ZcbD3e/ZbFYbGxs264sofXBwULVaTZ988okikYju3bunGzdu6ODgQIVCQRsbG+p0OhofH1epVNLa2pqtFes1Pj6uJ0+eqNU6Fzgm26fGg3IKDEsYoq6uHPsfCI0m1lQqpWq1qqGhISMl7e3tGckF3UHqjcDUR0dHGhsbM/YmQQb7Dcas61xcaHB3d9cUW8jegH2RCzo6OrL7xnYQWHBWaO0gCCDj5AxB3KE/Dao4QefJyYl+/OMf69q1a9rd3bURHUhXIfTMuJ5SqaSZmRkLJnEu7F8CO5rUqQGz7gRw1Gaxe9QhXWicQIT3//e5PtNOSrqIsjE8wBZuhI+RxXHhFNjwGGCXbIHzcv/DeJIas/iktig9oL0HGWF9fV0rKytqNBp66623ND09renpaU1NTSmbzerGjRtaW1vTu+++q+3tbTP6kDKePXummzdv6s0331SxWNT9+/f17NkzO4hnZ2cmSMvhh8rcarUMW+fnRG+SLJujhoCCfCAQULlctmyOeyGTlNSlvswaZTKZLpoq1FXpPPpiBo1bl4PG7s7ygogBtCLJfhaJROw7nJ2dGcNRkhXJWQcOM4QJMhLqHCcnJ9rc3LRREUB1GCf6ifx+v0qlUlem98Mf/lCHh4eamZlRu902WA6jl81mu/pViCJbrZYePnxotcfDw0NdvnzZDF8ymdTm5qbm5+f10UcfmdCnJIMZP/74Y129etXg0+PjYz158sQcyn/+n//nqlQqllXmcjmFw2FtbW3pn/2zf6bXX39dnU6nq4dmYmJC7777ruLxuA16zOVyRvZgzhnPB9h4ZmZGJycX06fJlGnYZogijERXqcBlTzabTZOvwsn5fD4lk0l98MEHOj09tSwOSM7r9RqK0G6fi/fyM+DukZERg6OA48rlsrxer2niQXAaHh7WxsaGZQlAo5wXIENko6gN0mdFzZA6kmvcye6wWxCiOp2OnTWgciBul6oOA5OzjEIMn/HOO+9YoDgxMaG+vj5rP7l8+bJOTk5UKpVsEKbLWtza2tJbb73VxZamJg7F3tWe5DWsM+/lll7cUgxrhy12g/1/1/WZdlIYL1Lx59Nj6YIG6T5UImcXL/V4PEappSGWCJ8HEI1G1W63u/BXqMxkcS6GzIFm1tDY2Jg6nY4ePnxo2O5LL72kmzdvWo9JIBDQ9evXNTU1pU8++USTk5Pa2trS4OCgEomECoWCjQAJhUK2aYi8iFhwTjC1gN+ANKgfQLUFEoOAwHgIr9drhw2Yrdls2gECFqDHZ3h4uGuUAxkGEd/Y2Jj6+/tVKpWszkPG6hbrCSB4nqenp2bkyYqg0BM1BgIBFYtFizqBK4CmGGzoFtmpuaBUwL36fD5zWisrK6akASxFVhgOhy2T6OnpMeUQKOdzc3Pa3t7Wo0eP1N/fb4EJQQa0+XA4bEQK1hd4dXV1VbOzs4pEIkZ28Xg81tCLsDB7mcCI1wFZDg4OanNzU//4H/9jG4yH+vrg4KDN85JkmX86nVZPT4/N1IJEUavVDJ3A4VP8r1arls0xCsRVPicyB94k+zg5OdHe3p4FKBjku3fvGizlkpOAjVqtls1Yoz0EGSBJBgW7gqzhcNikoegz4lwHAgFtbm7qK1/5ip4+fWpGGUiPepfP57PAGLgul8sZrIzKuUs6Ai4E+gdKlGTznYCsCdDIUFBWR9kEtITsJZVKWaDk1sOazaYmJiY0MTGhb3/729rZ2bFePOjsBNHYBggdOBVQD/7sEr+APalFcbm1Xmyly6J80esz7aTcKAVDJ3VjwDgNSZYNUFsgC/L7/Za2Yswl/cSi814Uz4ERuRckU4i80I/b29uzoXdgwYeHh9rY2FC5XNadO3cUDoeVz+cViUQ0NTWlsbExra2t6eTkxJh6H3/8sT766CPlcjk77JcuXdLOzo7N7oEFxnegcZYiLw6A9UHY02XEQQenpuVCl2RA6NNRLCYYoE4Gaw0IhUPLZwP3cb9upoaxJoiA+OHCgTxDRgq4BWygFJd8QYTJd3E103gfmkV5vkdHR0bBZX4PWVG7fd5TUq1WFYlETPpKkjlJHFCn07Fena2tLbv3nZ0dLSwsGOzC2tFD99JLL+ng4ECJREKxWMyaY8kSR0dHrX4AQyyTyainp8eCHs4FShgo6JNZYXiAfePxuNHgyYjPzs6sgRuVAzItsjgcDaoQZCFkZfQKUqvq7e3tGpyIQ+FcQmBoNptKp9M2kw3HBRmGmjOED86629OEksXp6WnXTLWhoSGbp4YjZ48RnOCMXAiLs05m6NZgqF0yGBRyElkdwSQwNvaDQApyA3sfggi1UM6D6/hcGShaKuipnJmZUaFQsKyP7DcYDCoej2t8fFzPnj3TwcGBTWpgDV2EiREe1N2xf27/k/t9KKHAFOQ9nydgvcj1H4WTYsEkdXlqnIVLGwXXJ2p2cWZe5zaduQ/KpUWzyXgARGFsYgwuBvPWrVv2ORTPm82mCoWCnj59Kuk8+xkbG7PhdUyNJSt48uSJlpeXu9S3USMgUgXnhtXEfWBYgTuAHjCe3DMZpKtU7q4LGDrvz8HhsBDZodhOEICToz7AwYZFSPSL2KnL4uJzeA9XkgqnD6mAz8LpjoyMyOfzdc3/IkvjXlkzsieyYiC6eDyuRCJhvWYuc9SdgIuBp/4DXMZzIQuo1+tWIxgaGtLw8LAZaRhfCC5jpCB7VKtVjY6OGoxHtoJWH3U1BmkCBzJJdmFhQR999JGSyaTBZ7u7u9aiwAwplE14zvzdZaVSM/H5fFZLarVaJlHEs0AtAkaYG/yxd9i/aNFBRMJ489kgAy7jDyiX++QswQjFMbi2YH9/31AA9hr3wJ47ODiwOizrD2SMU8M5cV8EP6AXwJj8G6Qn7A1Bglt64Ay6gTDf2SWKcGGjXLkp4EP20cHBgU1Z7nTO6e8jIyO6evWqMpmM7t+/b/fkEsdwPCBGIB0uQsL9uM/VtReuU8UO/6GB+3jAOBAeKAvnHgT39S6xwcW3KU67m8X9fQwUTo7MA+eEkebyes8bQpPJpObm5lQoFOzzk8mkZXKRSETb29uSZPpgbKpUKqWBgQEtLy9reXnZZHvIcMjcgBEwXC6zzC02c9CB66QL6ISN5fF4bFwAjawYT76zdIHP48h4f+mCVOJmLETrFK1xJhwA1tiFcTGKLnmDjJHnSWRIFEdQMTw8bMaYjnz2h3RBo8cIkVHhUCBeYNyGhoZM2w7YNJVKGRRGNL+zs6NqtWpacQQJBAoc8Gw2a1kQRA32ENpv1OVQ3eCZkkFT5Pf5fKpWq2q321ZXpE6JSOzp6bl6fTqdVjabVaFQMLo/mTGsTkbLwDyDEALBxYX73GyZINGtlUEccAkorIM7Sp5nTs2C80kvEoHQ88V4l63L/ud+kJVy6dHAhG5gAMzG9+N++RmGmr3IZ7r9UPyf9+es82eX/UYJwrU1rAMBnGvX3No39+LuYxw1DEdKDuy9YrFoA1BBPOibmpqa6qovu4GnC7e7GZSbBLBO7vPjLHJ+3SD4DxXcx5dl0Vw2kd/v7yp4ciGRxAYhqnepqxhD6SKq4uDwuzwwMiheS6ZGJNnb26tsNqve3l6tr69bzxCFetSwmZvj9Xb3tKAV98EHH1ivjOt0Op2OFajJgNCoW19fVzKZtI52NijFWyArDDAHBFYS6wOcdnBwYArsvE6SNW2y5pKs12ZwcFD7+/sWSWNcgPxwYnTjAyG668lzdKWZWHMOO/8Gq4rMwefzGXkDdqBrWMnMgsGgGTNXagkpHkghjFLhMFJkB8ojeEAlgjpLOp22zA2yC1pt1NOArdBi9Hg8RgzC0EUiEe3u7uq1117T/fv3zdgPDQ1pcnLSWIes1d7eniKRiLH+isWibt26ZQaLzDiVStk4F6A2t0Z5enqqSCRi1HhqU66+G+sNbMZZbDQa9h2TyaQReRqNhvb3900U9ezszOpHwGbHx8cmEdbpdKxOyjnwer2mdr67u2t/x1kNDw8bsYLgg5oj+0WS1Y9oPgfKBKXweDxGpYe4QFM6e5UeO86YW7txAyj2CGeYAOzg4MCet2vsXbuCc+Ucci7YI1tbW0qn06aAgz1YW1tTp9PR1NSUDU9dXl7WysqK5ubmNDIyYjU61wFKMqcH9OmiTOwVl5iGTYZghnIKa+Cux4tcv/+c6c/A5XpkHiqaVBQAWUC3EO6yTCR1OZ3nHYGb9vIfUjT0sUQiEYuIgQOy2axSqZSx4+ghAsvGgdFjMD09rVdffVWFQkHf+c539MMf/lA9PT0mPMrGwCC7IrYYfbBy/iO6pzbhvocbneFcAoGAstmsOWQaP933B14iSobWTJ0NVQMyCiAG2EEoY0gyCjsGAzJHIpGwQwGMguOgPgJcAEyI4yVzACLd29szA8nwyZmZGaNWR6NRxeNx+z2UzakFUfMioySyDIVCunLlin70ox+pVqtZs67rTEZHRy0jgKwxMTGhK1eu6OzszLQW0Q7s6ekxtfV8Pm9MOOpd0Ktx6Mlk0ox9b++5Qv7S0pKKxaKq1arJKJ2cnGhnZ0cfffSRPB6P1SMwICMjI5qfnzfomhpjKpUylh1DFLe3t82BUWsKhUIaGxszqI7nRn1vbW3NlO2np6ctm5qfn9fNmzetbiTJskXWanBw0GpZQI4QDKgxuhA9+4zMZXd317JUUItMJmOQ5N7enom7UpsjU5Zk2T8O+/T0fGKDJBv06GZ57XbbRrW7BKvT01MdHBwYC9Dj8difycaOj48ti3PRHc6jG5j19fUpGAzaDDk3aCboPjg40Pb2tra3t/XgwQN5vV597WtfUyaTkcdz3iaxtramZrOpmZkZJRIJa1CHTcp3wp6CGBEMgE6AiACRk1UDx9LmwHPjHL3I9ZnOpFwCA/0ERA9E40BTbvSNocc5ufUCip1uZgAMAJMJZ+SqI0PTdDvcUTcmqjo+PldBxomQnTBf6JVXXtHq6qoZvNHRUR0eHurzn/+8Tk9P9fTp067CMBuRaIyI3sXnSbcx5NSaWCv+HSdaKBR0dHSk8fFx5XI5pdNpm4NFhkjvBTUGoDZ04lqtltLptB1gIDmyXbIlAgAcTH9/vxlejByZFoQWnFUqlbKCLoZkZGREm5ub5pik874Pn+980FupVNLU1JTpIh4eHiqRSFgGxCgJMpxms2mU3fX1dT158kTj4+O6fPmyDg8P9du//duWTRKpsx+9Xq9u376thYUF7e7u6sqVK9a309PTo//sP/vPbKzI+++/L6/XayoFy8vLplRP0MT8pnA4bLJJfr9fCwsL5si2trasDnF0dKTJyUkLSvb395XNZq3xG2ale15GR0clSc+ePVNPT49lCuyRarWqSqVi78m95PN5xeNx5XI5Xbt2TR6PR41GQ2tra9Z/tr29bUr8KKmQ5cViMRsIiYrC3t6eMdg6nY4uX76sp0+f2tnBMWHMOWc8DxRQ4vG4dnZ2TIH9+SyB0RvYEpwYVHZaEnAAe3t7isfj1grgNgWzZyBGAJlia8jMwuGw1S4JYjkXfr/f6plurZ2fY78kWUM+TcH8neCPwJEzigAtyABkHJi82WzWxsJAZiH7h73K+rlwJlkd684zwmG6Asmc++fran/Q9Zl2UkTheGegJZdE4GLaGG2gKrBXFpD0WeqeHvm8TIsk6xkAwwcaoqkNrNadhipJMzMzymQy2tjY0P3795VMJpXNZq03amRkRDMzM2o0GgqHwza07fHjx11Cjhhw2E1ELRifer0uv99vem7u94cySr0jGAzaOHIICIeHh119LUSyfX19qlar2tvbM/YekS0UWaJh6l/cb7vdViaT0crKisFMksyoE725g+tYR2CnaDSqs7OzLrHS3d1da3CcmZkxw0BNS5Kx5p49e2ZSR7VaTdvb27p8+bLBbwQhjUZD5XLZMoBYLKbLly+rVqupUCgY7Rm5KZf9hNH58pe/bI4aVYjh4WGNjo4aBfzZs2eamJiwuhLPhZEoCwsLikQiloEuLS3pypUrFjTgkKkZLCwsaG1tzQyy22SJkWLETSqVshpNp3Peo7W8vKxYLGY0cZQXVlZWjLHXaDSM9ME5GRwcNJiJfiSyDxpDGZeCwWu1WlpbWzNo/Nq1a0aFBs2IxWIKh8Om+k1GgrGjTwlGaKPRMOi+p6dH5XLZoDoievY90BvBE+8BLR+1DbdOCqQJNM464Tj5LvV6XZVKxRi9nC0yVYLZk5MTNRoNq4dSXyVIdglabvD8PPEA50AtCpvmli4qlYoePHigo6MjpVIp05WUZPawVqtZw7/LnmSdcHoEZECf7lnl98ii3BYgzvofGuIEC+dSp4Hk6F9wNbncWpRLSeYw87tu348LA2JIgQFZfBeaOj4+NhybbIgIZ2pqyqJeDgCQIJNhBwcHlclkdHh4PjEXQ+hSrjFmrjwLmR1RLhsJiRe3EEykRzbFwWbzoGYOwcHN/mq1WhfN3iWpuEw0yBAu23Bvb88aTIma3d8HTsGoY/iJDlHVQNxUuuhpAmbCSILlw6T0eDwqFAoWSKCGcXBwoHq9rj/7Z/+sZbAYdYxhT895rxtzk9g3fr9ft27d0tnZmdLptJ48eWIGsdFoyO/36/r16+ZYYXum02kNDw/rO9/5jnw+nzKZjKnYn52ddTlRKPrscep4NKMmk0ljpvX19Wl6elr37t3Tn/pTf0rb29t6+vSp/H6/DRRdWVkxYga9Mj6fzz4LurbL+nThZXoIUdonYJmenra+OOpVnE+IE/F43NYF5p4Lb2HEgOQxivV63SBZGr6Br2HQ0b8EkkAdRDoPLFFpceFEatduDxxGmzrU4eGhBXguKYPMfm9vr0sLkb1IEObWjkFkYAfijFwCVrPZNOYgbD2yKJr0+U5A4UBvLsOP+wXCrVarmpycNBiVdcrn84rFYkokEtazhl0jAeAcYTexlwTJ7G3uC+jPZSLi6Ahg/tAQJ4gSeNB4ciJ/IAEeNEbQZe65h8NNRYkQyYrYaO4FHs7lspHY3PTLbG1t2UZbXl62gjujqJvNpmVTbs2MseIulusygqg5uVCAz+ezdJtMkegLRhyRE98D8gL3yOFym205ZFBvXXYTqTy/29PTY9Rb7gmpHxdqdTNUIm0+wy0c018D6QB8mz/jgKvVqhlWDhA1KcabIMcDdToYDKpQKFgkynuzl4i4OWBkIYlEwuoTkA+oGXk8HmWzWcViMVtfDEuj0TBB4O3tbX3961+3IX2Hh+cTgYF6YewRQNGU29/fr7m5OSPOABcODQ1ZjZR9T8QvyRpi2+22MUzJIpvNpoLBoPx+v7a2trog4rGxMZVKJY2Pj1sfHtkqPW/0xmHsMag07bInent7FQ6HDYr1eDyan583o0qQ4cLs7FUMPwQHDCQOie9NJkbWhJPl+5JdUCZw1SiAKNEO5LNdhh/71g2WCHyPjo5M/Jc9zB7AmcAipEfRXUP2LGcEZ41jd5l2nDuIFdwvZxOojmzQ4zmXWWP8inSeRSEqS6DLugI3Yidc9Rk+HxuK/XERKAIB9ozLAnzR6zPtpHAq0DqJrtj4krro0WwaIgUXI3V7ftiELm7qkg1YbD7jeUqzpC7dq97eXmvwazQa2tzc1ObmpiTZSGgeMg4Ho4T6MFCBS9XFIbqb2c0MXRhQupAlcYkibse7u+mJGnFUHBz+LskMgbsmFPldRiT1MQ4Sh8l1Qny+SwghqOA7ugoXPCccCtE/Tp91oAYHqw4IiAyTLLPZbFpETCaD+kG5XLZ+HRhkGHq/329q0lDMoa5ns1lTCXGL/K46OM+dtWTEfV9fn+LxuJ4+faqRkREzxMCWNFzTnAsJotU6Hw+CNA/nAwN16dIllUollUolxWIx7ezs6ODgwO6ZjJ7MApYkETlEBqJ1lB0ajYatF8osksyxMpSQfQoDFVICdH2aabl34CTGlJAhEY2zRyTZXoNViRIMGn9uFsBrO52OZfvu+cZBx+NxY7Bhc3j+7FPOPzaBMwICw/eGDUmLgMvadFmsnA/sEM8PxwjkB/WcjMXNdLCJBKQ4dEoCZLp9fefCu6VSyZTkXRuBDXU1+XCCJAjYI7clQLoQ/eZzed2nqUdJn3EnRVTj/pnNzd9d58VGdLMRMiefz2ewCsaGhwUVm4V2aevue7kOsdPpqFaraWlpSdPT0yYpRGMdm47ohU1AJMrDZdIp8Ivb0yTJjIcbwZDJ8TPWhcPFBmYjsplRBsf4stnY9MAOHDr3Yq3YxESHLkwA7AAkBpxHQDA4OGgQphvBuYeOGp2btWIQJHVlm/yOO5mWZ87PgP6IIIPBoDKZjIaGhvTs2TP5/X5rqh0dHVWlUjEGWE/PuQzS2NhYFxU+mUxqZmZGzWZTo6Ojevvtt82JsH75fN6i2nK5rEKhoNPTUyWTSQWDQZPXGRoa0tTUlCqViinAUzer1+vK5/PGTOx0zjXgGC+PU+zr67Oa2Pj4uFG6Ie4gMur3+w2GRpk/EAgoFAqpXC4rGo3aPsGpARlvb2/r+PjYFMuRKMJJwVwsl8va29szKSeyZ7/fb3VYHBqBEefZVWxhrXt7e82Bcb7ZM+y94+Njm5vk9gDhsFwbIMn+jb3BPmOfYyPIaLA5rt0hE3KhZ7LLnp4ec7acDa/Xa7C9dJGZubYFh+iedV6LPZLUZacIbEAgTk5O7Bn4fOeSYqw3z4yzjjPhjAFlup/pUvrdf8eG8DsuosI6vej1mXZSPKznYTjojlL39F4WhyIor3NfQ+0FOIsF5yEBI5KySxe9OkBC3Nvx8bHpuhGhErFIsmIzPTU4DPqKqFMMDQ2ZJheYM+m7q4jMAQEe42BzGIgwqdF0Oh1jRTH6nZ4Tr/d8Kif6gER7HEoYjtSBcOxufZB76Ovrs5HbTAZlZDWv54BSi8GpYCSoDyUSCctGiKC5r52dHetD49lC8QZO2dzctAPEWicSCW1ubmpmZkbpdNoGSt65c0cLCwsaGRnR6emp0um0dnd3TePslVde0bNnzzQ4OKjFxUWdnp4qkUhodHRUyWTS2IAoRGDQmRk2ODioz3/+81paWrLInRrHo0eP9PLLLxtcSIZdKpW0u7trNGLWiTrO6uqq1ZgCgYBSqVQXZRno01UpYbbQw4cPrWYHnBaLxax3amtrS4lEQnt7e2o2m/ZsIdhA8Z6fn1cul1OxWFS73TaRUup3KysrBsmFQiHNzMxobm5O/+Jf/Atdu3ZNZ2dnKhaLKpfLymQy1gR/dnZmQRTqJGT1bgDi2ofT01NNTEwoHA6bI2UsjTvqnu9NP8/Z2ZlCoZCKxWIXDZy909PTY9JQbsDK60AigPBcVRXOD+0NGHDg+XA4bEEkAfHp6cVQREl2XrFXQOTAxZCWWC8GSD558sScDnOodnd3jTi1v79vijSufaSxm4s/u5ke3xlbRJO86+D5XRCTF7k+807KJU+AP1MUBRNl80KOQGIFw+peLqOFxSaNx+jywNwUG1zXTXFxZOD/29vb9neirPv37ysQCCiTyZjWH5sTyKLdbtsUXuA1ahDg0QcHB1bHYSMjH0RPiMv4GR4etj4mHMTw8HBX9ERGR6TkQnYUTok6kYFx53vBtETolgmuiHtysGAcNptNRaNR07Kj+ViSRXs8dxh1qGdEIhEVCgWDBBnE19PTo9HRUWNUAScRjQeDQZMbqtfrFtn39PQYJRel+AcPHmhwcFBf+MIXND4+rrW1NT158kQ+n0+Tk5Oq1WpG1UbV/Z/+03+q0dFRI6Kg3lEsFi1jm52dVblctjWp1+uanp7W8vKyhoaGVCqVjNkVDAaNOt/b26vp6Wl5POc9SysrKzo5OTF1k1arZY3BNHZ3Oh2lUilTFQdupudmZmbGZpu1Wi1T4J6YmNDGxobu3LmjL37xi6pWq+ao0OtjvEU+n9fo6KhGR0dVKBT08OFDpdNpnZycKJPJWDYai8U0Pz+vQqGg8fFxZbNZq90yJgQDyP5ws2T2WSwWs2zQPcPAdI1Gw0a1k3Vj9EOhkPx+v1HH3QwFZXWch1ujwZCfnZ2pXq+bA+LcuIEUTpFWCBCHQqHQNWsLOwaUCZQHJEkAKV0gBjiFTqdjpQXODAFpvV7X5OSkyuWyPvnkE6XTaU1PT5smJO0tuVzOYEcubFkymTSHBArBWcNhEti7sCesYLctiMy5WCy+kJ3/TDsponAW5PmfuWkvCwtkRSRH5AXNE4qraxDBitHyAgt3cWPeW7pQYGADMXfm7OzMsGEoxOD39XpdmUxG+XxehUJBlUpF+XxeqVRKklStVo2VB65MXwapOg7LhSM5NBwomvHo3G+322b43LoTuDWsRdbTrT2RARE1UQMol8s2G4h1Pz09VTweV6lUktfrtSjYrVEhIur3n48lR6EdKI66TDweVyQSUaPRULVatfsIBoOWGaIfSB/L8PCw0eZpfsTRN5tNDQwMaGtry8grQGdHR0dWcxobGzOqvcfj0eLiogUODx48UCwW0/T0tKLRqLa3t61viyi+VCpZhEvkeefOHct+MVLRaNQadPv7+825EzX7/X5jXDJWnQzy7OxMy8vL1g9FNkzGPTIyomazaYy9wcFBM37r6+t66623NDExIb/fb7Uk4FJYieFwWLOzszo4OLD66quvvqrBwUGVSiXV63XL+pvNpjKZjJFmNjY2LNPv7+9XOBzWRx99pB/96Ec6Pj7W/Py8afVtbm7q5OREV69eNfYbo1jcmjHBE06JfQ7l/OTkRJcuXTIGoxv8LC8vWzbqGvyDgwNVKhVzOASpwHyQLBjvgcpJsVg0eBHHha0BZSHrikajXc8dej8IA4gA0CFsTBxXq9Wy4BHkhiAWm0XwnkqlVKvVjGQzPDyskZERJRIJvfPOOzauBVkl7qu3t1dzc3PW70egB9N3aWlJu7u7FhBja93aGt8dOw0S9aLXZ9pJcbFZn494YOo8z3QCR+VBsKAYWzIOl4YpXeDE0gVx4flucaInaLZQqiWZgeJ9yaZwXvSUEG0hLcNFh7xbQ6I+BMvo5OSkSzXDdeQcZrIrWG0urZr15L6BlIiQcBYw5bj4eTgctoI+sAKHG8MMpNXb22uZ2ODgoEWV0Jq5l06nY71DGBMMPdE+fUBTU1N69uyZObaDgwODvtrttkEpZNY4oi9+8Yv68MMPVSgUjPzQarXMYJZKJc3NzanRaGhpackUJYLBoBKJhDKZjGU8QDdEvcVi0UgNbk20Xq8rFAppb29Ps7OzOjs7U7lcVr1et8bZXC6n1157TWdnZ9azxpoRxAA5HR0dKZPJGDlncnJS1WrVMrtEIqH333/f9gS1Kkgiu7u7isfjRt5w0YMnT54oHo9bVr26umrwMBlPX9/5HCMCgMPDQ1UqFXOyjx49siwLJyidaxgyX+nu3buanp7uUiMHnWAvUmsplUpGTWefEEgx4RomaqlUsvMKrNxsNjU3N2fZEPA9QSc6mm52wDkC9js+PrZMyJUYAz7DabiKKIgDo77u1sZAdzjXfFe3noytcyF8WidoIXHPJb1Y9HTiTGAXI81WrVbNtlEfn5iY0Fe+8hUbcHl8fKx4PK6ZmRkNDg5qdnZWv/7rv97Vm8p3wu5hR3C2rN+LXp9pJ+XShdmcfr/flBBIXV3YzmWduY5IuhBFdamY/F3qVq9wLwyedCGKyuugLwNbEEW6GZ0khcNhNRoNi0KJYsCEyTo4kC7rDYdGFoUzgr0lXYjBcgCoIXDAcHKnp+cTTDlAFD+lCwIDcKIkM+asLTCdS10/PT015hcOORKJWLGYw4k+GyQC10Chuk0QweRbYBB6TKD+wwQbGhpSpVJRrVZTJpMxRxUKhYw0UC6Xtbm5qYGBAft3oDukk7j3aDSq3d1dI1OMjIyo3W6rVCpZnaPRaBhzELo7dU7pAu4AYorFYhYx+3w+Y/Vh0MiWccrsh3K5rLGxMeXzebVa59Nv4/G41tbWuqa5Qpfv6enR8vKyzs7Om3KBIAlQrl27Zt8DZ8AePj09tdrFxMSEWq2WNcoCF3IGaBfo7+/X+Pi4ZRrlctn+DpOTCQDtdlsvv/yy7Y/Dw0Mbq5HNZk3Rg+ePWgWzzqiNAv/zf4wh9+eeZdYVbUOXGUc9h6waxACGHsEiAQe/R0Al6fesu7A2GGocglvH5QLOZs+QGaExSXbpMvGACzl71M5KpVJX9hqJRCygjEQiWllZsXPt8/lsZBBTnB8+fGhz7ba2tnR2dqbZ2VlduXJFExMT2t7etnKHJINoXWfOdyVxeNHrM+2k3F4CNgq1HFJmDIML/blMFLfQ6vYNwfhymWUcPN6X10sXBhzs2d20boRHKjwwMGB9LWQo29vbFq1QX8M5PS/66TbPuUQJfoffBx4kk8DwcChwaO4BZS2lC0jVJZK4fRislxsouM/AJbbw3hgbYA+CDbInAgS3EMvGhgLN83SfJQP7IIqwXhTGXVgQVQ7qYpubm+ZQgUhw4qlUSul02mBOoFEyZ+BUvjPFcgIHeoTI/iRpZGREW1tbXZRkok9qpr29veZccL7A0Twz2GuubiSwHnUTt6BPHWF8fFwrKyvWBOzxnM+c2tzcNANXr9fN6LoNzMVi0bJeAjp3VA0DJn0+n02qxSmPjY1ZjYLsj3sIBAKq1WqqVCoWQBweHpo0VyQSUTQaVavVMnmmUqnUxdIlAyRrIMjDQbnkKbLw5/c568wzw9m5wS61bZckgREmOCCDcBl8bjsH98dZ6+3tNfYmn+E6WtoWCJj4ziBDfA++p1sGYX/wfbgvYHbpYnoAZJaFhQUlk0l99NFHRhCi1ry9va2hoSFdvXpVn/vc53T79m2rY3I2+TMcAbc96NNkUp9pgVkeBAfaxWPZUDxMjLr7O89Dee6GkS4gLNf4uhRQNhuGh4iIjeTWszgEfI7f7zfJFyLHXC6ncrls0ST37BaPXbosRsrdFBhZnBtODEgUJwXUghNwi54QLWhK5WcYUdcxuEEAGR3G3s0u3YPpZhU8B5hVbm0KR8b3xeATofG+SDhNT09rbm5OkUjEalvg76lUyjQGYU4RWcZiMRNiRcw3FovZ5N2RkRHF43GLUt3giBlKqVTKMmwMZU9Pjw3qY/34DLI/2Jf7+/tmtJeXl+0ZhkIhhcNh2wu9vefaidQ9arWaRcCsBXR5WH+0MkBsabfbJp57fHysarWqUqlk86OguLOvYViSHcJYpdYVjUZNYxFjyPPf399XpVKxGht7mUCg1WqpXq9rZ2dHhUJBuVxOm5ubphtIsBIOh5VOp622FQgEFIlEjFr/PIWbCF6StTZwliEUwAzkuxJ8gVLwvN1aEkEBZ8CVIOJ+Mc4uPft5NRhe7zpAzrT7rEFd3AAcVMQ9F3weNgeb4NoGIGj0+crlsvW8kZH19vYqnU5rZmZG2WxWe3t7WlxcNCiQgJIJDZL0xhtvaHx83AJjt30E2+kydfm8F70+05kUX9o12Py7JHMqbC63LgOjjM1CxIhhdQeIuZuH7InIhYfCQel0OiZyiWQLBgv8GsMMVJVMJlWtVm0ukSTbUNw/M6YkdWHcbk0MOJGDSC8SBXWXkUhG4vOdD7DDGEjn9FaUGBqNRlfTHjUVd62ki1EFyAm5qgOQRHBO0J9dmjq1tEQi0UWRl2RO7ODgQCMjI8b+I4KGfQR7jgLz8PCwkV1CoZASiYS2t7e1ubmpeDyucDisWCxm64IDxBGPjY3J6z0f0fHgwQP19PQok8nYsMpisahAIKCDgwPNzMwon8/bWJRgMGjPGlq4G61vbW2pXC5rcnJS0WjUGo1brZZNVU0kEgZdsccymYyNdgcuOzk50djYmAYGzkeBBwIBXblyRbVazWpwLlTqjgchYzk9PTXZKDJMMhhEaKHJ7+7uant728gpk5OTGh8f19LSko6OjoyggHNEi+/GjRtGLBgZGZHf79fy8rKJrULoIKOAFQdRJZVKGQtTksGOq6urxoxkhpbXe677Vy6XbVI0Dvv5BuJwOKxyuWzPHX1B+sRcWI5zDRpChkQw7GZjZMnYjpOT8/Ep0PhdCAxWLqQoNyjlNTw3NzDknEAWAqlwoX2yc4Kzo6Mj5XI5qwMj4YYCSCaTscnCa2trZneKxaI9856eHm1sbGhtbU1f+cpXNDExoadPn9p54+xTH2y3210DIV0U6t91faadlFt0fP7B4VAwsC5HnwI2Bo4/swlcYoMbCRBZ8Tk4Rt670+nYXJ/BwUHt7OxoY2PDIlQyKB4UM5fo8cEZUsQmo+LgutAXOK8LQWAUiazC4bAqlYqOj4+1u7trUCCkBQwW8jhEhWiKUaviM9zPBXZyD8Xe3p7K5bKx+oCMyMpgSEYiEdvQ1D+AA46Pj7Wzs2PKzl7vuebb2NiY7t27p93dXc3NzalYLBpcSeG73W7r6tWrNnqBe4/H49bfJF2oIABBoeYtyViPkUhE8XhcHo9HT5486XKcPp+va4TEzMyMjo+Ptbq6av1IHFbIEzMzM9rd3TUmIQZ2fX1ds7Ozthf7+/tNGiuZTKrVaumjjz6S1+tVIpGwgn5f37nQb29vr00OhlKeSqX0+PFjI1ckk0mb1FsoFDQ2NqbFxUWjnxOpoyHInKdWq2XZNAYPAszMzIz13iwuLmp6elqrq6s2CZn6YCAQUDqdNqgWEeX9/X0b6tloNDQwMGD3w/j5RCKhZrOpjY0NXb9+XblcTo1GwxxrsVg0xRDIPJxRGqMZ7cFsM7IrF2LtdDrGqDw6OrI1AcIlwJJkfT8EFG4fJaxRgl+MsztzCQYfcCgODmYucC2z5qgL874uaxXGMBk3MDC2AnvHha0kSKblIpFIaG5uzuwJZ+/o6Eibm5tqtVr2zKgTQhb61//6X+vWrVuamJhQMpm08SUEzM9nia4Ne9HrM+2kcrmcRkdHzWO7EBJRyPNUVRaOh0ymw3tA8XTZbhglMOy+vj6LtnBaqVRKV65cUSKRUCAQkHS+oVOplB4+fKhnz551NZhSmBwbG9P+/r5yuVwXhEUW6A5Yc/s8cKwMInPrZHz3SqVixXuyH4/HY0oDXETULtZOlkrtCXiQsdTpdNok/3FwPT09unLlio0gAJqAyoxjg6QAE8nn89mkVxhs7sgFRmb09p7PB3rw4IEkGSSKSrgkPXnyRJcvX1YqlbKIGsimXq/L6/WqWq1a/wjCmz6fT5VKRS+99JKxMhEljcfjymazBoVlMhm9+eabKhaLeuedd3R4eKharaZQKKSRkRGlUint7u7q9ddfVy6X08OHD7tIMF6vV/fu3bMm03b7vDl1c3NTKysrpqMH2SAWi5kxLpVKqlarqtVqunLlinK5nHK5nClT+HznosXf//73DeZyYeo/8Sf+hD7++GP5/X5dunTJILmzszN95zvfsTEU9HDxbJkZdefOHRtciDDxm2++qX/zb/6Nzana3t620Q/szc3NTZOUYmzG5OSk2u22crmcQU31el2JREJ9fX16/Pix+vr6jCDxySefKJFIGO376dOnhk6gOuEiD6urqxoYGLApxGRG1MTod+RMUnPBQWAHqE/iMFDGp2aG4wPqBGput9tG+SYzK5VKNsPLZeoSXO/v71uND9V3HM3g4KBlX9Q7QRuQwdrb2zOHiX0isxkfHzcn6apB9Pf36+WXX5Yky2Y5c4eHh7p165axF3d3d1UqlbSzs6NwOKynT58a+jMyMqJKpWJiBdS3CNiwz65NfpHrM+2kJHXRyOmVICrBW7sZEWkmmY1b3KcvhdECLD6bFTig3W5bHYBibTqd1q1bt5RKpVSpVOwe0um0Dg4OlM/nzTG498aVSqUUj8dVr9cNjuD+XLaSmxlSO3GnXpJVMosI50MtgHoRDhk5GqIoagWolhPN0l0/NDSk09NTFYvFn4D8qG/QFEwxHfprX1+fRkZG1N/fr1qt1gWBARXCnNrY2LDDxs/IygKBgKampuzgdzodG2iZSCS0srJiEObe3p5u3ryp5eVlSeeMqUgkYmwp1BNYy3K5rHA4rKmpKct+GLswOjqqhw8f2vN6+PChvvrVr2plZcUOXblcNmZirVbT7Oysstms1a7Ya66afTgcVqFQUKFQMCjW4/GoWq0qHA4bS8zj8diIDBiOjFvo6+uzmqYkm+tFzZPshAx7cHBQoVBIm5ubRp2ORCKamJjQgwcPFAwGtbS0pGQyqatXr0qSFhcX9bnPfU65XE6lUskCnnfffdfmQrnEk0QiIUm6e/euarWavvzlL1s2RFa9vLysRqOhZDKpiYkJ/fjHP1YgEDC4j2wSZiEMTZzI/v6+1tbWLPiAWQpbEZbq+Pi4OWTIEozmIAAjW/L5fHrttdf08OFDnZ6emmI8iAZrHAqFDNKk7kwA7E5jPjk5MRgPZisQLDVs1tLtLeJ+yICOjo66zhVBGMQovp9bd+dzh4aGdO3aNWWzWd27d88ktVBpeemll0xpZWVlxSaCE0h/73vfMxh9YmLCoLt0Oq1YLCa/369UKmVZPnYI1IiamlubfdHrM++kXCIBDw2DgaNwWVtg5ZK6HBRZC//mNsS6zCy3VgIEyFhsoi4YOhQ+0YMjgg+FQob/np2dWWQMtdR1tK4wJFAhGDTwEA+ejFDqFtuE3eVCgz6fzzb9887TLRS7siau04b9BAmj0+lYQ3Gz2bRR5G5hWJIajYbVgYj0BgYGFA6HzaCQ9ZH5Hh0dqVwuG8zh853LSw0NDdkU3kAgYNDZ1atXdXR0ZCzAYrFoDLlGo2FNqeDkksx5IrvUarX09OlTq/0wMgUNRg53Pp+3vXjr1i2DK9vttt5//33Nz89rZmZGn3zyiba2tnRycmLNlRgWVCrcDBYop9FoKBqNWpCEZuD8/Lzu3btnwrZer9eGZ0rngwtv3LhhgQp7+MqVK3r//fd16dIlU9dIJpM6Pj42VuH8/LxarZYNxYOOTwZMvxT7NBgMmmr748ePu5qlh4aGNDY2plQqZQQF+u6I+lOplAUE2WxWR0dHWl9ft0CSgZHMv2L/QfBAYgtKOXYByI4Aoaenx5pud3d3DVatVqumdEJ9EnJGs9m02innCGdMxgDdH4fBuaJ25hIfOD+oSYCU0LPWal0o7T/fcsBn0UfJ9yTQ40xiH6QL1jEOjODu7t27Wl9f1/b2tnp7e9VoNDQ/P696va7NzU1TSD86OlKpVLIMj+8JOQgCEEEPvWWQewiWw+FwF2z8aWpSn2l2n3QB4bkMEiAxnAg/x0FBIqCexH9kHBh214k9z+zDAVHYTafTXX0/e3t7JpcyMTGhVCplh5cIAwNTLpeVz+fNSPOdgCJ5sK4SMfcChOQyeqSLni+iStJtnCpso/7+flsnnBBZGh3vXM/X/YAGiABdzUPXQboBRKfTsSicw8N3Q9SWxmZJFnGSMeGkyDiYdgt+Tz0LaBElBlhF2WzWZjDl83lVKhVlMhk7eJlMxiJdVCLIrCUpHo/bwQOOQaWC9acwfXR0pI2NDe3s7BiUxNoA/aB7R3MrexLZGwr3QJNAKBhPd0Q5pADgZnrWCGSoMaJBCMXc4/EYLEjwQrYHBAWce3R0pLm5Odtfbu8NmpMQgtrttlHBqaWACpA5NJtNpVIpq4cuLCzYvLDh4WGTcmL9qDFRN+TZBgIBg7ik8/499hlwM3vY5/N1jTNBB5GfSbJnQpDKnznf1JRAO2D0AvNJFzVz4EecIs6as04g/Tz5wjXkfK4L9eOsXaSEz3aDceySJMtYUbpBOYYxMwQXkiwoAg6mTICKPjYShiDtDcCf2C4yRewW6MqLXp95J+UW49wio5tduJRxHIRrODHQbmGchksMC4eZz2RzUbQEQmLjcAD39vYUjUZtmBzFWlJ0lwHDKHj6Uog4yOLcIij3wmZ0+zjcfhD+7zo2DPbz3929XAak+75uFur2nLn9VWSkGDs+g6zFZS7x2fy+2xLg9kphZFCWQKoII8y6UffgP7/fb7RlqO0Uxqk3QfGmeA87zefzmfMjKoZ+y2uApKhjoHXH+xWLRZNbIvsg2CgUCrYvgsGgDZ1jxhDKD9DWuadUKqV8Pm97w2VTAZE+/0xwAjs7O+bYO52OOZbd3V2dnp6aU8RJUvinLwynxGtwiFDMO51zfUEIP4wCIUiiJgQDrt1uG6vy4OBAo6OjmpiY0MjIiMbGxhQKhWy6sUsgQEgVDUPOjAv/I5babrdNKJfvhENh7cnY9/b2jGDCfmN/UTdzmaxuczCvIRtj/dmHBCEuWxYnyLlws3vo5ZxXzj8BrEv1hsThOjLsTE9Pj9kZN0jlz+Pj43rjjTeM8PV8cM69QOZiz3DBdgSR4WwRkLvUdAJTtyb+77o+806KB8GissAuBuoaPyI5ohdJXY5MunBC7nux4aSL7E06T7/j8bjROTG6pN+VSsUiQYyMS2n3er1mJN3N7x44NiBGn43LIcfoszHZCEQ/OEeMCJExztTdlFxEum56DjTlQotkYxiedrttmD+QFbg7Aw+Hhoa6RH6pLeGkMSz0CEHTp4aWTqdtVLnH41E0GlUymbT7aLfbJpjK/TMCgyg8Go3q0qVL+umf/mmrR/l8Pj1+/FjLy8v2O8BezDAqlUqW9TIp1WUukr3Mzs5apl2r1WzMxf7+vilbnJ2dmaIFZBHIDhTOgXtQB8DZk8USdAFloV14fHxs0TLakTTBcj+M9EB8VZJBqJFIpIs8RF8RtHG+B3JVS0tL5vzD4bBBTmRiHs/5ZGScGk4Xqv7g4KCpRqRSKY2PjyuRSOj4+NgUE/r7++31ZCMwOd2x7kDONBIzDywYDFr9CWgM+IwIf2dnR/V6XYVCwRRHONOQgPr6+pTJZCzT5Ly42YILo7vBMI6I887+xDbxfF2mrque47bCuBkbtsVlC/JzvjskJO4JUsnk5KRu3LhhjFPabwimBgYGrAWGZwD9nnKAW3viniRZBu7aTzfYfpHrM1+TYhGIDGG7SeqCn1h0t/fAZQTiONyeEkldD5wDxu8GAgGNjY1pYWHBDA3UbqZuAtkBEcBscqEAIINoNGrG6+zsYgwGUSK1BR46hA432mVjE815vecjxsHAXdiS2gD3TXEWPPzk5ESRSMR00HDmbDKMARE8mxZnQk2BDeoWTjmEOEKXfciz4z3pEZmcnDSFAaKz3t5eG9pG0ZZsCgO0srKi1157TT/84Q+VTqft++IEidQLhYIikYjtBwIR1BuIPAkqICqgHOH3n08gRXKq0+lobGxMT548MSgRx7S1taWZmRkVCgWdnZ2P8UYodnR01ARvBwYG9PnPf96gw0ajYaK0AwMDKhQKhvdT4zk5OR/Wl06nDdYkMwDC7e09n1AMKYZxMKVSSRsbG/rqV79qs7sCgYByuZwikYi2trb04YcfampqSj09PdasC1Wb50h91uPxKJfLKRgMamNjQ8Vi0VQmMGr1el0zMzOWcUDc2d/fN6LI+vq6jUhJpVJW4x0eHlYoFLKeKpyX1+tVKpWy9o9Hjx4pFouZcY3FYtrc3DR4isAImnw+n7ez0Wq1jCjAwEwyaN4fZIWgkHPvyhcRZLbbbQ0PD9sZwqDjkDjbaI/yb66KDGeKrAxCEXVzsi+yV3ol6YFMpVI2Th4Y7/j4WIuLi0btZwYXAWan0zHVj+HhYaXTab3//vtd9W53Vp77nanrYWc+zfWZd1IYQemiBwpn4kYcLoMPYgMP39WewygSGbl6Ye574lRGR0cVCAS0s7OjfD7fpXXHAc9kMnr//fclyQ4dmRLv6yoik525M5MajYal4mQ2OBM2JvUjDCYZHCoWfGZfX5+i0aix0ojsybTcMeswjTBC6OK1220jTMDmgzAgSYVCweBPsiUo63wnDBJ1A3TngK+AeAYHB5XP57uCCzebpSETB8i8JhwCENr169dNr046h1cKhYISiYQ2NjbUbre1vb2tdDqts7MzPXjwwGpjED7YMxSDs9ms7ty5Y0xHKMySlEgkjOL79ttvq1wuKxQKWc3ld37ndzQxMWGNpGQho6OjKhaLWllZ0RtvvKHV1VXr20ItYHx8XJ1Op4vK3ul0jMgB1ZtAI5FIqFQq6cGDB3rzzTf1wQcfKJFIaH5+Xo1GwwgasP+2t7etKXtgYEA3btzQnTt3NDU1paGhIS0sLKhSqahardrMMdowyuWyarWaBgcHlclkNDY2pvX1dXueq6ur8ng8lt2CHLzyyitqt9umfh6Px7W+vq5cLqfp6WnLJoLBoMkj5XI5+f1+xeNxe28IKqVSSblczow0gqqdTscG/8EWJDjlPHzuc5+TdE7txi74fOeqGyhj0JDs7iecQqlUknQx7oNnQfCEzQJpcAlb1F/JqAhkacol4KYPFGfPmQiFQtYuQUDK93vy5Imd1Xg8rkwmo5WVFZVKJb377rsqFAqKxWKamJiwTLRer+vo6EiJRMImDdA0TzMw2T+2FPvJurtsxE9DP5f+I3BSLiWbhwdLCuckyZwVfRXPUyL5z+v1WjOdm21RN5EuIL5sNmvGgfel94COcogCyWRSk5OT2traUrPZ7KLBdjodc3ZQbV2oQJLBaUAnOFMMIlAn3xGHFQqFrDmPTKuvr88K2sFgUJOTk6ZMjQNeXFzUlStX5PP5tLi42IVRQ69FAJPsEbVxZIlwNDS04vgYQkjUj9oyQ/LoVWN6LJBSIBBQLBazZw/MdnR0pMuXL2ttbU3r6+s6OzvXsIOYIkl7e3va2tqSJIOGODz0kyEk6xrt/v5+5fN5xeNxE6nd2dnR8vKy5ubmrN50//59TU1NKZPJWK8ZKggY/2w2q1arpUePHuns7MyM9+joqHp7e00S6OTkRIuLi0omkzo8PNSVK1dM2Rw1C+aTZTIZ6/FCz252dlanp6f2fRm3EYvFrEXi8ePH8njOJwMnEgkjrriZAfsI9QQIEhBUWq2W1XNgEw4MDGh7e9uUQz7++GM7f8zVmp+ft1lj+/v7yufzptiOmgGGb3Z2VpOTk9aUfnR0ZO0FZCu1Wk2XLl2yDGBqasrILgSaZLlAtGRZNP6STR0eHmp4eNiGUq6vr1ttEPo4PXM4R+qW7EfWhbNEbYnMnuGFnEccFM4D2wM86LJ2G42GMeuAEPkzCIurPOOyL0OhkPb391UsFtXpdDQ9Pa2RkRHVajX9+q//unZ2dpTNZjUxMWG1PjLOvr5zhft0Om0B9MrKii5fvmxs293d3Z+QmKK8AXkCx/pprs+8k5Iu6NaQHIig3aFhZBCk1y5Fk8geDT3XsbmsOF4PXZSNvb+/r1QqpY2NDa2srBiODgVzcHDQelMwtK4cT6vV0uzsrBYWFvTw4UPt7+9bvxQwBFkJm5qNT/+G2zPB95XOsX+aaonYSLkRkERhgihakq5fv65IJKLHjx9b9EQEGo/HrZue7Aw2ICyrfD5v+D+Z3enp+XRbml15FsfHxzYanUGD9BQB+zDFGEUEFyalj4ZhgLCMOOjRaNSeRTweNzUE6ZzFlc/nNT8/r2QyaZCrSweHiQkZ5ujoyARWgZhfeuklI1q4ETm9OKFQSPV63Ywf8ji7u7vWj+PxeJTJZGxII/VK1EIwfNTu5ubmtLS0ZBI3oARra2va3Nw0Mo8LM9GT9MorrxjNHzmpWq2mra0tyzgIQE5OTux5P3jwQOPj4zo9PbXI/fj4WNPT09re3tbu7q711h0fH5uayeLionw+n2WJh4eHCoVCSiaTevjwoarVqhE4Wq2WUab7+/u1tbVlhItEImGwFWK3iUTC6nCQLR4/fqyPP/7YoFlsBExMmIPYAVAM6rnAW2QNzWbTZni5wwepGxJUus2rLqxFyYCSg3ShW4mzoTZ3fHys4eHhLqMOQjE8PNyVnWC7CPyen6CLcwBZYdApQeTJyYk2Njb0wQcf6MqVK9bzVKlUtLOzYxAqSALBRblcVrFY1KVLl8xONZtNFYtF1Wo1C+zdmV6gTNjSF73+o3FSGCwMMZAQhxNmDmmzS0+XLsRh6T5nc7j9SNRRRkdHNT4+Lr/fbxlRKpWyOlSxWLRNC7MKaRoYUWwSjBNMNbdWRcaHk6EWA/yIoXAJE8CWQIFuFkhRlAF+CwsLNvcG/JuD0ul0zBmgC0dBNRQKaX193aiprDXfH4fJZFyXJenWpzDEklSpVEyaBpr37u6uKaOTDdLsS18aGcDjx48Vj8d1enpqPwMaa7fPx3MwOZWoFtgFSnkul1M8Hjdj0tPTo3w+r8HBQS0tLandbtuso7OzM6XTaWM5IRcEU6tSqZgEEZqBOKF2u61Hjx6pWCxqbm7OmlB5lrBCPR6PxsfHjdhALQcpIUaG8Kx57kTAh4eHmpqaMrhJkjm6vb0903aETh8MBhUKhWzQJgaOmVDDw8M2bFKSZZ6MYT88PNTW1padP84UrEGIGi57tV6va2xszIryBA84TtQ3eCYHBweGNKRSKSWTSat7STKpLvqqisWiUqmUsU2xBaAu6XRaa2trFnBB3Nne3tb4+LgJALtwP4QL6tsYYuBIID4yUd4bSBhbJV0w+rAt/LvLkJMuiAjUxnA6BJdkUNTQXDag68zy+bxl9wMDA1pZWVE+n7emb9o5CKjodYRshQPy+/1aWFjQpUuX7PnQt4Z9pUaNPXBZxp/m+sw7KZeZ5y4GUSAbEu/d29tr+D8bwS008mcWkwVlYw4PD2tubk4jIyPG+CKKIN2Hzku9pdlsKplMKpvNWuaBI6COg16fi+2yGd1+B5fdQ50JR4cjgs0Hu481wanFYjEbWsamZW1wNvwumDvrBtsJA4Zjly6afcHegY3czPXs7Myictd4STKtQe6TIIJ+oUajYfObXGo11OGxsTG7FyJL1omMFaPuyjINDQ1pe3v79+xPqdfrRkygYMy9o4CBc4Y5SKEZau7p6allNqFQSD6fT+Pj43r69KlBm2QGfGd6mMgwMDrHx8e271ZWVlStVhWJRMwQoX7i9lpRV2i3L4Y5Eom79Y9kMqlarWb379YPUXtgjEYkElG73Tb5HL//XNWfBlggquf75Q4PD21+FmjBxMSE1S5hkPLMEEEGHWEtmP8UCAQMYuL8ITc0NjZmkXswGNT+/r41pcJuhcHo3qOrO8f/2evSeQ0UpurzrRyQDSBooK4B5AohwiU9YLs4xwQrrmOEXOT2U7lsP/7NhdVcQoNLECHQBJptt9sWiAJVExQA+8JclmTKMTdv3lQ2m9Xq6qpOT08te2YdCUrdlh/pDyG7z+1dYGFwMG4/EJvCxX+5XGYfkQvvx+txUGNjYyZLzyaH9RONRg126OnpsSZChDMpaGJIgQWPjo707NkzM3Y4PunCCZOBUBdyySCk88CSLi0WI0nWEQ6HrQ+FrnIacTFq0sUgR7I5tx8HpW/WyI3U3AiPbARyC5se54czQsWBxsydnZ0uJiYHkQwzFovJ4/FYtkr21mw2lU6nVavVNDAwoEAgoFQqpdPTcyHdSqVixp/6HgxNGGJuJIjBKBQKGh8ft8ZSfr6ysqKZmRmDWWiwZVqvq+iBc4G4cfnyZctIUBlH2gmq+tnZmVZXV+1nPT3nQsTUVSAI8HwQbYXGTtZTLBZVrVZ/QgIIGI/9Qn/O/v6+stms3QPF/oGBAT169MiGBDYaDW1vb5tQMjOfkCzCUQ4ODqpSqRit3ufzWTDGvnZRDNaKs1mtVuXxeMxxBoNBU2fA+MXjcdOolM4NIYX+fD6vUChkY008nvNxG9SIeC/sBOQXsk9QDUhKJycnCofDxl5zKdawc3t6eqwuCjyLYwCy3dnZsSAKW8XnucEV/5ElufV0fuYiPhCV3GAOZmooFLI2EGweRBQXZcCuRiIRqxVSy0XHcWJiwj57f3/fMmrOPUGqa2PZa5/m+sw7KbcHym1sJYJn40nqSj0xNrwH2QdFPzY/0eDQ0JAymYxmZmas9oBxhGXEXB6o451Ox0gKDx8+1EsvvWR4NdEsWPfW1lZX9kAUgiHGWblCjRhq9+9EMRSB/X6/bRwaRhGwpH7AexwdHdmoA4/HY9AbHeQYnqGhIT18+NAcIpEa9GaiuFQqZSwj1h3IjaiNmlRfX59J4WA8OGRAGWNjY13FWN4XVuCdO3f0x//4H1cgELDx68FgUNlsVsfHx5bRuqSNcrmsmzdvmsGB/cW9zc7OmqgqTr23t1ejo6NaX1/X7u6uJiYmdHJyokKhYA6QjJDay/T0tFF0m82menvPVc7ZN9SPGo2GqtWq0Z6r1aqKxaIpJGxsbFg2jEwTDb9AhQ8ePNDo6Kg6nY62trZs9AYipDs7O5qenjZDBywDGQL5KBpboWb7fD7dunXL9v3m5qbK5bKmp6ctE6hUKtbvheAsgVqz2TQ1dmonwGOQGDDyMCXn5ub0ySefqN1ua25u7ieiclinw8PDqlQqRg0/OzvX1Ovt7VUmk9HR0ZHNBQO+m5ub0+rqqkZHR1UoFKzWTJ0X/cixsTGr7bnOzWXA4jA4P+xXlMHpK5uamtLw8LC2trZULBa1vLyscrls70tAQOCIQ3Ib9DnjbnsMTtYla2ATmIIQCoU0Oztr5xC6PMxYpKJoPB8cHNTU1JSN64jH44pGoxoZGVEkEtH+/r7W19etFkWdjrPDPUnd870+7fWZd1LUjXgobo0JFWcMJw/RpS67fQhAWq48D9lKIpHQ66+/Lr/fr0Kh0FW8hyxBTxEFw1KpZLACYqCk9PSXlMtlUxvG6BJBAbkRXfNvfAfwcLej2yWRsFHAz1HGYMyFi3+T4eEIZ2Zm9NJLL+n+/fu2lp1Ox4wJ2SpMJIgCZF6tVkuZTEYbGxvm5AkCqA0cHR3ZQXZHaaAHJl1okwH3BQIBLS0tGYQDXMaoAaAYamiNRkPLy8s2wmNgYEDpdNo+o1qtWj0rl8spFotZcAAMls1mTbuuVqsplUrp2rVrmp6eVi6X08bGhkqlkhqNhtVJeN3BwYFBhqurq9rd3dXk5KQmJia0sbFhWR+wHNHoycmJvvCFL+jdd9818gjRrQu7AinBrEIj78mTJxZ8EB0fHx9bjWdpackgtNHRUUWjUcViMT148EDJZNLWHCgWXUBG0BwcHFj96vT0VB988IH29/c1MjJiqAG/u7Ozo7W1NV27dk27u7va3Nw057q0tKRqtaovfOELun//vjkLmpLv3bunk5PzeVmwKzm7oVBIGxsbymQyarVaisfjOjg4MBV2xrBAuqCmhdhxtVqV1+u14aMu2YG+O5TDOUdksWdnZyqVSuZQQSpQrx8fH1e73VapVFIwGDTDTgazu7tr6MzGxoZyuZwFGmj3gcqQcfLcgbnJ9IHPOLsEsm7fZL1e1/DwsF577TX5/X49e/bMWgEYBkrwEI/HFYlErP5bLpeN6MRzgbmay+W0vLys1dVVg7f5HsCLLjlEuigLvOj1mXdSzxMgKGBKF2oURPxEJsxdeT4LA2Jz02TEYS9duqRkMqlCoWDUXlQkgHGIVJFSkWRwyPDwsN5//33D7qlN0GMhSY8ePTJYY3x8XMfHx6aeTiZAlghERr8XMBwb1M1+QqGQ5ufnzaFAoSXTQvaF9SQL83rPZxhhzOltodAPEwtSAywslLsxOET4RJhkIrOzs9aEGIlEVCqVuhQWiChPT0/NAG1tbWl3d9cYchiIw8NDzc3N6bd/+7cViUS0sLCgUCikRqOhq1evKplMamVlRXNzc2q1zgfl1et1+f1+q2UBafT1nY+W397eNvUDWFfRaNTqDvT0vPrqqzo4OLAptX6/32aJ0UM2NzdnjE6o5FeuXLFR3JlMxmAg6kf37t1Tq9UyFho1y/39fT169EgnJye6fv26NdPCCGs2mxofH1dPT4/VtFz1j0qlYsXycrls9PuDgwPdunVLt2/ftnrRwMCAksmkxsbGTDSZke6wNnGcX//613Xv3j15vV7lcrkuZuXIyIgajYamp6dtn/p8Pk1NTamvr0/379/X0tKS6fFxLmdnZ3Xp0iU9ePBAsVjMFDN8Pp8mJyd15coVy3j4D2czPj4uSUb0IeiEpLG8vKyf+qmfMkYaEPXAwIBmZma0ublpQqkgI8CFQNUIquJQQC6ePn1qep1A2/V63Qg37Pfh4WELgtbW1nR8fD76B5vmNuaj/QfagAqMG4Rz5rF3qHNsbGwoGo1qZmbGnH8+n7eaLHDtxMSEyUKhTsGYE5/PZ6Qwssf79+9ra2tLlUrFAkuQHRReCFIhcvHzF70+804KVgxwknQxEh2VZzflxMjDJHq+lsXrkDmanJzUyy+/rHA4rM3NTcuOEAZF7p5eC+CGYDAo6bzwzuDDnZ0dG9sN2w8WIQVPMPze3l4jYASDQe3u7toG5jvCCGO4HAbDzWyq1arGxsY0PDxs7Bt6RoaGhmw6aT6ft+IzsMfw8LCKxaLp0VH7Y4w482UYNx8OhzUwMKBIJGLjL7gXmHR+v183b940NW1gzUajocnJSRUKBYMb5+bm1N/fr1KpZIeWvikuak+PHz/WwsKCYrGY9UeRid67d0+3bt3S1atXraF2eHjY6guIwKIQXSwWDdqDjn56emqGFriEgGhxcdG+HxH+6OiokSyy2azBpzRF3rx5U2dnZ1peXrZMEofi7mHUFVA68Pl8toeo/RCRA1lCfCF7po6ZTqf14MED23/1el2RSMR6tFKplH7wgx/opZde0p07d3R0dGQj2vmMSqWiq1evyuPxGKOVzAWY7J133lE6nbYRJBjXSqWi5eVleb1eXb58WUNDQ7p9+7bJUF2/fl2BQECFQsEyDTLxbDarnZ0dazrv7+/X1NSU3n33Xc3Nzenu3bumjef3n89rGx8fV61W09OnTzU1NWVM3IWFBctEyZiAv1Cw6enp0bNnz6xOCaxG68nQ0JBWV1dN6gk7Q1NztVq1zBzYC2HjXC5nvUiFQsHsRjAY1IMHD8wmYLeoHfEfrFnsH1myKxLsEsn8fr8SiYSKxaJBlPRPhcNhgwPHx8c1PDys9fV1bW5uGqHi6OhIly5dstErtNdUq1Wtr68btA2ML12wFoGSe3p6zKH+oVOccGs44LYsjKSuCANHRBEe0gGvw0lg4MfHxy2DqtfrWl1d1f7+vkmJFItFg84oepJuE3Wj2eb1erW1tWWZ1NjYmE27JLXGAcL0Ius7ODgwbTceMLUtYD6gS7fQCvUaQx4IBKxZMxqNWipO9IjDAHpkNg0Z0NnZmQmiUhORZAP5IFMsLi5aNgWhAseDEz49PVW1WrWesVarpe3tbZ2dnWl2dtZgKkkGW0IZdtenXC6bEdnc3FSn0zHViMHBQXm9XnOaSNHs7++bIajVama0gIdhctIPEovFVKvVtL29bRDr0dGRstmsXnnlFR0dHZmsEDRdCCX9/f169uyZ5ufnFYvFrF6wurqqcrlsZJZCoWBZMQFBvV7X6OhoV2uBJOsN6+3ttWbSvb09BYNB3bp1S4uLi+rp6dHTp081PT1t60s9UrowIsfHx8rlctrf3zfWKoMF2VMQRSqVikGMy8vL1pi9ublpjpyWBeAz4DGCKAgg0rmaAwEF5ITHjx93Qe5DQ0MmXVWpVLrYps1mU9evX5fP51M6nTbiCg30nFP67ai3uX1K3HM4HNbZ2VmX2jwsXGpmNJdzps/OzhQOh7uIChB/sAHUrKhjIRsFooACDQFirVYzSSaISyhykMHRN+k270LUQkDAJVsMDAxYDbFWq6lSqWh3d9eQiOPjY6uVLS0tmdYhaNDR0ZFNEMfu5fN51et1I8Bg/9zPdkVksb0uevWi12feSblkCQwiLDUMhct6g9JMJ7fb/ApGL50zncDpSXMrlYqNGi+Xy4bLcsGIc5trg8GgBgcHbRYOBVecCJN+aaCTLuRVcJbAPxwcNiZsRTY0DhjjTnMrkRbf3WWRUURmk3m95+KrHF5qdhhJYEUafxGoJRDAiHA/kiw7azabymQy1u8ES4uD7Sp+S7KxDy5Fm0OKQ6QwzL/BsMQB0w9FfQrjSb2J58l3QuMsFAopkUjYHCvmR0EPJjCAcANsubOzI4/Ho3Q6bfAY9S/qaESV9Xpd0WhUlUpFpVLJnhFZD2rT0NxZb4gh8/PztndxAhgmNCLZI729vYYsQHKBaUbARuS/t7dnhg04GDWR09PzgZeN3x35juGCNeb1ertmB7EXI5GIPvzwQ7300kvWs4SjdVsJAoGAsQqBs0AReG/qJ9RuMpmMGXGeydDQkClwAMmzz3l+ZIaQrKQL8Wio7wRI0Mjd0Se0mLhkLFdtwWXjAslR68axAPujfD83Nyef73y0O5JM2DHOPHvK6/V2NfPzeW4zP2UMEBBqdrQSsG+SyaR2dna0srJiwS1MXWxMPp83tijBId8L0hbr5bbNYLP4Lm6Lx4tc/1E4KbIlt88F+IwN6VLSiUiITGHhueK0pMJkL0QfTPikPvB8jwPvjTMickJKiegql8uZdI4kxWIxHRwcGOZ+eHhoytdEZkQgRG1AezgP/p0NAizZ09Nj83EQ4ux0OibDxPtIF41/4PCSrGaFYWbT06NC9oGRDIVCqlarXT0kBA7oKvb3nw8qxMhhjJk66/P5zFhJsl4oGFvAXDR9Qvzgubn0ZowgUS0HlvXFiNHLwsEHeoIdR0EZqKPxu2O4ifpZO1QJgGNZZ1oZqI202237DNiMOEFeC0GHmgH/jjQSz5GMp1wum6GAyejuSaBk6j7oBp6dnZnCwN7enhlB6MS7u7vG3qT2gAMbHBxUPB43w8X3c6N/lBmQBWKfQvemnygWi8nrPZcHwgiiIcizbTQalqEBX+OIXWSFCL+3t7drXAg1NPrjeD0GmaCG5wkhAPUYt0YEAQm4j8GlPCfOlAu1c075XQKxQCCgmZkZSdLS0lKXUgj7CwjXZfcRpPMduPg3Pgu1FepKOGzU4Z8+fard3V2Fw2ELpqrVqgYGBtRsNrW2tmbwP8G52+vFnnazJumiFYZg9g8dcQLjTAOdq7JAFOk2nLoNZtJFkY8DxeImEglFIhHLfuhnAgbiM4hg2LjSxaY8ODiwwjlNkl6vV/l8XqVSyWAvOtvj8bgePnyoSqWi/f19089yBW65397eXmsO5HLTaAgFZIbIknAPjUZDkUjE+nZo8mw0GlpcXDT6OCoXRIkYKAyWyyySZPAKBWz6kchSyOQ6nY6Nm+C9i8WiFhYWLLp2N7PP5zOG2djYmBkCv/98bHWn07GsFOjRLSrjKMkwkMfp7e1VsVhUOBxWPB63w3d8fGzMrHq9bs40m83a76B6gHFiAiy4P+tCFuM2kGOsBgYGDE7EUPf19VmEj8EeGBgwSIyIu1arWeQNdZ3PoSfGhd24qFeREdCEiXGi5kJjKzAkDMJ0Om0KFzzP/v5+PXr0yMgbEApcssfNmzdVLBYNOeDMBAIB5fN5ez2BXa1WM/KMC8fCDsVxPX361JTjybap23COSqVSF52eLAaH7tY5OW9uU7GLwkCbJ/AbHh62zDMYDBpphLoyjN+enh5ls1lr2nb75sjMYKWWy2U1Gg0L1IDzCPyArKmh8WeyFbcWHAqFzLkxxNMldwHnb21tWdBBi0epVFI2mzW1f8SqCQpc28fefz6YxkG5//apbPynefGv/Mqv6NVXXzXdqz/5J/+kFhcXu15zdHSkb37zm9Z9/ou/+IsqFotdr9nY2NDP/dzPGcngv/vv/rtPnQJy0bwmXQx5I9Imq+LB8mcMI5fbIEvBnc1I5sNIina7rY2Nja46kVuPYkOfnZ0rK+TzeT1+/FiFQkGhUMiicY/Ho2q1qnK5rEePHun27duSzmER6kgoQGC0yQgxfNw7DgJJI74DYpAYKzbi1taWqWT4fD7lcjljzI2Ojtp0VOoSy8vLNuWU/8gSCAYQxgU64P7dzXx6eqpr166Z/l61Wu1iVKKPh1Zdf3+/1RU2NzdNymVhYcEkqTDK169fl3ReZ0B/jqyROmCz2dTExIQmJyftOe7u7qpYLCqTyajT6RjdFriXIjHNiltbW6pWq1YHIYugDgX7b2BgwERzt7a2bI8Sra+vr5s6AzAWThQYq7//fJw9jm1oaMjINm5vVCAQ0MjIiCYmJuz5k8Hxc5qRT05OrAl3a2tLkUhEs7Ozdi8wTqkZbm9vW7YFzZ8MAGNKdivJlOZpq2Cf/M7v/I7VCrkHvtPKyor8fr/VS9rt80GImUxG0WjURpwTOPT391sdEWd07949SbLaazgctplf/f39Vvuk1wcIG5ix2WwatR4HhiAuau7AuTgDZlml02kbYc8+5wzSzoDMEDA5jheIEriZs7WwsKBr164pHo+bnRsdHbWp0ahnuC0nIBHDw8MWOLA/e3p6lMlkjIGMTSAjpM2B4BIV/q2tLWWzWW1vbxvhwrVFbuBFZobTIljkHLvI1qe5PlUm9fbbb+ub3/ymXn31VZ2enupv/I2/oZ/+6Z/Wo0ePrJP9v/1v/1v95m/+pn79139doVBI3/rWt/QLv/ALeuedd8yR/NzP/ZzS6bTeffdd5fN5/bk/9+fU29ur/+l/+p8+1c1LF3JFsFs4oBxgvHtfX5/BBtJF5C9dyHQQtRFhcmCJzjOZjDXmUXNhU1LfkWQHQJIpoufzeU1NTWl8fFwjIyNqNpsqFApaW1uzqHl6erqr+/zk5MQEWdfW1qw3gqiEyNDVQgMycgvV1ENcvbGRkRHl83krqFNA5eAg+tpqtYwxBz270WhYbWRgYEA7OzvG7js5OTGZlJ6eHpvfBGRVLpeVTqet8ZP5UJBQXnrpJUlSLpezmlwkEtEXv/hF1et1TU5O2oEhgNjY2DDDHw6HjRLv9Xq1sLCgs7Mzra2t2fwm6QLiRbcuk8loeXm5a9wKUNDY2JikcwiGbAeRzlu3bpnI6crKijkFRlVQjEdkuNFo6PHjx1ZfymQyVp9AaaJer9v63bx5U/fv39fh4aEmJyd1/fp13b1718auS+dtDojm9vX1aW5uTvl83ogJUMknJib07rvvKhgMampqyqLvWq1mShzJZFKbm5v65JNPjOCD6DBEDeAxn+98SnA6ndbjx4/l9XqN0k5mwcTpaDRq/VO87vDw0Pb8e++9p2w2axl6X1+fstmsZVic78PDQyM2AHH6/X5dvnzZamQw8AYHB1UsFm28BVAz0C8KHJ1Ox9pSMKYgAqOjowYXg6hEIhE9e/ZMvb29mp+fN1kq6RzNiMVi1k4RiUQsc0UnsaenxxwVJAjWCrQm/LsDLl1SgiRTMoEpCiSLvQN9gBQDbN1qtUzlBLV4n89n6hkEi6BElFEQzK1Wq10KEpQZXBV5F11iv2CTYFA/b3tfyMZ/mhd/97vf7fr7P/yH/1DJZFK3b9/Wl7/8Ze3s7Ogf/IN/oG9/+9v6I3/kj0iSfvVXf1VXrlzR+++/r9dff13/9t/+Wz169Ejf+973lEqldOPGDf3tv/239df+2l/T3/ybf9Mizhe92ExATMBcLl7Ng6MADlvGTeeBgyjqA4sRLQQCASUSCeVyuS6iBpCHCzFSwyG1HR4eVqlU0kcffaRr165ZURI4D5r6xsaGKQuA1YdCIRvHzf3ysHECp6enZqTA4HG0YM8uIYGu/lbrXMtuenravjt9IRgVjAlyKMFg0JQc6ERn/WAW8XqU06G7Mw334cOHGhwc1MjIiMrlsvVhkAFLskwCFepSqaTV1VVdvnxZgUDA7gs4sVaryePxaGtry6jRzWZTt2/f1uzsrDY2NhQIBHT16lWdnp5qcXFR+Xxes7OzCoVCevvtt+X1eo1xCWmjv7/fDO/Vq1dtnMjly5ftvoBfUHBfXl42CZy5uTlz4hA0iG5brZaxyWq1mmVRJycn9sxdZ7e1tSWfz6eXX35ZS0tLks4Dong8Lo/HYwxUgpTDw0PlcjkzIsBjfX19Vp/jWaXTaW1sbNh3/dmf/VljrpIl0xO2srJi2YbX6zUVDKBB5iwReADfDQ4O6pNPPtHx8bFGR0eVSqW0srKiSqViDdbUrPb397WysqJaraZkMmmBIeeCoXvf/e53bY1RReC+VlZW5PF4tL6+rr6+vq66HnVDSaa5SNtEIpHQ1atXVSgUzGGSFXq93q4xO8Bdbs/Y6empwuGw1tbWjHSA01hbW9Pk5KRlq2RhGHfsFU4I21UqlawNwufzWY8i702tECcIohQIBDQ5OWk9XASgNGsTfNIigAg2vZnj4+N6+PChkTiwifxHYP/8hc2RLsgTrMX/T9l94NzRaFSSdPv2bbVaLf3UT/2UvWZ+fl7j4+N677339Prrr+u9997T9evXLQqUpG984xv6S3/pL+nhw4e6efPmT3wOmllcNJlxAbNhaN1aFA/MLe7xnq6DIu0masEJeTwemyEDo49F570oxpJdufChG1Xs7u5qcXFR2WzWRs4DT5BqE4W6hVEX9nPJGdyzy+yTLnSyXMgKB0pER7Nmu9020gCOQZLNrEmlUpaJnp2dT5BF+iWbzaqnp8dm/Xg8HqN5A3lEo1Grt5CFUMA9Pj42fTSaSWu1msEykUjEItFGo6EbN26ov79fS0tLXbBup9NRrVYz6Sp3LRqNhp49e2aafhx8ppjSx8P4hZOTE4PMoKhPTk5avcXtRatUKup0OsYQZLgecDKUZRiRQK65XM6yy2q1an02R0dHqtfrSqVSGhoaMnkkIEEK2Uj7+P3nQ/4ymYztL8ZkMOm2Xq8bKSWRSBg8BluSfTIwMKDp6WkVi0VFo1GVy2UzmhikeDxudQtGRvT19dmoF4KNSqWi8fFx7e3taXNzU4lEwmprsVisi6LNc9jf39f9+/e1sLDQVc9F1YM6HYjA6empOTCc1+zsrOkWUuBHXw6FFwLYWCxmSMHp6akpupMx0VcEicZt9UA9hb2AbiNnE11MZm256uDlclmbm5uam5uzrMSt3eKEsUvYJuC1UCiknp4eez4QO0AGXKaidJ7xQPyix6xarXZpJ7JPXAIITnN/f1/Pnj0zR8RaEIDj4CCvuQ6IhmcCeO7n017/3k6q3W7rv/lv/ht94Qtf0LVr1yTJFAaAB7hSqZTBLIVCoctB8XN+9ntdv/Irv6Jf/uVf/n3vgwUj63E9u7ugrheneE1k4KbLMMlojkMa5969ezo4ODB4zcVX2XDQLdnUfD5GqVarGaabTqcNs6exlWIpVFHgFbJC7tdl2/F9cIhu0ZRmW9h0LmOKhlCXMi+pKwukvsJmJypHEoYDhhGFHg+cgGEn4gIKBEKhT4vvVCgUFI1GjXYPnZhaDNp63B9wFc3HFMvd+2u1WhoZGTEHDe7PhFyc6/7+vjkVnMPo6KgymYztBwrsnU5H6XS6izoO9AT8gsGAdEP/UaPRsJ64vb09k5qBsADzDtiYZmnGJty5c8f01dzMmkBNOkcNJiYmrO63u7urtbU1VatV24uQTahRHBwcqNFoaHx83AwLRXkCuJ6eHpVKJWNzwnDjs4GBYMdBeIDRR9NvvV63umGxWFQymTSE4eDgwEgwQMGzs7PWpEzPEkol29vb1vbQ19en/f19awoHOUFAle/l8XgsQ0XBHpYk/WFAVMDlEHwgOtDA7RKo3P4igj9gROC8fD6v0dFRQ3v4LFib0NGl82wtkUioWq1qa2vL6OGuyr57j9Tiycg4MyhGEFBhB6lv+f1+m8hNpjU0NGTPySWfYWOASQkYXdo9Z4/9g33i55/m+nTgoHN985vf1IMHD/RP/sk/+fd9ixe+/vpf/+um/gx9m8ttECO7kC5oj2xM8HciFAp+4OuwxcgseLCHh4eGqcMehGaNKjOGgoPL57ppuCTL6hg1v729bfNZKF66ystuYZT/u6mz29zpRjFsAtiDLhMO3N7tt+B7u9kmNHS3z4bPJXMmU+CQ0gAM8YD+DggySMPASCIS5XnAOnQPEeuIE9nf37eCL+9BpBqNRq1mCOEBJwgZhsyTBlPqBdls1oKVer1ucNjZ2ZmKxaKxH13yCPCeKzlE1glE5BalCXo4uG6kCXuLGol0ocXGPsfZQPVGdgcDimEIhUJG9sFonZyc2H1Ch3cL3jgceghd6TCXrpxOpxUKhSRJ5XJZuVzOAgqIJHy3vr4+hUIhc5xubxt73IXYgWndlpFKpaKBgQFjU3K2eLY4dDfYBKqiUZY97LYJgKSEQqEu0gN7tl6v24h5zhjnwFWFgfBAcAIz0K1nA09iL1B44B4kWXAPO5J9iyOORCKSpFqtZnU37sHtjeT93DKEC13zbFzSA+Ph+QxgPBRrsA3YToJZNxCX1NVv6QboOHvO8qd1Uv9emdS3vvUtfec739GPfvQjjY6O2r+7zB03myoWi0qn0/aaDz74oOv9YP/xmucvNsDvd2E0eEAsPpgtP4O26vZHudEVAqhQdjG4BwcHmpiY0MLCgo1ejsViZlAqlYpFL/RgcPFwgf7oQ0FvDXze6/WqVCopkUgo/LsjuqvVqhkZHAnv6TpjDobbK8H9UH/iHiRZek4GwabD8bGRMaqk9KxvMBg0Z4Kza7VaBlm6wr0uU4+Im8Pr8Xi6IA7qUUBLUMSp0xSLRavT8T38fr8xpwYGBqwmA92dbKxYLJoxcxmYrhI0hsqdsoomGXsTQ0ftr1qtanR01CBE+mgwRGRh0oXSBVkHjhlINxgMKhgMWvRP/xYRO3WKZDKp4+NjY2sBtZLphsNh5XI51Wo1Y7hBGmJ0RCKR6Opfk2TiusyfQq8Q6SDYhsBH5XJZOzs7Vq+Ewo+x4vngJIGuaBeBcYcoq0trR0F9ZWVFmUxG9+7dswAJIhONyRB6OAcQCmKxmBKJhFZXV82B0fhN1gtsx97g/NTrdW1ubsrn81mdGDi+r6/P1DueJzNJst5DGKMEASAftFPQT0aw5RI7qOkC5dN8XSqVlEql7DnyfbFdnDUXJtzd3TXGLeNdCJZopyBzRVaLGieMPu4TJ44TYm/CmuZzcYLYb+6N/z7N9akyqU6no29961v6jd/4Df3gBz/Q1NRU189feeUV9fb26vvf/7792+LiojY2NvTGG29Ikt544w3dv39fpVLJXvNbv/VbCgaDWlhY+FQ3L11kEVxuDxRGB+ONkX2+A9zr9VpBVZLNyuEQsvgvv/yypqamzKik02kzUEQYboMvDxbYx3UypNlERmjIMZvnypUrSqVStlGIRrh3okW3mZn3h7Wzt7enaDRqERxYP/05sH6o+VEgd42sm6VhQKgBMbKd4jIRHxAQDEOUlKmLuVAB0TB1mXA4rPX1dYNdMbI7OzsqlUoaGRmxDIPMDXXvUqlk4qHUtCTZd8Zo4fhoHh0YGNCTJ08UDocViUQ0MzOjbDZroyWuXLmiyclJ21MnJ+eK6LlcTv39/RobG1MqlTIDd3JyovX1dSWTSaXTaZ2dnSmbzSqbzWpubk43btzQ3t6eCoWCenp6bIqu1+s1B0QxnxoZmfXu7q6i0ahBecjUNJvNn1AhSKfTJjtEPxS6hcFgUMfHx4Ya0FDs853LGk1PT8vj8diUYIr229vbWlxctIDCpXDncjkdHx9rZmbGfpf9HgwGNTc3p+HhYWuuLZfLqtfrZuho6g4GgxodHTXySLlc1uTkpKanp21PdTodPX78WOVy2e4FNXjOBX2EjKkfGxtTNBo1QkkymbTvT7221WoZCxFZM54Dxhh19VAoZJniycmJ9fHBHBweHrZBmWQ8TEZGcgxhAII5zsbp6andBwEdWSaMVASNA4GAISJkdZxh4P2XX37ZPqvdbltj/OHhoba3t7W2tqZOp2OoR29vr62tGySTTXGPzyNR/JwAxbVJ1NX/g+yzCeoAAP1hSURBVDbzfvOb39S3v/1t/Yt/8S80PDxsNSSYTKFQSP/lf/lf6q/8lb9i7LC//Jf/st544w29/vrrkqSf/umf1sLCgv6L/+K/0P/8P//PKhQK+h/+h/9B3/zmN//AbOn3u9iw8PGJstymXZwIkBy1BZcWycLRN9BsNvXs2TP5fD597nOfs2Lq66+/rocPH9pI70AgYMVditdkWGRRwA0u4YOHDgTnqhCMjIxobGxMg4ODevTokaQLx8afJVn2xOHBkZBJ0dxJgZUaTqvVMkOFY61Wq1ZUj0ajhn3jFN16F6MHmGbLxgP739zcNFYY5BAgltPTUxOTLZfLtplZm+PjY2sWpRhN7xFTQMfHx3XlyhWtra2Z+GUsFtPdu3d16dIlq3twQAOBgF555RW99dZbkmT1AFoWGEGBiCnRo8/nUz6f18TEhJaXlzUxMWHZIY7g5Zdf1tbWlh3SZDJpfSE40fHxce3v71vECnwJ4YT+oWq1amxLNyJmXYeGhrSxsWEadul02vqDKIq3Wi3duXNHmUxGH3zwgUGJ7mTVbDarRqNhdTnqnz09PZqYmND9+/c1PT1trQbxeFyTk5M6OjrS/fv39fM///PGauT+RkdHrffJRSgIrKi33L171xpLyTpR2IdYgrGndgbbEdINjmBwcNBmc3F2G42GKZqjHYnUE/U+9nqlUpHHc964v7OzY05xdXXVRI1dIWHOAPR4fqfTOdcKXF9ft+ZXAnjqwtRDCQ6KxaI5IJAEt7kZ8gd7CJmuk5PzuWWJRMIcFxAnjvR5exAOh3X9+nX19PRofHxcm5ubXc21ZFtTU1PWJrG0tKSNjQ1J54jFwMCAMQpBAoBxccBnZ2dmfwmeCXLZK//B4b6/+3f/riTpq1/9ate//+qv/qr+/J//85Kkv/N3/o68Xq9+8Rd/UcfHx/rGN76h//P//D/ttT6fT9/5znf0l/7SX9Ibb7yhoaEh/dIv/ZL+1t/6W5/qxrnoCwI/J9J3ewakC4FTvDuFPt4DqIooFgOHmCJd41CRIUG0Wi2lUimDCXES7r2QtfEgwc+hiDPKYGlpyaId8Ht+JxAIWD1HuoA0n2fVuJ/tpuboyGUyGWNA8X7QyIH1kOOhhlGv1+3ZYUhQ0KCOAtsKTbdsNmuMOgwQWUAikbCeLLLY4eFh5fN5xeNxUwUHjgwEAlpdXe3qeRsbG5Pf7zdiAJpjQE7UKhDV/Oijj4y+G4lErNbYaDQ0Ojqqer2u3/md31EmkzH4JZVK6fHjx/ZnaOyJRELpdNoaYD/3uc9pcXFRfv/5iA7GQqDgnsvldHBwYBRor9erp0+famFhwbIb6PRkonfv3rU5SU+fPlUymTQCAmPRy+WyvvjFLyqfz1stjoDxww8/NOVvAgHWlLWHrNPX12e1EEk2FiUejyudTpujqVar6u09V32v1+sm47O7u2sjVAKBgD744ANdunRJly5d0tHRkZaWlrS7u6tHjx4ZvCqdkzuuXLmiUCik999/X/8PeX8aI3t+3fXj76rq6r1rX3rf7zpzZ8YznrE9dpzYJgnKAoaQJ0hAnoCIDAiQUAQKEosgEo8QUsRDeAB5AkoUHCJwrODYY2fsWe82d+l9qaW7qrqqq7t6r6rfg/69Tp+qmYS5/usv/Wb8la7uvd21fL+fz/mc5X3e55zp6WkVCgVjdK6vryuZTOratWuqVqtGpIhEIpqZmVG5XLZ9nJ6etp6BKMRCoaBbt25peXnZyDySrMTi7OzMisspBYFUQ99D2jPhjA0NDWlhYcHQGS7y3jilnHkiZPK4EDT29/dVKpUM0Tg+PtbTp08VDAbt+SHlQIv3hfXIKNAz8D3RVrN52fx2bGxMo6Ojun37ttWLxePxDsJFNpvVysqKms2mlpeXVSgUzAmXZDrTkyBYZ2rzIAp5WjzGSrpCr9C3z3I9k5H6OBawv79fv/3bv63f/u3f/jNfMzMzoz/8wz98lq/+cy8WTJLV6/gCsm6jIck2gHDWkxCIKPr6LkdaPHnyxFoX0VZnYWHBaKwnJyeamZnRO++8Y3kQDop01cUb+NHnIoBJksmkFhcXbfhfoVCw4jkw/0AgYL3BqD2hZkOSCQiwXL1et3EMzF+iBigWi9nhhFGFIPpCx2az2dH/DaHkWeiETsNYPDTasZATBLLiHoFj6ODN7J9qtar33ntPn/nMZwwmxUi/8MIL2tzc1MrKitXUHB4eWnEmeTOgjL6+Pt26dcua9HpCgiTLRwAJQe/FiYBaTMRCYacfZz41NWVUZRqzMq/r4uJCW1tbmp6eVqVS0fz8vAYGBrSxsaEXXnhBGxsbmpiYUKvVsrlDrN8rr7yi+/fvW9slSZZnbDabZtghHZCbHB8fV6VS0V/5K39Fjx8/NuVQr9dVr9d1dHSkWCymSqVidHbyoMBjo6Oj5gAwDqTZbOrLX/6yKV/o1EQy7XbbSAozMzM6Pj7WysqK5UWHhoZ079493bhxwwzf0dGR3nrrLW1vbxuJoaenR/F43Mgw8XhcGxsbds5xFD2VHOYrcCMOWqPR0Jtvvql4PG6oBrLbbl+O8nny5EnHmUFn0DgZWQWJ4HxAncepi8VilreMRCIWNXniFNEwEVKlUjHmK7JLPpd9DYcvR/Gsr69raWlJe3t7Cgav2qxJV+U0IEboQe6NvDS1g8Vi0Yxno9Gw8g8m7e7t7VleDKcaJxZnCp1Gm7iLiwtrn4bB5iz5jjPdxv3jXJ/43n0YG0m2qD5C8lafBC4eD6/xNHJYVISwp6enNpZ6YmLCPNNMJmPeJ2PDoYMTBnMfnlnnWYQcdqI18jeMlaD2pvb/zjDqjo482cPDixy4Wq1mtNWhoSFbD/JnvjsHrZq618VDpSSeuQd/Txh1lCfwZTqdtpojurwXi0XNzMwY5BQIBKwdEfeDYgASY7QI6yfJDC5tcIAazs/P7RBiSK9fv661tTVFo1FbExya559/XpFIRKurq4pEIgYxXVxc2AwdCB/U9gB3Q7JAgWGs2u22Pve5zxn7i1lC0MnPz8+1uLio09NTlUolgx4hBNTrdb3++ut6//33jSqNQadnYLvdNtkbGRmxTuSxWEzVatU6VzDgUpIxSclXYpzj8bg1LkV5kU9Fvui4QBd9GhiPjo5qfX3dOsZDp6f2x0+sRlFCCJBkg/cgB+Bo0IC5v79f8XhcpVLJkAWgLEkaGxuz5wP+r1arpiCHhoastRNnHAeNMej0eoSJyUgO3/iX83J6emrEIUlW84dSJi/tmXA4rpxP2qn5hgJ004D9ip6gdRdrQYTiG9hiAM7Pz63mERIQNWZAjfV63cglBwcHlrvc3d21Gir0Js/LPnkd4uu4MJicTRxp9Ignk/Gaj3v92BT0/69cfoOgpnbTIPHAoH9KnY1piVYQChQvRo0EPj3bWHDyLa1WyyAxvE5Pt+S7EXSgPu4L74bNJEHuqaIcIs/eg8DRvel8/snJiba3t1UsFjtaOWEwUcaeIk/9F54kAu+9Sn//GBkMPZ008HD5DDB92uXgiUHaAHtHCREheoIFa4BXhpGHidnbezlRl3wHCoLf43GCscMOg9odi8U0NDRkkVmz2VQmkzFFRWcICmnT6bTBGfQRPD09tS4Q1CTB1uR5gNtgUrIH0JabzablwiYnJzsiCPobDgwMqFAoWEEmyhhSDCQZ4GRgTp4bMo2XzXQ6bbLM/sI6jMfjlrAnr8hZQVbpoyipo8aQ72AKAPvOmqF46fd3fHxs5xgCDo4ZOTbuH5o9DhJnFhgah0mSNQGGDAK7ESYiZwImJN/p87xSJzsWwwVRgdwrip7O6ZIsuoakhSyAnvDM5DxhWdbrdXt2DDoygaHwuUBquNgLmiQzAt5Hw0CZwWDQipv5bPSkP2vIhC9ExuH1SEU3mc3f2/9f2X3/X7z84efA+2jBK3D+jZfC6xA0r/gldWwOw8goFkSogGjw3FDA/ju9EHUX5BKtkXSWZN4OSpEL757PBY/Gg/PPxe/4HGAxf9BgLSGIGAuf96LdCzkwX0+CsMI4wrDRURyF5AsM/fBFDBQ1NbC86EAQCoWsW7mPkjFSrBdNafv7+83Q0TWCdd7Z2TGocWRkxNhZyWRSuVzO2HF42eQFUfh0hMZItttXIzJYV3J4IyMjxswkskE5QTMm6c8zhEKXxZNAXuz31NSUNTJNJpMaGxuzaJGWR96rDQaDNl4BOUaZwlgDkuR37CMOF2w+vHLGZ6D8T05OVC6XbV1yuZwajUaHXJJ7orMKXSpqtZqtF5ELZ9ePgSDSpWM5aAIGBaIB3yWpA25mVhklJ76rO04HIzkY44GTQGNiOrLgtHGGvH7wBBeP6sAy9IxYSinQB8huqVQyeN8TGfg5eV0cUk8v747QWEscTghB6ARfguGhOYyj1ydSJxrka7C8o4jT6uupcDb5ObL541DQP/Fwn8eRWSSUXjeDRZIpXPJWQBpQUL0AsKAcxq2tLS0sLFgn5EQiYcwrohG8NunKo/DeCLg90Z/fOKKWi4sLK5RlOms0GrW8io9EgAo8xIgy5jBBksAg03gUb5HDyuiMeDyuiYkJg626P88bFbxiXuNHFwQCAYNAvTCTL8DT5rmJDjDGRA/sK4XUHEj+BnZlIN7W1pYNmzw9PVUmk5EkyydiHKnXWl9f1/T0tFHYkRMUmGd20YGi1WppZWVF0qWiyWazxlAkpzE+Pm5lBRgoKOf+8BKhIj/tdlsvvPCCcrmcBgcH9dJLL6lcLtvssZ6eHhu5QFEy6yNJd+/e1WuvvWasNmRAuswHw+AE3mRiAXmUk5MT6+KQTCYVDod1//59o0IDy56fn5viPjo6sp55niIN63Bra8vo3jgs9Jck+uT8eQi+3W4btRxZgMzQbrdt5tv+/r4SiYTtA/VlMPyoryLfC22bSBMIkvWA7SjJjAv/9qUsvb291oUEAgoF4YzhYM8YRe9Hd4BwSLIWS+zB7u6ukSc4r7D4iGiJOtEBQKHkoxKJhBYXFy06xCFB3+Egkw/DCeSsesMkXUVF/NunH5AP9BkOVDAYtNwvzs6zXJ94I+VzUHhZhOwsjvcaeA8eMQbJM1lo0ijJFCEeG9RY/k9iEqabTwp2w46E1rwGxURbJDqW++F8JF/B2v1nE81Qp+QFBuNL/QaHBEND0hfMm1Y0rdZl6xrPVMIrQohpRYRAS5e9/si7HB4eWmEgXZ0lGfxHB2jmWUE1J9dHHRiD7fr6+qygkmJq8igosNnZWYtwITjQZ21wcLADymi32zYS4tq1a7p27ZqWl5eNKu/rQmq1mjY2NvSFL3zB2sewTouLi/rmN7+peDyuRCKh559/3sgHsLeGhob01ltvGWQF+SWbzSr2/46ND4fDWlxcVF9fnwqFgiqViqLRqObn5w0CIgKFMchnsVcUlAO1np+fWwRD14u+vj698MIL+u53v9sRtVFXls/ntbq6qoGBASuixatmLMbAwICVDyC/5EVnZma0t7enyclJnZ6eGhIwMjKi9fV1a6QKSaZYLFpfQmBu37V/YmJCuVxOo6OjRskGqoapCrqxvr6uer1ucoKjAHRLSQX5IC7yi8gzZCMuIkIcJ2BGUBEitKGhIRuIydnd29uzCJacL+NIID5QiAvc7XOuRFkYYArv0QtEhQcHBwoGgxoZGVGz2TQqPdExHf5TqZSePn1quc+joyPV63Xdv3+/IxLnXPuID4cSHeBz1Rgwn2f0epD8ZHcu8eNen3gjBcaOASI6QvC78VCiKA4eHgUwHobN512Iylqtlp48eaIvfOEL1myW+g+SsODzPqpjw+iOgHHh+6F48lrqEZLJpNGjS6WSQQceJ8ez8x6Mf93x8bE1N+3r67P8CAl+vHCUeTAYtD5u29vbHfNoYAyi5CGCAMmRi6lWq2boiVZCoZANhGu1LivoIQFQ7DszM6P9/f2OJC8GmHsjSc76gveTLE8kEtY8Fc8SOTg4OLCGrjdv3rRak2KxqM997nNaWVmxQ0o+4OLiQnNzc3r8+LEkmeJJpVJ6/vnn9bnPfU7lctmS0RcXFzZg7/r163ry5Immpqa0vLysarVqNXDn55f9BKvVqiWngWOmpqb0yiuv6M033zSFDOx748YNTU9P6/d+7/c0Pz+vqakpbWxsmGNAbodIBhkjkkomk/rSl76kDz74QHNzczo/Pzf6+Oc+9zlVq1WVy2WNj48bY3NoaEinp6dGEUeZE42Ss0S5FwoFPffcc0qlUtrf37czEQ6HrfGsdDVs7+zsTNlsVgsLC1pbWzOHkRwMTkq5XO7I8aDYaXTtp/+iuImKUqmUzeAi4my32zbLqqenx6Yp02kER4/+dUBjnOd6vW7nh9lwkJTorYizA8oA65FBm+Fw2PJmkFNANfL5vMGoEDo423RoxxFE57VaLYOoqfNC/w0NDRk5AkZmKBSyc4hjTg4RWBD9yOtZB+BH9Bdn0hMrpCvWMTqOZ/q41yfeSEmdFHQ8cumquSyGhgQxl49kPJvG9w/jZyRpG42Gnn/+eRN08hbg5xxevhuYDLzbh7pAd9LVuIBIJKJisWgh/muvvaZ3331X9+/fN4+E7yaB22w2O/I5wClEIdLlgS+VSnZvRBrpdNogCU8S8Rg0+SMms/b09Ghubs5gT09QePLkicbGxpROp5XJZKzeglxGs3lZZAwbEHgSJlgsFtPc3JxGR0fNUNVqNd27d0/Xr1/X9PS0PvjgA1tPvLtsNmuU8Xw+b4oNCLC3t1fpdNryZr6paCQSUS6XM3owcNbExITBfZ///Od1//59K/wdGhrSw4cPNTw8rHfffdcmGfs6mx/84AcWqRDpEYlGo1FtbW0ZFEOBKp0GgPZQJul02gwxeYPe3l5ruItjxZwp2ib5wYPr6+taXl62+Veh0FUj2Gq1qu9973saHBzUkydPNDk5qfPzcyvoPTw8tOiKs5HNZo3Y8fTp047CdCbKNptNLS0tWQ866PP0/Ts+PtZXvvIVPXjwQIuLi9ZuCUcSUgvFr6lUymrgaAc1ODhoxjMej1uTVhQ4HWR8LgZDAmHAF8IC4ReLRZ2cnFhqAGgPWjnUfkgK7AdwJx0jQHag/TO6hs/GSaGj/M7Ojo2igWoPbE7ZCQxCIhNqmCBnnJ1dzqIbHx83aPHo6Eh//Md/rP39faVSqY7cPblVDL3P/2K8cP6QSfStp5Xzc1AaDKfPw5Oa+LjXJ95I4Sl7qA/F5yE+Llg9Ph/FQmMEMFR4KggumLVnAqIwUOpgwRgPDCAenGfhfNRz0LkDKGdiYkInJyd69913O0JvlCHJ2W5GoaeI83NqZagL6u/vV7VatTwZhwZoD2WEAHIYzs8vJ/FGIhHzqjiYtIwhpybJIqlQKGSjOMhd4V0SYYZCIYvEpqenO6bERiIRzc7O2sRUaq2ANcHFp6amrJsGyeBsNmtwDPtTq9XM2NHBgM+QpEqlona7rcnJSaNfA+tI0tLSkl544QXduHFDkmzcAb3kstmsyuWyisWiFePSMQC4mDolqOqMaunt7dXt27e1trZmXjx7cHh4aMSU4+NjK+AFWnr77bd1eHho9UnAmI1Gw2jv0iV1u1QqWfeIgYEBbW9vW/Ep0RSRPX0FGbsOhIqMUbBNtwa60kMh5/xJl8SGW7duWd6vWCwqHo8rk8koEAiYwabA+9atW3r06JG1EQM+Q04961C6KvsolUqWK8Lw4bjwf84UqQHKFzinyCr6gvsC2kXXYDgbjYbJJbkzcrfoBxQ3MGcul7OotJvkANSYTCbV29trayhdpSM4l5I6Os7TP7DRaCifzyufz1uBPN3kPQsZw49+89+BccIgh0Ihg/+8o+zroTBwvjb0WSnon3gjJV0V+WEAPNvE46Bsvqdts0F4SicnJ5YfggYNRo5XAK2W7yIC8fUEbJ50Nb6DyI2DgWBgRPDEEVSgybGxMc3Pzyufz9tryRlhuPB6uEdgMsgR/jBSJOxnNcHqQyChOZPgJuzHcNHyyNclhUKX49Pn5uZMCXC125fjSmCXcdBQAAxbPDk5MUeAfoBAlZ7t5IuaOVDsKxAsrE2M3o0bN1QsFjvgWDxcPF4ULXvhlQnUX4wDBIzd3V3Nzs5axNFqtZROp20P8LZZEyjK+XzeOn9jrCF3MJeLhD4eLQw1hgtWq1WTiZOTE+3v76tarWp6etq697daV/VZRI/ICHAQfRuHh4c1OjpqUT9lEyi8XC5n+VVqm5AzqP7kKVCuGLWdnR2Fw2GDjFHCuVxOqVTKCDXtdtsgdNYXmI/8FxGtJIPByPeR76QYnXOxv79vChYIlPsg2iTS5dzj3OEEo0MCgYAZVej+MIs5g3wOsBeMOHJHkJ44u74Qmdd7pIH0AY6vNy7SFZGBM5HJZJTNZnV4eKh4PK5CoWARtKfVc198Js+JkQGe97qQf6PTfGDgUyUejfLU9me5PvEUdCw8DDoWStKHFsXjpLzHY6lY+1QqpWw2q0wmo3Q6bZCYz3Wh+AOBgDHSqMXxhAnPBuLwck9sKJ/nIxaS9sViUalUSouLix0J0e4wm+dFSLtrYPyzAq0RvdECyRM6yPdwaGAFIYDey/Th++TkpOLxuFHaybVwKBOJhClF8iT0XASiIbkNOyibzSqZTBoVGSUNVMWhxOMnmR0MBq0hKd3TIXYAixBZ89xEVuTYqK2BSk4TVyJl6aqxqa9jQ0FBx/e5EPaXKIJhjOQdJBmhAIWKl4wTQdslomlqjshdxmKxjhwNsDQQLVEtPS9BCqgxY60pNGYSATPJvCzjgEBUoO6J13RPbz09PbUeiRcXFx2OCdRtnpUWXsCW1JchWxg2DP3JyYkVPQPTcTYwHDgPRJc8m3f6fC0XUTtnmlwZ5Bdo98gE+49zQVcXIFkMJTrAQ98+l+rp4TwncuUdXf7wOTB2M5mMkWjS6bTy+bzm5uaUTCZt3dkrT8rydU78TV7ed48gSsRh7o68oN6jc/xePMv1iY+kWBCiC19H4CMsSSaY3qr7ojWuWCxmCWP6vDFaIxKJWJKcIWGPHz82qJEDhkEAa4Z4gJHDw2DDeR1RF/OAisWivvrVr2p+fl65XM6UPp+BMeI5eH5f5wAU4g3m6empjSZHKZObIifjo0/vEaHwgsGgJZvJO+HdU/eFoYR52Nvba4oUfBsFBtOJVjzkZ5LJpCQpHo+b4aHHIQSTZvOy1xnsM0k24BBKPVEkPeaAdqLRqHnLwKwjIyM276tWq5mj4g8lXj+svNPTU2tBdXx8bDTnbDartbW1DiYUcBiMRJwE6Pvb29saGBgwZhvfxT77SI29BbLr7e1VpVKxvQBKDIfDRrmORCK2Fig3KOQoo729PR0dHXVQv0m+k7fd3d01+j9IBDAXjFLpMl85NjbWMf0AxUonD84hJBecPpijfsAeJAOie6b/wtRFNoBQ2ROcE988mTXk7PAc5Op8OQpnCnp3u902OJa8kM+FkafjjAIXoryRffQUZBOMsC8x8UxDInyP6PjehMPDw0omkxoZGdH+/r4GBgb06NEjc/YKhYLVFhIdeYeXC+NCDWB3dMfzINfewHEvnBee81mN1Cc+kgKmAibDW/EsHG8M8BrwejzWD7zBuATm56DkZmZmtLCwYHTMRCJhowQymYwZId/qxBsM7/14r4PDhQd7cnI5Rpx6ipmZGU1PT2t0dNRa2RBVQSvns/G+yCvhhSEY5Ezwqnd2dkyQULjAeEQ6hPy+Foruzwhqt5EjOiI/AxTBPQ4PDxvjCsEn4Q5eDsTVbDYNEoT+jhdOcl2SpqamVCwWbZDkxcVlJ/ZUKmW90vDEoQ0PDQ3p7bfftrqqbs9vZGREExMTNtvHD1QcHh7W6uqq5UnOz8+1u7trtGtee3Z2prGxMUvoeyNNd25yKLxmdHRUhUJBzWbTGsru7u6qXC5rY2NDq6ur5nxATycyDoVCevz4sXWZPzk5MeZZrVbTyMiI9cU7PDzU1taWwYDHx8d67bXXOpibs7OzVgoBLIXMhcNhZbNZRaNRKwJm31Ce2WzWCnfZf5xKIiogM1//MzAwoImJCYtWyAERWe3t7Wltbc2+v1wu6+LiQmNjY5qenla73bazQp0OrZZyuZxFsORl/FklOozH45avheaNUoaWjyHkXBE9Ev0QuXuSEd8He5PIq6+vT+Vy2SJzIFPYsdwL++yJYMgBOUXGglAyce/ePdXrdetwAckDfcjfGCDOZSgUsnZN6AFkwZf1YFQx9OggZMI/+7Ncn/hICmH3rYy4fHjqf0YOBSPiP4c+V3iueLatVkuZTMZos7TNX19ftz5qeCx4XmDdXLSA8YqQoljeRxTSal3WdRBFZLNZzczMqFgsand3twOqApoDxsNoo4SpZCckR5h86yOEkggKuIt8AnkYvNB4PK61tTVr7smh3NzctHxXb29vB/UU0gaGlgiICCCdTmtnZ8dGv+/t7dkgQQgQGxsbWlxcNGcDiGxwcFDvvPOOebCeeru3t6d0Oq319XUzwoFAwLpep1Ip9fb2KpfLmUeJB4zy7O/v14svvqjz83Pdu3dPDx8+VDKZ1GuvvWbGCwWYz+clSXfu3NHp6akeP35sTT6pW0KhkdTGaIRCIW1vb5viXFhYsI4O1NPdvHnTFG0ul9P4+LjJFXVUEEfonRcOh3Xv3j29+uqrKhaLGh0dNWj07OxMpVLJIjUKToEekS1gTxLmvqP54OCg0ftnZ2cNkj09PdWPfvQjDQ4OqlarKZVK2ZQB4NrT01PNzs4avIjs0x8TCjgsuuPjY+3u7urp06eam5tTKpUyBTgwMGD5vK2tLWvcS5shnCr2Axbt2dmZ9ZZkvcgRDQ8PmwHzMBnngdwxKYBwOGwU+KOjI6vFwsDjnBC1h0IhM77lcrljCgPKHRiVmkev13AiY7GYdZFfXFzs6DSxvr6uQqGg6elpq6/CEfBpAb/HXETpoB4+DwVCBOkMQwzCAiGFnCt5u2e5PvFGikiEZC6JPzxwn3DGgGF0fD5KkpED+DfTXhniRh5haWnJikGlSyFhphDfhZfhQ11JtkkeioQBRcU5eZjR0VEtLCxIuvSSZmZm9O677xpGTp0Kz+HrghAqYDO8I54NQZPUMZMHyiu4tm/FhMEG1ggGL+f3kOinQJRICPIBBjISiVh9WW9vr3Z2diziGhgY0NbWljkRnhHJPo+PjxvxhQJMlMDW1paN1MjlclYQTdEn8BOeHgefg0YXAjofQBUeHR3V4eGhnj59qsePH+uFF17Q5OSkKVk6nzO2ol6va29vzzzYra0tI2aQH9jY2DAYbGtry+jQRPPZbFapVEpLS0t6++23NT4+rpmZGevSUavVrLs9Bbl4r41GQ7Ozs3r48KEpQQgSX/rSl1Sr1TQxMWGNe5PJpNHjz87OjOruR9mT7H/8+LFu377d0SEkHA7bc7He+XzeztTx8bGKxaJu3LhhUdPk5KTNzzo8PDRCS7Va1eLiYke+Zm9vT5ubmzb3ikiA4aDxeNzkFKUIukKnEWQcUg3IxenpqSEROF/QxT2KwCTo8/NzYwsyNZqzjLNRLBbVarUsAmSgZ7PZVD6f19bWVkdphyTbx0AgYJNzeX7fmQP2r4fWPLOPab03b97UrVu3bNIBA0NrtVpH/STjVlgD+i1259DRTZwXomhyb5xJdCxOMvcoyVpPeUr7x70+8UaKy2PVCA2RijdgHGjPwOFQssjUr0BcYPoqSgR4BKVMOAwt04fAfmMQEE+YkK4wbmBCYIB0Om1jH8gdDQ4OGvyBQHmoT5IJlXTV1NIzxPxrMWAYBLwmEtgjIyMW9UmyyA1PG+/y9PRqtAeV8+TwoOOenp5aGxtmccEeY7YRniLECmAXRo0z1rxYLFoeDFYXkQZOCmvbbrdtJtXx8bFGR0ftfcBSo6OjxuojiqYGiI4WuVxOT5486fAQC4WCeZeFQsHyM8PDw8rlclpeXjY4CmM9NDRkkdHrr7+utbU1TUxMKJ1O6/DwUHfv3jUjz3BJINhyuazr16/bNF3YknjhqVTKujBsb28bIQFl12xe1su99tprunv3rjEfmciayWR0cXFhxcAofGrbuHeiZNh37XZbiUTCWmsRhdZqNY2OjhprMhS6nIOVSqU0Nzdnw0VBKajFIaKrVqsWHS0tLVnLI2Ak2IOrq6sGmRPp+d6FyC3GkyicXKknYFFoT16Y0gPKNvge4HIcOxxGmJ/A1JFIxAwrhgIZ5Wz29vZqdHRUS0tLhvLgFBIR00UHPYITDGrS29urubk53bx501AKinQLhYJGR0dtGjhwIuxR6cqBxvh5590TIfx6+ueQrtrUER2yV+yFJ6993OsTb6TIPRG9eBaRdBWSgkljJFBisHokWXjPdE0welquYPikK1ZhIBDQzs6OYfq+EI4N9clFn5uBwIFXB3aMoHOI/BiHSCRiQo9Rhq3li5KBFvCEuWe+D7ot/4aK7uEvDizvQzF49hIeJMKHQaGuBCiBwwW8SKNRPHY+CwVJG59AIGBU6nQ6reXlZaVSKUWjUeu5xmshiWDAqY8JhUI2Q8vP4OFeRkZGtLKyYjVp3CfeI6NaUFK0x5qamlIgELCoqFQq6eTkxAqEh4eHrbAWJwkSyvHxsZLJpCX1caQCgYAmJycNpkOGSHDTDQKngM4GePxEd3fu3NGDBw9M7sjlnZyc6ObNm4YEsF7k2DBw7EM4HDave3Z2VgMDA6pUKh2D8yBWoETx3jl3jUbDiCAYCu4TY1yr1ZTNZo1AghMJFEwuzyfuiaghv5CfRLay2aw5MDiMoBYYbtad8wDZY2BgQEtLS8aC5byCLBCZSbK9QfcAbRKBwSKE+MHPPoqFTB6z2WxaiyfeK8kiRvYIeI20wPz8vBYWFux8kN9aXl42WNAXXbPOnkWI7uLcezo99+oZ0ZQ28Hv0A+uJE9f9WR/3+sQTJzy7BSOCcHtjwKJLVw1n8QQQUEnmhVFPg3Gr1+tW+Dg0NGSNNxl1TW6m20DB7PObjkL3UR3dErig6ebzefNi4/G4zWfitXhUCAKeEF6WFxC+C8OJUaMxJFg1dRHUmng4CaHDMHIPJMbxljnowAIwlIDT/PwZ9jAcDht0xj3xfB7C3d/fVygUMmiRiIjcEJEdECjJcYwuxa84BlDi6ZSOMcLoALH4g089k88P4PB45wMjDhWcPA+YPZErVHTgQyAl8gYwxXCi6MsGgQVl1dvbq0wmY10ZPHzD1dfXZ8PzKOxEHigDINeC7EIWyufzBgth5EEriHKRpVAoZEW8jJvgc3hmHDFyMuTngJWIeDEKyChEBpLzzKLCcSH/5zuvYzSJAigUp4CVc8me0c0DaBMFjm6BWg48CfSFw8TrOMt0LyGtgMzgjDGWg7PF2UGneDIK5xidBbS3uLioqakpQy5oO7W8vGx6iTw4yI8vF+jO4WNU2DvPjvakL/Ls3VEXa4Te7S6b+TjXJ95IscAwz/BOWKju33d7AtKVomSDAoHL2ieaaJJvwWChNEg4A6lJ6vA4UIpsendUAbwQDAatXxcennRJ2/3ggw9MKY2OjmpsbMyKYVEeHCwEEmHyz8kfn6MDasNIeKM2MDCgeDxuhZ8+n0W0CJ7tRxXA4GItyAvyveDrkDW8h0nbGyBBjA5eGTmESqVixpCuFRwAmHfeU0VRE51CDfdsr76+PqNHA/3SgiiTydiIDTpp0E0dg03kBuzCWtDVgkgDZwbjwjA+DL1v18Th90XVQ0NDNnKedef9tNWBIei9Yl8gnM/njXo9PDxsnSkoMoYVyj356Jbu6DwrtVggDRgC5ALozJN6kCPOKPRtaptQhHj4nA/YbThSJOORd4weTECeAUfEGxQUJbKBbJKPpXAeA4XTheFLpVIWpUtXjhowH++RLnNP3pH1348uabVa1nAXB8B3qQHZ8IaKNcJI1et1Xbt2zeaCsUakMDj/oDkgPF7/Yah9CsGnLzCY7KEkkxdkjfuUZI6nd5CflTjxiTdSCLIvhpXU4UH6MNMbJumq6wMGA8XKnJydnR1bXKaYnp+fW/2Mn78Ee8VXjUsyz8jXRGCkEKbz83PD46m1OTw81AcffGBsv+HhYY2Pj2t8fNyUM3g0eRKU/sXFhRkhBMbnsLynRlGpLyglEc7h8IdicHDQkr3MOsIzhq3FdFOE0tNTqXfCMANzkhPhD1BNtVo1qjxtehhdjnPQbDat3x9RK9GXT677ztIYud3dXZ2cnNiz0EHEJ7Sj0aiKxaJCoZAWFhY0OzurfD5vE3BbrVZHixiavJLPpP2NJxrUajU9efLEimhhs5EDoceaL4r0DgTQGz0PFxYWFAwGde/ePZ2dnXXUwNHE9OzsTGtra5Yr9cp0d3fXqOvIEbVIjEtPp9OanJy0iMlD1XTdgB16cXFh03QhI1CfVavVTM5gc5L3IQosl8taXV217ul4/gMDA0okErY2rdbleBZqtiAdnZ2dKZ/PKxgMWkTHuSCvSrToo3bpssUVxAfkaWRkxNAMyhp8KQt/IFz19Fw23QUNgX3JuZKu8se0LfIzpcjnYER5P/eK000uNhAIWCsxHzHBGCZaBoXxMCVRj9eN0lVBtc/n4zDCzsRJ5r5o/EukiEPiC4Gf5frE56RofcMhlq5YKT6HBKzVbDYtyc5riR4wdAhFo9HQ1taWyuWyYrGYZmdnFQwGtbOzYwlinzM4PDy0pqjSFcmAZDMD+dhM7gsSBbkLvOZSqaTV1VVrN9PT06OJiQndvn1bS0tLWltbszoOIhRfCwaU5H8HdEZxIBEAeRGgCekqSvVtkWAW8szALnQsODg40NramhYWFuyAA6dIMjo3+Tu+Y2dnx9hiFOTSBbpWq6lWq+nBgweKxWLKZrMdzS4hrhwcHOj69evG0goELot1d3Z27JCNjIyY10/HBvIPo6OjFiX5/m4DAwNaW1szujeGf2JiwiIwRm6Mjo5acfD+/r5u3rypXC5nchMIXI2Sn5+ft2GZOA/QrB8/fmy1eslkUpVKReVyWclk0jpf7O/va3x8XKurq9rY2ND+/r6SyaQ5RMxWQnmSu4DwUSgU1NNzOd8KZ2V2dlbxeNwKq4nKcrmcOU84dERk4+Pjymaz5sCUSiUjYgQCAd2/f99ymPR1xNEpFAq2X7Q0AoHo6+tTKpVSKpXS8fGxtre3zcgAUTI6x0eNOIHValWrq6u6du2aJiYmLH+Jg0bOmfd5wgMQum8eC4oQiURMNsgz4ywC0SLHlUrFxq+gW9BTyO/R0ZEKhYLK5bI1lUUnePYyrao4M+Rc4/G4lb9w0Q5ra2vLivYZmElDY9+N3JenEMkBjeIIeEfJk1Ckqzl6RNMQTDCIRIbdnIGPc33ijRS5El9oisJHuUpX3XnJM3ms18NmXtilqym5+/v7qlQqdnjxQBBoIieiNpTn2dmZJRWpM8AL5bN8TgcDiqe1v7+vQqGgR48e6dq1axoaGtL169f13HPP6enTpxofHzfhRhEj1KyJP/isATkVDDzwEHkVP60UhYDnC4OqWCxa/Qee9/DwsHZ2djQxMWEGAZZTf3+/sfIwnFTGk1eRZN7fxMSEenp6jNa9vr6ul156Sel0umP8eTKZ1Pz8vI1KgZGJV764uKiVlRVrCEshKN7e6OioBgcHtb6+rnQ6rWw2a/kz4M6JiYkO6PT8/FzFYlEDAwM2d0mSkQa8M5BMJtVoNHT9+nWTsVAopPv372t8fNw+d3l52Wq1Tk9P9dJLL6lerxsMOTY2pkQioZOTEz18+FDXr1+3KAcPnWa20iWRAxhwf3/fnhnDF4lETFkNDw9rampKDx8+1Pr6uu0JeaFwOKyZmRljQdJ1YnBwUHt7e6pWq3r8+LEVvRMJxONxTU9Pq1Kp2JpQVkGeEDYg54Z6JSYob25u2n4DJUEc8GeWTui+WBV5BrkgUgGm9OUSwIGVSsVga6Bo33GBuihq00AgcG6JtLpbopGHYr4ZE4/Ja/t6TwwGOg65o87K52pHRkZ0cHBgTgHfRxnE9va25ufnNTg4qLW1NW1ubtq9cIY8Kw/dh47zKBOOL04gF7k99CAwsZ90QJ7uJ46CTkKvG6f1dEnpctPwoDEyPn8FBst7iXikKy8ADxFoR5IpflhdHGw8E6I6BKGb3knvMMJg783gsT148MDGVwwPD2tiYkKf+cxn9Oabb5p3ziHxMB7JUyIfvgf40XtG4XDYoop2u21QE+uDl9jb26u9vT2Nj4+bp4SHyvMNDAzYOHY6NfA6FJP3tk5PT40JxURU+o6xH/SQe++99/SZz3xG09PTarVapiCBDzGqFEumUilT8s1mU5ubm5afGBsb0+TkpOr1usFDDL8DFkkkEhZxhsNhFYtF9fRcTrYNh8NaWVmx8gQayfp8CO20JFkNj4/mz87ONDc3p3K5rN7eXs3Pz6vZbOrJkyfq6ekx6AsFwRgL4OhkMmkOBU4ZcCjd7cktHh4eamRkxPJoMESJjqgvGx0dNaiV3NPFxYWKxaIpfgrTeYZQKGTFzkyXlS47ydP77/z83O4Vr7+np8cQChwdnDdJ5ugsLy8bNEw5Ah1KyEfRg9CXJdD9nNlvKHIMAzk5jBp7AxSYTqftzCNPo6OjVqtGf0fuA3ILewR6QR4SFIVuNZwJHGV0gCSLqDwZjJwWjETf97K3t1f/7b/9N/3SL/1SR3cOWqBlMhmL/HBageQ9U9GzgSVZmQlRknRFPvN5RfbM58S5X6Ldn8hICpwVo+PhNO+J4NXigVDngVeGd+xJDpI6Xk+U5MkBbBSf7e+Bf/NzBIRDjcfsk5W1Ws2aV8bjcW1vb2t5ebmD4jk8PKy5uTndvn1bGxsblsBF8PB6pKuCP+8Fcd80McWbwqhyvygWKOYYyEgkYvkVlBheJSQHINLuKa10yaDjAth2OBy2OiNgLyICukhQT1Kv17W5uWnOBIliDh8HCOiS71xYWFA2m1WpVDJPj+Ji6sFCoZD29/ctgqDbdqvV0vb2tjHqUCSzs7Pa3t5WX1+fksmkRRfhcFhPnjzR0tKSent7NTY2psHBQSMvNBoNTU1NqVarWc0Yyq1YLKq3t9eYpDDnKLbNZDI2m4iR5MA/sOfm5+e1vr6uUOiykSzkG4qdmeBLfU9PT4/29/cVi8XM2cD5QUET7ZycnKher+vo6MjaJ11cXNgMKqBz8n5E5kCR5IbJX0CEoLNDLBYzp4OzsLW1ZfVrIAHIO7LsHVDQg2QyqeHhYcuJ0TpIuszB9fX1aWJiQsfHx6pUKtaX09cT4mT29/crFotZ4TnnCwVODsgbYpxZPi8UClmU39PTo/X1dStKh3SAk8SzebYoxBl0DNH+gwcPjKL/ta99zUbQ48RRCiFd5aI8PMo9kpP38DOMZ/St1Dl13EOY6CggbEo9PNsZw/Vxr08FcYJNJD8lqaO+h03wtToYBumqoBXB9mw3DBnKx+eTPD7LwfaekKfBexhQusJuYYLheZCoHhkZ0fj4uILByzZMW1tbxiQkkX/79m3LBXi2IJf/vw/N+T/whKd74+lwCBAwoEgPscRiMcViMSUSCYNjuOgeDfOH9SHfBiTrlVqz2bSRHTCyKF6m9U0oFLLCSFrHsJ4YPIqfY7GYJFnhNUMAOSi+RyLFsjC4kCXveGAIenp6OnrN0UbHKxbmGqHYYa4BqXqIFFq1z8mwfp68AP291WpZbmd/f9+aIddqNVUqFVNAkCs4CzhiAwMD9t2QRICzy+WyFZHyPJBnisWi+vr6rJkrUQIeM0aG7zo+PrYoAVYl3jYEHXJ0OCzdKAbMQeaNwUTEQOFAcJ+wKJnplEgkTIZhGDK+nXMNcahbQXvClSeZ+HZJRG+ca9aD0gcaRyNfGKhQKGR7CwEBeQG69boEyAxHGiiUvoQHBwcql8tmIHGm6epBzRg5LT6Ts+OjOI/2gFTxOnQq/2Y/uTBe3SVARJX87lmuT7yRYnFZtG6MlQVhI6Qrg8HPOagoJF/065lweAgej/WQHvi333A+g0jLEzZgvfgaJxTW+fm5dZYOhUKWuId6Pjg4qJs3b2p6etoMl4+SvGHgmVEgGG4iTFg3RCOSLFfgBZHZS3QRJ5FOghVDGwwGzYvztUaJRMKUBt4/yWi6GMDmwwhBcEBpSrKGpN2RMP3ZaIAKHt5qXRWcQl0HqoLeHYvFOvbK5+sw4OSnYHCibDKZjEUFEATYp3Q6bZHX0dFRx1RVktMUQxItxWIxnZ6eqlAo2KRgvNVGo6FKpWLRsp/NhIJEnomSYQPCHKSXHJHD4eGhGT8MKQ4FxpoRHdDLuW88eTocEMGTt+RZuV+MAUo5EonYlFjOMOcB6Gl7e9vgWxwjX/YgyTpvULYQDAY1OjpqDFofdRG9sn+0iMLR4/yDEBBNEQFg4IBXMVScX84sssga0RCa8gW/tzjQGCnpwx3EMTwQJiDReFJYNBo1whHn3SMMUNrRfVw4qMi7N9AfhTDxXhwgn6/ldf6+u+urnuX6xBsplBAKlg2Rrgp9/e/xRny4y2uACqg3Qon75Kh0BTF6kgLhPt4cm4th4oBI6ogcEABPga1Wq0bdha69vb2tYrHY0fRzYWFBY2Njhod7z8eH8l7wfGTpa6R8Lov7gijhD2+1WjUj5eFT/x1eGezs7Fj3gUQioaGhIWvJQleGi4vLybsYFsYjkIxlLdPptCl0GrBGIhEb0kdbIxwP8mCSrG3Q4OCg1XdFIhEjI3gjQyEwURDEA+p0jo+PFYvF9Pzzz5snjzfu63QYAMj3kRsgd3X9+nVjXPkcBhFCPp+3ESDAqAMDAwZREgVsbW0Zs29mZkahUMja9iBflDbgjM3Ozprh49nHxsY0MTFh6wiMfnh4qEQiocnJSUmyybu+TReMy7OzM0vmEz0A7+7s7FiOrre31yJket5hEHDSiEaglpNzJNIgT4xsEYFC2IDk4dcAQ9NsNq2LOfknis/pegFBh2ft6+uzKcLIO8YNB5Woi4iG1+EQgSLwXH78iC/3QE/geKBDvGMGgiFJMzMzhmp897vfVbFYNLi9r69PlUrFPs872Rgj9A/ywGv525OycNjRv/ztoUPeC7TrEaxnNVKf+JyU1El8oKUIXg4LinfsOxd3Q3oYj49in6CA8VCBhDBgYOhEOb4myStc2FmSTPFTJMxGoxiOjo40NjZm/eGKxaJqtZoxbgYHB00IffTH5zBZ2EeQ0pVg9fT0dERLhOUksbe2tjQxMWFtknzTTe9Nesow1Hxm2+zu7hptF4gL74uCVaKPZrOpVCplERtCTd4rGo1qbW3NIkwPYY6Njen999/vgIrw2m/evGkD3yRZfos2QWdnZ1aHRX6P6DISiajZvOyBRu6L6JDJxkdHR5qcnDQGmIeHYMqRL6JDNZHi6empnj59qnA4bCxB6Pg/93M/p3q9bnJLNwMcLEaT0J+N3okkzK9du6ZyuWyJ+0AgoLm5OTUaDe3u7iqTyZjXPzo6qng8rpWVFYvYYFaenZ3p2rVr9nMiU84cxiMSiVjuNJ/PW24PAkksFrNcnz83u7u7ymazuri40O7urtV4kTMk+uVzAoGA0um0tUIKh8NWS8d4e+BDcj30dKQVF04mEa93EgcGBqznZLlctqgZFt3+/r518peuJtRiPIDZ2A9gbYw+86Y4B7AAw+HLGV7IH2iGJNs/yA61Wk23bt3S8PCw8vm8vvzlL+vp06dqNBr6/ve/r5dfflm3bt1SNBrV1NSUdahH5oluuNAbPpfuCV2sMw65ZxAje9JVAT9r6kkg6FWfv/o41yfeSHnmi6SOegsS2HiKeCVgpXgGbA6fB4xABwj6tXnYDxIC2PTJyYmNlPBRUyh0NYqde0OYeR2QBc9xcXE5Z6dUKhn2jBIFx0ZopqamLOmPN05eAwHySVu+p7e317xAvCPWkAQrESHfh5KhCHd8fFyjo6NGjMCY0trn4uLCKOh8J5ESXhaGDsM0NjamO3fumPH2+Q1GJEDBPTg40NLSkhVswpKr1+saGRnR2NiYkQju3bunUqmk4eFhi0bb7bbq9bol01n/ZDJpXjZdrQuFgpFJqHPa3d3VwcGBDTXE45Yu82CZTEZra2uSZEZ6f39fDx8+1Pn5uTEUBwYGFIvFTOkCU0L9B0rCw87n8xobG7O9wCk5PDw0CCgajWpjY8Nknoji9u3b5kwwNoOuFwwXhGwCbM2ssKOjI1WrVavBQZEeHByoWq3amdrY2LDnwovP5XIdXVs8dbyvr08rKyvmOBK9UOSNMmXasCd0AKNub2/r6OhI8Xhc2WzWDDvRGCxaEIehoSGNj49bPRqwMzAfY+Hr9bomJyeNMMGsL6DEnp4eq5MDYWDeGTR/HAFP8tjc3LRcI/vqu0vQIcTnbFlfojzYgfV6Xa+++qpmZmb0zW9+U6enp3rvvfdULpe1srKitbU1a15M8Tc6AqdHkjk7RHSwMakV6yZj+c4gnG9y7JDNfImLzxs+y/WpMFIQD7iApzA+GCZfeIrC5sI7oMCP13BIiIgkWYEn3gSRmG+PxOdDToASjgflMV8iLgSDjX706JE19QwELtv4r6+vW47m2rVr1p0BuIziQIyjJIPYEEyMFn9zCLwHxx+fGCWq8dNciVZ9IrlSqdhcILzG8/NzjY2NGWGBYkt/SFqtyzIBcjjQ1dlD8hyenbW5uamlpSVNTU2ZIs9ms9aKh44GwIutVkvr6+sGZ2UyGaVSKa2trVkxNnvQ19en6elpi3hpwAr1GIXoCRW+cDqXy+m1114zBUhdzNHRkTY2NjQ7O2uHl44EdFGYnp421mCr1bIJu77d0ObmpuVKKJCORqPa2toyKM4n5YeHh1WpVKx2jBlDZ2dnli9kYCRRZLFYVC6XM8IEThv1W3jRoBJQ1OkSgdN269YtM1jJZLIjd8Z5ozMH8CmkAr4XJyGRSNha7uzsKJfLqVqtWrRNp5DDw0OTVc4nzmUgELDSBT83zI+ib7Vamp6etlIIGuj60Rt0gS8Wi1ZKQYcTHF7OJYZze3vbdIUntGAgcUaJztBlOAatVkvZbNaKon/hF35Bk5OTGhsb0927d63Qu1QqaXt7W9Vq1YyM13t8LwX9PieP004XfSBwojlJHc0PJBmCgEyiXzB0nvH3LNcn3kj5xD+C7/Msnm0ChIAhQTkj/CgT6aqQjc8l4pKupvgiNHwPAs9rUepADrSf4T7pZI0ix2OBhYQRxGCsra1peXnZ8ipEWcBH3lP0A958/QJ4NMbT04o5xMAhdDKXZFCfZzdCKYdFRX0UNG+a9MJcq1QqFr2Rd6KjOe8nUc6UYp4fb568DVEtf+r1eseYBvY/Eokok8mYV+1b1rBW6+vrqtVqVgsWiURMpsLhsN58801TXBgt6PKsB0Xf1WrVDD0FzEQpePRATJLsvllniBXQjKvVquXdgBZhDuLt+4awKBfaMlHsCzTJQMVqtapcLqeLiwslk0lNTEzo7OzMchfeU8bY0MdOupo7hlxRX0f7HTxpP+uJvFAul1O73VYsFtPY2JhFvx5KQqHRTfz4+LiD7NJut7W5uWn5WKZnA+kxqwxjQS6x1WrZevuaPSBSDDZQHlEFximRSGhnZ8f+eDlCZwwMDFgHCHKB5FK3t7c7ntXnzaVLxxFI1efZPTt2ZmZG6XRapVJJ09PT+qVf+iVFo1FVKhX99E//tMLhywGX77zzjnK5nA4ODjQ1NaVoNKpcLmekHXSZJ3j5PpgwCj0USPToESzOIs8ARMjn8jOcg+4A4f92feKNlCcrENGwqd0sPoyKn3qJIuSPx1/xKLwRRPlx4XX6f3dTO/m3x2n9JnNPkjpqqaBUDw8PW35me3tbvb29mp6e1tzcnMbHx/XKK68Ydo+RpDkqwoNh4Rnwgng9r8PTBObBu+JvMH0/fgLvmr8p/gTCYwQFkSPKCxry4OCgGQjowXhiKBoiK4wQCjORSJhRZs9YN9YfhhVKlRwHRJlSqWT7BwQJWQLyyu7urpEnBgYGFI1GNTk5qZ2dHWPJ+QmutBOSZNEhjhD7wKTakZERHR4eql6vq1wuq91u2/eBEkSjUfX19dlz0/UaDx8jWa/XNTs7a/JPATE5zlwup9HRURWLRSM2kEep1WrWsWN2dtZKCAYHBzU+Pq6xsTGLPrrPDM4ixt4/J0QOCCJ49fRRLJfLqlQqmpyctObJeO44VeQGz8/PrZB2dXXV8rwoYQ8N+0Q9MhwKhcwQMJ6EmVEYMHp0YlxxAnA8zs7ODGZG5sjjsOaSLMrEQcjlcta0mvvyTFxPYkAXoDu491arpcnJScuL3bhxQ/F43GQcxiLRD/lgnCXOJnvD5ckT3rH3v+PMeEfVI1WSzMnn/0RV5OTIyz3L9Yk3UpI6Dgz//ygGiWeiSFfzlbyRka4wVz6Tn/O5flMwjlzeM0Ep+4QkxgCD5aMbjKgk8/yoiidKKJVKlh8qFouKRqN6+eWXtbKyosePH6un57I/XS6Xsyp0T/fuNpJEnt2G1ePlXhAhpXg8GgPr2/9jiGDvYZD9GAa8VLxFIFZfXA2uDaWdbg4oMIpjSbbT3JbnoYYkGo2aEoKeS16OKOT4+NiILSi6oaEhJRKJjk4PRN6sM/AeRvzi4sJgkpGRETM2fCdJfaYaE2Fw+IeGhizHQxEqyjgSiXT0WfTtZthX4LF8Pm+kFHKZ1WrVxnMw1PDi4sLqbNgLYF1JluPy8BCUcEoDgK1x7FCqnCWcQpQge4gTIcmQDiJSiCK0lmLkBn9XKhWdnV3OjQKCw7hB88ZBQH45tziBg4ODHd3piaTRCUDwzWbTOrETaeFooHeQXwwx0T+5Q/JBwMNe53jyki9TkdRhtIBxHz9+rNdff103btwwBMifZ/YRmQe9oRgYh9rrJeSX/7NW/t9eh3oj162PeTb/nN16+uNen3gjRZ6Fy4fJRAhe0aJMur0WbyT4NwffU0l9robP8xvr78Mz7Xw47CEGDgqHAUEHOqBaPBqNWoL64OBA9Xpdjx490uHhoX75l39ZN2/e7Bg1MT4+rvX1dWtyyfdy+ciG+/XKcm9vT+VyWWNjYxaZkgT1Bwlhh6Tho02UC5AncBU5PZqdcjgoemRKLzlEICaYUYz54D6IpmKxmOUVYHSizLPZrLXrAddHqfF53nOmtyHwMPUoQKIwFdkzT0E+OzuzqA+l4vs34gjQ/JZ1A56MRCLa3NxUJpOxdj0Yx3A4bFEo8CnG3FO4qZfxxJPj42ODRukDyah76ovI00ES8Kw2CoVZB++QkD9iUB/nkPMF69OvH62CSNgHg0FVKhUjIQBJUWfEe6H7YwhpboxzgcxQAkG+FNSEglaMM/AbXf09AQoWoofzx8bGNDMzo1KpZMQL8oLApP39/UqlUta6iYjbd8ZBx3iojXUlFeEp36FQSIlEQufn5+aw0eaJCKXbAQddwnijA7gP/k8enNdhTLoj0W6SFxfn0esW/xqv03BqP+71iTdSkjoWkYX1i4SBCgSuupV3h9h8jtTpwQAPQPHGq/IdHvBcUNwYM+mqcwMRA9AH7DTuy0OWCE9PT4+9hkQw+SIS+PV6Xb/4i79ofehgEi4sLGh7e9uE10eMrIMXSJQGCqhcLisej+vGjRsdIzjC4bAliPf29jpybRSCohD6+vqsK/je3p7Ra/E0u7vCc9hQOh5aDQQu+6Yxnwnly3rCjKNdD94fn1koFCTJErhQwDn4UL3J4QBdbW5uanBwUIlEwrz4drttvelwhs7OzixhD32/1WoZkaTZbJr3fXZ2ZvvJmvK5sAyh+fP85P/opjE8PGx5Pa/g2CsiT3IrMMcSiYSxxs7Pz61BcKlU0sDAgKamprS/v6+DgwOrxenp6dH9+/eVSqV0cHBg9U04LEBrJycnVqcFDEbdUiAQsB538XhckUjE3kMh9e7urpaXlztmYVHrxc+CwaBFueRN6aCB84ihZn0LhYImJydN+ZN37e3ttbEkEDJSqZRR4clxBQIBIyFR6zQ0NKTp6WnLvQaDQcu7sT/k+ZaWlqz3oM9DeYPlyRE+8vT6pdVqmXxBHsKR87O99vf3jcQUDocViUTsZxh3//0wj6UrJ8rngpEnng8d6HPbngzhoUGPJnFefuKIEygiNhsv1YeU3utGmIAnuqE+j9d6jxDcHeUHtOHzSpKs5sFDCygQXzPBd+Gt47mSEyLyuri4ULlcViaTMSwf75rha1zMzJGkiYkJxWIxlUolUyaeaECNFOuCwKIc8FgJ2ckhYJSgHntiBoYag+zXi+c5Pj62/Ao0f3Iu5K+i0ajS6bTlsqRL2Ivhk7VazZLgQDQzMzM6Pz+3/JCPbk9OTrS5uWkR0eTkpOLxuDkr09PTun//viSpXC7bqBIKU4eHh5VOpy1Cg3iADNVqNU1MTFivQA5xKpWyAliateKZ0+D2zTff7Ogvh2EZGBiwOVdAnBRYb25uGvzUarWMZTc+Pm7v29zcNIIFcDHrTckC90m+KhqNmoyenp7ajCKUOh3UyW1g7IHdWq3LOqrR0VFJss8nN9fX12c96zBgfObFxYU2NjZ0cXFhxAaU6e7urur1urWCIpfK7C9qkpAP8ownJydKpVLGXPUEp1AoZGNgRkZGjCSEI0Bkxn3A/iPKTqfTHQw8oulQKKTx8XENDg6qt7dXy8vLevr0qfL5fIceka7Ytcgaivzg4MB0ChHm8PCwrl27ZkXRN2/e1Msvv6zJyckPwWeHh4dWHgHaw/p5w0fuFWdBkp19nNbz83PL0xII8BmeWINsoz99lEWk7/Xqs1yfeCOFAPpIwRsXD/mx2Hifnp1CEt0nKFHgJO59L67u+iOwfWp4EDI+KxAIWH87lAswFsLrcz94KX19fVpbWzMPjcONIA8MDFhBJ2MfVldXJUnPPfec3n77bYt+fPU4TELfDcMXoUIn3t7etvoomqs2m00VCgUNDw9bBT+OAcWxh4eHHb3jfEshDzNJsro21tN3k4cKzrrW63Ulk0nV63UzSHTHvn37tiYnJzU+Pq5araZyuWzsN+mynRLeMx4jNVpERrFYzFh45KwYHBgKhQyaQh7Ozs40MTGhcrlsxIbe3l5ls1kNDQ0ZdHVycmKR7fj4uCmlV1991cgxjAPZ3Nw0hUjifWRkRM3m5cgTiB70N/QRBl7xxMSE1ekgm+Pj41pZWbHkOY5ZX1+fsSyXl5fV19en8fFxg349ogBTcn193QxMKpXS9va2otGodVvnTFHPg+IksoPFCOOSqAj5azabNrKDaNPX3uDo1Go1O8O1Ws2iaElKpVIaHBy0vCF7SJd4yhDIHbLGkGCoIUOxXlxcmKOSy+WMqYlcY9ipYdvZ2dGTJ0/MUezp6bGGwDiZKH3g4oGBAeVyOYv6+Bn53gcPHuill17SX/trf003b97siL5w8nzRP7kxUJNKpWIEJ847zqqHIIGP+TeMZkkfIlqhw5AVj0iRfyMy9EzGj3t94o2U1Elv9EW2eGLec0DIPISHl4VB4UCi0D3RwBckghn7RKF0Nf/FY9nkNrqJFvRAA07wngkQW6PRsAQwBiwUuurWXSgUbFQGifWnT58qm81qZmZGuVzOPhvF7AuO8QbJTdA7rNFoaHl5WdevX7cZS6wfuTSMFB4XiX+ME4afLuF41qwfjgCHtNVqGTOR+jCvBCBI9PRcdj/Hw6OAEi+4r6/PWvUEAgEztJIseqM+hM7zPT09phhZYzpQEFXBXDs9PdX29rbBHaOjo6a0YPfhFNHlnBwVECS93KixAf4EVunp6TF4ZmhoyLxqDCEthWq1muVd6vW6FhcX1Wq1DAqDnBOPx63Q9vj4WAcHBx2TXqVLBZTJZKxeCA84Go1a53meY3h42KCwWCxm0QgsSHJhGJ5YLGajUKSr/n5MceZ8IEvcI3nKgYEBjYyM2D1Vq1UdHR3ZEEipE8kAkkQpQ/CAmEEEBJwFlI6ThH4Ih8NGVgFmrNfr2tnZMUMCjIszPDg4qNXVVe3u7lqOCoQhEAiYowChhs8mesOJAvnJZrPKZDJaWlrSF77wBV2/ft2MOkahv79fjx490vvvv6833nhDtVrNnC6gS+7FM3y9ASdfBxsWohRpAKmTqcz55+wSKPj0CPoR3fVRpLY/7/rEG6mPgrL8z6QrCI8IyOd8UNyeEs77/Pu9MHqGC+wZz9Zjszw27yMVvssbI76L39MhA0iL/ycSCQ0ODmp3d1e7u7u6e/euxsfHLdlNZEAB6+TkpHp6evTkyRNJVxM0SdBK6hBWlAQRVqVSUbVaVTweN8YXOTWiAYwGcCWjFnxSHyYfOLVnHKG0R0ZGLM8GrORrSqCcdyeTiUo5YBgOnhUquU/eSlcOAvuLYwKrLZFIdLDEUPieNoxDs7+/3+FV0m/u2rVrpghp9Do8PKxisWheLJEUXj2j6lOplA18HBsbUzwe79iLoaEhLS8vmzGNx+NmQFqty/ZNtVrNZlw1Gg1bP9rjQN1GWdJ539cV8czIC/khSCEexvIwonQFAcOy9I1vYUkCdZNvA1qTZLR+Pk+SRYaQHaBgU+ckye7t5OTEuj4Ap2JcMG6eyo9xkGSjQXDgiDZYH2Sm3W5b01ci37W1Na2srBikzN7i5JGbhYXHGSSq5HmZcDw+Pq5QKKSvf/3rev311y0HCzxLNxCgXs7NwMCA0um0Li4u54FJsk4e6Bt0HDAfiAbPiMHmtd15c1Aj0gM+B39+fm6EEtb1J85I+agEmI2LhfFMo4+KaghDfR7FM1/8phDiYkDYUIyLN2aSzHjB+vHwiSTzNPl8hFa6Gi3fbrctmqKrAPUvy8vLWl5etiFwfmzzw4cPlclkNDk5qa2tLVPOPCtelS+881EpMCFwGocVI4ZC4rnwWlHeKG6ElGeDIACTjn3zrCAiLpQn6wk5g33nO329CtEKh4QozCsDqM3IBw6GpA/NxkKp+u4YsApJzkPowBGi9oiaLHIx3Dsecrt92c4oFovZnmDYZ2ZmtLm5qa2tLWvRRW0VnTF4VogAnAO8cp6P9UwkEubAAOPATKMQGdk7OzuzaN6z7chRkSMj19RoNEyxo7g4U75fHJ/Ds1Ivx/dKV82P/b5D/kARYmTOz696XWIQIOT493B2kQXKATiPyAlQPs9CB33qK5F91k267MxA26ZgMKinT5/aeBGv3MkFA7/7HLAnUbEWsVhMmUzG7uFnfuZnlM1mO/I6nLnNzU09fPhQW1tbFj0GAgEjlezt7ZljKKmDVOZRI3QO//bngKub1MT/vQ7h3jw8yO+f5fpUGClPfvAMNowNG+FhOf9/Xu8vr7zYDEJXT7ckovC5JzaI33nvDM8MA0RE052M9DkvqLUw7oCJMpmMlpeXtbq6qomJCQWDQWNe3bx5U48fPzbFxCRdr0SgznqDisL3bDtm8KBYuT+/NsCkKGk8Mz+nh4NG7g5YkAjE7wv9AYEbvDMCPu//oIi5R/quHR4emtLmdX6PcBJgCVIQ2Ww2O8gRvgiRvUHBwe4DUmLEQ7lc7uiwjQwBGQGrYRCIHsDxmZ0EWQOoqr+/X5FIRKVSyZQR+8mcKEguOF0YHJiMtBACTSDSoUvGyMiIGQ9q5iBSSLJIgGLsWCymRqNhXRw8WgAkCKSOXEM6KZfLBj2iuEEnJFkuyLc0At4cHBw0uNuzbiUZ09M3c+WsYyAx7uwLcso9sx/tdtvkme8A3oQFSUlFPp/XxsaGzs7OOjrQsB+QMthndArnh/uEGEUnl/HxcS0uLprsoqOIdDc2NvTgwQOVy2WbMED0JsmiOnQVxojvQ1/yeThVOE9A8t1OdbeuZM/5vydUsJ7Pcn3ijZSPWhBevHdJHfCbpI4F9wq2W+Gy+Z5lQ94HYSIyAKbw+Kz32tl0n2vw0drR0ZFhwj585tlQpLVazWp9yMmUSiXl83m9++67KpVKunbtmhYWFjQ9Pa2pqSm9//77isfjmpub0+npqTY2NsxTx/ihaHl+1hLv6ejoyBqszs3Nddw73qQXeJQiSsbnCfBCeTZgQNaNA8mzcoiZmIoHHI/HjdHlO0l4mHBvb8+gtEAgYBOFif7Ozs4M2tvb29ONGzesowT1NqHQZVPgsbExDQ8PW2QGRBQIBDQ2NqadnR2Fw2HLzWBgYVQhczAQ4/G40um0Dg4OND8/bzAnhbbHx8cqFAqmDJE1kt/9/f0qFAoGWeJAEfmS72FkBoYfr316etpgQX7ujTczrRgKSa2eZ3ohJ81m0ybAEnEAM3rnj4F/OBS+fggjSn6Eyc3hcFj7+/s23QBoDfgOA4B8MUIGaA9WI/lb4OVAIGC1a61WS7VazQgaOI0YNw9h+ugT2cCYxONxNRoN/fCHP7SZXzhNfJ7P66AbcFz5burNJiYmFI/HVa/XtbGxoa985SuW6+MPo0N2d3f19OlTK7UgZ8jftCiD+IV+wsnxEDZGE+fMo1EYIZ8akPQhpxU0iNyX19XdbMT/2/WJN1K+OpvFIxLw0B75CEkdxaDd3gRehi/6RdjIxXAg2JhuEoX32CQZrICA+kgLbJ//43XwHBSLcm/kMqanp01B0yGdfmGTk5NKp9P6yle+oh/+8Icql8tGc6dJKs9NhMFhp86CBDIeKgJNEtu/h7UAU6cwFNo4zTqJSvCuiEA/yvAzLRdlwH7QjBTngEPEiHQ6mlP3cnFxobGxMWPEQabY3d1VuVzW+fm5MpmM9vb2rKUP0A+yQ5TkuyDgpeIMzczMKJlMSpJKpZJ2d3eVSCTUaDSUzWYtEqVuBdZmvV5XIpHQ/v6+yeTJyYmy2azy+bw9NznHYrFoUcT4+Ljl/SCMUKPDc+Pte08YyjsMURTP/Py8CoWCFTJTRNzf32+5LGqsfK6l1WoZ0883qSWyx8lAORHdMPYCyJBi3b6+PovOWG9ypESpkoyBChowPDyssbExW6dSqWSyyGdIMrYoJCKiVM47TtXp6anRzT1UhaEMh8NGhaeE4J133tHTp0/VarWUSCSMVcdzdxfzYjRwgGAtJhIJjY2N2Ry0bDarmzdv2j2R9221LmvJ/uRP/kRvvvmm5R3T6bTlKBuNhjY2NlQqlezs8DzoRM6ej359WsB3wsFAefjP6ykPGwLvdvMGnuX6xBsphnvhYeDlcLhJ7nmoIRQKfaT36GEI7xWQUAXmwevj88CZ2UAUuGfvYKDwPL13woXR4x4QDg4YeR7yLlB46VYNRZ1nvXXrlp5//nmjeEciES0sLGhwcFDr6+sW1fkiRAxNu922eiGKfA8PD/X06VOdn59rbm7OKM8MFmTNwbz9egKnENVIMnjt4uKiIzKhWzmsL54zk8moUCgYFbxSqdiEUmq2PFW5p+eyGBpyAc6AJFMw3Of8/Ly1DeI7YUfBxINGi5H1sC9Uag8JnZ6eanZ21roDwLw8Pz/X2tqaMpmMpqam9N5776lWqykQCFiHe3InDDeEdp1KpfTBBx+Yt+/rxnyUQO0LDVP7+i5HpGAEiHhRoj6Hc35+rkePHhlyQN7n4ODAWgZBSmAtgSqTyaTVGiHDOEhPnz6VdAmxVqtVy1lClUbpSuqIruPxuFqtlhknPPxYLGbnamxsTIODgx1EDmj/R0dHmp2dNacCmJZ+lyT3iWQuLi6sczdFwZx7ZPzg4ECZTMbKMljf9fV1O584UhBNkBmMNeuKTGFcf/VXf9WciwcPHigSiegf/IN/oJs3b1qNXCAQsO4chUJB5XJZ1WpVgUBAk5OTVuwrXTq3MEzRSx6a49nYV3JmPrri8hE0+TnpqiaOe8MxQhf5/OKzXp94IyVd9ZZCyLHW4KA+v4OQeSvve8hJsoOMt0US2hek+TwSBoQpmx5/hb3Ed+Mpe6gL44YBY2OlywMJc408AO1enn/+eU1NTRkzqVwu25yaW7duqVgs6tVXX9X+/r6WlpYssuHw0THCG2q8Y4wu+R/uk0LJbDZrEY43RkSsgcBllwx6xuFB4o3DpAMKRYhRSOTz+Mz9/X0rWkWZ4mjgBZKLAQ5iPWu1mlqtlsbHx60DgnSJ+afTaau7ajab2tnZ6YB9j46OrK0RHb4xQOQ0YK0BHaIMicqoUfKeK0MTNzc3JcnqUjBQ5NGIgFCiQHg7Ozuq1WrWEbvRaKhUKhkERrE03jtGi8Lp1dVV21deR6cQxoYwhgSCTaFQsP3BIcAY8F66eAClwqRDTokYIZXggaOk6VoPTMea0oCYc853AI0Fg0GDGRnzwagOJuxKV3llBj8CfXv5DAaDikajpoSbzcv6NDqDeFIIBqnRaGh9fd2mDyC3fCflDugJzrWPXgYHBzU2Nqa5uTm12209fvxYrVZLt2/f1p07d0xmMYjs3cOHD7W0tKTz83PNz89bHpn93d7eNkKIJx3hwPuz6A2xJ1awLp78FAgEDCXBAHrWIDoFiJzo8yeOOMHVzSjxORGUHlbfs+c8m4/oBggDjxyv0bP3PspD6GYD4lEgiN7I8RruA+jFNxr1CVueh1xJb2+vNjY2rCMy0EGxWNTa2prm5+d1cXGhF198UWtra+Y1kidhkmyj0bDP9vg4981Bw2AAW+7v7yuTydhsJa9o+AxviImWqK/CAKK4qcuhkh8v3RM7oJJjMIEUOSysk3cM8OjD4bDK5XLHnjFGAbjt/Py8oy7q/Pxc5XJZ0WjUlBIzpxKJhEUDqVTKDIuvH8IA08QUhd9qtTQxMWH7jnFGdoaHh82zpYTg/PyyXxvePh0EyDlxz1DZJRk05vvd8fww/8jhkFfyZB0Uzvn5uQ0UpDjY5xa8R14ul62JKjJ1enqqnZ2djtonjBk5EIqCfecWHMSxsTElEokO6jSQI4YEhc38LBQqEDXvu7i4sO+nSJuzQ9RHpASkSgG7H7Q4NDSkVCqlZDKparWqp0+f6oMPPrDvRn5YF3+BfhB9oOTD4bAWFhasjvDo6EgzMzN6+eWXbZ0YRlmtVlUoFPTo0aOO+WiQT3CmIBDRuqybGYueI/LxetM7y54chgyzDzgsIFmeI+B1HEbyJw7ukzrrmDA2/Bxj4RN//B7h9hirZ790h8XSlSHyoTv/9r+TOsfa46n5qI175r74v4f9UMj824fXdJ5oNpsaHh7W/v6+tra29Kd/+qeWO7p586Zu3rxpLDsKR6empnR8fKxcLtdBTSdE72Yc8qx4+IVCoaOhK4WWHurwoT8RFnsFBMTMHZQAk3B5XuAooDKS3XyGJFNMMCkxKL7hKHlDPFYo8ECTKG1fS0cEgoH1hpOoDSUnXTk93qgAUdVqNYM3ga5QChx05IXpw/V6Xb29vYrFYqpWq2ZEgGNGR0ctcvB5TJSOJCtyPTg40OnpqZLJpEXEGHzWMBAIWIEstHHP1iQPNzQ01KGE8ZBZJwyTzyPSyBXGIGcLuJmZYh7xoO4tFoupr6+vA+rCSJErZC+JFnkd1H4gY08Soucje+8jIP6miNqPpWFyLySQ1dVVLS8vW6Ey8Cmy5VEeZNZ/F+SYubk5I040Gg0tLi5qfn5ek5OTHcXkvtaxVqupUqlYATVjbyKRiC4uLrS3t2edKDAkPjLqPtvcq3f6MWQepeL1XF4H4mR7nYgO9fr5416fCiOFR9CdJ/CsPqmztxyb4emR3cwTNuGjCBb+NX7h+UwvCGwcBsAbNt5P9OYNHN9NdIBC4JlRfEQgePqPHj1SX1+fnnvuOaVSKS0uLmpmZsYM2t7engYGBjQzM6NgMGgMLm/EidaAInk2vD563HkIAHiMhC3Kis9A8bOuKBI8XTp709oHRiXRFxCQdzJQoOwzyp7ogZoevhPF5+cboVD5LCLDs7MzO+ywwVAiyByRF/VbHFCciHK5bEXAvnAVheprrzByoVDIuovQwYLkMxF9pVLR+Pi4Mf0wTl6eWDecBGSMNlreOFKHhYygnLvXGC8dz5rz5OFgDCkRgafPIz+cEUk29oSiW+A69oL8JMQV1uH09FTxeLyjngvD4KN4z0b0DieQPrIIqoDz5M8lRioSiSgej2t6elrNZlNLS0t6+vSpisViByJBKyKfi+KM4KCiTyKRiGZnZ3Xr1i2br3V0dKRXXnlFt2/ftmeEdIOO8bDmycmJUeDJy5Ma8BGod4L9HnA+cIKRb/bc6z/vjLO23Z/ljTBOP6gQlPiPez1T3PVbv/VbevXVV61F/Ne//nXrZMD1Mz/zMwan8Ofv/t2/2/Gazc1N/eIv/qLV+vyTf/JPOvI4z3phdLx196EnRsKHuSwungSHBw/dkxvYJDwDb3j4N98fCFxNr2Qz/c+8IeL7+RyvpPhcT6/lfqRLQWBA4Pn5uVKplBKJhOWb7t+/r0ePHmllZcVqWaanp3Xz5k2Njo6qXq9rdHRUMzMzmpmZUTQaNY/YG3t/f6whdSv0wANyQpFDKsELx5NFOSP8RGHeMEj6UCSJEUDJAdURmbTbbWPcdee6UDTQk4PBoBEkDg4OdHFxYTmq4eFhq8XBUMIU9HnFRqNhRbreeGCUgcPoLUdERM0MnjLEExLwdEkIBK46pWPsuBcij2q1qnw+b0aLtfJNeYkuiawGBgZUKBS0trZmozd2dnZsMi6RGqPkaauEkvFGEIcLxiBnh3uhDABnxkNqnAlkBHIQbZj8uejv71epVFKhUDAFV6lUrAaNzurUxPkBheRLqDfDoPo8NBEobD4gPWj/PmcXCAQ0OjqqiYkJQyLef/99bWxsWCGxlz32BNLQR0VYAwMDmpiY0HPPPafx8XEFAgGbOByPxzU+Pt4BBUsyg890YGrt2CfGstAImfPhDZOH7XCI2Y/u/fZ5Jh9pAeHxOT7yQmfyueg9nI1nuZ4pkvqTP/kTfeMb39Crr76qi4sL/bN/9s/0cz/3c/rggw8MVpCkv/23/7b+1b/6V/Z/8FDpUrn+4i/+okZHR/WDH/xAhUJBf/Nv/k2Fw2H923/7b5/p5rk8rRGh6IbfWDAWXuqsj/KbIV1tCBvoyRa8D8MjdY5m96E9XpWPwPz38m+YVL6GAeWCIuD+EaxwOKxqtapMJmPGgnqi4+NjPXz4UDdv3lSxWLSu21Tpr6ysmIJIp9MKh8PK5/Pa2dmxCMNDAN5gYSy3t7cVDAY1MTFh+08E4gVfuoI7fb6GSIlkbSgUMsXsPXHoyNTiQP5gLTn0RGTkhsgtNJtNG8BIy529vT1r4QR0Nzk5abVKeH3k0WDS0foJmfFd04HqqN+ampqyfAysP9aCdcrn83rxxRfNeBL9PH78WDMzM2Z0WSPeNz09rUajoWQyaV61dGngx8fHbSDm/v6+FeOenp5qeXnZ+hQCwXIeksmkMpmMgsGg5Z6AEskZ4XgCx5G3xUDs7u4qFApZPRoQJAgAsCDRLJRrSTY+hcgLxcqwQOQQR8c3tEW2kFPPtCX32R1pQnqhBovI3nv/PD/tjmjEGwwG9cEHH2h3d9cQGt7DWUBGODfA2tD4k8mkrl27pmvXrimbzapSqWhzc9NYoTBLgSYxyJK0vr6u1dVV5fN5HR8fa3R01CY8Y9TY23A4bANBPbTvYT6iahwc7/D7NfFQHjoVZ8hHaF4v8/xAoc96PZOR+l//6391/P8//+f/rEwmo3feeUdf/vKX7eeDg4PWrr/7+ta3vqUPPvhA3/72t5XNZvXSSy/pX//rf63f+I3f0L/4F//ChPlZLjxYDh7GgQX1cImHr6TO8J+FJ3Htcw1suFfc3tvnO0KhkOVIeK8kE1KPl6OAyOOgNKQrb4RkKPUUCDqCcHx8bCMOUqmURkdH1Wq1dHBwoL29Pa2ururnf/7nlUwmbT3oVvDmm28qGAwqnU6bsgDKo5gTD9ATAyQZ9RxlCKQGDZsO6MFg0HB0vC0Sv552TLfxUCikcrls0AnJcxSt98gHBwc7yBd0rmBfcY5I0kMvHxkZMQWcSCTMiAEtlctlM/o4Dxg7XzeGB+/hXe6ZHA9OSCQSsca2RE2swebmpjE4SYBjEAOBq6709L3jufg5RBSKaXd3dxUMBjU6Oqr9/X0b7XJ4eKipqSkbbREOhy367unpMbp8d6cEZPHg4ECFQkHXr1+XJKuHIkdVKBSUz+c72Ijktvb3921YoyTLu3H/RNU4grwHOadWDScL48jvcQw87BiNRs3IAF9j5Di/GEbvCEKp39vb09zcnMkiY9gPDg60ubmp9fX1D+X2kAE+EyPdTeQ4Pz/XrVu3bBJ0LpczCP/LX/6yvva1r2lhYcGeEYfg4uJCb731ln74wx8aSgI0W6vV9OKLL1oj4fX1dZXLZWPDElFBs8eYY8TIKaLXiJowVpxhngO92Gq1zNFAT7AOQOQ+1fGs1/9POSk8yEQi0fHz//pf/6v+y3/5LxodHdUv//Iv65//839uB+tP//RPdefOHWWzWXv9z//8z+vXf/3X9fDhQ33mM5/50PeQN+CiLofLR0p+8Xp7ezuK9MBbPWEBg9HN/ONz+b33sgh3pasJlR4n9hRzkrXASrAFOYiE2JLMW+QZ+DlkATx6IDDyDr6Ykwa0a2trSqVS+qM/+iMlEgm99NJLun37tkZHR9XT06NXXnlFq6urevr0qcE2IyMjunbtmg4ODnR4eGjwkm+c6i9yGBsbG5IuZ1hFIhF7vc/34CDQpimTyXQQB3p6epRKpdRsNg2mwPADHUmXRh/lzRphEGBWYUiIatg7ksd07KjVaqaUI5GIQacw7mjKSpulvb09STKKPh7z+fllDz1/33TFIBrjNUCi1IINDg4qn88rmUxaPdTFxeUMMYbwsYbIIVGGb6zqiQ04GxsbGzo4OLCCVuZeraysaHFxsYNu3NPTY93yk8lkhwILhUK2dpQ65HI5M1IYo2q1aiQEIq7+/n6rnUImUJThcNjyexTz0h2cM3RxcWF5QWrFkEmKgRlUiBPFZ+BIANn6urujoyNzpHEEcZIo2p+ZmTFjKl2hBMViUT/60Y/05MkTi0rRJRhZoHucFIg8OJkLCws2IBIDt7W1pWQyqYWFBc3NzZlDRmRaLpdVLpf15MkTPX78WOVyWf39/dZ8GKOfz+dVqVTMIcBI+pSKh2phEnLGfT6c/DRy3k0K607TeGPvO/SACnXn9D/O9WMbqVarpX/4D/+hvvjFL+r555+3n//1v/7XNTMzo/Hxcd27d0+/8Ru/oSdPnuh3f/d3JV0W33oDJcn+T5fe7uu3fuu39C//5b/8M+8FhQ1sRjdiFtgn7f39g6di5SWZd+UvPAcuPCdCW/Bs7gFBBKfHCPqEqYf88PwwOnh69Lfz9FCMGh5OT89lI8zt7W2dnZ11FDWS+3j8+LGmp6ct4tzf31c0GtWrr75qBaNEJWdnZxodHdWjR4+M2uzJJ3jWvgix0Wgon88rELjshHF+ftm1AmWBUzA8PGxKjXogH63SoBR6Oj9nvXp6egwSwwHh/lqtq07o3CMwHvkJPEGUMuQEnwchP0IeAU8c5eUdEogrwE3AfcgFa3RxcaFCoaBkMmnzlHZ2dsygo3yDwaDNAcKYkWP0dOl2+7I91erqqhksX+0PDI0D4POzu7u7ymazikQiCocvWw5Bj6/Vajo8PNRLL71keRiUr68FW1lZsS4mQDwUfJNfDIWuxmPUajWD4lh7oDwPkY+OjhoSQUd/nommytJVBxeeWbpqRVav1zucG4w6jE4fHXiYS7rqCYms4lyw3zAKYfP19PTYOSNS4bOI2Dx8htP6yiuvWMcYb/gqlYq++tWv6vOf/7zlT30+6+joSOvr63r//fdtPAqNDDAYJycnevLkiTkM6BdPJEGmu6FNdKlPcXB2JZmj4i+vYzmvPL93/n2u+1mvH9tIfeMb39CDBw/0xhtvdPz87/ydv2P/vnPnjsbGxvS1r31NKysrWlhY+LG+65/+03+qf/yP/7H9v16va2pqyv7vSRo+v/RRTD28PA/RoEi6jZGnYXoD5w0aAo8Q+0Pn4R/v4XoCh6elcuhQtBwiPsNDWzwjXp+HSMCHR0ZGFIvFtLGxoTfeeENDQ0N68cUXTbAWFxfNG2UIHYn5eDxunq0/2KybL94DCqpWq1pYWNDQ0JAqlYpFYigNqOnke7xyA0ojeU00wkHlsAWDQWuX44sigUTohu3xbyInevuxzsCsGFOiSVrltFota3UEaxGlB7yI8bq4uLD2OSj0UqmkaDRqhx1vlef3hApwfZLKwH70Tcxms/b9TF2lBiYej1sERqQwMTFhk3nZJ+DEmZkZi7yRVxLttVpN29vbFol4QgSOko8aOGfAkjQ/pukt68RzUsjN/QCvRyIRM8IoOmj6wWBnR3X/2TTMrdfrHflgHxEQDfMdkFOADLnIXzWbTcuN0hYKlmSlUtHS0pJBV3T1QI+gZ5B7zi66KJVKaX5+3nQCtY25XE7JZFJf+9rXlEqlOpxDH9E0m5cF5/39/Vb0zLowT4zn5ztBe0AUvF70zEwMGfvKuoPc+Lyd/1zei2z7vD/pFx9dP+v1Yxmpv/f3/p7+4A/+QN/97ndtPPafdX3uc5+TJC0vL2thYUGjo6P60Y9+1PGanZ0dSfoz81jeU/zzLr/IXnB8bsq/VtKHNsAz67ojCG+0vDDyOv89/rsQGO7Ns/S8ECMUCBksLw61Nwp8jycy+K4H8XjcvMlCoaDHjx9rbGzMGEXz8/NKp9NaWFhQOBzW+++/r/X1dYXDYY2Ojpp35xt/eqOOB+pzd4eHh9ZhG+PmWUDS1dRdDDP37g8iigqFQb0OeaLe3l6r5/Gd3IEXvRHnHmD0ZTIZo+n6aBfl5bH5i4sLM1rVatUgKdh/OA0YWUaVQ++m6t9DOkBNPDPrtLOzY6wsisdxUM7Ozoz4gIHb3t42o+3hmUAgYG2Y9vb2zPlgH4FCK5WK7Qf72G63NTg4aAXaGD2gN1+c6tmsvb29NgyU4YEoRdh2EE8YZ0Gk1mw2rUcjSATKHYPEunk5JHrGQ/dn0itZSWaQeR3OEY2oPREJueDZiHShc29sbGhvb8/WHHYlMk705J1V1i0SiejmzZvWDkmSKpWKCoWCms2mXn31VSPL+LwQBCMcCBr+sm44S/39/VpbW+tYK6/r0DM+h8aFk8PrfVqBNe/+PPQfF7qB17E3ft1/nOuZjFS73dbf//t/X7/3e7+n73znO5qbm/u/vuf999+XdNlbS5K+8IUv6N/8m3+j3d1dZTIZSdIf/dEfKRKJ6Pbt2894+1f31Z28/rOMiN8wBNlvBJ/jQ17piqnTvRH+sOI1fNS9+c/xytjfE5/ZnYTFc/VC4o2rTzb7CKSvr0+RSET5fF57e3v64IMPrON6KpWyYWrxeNyS3hcXF8pkMuZFFgqFDuXga05QSqxjo9HQ2tqaDdLr7e21WTYYcLxg39vN95zjuYBGUAIYkJGREYuYur1XLtYNow9M6AsyOZSVSkXhcNgml3rYDiUITAQ8SW1au9228RQYZowYHiftYDwzCnlAcfb19Wlvb8+gMnIuGDmUJElwDJgfWcIz8x3b29uqVCqq1WoWFXUTUSQZcw8nCgiStcXhYq8gJwAN829vmHynAxQmexqNRo3dRp6aSE66qn3rdtp2d3eN+QgsCwKCU8O59yQJrwuIDMmDSeoYyOd1B4QK5DSfz6tcLmtnZ8fOo99nzqw3oJ7hOjw8rPn5eV2/ft2corOzMyu0nZ2d1U/91E91wGmceaLzlZUVPXz40FiL/I45cicnJ8rn87bn3tn2ZAYP8bE2nIfuHDvvxaHzEZ6PyFi/blSLM8Pn/TjXMxmpb3zjG/qd3/kd/f7v/75GRkYshxSNRjUwMKCVlRX9zu/8jn7hF35ByWRS9+7d0z/6R/9IX/7yl/XCCy9Ikn7u535Ot2/f1t/4G39D/+7f/TsVi0X95m/+pr7xjW98rGjpoy4fmXBwEBBvrHyNgocqWGCKV/EOvPHDW/bGgc/33jSb6I0P70O5oIj4nD+L2onS8gSPbrxYuhpRIslyTGdnZxofH1dfX59Nen38+LHy+bwikYhmZmZ07do1q81gXAQzqOLxuLa2tqwTOocVAfadEiTZQXrw4IEKhYJef/11DQ8PWwEmcJAv9uTepSs41RtqhJvkNF22S6WSKV2UlVcWvJZ1ZV/j8bgp6UgkokgkYlEDOQC6ao+Ojtp+nZycKBaLqVwuW+2Qr8Gp1WpKJpMGp3HPRCYHBweW1B4eHlYmk9Hh4aG2t7c78l7UClH/AwOQvBdMwpOTE83MzBg8y/wjGH5DQ0NaX1+3XnasyeDgoOLxuI0PkWTGm4nB7fYli40CUHJ5RB3JZNLICLBYPRSXzWYN3vF5YHrypdNpI2Igt9QYcS74Q56FPC1Rsjd6tHoCGuUcc35Q6F6BEp3w7HSdwKFttS6Lh+kgsbe3p5WVFSvPgDgDfI+R55mAMlmjTCZjVHOvg4C3R0dH9frrr2txcbFDr1EuQdule/fuaX193SBrD38nEgn96Ec/UqVSsTPmI3jOlDdEHh7l993RDkbb57B8Th2nxOvSbhIJBtsbxWe5nslI/cf/+B8lXRbs+us//af/pF/7tV9Tb2+vvv3tb+vf//t/r0ajoampKf3Kr/yKfvM3f9NeGwqF9Ad/8Af69V//dX3hC1/Q0NCQ/tbf+lsddVXPenkISlKHx9UdopIE76aDc9C48ES6DY3HW/lOPgPPDjgBJemp3FKnUe2OpDisGAIPlXBA/eeg3Lh/L4DMnoJ9WavVtLW1pXA4rO985zt6/vnndevWLQWDQc3NzWlwcFCRSETf/e53lU6nNT8/r1brsu0LcBRCz0GEoOKNNgwkDlEwGDTIiW71sICINjz7x8M+5Fv29vZs8B2sJ1h91DVR0OlhNJQKsBFQEyw8P37Fw38o2Gw2a1R13sNBbbfbNmQScgE/Gxwc1N7enlHc2WuMBcaTaInkdygUskgjkUhoeXnZHCXp0tmq1+sGJ/KZKGy6h3j2KCPWvUN269YtWzNIJzAYUVwoYNr/0EqKMgQ89lgsZiw8vHuYbPF43IgaOALIKA5YKBSylj7eCfO5DuDVYPCqVRb7SF0QEaBXvH19fUaA4N4oV6GLOjLAufNzqmKxmI38wFk6Pj5WNpu1gZqNRsNqwS4uLhSPx60Zcjwe12c+8xnNz88bE3NiYkKlUklLS0sql8u6deuWvvSlL30o0ujv7zcq/ObmpnZ2dlQoFDQ3N2cyip6pVqsqFouWUvCpAJxZ1sAjPp7Q0O0Ik1pAPxLVonN9RMf6c3ldyGd5B/xZrmeG+/68a2pqSn/yJ3/yf/2cmZkZ/eEf/uGzfPWfe3klyaL53BGHnIgH5YVQeYIC3gbGw0MIPimLcvCwg++mzP1474Hv9jhuNyUTr4Xf8X/PQkTBEzUiPP6Z8cRRGOl02nI3BwcH+v73v6+xsTH92q/9msbHxxUOh63FfyAQ0OPHj00pMOiQhDoQFHi71Fnw12w2VSgUtL29rUgkotHRUUsGZzIZO0gw2Si0RbGi7GiVg2IKBoOq1+sd9SFMKvZ7wzwk2sTQ8Xp4eFjxeNwiJEnWnojaKJQV+ZRqtapkMmnGA1YcNH3g02azaYaAVjQYq0AgYLVR7XZb+XxekmzEAww99tyPpohEIkqlUuapS5fQOQYc5UTER9QBmw62J3ISi8U0OztrgxCTyaTJaD6fV09PT8dIDwxTrVaz4X4obYwOwxBRVtSjQcCZnp5WX1+fyuWyEXqAbcvlcocBpLwA+aKD/dTUlLUt8mQOf+aA0GApAi1C0iHSpeM90TRjWOgkAq09Ho+rVCrp+PjYCoeB1JlrNjg4aM4TzgsKPRQK6caNG5bj3dvb0/DwsO7fv28yde3aNd2+fVuJRKKD4dvX16eNjQ2trKzo3r17euONN7S6uqrh4WHFYjElk0nFYjFJMhgS54WO7+RoMUxE1D794CFFdB+EGq8r0S28j88icuS9nh2I3gN1gH1L3vzjXp+K3n2eyYKBAaf2CXTpyiiQB+H3KHqgDY8xe+/Es9r4Tqi3HAaMFjkHDIt0lS/hDwbQU639c3FfHALv5Z6dnSkWi1kkwiEhwV4oFGz4WSKRMOyfItV33nlHvb29+vrXv67Z2VnrWXbjxg1j0w0NDenp06caHh5WKpXS+vp6Rz0PAoqxJhkOQ8437wQmQzGSHyAaxPOULr10lLKPCkdGRkyJxWIxY9QRPU1MTKhQKHREkOfn55qenjZ6M6xFCAqnp6cqlUrWVTydTqu3t1d7e3v2h3qsbDZrSgDjw4DGVCplNUnS5YGm87ov6u7t7VWtVtPCwkIHQw/CRqVSseiCehkUUqlUUjKZVK1W0/z8vILBoA2xJF9E4TZGl7ZYU1NTWlxctBwVeaV6vW4NbCmkjsfjmp+f19DQkEUK1WpVlUrFjCskkVKpZPu2u7trzE7fSookP8Qa5Iff0VGf5rZeKaLsRkZG7POQdybXsv8jIyOKRqOmCHFAt7e3FYvFOhwVjA1QFMaGfOr+/r5WV1etJgsSEwXKXu6QZ+Tm5OREv/qrv6p4PK5AIKD9/X0bgfLlL39ZOzs7ymQyeu211/Tyyy+r1WoZwYNC7vfff19vvPGG1UQFg0GTv2azaQSc/f19M7w4PH6QKuslXQ189exa5AGdBorhoyCf1/I6k/XtLinws8ZYX5iQz3p9KowUCp8FwlChrDFaQGlEVx62IcryUJpn7fiiR+nKA8Fo+WiKjcQDYZPwKPgsvA48e/I7npzB51AIKl0lgHk/UAPRgadrb25u6saNGzZCAigpFospl8vp3XfftaJFxkcA0bz66qu6d++eMcCAUMvlcsf4Ep8DhExBYXG7fVngTF0QuR2cAf6cnZ110JP5fKJFyBJDQ0MaHx/XycmJ0YJ9fRO1Zd57pMC51brsJgHjzEeBKAlaTPnaNT+eAsYb9zswMGBwGPdCTmxwcNC6TFAbBkTMXjNDKRaLmWHu6emxNcb79LR54ComrRJB+CJ2OtP7nCnyB8QFww5YzUOdiUSio1g5EAhYh4xEImHrgsJmXRqNRsfIejxo5B+Z4W+iUAgm/gyyXsCoOHIYMQgggUDAhjGCftCH8eDgoINpyr2S1wEqA1pH3qDyl0ol28/e3l6TV+BVasG8IRgcHNQrr7yil156SeVy2YYSQgDKZDJqNBq6deuWRbVE7UTbpVJJOzs7VpRLazDkivIOHAfyZ5KsuNuTkdAl6B8P0XlD41nQOAI4wegsPqc7VeEhRh9p4Zhj1J/1+lQYKZ/sI+HanZ+RriIuwlJe50Nfn4Niwf3C+ujL/9wzafz9+O/3hscfKO6Njec+8VY8k4fXeOPnn4vvQZgQYJRULBYzZT84OKitrS3dv3/f8ipDQ0M2fnpsbEyPHj2yCBPYiMas0F8RQvJ41B7BYCMSLJVKGhgYsOgAggD7xtpgeNkfOi4cHR2Z0uH3/vtQtB5+Anq5uLjo6BYPYYH18p+P8ff5LPKcjUbDchEYg7GxMVNCGCscAgwUe0TCv7+/X41GQ7FYrIONidKmg/r09LQKhYLl31DY1KbhOOCMEcGwZ7Qa8ooCuDIYDFoXBvaAlkwoeWTVtyKiMwNRIXky2jERtWPcODOSFIvFzHgSdXvCEg6BRxkwVj7X5D3+oaEhew2RMqxMDyGCrLAP0tXYdNAOHCYgTpAHIhNyYbSNQn444xCWFhYW1G63behnf3+/5ubmrD0WfTTpm0mk0Wq1lM/ntb6+rvX1de3u7uro6EjpdNp6J+LMQe5gwjHr5uWhW096qM/nnIi80S+sP/vsSRHoHth7PpXCd/J77wz+uNenxkghMH7xvOHgoLIJvI/N8AfYGwpvuHzOyicQfVTkGYE+SpOuJnTy3fzxeanu97Dx3COf3d3iiTCaz4RFRINToBGmiMK2evLkiR4+fGg5g5mZGYNE+vv7lU6ntb293UFQSKfTKhaLH8KfWSt6DHp6uXTJJCuVSpqdnTVDQVThu2pghOhKgYImOvZkDaIuIg6f6CVyJi8VCoWUSCR0enpqkIwkg3ykSzit3W4rGo0aDZ19RuGhWLl/RmZQt0V+hE7aGB0cChQ7476RCxwJPPtyuWxNaqHcQ9ShdRMKAAMXCAQsl9VsNq3OCaaYr88ZGhoyRwEZ6+3ttUm2PA9GF1n3MovHTE5seHjYWIIwQulUABRJ/zv2z/d2A0b0OVjySqAYXvFB9vHnBCgPI0VvQiDy7o4tyBW1Rnw+xdDkZtAJFCh356/Z12vXrikej1uuSJLm5ub08ssvW0nG5OSk5RqBvavVqi4uLrS8vKzV1VVtbGxYUTklGNSk7e7uqlAoqFQqmRx7hMbrEBwu7xSjK9B5rEO3k49z4R1i4GsvD6wln+v1AvvY7cB/3OtTZaS6jU+3F4BQ+RoK7yH4zyES6Q5/pQ9TNf3r2TT++GgLKMG/39PZEQ7pijIPm8izDbsjMKAVL5Se2stYBt/DK51OW/J7eXlZlUpFW1tbev3115XNZo0OOz8/r+XlZcO/JdkQNph03V4bxoYcAng3xnRnZ0fRaNSUgj8YwJi0F0L4gfZ8eyCUGRAWnj9KioMCtEO7HUgaYOqMhSd3gCIgmsDQ4mCQu2OsA967x/ZpeZPNZi1HRVSDcUcx+LIJTxKhoSukiXa7bfkGogNYdel02hrnhsNhZTIZ5fN5bW5uWhcShuFBVW+1Llsh0eWC+p1sNmtsUmA5jAUMymg0ag4EyhF4kKiw2WyakiWCYhIwlHZ/Toi4fX4EQ0OXBQqPaTiM4pZk6zM8PNxR08N+0fGDMwaEi1ziMPX392t9fV2Hh4d2BoFZgdIODg5svTmDiURCY2Nj1laKDh7T09N68cUX9dJLLxl8SIfzWq2mcrmsYrGo5eVl7e/va2lpySIkIkLq4WgPtbm5qa2tLdtvDAwG4aN0kz+L7BOvweHxKAaOgjcuOKJ8Bk6FZw76tlzIKN/141yfCiOF1Sd552tuPDHBR0UsrnTVCd2TJth0PseTBHyfNN7v/+72FrphQR+ZSbJ7Q2nxXd7T8d4RyhkF7wv3yA3gxdJxuVAo6PDwUMlkUtlsVqFQyGAHkvdPnjxRf3+/PvvZz9r9joyMaHR0VLlczqi52WxWvb29Ojg40N27d03hUMSJQ8CzeY/s/PzcxtszNZX1QaEkk8mOtj0Mw2M/iBiAE4FVzs/PrRaL3E4ymbSIgbVtNpsdvfyAVIGhgNGA4ngPXjjRAjknRlTA5qM7wdDQkKLRaAfcyrOenV0OsYPajgHkns/Pz1WpVLS8vKy5uTnLkdChf3p6Wmtra8pkMgb/EOXi1ZdKJSMjSJfRk/+efD6vUqmkg4MDo7Fj7Lg/jBUGnnwnBhqY1NcfEsGS4Cey5XyR6JdkbEFqyKDNY7C9s8jnEvn4InPyn0Qqfq4UskV0dH5+romJCevQgtwBodFZAuNNLoj/A3t7B3ZoaEiTk5OampoytujFxYWuX7+uxcVFjY2NaWBgQNPT0x26YW9vTz/84Q/15ptvam1tTfv7+yoUCorH4xobG9P09LR1XqF91+rqqjVGRldgGFgToj9vXNgLn25AP3nyA3oEApTP4fKZOBV0NvFOOnLg8/LdUOOzXJ8KI+XzSyjD7t9xcUi9YuRQQCv1Bbd4yt7Q4DF4CEC6Gu/u7wOFwabiPfpEJpvrGU1g33io/f39lhz1UQKvA0enwzRKwzOheG2tVlMqlTLq+dbWlinFH/zgB4pGo3rxxRclyaCLBw8e6J133tH6+rpu3rxpUGE2m7XR5CgyciKtVsuiCJ+0Pzk50YMHDzQzM6NUKmXwHo6GJGvcibLs7e21+p9isWjGDAOPAcGr94qEolMMNx0gyJksLCxY41rfibvZbCqbzWpnZ8cYjewTXne73db6+rouLi4UjUY1OTmp4+Nj3bt3z4zD0NCQ5eMkWRNUmGi0SsKZgjrNiA2o20ScwNmQLkiuY1R9oT3OTDqdViQSkSTLD2LYgWRweCKRiFHykVdyP4VCwXJxvhxib2/PKNnIMAXVrAMRLuQH7pWoIxAIWIQYjUY1ODioSqWiSqVi8Bi9DEulkpUgeK/dG0NgwHq9bkqb8glP0263L8sGGFB5dHSkSqVi72G4J5G6b9RKI4Pbt2/rxo0bqlarBsV96Utf0p07d2wUzsXFhTEhPZR8dHSkra0tYxLCrIRUAcLQbre1tramhw8fGiHHE8O80fQ5JQ/feUfJGyqfJvGRLAaK3Cf6Et0IwuKdAfLIONf88Y7/s1yfCiPl2W0k8AjhseA+RPWFbN4r6H6NJ02Qz0K4PJUSL0S66trdHVV5RhcChCHjfoAOPDtGulRqGAKIANyPH02OIeJ7yUUAL/B/EsLT09Oq1WqanJy0g4onu7e3p3g8rmDwct7USy+9ZAoHo5xOp3VycqLt7W2VSiVJMuw8l8tpa2urIz+CUQAOBPbjIDKfiUmjGGnWgdoVfg5UVq1WVavVrC8f9whEA5We9kOQC/CgoWDT3geH5fz83IYKQs8mgjo/P9fe3p7a7cu6J2pharWams1mB1OTgl5k9Ozscuou9VvkDEnQQ+2GrNCdb221WpZbYw4TUNnDhw+VSqU0PDysoaEha2YKJEZeqFarGWuLKK3ValkBt2f/SZe1WTD5UFQoOaIIqODIEY1mh4aGLHKitRVOx8rKiiSZgzE6OmokAOqiGExIH0JJ1oYJh5IcGIQZ6s8qlYopR8anBAKX1OtKpWJRRKlU0u7urvb29nR8fGy5wL29PcsHhkJXwwfr9bpF3hMTExbxEBVfv35dX/3qV40tSg3g6OioAoGASqWSHjx4oPfee0/vv/++9vf3NTk5qd7eXmWzWU1NTSmRSFiJwMnJiVZXV7W+vm5kBXRJtxHy5AkcYAwMZ9CXs3gjI10RzHwuH9nxaAQsWEn2vXyezx/yt4/snuX6VBgpPEG/QH4TWGj+SFd5E17Lvz1zj88in8H/SVRKnTUEfK7PS/nv5167c0vBYPBDRhZjhzH0eR1PWAAmIaHvqfIedkGh4+VApKADNcJbKBT01ltv6Tvf+Y5+/ud/3lhMsVhM169fV61W0w9+8APduXNHZ2dnunbtmkWPOzs7qlarNpqdok2YXCMjIwqFQioUCsb8oSbI129EIhH7XowM9HK6LLCGdGsgmU10g/eM0fHrQ00WeRrWykfhKCjGlDMLLBAImPKkUDccDlstEQ4EOS0gJe8Nk1vxeQC8cxwPSdawFhlCVpHFQCBgMCY5yN3dXTUaDd2+fdvWwMPIfC8yRCSFDFIPBeTjPWy6iWMApSuWHbIN9Acs7s8iEQrdI4BtMS4oNt+9YW9vzyYekHeECcgU4Wq1qmaz2UHxh2hxdnZmhbN09yDya7fb1mgXR4dcl89TEgH6cSQUqI+NjWlqasoMeDweV7FY1Be/+EWlUimTGRxnoOH33ntP3//+95XL5XRwcGBdQRggSlR5cXGhRqOhXC5nU3i7IxJPC/dy0s2sQ9d4mA+dgnzwGpw830uwm10JHN/dOd0bUJ8y+YmG+7yX7skH3ZtBiMrB8xgqi8smcHC99ypdDR7sJmTwHb4VEN8NNk70hMB6ogeXN6b+OVA20pVXAqwHFo2gImR4O/zbNyY9PDzU+vq6ZmZmrOiV9+3u7uqNN97Q/v6+fvqnf1rj4+M2FfX69evmzUHfZaw2UAn3gGCyBh4vxyAB8wDb8HywvogAWq3LHmqwtci3USAMdRx6N1Ej/f5QPnTekGSGENiMNULR9fX1qVarfQiu8Ng+xoq149lRysAkodBleyLeR2cNCnuRCa8EPIxJx4NWq2WkBxQL8kgUQRRIz0CibKI1HB9QAWQ2HA53wEgYfT+lF48ZmeV9FGnDxPN5PF/UC+Wde/JOCM+DEeO5aJfkGYBEW/F43GSO/fEEDGqQiMCJUon2gLNKpZJNAuYzvLH1OR0gzfn5eU1MTBj0x76l02ndvHnTngl9Qh3ZD3/4Q/3gBz/QgwcP1Gw2NTw8bJOxR0ZGbEwOr9/b2+vo+g9c7dMNXm5wCoigfN2fd5J9TrzVahmK4vUi+S50nc+dYwD9Wffs5e683U+0kZI6mSreK/YLw2Z208X9+/k9B5ENIHJByftQ2nsO3UlJLwgoEa/IvFHk/rkPz/Tjdyhwrzj5mY8YfTTnGT/8jAMKvkyHhrOzM21tben999/Xzs6OxsbGTJn29fVpbGxMd+7cMcYfYzQymYyNrK/X63aQOeieYYfCgVrtoz28MpQzuSCgQJ/fY22JRjwDEG+aPSZag9gAEywQCFhDVZQUCurg4EA7OzsaHR3t2Ee8aSA8yAUodlhRwHooPjxz8osYWOQA40COkc9HUdB81itSSR1KCxkDdkR2kNVwOKzDw0NTPD76456RKz4LWeJevCPCd6PMoXB7tiOf7YkO3A8RbjabtXX3eRSiu4/K6VLMi2PBHnWjFLxXkpFaqtWqQqHLydLHx8dWr4dBYp1YQ9YApmkqldLCwoLlBMmXStL4+LhisVgHhEbOd319Xd///ve1vLxsjgo5Z6LUYDCow8NDY/jBqPQQHld3PqqbGEHaAPny6Qv0DHvpiSasJYXk3cbGG9+PiqD4bs6/T6s86/WpMFLAAyyYz0NJnUIrdfaf8srOb6CPZlCC/A6D45lp3d4JQoHAQ80kn+IhQF7vcWCgKemqRsEbP/+3ZzD6ehFvADlgKCA+P5fLWccDCgtrtZqNRnjy5Inm5+ctjzAyMqLFxUXt7+/bOIhoNKpIJGJeJcMFUdYYDuqMUJx4thw6D9V6gfZsL7xzPL6joyPV63VbX9Z1aGjIlCpQHAbPj+wgSV+pVAzmYi9PT0+1tbVlrDbWmLWEZk/0wnexv0RdGF4G8wE5eaq8T8pLMsbkwMCAFU9D7MBhIAIhkuGzqEfzdH3GUxBJeHo+EKLv2cZzQcHHyAKb0W0BerSPZDw0RgTha9g82YXo3iMRGEuiKlh3nA8MK6Ps2UtkiTMGXEwR9v7+vvb393V4eKhGo2EDE4H+KBvwNWnIJBEjRuWzn/2sNZklz4hcTUxMdCjxi4vLdlfFYlFvvfWW3n//fQ0MDCibzRr5B2Yq9Yr5fF6FQsHaMaFLvMHvZvChH3CYcM68geWceSNFXg+55z2+rtMjIB4xQJ96p8DrXx8IeF37LNenwkgB8xDSouR8HshHJd1QHUYBiAmhx9DgYeCNIzR+8dlcvxEe3uP3XHxnt7fbHeFJ6ujNJ115QbDVOLg+zPdGimiKf/MeFClNSmOxmFqtljVm3dnZ0b1793T79m1FIhHF43FTYq+//rp2dna0s7Oj3d1dmwIMcwxPGkUHtTcUCtmoCJh/wF8QKILBoBlFDiVRSLlcViwWM3iQw9Nut7W/v9/BPGK/JVk/O+pKOOjAUdTb0IkB75EZTi+88IIVqUqyruE+F0WCm/2iRgoDw9gMmHYoLwye79DQaDQUjUa1ublpz4NyhdrdarUsH8c94flubm4a88x3juD+yO8w3ZXefdwrDgsRN9+H8ZJkNVueBk3E0Nvba2tKboWoE+IBeaSLiwuDfaWr0T8YR/J4x8fHOjg4MENbr9etj2C73TZDxv2g/Onunsvl1G63jb1JgTW5Kk/iIVdKz0QYbplMxogNh4eHevDggdWfDQwMaH9/X7/wC79geoHOIcViUevr61pdXdX+/r5mZ2etKwl5ufPzc+VyOW1sbKhSqVgniW5Ir9uBxUFDTjDWPq3RjVKgR3xUig5hPT3k7NMU6BHypzhbPqfF7/0Z9k72s1yfCiNFuPtR0QeLxv+h7npLzwbiCXUvpodVOAgYHm8MeS0bgrIjBwLMhDfC5qGYvbHD8HDoEACMGN4mpAUE0HtC4O0cym44hGLVw8NDffDBB8pms5qdnTXobGZmRo8fP9bv//7va2dnR5/97Gd18+ZNjY+PS5J+6qd+Sk+ePFG5XFY0GlUmkzFiBF7w/v5+B2xDngdCAwaK6AuPj/f5XnwXF5dFyL7tjoc/GdhH9IZSBqL1oyCILsrlsiW/c7mc1UeFw2EbW0E+oKenx1ruoPxPTk5s7hMRTigUstoz8iEnJyfWJml3d1cTExM6Pj5WOp22fnAQcoLBoNbX1xWPx23EBc8wPz9vxbiwL1k/FPjExITy+bza7bZFUEDUPocEXZsIGehsfX3dIiXIIYeHhxoeHrbnYy3x9Gmz9eTJE52eniqRSFg5wunpqTkXkmxU/dHRkfr6+jQ5Oal0Om1yg6PAekqX07sxrjhip6en2tzc1NTUlNU7oQd4/9HRkRUUA7U2m03LUW5tbSmVSunw8FD7+/t21oCLfXfyZDKp2dlZi3Zg7E1NTelnf/Znlc1m9c1vftOo/rVaTd/73ve0tLSkfD6v7e1tFQoFy6USLUNCyefzevr0qTmfPnoBNvPOl9c7GORuuM4bCM4+jlswGDSmKvAucuIjWanTMAIPe+IZRhTd4hEedA9r+6zXp8JISVfGQfrwSBHPZPLGwEcXnqWCR+KFQLqKYPAKPbmhO3LjMzGO3hvBOCJweKF+czGcPkHdHQ15iMV/ps9x+KQ5yeRgMGhNUYFN8L76+/v1uc99To1GQ6VSSYeHh1pdXTUI7ebNm5IuMfbbt2/ri1/8olZWVsxzY4jixsaGcrmcAoFAB+OLpDlGxhvVfD6vYDBobCyej6QykBDFscAjgUDAFBHNZD3DC++QnnV48cFg0GpWoJujAIHSUFzvv/++ZmZmzCAS6Umyzhu8B2NLTgPGFmsO7AeLbHx83Gj7uVzOikbpAxcOh01Jj42NKZlMan9/Xz09ParVauY4eYXnDRHkjvHxcVu7bDarXC7XQRCiye3S0pIODg4s58IzktDP5/MKBAJWboAMETUGg0EbKdFuX9L3i8WiOY25XE47OztqNptW0I3xAWbDucjn85qYmLCo0hMuwuGwdnd3rc4PmA/jWigUVKlUbPQJkSElB0B1dNhgRPv+/r4ymYyKxaL1ipyfn9f09LQ13t3b21Oz2dTP/uzPamFhQbOzs4pGo/r6178u6bJI9/vf/77efvttraysKJfLWdHy5OSkotGoGdRyuay9vT2tr68rn8+b/HjSEOcL6JnzzwwnHBIQBh8JtVqtDkcZHUUqgtEgfI7PZfH9REXe2KDT0EkYLtjD6F70FVEzJJOPe30qjJQnGUhXBAmfYPeeRXeSUOqExBhhALaLAeN1KDIP6wEHdBMkvJHxmK8k+3yfPOfz+Vz/nT45yWfyvPwfgxgOh61tC7RVbzwpmkSR895qtart7W3NzMxYzdHm5qbef/99hUIhLSws6M6dO3Yvzz//vHWraDQa+tKXvqTbt2/rd3/3dzum8kqyjgnANh4mAfJpNBoaHR21wlSMZzqdNqPk2WMwBH2kguGG4cb4h3Q6bX3/gBCBNZlkS9QHXCXJlJl0RZyo1+vW6aG3t9fYWPv7+xb9DA8PW7sp3xuOab27u7vW8scnmckljYyMGN0dhY5i9vkSIkdGYSSTSbvXVqtlpQZnZ2fWHaDdblsXhP7+fiss7unp0XvvvWdeNZ99fHysra0t1Wo1M+LIHlEnLEccnKWlJSOJAPmSF/LwExHL4OCgisWijo6O1Nvbq1QqZc91dnZmECnOHevEQMtQKGT1cMDNRJvkcA4ODrS5uWnOaG9vr9HQOY+MykAnpFIpzc/Pa3x83L7/K1/5ihk4unT09PQolUqp0WioUCjo/v37WltbU7FY1PHxsZGTmDZAnrJQKBgVnUjPpxm64X/OHkiOJwJ1pxy4ME5/VpmNJINr/XvRrZ6IgUMAisP9kD/0OUHvPP84+SjpU2KkCM+7E3TdCh8vGEFj4cnldHeL8HkrQltPbPDGgfsgFPawEp/r2S+8BsjK58c8LMflWTE+gcyFYua9vkO5JxR41g44Np5vIHDZZfvJkycG1VDUWCwWtbS0pB/84Aean583VtfMzIyNcAiHw3rllVf09OlTmxs0Pj6ucrms9fV1WyNgUE9M6em5bAeEt4xiIune13c50h3vGhhCkkFxnpzi2X2eyl6v1w1KJPK4uLj4UFsdGIcXF5cdGGq1mkqlklHcoTEnk0kbdkhERvNa34oJSA9FSvkAz+4xfkmKx+OmtNgjFBBKBcWEUTo/v5yb5MegeJYl75+cnLRmsJI6Cp6hudPVvVqtKpPJqL+/X9vb2x2KhvcRHQUCActT0USWThrj4+NqtVpGtDg4OLBCc+mqiSvnhiJWmH3IZ6VSMXngXA0PD6tcLktSRxE18DOQ5/7+vvb29szx8aw35orxGcCbExMTmpmZMRp+NpvV2NiYnn/+eWt2DOTKmTo7O1OhUNA777xjkdH4+Lii0ajGxsbMOJZKJW1sbFinc5wmcoicedbcw/9ex+CAci/oP592IHInsvG6CNlDT3qnmM/3jRGkK3SK3wERok99egJD5nXrs1yfCiPlk+UfZbFR/B5a8p5BN+nBGzDey6b7eg6MWzfEJnVS4jEe/vO9IcKA+MiIe/Sv8UaLe2bTfbKSeyWnwz1wf55QwR9fK1Eul/XBBx/o+vXrGh8fN1y+1Wrp7t27+tKXvmSw3+DgoGZnZ82Qp1IpbW1tWUQwNTVlXRsKhYIZHxQF+DteGIYS2AzWJt4b+RmiKDxxPpdZWMAXJITJifHc3gNtt9sWqdGyCDo3cBbdHZAxDl25XDanBQMDhZyC1OPj4w7DgiNzfn5uHSzYR6Ks4eFhi1ri8bg5Rb6Yk2cj4qGtD4MLPeEBuIh6KyDIer1uf4g6GOTIFFucGQwCz39+fm4kCPYsFAoplUpZfRiKEWYlMC1RTavVskasDEYE6iP/B0TNPsNsrNVqFnHhjOAQIEt0lSc/6MsxaH0G4coXTgeDl51CJicnFY/HFQ6HFY1GdfPmTSvLYE39eW6329rZ2dGjR49ULBbNGSBnG41GdXx8rFKppO3tbe3u7to6cM5R/l4PeKRFuqrj9PqAyFRSx3PwvJxx5Aedg77wRo9n4bP42+sbfw/A3V6/+pSGd5Cf9fpUGCm/Ed3RjXS16ChyFsx7FQgEB7Ab1vMb7I2BJPPKUFZ+oxAE8HA21hsxn8z8KAPrn9EbUX7v8ygoM/7G2+xmDfJ9GDogJf5eXV1VPB5XMplUOBw2GGNlZUVvvfWWJicnDd6EFQhEQu+xzc1Ng9n8XJ16vW4GgkjSJ7shBgDlhEIha1fDuG+8Mh/RQsJIJpOmROj2wBpBEqAwEjo2iX/YVrTUabfbVuwL4ywcDtuzU1+FZ0k0FwxedukAIgNKgwwQDodNCcdiMTM+yIWHmOPxuEGXGLxIJGJQIIab9feGxcsQBgTiAyxHZmRh7Ih2eC+kBJLqIAasL0SYWCymWCxmU5CPjo46Jt+Sk/MsVYzqzs5Ox1h732GF19XrdYOBqRsClk0kEuYo4aAQxXH2yL0C2XJ2/NgQznUsFlMmkzECSCqV0uzsrBYWFizv589Qf3+/kWzu37+vH/3oRwZR4hDQMaVSqWhlZcXGbKADgHu9w+l1GUYAJ9nrLg/FsW9eT/izzr+5f84fhr37wvH2563biKLLuo2qj+a6He2Pe30qjBQem3RVcc2/u70FBLH79z4RSZLeLzgKiO9hsf1ncQD5Pk+m4FB4OjU/9wbHRzmEzbBs8Co9aYLX+zoUcm7emPo8Dl4XyVCgKS+EweDlVF+iAxRYtVrVt7/9bU1OTur69evKZDKSZGMKpMuefl/+8pf13//7f9fu7q6NfZ+YmND+/n5HqYCkDuMK8/L8/Fz7+/vWoRv22fr6uqamphSJRAxiODs7swJVlOzk5GQHNTwWixksCGONin4Kbkkw+8jy4OBAAwMDymQyBqGxbolEQplMRtvb20Yh5jv5nHK5rN3dXWvPQ96PFjjcGw1bMX7Hx8cGH/JZ3knJZrMqlUoWbSFbQGmjo6NKJpMGWZJrQ7ZrtZrlHCXZPhOFxONxq5ECymy321aT1mw2zdCz3sPDwxodHVUikbC8EnkjCse70QkGTZbLZSWTSQ0MDBgbEgVOo1n/nNJl2yi8e17TarXMuTk+Ptbu7q7dd6lUUqvVsvZckG08GkJnFRiH1BDeuXNHN2/etJymR0ICgUsWKcbn29/+tt5++21FIhH7HBiqhUJBq6ur2t7etuieaM63fOKeuEgN+GjFpxA4590/kz48eJXPkzo76/T29hrk6R1sHCMPQXpoFhjbO0XoTiDA7ujsWa5PhZHyJAWUL4fNC5T04c4OXIFAwAQEnP2jclqwXnwkhecsXXkl0tVmcT/cG79jo6G+S53UUuAKFKOH6vguH6L7CBCh8di0pA95YnwfwolCbLfb1jR2YmLCci+NRkMPHz7Uf/gP/0Ff+cpX9NWvftWKfdmLkZERG1vw8OFDSdLU1JQls8vlsvr6+jqwdaIZDDKvRcCJOnwzWiISoMBUKmWKHYyfOijyNH6dyavBctrf31c+n1dfX58SiYSi0aiuXbtmRnxra8uKVIku6cZRLBatfU2z2bQRBuyT9ySJMpLJpNWPYRBho/E+jAdd2jOZjI6Pj1WpVDqaDndHpSgVX8/FCBJyTZA4RkZGdH5+rt3dXcszQtpAxjEA5JF4zng8bqMsUGojIyMaHh625qw4GZAjtra2TLZ6e3utyS4MSE9EaLfbqlarOj4+thExdIxgH3p6eiz/xzkOBC47iayvr2tra8uiXSA+5P38/FypVMqcQfJHL7zwgmq1mp5//nk9//zzymazZqhZB6JLSdrd3dXbb7+tH/7wh7p37576+/s1NTWlsbEx60iyu7ure/fudUDK6AjOK44i5xS9Rl9CnAp/8Tk4osDkXm95h9AbQfSSJMvd8b0e9fF0cw+Xc98+MEDGPfOQs/wTa6QQPq98PVmAxfGhqnRl3Lzl9zgsSpzXk2eQ1BE2c8GE8myYVqtlFezkDxAQhJGrm73nv4dD1A0BdBfwoQx9+A40033hybZaLRNsckLUAhUKBUkyEsTs7Kzq9brW1ta0tbWlx48f6y/9pb+kz3/+85bADwQCNkPn/v37BpH19V2Or//Lf/kv67vf/W4Hfb/ZbKper1syH0gGyjDKiIPIzKVQKGTFrbu7u5bkRlkR/dDSiSQ10GIoFNL09LRNUvU1Lru7u5ZPC4VCmpiYMHrwycmJSqWSdYtnSGSlUjGm1sDAgNWUQT5gbzwMTL+8oaEhGyu+sbFhRpYBgxiIYDCoSqVie0bNDkWY1WpVr776qgYHBy16gNAQiUS0srJiMNnw8LApFCBbOi8gV+TF2Ceiw8HBQWWzWS0sLFhuiEm/QHx8Bve8t7dnMCW09UAgYMYMo8xIF/YDtISasOPjY5vKWy6XVa1WDco8OzuzKHxtbc26OXgjgGNIbmtwcFBDQ0Oanp7Wa6+9plAopMXFRf3sz/5sBxW8XC7rW9/6lkqlku7cuaPXX39d9XpdS0tLunv3rt544w0NDg5qYWHBZrednZ2pVCppbW1N1WrVHDSeGSeXyNY7sih8ro/K8Xh9B2TvESSf+uBsMfcNA4ruo/s9ehSmYTfyA4GHqBaSltdfOPTSVbsp/ywf9/pUGCl/YagkmQfQjZtyecwWo+L5/XgL0pXSxFB50gGv914Lxg9FQ0LY1yN4Boy/f39/XHyn73ZBQaWneWNwvcB4aqmHS7zgIeS+dxrfu7e3p8ePH+vw8FAzMzO6deuWstmstra29OTJE/3v//2/1Wpd0nIxMoFAQL/yK79iA+ToTDExMaHBwUE999xzWlpaMgVLZ3B6lgE3kbvCWPFsMOuGhobMcAGv0AYHRcRU1qWlJctfsL7j4+Nqty9JHeRVgBqJWOgMwOeQa0gkEkY5B3Zj7HylUtHm5qYCgYDGx8etqwVMspmZGVOYGHGg18ePH1uSvdlsKp/P2ywxDK90aUgxMuwlxbzI/e7urkqlkvr6+nTr1i3F43FNTk6qWCx2FM6iQKampkyuk8lkR2spCDWMLBkbG9Pc3Jymp6d1cHCgYrGoSCRieTkYea3WZWcMomNkWLqamkzdUjQaNaNCDisSiWhhYcFGmmQyGY2OjqpUKqler1vtHfm53t5e7ezs6O7du9rY2LD8G+eHDgmM2yDSprwik8kolUrpK1/5yodqFc/Pz/XWW2/p7t27Cocvh1YuLy/r3Xff1dOnTzUyMqLPfOYzFrHSe29nZ8cYk5695yFcj4wwFYA/EIw8DIgh6kZTkCf0GXqLfJXXiTCj0Wv8zkdbXi/icHi23kfpL29AfR78J9ZI+QSd1NlS3r/GexSeBIHHQOTkE4o+9OXq3hSEy+O43IM3INJVLQaMJ/IIPteFgSMnRQToE+BeMXlj5C/qtTyE6Y0Xz4HR64YEEWq6jK+vr5tHSlFjoVDQ+vq6vvWtb+nw8FCvv/66otGoYrGYNcYkYU19zxe/+EXdvHlTAwMDyuVyKpfLHaPVm82mSqWSRTsk0zFO5K68FypdHgKKbzG05GEqlYrS6bTVaZFniUajCofD2tzcVKvVsu9CyZLfOzo6MpYXM6/8iHuiJODScDhs9TGxWKzDySF6qNfrSqfTWltbUyQSMTleWFjQ9va2rl+/rouLC4OHqHMaGhqyQYrkftivsbExZTIZRSIRixqRd/IyOEzkGdl7+gISoaK42H/q1YDW+vr6jH0JJEXNGhE+kCPGHUiX7yCHJ8m6QEgyx4SrVCp15EGIPJgPRj6HacRra2taW1szmfK1U+wFDiPU8NnZWU1PT+vGjRuanZ3tMFDcUygU0vz8vDlQ3/72t/Xuu+9qd3dXw8PDunnzpuLxuKrVqrU2YqAiDle3c+pZhT4lwLp4ph57hRHCSKEnfE7bR+uewOLzVtwT7bXQGd74EQVxxvgcT6jwesivl691/ImG+zyUhxJmQTxFUuqkfLMJ3lvg92yyJ1Bwdbf2IJrx9+P/5nN8jozvwxvxnokXUm84fZQmyXBin5Pzz8TrPAPOR1o+ge29K0/7RRiBSHK5XMfYiEgkomKxqIcPH1qE8fnPf17b29u6e/euVlZWtLW1ZYZ4c3NTw8PDWlxc1LVr1wya47uhVQNZdGPdHJharWbPSacIkub0l8PLg5DA3rEW5+fn1lndU92Bo0j6E8HRygbZ4H3BYNByZB6STSaTHaPoyf2FQiFVq1WD8mDn4dBgbIPBoDVEDQYvW9hgbMLhsLLZrOW9UBRQ6XleLxenp6fa2dnR4uKi1R/hiJHER3nyjMgeOcNA4HLmGPAORty/FvnyXVQODg7s/ElXk5o91IzMEV0ASZ2enioajSoYDHZ0RyFKBqk4PT01uHVzc1PHx8caGRkxBp93+CDQNJuXQwtHR0c1Pj6u6elpzc/PdyhUH6XiCFQqFT19+tQgX6BPCD6lUkn5fN5Gk2CkkWOfe+ZnPg3Bmnq9xblk/YjAuuuPiPiIongP6+odaPQM+8ceeH3nWYHIE/fcHUl1606MU/fzPMv1qTBS3TkmFtwbBL+w0lWo7JW5Z+VJ6lDiPmrxkRM/I8T+KAxYuspX+dwXwnV+fm5emydooDC62Tn+Pr2B4m9vqH1yls/w7MDuWg8PP/A7b7BIoNPyhumrdKp46623NDc3p52dHd2/f9/a9gQCAd24cUMbGxt69OiRYrGYFhcXTRk1m1dNPYlKWGPWqa+vzzon+Aa2vsgaD9knpJvNpvUK9GtLVINHD6GBNkfQkKUr9iQGjIak7XbbinfZZ0kdjESMJFFFu922aIRRJ41Gw3JnQGLFYlHVatWiDaBCvieTyRjpAvYnuT+MBLVDgUCgg7zTbreNtcXrPdnCKxqeHWaqn8MVDAbNmKBIOYvIId3biXwpK6AWiiLi7rPKH/YYmUW5cmZoI0Wj5GKxaPkeFK9nF7KOlDJQoDs2NqZoNGodRug1iNEgh8b7lpeXVa/Xlc1mNTk5aQXh5DMrlYoZxm5mnM8p+fyR1zHdv8OAsx58ri/h8M4nBpn3eAed+4FAhDHx0Rr30507Zm/5HK7u50O3+TzWT6yR8pvHQvqF6fZUvFHrNgq8lvfxeoSgu15K6qxJACpC0LwA+RyYF14MGArVQ5A8B6/jfjwDsNu4eEPF/XL5iMpHWD5iwwh7hiSfwfj5Uqlk3dLJXTSbTb3zzjuanp7W+fm5NRUNh8PKZDL65V/+Zd27d0/f/va3lc/njbY8MTGhVqulnZ0di5SAJzFE7DGKkPujczc5LRLTNEPFi/dMQJ6l1bpiaUlXNHv2g885OTkx+IZ5TrQ+wmCSjJYu8wmw4zB8RIjQo6FG+75zGF5yJsvLywqHw5qcnJQkqxUaGxszyBKYlBlH7fZljU+5XDZyAVAhxcM0zD07O7P9IUrHoPqiWvJg5HBgH0ajUUmyKIk8iqSOomPvPPrRItTkYfharZZ1GMH54fN2d3cteuWi00QwGNTOzo4KhYJ2dnas7RJMT4y/d3j80Mn+/n6l02nF43ErcyCaAgaFebmzs2OtjCAYjY+PK5vNWp5rf3+/A2r1UalHQ3wECmTXarUMScDJZP88FOp1Hee41WpZRMl3+Qjmo4wXjg37hT7x+gzERlKHUeK5PHzof873cna7Wy593OtTYaQ8hOVzT/7g+SiFjUPZeWPBBnml6HM13jjw3QgTn403icEiEkH5+PvzXpE3rNwLhxjYw9+3JPMq+UwPZ3C/CKg3vP6zuRBacgrABShfvvPs7Ezb29uq1+t6+eWXrdlqq9XSBx98oP/xP/6HQXmJRELhcFgTExP6zGc+Y81U7927Z5ETnSKef/55ra6udoyvgPzAhNVms2mkBaA5ummHQiHt7OwoHo9raGjIlCB05larpWKxqJ6eHiN4NBoNpdNpo49PTk5aR4PDw0Pl83n19FyOZmevYQVWq1Ulk0lNT08b7NNoNHR+fq6RkRHNzc1pcHBQ6+vrxhxEGSN329vbRq2HWLG0tKTz83OLUImSMEDk8ig83t3dNeM5Ojqqer0u6ao2z/cgJFI4OjqyNQIum52dtXozDEo31MznAVdh9MPhsBUTI2fk/Hp6elQul80Y8hmwMmns2tvbq1wuZyzQkZERyzHt7+8bw5O1Oj4+VrVatW7oa2trHXT/UChkuRgiUc42jsT8/LwZ/HK5bAbtzp07dkZ3d3e1vr6uzc1NbW9va2NjQysrK1YT5hmIR0dHZiyBaDmHnFGMjYejcbra7bYhATCBiWQxHPSK9JEJziX6ykc16BjgRh8JASmjp4BdvRHzzle3k+chvO60CJOffSrmJ5Y4gbfHwfLYs48q8Fa8V9MNc/liNh9y4wFK+pCyx6BwDz6fglEh0Uoy3ns2KEXyHSgkGD0cThQFeYCPaixJFCKpI3LAKEmdGDOH1z8rwhgKhToG8+FV+YaqpVKpowtENBpVtVrV9773PavQn5ub08zMjEU3f/Wv/lWrdRkeHlZPT4/1qZuamlIoFFKlUrGIlHY2eG2VSsWKLMkZEVGhYFm/w8ND7ezsqN1ua3FxUfPz8waj9fT0GGSXSCSMlEHrHQgcyAIjFiAuBAIB655B4Sc1OUBrFKgy0oJOCbwmGAxaPRHPi5NCZ4VcLqdYLNaRh5iYmLDIhUaslUpF5XLZfoeCBtJBuff39ysej2tnZ8fmeGH0kRM6muNNHx0dKZfLaXp6WpOTk2o0GubcAZGm02lFo1EjeNBMFmOaSCTUarU6xmKcnJwonU7baJFW65Lm3dPTo3Q6bUXH5IIwalC1V1dXValUtLGx0cHI5XUeSSD31dPTo9HRUU1MTOhLX/qS7t69q2KxqGAwqOvXr+v27dt2ttfW1rSysqKnT5/q0aNHevr0qQ4PDxWLxfTSSy/ZpOdqtard3V3l83mrtUMn+FwUStw7gT6Phx7wkDRF4pxrnG2fb/SQKPrH6w0irPPzcytmZ0wPOg0d5xEfkAbvfGM0ux15n57wOsUHDj+xkVR3os//W+os9u1eLP/e7gjEh72+qLY710MdEt6vN5AYPenKE/FYLpCRfxYUBffmDSH/JsnuPRMfZbVaLWv5470dcgJ8P4KE4To+Pu7oz0Z+hOfE0KAk7t+/r1gspkQioXQ6rZdeesnyKY8fP1alUrFCTtYwm83qi1/8or7zne9YBMCoht3dXaOTYxChlAcCl2M7yuWyarWaLi4ujBoeDoe1tLSk9fV1ZTIZXb9+XbFYzOA64KtCodDRkfr8/FxbW1tKJBKWU2Atj4+PVSgUtLi4qMnJSe3t7VmfNdYyGo3q6OhIu7u75lDQDaNQKOiFF17Q3bt3LZLmmdLptJrNy/ZTHlZqtS7Hjezt7emDDz7Q4eGhpqam7BkWFha0uLio+/fv6/79+zYywiepm82mpqamNDg4aPmRYDBoHUHoDZjJZIw4Mjg4aJNu8Z69M5NKpTQ9Pa3t7W2rK+L3vtmvdDmmolAo6OjoyDrXh8NhbW1taXx8XJOTk2q1Lrte5PN5M0T8DWkEggz1U0QcBwcHNoaDmjRmM7EGjN6gfgyDPTQ0pMnJSX32s5/V7du3dXh4aPVsd+7c0cLCgpE63nzzTf3P//k/ValUrLtHs9nU6Oiobty4oVQqZROqNzY2VCgUzNnA+fNKmbXkXKP0KcL2kUmr1bKcG2ee93p0iH3HEQ6FQh15Rw/142zjQNG8GOQCuNW/B9n0rFXu2SNCvPajEJ1uhOtZr0+FkfKL470A6QrW4t8eFvT5DX8RBnt8luSwp4N7gwI0QrjshYsEtiSLTLyA8Xn+ebr/9hAlkSMRlI/MCNHb7bbBdnw2wu2FnujMQzH8nN/xXr6PAkBYVuVy2YbuXVxcaHZ2VoHAZYFmtVrVW2+9Zf9PpVIGhbVal0QM5vuUSiVlMhkrNuU5OLDAVK1Wy6A+jAJ5mLOzM62vr6vVamlmZsZmEe3u7qpYLGpgYEDJZNIo9EAuGGgUKodrYWFBjUZDm5ubGhkZ0djYmO0x/QSRIZLt0WhUvb29evDggVZXV62rRCQSUTqdNoPZaDQ0OTlpE2MbjYbq9brOzy87kqfTaUmy1k3hcFjlclmHh4e6du2aNjc3rfODh67z+bxOTk6MEQdVHNagdNX+CHliujL7jjPDRbSLTB4dHZkjxWibo6MjJRIJG8lB7k66VGrkMNvttslGq9XS1NSUTfOlFRNQb29vr2KxmEF++/v7lh/c2NiwzhmcL59b5rmh8A8PD9vgwqmpKc3MzOg73/mOfuqnfspmRQFR5fN5fetb39L3vvc9a1E1NDRkozamp6et7dKDBw8sx+hzzpxddAV5HfI/3vH05x8DzWd4Y+PJMHwur/foiIcXQYhwmoPBoEGzntHcnY/3TOFuBArDxfN0O/9ep/q0y49jqD4VRkq6svhsnNSZp+kmSHRHKHigXon7DeQ7/OdKnQJEqO3DejwfjBEby/f61/Nd3cQHPpv3+fwAYX63Ye7GiREaD4X6z/WGHljBs+xYRyCMbjYQhaHUiySTSY2Pj6u/v1+NRkPvvfeeAoFLhp90Sc++deuWkRK2traUTqf12c9+Vt/85jctx0OU6aEoFK8kK/Lt7e1VJBKx4slKpWIecV9fn9G4BwYGzNPE8fCKvPvQMiCRHEkgELDnxzFptS5bQaFcaVUE/XlmZsbyY+TV6vW6jo6OlEqlVKvVlMvl7B55TU9Pj3Umx0gdHx8rl8tZ7qP7DFDYDKuSoYK9vb2Kx+NaWVmxgl5IFTgBtE6amprqSNxzNmDEkStrt9sWWWPgmc3VaDTMGejv77e8Bh0putlrqVTK4FlvZJDZs7MzLS0tWc0RY0D8mfZ5m3a7bWUPyGmrdcmCTKfTCoUuJznfuHFDt2/fViQSMeVdLBa1tram1dVVOweJRMIi81QqZc1zadnkkY/unA0X9+nrMHkfssezN5vNjtyV10MYcq83cLg9MsLPeS3PgsHhd15/eMjOR3X+Hnw+C2jR60eMnK//7E45PMv1qTFSkjqUi988HyH4yIOff1TC0X8W//cRlqe4+8+R1NFB2of43RGdV/Lea/G5J89K8kbVR46w0Xwi1R9Mvt9/PpGC99i6DR+/53PoRuG7ufM+IMa9vT37jNHRUSuUzefzOjo6MrLEa6+9puHhYWs+S3RGf8D19XXdvXtX+Xy+Q6Hh5fvDQ06gp6fHOlBUKhVTBhQqkmcjagLSQiFSnIuxIVqlxx0eKXvAEEfYheSIyLsQRRCpwhKTZDkpFAYGlWgcZp6P0IlWVlZWrO2PbyDL2ngHCEPcbrdt6mwgELA2TYx36HaIgJTxnpFpWI/0BMQwEB3SoogWTOTu2DMiTxxHioWHh4dtVAr3iwIFbjs6OjJmIkoQCJUziKJEroH7KEHg3gcGBhSLxfTcc88pkUgYjJjP53X//n2999572t/ftya2GCneu7a2Zq/3tUWcec+G8w0C/Nntdiz9mfX6wqcXenp6DJLzhsgjLN5Y4lRyD+iS7u/09+51J3rJ37NfY+/w+vX3Rs8/409sTuqjQmYUJRvAIiMsH/U+TwH3Xg2X3zSUsjdiHgfmb58ElzojFxQDoXg33MY9ANV4jJvn8cWjHo70leFEiN7wejjAe1Ye4+7+bNbTV6V7eLXVapnyBPaD9kwegShjampK4+PjFmkCEfb09OgrX/mK5VEwfERDPD9Kmf2gwBXlSbGvx8RRXD6C8r34fPcDFFw2mzUojxop3kudjyRTtqwDRioQCNiod5+XQtFubW2ZkQYKw+EYHh426JEhi/V63fJxPK8ko4sPDQ0ZSYOaLNaoWq1axMQoc6Kpdrtt1HByL7wXmNeXBgDBARvR1YPWRbDePKIAxAVchWzEYjEVi8UOSjnOEFFhoVBQMBi0KIyIDlnzStVHVdJl9JDJZBQMBi2Hmc1mFY1GjThDycSjR4/05ptv6u7du4pGo0okEpbvItppNBp6+vSpQa/dCI13BD3BAJntPt/Ipo9oIHnxTLwWXYYTy+88u4/19hEQOofPQJd4Q+fRmm4d0Z0S8brK60D/b4/6+N896/WpMFJSJ8QF3dIbKW9UEByp0zPwHoJ/L5/fTUFn0X2LFb5XukpU4hWyWd20d8/II0Lj9z6S8QIIqcEbC37HM/ou395D8rh9d8TIs3oY1H+2N0iso1f8HOhCoaBaraZQKGTjCur1uh4/fqzvfOc7euGFFzoo4rdv37a1nZ6e1vT0tBm8x48fa2RkRE+fPtX5+XkHzEOE56fEhsNhU8S+YDSdTqvValltEetDvqWnp8daGNFJgvHu3UqHBLzvx+bzfB6avLi4sJZKjFIn6iMvBzkATxkmIcaRXMzh4aHlaag1isViBnViXEqlkv0chUG0Vy6XtbKyomw2a5Hs4OCg6vW6AoGAQba+PAGIknWj7KDRaGhvb0+9vb16+vSp8vm8bt++baPpYaZ5mBZ2mGe3McKerhqS7LMHBwct9+TzhcgpI084X8iqh9sSiYSNixkfH9f8/Lzt0fn55ayup0+f6s0339Rbb70l6bIpMHt+cXFh42yq1aoRNjzCwj15HeELzXkuzj2lAf7se8fLR1reyequWeKMs57dKYfu13frD9+zj39zvv098BnoR+/wd3+mf2bPuP2JzUn5fI704RlPPppCkfhQmqsbQ+YzvLLhZ92GDbzbww4oeF6DgHU3cUSQUYyE7DB2fGt/DKUXQA8/IszeuHm2ojeMkqzmBaPk8XKYQj6PxeezVt1QB/dxcnKiJ0+e6LnnnrMi05mZGR0dHWl5eVnf/e53tbS0pOHhYc3Pz2tsbMy6qHO9/PLLKpfLyuVyikQiun37tt59913LHfBcvgmtJGu62mg0rBsBXbxpegqN2dcCXVxcaG9vr0PR1Wo1czAkGbkAyGV8fFzLy8sKBi+HHGJMWEcME5ES1PZqtapgMKjR0VGNjo5qd3dXjUZDPT09NlhvaWnJWIAwwFAifX19SqVSVjSKMSZip9VSLpdTJpOxhr1Pnz5VNptVIBBQqVSy3F00GtXo6KgikYiRLsiLUEfE3CugUKIs4FaYbX19fRYd0tWD7hQYrKGhIYsQt7a21NNz2aGDQmeYefV6vSM3g/y2Wi0r64Bs4r12IFb2gG7td+7c0QsvvGB1cpubm9ra2lIul9OPfvQjPXjwQIODg5qZmVE6nbb8IySJUqlkTFOez+sfzo2PmjwN3VPPQSuQN56T6Jj6SWA86dIgwRAl2vKsYl/wy3cR7bP+Xo+gEzjP/ixjiCjrQQb5LA8dcvFzftcdgf0416fCSPlIwNdFcPF/HwkhHB6GwIh4he8/y28eeRmEoaenp6OZLK8DKuLevFKlSwOetXRV4IfBOj4+NpaWF05/IGDB+egRQSfpDG6NkiMi8FEYa0h+pLvynTUgUd69poFAwAoQUYgHBweanp42lt3NmzcVjUb11ltvaWRkRKlUyjqNf/WrX+3Yt1gsphs3bujFF1+0mUMoec9sDIVCVvPBgUVZE4VIl4ob2Ajn4fT0VIODg4rH45avQDHwXBgPJvqiiOv1ekcz3XK5bHksckVEdzAMob8zUiQUCunhw4cdXuzu7q7R4//4j//YWJF0kN/Y2JAkq+vyPePy+byVPXg5ODg4ULvd1u3btxUKhVQqlbS+vq7BwUGl02kFAgGLiOLxuI6Pj23Y4+DgoEV0GHtYnszpevDggXK5nK5fv66ZmRnLwfFcRJoUUlPYzJwu8oLAee1222TfG2kPi2O0WUcGT3J+hoaGNDAwoPn5ef3Fv/gXdefOHcXjcVP+T58+1fr6ut544w09evTIojUi+Xg8rmKxqIODA21vb6tSqRg7jjIMry84j8gNhhNHFKNAD0h/Lr2OARWglAHD4LubsxYQfqg7I8rHsEoyZ5d7Ir2AvvF1lT71gW75qNIbD0t6A+3zWd0dXnw0+SzXp8ZISVeEBX7mc0yeOIDQ+Kinm7jgvYqPgg2lD2+qLwSWrph9hLsk5L2R8bAP98zv/WgPksh8FooaT8bnq7oPDO/hQrDodBAMBs1DJlLi9d3QDJ/Na3xCmPWTLvMAR0dH1m2hVCrplVdeUTQatchvZWVFuVxOzWbTEtPhcNgUaSAQ0MTEhF577TW9+eabVsPTaDQkXdWXcA+sVa1Ws/5w5IGgajPgrtVqGWRXrVYVCoU0Pj5uyphaEozT4eGhTk5OOtr3HBwcaGNjQyMjI2aoMErAh5FIROPj4yaHdDsHCq3X68aAZF2BRZGhmZkZm/NTrVbttcyUQkH54urDw0MrgqXhLPfKGqTTaXNuJJkBZXbVxMSEeesnJycmp5I6cmv7+/tqNBo2nZn6sVarZXVldPCADeiZe8PDw3ZvweBlM1i6dkSjUeVyOXst+4oz541So9EwKJL+g9PT0/oLf+Ev6KWXXlI8HtfFxYX1mfyd3/kdm/PU39+vmZkZo8mfnJxoe3tb1WpVOzs7FlEj43QWIbLxORzvlGIQkEWgaZAZD+9z5j1KAQyMI8s++HQAjqj/fn8PfA5GzKc8MJAYbo/AYMB8zoyz3m1siNq8AfMUe6Kyn1i4zyf4fO7lo6jWvI4oxhMZfPSEUvawHUbEY65cPh+BEvbUbQ8JePz64uLCRhn470L48IS5LyrAMYCSrFARIeF+QqGQEQPw6n3C079e6iSSILQ+2kLYUQr+PTwzhwTj2Ww2zRMdHBxUJpOxqGpxcVFnZ2c6ODjQ//k//8cU3cLCgikZoqnj42NNT08rEAgon8/r8PDQDCv7ioIl50RiHM/09PTU6lk4nMVi0Z6DXBQGnN5v7XbbIFeo9tVqVRcXF5a3AK5F6QO98DeGqFAoGCGAtWfoIaPUQ6GQotGoGo2GRRzsX29vr00NxoGg1gxiwNTUlN5++20bBeIZgkBywG3IIzJFfz6UGoQS38uPjgXn55dzt4rFopE2hoaGTCZ5dgyRlwlyc61WyxwIZkNx9jBYrFM3lERHCSJd5kJR/kCu87XXXtPIyIh2dnZsrtmDBw/0ox/9SCcnJ1aInkgkLI92cnKiYrFoRBXunQi7+7x15266nVoKbT3E5lMF7K1HLPyUA36PDsIAEr1gyLrPpWdRsm4+J81+YIA8jOdl1Dvx3hn2+sOvAfLkdeVPNHECAaDTtA9Bu5P93eQBD+l56Kt7YREWb/h80tR/fnfU4hU5cJRn7yAMPuIBbkNgPMbrjQ5epY/8EDD/fx+q+/vEC/MRp2f54G15thQXisxHp3h7zWbTCiOBblZXV1UqlZTNZtVqtSy5XiqVdPfuXb355psaHx/X2tqaFhcXrbA2mUzqzp071qFgenpau7u7VuXvKcjsp8fQPVThGU80qCVnADwGhIRyaLfbFgVQn1QqlaweLBQKWd0MioV2OcDIzNY6OTnR8fGxef0QPMj98X4GCUKz9rRhnJt4PK7d3V2DgRjuR75qZ2fH2HHIL568h5mRA9bh9PTUmIGcC6I86sUYgri9va1isWgRDIbLEwD6+vo0ODhoERJGGlQBUgJkG+QICj0wMnIqXZEPkH/6Mw4ODmpubk6f/exn1dvbq7m5OY2NjSkYDOrJkyd6+PChdnZ29OjRI52dndk05EgkYjkyarny+byOj4872pV5Z9WTE7yD161/PFvOw/o+/+PhSww70VAwGDT5QDewRh769J1kvJ7jPd5g+PsnguP+vN5DH3TrSJ7Hk4R8moTz5vP53sA9y/WpMFIoGKIGqZPXL308vr731Lo9Hk9N5nMxDB8VwvqN8oLpw99uY/BRxg2l6gsTeQ8/9yG2Tyx7PJjPR1FDt8bL4zU+8vRG0Qu7b0Dpo0TvKRJZeTwaj397e1snJycaHh5WNBo12vMHH3ygXC6n9957T5FIRJlMxjD38fFxDQ0N6aWXXlK73VaxWDQSQz6f71C0PhHtKcLe8Lf/n/a+NDjS6jr76ZbU2tUtqSW1pBlpFs2+sAx4EAlOUkxYQjkk5gdxXDFJXLhMIJXEDmXjLNhOObiSqqRcqYQ/SXB+xKECMXbKQGy2AYw1MItmHzSjGc1oGe3qTbtafb8f+p6jp18EzIDNSMN7qqZGUr/9vvfe99yzPOfcc5wzD0sD4wpHsTwQ15NxqKGhISSTSRMcrL5ACKywsNASEGhIJBIJa+pHaC4ej1vCAZM9GNhW7ymZTNpnhIimp6dNEfE9scyNcw7r16836GhkZMTWgId7CcPx/BfjF/yZ2X6McdCS5x4ZHx/HwMCAlZmKRCJWWkkbHCrP0Uij50iBOjU1hZGREZw/fx7T09MoLy+390dFxvenxiW9GWYGMtWcbd0nJiYQjUZRVFSEnp4eHDhwAO3t7XbeirE8xqn4dx7QpQEDwPYLITtFPVTYc+9yL2rcWz0lNaYoF/huvecsqaSYKamNKankeY0er1AlSLmlnpqOhUpGkz7UuM9kMrZ3vCgS56rQJe/P6xXavFy6KpQUyevZeK0c9UJUs6ti0t4q/FwxY95XrSj1MNSSUIuDxA2rSoqbUFNMyXy8p46d4yGTcQ4UamRszkPxaACm0Cns+H0yM++v68r/aY1zw3EMfB6fydR7/T7X4+DBgzlZdRUVFVizZo3V/Dtw4ADKysqwfft2VFdXW83ASCSC66+/3mI6FC4U/EwJViiG+D8AKwzK9aAHwnTroaEhq4LNd0J8nzEh9hTi+0+lUtb2oby8PKcIMWGiqqoqTE9PW2FVjre/v9+gUyontZpZBioej1tbeucWKp3zzBj5hBl3bCFSW1uL0dFRMwwmJycRDAatViRLSqkBwvRuxlvGxsas9iJbsvT09NhaXbhwwWJrVOaMPTG+pb2jyB/sv0XhSGiNUB/3p8ZQ+BxNUWe19OrqamSzC/2/Nm/ejOuvvx4bN25EX18fQqEQ4vE4XnrpJbS1tVmmaENDA1avXm1JTFznoaEhjI2N2ZyoGDUjj7JA95rXYFX5oGn2RE/y8vJsnRXl0EQprinnqgefh4aGcgxDdiemYagoCserRqR6SrrXtRiuyiRVWirneA+uhco1va/GuS+XrholpYtKAU44wLugAN7hZXiz8Ogt6CZWpee1oLyYtI6Jz1MmpTLwxpyA3PR4ZteQefh3bxCS3pDGxPgsXqtjZDaUMrau3butMe9LQUqIgMqL68ffNduJ6zo6OgoAVgSUgmbLli0IhUI4f/48nn76aRw4cAB1dXVobm7GXXfdZTGqQCCAaDSKhoYGg3JOnjxp41SrTVOTAViMheMOBoOWKJBIJKybq9atY7dfhWwIQxEKYkt59lsKBoMYHh42bzWdThscSBgyHo/ntCKnwKKhNDIyglgshkAgYD274vE4YrGY9U9qbGxEIpGwWEllZSVqa2uRyWQQi8XM6mdVdB645TpoMgMVJWsIFhQU2MHhUCiEjRs3oqCgwIqtDg4OWk8lpmOXlZXZPNnYcW5uoYJ5UVERpqamTGkS4lbFwNggz8PxLBH3GD35TCaTc+5pbGwMLS0tdkZrdnYWyWQSw8PDOHfuHJ599lmMjY1Za5XGxkbk5+ejs7MTs7OzGB4eNjiSxhrftTe7UD0FJi9RQVPRE+Ug7/OevA89Q2bDUomk02lLjCHfOudyEpu4DvRu6PFTfi3lsXmRFMoZzcjjvvGGQgj5M9tX58+5qAdG+aL7USHQy6WrRkmpIlL3diniggKLXhAZC3gnVEiikFZG5sLTDfdCidpmmz97PTEyt2bAUMFR8PNzr7DlRqGC1u8yoE9Ij0JWU4KZvsuNqDDAuwWFgVwog+vI9aAgIWRFK3J+ft7arGezWfT09KC/v9+C/du2bcP27dsRCARw4MABHDp0COFwGNu2bQMANDc3o7KyEg0NDRYor6+vx/bt2y1OdfDgQfNu2E6CCpVxFo4hHA6juLgY8XjcYhPpdBqpVMqy8zR9NxhcSM5g/EINBypmQnlMOjh69ChisRiABU+OCoWxHQquyclJZDIZO7fG9hz5+flWgby6uhoTExMW16KlX11djenpafNICgoKUFlZaSnU5HmWjJqcnLTUcSoI7ezLCiEUevw+6yKWlpaaF0aYMj8/386IRSIRjI6OGoTI3+kBaHHb+fl5S6XnHiQcmMlkrEJJaWmpGR1cpzVr1lgPsF/7tV/Drl27UFFRgXQ6jddffx0XLlzA66+/ju7ubuTn52PdunVYvXo1wuGwrfmZM2csOzGbzVo8Uo0+jSfT0yaET2NI48n0vrW9D+dDwT45OYlQKJQTi2SPLa43E5XIa7qf+DfCbEz3psygElQ5x2soF8ijfB6/owqOygVYzPRV+aYGqHppik5RmVJ2Xi5dNUqKRCbQVErCV5q2qmebKKC5+IqXq9DXl6zxJa+Xoh6W3ocWB+9PRtfsH1ouAMzdp2VUVFRk50i8/a2YLs2MKgbmqRAUn+bGJ2lSBJUbFRkZVZNG+Axi52Reek8cGxUrAAvUc7x8N+xayznccMMNiEQiuOGGG9DX14dUKoWenh48/fTT2Lp1K2688Uarpceisjt37kQ8Hsfu3buxZs0anDp1Cl1dXejt7c2xFLVCvSZ30HsoLS3NUUDxeNyKqhKaYZFRbjoKCkJG7MbKTLpwOGwVwdPpNObn51FZWYmWlhacPXvWNjCPAtCDCwaDFhsrKSmxnlPRaBSlpaXo7u5GOBzGhQsXLF4XCARs3ADsHQcCAesjlUgk7B7xeNzaXJAvksmk7QmNlTLeRrhQC+iqB03vnIJ3enra6hUqgkBIVmOY2tST8Bb5k3slk8kgGo1i+/bt2L59O1555RXU19fj5ptvRl1dHU6fPo29e/eira3NuuRu2rQJZWVlOU0E+/r6rOeVQlzci4z/KaRHHgKQIyuofIgycO2ZkMD7Uv7w3XJfBINBiw3Sc6S80rNWTKoZGRmx5zE0MD09bf3quM4KvVM2Uv5w/DRwuU/U81PkhP8rMqWySkMCii7xvJwXZrwcumqUlGaYUKgAi8rBu0gUDl5oi5thqYQBdcHpfSjWqrAfhTBfNOE1b6IDN7iSJiMwDsEXzY1GHNi7OTh2xlV4P+CdODm9JiojjhtATgxBz4HwngykkyE1IYTKgN/TGBrXgkqZG2p0dNRStRsbGy1NnW1AOjo6MDw8bFDRunXr0NjYiNLSUjQ2NqK2thYFBQWIRCKoqalBNBpFSUkJOjo6LF2c1rBmObHILP9WWVmZcxCX74dp7bxez8QR5qNQAWCVwlnySBNd8vMXevisWbMGQ0NDFvMiXMI4XTAYNA+HkCAFPqGh1atXo7Ky0sbm3EI9wPPnz2PHjh2orq42uJiQXGNjo6Wn19bWWtUGJoCwiCoTPTiOqqoqy9KjF8hrmOyhyTQsjuxNZpmfn885WF5YWGj7le+FQjAUCqGsrAzJZBLhcBjV1dVYu3Ytrr32WmzYsAHpdBrr169HXl4e3nrrLbS1taG9vR0XL17E7OwsmpqasHXr1pxzXYODg5ZpSm+CxhmAnPgagJxq9+QHFcSUB9xfvE470xLB0IQmKmsaSqy5SFhU4WUKe3pTmsTA/a2Gp8JurBihKe0ak1J0hmuwVJhD76uJLJQHXlmgBj6wcH6Rntvl0FWjpEia+eN9GXyZ6hkAyHnZhB28L4bMx2dQUainxnvzOyqgOYalgo+EC3TsagUTNqHlTyuPFpE3m4fPAnJPvSsDca66Rt4EEcXK1RPjM6h4KHi9wVMKZYVEuZa8t3q4qVTKYkvc9IwPEeY6duwYstmsdeJtbm42wRoKhewQMeFA5xwOHz6MiYkJWyMdE4mKhwVLuU6MsVDJcRwATGAwg5Bj4HXewDg9TFrjodBCs0FWaWf7clrDTCnXs0cs5UTFoe1O6HUlEgkEg0HL0qNXxzhQOBzOgXjJVxSGWuGEMCGTIMhrVGLkQybKUCmpAAZyD+IqVK37g+tCw0WhteLiYjQ1NWHjxo2oq6uzWoh1dXUoKyvDsWPH8LOf/QzHjh3D+Pi4ZYZGo1Hb24lEwpJBBgYGMDk5aefFuGfJj+QJb0xbM1Z1D9ATVCNFDVXyPGE3AObBct0I/WmlfTUK+TyFFjk2NZZp6JC/aRhoIoPKAso7b/IHSe/rNcTJJ6qUKAO8ikxjVpdDl5Vu8fjjj2Pnzp2Gy7e2tuL555+3z6enp/Hggw+iuroaZWVluOeeezA4OJhzj+7ubtx11112sPPhhx9+z/jRpRI9Fq8b6nUx1frRFwXkpmDzRagQ5++aNqrWgz7PGyPjS9TMPlVkfJ7CIPwun8tnUTCoslClo4yw1HPo3nvnopAe14dKiBloFLK0Cr0bWo0DnRfHocqe36OQcM5hZGQE3d3dOHPmDMbGxpDNLlSGWLt2LWKxmBWcPXDgAPbv348TJ05gYGDASg6FQiFEo1Fs2LAB1157rWUIEgoj1KLj5P/MEBwZGcHY2JhBd9zIhE2YaMFMNmaoMfOPWXyEb5hxR8hN665ls1krx6QJHYFAALFYzHosMeZEJVlUVIS1a9daHyYmSkSjUfNyeXaL60yvmMVY+TwqE3pQGpQvLy9HRUWF1ehjbI+HprXEF+M89FqWivHSkFABzvXl/lO4Pj8/H9XV1diwYQOuueYa3HLLLdiyZQvy8vIQj8dNKe/btw9Hjx5FMplEWVmZeeOssN7f32+t3YeHh63xoHr4XsheK9tzH1KRk6cpeDUpgvuEe0mRHJ0XjQ3ColQsPMeme1L3O+WcjkWNZl7D+2n4grygsXFVcvxMDV6Vb7pGqrxURlEOMNTAv3mV36XSZXlSq1atwre//W1s2LABzjn8x3/8B+6++260t7dj27Zt+LM/+zM8++yzeOqppxAOh/HQQw/h05/+NN544w0AC8L0rrvuQiwWw89+9jP09/fjc5/7HAoKCvC3f/u3H2gCJC4sme7dYDgutlpIfAl6kI4vj9/1xpjUctAxvBvxfrSQvGPj/ZkRRKb3KlFNnSd0pkoPyA14kkGonMgsPK1Py1c9JTIYT/J73XdvZQWS13riBuH3uIG5DpqWq3GyoaEhJBIJqwSQl7dQgaGkpMQOwnZ2diIej6O7uxstLS0WmyotLUUkErFafPF4HGfOnLF0bMJQFAxcV66fFzZlVlVBQYF5Tnx3FERlZWUoLy83SI78Q8iurKwsZw11DZhxV1JSkhNXystbSLemB0TDhHGwSCSClpYWpFIp9PX1oaSkBHV1dVZs1jlnZZoYdGc8tre31w5S04Onh0PPkF4Z+zCl02kkk0nrqcROubTsKTg5Vm+WGLBYrUEz5nTPKK+UlpbaujJjb9u2bdi5cydGRkZM6VRXV+Ptt9/G0aNHMT09jbq6upxCuZlMxno/UcFrMhLXWs+AcT1UiauhSgOA+5pGIsMNhNcYw9GkBEL09EaZZKFZtVwvlTncv9zPhO74ThU58WbSqXHK76hc8q69GpiqWL1KHMitrM75ciw0bAC8wwi4HLosJfWpT30q5/dvfetbePzxx7Fv3z6sWrUK//Zv/4bvfe97Vij0iSeewJYtW7Bv3z7cdNNN+MlPfoKTJ0/ixRdfRF1dHa699lr8zd/8Db7yla/g61//ek7tvcslL8aqWSSqjAjraGyI/3TzaPxGvTMyGwWR1yrxjgdYZGT1pnSzEi7TOIeXCTSlXBkLQE5FCO9zFUbkMwl5aVYhn8Emf2R0pjBrwJjxMK6NMioFa3l5OdLptNUaY7o550BlTSXI2ER+/mLvJAbh6SE1Nzfj2muvxeDgILq6unD69Gl0dHQgFoth7dq1WLVqFRoaGgxyY3zrlltuwfT0NF544QU7Z8L1YJo0140ClwJ2fHzcYCc92MlYCZMJqqurEY/HMTIyYqnT0WjUPKzGxkaznOfm5nDx4kVbz5GREVRUVFgPpuHhYeTn52P//v3WOJAxo1AohKGhIWzcuBFFRUU4efKkVVQfHh627r7sssv50BhhsVgKZfWmyVPMNGPcg8qU1SBYIokxUgoj51xOpinfsSIbPAulkBD3wczMDGpra1FdXW3KprCwEDfeeCMaGhqshmFPT491z52YmMCRI0cwMzODTZs2oba21uDNnp4ezM3NYWhoyMajsBefzblQKamxRaGvXhP3M69XQ5JZrLwf1945lwODKhxHr4f31bNOHAeVKWWCGoHesAZ5zAvPaQxY4+tcEyqZpdAYfa7KN40/etESyg5FaD4IfeCY1Pz8PJ566ilMTEygtbUVBw8exNzcHPbs2WPXbN68GU1NTWhra8NNN92EtrY27NixA3V1dXbN7bffjgceeAAnTpzAddddt+SzaKGSUqnUO66hcmI2DTPxNINILRZv1h0XVXFZZT5ah2ol8cWqUFPrUb/rxXrVwiTzO+eshp9aLnxmOBy20/zErzUgrwqDG0QDwKp0OS7GI9TT5FqzDxM9BsZ+CGtw/bgRGChnEF03BzctBS2z2SgouOHpiczNzSGRSFjposLCQlRVVaGhoQHOLVRUqK6utjhOZ2cnjhw5AuccGhsbrcjojh07sHHjRuTn56OnpwcVFRVoamqyVGV6ZFRGzLRjLDCbzVq8hgkI2nCPcBCtWT0/ls0uFKJljIk8xrjS/PxCunVDQ4NBeazAEQqFkEqlDK5i2jj7TFVUVKCnpwfAQufhyclJHD9+HKWlpairq0MwGERvb69l4DGpgk38KLy51pp5yIryrErBd5ifn59Tuog8x4xA8oVmypJoHGrckkYKn1FcXIxf/uVfxjXXXGNzSCQSaGlpwfr16xEIBNDV1YWDBw/i0KFDSCQSOHLkCFatWoXt27cjGo0iL2+hugeNGFbsp5euEBr5V2OkhNHI31QWnJfyN+WDno3ivEtLS83z95Ydo7eriAe9Oz5XIWkm0pD/eA3lFdeWsoieH8eqmbWKNmksjv+rIe3NVKRxQ2WpxjfHrEaPZjPqudTLpctWUseOHUNra6uVtXnmmWewdetWHD58GKHQQjM2pbq6OjurMTAwkKOg+Dk/ezd67LHH8I1vfOM9x0UGI8Mo7OK1DIDFsiDqFWlatQb4NWbBlwwsQoaqDNWa0ACjWuuqLLg5+OJ106h7T0WtcS7CVhQWZHjel5tjbm7OSttMT0+bp0FSeEEZSuFF/q7wHkkTDYAFy5BdYNUK5cYZHx9HXV2dVe+m0pqfnzcBzvUNBAJWreH06dPo6+uzg7xNTU2Ynp7G2NgYDh06hP/5n//BgQMHsHHjRoTDYWzatAk333wzCgsLcdttt2F2dhb9/f2orKxEVVUV5ucXqkHs37/fsi9pBHADzs7OoqKiwiAWQlqEW2gA9PX1mSAkxBaNRs2wOHnypGUesko5ExyYkMAUcAA4d+4c1qxZY2vKdzw6OmqFUIeHhzE8PIyioiI7I1VdXY3KykqUlJRY00MKjGw2axAg155wK70JthshrykCEA6Hc+K+VOwqjIDFiv3cAzzOQEVOHiouLkZ1dTWcW6ii0dDQgFtuuQWbNm2yFh0UwoFAAMeOHcMLL7yAN954A93d3YhEImhoaMCOHTtw7tw522MDAwM4f/58TrKBQliE+diTjHteA/uaVKWp6BTunA8VGvcJ7xWPx+0AuDemRAON8TuFGwGYMQfAjMR0Om2f0yglAsP9Rx5RL0zlDveaQpC8pxralDmUDaq8iSIQreKz9DwoY3K8l8bMPwhdtpLatGkTDh8+jGQyiaeffhr33XcfXn311Q/08EulRx55BF/60pfs91QqhdWrV+dcQ2WjAWkvjkoXXd16hfz0u/yexnQIhfDvXteXysYbm9KXv1QyAQU5v6cJCAysK2at8yLzE6LzVqaYmZkxT4BjpBDm33QtdC5UWBS+TBDg90jcKKowCf/QuqPlSetMmxaSKCg5T3qufC+Dg4O2mWKxmCUhVFZWoqmpCefOncPx48dx9uxZFBcXo7GxESdPnsR1112H66+/HnfeeSc6Ojos5kbvhbX/KDhYQojrRg9IvXBasQDs0DCFEWNvqVTKLHnyD8+EDQ0NWZ06tXQBWNIF6/vRyyGU1tvbi2w2a4kLjL2w0eDo6KgldPDoArPbmP5OI0YhawoiQmDKG3wePQctGURFR6GtwpFGEiuu0MNm1iDT2hsbG3HrrbfagW0aJ845q1r+4osv4uTJkxgbG0NVVRVaWlosZllYWGg1FVkKinzMg8vq/ZNnVZgqhMb9o7KE68h14B7WuK0axePj47aXuX8op/TwNAU595bCbhoj1fgQn0eDiOMgH/G+lCc0/LRwsBKvpcHNf2qUUA5o7UKuoYYA9N1/mFgU6bKVVCgUQktLCwBg165d2L9/P77zne/g3nvvxezsLBKJRI43NTg4aCfuY7EY3nrrrZz7MfuP1yxF2n/mvUgxWoURuCn4uSojIDeJQj0SKgC68u+WPUjBql6OKj9aESx3o1aabmgvhqz3I5TJsfLci7esEp/Fc0hkEr23QgJqnXFMvJ7rRKiCcQ2vx6mbXPlEz1wQAtLzNxS66qVyrfV96RqlUikMDg5atYhgMGjlcfLy8jA6OmpxoLNnz2JwcBBnzpxBPB7HjTfeiMbGRgCwGnBcs46ODutSOzY2ZtYqEyy4GUmKtROe00OhNBC4XjyDRG8ilUqZZUrYjcYRnzMwMICRkRFL2eYzeN7Em8DCeB6FG2E4xtPUs1ZkgbAbLfKl0AdNHvB63kBuuxzyP5MPmNbOhBbej1l7paWlGB4exsaNG61809jYGPr7+zE4OIipqSns27cPY2NjAIDGxkZUVlZaBfrBwUEMDAxYry0aSBS03gQA9TIUdeAceS1lABUv4VwAOcpDPTCuBQCrJq9GsSZrcN253zU+W1VVZUcYeG8iG4T/vQeFOWfCrhovJ2SvvKtykca3Vx6oYeyVm7wX94qeh1PE5YN6UKQPfU6KVvOuXbtQUFCAl156Cffccw8AoKOjA93d3WhtbQUAtLa24lvf+haGhoZQW1sLAHjhhResNfiHIS44F1s9Fy8RPlMvSQUxkHvIjfNULNZrHajF6RXcS8We+B0do3pwqrS4uTTLhoxJptJncpwU8Bpn0oCnxt44Di/Ozt+9m1pxdG+8zTs3vT+FlsKACgeoN0lLkWuvmYnnz5+3M0SrV69GSUmJxa3Uwpybm0NHR4dZ+owVRKNRq7QeDC6kpQ8ODqKioiKnAyvbgwAwj1aNCFqxCvNS8NAbUU+Mhg8Vj3po5BfCiIyLafyT6z8+Pm7tQHgt41hcQ6afM45B4cUx6Hkxrr8aUSq0yfNqdCmUo7ylWXGlpaVoaGjAqlWrEI1GUVlZadezd1hhYSFOnTqFoqIidHV1GYzZ09ODrq4uBAIBdHZ2Wo+ocDhs5YNmZmZw4cIFDAwMWM075SN6dwrB811R+egep0BnbFGRBf2ZxgY9a1XK5Ak+X5ENNf64D1UGUF5wrDTUeH+VO15FCSzWx1SFRAWlssj7XlUO6HjUeFfYVOWExqgVJlQDwYtqXQ5dlpJ65JFHcOedd1qvm+9973vYu3cvfvzjHyMcDuPzn/88vvSlL1mW0h//8R+jtbUVN910EwDgtttuw9atW/F7v/d7+Lu/+zsMDAzgL//yL/Hggw9ekqf0XqQLrS8DyD0XQFKPhS9CrQVNuFAlosKdf1NF6H2J+hy1NJQZvIqRL1rvq9Yrr6USUi9OhQm9KW+Ch3oAquh0XQiDeCFMCjfNBlJ4ElhUxjpXjW95ExF0rbyKWwOwhP7m5+cxODiIYHCh9QRhJCZ6sMEeN9fAwABOnDiB6elpRCIRRKNRrF27FuvWrbOK4fn5+airq0Ntba1VqCC0BsAqn9OrosBh+jyFDb1UVeJ8f+QVrtXs7GKXVtbsA5DjGakHS6HAhoiZTMZqzhHemZubM+9aFRsVHT1Ven/qHeu4la9UOZKP6QWoUOWRAhoiPEy7Y8cObN68GfX19dYi3rmFg9LRaBQAUF5ejs7OTrz22mvmPbKIbTC4kMbf3NycU0mFDQnZ4n0pKF7jYKqkuAbkUeVpKilWwdB3qJ4m+ZX/Ez1gyS1+pgqNyQdeZaXCnMcMyCu8B2WZ1wvW/1Wm6d5WtIbj53UcmxrGSqqcFBrW6wgBej1r9UY/EiU1NDSEz33uc+jv70c4HMbOnTvx4x//GL/+678OAPjHf/xHBINB3HPPPZiZmcHtt9+Of/mXf7Hv5+Xl4Uc/+hEeeOABtLa2orS0FPfddx+++c1vfqDBK/GlqLejUJFagRQq/B7/ZbNZO6hIQaQvQgXmuy24KjcvfKhnGHg/4J1FGr2bgBaylwnoIemhOY6XwoikCpcMybXQdHxV6KykoNYRr+E6KHat68i14oan0mRKuhZu5T3I6AByDAVgUdhwXTiu8fFxs7ZjsZgVIg0EAnbOp6SkBKdOnUJ7eztmZ2etdt7OnTuxZcsWOwRbX1+PVatWWZp0YWEhenp6UFlZib6+Pot30EMhjwEwmInrQ2Gla+WFetWIYYal9qDioV2NdxHepCDUADiFGeE9/p3vm8/Rg6z8DoW2CjuvB8B3QuFXUFBgsVB6TdFo1FpoVFVVoba2Fi0tLWhubsbatWsxPj6O3t5eOOfsXBh7dL344os4evQoZmdnzWOqqanB/Pw8YrEY6uvrTTGxwjm7ApOfuGfoQSkK4YW+uf+pULVihMKdur68P9fYu2/UQKOxR1mi3Y01RswxcnyUQdz7uicUWlSl60UyeG8aURr39hrVCmWrzPCSGsg6JsYoyRskTTTTGNnlUsB9WMDwClAqlUI4HM75GzcGkFvIUt1oAMaQPKiqMRFqfL5M/Zz35camUPbGsPTv/J7GhvT8ghIFMIUK75fJZKxXDIUBA/caV1rqfkoaW6Li4IYMBoPWets5h2QymaN0NGuN48nPz7cAMhUfPTNgUUkqrDI3N4eJiQnLblLYKBgMGqPTKvfW2SstLUUymTSYj0U50+m0pWfHYjFLyuD5pUgkgpmZGfT29lr1hmw2i3A4jK1bt2LLli24/vrrLcbByhDAgrA6c+YMTpw4gUxmoQdUd3e3pWIHg0GsWbMGk5OTuHjxosUMAGB0dNQ8PHorPEyq1Qz4TBYGzsvLs7M+rJGnnhpjUzxUquuracI8xMu1zGQWuvlqZ2CNUTFGpnEQVhphdY2mpiYAC0ku1dXVqK+vRyQSQSgUQnV1tTUZrK+vR01NDcrLy1FSUmL7dXh4GBcuXLASTVNTUzhz5gza29tNQcViMTQ1NaGmpianASW7EI+NjaGnpwd9fX0m+KgAuA/4HrgPUqlUTkkxJhSp50Gi8UfFpjzJPcJWJppRp4YA15tKhEcb2LWY+0SVQzabtQKzarCRD3md0lKwncaN1ABW+FLlgzeBxHsd96nGZKlcKQvVu+N4NZEmLy8PY2NjZuApJZNJVFRUvOPvpKtGSRUVFSESieTARFQgymhUJAw6et1jhTFUODvnLGiq36UAVeVGwarQFa0vQjnqKSlpzEdjUAxOcqzcNMlk0s4uKROVlpbmZGCpBRYMBq34JX9XOMCreNVrolXJvyuUwjYHahAw1ZmWFC1yklqprDUH5FaXpjAtLi62c0rOObPimQqtKbb5+QutxCsrK1FTU4NIJIJYLIZEIoFUKmUHb+PxOKqrq7F161ZUVlZi7dq12L17tyUHkZ8YA0qlUjh9+jSOHj2K3t5eJBIJg7EuXrxoyprZZewpxcO49Cbn5+etKgabBNITIFwXj8ft57KyMlNKhPoAmHGhfMa2GISXGCvh2JLJZE7iBe/FA9OpVArz8/OoqKgwT6usrAyxWAyNjY12YDkWi2H9+vXWOoUHakOhEEpLSy31fGhoCBUVFQiHw2hvb0d7ezu6u7tx8eJFdHd3m+DSho2sL0ij6OLFixgcHEQymcTY2Bji8bgpEecWiutqCSMqEKbScz9SeGazWUtA8Coj8vdS/A/APF7ue+5FGgNUCF7khdcDC4YJzwwCi4WmNU6oh3+1arpWcVD5RBmkIl3RF85d0SX1sCgbvfuP99T9qMqQPxPRoRzlfbgeqVRqyYLa76ekrqoCs1x09qsB3tlnini7ngSnAKfFCLwTbtK/eTPbNJWbDKDCl0FyLRypzOPFbL1MpsFQr1Ij82qig0IzJO+4aZEzLVmxa96LqcocG38Gcs9q0DJl3bqSkhI7NMr10DYM9C74Lli1gM+gsPUW0uQcuKYsV8S1DwQCSKfTKC0ttc0yN7fQrryyshKZTAZVVVVobGxEXV0dUqmUdYR94403EAgsNBc8cuQINmzYYK3IafwUFxcjHA5jzZo1yGazaGpqsl5UmmzApoclJSXo7+9HRUWFrVEymTTDIhaLIZVKYXh4GABsTVjVnGdjnHNWjWN6ehrDw8NIJpN2TmzVqlUoKCgwS9U5Z9mLWuE7Ly8PdXV16O/vN0ud3u3MzAxisRg2b95sVThKS0tNWLe0tFg5tEOHDiE/Px+rVq2y/kzBYBDxeBw1NTUmAKempjAwMIDTp09jdHQU8XgcnZ2dOHv2LEZHR82o4Fo2NDSYt1dUVIRkMmleV39/P/Lz8y32lJeXZwqcCSoKvSnPKTJCnqDiptej3hCAHEVDYUyPl79TySjsxv2s8Unuq6Xgec1q5ff4fJ0PBb8WHFDFR2ORSlJlgcKBGr+knOC7UmiY6EpeXp5594SD6SVyHJok4lWKWu/yg/pDV5WSAhY9Eb5Y9ZY0NsDNrxgyGQVYLMipQUNNb9fYE6EVMhXHoa64ek/eMfF6INezIOXl5Zn3oH9X5aYek3qRVG5e7FrjLmRQMr1CB7rBGbRmQJmJD4SJuGaErsjIZG716FQgaPYS11sTL7guhGjVUuPcotEohoaGTHDxO9nsQht3FltdvXo1qqurUVpaai3ZOc50Oo10Oo329nacOnUKZWVlOH/+PJqamlBYWIjdu3dbUgZ5bGZmBhUVFYjFYjZXVunOy8tDX1+fVTGnwpyamsKGDRuQn79QwYGCcmRkBBMTE6isrEQikUBNTY3BfvR8ysrK0NPTg7Nnz2LPnj3o7e21xI9kMolAIICzZ8+ipKTEKmc4t9DoMZlM4rrrrrN2H5nMQvO9oaEhDA8PY/Xq1di0aRMSiYRlTNLyZRUPhb7Ly8tRVlZmlvT4+DjefvttMxLOnz+Pw4cPo6urCyMjI0ilUshmFw68MguTFTRYab2goAAjIyPo7e3FzMwMBgcHMT4+bmfONFaUl7fYXVo9A84NWCw5xH1GT1v3hH5OQa8Ql9dT4ncI/2mskUqNyUGM/9H7oBftVUjcq1xf3av0anQ/KvJDb4eGI3/XGLLOVeNxitzQsKWc4TpTmWlMWNdZE6coY2m8Ej36MDGpq0ZJ8aWpJtfPlLGBxYUHFq1whQW8CoG/e18s76VwmW5kMgnHp3EuFbYau1mKQRTO0WcqKYRI158bi8TvBAIBS5XVYDK/AyCn4C7HxWtVuVOxqjVHQU7vTZWlep5kaC827000YMYTcX39fja72L+Hz+IYOU/OI5vNIh6Po6yszKCympoabNiwwbwcBrcnJydx6NAhHDlyBKWlpZiYmLCYFzvM8izW9u3bLZuNcRoA1u4dgJVICgaDaGpqMu+MQj0ej2NqagpVVVVIp9OorKw0GE2tfxbe3bJli3lRNIQYE+G15eXlAGDtKWpqarBx40bjv5mZGQwMDJiya2lpwenTp625I707CnIKWcYlE4mEFQTu6enB2NiYoQYXL17EuXPnkEqlzCqnYQDAMhXZZXh+ft4OV4+OjponqGXRqBwymYyNjYqPNRnpZeu5RvIl9wf5gjzK9dB4DoU7vT1tScF3Rp7lHtEK6eRjhewVYuM+VGOW3gj3lSoA3fMaz1VZQoNQYUolNZD1d8akNAal12j2n8oRb01P/sx19MJ/H4SuGiWlLjcXGsg9b6SwFheOwpWknpbeW5WTKjFVZuryk9RDUc9O7+m9VhUdXzifqZuAwXK1lNSTVPfb66EQ71+KMXWTehlP5+qFTHmdtm/gXKh8FOrQ96FeFi01r7JW8sa2ZmZm7NyQpl3rO5mdnbWqBExbLy8vR35+vvUnYvkoKkgKd8JH0WgU2exCNQEA6OnpQXFxMSYnJ7FmzRpTZowRDg8PW3sKVlTnGR9CKozjMajPSu5cXyoaAFZnb9u2bSgtLUV5eTmmpqYsg6qgoMAU7szMDKqqqixVnZ5QZWUlstmFuoJ6KFr5e2RkxFpazM/PI51OwzmHsbEx9PX1oaamxgrfdnZ2WpX5/v5+e9+EhQoKCiyBRY1IrvfIyIidTaMBQMiRCScqXBXS1n1Lo0oFqSIVS32H/Kt7XXlSPRpVDFSMakgxFkrP592gOBqR3kxCXqeGqDcOzHF4FaBXBi01J284QQ1W9Sa9a+2FM7335fd0nThWKssPQ1eVkqLVqYumVooX39VgKF+6WlhqcVDoK3ygkJ5aEirYVdmol6RegNdrW8otVhhSA59qnXkDlqqI1QPS3xWC1PFoCrOesleLkRXUuVEVRuUaaGM3EuMk3FzezadKimPgdwg10rLle+MZFQpThUpoKfI+TF5gZYpMJmPwlkJQzMgCgJGREZw9exbnzp3LWcfx8XHk5+fntGK/ePEiZmZmEIlEcO7cOXR1dVmMjnExQnHKUwqN0hhhqRzy5vz8POLxODZt2mS8xJqDoVAINTU1qKqqwuDgoCUYpVIp9Pf3Y25uDmNjY6ioqMDU1BSSyaSVFXLOoaury/pXnTlzBhcvXsTU1BSKioqs3uDw8LC1yCgtLbWsRj5/ZGTEPERWmODZtdraWksuoeJMpVK4cOGCtV3hO+IasMgtM/yYwUiom3yfzWbtM2AxVktByr+r0ccq9mo0UR7Q69J3ran8ExMTZnABsBjv/Py8wVuKTlBws18X3yW9PT6DKIPGxDhu/q/ogo6J+1YRDvXKKFcUQeI+UYWtssUL/el9CBHq2S9vUpgmV3zs4T4yKbDoDZG83hIZUw+sqqWlgXB+zpRtvjgyl74EtYC8MROOQ112tUT4N2UWCmASNzc3lDejj/ek4OL5hWBwMZtPg8RMI6cFyL/TItVNy/lQmPL73vgM7wHkVrzgGmnGENPqmRo8NTVlZ4D0zE5eXp6lmau3R4XNedF7YJYhsBjMpaJVC5YC8dy5cxgfH7dq5RUVFaiurkZ5ebkdFmYaO1uHEGoi7JWXl2ctJJgkUVVVZVAXY3VlZWUIh8PWuryhoQEtLS02t/z8hYrXHH9XV5cVpeXYR0ZGUFBQYKWg0um0taW4+eabceHCBezfvx+ZTAZDQ0MYHR21AriJRAKjo6M4ffo0stksGhoaUFBQgL6+PnR1ddkaMfOOZ7W4V3jMgONXIyAajRrMydRzKmKmvZM/2dxyZGTEeE8Pn1PYs/ULjUe+f42TUlDyOhXGVFZUVOrBMzan8oK8rHKFfORFUsin/A7HOD09bZU1GEfVrD3uJ68nRMXLPc19orEqlWmKjPBvClfyvqo0uT5UgIxh6ff0GarAGV+jQavQPZ/jDUPo2vhK6v8zuRY71Gwwtba4sOoa84XwelVctOqohCj4vbEvMrF+X61iktfrIAN6a6op0WLyQnAsGMkNysw8joXj1sxF3i+bzZog0cOhJG+qOOeoaaq6TvQI+JlWLuD4uRFp9dJi4z+OnZmFvBcDvvSWuVG4hoTfqPQpdKgomQGmAV7OeXp62hIYqPxo+VdVVaG6utoaGPL5FHCRSATj4+MmJFnGKJPJ4NSpUyZEGQdjA8TXXnvN+l1t3LgR0WgUtbW1qK2tzVGwvb296O/vR01NDcLhsMF99ITS6TQSiQQ6Ozuto/ChQ4fQ1taGkpIS1NTUYGJiAsPDw8hms6ZUL168aOWFMpmMZXlyHxECZZbg6Ogo8vPz7Tt6hIEGgPIavdKJiQlMTk6iu7sbPT09cM5hcHAQ6XQ6Bz7mnGkc6T1pRLFSBb2zwcHBnAoUTGrR3kts4EiBTZkwPz9vZ8yoGMgXAHISH5iFSNIyQDQwye/c76xMQp5XxAOArTGNZXpO3Esqp0jK83pP9YAox7hXOC8SZZ3em2MgWqR7Xg1SxhV1fyl5lSP3/Ielq+acFA/zaryFQpcLrdixWhQqYMkg3jgP3XQKRXV1gcVDecokFOAKl2nygCo5xbsV29WsGPVa+HyeTldYTy2ryclJa0vBEjp6UFWzlvSgsbfJn1pBk5OTCIfDdg6FG1a9P1pVzHIjzKbKxrv+VD7T09M2ZioyxnQoVPWIAK19jpcZV3wOAOtErEcQqNAmJiYss4xnyzRFmed2gsHFMkzckJFIxM4uqfHCTD6emaI3Ql44f/488vLyrGdUNBo1YVVTU4P8/HyrlJ7JZKz9SHd3txkjvb295jFPTk4iHo+bYKiqqsLo6GhO6jAPX4+PjyMcDufEN4kWNDc3Y2RkBEVFRRanIw+MjY3Z+aW8vDxrjMhEhenpaStjlMlkrBtuUVERBgcHLV6pCU6EwdjShAJT4TDyPRNgmLlIRTc3N2dxOxqj+fkL5+Smp6dzKsFTePL9cz9rnybuMe5lYBH+49woZ/Q6RVCU1xVep2enJZzozWi7C2ZzqtFHUvnC9aNyVGXH37XCvsKLqrzoKXuTrPQdke+XinlR5vJ3ygNVoCyM7KWPzTkpCmcyg6Zm68LzWg0UkimpRBSW4vXAImNRgFOY8eVqxQUvxLcUzEfG4AZZynKikKaloxAYBazG1qgo6DkVFxebcNL4jTKkuvpkKN6Dz+JmpuJX7J3wIBUBP+MmpeWVl5dnyp6ZZVwjwqwUAJqpxt9DoZBBLFSEPBfEsQOLCp9/I6SoRosKDo6TTQ7VCJiamkJ3d7fVuuMBXFrOFRUVlsZOT4PnfLLZhfYWExMTBiEHAgvlcWprazE7O4uenh5rh8516u3ttXgXvzc6OmoCg8qW75iCu76+Hul02mpnsmeXCsJoNGrKjAIcWGzSF4vFjD9ZsZwwD3tT8X0z/ldQUICJiQn09vbagWWNY+hzuAe4H3j+izFQhYzU0CC0zYryPBRPfvXuG0Ub+L691r/Cb97eTDSKFHJXhaAxL1VU5Hc1avUzHZ96YfynhW1VljBemUqlcmSTIkE86sC9QX6iYcp34JUBqoy5J3TcGg5Q5Ec9Jso47is1tPn/u6FE70dXjZJiCwMSF1AXlaQ4sOK0vFa1P4n9eQCguro6535kVDI5lY2+VH2hfL5mHpH4HW+8hXEPZSZuam4IILdwLr9DC5+MTyGiCSBcB7Wu+Tnnp54h76flmlj5IhgMGgxJxa5xNyonenQcgyp0ZoVxo1FwaH01DZJr3FDvxRiVQoeEf2iF06Bh7IjvgPcBFg/aetdybGwMkUjEPBp6g7T2aTnqu2YyQl1dnR0QJvzE3lHOOUQiESuLREixpKTEgtT19fUWVywvL0dNTQ0GBwft3BTHwTFoRRDvId+ysjLzRoLBhSZ29MQymYW2EDyEzP3A9xgIBOxAMI08xu+o3IqLi3PWgnNkTEc9Zk25pzBWKFED+hpXJu+rgcE9yXiy7lnyCxU+14zogCYj8Xrem4YN+ZWGF8folScklTlqLPE5HCsNN01U8sJpvAfHptmNXvmn4QXyob6HQCCAeDxuvK9jVs9I/+czvPExRXN0DOoNXg5dNUoqm80u6Ur+IiidTudYYcDiuSNuLiCXIfn7Ui+RTE4lpNco42omjyowb6YhsHgejJtO41/8jEpIN5NajbSeNA6m3iewGPOhYqbioEXmtZwpzILBxaxBhWH0jBUtPnoBnJdaj2oVUuBxo6o1yu/qcxlDoKAmfMl3ojE6rjE3Gu/PZ01OThoPTE1NWWkgdlglPEbBx4aN7HY7Ozubc2CVApixnUgkkiNA6Cnl5+dbN+Pi4mJbA5ZQ4v3o4SikpMJV42nxeNxigjRa0uk0UqlUTodnCk3uPZat8ioSZut5eYK8SkiKgl/5MZPJWHFl8pcKWoXUVLhqvEyz/sibwWDQykvRS9O4qfK3oiKKsqghoz974z2cN/lJjVKvHOCceX/OiTy6VBIF15Dn+xR+1z3P7+l4VWGSV5cbXTUxKZ+uTmJx0qUgTbVGqaQokNXqpMdGJULPk40IGSSnsvB6c0BuBXgg95wd70uYh96G1/otKyvLyTYrKytDfX09gsGgZb+xcKxmXwUCCyWKgsGgeVq8F4UfxxiPx1FYWIjy8nIrgsqkDq6LHnzVUl1UJplMxroT01PRwrgan+FzM5kMSkpKcjLA+K6o4OkBcv0AWKr/xMSEnRNT42F+ft4ao/p0ddLHJibl09VJbOfuk08+fTzpnU1IVgCtQOfPJ5988smnJej95PmKVFI8o+KTTz755NPKpveT5ysyJpXNZtHR0YGtW7eip6fnPfHMlUypVAqrV6++qucI+PO82ujjMM+PwxyBX+w8nVtoR9PQ0JBzZtRLKzImFQwG0djYCGChUdrVzCTAx2OOgD/Pq40+DvP8OMwR+MXN81IS4FYk3OeTTz755NPHg3wl5ZNPPvnk07KlFaukCgsL8eijj9q5k6uRPg5zBPx5Xm30cZjnx2GOwPKY54pMnPDJJ5988unjQSvWk/LJJ5988unqJ19J+eSTTz75tGzJV1I++eSTTz4tW/KVlE8++eSTT8uWfCXlk08++eTTsqUVqaT++Z//GWvWrEFRURF2796Nt95660oP6UPR17/+9ZweUoFAAJs3b7bPp6en8eCDD6K6uhplZWW45557VkT7gtdeew2f+tSn0NDQgEAggB/84Ac5nzvn8Nd//deor69HcXEx9uzZgzNnzuRcMzY2hs9+9rOoqKhAJBLB5z//eYyPj3+Es3hver85/v7v//473u0dd9yRc81ynyMAPPbYY7jxxhtRXl6O2tpa/NZv/RY6OjpyrrkUPu3u7sZdd92FkpIS1NbW4uGHH/7AzfB+3nQpc/zVX/3Vd7zPL37xiznXLOc5AsDjjz+OnTt3WhWJ1tZWPP/88/b5snuPboXRk08+6UKhkPv3f/93d+LECXf//fe7SCTiBgcHr/TQPjA9+uijbtu2ba6/v9/+DQ8P2+df/OIX3erVq91LL73kDhw44G666SZ38803X8ERXxo999xz7i/+4i/c97//fQfAPfPMMzmff/vb33bhcNj94Ac/cEeOHHG/+Zu/6dauXeumpqbsmjvuuMNdc801bt++fe711193LS0t7jOf+cxHPJN3p/eb43333efuuOOOnHc7NjaWc81yn6Nzzt1+++3uiSeecMePH3eHDx92v/Ebv+Gamprc+Pi4XfN+fJrJZNz27dvdnj17XHt7u3vuuedcNBp1jzzyyJWY0jvoUub4K7/yK+7+++/PeZ/JZNI+X+5zdM65//3f/3XPPvusO336tOvo6HBf+9rXXEFBgTt+/Lhzbvm9xxWnpD7xiU+4Bx980H6fn593DQ0N7rHHHruCo/pw9Oijj7prrrlmyc8SiYQrKChwTz31lP3t1KlTDoBra2v7iEb44ckrwLPZrIvFYu7v//7v7W+JRMIVFha6//qv/3LOOXfy5EkHwO3fv9+uef75510gEHB9fX0f2dgvld5NSd19993v+p2VNkfS0NCQA+BeffVV59yl8elzzz3ngsGgGxgYsGsef/xxV1FR4WZmZj7aCVwCeefo3IKS+pM/+ZN3/c5KmyOpsrLS/eu//uuyfI8rCu6bnZ3FwYMHsWfPHvtbMBjEnj170NbWdgVH9uHpzJkzaGhowLp16/DZz34W3d3dAICDBw9ibm4uZ86bN29GU1PTip5zV1cXBgYGcuYVDoexe/dum1dbWxsikQhuuOEGu2bPnj0IBoN48803P/Ixf1Dau3cvamtrsWnTJjzwwAMYHR21z1bqHJPJJACgqqoKwKXxaVtbG3bs2IG6ujq75vbbb0cqlcKJEyc+wtFfGnnnSPrP//xPRKNRbN++HY888khOU86VNsf5+Xk8+eSTmJiYQGtr67J8jyuqCvrIyAjm5+dzFgcA6urq8Pbbb1+hUX142r17N7773e9i06ZN6O/vxze+8Q3ccsstOH78OAYGBhAKhRCJRHK+U1dXh4GBgSsz4J8DcexLvUt+NjAwgNra2pzP8/PzUVVVtWLmfscdd+DTn/401q5di7Nnz+JrX/sa7rzzTrS1tSEvL29FzjGbzeJP//RP8Uu/9EvYvn07AFwSnw4MDCz5vvnZcqKl5ggAv/u7v4vm5mY0NDTg6NGj+MpXvoKOjg58//vfB7By5njs2DG0trZienoaZWVleOaZZ7B161YcPnx42b3HFaWkrla688477eedO3di9+7daG5uxn//93+juLj4Co7Mpw9Lv/M7v2M/79ixAzt37sT69euxd+9e3HrrrVdwZB+cHnzwQRw/fhw//elPr/RQfmH0bnP8whe+YD/v2LED9fX1uPXWW3H27FmsX7/+ox7mB6ZNmzbh8OHDSCaTePrpp3Hffffh1VdfvdLDWpJWFNwXjUaRl5f3jkyTwcFBxGKxKzSqnz9FIhFs3LgRnZ2diMVimJ2dRSKRyLlmpc+ZY3+vdxmLxTA0NJTzeSaTwdjY2Iqd+7p16xCNRtHZ2Qlg5c3xoYcewo9+9CO88sorWLVqlf39Uvg0Fost+b752XKhd5vjUrR7924AyHmfK2GOoVAILS0t2LVrFx577DFcc801+M53vrMs3+OKUlKhUAi7du3CSy+9ZH/LZrN46aWX0NraegVH9vOl8fFxnD17FvX19di1axcKCgpy5tzR0YHu7u4VPee1a9ciFovlzCuVSuHNN9+0ebW2tiKRSODgwYN2zcsvv4xsNmvCYaVRb28vRkdHUV9fD2DlzNE5h4ceegjPPPMMXn75Zaxduzbn80vh09bWVhw7dixHKb/wwguoqKjA1q1bP5qJvAe93xyXosOHDwNAzvtcznN8N8pms5iZmVme7/HnnorxC6Ynn3zSFRYWuu9+97vu5MmT7gtf+IKLRCI5mSYrjb785S+7vXv3uq6uLvfGG2+4PXv2uGg06oaGhpxzCymhTU1N7uWXX3YHDhxwra2trrW19QqP+v0pnU679vZ2197e7gC4f/iHf3Dt7e3uwoULzrmFFPRIJOJ++MMfuqNHj7q77757yRT06667zr355pvupz/9qduwYcOySs9+rzmm02n353/+566trc11dXW5F1980V1//fVuw4YNbnp62u6x3OfonHMPPPCAC4fDbu/evTnp15OTk3bN+/EpU5dvu+02d/jwYfd///d/rqamZtmkZ7/fHDs7O903v/lNd+DAAdfV1eV++MMfunXr1rlPfvKTdo/lPkfnnPvqV7/qXn31VdfV1eWOHj3qvvrVr7pAIOB+8pOfOOeW33tccUrKOef+6Z/+yTU1NblQKOQ+8YlPuH379l3pIX0ouvfee119fb0LhUKusbHR3Xvvva6zs9M+n5qacn/0R3/kKisrXUlJifvt3/5t19/ffwVHfGn0yiuvOADv+Hffffc55xbS0P/qr/7K1dXVucLCQnfrrbe6jo6OnHuMjo66z3zmM66srMxVVFS4P/iDP3DpdPoKzGZpeq85Tk5Outtuu83V1NS4goIC19zc7O6///53GFTLfY7OuSXnCMA98cQTds2l8On58+fdnXfe6YqLi100GnVf/vKX3dzc3Ec8m6Xp/ebY3d3tPvnJT7qqqipXWFjoWlpa3MMPP5xzTsq55T1H55z7wz/8Q9fc3OxCoZCrqalxt956qyko55bfe/T7Sfnkk08++bRsaUXFpHzyySeffPp4ka+kfPLJJ598WrbkKymffPLJJ5+WLflKyieffPLJp2VLvpLyySeffPJp2ZKvpHzyySeffFq25Cspn3zyySefli35Ssonn3zyyadlS76S8sknn3zyadmSr6R88sknn3xatuQrKZ988sknn5Yt/T8NGN/NH7APkwAAAABJRU5ErkJggg==",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 2000x1000 with 5 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
    "source": [
     "protocol = \"3D TOF\"\n",
     "\n",
@@ -8607,7 +7962,7 @@
     "    test_series,\n",
     "    images_path=images_path,\n",
     "    features_path=feature_vectors_path,\n",
-    ")"
+    ")\n"
    ]
   },
   {
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam_parameter_helpers.py b/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam_parameter_helpers.py
index 13cb1b17cec..df725d02d70 100644
--- a/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam_parameter_helpers.py
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam_parameter_helpers.py
@@ -53,7 +53,7 @@ def sample_holdout_set(df, param_name, param_values, n_sample=5):
     for v in param_values:
         sampled = df[
             df[param_name].isnull() if v == None else df[param_name] == v
-        ].sample(n_sample, random_state=42)
+        ].sample(n_sample, random_state=42, replace=True)
         out_pd = pd.concat([out_pd, sampled])
 
     return out_pd

From 112abd860efc947c0b5aa121541eaf5626fcbbfb Mon Sep 17 00:00:00 2001
From: Jameson Merkow <jameson.merkow@microsoft.com>
Date: Thu, 17 Oct 2024 00:09:52 +0000
Subject: [PATCH 6/8] fix lint

---
 .../exam-parameter-detection.ipynb            | 180 +++++++++---------
 1 file changed, 92 insertions(+), 88 deletions(-)

diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam-parameter-detection.ipynb b/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam-parameter-detection.ipynb
index 4ba632dda2d..d1777658557 100644
--- a/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam-parameter-detection.ipynb
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam-parameter-detection.ipynb
@@ -83,7 +83,7 @@
     "import pandas as pd\n",
     "import exam_parameter_helpers as helpers\n",
     "import json\n",
-    "from umap import UMAP\n"
+    "from umap import UMAP"
    ]
   },
   {
@@ -116,7 +116,7 @@
     "# Please use full path for dataset_root to the folder:\n",
     "repo_root = r\".\"\n",
     "dataset_root = os.path.join(repo_root, \"data\")\n",
-    "gpt_labeled_mri_file_name = os.path.join(dataset_root, \"gpt_labeled_mri.json\")\n"
+    "gpt_labeled_mri_file_name = os.path.join(dataset_root, \"gpt_labeled_mri.json\")"
    ]
   },
   {
@@ -131,7 +131,7 @@
    "outputs": [],
    "source": [
     "# Load pre-parsed metadata. Each row represents single MRI series\n",
-    "df_mri = pd.read_csv(os.path.join(dataset_root, \"mri_sample_features-sm.csv\"))\n"
+    "df_mri = pd.read_csv(os.path.join(dataset_root, \"mri_sample_features-sm.csv\"))"
    ]
   },
   {
@@ -163,7 +163,7 @@
    ],
    "source": [
     "series_num, metadata_fields = df_mri.shape\n",
-    "print(f\"Total series: {series_num}\\nMetadata fields: {metadata_fields}\")\n"
+    "print(f\"Total series: {series_num}\\nMetadata fields: {metadata_fields}\")"
    ]
   },
   {
@@ -198,7 +198,7 @@
    "source": [
     "helpers.plot_parameter_distribution_histogram(\n",
     "    df_mri, \"n_files\", \"Images per Series\", 30, logscale=True\n",
-    ")\n"
+    ")"
    ]
   },
   {
@@ -242,7 +242,7 @@
     "large_series = df_mri[df_mri[\"n_files\"] > 600].sort_values(by=\"n_files\")\n",
     "print(\n",
     "    large_series[[\"SeriesDescription\", \"BodyPartExamined\", \"SliceThickness\", \"n_files\"]]\n",
-    ")\n"
+    ")"
    ]
   },
   {
@@ -278,7 +278,7 @@
    "source": [
     "helpers.plot_parameter_distribution_categorical(\n",
     "    df_mri, \"BodyPartExamined\", \"Body Part Examined\"\n",
-    ")\n"
+    ")"
    ]
   },
   {
@@ -304,7 +304,7 @@
    "source": [
     "holdout_set = {}\n",
     "# clean up leading and trailing whitespaces\n",
-    "df_mri[\"BodyPartExamined\"] = df_mri[\"BodyPartExamined\"].str.strip()\n"
+    "df_mri[\"BodyPartExamined\"] = df_mri[\"BodyPartExamined\"].str.strip()"
    ]
   },
   {
@@ -342,12 +342,14 @@
    ],
    "source": [
     "selected_entries = helpers.sample_holdout_set(\n",
-    "    df_mri, \"BodyPartExamined\", [\"PELVIS\", \"SPINE\", None], \n",
+    "    df_mri,\n",
+    "    \"BodyPartExamined\",\n",
+    "    [\"PELVIS\", \"SPINE\", None],\n",
     ")\n",
     "\n",
     "holdout_set[\"BodyPartExamined\"] = selected_entries.copy()\n",
     "\n",
-    "print(selected_entries[[\"BodyPartExamined\", \"SliceThickness\", \"n_files\"]])\n"
+    "print(selected_entries[[\"BodyPartExamined\", \"SliceThickness\", \"n_files\"]])"
    ]
   },
   {
@@ -385,7 +387,7 @@
    "source": [
     "helpers.plot_parameter_distribution_categorical(\n",
     "    df_mri, \"ProtocolName\", \"Protocol Name\", height=10\n",
-    ")\n"
+    ")"
    ]
   },
   {
@@ -438,7 +440,7 @@
     "\n",
     "holdout_set[\"ProtocolName\"] = selected_entries.copy()\n",
     "\n",
-    "print(selected_entries[[\"BodyPartExamined\", \"SliceThickness\", \"n_files\"]])\n"
+    "print(selected_entries[[\"BodyPartExamined\", \"SliceThickness\", \"n_files\"]])"
    ]
   },
   {
@@ -466,7 +468,7 @@
    "source": [
     "helpers.plot_parameter_distribution_categorical(\n",
     "    df_mri, \"SeriesDescription\", \"Series Description\", height=10\n",
-    ")\n"
+    ")"
    ]
   },
   {
@@ -516,12 +518,14 @@
     "df_mri[\"SeriesDescription\"] = df_mri[\"SeriesDescription\"].str.strip()\n",
     "\n",
     "selected_entries = helpers.sample_holdout_set(\n",
-    "    df_mri, \"SeriesDescription\", [\"AXI PD\", \"AX DWI_TRACEW\", \"AX PD\"], \n",
+    "    df_mri,\n",
+    "    \"SeriesDescription\",\n",
+    "    [\"AXI PD\", \"AX DWI_TRACEW\", \"AX PD\"],\n",
     ")\n",
     "\n",
     "holdout_set[\"SeriesDescription\"] = selected_entries.copy()\n",
     "\n",
-    "print(selected_entries[[\"BodyPartExamined\", \"SliceThickness\", \"n_files\"]])\n"
+    "print(selected_entries[[\"BodyPartExamined\", \"SliceThickness\", \"n_files\"]])"
    ]
   },
   {
@@ -598,7 +602,7 @@
     "        ],\n",
     "    )\n",
     "\n",
-    "    return response.choices[0].message.content\n"
+    "    return response.choices[0].message.content"
    ]
   },
   {
@@ -615,7 +619,7 @@
     "# This code will try to load the endpoint and API key from environment.json.\n",
     "# If you would like to execute the GPT4-based labeling, please provide the values by editing environment.json file or as environment variables.\n",
     "# Otherwise you may skip this cell and use the pre-labeled data provided in the repository.\n",
-    "oai_client = helpers.create_openai_client()\n"
+    "oai_client = helpers.create_openai_client()"
    ]
   },
   {
@@ -628,7 +632,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 17,
+   "execution_count": 16,
    "id": "a2a34f68",
    "metadata": {
     "gather": {
@@ -641,9 +645,9 @@
      "output_type": "stream",
      "text": [
       "{\n",
-      "  \"Body Part Examined\": \"LUMBAR SPINE\",\n",
-      "  \"Plane of Imaging\": \"AXIAL\",\n",
-      "  \"Protocol Used\": \"PROTON DENSITY\"\n",
+      "    \"Body Part Examined\": \"LUMBAR SPINE\",\n",
+      "    \"Plane of Imaging\": \"AXIAL\",\n",
+      "    \"Protocol Used\": \"PROTON DENSITY\"\n",
       "}\n"
      ]
     }
@@ -655,7 +659,7 @@
     "    oai_client, helpers.create_exam_param_struct_from_dicom_tags(item)\n",
     ")\n",
     "\n",
-    "print(response)\n"
+    "print(response)"
    ]
   },
   {
@@ -668,7 +672,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 18,
+   "execution_count": 17,
    "id": "bf190e7a",
    "metadata": {},
    "outputs": [],
@@ -684,7 +688,7 @@
     "#     obj[\"gpt_label\"] = gpt_response\n",
     "#     obj[\"weak_label\"] = weak_label\n",
     "#     print(obj)\n",
-    "#     labels_dict.append(obj)\n"
+    "#     labels_dict.append(obj)"
    ]
   },
   {
@@ -703,7 +707,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 19,
+   "execution_count": 18,
    "id": "e4ce8ec9",
    "metadata": {
     "gather": {
@@ -723,7 +727,7 @@
     "#     labels_dict_obj[-1][\"weak_label\"] = json.loads(entry['weak_label'])\n",
     "\n",
     "# with open(gpt_labeled_mri_file_name, 'w') as file:\n",
-    "#     json.dump(labels_dict_obj, file, indent=4)\n"
+    "#     json.dump(labels_dict_obj, file, indent=4)"
    ]
   },
   {
@@ -742,7 +746,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 20,
+   "execution_count": 19,
    "id": "c5b7a205-e56a-4f5d-965a-dd0cda0f7d34",
    "metadata": {
     "gather": {
@@ -812,7 +816,7 @@
     "    labels_dict_obj = json.load(file)\n",
     "\n",
     "# Print several entries to see the structure\n",
-    "pprint(labels_dict_obj[5:9])\n"
+    "pprint(labels_dict_obj[5:9])"
    ]
   },
   {
@@ -835,13 +839,13 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 21,
+   "execution_count": 20,
    "id": "a9792029",
    "metadata": {},
    "outputs": [],
    "source": [
     "feature_vectors_path = os.path.join(dataset_root, \"feature_vectors\")\n",
-    "feature_mean_matrix = helpers.prepare_feature_maps(df_mri, feature_vectors_path)\n"
+    "feature_mean_matrix = helpers.prepare_feature_maps(df_mri, feature_vectors_path)"
    ]
   },
   {
@@ -854,7 +858,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 22,
+   "execution_count": 21,
    "id": "c3635bbb",
    "metadata": {
     "scrolled": true
@@ -888,7 +892,7 @@
     "            cluster_labels_body_part.append(j)\n",
     "\n",
     "df_mri[\"embedding_p1\"] = embedding[:, 0]\n",
-    "df_mri[\"embedding_p2\"] = embedding[:, 1]\n"
+    "df_mri[\"embedding_p2\"] = embedding[:, 1]"
    ]
   },
   {
@@ -909,7 +913,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 23,
+   "execution_count": 22,
    "id": "f8107a01",
    "metadata": {},
    "outputs": [
@@ -2196,9 +2200,9 @@
        }
       },
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        "                            \n",
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+       "var gd = document.getElementById('443deb71-e985-4a6c-ade8-e7850368efc6');\n",
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@@ -2229,7 +2233,7 @@
    ],
    "source": [
     "parameter = \"BodyPartExamined\"\n",
-    "helpers.plot_clusters(df_mri, parameter)\n"
+    "helpers.plot_clusters(df_mri, parameter)"
    ]
   },
   {
@@ -2242,7 +2246,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 24,
+   "execution_count": 23,
    "id": "b8c1f30e",
    "metadata": {},
    "outputs": [
@@ -2265,7 +2269,7 @@
     "\n",
     "images_path = os.path.join(dataset_root, \"pngs\")\n",
     "\n",
-    "helpers.plot_image(df_mri, parameter, images_path)\n"
+    "helpers.plot_image(df_mri, parameter, images_path)"
    ]
   },
   {
@@ -2280,7 +2284,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 25,
+   "execution_count": 24,
    "id": "a6fadd1a",
    "metadata": {},
    "outputs": [
@@ -3499,9 +3503,9 @@
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        "                            \n",
-       "var gd = document.getElementById('dd2cb16c-a25b-4930-a3cd-902d9d9e55ef');\n",
+       "var gd = document.getElementById('fc767519-e483-43a8-92da-2647075613c6');\n",
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@@ -3532,7 +3536,7 @@
    ],
    "source": [
     "parameter = \"ProtocolName\"\n",
-    "helpers.plot_clusters(df_mri, parameter)\n"
+    "helpers.plot_clusters(df_mri, parameter)"
    ]
   },
   {
@@ -3545,7 +3549,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 26,
+   "execution_count": 25,
    "id": "b6ca17ff",
    "metadata": {
     "scrolled": true
@@ -3563,7 +3567,7 @@
     }
    ],
    "source": [
-    "helpers.plot_image(df_mri, parameter, images_path)\n"
+    "helpers.plot_image(df_mri, parameter, images_path)"
    ]
   },
   {
@@ -3578,7 +3582,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 27,
+   "execution_count": 26,
    "id": "456126dc",
    "metadata": {},
    "outputs": [],
@@ -3601,19 +3605,19 @@
     "    )\n",
     "\n",
     "\n",
-    "add_labels(df_mri, labels_dict)\n"
+    "add_labels(df_mri, labels_dict)"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 28,
+   "execution_count": 27,
    "id": "1a689d61",
    "metadata": {},
    "outputs": [],
    "source": [
     "# Now do the same for holdout set\n",
     "for key in holdout_set:\n",
-    "    add_labels(holdout_set[key], labels_dict)\n"
+    "    add_labels(holdout_set[key], labels_dict)"
    ]
   },
   {
@@ -3626,7 +3630,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 29,
+   "execution_count": 28,
    "id": "f57b042d",
    "metadata": {},
    "outputs": [
@@ -3645,7 +3649,7 @@
     "parameter = \"ImagingPlane_gpt\"\n",
     "helpers.plot_parameter_distribution_categorical(\n",
     "    df_mri, parameter, \"Imaging Plane (GPT)\"\n",
-    ")\n"
+    ")"
    ]
   },
   {
@@ -3666,7 +3670,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 30,
+   "execution_count": 29,
    "id": "a2b8e181",
    "metadata": {},
    "outputs": [
@@ -4786,9 +4790,9 @@
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       },
       "text/html": [
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        "                            \n",
-       "var gd = document.getElementById('fd19e4e4-5b5d-4f05-b355-e5c5de427c6b');\n",
+       "var gd = document.getElementById('94bd92b3-4646-4184-9eb4-920ec2907ede');\n",
        "var x = new MutationObserver(function (mutations, observer) {{\n",
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@@ -4818,12 +4822,12 @@
     }
    ],
    "source": [
-    "helpers.plot_clusters(df_mri, parameter)\n"
+    "helpers.plot_clusters(df_mri, parameter)"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 31,
+   "execution_count": 30,
    "id": "f8837c33",
    "metadata": {},
    "outputs": [
@@ -4839,7 +4843,7 @@
     }
    ],
    "source": [
-    "helpers.plot_image(df_mri, parameter, images_path)\n"
+    "helpers.plot_image(df_mri, parameter, images_path)"
    ]
   },
   {
@@ -4852,7 +4856,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 32,
+   "execution_count": 31,
    "id": "b0545b0d",
    "metadata": {},
    "outputs": [
@@ -4871,12 +4875,12 @@
     "parameter = \"BodyPartExamined_gpt\"\n",
     "helpers.plot_parameter_distribution_categorical(\n",
     "    df_mri, parameter, \"Body Part Imaged (GPT)\"\n",
-    ")\n"
+    ")"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 33,
+   "execution_count": 32,
    "id": "d5e036a5",
    "metadata": {},
    "outputs": [
@@ -6121,9 +6125,9 @@
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2\"}},\"template\":{\"data\":{\"histogram2dcontour\":[{\"type\":\"histogram2dcontour\",\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"},\"colorscale\":[[0.0,\"#0d0887\"],[0.1111111111111111,\"#46039f\"],[0.2222222222222222,\"#7201a8\"],[0.3333333333333333,\"#9c179e\"],[0.4444444444444444,\"#bd3786\"],[0.5555555555555556,\"#d8576b\"],[0.6666666666666666,\"#ed7953\"],[0.7777777777777778,\"#fb9f3a\"],[0.8888888888888888,\"#fdca26\"],[1.0,\"#f0f921\"]]}],\"choropleth\":[{\"type\":\"choropleth\",\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}}],\"histogram2d\":[{\"type\":\"histogram2d\",\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"},\"colorscale\":[[0.0,\"#0d0887\"],[0.1111111111111111,\"#46039f\"],[0.2222222222222222,\"#7201a8\"],[0.3333333333333333,\"#9c179e\"],[0.4444444444444444,\"#bd3786\"],[0.5555555555555556,\"#d8576b\"],[0.6666666666666666,\"#ed7953\"],[0.7777777777777778,\"#fb9f3a\"],[0.8888888888888888,\"#fdca26\"],[1.0,\"#f0f921\"]]}],\"heatmap\":[{\"type\":\"heatmap\",\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"},\"colorscale\":[[0.0,\"#0d0887\"],[0.1111111111111111,\"#46039f\"],[0.2222222222222222,\"#7201a8\"],[0.3333333333333333,\"#9c179e\"],[0.4444444444444444,\"#bd3786\"],[0.5555555555555556,\"#d8576b\"],[0.6666666666666666,\"#ed7953\"],[0.7777777777777778,\"#fb9f3a\"],[0.8888888888888888,\"#fdca26\"],[1.0,\"#f0f921\"]]}],\"heatmapgl\":[{\"type\":\"heatmapgl\",\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"},\"colorscale\":[[0.0,\"#0d0887\"],[0.1111111111111111,\"#46039f\"],[0.2222222222222222,\"#7201a8\"],[0.3333333333333333,\"#9c179e\"],[0.4444444444444444,\"#bd3786\"],[0.5555555555555556,\"#d8576b\"],[0.6666666666666666,\"#ed7953\"],[0.7777777777777778,\"#fb9f3a\"],[0.8888888888888888,\"#fdca26\"],[1.0,\"#f0f921\"]]}],\"contourcarpet\":[{\"type\":\"contourcarpet\",\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}}],\"contour\":[{\"type\":\"contour\",\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"},\"colorscale\":[[0.0,\"#0d0887\"],[0.1111111111111111,\"#46039f\"],[0.2222222222222222,\"#7201a8\"],[0.3333333333333333,\"#9c179e\"],[0.4444444444444444,\"#bd3786\"],[0.5555555555555556,\"#d8576b\"],[0.6666666666666666,\"#ed7953\"],[0.7777777777777778,\"#fb9f3a\"],[0.8888888888888888,\"#fdca26\"],[1.0,\"#f0f921\"]]}],\"surface\":[{\"type\":\"surface\",\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"},\"colorscale\":[[0.0,\"#0d0887\"],[0.1111111111111111,\"#46039f\"],[0.2222222222222222,\"#7201a8\"],[0.3333333333333333,\"#9c179e\"],[0.4444444444444444,\"#bd3786\"],[0.5555555555555556,\"#d8576b\"],[0.6666666666666666,\"#ed7953\"],[0.7777777777777778,\"#fb9f3a\"],[0.8888888888888888,\"#fdca26\"],[1.0,\"#f0f921\"]]}],\"mesh3d\":[{\"type\":\"mesh3d\",\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}}],\"scatter\":[{\"fillpattern\":{\"fillmode\":\"overlay\",\"size\":10,\"solidity\":0.2},\"type\":\"scatter\"}],\"parcoords\":[{\"type\":\"parcoords\",\"line\":{\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}}}],\"scatterpolargl\":[{\"type\":\"scatterpolargl\",\"marker\":{\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}}}],\"bar\":[{\"error_x\":{\"color\":\"#2a3f5f\"},\"error_y\":{\"color\":\"#2a3f5f\"},\"marker\":{\"line\":{\"color\":\"#E5ECF6\",\"width\":0.5},\"pattern\":{\"fillmode\":\"overlay\",\"size\":10,\"solidity\":0.2}},\"type\":\"bar\"}],\"scattergeo\":[{\"type\":\"scattergeo\",\"marker\":{\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}}}],\"scatterpolar\":[{\"type\":\"scatterpolar\",\"marker\":{\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}}}],\"histogram\":[{\"marker\":{\"pattern\":{\"fillmode\":\"overlay\",\"size\":10,\"solidity\":0.2}},\"type\":\"histogram\"}],\"scattergl\":[{\"type\":\"scattergl\",\"marker\":{\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}}}],\"scatter3d\":[{\"type\":\"scatter3d\",\"line\":{\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}},\"marker\":{\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}}}],\"scattermapbox\":[{\"type\":\"scattermapbox\",\"marker\":{\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}}}],\"scatterternary\":[{\"type\":\"scatterternary\",\"marker\":{\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}}}],\"scattercarpet\":[{\"type\":\"scattercarpet\",\"marker\":{\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}}}],\"carpet\":[{\"aaxis\":{\"endlinecolor\":\"#2a3f5f\",\"gridcolor\":\"white\",\"linecolor\":\"white\",\"minorgridcolor\":\"white\",\"startlinecolor\":\"#2a3f5f\"},\"baxis\":{\"endlinecolor\":\"#2a3f5f\",\"gridcolor\":\"white\",\"linecolor\":\"white\",\"minorgridcolor\":\"white\",\"startlinecolor\":\"#2a3f5f\"},\"type\":\"carpet\"}],\"table\":[{\"cells\":{\"fill\":{\"color\":\"#EBF0F8\"},\"line\":{\"color\":\"white\"}},\"header\":{\"fill\":{\"color\":\"#C8D4E3\"},\"line\":{\"color\":\"white\"}},\"type\":\"table\"}],\"barpolar\":[{\"marker\":{\"line\":{\"color\":\"#E5ECF6\",\"width\":0.5},\"pattern\":{\"fillmode\":\"overlay\",\"size\":10,\"solidity\":0.2}},\"type\":\"barpolar\"}],\"pie\":[{\"automargin\":true,\"type\":\"pie\"}]},\"layout\":{\"autotypenumbers\":\"strict\",\"colorway\":[\"#636efa\",\"#EF553B\",\"#00cc96\",\"#ab63fa\",\"#FFA15A\",\"#19d3f3\",\"#FF6692\",\"#B6E880\",\"#FF97FF\",\"#FECB52\"],\"font\":{\"color\":\"#2a3f5f\"},\"hovermode\":\"closest\",\"hoverlabel\":{\"align\":\"left\"},\"paper_bgcolor\":\"white\",\"plot_bgcolor\":\"#E5ECF6\",\"polar\":{\"bgcolor\":\"#E5ECF6\",\"angularaxis\":{\"gridcolor\":\"white\",\"linecolor\":\"white\",\"ticks\":\"\"},\"radialaxis\":{\"gridcolor\":\"white\",\"linecolor\":\"white\",\"ticks\":\"\"}},\"ternary\":{\"bgcolor\":\"#E5ECF6\",\"aaxis\":{\"gridcolor\":\"white\",\"linecolor\":\"white\",\"ticks\":\"\"},\"baxis\":{\"gridcolor\":\"white\",\"linecolor\":\"white\",\"ticks\":\"\"},\"caxis\":{\"gridcolor\":\"white\",\"linecolor\":\"white\",\"ticks\":\"\"}},\"coloraxis\":{\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}},\"colorscale\":{\"sequential\":[[0.0,\"#0d0887\"],[0.1111111111111111,\"#46039f\"],[0.2222222222222222,\"#7201a8\"],[0.3333333333333333,\"#9c179e\"],[0.4444444444444444,\"#bd3786\"],[0.5555555555555556,\"#d8576b\"],[0.6666666666666666,\"#ed7953\"],[0.7777777777777778,\"#fb9f3a\"],[0.8888888888888888,\"#fdca26\"],[1.0,\"#f0f921\"]],\"sequentialminus\":[[0.0,\"#0d0887\"],[0.1111111111111111,\"#46039f\"],[0.2222222222222222,\"#7201a8\"],[0.3333333333333333,\"#9c179e\"],[0.4444444444444444,\"#bd3786\"],[0.5555555555555556,\"#d8576b\"],[0.6666666666666666,\"#ed7953\"],[0.7777777777777778,\"#fb9f3a\"],[0.8888888888888888,\"#fdca26\"],[1.0,\"#f0f921\"]],\"diverging\":[[0,\"#8e0152\"],[0.1,\"#c51b7d\"],[0.2,\"#de77ae\"],[0.3,\"#f1b6da\"],[0.4,\"#fde0ef\"],[0.5,\"#f7f7f7\"],[0.6,\"#e6f5d0\"],[0.7,\"#b8e186\"],[0.8,\"#7fbc41\"],[0.9,\"#4d9221\"],[1,\"#276419\"]]},\"xaxis\":{\"gridcolor\":\"white\",\"linecolor\":\"white\",\"ticks\":\"\",\"title\":{\"standoff\":15},\"zerolinecolor\":\"white\",\"automargin\":true,\"zerolinewidth\":2},\"yaxis\":{\"gridcolor\":\"white\",\"linecolor\":\"white\",\"ticks\":\"\",\"title\":{\"standoff\":15},\"zerolinecolor\":\"white\",\"automargin\":true,\"zerolinewidth\":2},\"scene\":{\"xaxis\":{\"backgroundcolor\":\"#E5ECF6\",\"gridcolor\":\"white\",\"linecolor\":\"white\",\"showbackground\":true,\"ticks\":\"\",\"zerolinecolor\":\"white\",\"gridwidth\":2},\"yaxis\":{\"backgroundcolor\":\"#E5ECF6\",\"gridcolor\":\"white\",\"linecolor\":\"white\",\"showbackground\":true,\"ticks\":\"\",\"zerolinecolor\":\"white\",\"gridwidth\":2},\"zaxis\":{\"backgroundcolor\":\"#E5ECF6\",\"gridcolor\":\"white\",\"linecolor\":\"white\",\"showbackground\":true,\"ticks\":\"\",\"zerolinecolor\":\"white\",\"gridwidth\":2}},\"shapedefaults\":{\"line\":{\"color\":\"#2a3f5f\"}},\"annotationdefaults\":{\"arrowcolor\":\"#2a3f5f\",\"arrowhead\":0,\"arrowwidth\":1},\"geo\":{\"bgcolor\":\"white\",\"landcolor\":\"#E5ECF6\",\"subunitcolor\":\"white\",\"showland\":true,\"showlakes\":true,\"lakecolor\":\"white\"},\"title\":{\"x\":0.05},\"mapbox\":{\"style\":\"light\"}}}},                        {\"responsive\": true}                    ).then(function(){\n",
        "                            \n",
-       "var gd = document.getElementById('560357a8-3bd4-4847-9de8-95cdd75f2fdd');\n",
+       "var gd = document.getElementById('325c6f4d-e2b0-4f72-9dc2-ebcdd5aeb2b2');\n",
        "var x = new MutationObserver(function (mutations, observer) {{\n",
        "        var display = window.getComputedStyle(gd).display;\n",
        "        if (!display || display === 'none') {{\n",
@@ -6153,12 +6157,12 @@
     }
    ],
    "source": [
-    "helpers.plot_clusters(df_mri, parameter)\n"
+    "helpers.plot_clusters(df_mri, parameter)"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 34,
+   "execution_count": 33,
    "id": "33f24c63",
    "metadata": {
     "scrolled": true
@@ -6176,12 +6180,12 @@
     }
    ],
    "source": [
-    "helpers.plot_image(df_mri, parameter, images_path)\n"
+    "helpers.plot_image(df_mri, parameter, images_path)"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 35,
+   "execution_count": 34,
    "id": "df7ef760",
    "metadata": {},
    "outputs": [
@@ -6200,7 +6204,7 @@
     "parameter = \"ProtocolUsed_gpt\"\n",
     "helpers.plot_parameter_distribution_categorical(\n",
     "    df_mri, parameter, \"Protocol Used (GPT)\", height=14\n",
-    ")\n"
+    ")"
    ]
   },
   {
@@ -6237,7 +6241,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 36,
+   "execution_count": 35,
    "id": "20ef8a5b",
    "metadata": {
     "scrolled": false
@@ -6392,7 +6396,7 @@
     "    )\n",
     "\n",
     "\n",
-    "show_matching_images(1, \"BodyPartExamined\")\n"
+    "show_matching_images(1, \"BodyPartExamined\")"
    ]
   },
   {
@@ -6405,7 +6409,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 37,
+   "execution_count": 36,
    "id": "303aef34",
    "metadata": {
     "scrolled": false
@@ -6543,7 +6547,7 @@
     }
    ],
    "source": [
-    "show_matching_images(6, \"BodyPartExamined\")\n"
+    "show_matching_images(6, \"BodyPartExamined\")"
    ]
   },
   {
@@ -6556,7 +6560,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 38,
+   "execution_count": 37,
    "id": "50c95a7d",
    "metadata": {
     "scrolled": false
@@ -6694,7 +6698,7 @@
     }
    ],
    "source": [
-    "show_matching_images(10, \"BodyPartExamined\")\n"
+    "show_matching_images(10, \"BodyPartExamined\")"
    ]
   },
   {
@@ -6717,7 +6721,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 39,
+   "execution_count": 38,
    "id": "02289077",
    "metadata": {
     "scrolled": false
@@ -6855,12 +6859,12 @@
     }
    ],
    "source": [
-    "show_matching_images(1, \"ProtocolName\")\n"
+    "show_matching_images(1, \"ProtocolName\")"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 40,
+   "execution_count": 39,
    "id": "9c7054ec",
    "metadata": {
     "scrolled": false
@@ -6998,7 +7002,7 @@
     }
    ],
    "source": [
-    "show_matching_images(6, \"ProtocolName\")\n"
+    "show_matching_images(6, \"ProtocolName\")"
    ]
   },
   {
@@ -7015,7 +7019,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 41,
+   "execution_count": 40,
    "id": "16632486",
    "metadata": {
     "scrolled": false
@@ -7168,12 +7172,12 @@
     "    test_series,\n",
     "    images_path=images_path,\n",
     "    features_path=feature_vectors_path,\n",
-    ")\n"
+    ")"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 42,
+   "execution_count": 41,
    "id": "e507eceb",
    "metadata": {
     "scrolled": false
@@ -7326,7 +7330,7 @@
     "    test_series,\n",
     "    images_path=images_path,\n",
     "    features_path=feature_vectors_path,\n",
-    ")\n"
+    ")"
    ]
   },
   {
@@ -7339,7 +7343,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 48,
+   "execution_count": 42,
    "id": "87ac6e49",
    "metadata": {
     "scrolled": false
@@ -7492,12 +7496,12 @@
     "    test_series,\n",
     "    images_path=images_path,\n",
     "    features_path=feature_vectors_path,\n",
-    ")\n"
+    ")"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 49,
+   "execution_count": 43,
    "id": "42d991ed",
    "metadata": {
     "scrolled": false
@@ -7650,12 +7654,12 @@
     "    test_series,\n",
     "    images_path=images_path,\n",
     "    features_path=feature_vectors_path,\n",
-    ")\n"
+    ")"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 50,
+   "execution_count": 44,
    "id": "3bc083ec",
    "metadata": {
     "scrolled": false
@@ -7808,12 +7812,12 @@
     "    test_series,\n",
     "    images_path=images_path,\n",
     "    features_path=feature_vectors_path,\n",
-    ")\n"
+    ")"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 46,
+   "execution_count": 45,
    "id": "dd3b4310",
    "metadata": {
     "scrolled": false
@@ -7962,7 +7966,7 @@
     "    test_series,\n",
     "    images_path=images_path,\n",
     "    features_path=feature_vectors_path,\n",
-    ")\n"
+    ")"
    ]
   },
   {

From cf5d7314ff73e688fa608c294b7ea13f654f87f7 Mon Sep 17 00:00:00 2001
From: Jameson Merkow <jameson.merkow@microsoft.com>
Date: Thu, 17 Oct 2024 15:04:56 +0000
Subject: [PATCH 7/8] move csvs to storage

---
 .../medimageinsight/adapter-training.ipynb    | 36 +++++++++++++------
 .../exam-parameter-detection.ipynb            |  4 +--
 .../zero-shot-classification.ipynb            | 20 ++++++++---
 3 files changed, 43 insertions(+), 17 deletions(-)

diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/adapter-training.ipynb b/sdk/python/foundation-models/healthcare-ai/medimageinsight/adapter-training.ipynb
index 5cf14966b26..050b7b20843 100644
--- a/sdk/python/foundation-models/healthcare-ai/medimageinsight/adapter-training.ipynb
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/adapter-training.ipynb
@@ -127,7 +127,7 @@
     "- **Computing Image Embeddings:** Our source images are in DICOM format, as typical for radiological images. During inference, we extract the image pixel bytes and convert them to 8-bit monochromatic bitmap for compatibility with MedImageInsight. We then compute image embeddings for each image using the MedImageInsight model.\n",
     "\n",
     "**Diagnostic Labels**\n",
-    "- We provide the diagnostic information (i.e., Support Devices, Pleural Effusion) as categorical label (i.e. 0, 1, 2) to train an adaptor and enable the MedImageInsight embeddings to adapt on variable downstream tasks. The diagnostic labels are provided in the data split for training and testing: `./classification_demo/data_input/adaptor_tutorial_train_split.csv` & `./classification_demo/data_input/adaptor_tutorial_test_split.csv`."
+    "- We provide the diagnostic information (i.e., Support Devices, Pleural Effusion) as categorical label (i.e. 0, 1, 2) to train an adaptor and enable the MedImageInsight embeddings to adapt on variable downstream tasks. The diagnostic labels are provided in the data split for training and testing: `<csv_folder>/adaptor_tutorial_train_split.csv` & `<csv_folder>/adaptor_tutorial_test_split.csv`."
    ]
   },
   {
@@ -147,6 +147,19 @@
     "        Exception(\n",
     "            f\"Please download dicom files as described in this notebook into the input_folder: {input_folder}\"\n",
     "        )\n",
+    "    )\n",
+    "\n",
+    "## Load csv folder labels and splits\n",
+    "csv_folder = (\n",
+    "    \"/home/azureuser/data/healthcare-ai/medimageinsight/classification_demo/data_input/\"\n",
+    ")\n",
+    "\n",
+    "## Check if the dataset exists\n",
+    "if not os.path.exists(csv_folder):\n",
+    "    raise (\n",
+    "        Exception(\n",
+    "            f\"Please download csv files as described in this notebook into the csv_folder: {csv_folder}\"\n",
+    "        )\n",
     "    )"
    ]
   },
@@ -160,8 +173,8 @@
     "- **2.1. Compute Embeddings**\n",
     "\n",
     "    First, we split our dataset into training and testing sets. The splits are specified in the CSV files:\n",
-    "    - Training set: `./classification_demo/data_input/adaptor_tutorial_train_split.csv`\n",
-    "    - Testing set: `./classification_demo/data_input/adaptor_tutorial_test_split.csv`\n",
+    "    - Training set: `<csv_folder>/adaptor_tutorial_train_split.csv`\n",
+    "    - Testing set: `<csv_folder>/adaptor_tutorial_test_split.csv`\n",
     "\n",
     "    After splitting the data manually, we compute the image embeddings for all imaging samples in both sets using the MedImageInsight model. These embeddings are high-dimensional vectors that capture the semantic meaning of the visual content of the images. They serve as compact and informative representations for various downstream tasks.\n",
     "\n",
@@ -293,8 +306,8 @@
     ")\n",
     "\n",
     "# Load the training and validation CSV files\n",
-    "train_csv_path = \"./classification_demo/data_input/adaptor_tutorial_train_split.csv\"\n",
-    "val_csv_path = \"./classification_demo/data_input/adaptor_tutorial_test_split.csv\"\n",
+    "train_csv_path = f\"{csv_folder}/adaptor_tutorial_train_split.csv\"\n",
+    "val_csv_path = f\"{csv_folder}/adaptor_tutorial_test_split.csv\"\n",
     "\n",
     "# Read the CSV files into DataFrames\n",
     "train_df = pd.read_csv(train_csv_path)\n",
@@ -2058,7 +2071,7 @@
     "    First, we prepare the test dataset and perform inference:\n",
     "\n",
     "   - **Load the Test Dataset:** We read the test CSV file, which contains the test data split:\n",
-    "      - **Test set:** `./classification_demo/data_input/adaptor_tutorial_test_split.csv`\n",
+    "      - **Test set:** `<csv_folder>/adaptor_tutorial_test_split.csv`\n",
     "   - **Load Test Image Embeddings:** We use the image embeddings computed earlier and create a DataFrame `df_features` containing image names and their corresponding embeddings\n",
     "   - **Load the Trained Adapter Model:** We initialize the adapter model architecture and load the trained weights from the saved model file: \n",
     "      - **Model path:** `./medimageinsight_tutorial_output/adaptor_model/best_metric_model.pth`\n",
@@ -2113,7 +2126,9 @@
     "model_path = os.path.join(\n",
     "    output_dir, \"best_metric_model.pth\"\n",
     ")  # Path to your saved model\n",
-    "test_csv_path = \"./classification_demo/data_input/adaptor_tutorial_test_split.csv\"  # Path to your test CSV file\n",
+    "test_csv_path = (\n",
+    "    f\"{csv_folder}/adaptor_tutorial_test_split.csv\"  # Path to your test CSV file\n",
+    ")\n",
     "\n",
     "# Load the features DataFrame (same as during training)\n",
     "df_features = pd.DataFrame(\n",
@@ -2263,14 +2278,13 @@
     "    }\n",
     ")\n",
     "df.to_csv(\n",
-    "    \"./classification_demo/data_input/adaptor_finetuning_classification_results.csv\",\n",
+    "    \"./adaptor_finetuning_classification_results.csv\",\n",
     "    index=False,\n",
     ")\n",
     "\n",
     "## Load Zero-Shot Classification Results\n",
-    "df_zero_shot = pd.read_csv(\n",
-    "    \"./classification_demo/data_input/zero_shot_classification_results.csv\"\n",
-    ")\n",
+    "# You can also use your own results if you have done the zero shot classification notebook!\n",
+    "df_zero_shot = pd.read_csv(f\"{csv_folder}/zero_shot_classification_results.csv\")\n",
     "\n",
     "# Select four images to visualize (Two correct examples and two failed examples)\n",
     "selected_images = [\n",
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam-parameter-detection.ipynb b/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam-parameter-detection.ipynb
index d1777658557..92b723ef314 100644
--- a/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam-parameter-detection.ipynb
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/exam-parameter-detection.ipynb
@@ -42,14 +42,14 @@
     "   - Install the required libraries. For convenience we provide the Conda environment definition file: [`examparamdetection_conda_environment.yml`](./examparamdetection_conda_environment.yml).\n",
     "\n",
     "3. **Download the sample data**:  \n",
-    "   - Use the following command to download the dataset with samples into your working folder. Once you download, make sure the files are in the `data` directory located in the same directory as this notebook so that all paths in this sample work out of the box.  \n",
+    "   - Use the following commands to download the dataset with samples into your working folder. Once you download, make sure the files are in the `data` directory located in the same directory as this notebook so that all paths in this sample work out of the box.  \n",
     "\n",
     "      `azcopy copy --recursive https://azuremlexampledata.blob.core.windows.net/data/healthcare-ai/medimageinsight-examparameter/* ./data`\n",
     "\n",
     "\n",
     "4. **Data Assets**:  \n",
     "   We are not providing the original DICOM files, but rather are providing the following:\n",
-    "   - DICOM tags extracted into a CSV file named `data/mri_sample_features-csm.csv`. Each row in this file represents a single MRI series.\n",
+    "   - DICOM tags extracted into a CSV file named `data/mri_sample_features-sm.csv`. Each row in this file represents a single MRI series.\n",
     "   - Embedding vectors and some slices used for visualization are provided in the above sample data.  In this data you will find:  \n",
     "       - Embedding vectors serialized as .pkl files in the: `data/feature_vectors` directory\n",
     "       - .png files of several slices from the original MRI dataset that we use for visualization in the `data/pngs` directory\n",
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/zero-shot-classification.ipynb b/sdk/python/foundation-models/healthcare-ai/medimageinsight/zero-shot-classification.ipynb
index 7c1d0021640..f78112cba7b 100644
--- a/sdk/python/foundation-models/healthcare-ai/medimageinsight/zero-shot-classification.ipynb
+++ b/sdk/python/foundation-models/healthcare-ai/medimageinsight/zero-shot-classification.ipynb
@@ -146,6 +146,20 @@
     "        )\n",
     "    )\n",
     "\n",
+    "## Load csv folder labels and splits\n",
+    "csv_folder = (\n",
+    "    \"/home/azureuser/data/healthcare-ai/medimageinsight/classification_demo/data_input/\"\n",
+    ")\n",
+    "\n",
+    "## Check if the dataset exists\n",
+    "if not os.path.exists(csv_folder):\n",
+    "    raise (\n",
+    "        Exception(\n",
+    "            f\"Please download csv files as described in this notebook into the csv_folder: {csv_folder}\"\n",
+    "        )\n",
+    "    )\n",
+    "\n",
+    "\n",
     "## For Text\n",
     "## You can add your own text or use the below text for inference\n",
     "chest_pathology_text = [\n",
@@ -365,7 +379,7 @@
    ],
    "source": [
     "## Load Ground Truth Labels\n",
-    "findings_csv = os.path.join(\"./classification_demo/data_input/dcm_sample_label.csv\")\n",
+    "findings_csv = os.path.join(f\"{csv_folder}/dcm_sample_label.csv\")\n",
     "findings_df = pd.read_csv(findings_csv)\n",
     "\n",
     "# Generate dictionary to organize all probabilities corresponding to name\n",
@@ -480,9 +494,7 @@
     "        \"ground_truth_label\": [gt_dict[name][\"label_category\"] for name in name_list],\n",
     "    }\n",
     ")\n",
-    "df.to_csv(\n",
-    "    \"./classification_demo/data_input/zero_shot_classification_results.csv\", index=False\n",
-    ")\n",
+    "df.to_csv(\"./zero_shot_classification_results.csv\", index=False)\n",
     "\n",
     "# Select four images to visualize (Two correct examples and two failed examples)\n",
     "selected_images = [\n",

From 8f764dce51424ef2f9c9fd3af6b13954b0cc4229 Mon Sep 17 00:00:00 2001
From: Jameson Merkow <jameson.merkow@microsoft.com>
Date: Thu, 17 Oct 2024 16:35:59 +0000
Subject: [PATCH 8/8] remove csv fies

---
 ...ptor_finetuning_classification_results.csv |  21 --
 .../adaptor_tutorial_test_split.csv           |  21 --
 .../adaptor_tutorial_train_split.csv          |  81 ------
 .../data_input/dcm_sample_label.csv           | 101 -------
 .../zero_shot_classification_results.csv      | 101 -------
 .../data/mri_sample_features-sm.csv           |  75 ------
 .../data/mri_sample_features.csv              | 251 ------------------
 7 files changed, 651 deletions(-)
 delete mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/adaptor_finetuning_classification_results.csv
 delete mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/adaptor_tutorial_test_split.csv
 delete mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/adaptor_tutorial_train_split.csv
 delete mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/dcm_sample_label.csv
 delete mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/zero_shot_classification_results.csv
 delete mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/data/mri_sample_features-sm.csv
 delete mode 100644 sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/data/mri_sample_features.csv

diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/adaptor_finetuning_classification_results.csv b/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/adaptor_finetuning_classification_results.csv
deleted file mode 100644
index 35b546fdb5b..00000000000
--- a/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/adaptor_finetuning_classification_results.csv
+++ /dev/null
@@ -1,21 +0,0 @@
-file_name,zero_shot_pred,ground_truth_label
-1.3.6.1.4.1.55648.157388665034325054399719049526584975373.1.1.green.dcm,Support Devices,Support Devices
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-1.3.6.1.4.1.55648.239821788594174915210516472061356437730.1.1.green.dcm,No Findings,No Finding
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-1.3.6.1.4.1.55648.174102193813130573034247478688876127596.1.1.green.dcm,Atelectasis,Support Devices
-1.3.6.1.4.1.55648.307214029556379939566919073611485191343.1.1.green.dcm,Cardiomegaly,Cardiomegaly
-1.3.6.1.4.1.55648.165676765772441025176959688572493005400.1001.1001.green.dcm,No Findings,No Finding
-1.3.6.1.4.1.55648.045678110342520932233807899271374363433.1.1.green.dcm,Pleural Effusion,Pleural Effusion
-1.3.6.1.4.1.55648.010300851226074910304037593708401174747.3.1.green.dcm,Atelectasis,Pleural Effusion
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-1.3.6.1.4.1.55648.221508922332423692109827089181123393422.7500.1.green.dcm,Support Devices,Support Devices
-1.3.6.1.4.1.55648.305741738488931863691609987242497640374.1.1.green.dcm,Pleural Effusion,Pleural Effusion
-1.3.6.1.4.1.55648.255611619245397591591431066926543031128.1312.1.green.dcm,Support Devices,Support Devices
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/adaptor_tutorial_test_split.csv b/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/adaptor_tutorial_test_split.csv
deleted file mode 100644
index c0b798d9607..00000000000
--- a/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/adaptor_tutorial_test_split.csv
+++ /dev/null
@@ -1,21 +0,0 @@
-Name,Label Category,Label
-1.3.6.1.4.1.55648.188759801351319475659910664952513603474.1003.1003.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.307214029556379939566919073611485191343.1.1.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.093998885151409067996421250114774913487.1.2.green.dcm,No Finding,0
-1.3.6.1.4.1.55648.278016484863831037007389199086294933187.1001.1001.green.dcm,No Finding,0
-1.3.6.1.4.1.55648.165676765772441025176959688572493005400.1001.1001.green.dcm,No Finding,0
-1.3.6.1.4.1.55648.239821788594174915210516472061356437730.1.1.green.dcm,No Finding,0
-1.3.6.1.4.1.55648.305741738488931863691609987242497640374.1.1.green.dcm,Pleural Effusion,2
-1.3.6.1.4.1.55648.128692934303278291517480972399461649292.1.2.green.dcm,Pleural Effusion,2
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-1.3.6.1.4.1.55648.221508922332423692109827089181123393422.7500.1.green.dcm,Support Devices,1
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-1.3.6.1.4.1.55648.010300851226074910304037593708401174747.3.1.green.dcm,Pleural Effusion,2
-1.3.6.1.4.1.55648.005369162257213267424184214179480059609.1.1.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.045678110342520932233807899271374363433.1.1.green.dcm,Pleural Effusion,2
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/adaptor_tutorial_train_split.csv b/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/adaptor_tutorial_train_split.csv
deleted file mode 100644
index d58d05c5657..00000000000
--- a/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/adaptor_tutorial_train_split.csv
+++ /dev/null
@@ -1,81 +0,0 @@
-Name,Label Category,Label
-1.3.6.1.4.1.55648.176613274055565308674131345104093827807.1.1.green.dcm,Cardiomegaly,3
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-1.3.6.1.4.1.55648.097026285075665008547642282177198976147.1.1.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.177222863648737407087979997187070034144.1.1.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.271301447800772504994732293132631290183.1.1.green.dcm,Cardiomegaly,3
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-1.3.6.1.4.1.55648.054638406977166627330904341918735834847.1002.1002.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.220642398890080517385050154499481880671.1.1.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.173028985021627235563706594971177947957.1.1.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.208312975294581030895389883485529179135.1001.1001.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.090796388284622126626926563402109773905.1.1.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.108672669535753468104460669087618815106.1.1.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.111821872173674295877509508880329281339.1.2.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.215325594310547375901013099381609067441.1.1.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.140859586858715007389518986733650204363.1.1.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.045690337109552883774317446025405302608.78.1.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.126441861953962737728259855980705841434.2980.1.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.328335822142234273794366813265959311679.1.1.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.264762058294029865541405452778213108214.1001.1001.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.323274184967836862065170760963431773351.1001.1001.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.117402672417642897813600823641073024826.1001.1001.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.316232269560220420906931865506751640359.2.1.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.212204521799621585632907341736124300372.1.1.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.214265072379162308135149454228417403583.1.1.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.088806621978458273546388422680887947029.3.1.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.000032215964457923791930577084236543935.5.1.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.176069069026180508544298184462635860449.1002.1002.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.322847758246243226374088412066157532398.14.1.green.dcm,Pleural Effusion,2
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/dcm_sample_label.csv b/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/dcm_sample_label.csv
deleted file mode 100644
index 9c367be3ddd..00000000000
--- a/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/dcm_sample_label.csv
+++ /dev/null
@@ -1,101 +0,0 @@
-Name,Label Category,Label
-1.3.6.1.4.1.55648.176613274055565308674131345104093827807.1.1.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.097076400108568267619280039504553528543.1.1.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.291763821973070621352590152619014836291.1001.1001.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.097026285075665008547642282177198976147.1.1.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.177222863648737407087979997187070034144.1.1.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.271301447800772504994732293132631290183.1.1.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.178072615405859173484150998235409536956.4.1.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.294081659395940969257856258395119273280.1001.1001.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.031538892427718563538062586832840789396.22.1.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.327573788586206484512962864615902077386.1.1.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.050949996938719955034371351202317400288.1.1.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.332678444258340411097628709138782090901.2.1.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.005369162257213267424184214179480059609.1.1.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.064882876925408746991715177609644895688.1.1.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.227638541513440187867988109178032320370.1001.1001.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.103991211479144604391501824032856474681.1001.1001.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.188759801351319475659910664952513603474.1003.1003.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.094753947482992631148413934640317630498.1.1.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.307214029556379939566919073611485191343.1.1.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.196027806065954381981618948717373803120.1.1.green.dcm,Cardiomegaly,3
-1.3.6.1.4.1.55648.039545418410618636511900346832466593728.1.1.green.dcm,No Finding,0
-1.3.6.1.4.1.55648.081961303212193020847265501174787239707.2.2.green.dcm,No Finding,0
-1.3.6.1.4.1.55648.265422388147798296000632226206192929983.1.1.green.dcm,No Finding,0
-1.3.6.1.4.1.55648.093998885151409067996421250114774913487.1.2.green.dcm,No Finding,0
-1.3.6.1.4.1.55648.135931457253513866503753507490047979470.1.1.green.dcm,No Finding,0
-1.3.6.1.4.1.55648.136082380010428663266869624671509741179.1.1.green.dcm,No Finding,0
-1.3.6.1.4.1.55648.238179377242753207130062441532995167753.1.1.green.dcm,No Finding,0
-1.3.6.1.4.1.55648.243325933024227248882820146430856332254.1.1.green.dcm,No Finding,0
-1.3.6.1.4.1.55648.287552751598091915556939205155286937974.1.2.green.dcm,No Finding,0
-1.3.6.1.4.1.55648.278016484863831037007389199086294933187.1001.1001.green.dcm,No Finding,0
-1.3.6.1.4.1.55648.318826544103702181009761122148971690707.2.1.green.dcm,No Finding,0
-1.3.6.1.4.1.55648.174092174457080385047754369034489372389.1.1.green.dcm,No Finding,0
-1.3.6.1.4.1.55648.165676765772441025176959688572493005400.1001.1001.green.dcm,No Finding,0
-1.3.6.1.4.1.55648.239821788594174915210516472061356437730.1.1.green.dcm,No Finding,0
-1.3.6.1.4.1.55648.109342205794661435981996834006622875223.1.1.green.dcm,No Finding,0
-1.3.6.1.4.1.55648.140757442077164582994451063665381781551.1.1.green.dcm,No Finding,0
-1.3.6.1.4.1.55648.194295460081196301139145359135361254217.1.1.green.dcm,No Finding,0
-1.3.6.1.4.1.55648.146689148235046029648898435454524800183.4.1.green.dcm,No Finding,0
-1.3.6.1.4.1.55648.175006979749755752970969181789440910260.1.1.green.dcm,No Finding,0
-1.3.6.1.4.1.55648.293218503026445853681590537155802956124.1.1.green.dcm,No Finding,0
-1.3.6.1.4.1.55648.248392439487196801252114445207103622180.1.1.green.dcm,Pleural Effusion,2
-1.3.6.1.4.1.55648.108550513293168000494529265853394850185.1.2.green.dcm,Pleural Effusion,2
-1.3.6.1.4.1.55648.010300851226074910304037593708401174747.3.1.green.dcm,Pleural Effusion,2
-1.3.6.1.4.1.55648.045678110342520932233807899271374363433.1.1.green.dcm,Pleural Effusion,2
-1.3.6.1.4.1.55648.100883500607370248921266095260693749600.1.1.green.dcm,Pleural Effusion,2
-1.3.6.1.4.1.55648.247487066692015396031389950596922504544.1001.1001.green.dcm,Pleural Effusion,2
-1.3.6.1.4.1.55648.165894634703888550432242685812644451651.10.1.green.dcm,Pleural Effusion,2
-1.3.6.1.4.1.55648.105611676258317728152099093997754698546.1.1.green.dcm,Pleural Effusion,2
-1.3.6.1.4.1.55648.308224645210577718535703329649335782670.2.1.green.dcm,Pleural Effusion,2
-1.3.6.1.4.1.55648.322847758246243226374088412066157532398.14.1.green.dcm,Pleural Effusion,2
-1.3.6.1.4.1.55648.305741738488931863691609987242497640374.1.1.green.dcm,Pleural Effusion,2
-1.3.6.1.4.1.55648.300432024376384973408783544910320422086.1.1.green.dcm,Pleural Effusion,2
-1.3.6.1.4.1.55648.128692934303278291517480972399461649292.1.2.green.dcm,Pleural Effusion,2
-1.3.6.1.4.1.55648.276310175512080402878437654345749749900.1001.1001.green.dcm,Pleural Effusion,2
-1.3.6.1.4.1.55648.250481788404109659877621582125058785380.3.1.green.dcm,Pleural Effusion,2
-1.3.6.1.4.1.55648.118853606120222931746799366385056075058.1.1.green.dcm,Pleural Effusion,2
-1.3.6.1.4.1.55648.233527370810878197728038917636125994641.1.1.green.dcm,Pleural Effusion,2
-1.3.6.1.4.1.55648.024691922181712047327901436366726050980.8160.1.green.dcm,Pleural Effusion,2
-1.3.6.1.4.1.55648.145833837047803202663560956966011167691.1.1.green.dcm,Pleural Effusion,2
-1.3.6.1.4.1.55648.146387872421597286440083626342195611525.1.1.green.dcm,Pleural Effusion,2
-1.3.6.1.4.1.55648.025473000192213132323624900255040343994.1.1.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.171086708354700381293155070985308813426.1.1.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.020128023405162813637635556625961837376.1002.1002.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.294661217387838715562534914051644729135.1.1.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.199325223657656157396313969821016268887.1.1.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.298120199644881852568705692527633395621.1.1.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.171686074192307247116918652768213961095.2.1.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.093271039395040615802729409451068507130.1.1.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.013051327602219610100989737191708734008.2.1.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.159497227139542659490585314726138754584.4.1.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.020915410670874733402213603610689358175.1.1.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.036467527616896946980603997302578912834.1.1.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.202139047444806124599713833983297745505.1.1.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.263308032404816125059630378036838929345.2.1.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.054638406977166627330904341918735834847.1002.1002.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.220642398890080517385050154499481880671.1.1.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.173028985021627235563706594971177947957.1.1.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.208312975294581030895389883485529179135.1001.1001.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.090796388284622126626926563402109773905.1.1.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.108672669535753468104460669087618815106.1.1.green.dcm,Atelectasis,4
-1.3.6.1.4.1.55648.111821872173674295877509508880329281339.1.2.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.215325594310547375901013099381609067441.1.1.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.176069069026180508544298184462635860449.1002.1002.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.140859586858715007389518986733650204363.1.1.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.221508922332423692109827089181123393422.7500.1.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.045690337109552883774317446025405302608.78.1.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.023647312006371870964474485493542161185.1.1.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.157388665034325054399719049526584975373.1.1.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.126441861953962737728259855980705841434.2980.1.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.328335822142234273794366813265959311679.1.1.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.264762058294029865541405452778213108214.1001.1001.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.323274184967836862065170760963431773351.1001.1001.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.117402672417642897813600823641073024826.1001.1001.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.316232269560220420906931865506751640359.2.1.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.212204521799621585632907341736124300372.1.1.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.214265072379162308135149454228417403583.1.1.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.088806621978458273546388422680887947029.3.1.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.174102193813130573034247478688876127596.1.1.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.000032215964457923791930577084236543935.5.1.green.dcm,Support Devices,1
-1.3.6.1.4.1.55648.255611619245397591591431066926543031128.1312.1.green.dcm,Support Devices,1
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/zero_shot_classification_results.csv b/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/zero_shot_classification_results.csv
deleted file mode 100644
index f9e8118ce42..00000000000
--- a/sdk/python/foundation-models/healthcare-ai/medimageinsight/classification_demo/data_input/zero_shot_classification_results.csv
+++ /dev/null
@@ -1,101 +0,0 @@
-file_name,zero_shot_pred,ground_truth_label
-1.3.6.1.4.1.55648.039545418410618636511900346832466593728.1.1.green.dcm,x-ray chest anteroposterior No Finding,No Finding
-1.3.6.1.4.1.55648.013051327602219610100989737191708734008.2.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
-1.3.6.1.4.1.55648.097076400108568267619280039504553528543.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
-1.3.6.1.4.1.55648.165894634703888550432242685812644451651.10.1.green.dcm,x-ray chest anteroposterior No Finding,Pleural Effusion
-1.3.6.1.4.1.55648.020128023405162813637635556625961837376.1002.1002.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
-1.3.6.1.4.1.55648.081961303212193020847265501174787239707.2.2.green.dcm,x-ray chest anteroposterior No Finding,No Finding
-1.3.6.1.4.1.55648.174092174457080385047754369034489372389.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,No Finding
-1.3.6.1.4.1.55648.103991211479144604391501824032856474681.1001.1001.green.dcm,x-ray chest anteroposterior Pleural Effusion,Cardiomegaly
-1.3.6.1.4.1.55648.199325223657656157396313969821016268887.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
-1.3.6.1.4.1.55648.316232269560220420906931865506751640359.2.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Support Devices
-1.3.6.1.4.1.55648.005369162257213267424184214179480059609.1.1.green.dcm,x-ray chest anteroposterior No Finding,Cardiomegaly
-1.3.6.1.4.1.55648.024691922181712047327901436366726050980.8160.1.green.dcm,x-ray chest anteroposterior Atelectasis,Pleural Effusion
-1.3.6.1.4.1.55648.135931457253513866503753507490047979470.1.1.green.dcm,x-ray chest anteroposterior No Finding,No Finding
-1.3.6.1.4.1.55648.000032215964457923791930577084236543935.5.1.green.dcm,x-ray chest anteroposterior No Finding,Support Devices
-1.3.6.1.4.1.55648.140859586858715007389518986733650204363.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Support Devices
-1.3.6.1.4.1.55648.239821788594174915210516472061356437730.1.1.green.dcm,x-ray chest anteroposterior No Finding,No Finding
-1.3.6.1.4.1.55648.307214029556379939566919073611485191343.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
-1.3.6.1.4.1.55648.308224645210577718535703329649335782670.2.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
-1.3.6.1.4.1.55648.328335822142234273794366813265959311679.1.1.green.dcm,x-ray chest anteroposterior No Finding,Support Devices
-1.3.6.1.4.1.55648.111821872173674295877509508880329281339.1.2.green.dcm,x-ray chest anteroposterior Pleural Effusion,Support Devices
-1.3.6.1.4.1.55648.093998885151409067996421250114774913487.1.2.green.dcm,x-ray chest anteroposterior No Finding,No Finding
-1.3.6.1.4.1.55648.215325594310547375901013099381609067441.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Support Devices
-1.3.6.1.4.1.55648.250481788404109659877621582125058785380.3.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
-1.3.6.1.4.1.55648.227638541513440187867988109178032320370.1001.1001.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
-1.3.6.1.4.1.55648.247487066692015396031389950596922504544.1001.1001.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
-1.3.6.1.4.1.55648.010300851226074910304037593708401174747.3.1.green.dcm,x-ray chest anteroposterior Atelectasis,Pleural Effusion
-1.3.6.1.4.1.55648.287552751598091915556939205155286937974.1.2.green.dcm,x-ray chest anteroposterior No Finding,No Finding
-1.3.6.1.4.1.55648.093271039395040615802729409451068507130.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
-1.3.6.1.4.1.55648.264762058294029865541405452778213108214.1001.1001.green.dcm,x-ray chest anteroposterior Support Devices,Support Devices
-1.3.6.1.4.1.55648.126441861953962737728259855980705841434.2980.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Support Devices
-1.3.6.1.4.1.55648.165676765772441025176959688572493005400.1001.1001.green.dcm,x-ray chest anteroposterior No Finding,No Finding
-1.3.6.1.4.1.55648.054638406977166627330904341918735834847.1002.1002.green.dcm,x-ray chest anteroposterior Pleural Effusion,Atelectasis
-1.3.6.1.4.1.55648.157388665034325054399719049526584975373.1.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Support Devices
-1.3.6.1.4.1.55648.221508922332423692109827089181123393422.7500.1.green.dcm,x-ray chest anteroposterior No Finding,Support Devices
-1.3.6.1.4.1.55648.214265072379162308135149454228417403583.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Support Devices
-1.3.6.1.4.1.55648.196027806065954381981618948717373803120.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
-1.3.6.1.4.1.55648.159497227139542659490585314726138754584.4.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
-1.3.6.1.4.1.55648.173028985021627235563706594971177947957.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
-1.3.6.1.4.1.55648.050949996938719955034371351202317400288.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
-1.3.6.1.4.1.55648.171086708354700381293155070985308813426.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
-1.3.6.1.4.1.55648.294661217387838715562534914051644729135.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
-1.3.6.1.4.1.55648.233527370810878197728038917636125994641.1.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
-1.3.6.1.4.1.55648.094753947482992631148413934640317630498.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
-1.3.6.1.4.1.55648.088806621978458273546388422680887947029.3.1.green.dcm,x-ray chest anteroposterior No Finding,Support Devices
-1.3.6.1.4.1.55648.105611676258317728152099093997754698546.1.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
-1.3.6.1.4.1.55648.118853606120222931746799366385056075058.1.1.green.dcm,x-ray chest anteroposterior No Finding,Pleural Effusion
-1.3.6.1.4.1.55648.212204521799621585632907341736124300372.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Support Devices
-1.3.6.1.4.1.55648.036467527616896946980603997302578912834.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
-1.3.6.1.4.1.55648.220642398890080517385050154499481880671.1.1.green.dcm,x-ray chest anteroposterior No Finding,Atelectasis
-1.3.6.1.4.1.55648.146689148235046029648898435454524800183.4.1.green.dcm,x-ray chest anteroposterior No Finding,No Finding
-1.3.6.1.4.1.55648.140757442077164582994451063665381781551.1.1.green.dcm,x-ray chest anteroposterior No Finding,No Finding
-1.3.6.1.4.1.55648.178072615405859173484150998235409536956.4.1.green.dcm,x-ray chest anteroposterior No Finding,Cardiomegaly
-1.3.6.1.4.1.55648.177222863648737407087979997187070034144.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
-1.3.6.1.4.1.55648.045690337109552883774317446025405302608.78.1.green.dcm,x-ray chest anteroposterior No Finding,Support Devices
-1.3.6.1.4.1.55648.136082380010428663266869624671509741179.1.1.green.dcm,x-ray chest anteroposterior No Finding,No Finding
-1.3.6.1.4.1.55648.090796388284622126626926563402109773905.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
-1.3.6.1.4.1.55648.023647312006371870964474485493542161185.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Support Devices
-1.3.6.1.4.1.55648.238179377242753207130062441532995167753.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,No Finding
-1.3.6.1.4.1.55648.291763821973070621352590152619014836291.1001.1001.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
-1.3.6.1.4.1.55648.208312975294581030895389883485529179135.1001.1001.green.dcm,x-ray chest anteroposterior Cardiomegaly,Atelectasis
-1.3.6.1.4.1.55648.045678110342520932233807899271374363433.1.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
-1.3.6.1.4.1.55648.327573788586206484512962864615902077386.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
-1.3.6.1.4.1.55648.294081659395940969257856258395119273280.1001.1001.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
-1.3.6.1.4.1.55648.109342205794661435981996834006622875223.1.1.green.dcm,x-ray chest anteroposterior No Finding,No Finding
-1.3.6.1.4.1.55648.332678444258340411097628709138782090901.2.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
-1.3.6.1.4.1.55648.265422388147798296000632226206192929983.1.1.green.dcm,x-ray chest anteroposterior No Finding,No Finding
-1.3.6.1.4.1.55648.323274184967836862065170760963431773351.1001.1001.green.dcm,x-ray chest anteroposterior No Finding,Support Devices
-1.3.6.1.4.1.55648.263308032404816125059630378036838929345.2.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
-1.3.6.1.4.1.55648.176613274055565308674131345104093827807.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
-1.3.6.1.4.1.55648.278016484863831037007389199086294933187.1001.1001.green.dcm,x-ray chest anteroposterior Atelectasis,No Finding
-1.3.6.1.4.1.55648.271301447800772504994732293132631290183.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
-1.3.6.1.4.1.55648.248392439487196801252114445207103622180.1.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
-1.3.6.1.4.1.55648.031538892427718563538062586832840789396.22.1.green.dcm,x-ray chest anteroposterior No Finding,Cardiomegaly
-1.3.6.1.4.1.55648.146387872421597286440083626342195611525.1.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
-1.3.6.1.4.1.55648.108550513293168000494529265853394850185.1.2.green.dcm,x-ray chest anteroposterior Cardiomegaly,Pleural Effusion
-1.3.6.1.4.1.55648.202139047444806124599713833983297745505.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Atelectasis
-1.3.6.1.4.1.55648.117402672417642897813600823641073024826.1001.1001.green.dcm,x-ray chest anteroposterior Support Devices,Support Devices
-1.3.6.1.4.1.55648.064882876925408746991715177609644895688.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
-1.3.6.1.4.1.55648.145833837047803202663560956966011167691.1.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
-1.3.6.1.4.1.55648.305741738488931863691609987242497640374.1.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
-1.3.6.1.4.1.55648.108672669535753468104460669087618815106.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
-1.3.6.1.4.1.55648.293218503026445853681590537155802956124.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,No Finding
-1.3.6.1.4.1.55648.100883500607370248921266095260693749600.1.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
-1.3.6.1.4.1.55648.322847758246243226374088412066157532398.14.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
-1.3.6.1.4.1.55648.174102193813130573034247478688876127596.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Support Devices
-1.3.6.1.4.1.55648.255611619245397591591431066926543031128.1312.1.green.dcm,x-ray chest anteroposterior No Finding,Support Devices
-1.3.6.1.4.1.55648.097026285075665008547642282177198976147.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Cardiomegaly
-1.3.6.1.4.1.55648.194295460081196301139145359135361254217.1.1.green.dcm,x-ray chest anteroposterior No Finding,No Finding
-1.3.6.1.4.1.55648.171686074192307247116918652768213961095.2.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
-1.3.6.1.4.1.55648.176069069026180508544298184462635860449.1002.1002.green.dcm,x-ray chest anteroposterior No Finding,Support Devices
-1.3.6.1.4.1.55648.298120199644881852568705692527633395621.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
-1.3.6.1.4.1.55648.276310175512080402878437654345749749900.1001.1001.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
-1.3.6.1.4.1.55648.128692934303278291517480972399461649292.1.2.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
-1.3.6.1.4.1.55648.020915410670874733402213603610689358175.1.1.green.dcm,x-ray chest anteroposterior No Finding,Atelectasis
-1.3.6.1.4.1.55648.188759801351319475659910664952513603474.1003.1003.green.dcm,x-ray chest anteroposterior Cardiomegaly,Cardiomegaly
-1.3.6.1.4.1.55648.300432024376384973408783544910320422086.1.1.green.dcm,x-ray chest anteroposterior Pleural Effusion,Pleural Effusion
-1.3.6.1.4.1.55648.175006979749755752970969181789440910260.1.1.green.dcm,x-ray chest anteroposterior Cardiomegaly,No Finding
-1.3.6.1.4.1.55648.025473000192213132323624900255040343994.1.1.green.dcm,x-ray chest anteroposterior Atelectasis,Atelectasis
-1.3.6.1.4.1.55648.243325933024227248882820146430856332254.1.1.green.dcm,x-ray chest anteroposterior No Finding,No Finding
-1.3.6.1.4.1.55648.318826544103702181009761122148971690707.2.1.green.dcm,x-ray chest anteroposterior No Finding,No Finding
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/data/mri_sample_features-sm.csv b/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/data/mri_sample_features-sm.csv
deleted file mode 100644
index d78ca420e7b..00000000000
--- a/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/data/mri_sample_features-sm.csv
+++ /dev/null
@@ -1,75 +0,0 @@
-,batch,series_path,n_files,series_loaded_correctly,series_error_description,series_reader.Execute(),reading metadata,SpecificCharacterSet,ImageType,SOPClassUID,SOPInstanceUID,StudyDate,SeriesTime,AcquisitionTime,AccessionNumber,Modality,Manufacturer,SeriesDescription,ManufacturerModelName,PatientName,PatientID,PatientSex,PatientAge,PatientWeight,EthnicGroup,BodyPartExamined,ScanningSequence,SequenceVariant,ScanOptions,MRAcquisitionType,SequenceName,SliceThickness,RepetitionTime,EchoTime,NumberOfAverages,ImagingFrequency,ImagedNucleus,EchoNumbers,MagneticFieldStrength,SpacingBetweenSlices,NumberOfPhaseEncodingSteps,EchoTrainLength,PercentSampling,PercentPhaseFieldOfView,PixelBandwidth,SoftwareVersions,ProtocolName,TransmitCoilName,AcquisitionMatrix,InPlanePhaseEncodingDirection,FlipAngle,PatientPosition,StudyInstanceUID,SeriesInstanceUID,SeriesNumber,AcquisitionNumber,InstanceNumber,ImagePositionPatient,ImageOrientationPatient,FrameOfReferenceUID,PositionReferenceIndicator,SliceLocation,SamplesPerPixel,PhotometricInterpretation,Rows,Columns,PixelSpacing,BitsAllocated,BitsStored,HighBit,PixelRepresentation,SmallestImagePixelValue,LargestImagePixelValue,WindowCenter,WindowWidth,PregnancyStatus,ContrastBolusAgent,ContrastBolusVolume,ContrastBolusTotalDose,ReceiveCoilName,RescaleIntercept,RescaleSlope,LossyImageCompression,2050|0020,RescaleType,LowRRValue,HighRRValue,IntervalsAcquired,IntervalsRejected,HeartRate,ReconstructionDiameter,ImagesInAcquisition,NumberOfFrames,PixelAspectRatio,Report,Topic,png_path,features
-0,,1.3.6.1.4.1.55648.5038827238981423891694615695320079/1.3.6.1.4.1.55648.5038827238981423891694615695320079.1,112,True,,102.4836142,0.000213385,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS3D\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.5038827238981423891694615695320079.1.1,20200711,,,44248763,MR,Siemens,I_AAspine_scout,MAGNETOM Vida,Patient_8239612948779919072,Patient_8239612948779919072,F,047Y,61.2349,,LSPINE,GR,SK,PFP\PFF\CG\RG\PER,3D,*fl3d1,1.7,3.3,1.27,1,123.25959,1H,,3.0,,240,1.0,100,100.0,548.0,syngo MR XA11,I_AAspine_scout,Body,240\0\0\240,COL,8,FFS,1.3.6.1.4.1.55648.5038827238981423891694615695320079,1.3.6.1.4.1.55648.5038827238981423891694615695320079.1,1,1,1,-200\-64.35\200,1\0\0\0\0\-1,,,-64.35,1,MONOCHROME2,240,240,1.66667\1.66667,16,12,11,0,0.0,485.0,44,122,,,,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain with bilateral lumbar radicular symptoms, worse on the right. M54.41 R20.2 M62.830 R26.2 M54.42 Comparison PHI: Lumbar spine radiographs from PHI/DD/YYYY. Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial proton density images. Findings: Coronal localizer image 68 of series 1 provides limited visualization of mild levoscoliosis in the lumbar spine, centered at the L3-L4 level. There is minimal retrolisthesis at L3-L4. There is no evidence of fracture, spondylolysis or osseous neoplasm. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the L1 level. The T11-T12 level is visualized on sagittal images, without significant spondylosis, facet arthrosis, disc bulge, disc herniation, or stenosis. T12-L1: No spondylotic changes. Facet joints are unremarkable. L1-L2: No spondylotic changes. Facet joints are unremarkable. L2-L3: Minimal spondylosis. Minimal bilateral facet arthrosis. Mild disc bulge. ----- Page Break ----- L3-L4: Minimal spondylosis. Minimal bilateral facet arthrosis. Mild disc bulge. L4-L5: Minimal spondylosis. Mild-to-moderate bilateral facet arthrosis. Mild disc bulge. Small right foraminal disc protrusion, without compression of the exiting nerve, sagittal image 8 of series 5. L5-S1: Minimal spondylosis. Mild left facet arthrosis. Broad-based but small right paracentral disc protrusion, mildly effacing the ventral thecal sac and encroaching mildly on the right S1 nerve root. See axial image 27 of series 8. The visualized paraspinal and abdominopelvic soft tissues are unremarkable in PHI appearance. ------------------------- IMPRESSION: Mild lumbar levoscoliosis. Minimal retrolisthesis at L3-L4. Spondylosis and facet arthrosis. Foraminal disc protrusion at L4-L5, without compression of the exiting nerve. Small right paracentral disc protrusion at L5-S1, impinging mildly on the right S1 nerve root. M41.26 M43.16 M51.36 M51.27 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.5038827238981423891694615695320079/1.3.6.1.4.1.55648.5038827238981423891694615695320079.1,1.3.6.1.4.1.55648.5038827238981423891694615695320079/1.3.6.1.4.1.55648.5038827238981423891694615695320079.1.pkl
-1,,1.3.6.1.4.1.55648.8812480238163694177849768746455966/1.3.6.1.4.1.55648.8812480238163694177849768746455966.5,26,True,,22.39013553,0.000165462,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8812480238163694177849768746455966.5.26,20190703,,182737.8225,149310240,MR,Siemens,AX PD,Skyra,Patient_5076011395708186891,Patient_5076011395708186891,M,035Y,74.84275057,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.260196,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.8812480238163694177849768746455966,1.3.6.1.4.1.55648.8812480238163694177849768746455966.5,5,1,26,-94.913505792548\-11.216131843641\-125.61064243882,0.99967193495787\-0.0102013678856\0.02349371300715\3.021656e-008\0.917260154321\0.39828860050849,,,-108.283033,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2069.0,697,1445,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain with bilateral lumbar radicular symptoms. Lower back pain with right sciatica, M54.41 Numbness lower extremity, R20.0 Lower back pain with left sciatica, M54.42 Lower extremity paresthesia, R20.2 Comparison PHI: None Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial proton density images. Findings: The alignment is normal. There is no evidence of fracture, spondylolysis or osseous neoplasm. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the L1 level. Lower thoracic intervertebral levels from T11 to L1 are visualized only on sagittal images. At these levels there is no significant spondylosis, facet arthrosis, disc bulge, disc herniation, or stenosis. L1-L2: No spondylotic changes. Facet joints are unremarkable. L2-L3: No spondylotic changes. Facet joints are unremarkable. L3-L4: No spondylotic changes. Facet joints are unremarkable. L4-L5: No spondylotic changes. Facet joints are unremarkable. ----- Page Break ----- L5-S1: No spondylotic changes. Facet joints are unremarkable. Axial images PHI of series 5 demonstrate bilateral renal atrophy, with multiple small renal cortical cysts. ------------------------- IMPRESSION: Normal MR appearance of the lumbar spine. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.8812480238163694177849768746455966/1.3.6.1.4.1.55648.8812480238163694177849768746455966.5,1.3.6.1.4.1.55648.8812480238163694177849768746455966/1.3.6.1.4.1.55648.8812480238163694177849768746455966.5.pkl
-2,,1.3.6.1.4.1.55648.6926589987617370675449629801671450/1.3.6.1.4.1.55648.6926589987617370675449629801671450.5,21,True,,14.57460666,0.0001688,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6926589987617370675449629801671450.5.21,20191227,,114715.9675,340201839,MR,Siemens,AX T2 STAR,Skyra,Patient_0549750665532107557,Patient_0549750665532107557,F,048Y,77.11071271,,BRAIN,GR,SP\OSP,SAT2,2D,*me2d1r3,3.0,420.0,12.0,1,123.25999,1H,1.0,3.0,3.54,397,3.0,100,100.0,220.0,syngo MR E11,AX T2 STAR,Body,256\0\0\256,COL,30,HFS,1.3.6.1.4.1.55648.6926589987617370675449629801671450,1.3.6.1.4.1.55648.6926589987617370675449629801671450.5,5,1,21,-84.142383575439\-28.082021994168\-166.49966807319,1\0\0\0\0.95013451358537\0.31184035353671,,,-149.4399735,1,MONOCHROME2,512,512,0.3515625\0.3515625,16,12,11,0,0.0,752.0,359,782,,,,,,,,,,,,,,,,,,,,"MRI-3T CERVICAL SPINE NON CONTRAST History: Cervical radiculopathy. History of subtotal thyroidectomy. Technique: Sagittal T1, T2 and STIR images were supplemented by axial gradient echo images through the disc spaces. This study was performed on a 3.0 Tesla system. Prior examinations: None. Alignment: Reversal of cervical lordosis centered at the C4-5 level. Disc spaces: Advanced degenerative disc disease at C4-5 and C5-6. C4-5: Central disc herniation with minimal compression of the spinal cord but not the C5 nerve roots. C5-6: Disc herniation and endplate osteophytes with mild compression the right C6 nerve root. Spinal cord: The spinal cord has a normal signal. Specifically, there is no edema, myelomalacia, intramedullary mass, syrinx or demyelinating lesion. Craniocervical junction: Normal. Vertebral bodies: No compression fractures are seen. Posterior fossa: Normal. Paraspinal soft tissues: No primary aerodigestive tract lesion or pathologic nodal mass is seen. Thyroid gland: Not evaluated on this MR examination of the cervical spine. Bone marrow signal: Mild reactive endplate edema adjacent to the C4-5 disc. ----- Page Break ----- Facet joints: Normal. ------------------------- IMPRESSION: Reversal cervical lordosis with advanced degenerative disc disease at C4-5 and C5-6. Disc herniation at C4-5 with minimal compression of the spinal cord and left C5 nerve roots. Disc herniation and endplate osteophytes at C5-6 with mild compression of the right C6 nerve root. ICD-10 Codes: Spondylolysis Cervical (Spine Cervical) - M43.02 Cervical Disc Degeneration C4-C5, C5-C6,C6-C7 (Spine Cervical) - M50.32 Cervical disc disorder at C4-C5 level with radiculopathy (Spine Cervical) - M50.121 Cervical disc disorder at C5-C6 level with radiculopathy (Spine Cervical) - M50.122 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.6926589987617370675449629801671450/1.3.6.1.4.1.55648.6926589987617370675449629801671450.5,1.3.6.1.4.1.55648.6926589987617370675449629801671450/1.3.6.1.4.1.55648.6926589987617370675449629801671450.5.pkl
-3,,1.3.6.1.4.1.55648.7163905270587090166361159943983968/1.3.6.1.4.1.55648.7163905270587090166361159943983968.11,40,True,,36.56240487,0.000155449,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7163905270587090166361159943983968.11.40,20171230,,113019.8725,986746658,MR,Siemens,AX PD FS,Skyra,Patient_8203684339499781971,Patient_8203684339499781971,M,029Y,72.57478843,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.256886,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.7163905270587090166361159943983968,1.3.6.1.4.1.55648.7163905270587090166361159943983968.11,11,1,40,-164.96406083346\-75.833233917224\-45.965403703111,0.97541361515026\-0.1562546971672\-0.1554115471666\0.145254456222\0.98616667967606\-0.0798525068131,,,-76.79401946,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,2621.0,841,1725,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M25.561 Right knee pain TECHNIQUE: MR imaging of the right knee was performed without IV contrast on a 3.0 Tesla high-field wide-bore magnet. COMPARISON: None FINDINGS: LIGAMENTS: There is a chronic high-grade ACL tear with a thin ligament remnant visualized. The PCL, MCL and lateral collateral ligament complex are intact. EXTENSOR MECHANISM: Intact. Doctor FIRSTNAME LASTNAMERTMENT: The lateral meniscus is intact. The articular cartilage is preserved. Doctor FIRSTNAME LASTNAMERTMENT: The medial meniscus is intact. The articular cartilage is preserved. Doctor FIRSTNAME LASTNAMERTMENT: The patellar and trochlear cartilage are preserved. BONES: There is no fracture or osseous lesion. JOINT FLUID: PHI is no joint effusion or loose body. MUSCLES/TENDONS: Intact. NEUROVASCULAR STRUCTURES: Unremarkable. SUBCUTANEOUS TISSUES: Unremarkable. ------------------------- IMPRESSION: ----- Page Break ----- Chronic high-grade partial-thickness ACL tear with only a thin ligament remnant visualized. ICD 10 - ACL (Anterior Cruciate Ligament) Sprain/Tear, S83.511S Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",42,1.3.6.1.4.1.55648.7163905270587090166361159943983968/1.3.6.1.4.1.55648.7163905270587090166361159943983968.11,1.3.6.1.4.1.55648.7163905270587090166361159943983968/1.3.6.1.4.1.55648.7163905270587090166361159943983968.11.pkl
-4,,1.3.6.1.4.1.55648.0830985849733100617725857380785986/1.3.6.1.4.1.55648.0830985849733100617725857380785986.4,80,True,,56.54021978,0.000220299,,ORIGINAL\PRIMARY\OTHER,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0830985849733100617725857380785986.4.1,20180308,101618.827,101618.827,946723504,MR,Hitachi Medical Corporation,S-Map,OASIS,Patient_0910681905209802957,Patient_0910681905209802957,F,023Y,65.772,,LSPINE,GR,NONE,,3D,S-Map,10.6,4.0,1.0,1,49.399502,1H,1.0,1.16,10.6,32,,35,120.0,,V5.0C,S-Map,,0\32\32\0,ROW,5,FFS,1.3.6.1.4.1.55648.0830985849733100617725857380785986,1.3.6.1.4.1.55648.0830985849733100617725857380785986.4,4,0,1,210.4057\-134.7956\170,0\1\0\0\0\-1,,-1908.0,-210.41,1,MONOCHROME2,64,64,5.3125\5.3125,16,12,11,1,0.0,100.0,706,1411,4.0,,0.0,,RAPID Body,,,0.0,,,100.0,100.0,0.0,0.0,0.0,340.0,40.0,1.0,1\1,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain M54.41 Lower back pain with right sciatica M54.42 Lower back pain with left sciatica M79.605 Left Leg Pain CLINICAL HISTORY: 23-year-old female with low back pain radiating to both legs, left more than right, worse since previous exam. TECHNIQUE: Sagittal and axial images of the lumbar spine were obtained on a 1.2 Tesla open MR scanner. COMPARISON: A previous MR scan of the lumbar spine dated MM/DD/YYYY was available for review. FINDINGS: No fractures, lytic, or blastic disease is identified. The conus is normal in signal and ends at the level of the L1-2 interspace. The thecal sac is mildly anomalous as it ends at approximately the L5 level with the more distal roots coursing through intraspinal fat. No abnormal intradural filling defects are demonstrated. At L1-2, L2-3, and L3-4, the discs are preserved. The canal and foramen are clear. At L4-5, the disc is abnormal in signal, bulges slightly, and demonstrates a focal projection into the midline and right side of the ventral epidural space consistent with a herniation. The herniation extends slightly inferior from the actual level of the interspace in the ventral epidural space. A very subtle degenerative retrolisthesis of L4 posteriorly on L5 accompanies these changes. The configuration of the facets plus the bulge and herniation cause a mild to moderate bilateral lateral recess stenosis of the canal through which both L5 roots traverse. The herniation causes minimal if any defect on the thecal sac due to the configuration of the thecal sac with a relatively ""early termination"". The foramen are clear. At L5-S1, a focal projection of the disc in the midline extending to the right is consistent with a herniation and is compressing the right S1 nerve root in the lateral recess. The foramen are clear. ----- Page Break ----- ------------------------- IMPRESSION: No change from the prior examination. Herniations at L4-5 and L5-S1 are present. The distal thecal sac is mildly anomalous with an ""early termination"". ICD 10 - Herniated disc L5-S1, M51.27 Herniated disc lumbar spine, M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.0830985849733100617725857380785986/1.3.6.1.4.1.55648.0830985849733100617725857380785986.4,1.3.6.1.4.1.55648.0830985849733100617725857380785986/1.3.6.1.4.1.55648.0830985849733100617725857380785986.4.pkl
-5,,1.3.6.1.4.1.55648.9271509911215736097430470298655235/1.3.6.1.4.1.55648.9271509911215736097430470298655235.6,105,True,,92.65505552,0.000220299,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D\DFC,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9271509911215736097430470298655235.6.1,20190125,,143323.07,789776100,MR,Siemens,AX DWI_TRACEW_DFC_MIX,Skyra,Patient_1940082846726627859,Patient_1940082846726627859,F,055Y,86.18256126,,ABDOMEN,EP,SK\SP\OSP,SFS,2D,*ep_b50t,5.0,6000.0,51.0,2,123.256886,1H,1.0,3.0,6.0,106,35.0,100,80.597015,2330.0,syngo MR E11,AX DWI,Body,134\0\0\108,COL,90,FFS,1.3.6.1.4.1.55648.9271509911215736097430470298655235,1.3.6.1.4.1.55648.9271509911215736097430470298655235.6,6,1,1,-171.66150712359\-136.88067722321\116.45957143175,0.9997806834792\0\-0.0209424196753\0\1\0,,,112.8390226,1,MONOCHROME2,216,268,1.4925372600555\1.4925372600555,16,12,11,0,0.0,1155.0,310,798,,,,,,,,,,,,,,,,,,,,"MRI-3T ABD/ADoctor LASTNAME /LIVER PRE AND POST IV CONTRAST History: R93.8 Abnormal Radiologic Study C64.2 Malignant neoplasm of left kidney, except renal pelvis Technique: Magnetic resonance imaging of the abdomen was performed on a 3.0 Tesla ultra high field wide bore system. A multiplanar multisequence examination was performed with images obtained before and after the intravenous administration of 8 cc Gadavist. Comparison: MR abdomen MM/DD/YYYY. MR abdomen MM/DD/YYYY. Findings: LIVER: Smooth hepatic contour. No suspicious focal lesions. No biliary ductal dilatation. No perihepatic ascites. Patent portal, hepatic veins. Moderate hepatic steatosis. Anterior right hepatic dome 0.9 x 0.8 cm enhancing nodule (series 19 image 20) is overall stable dating back to MM/DD/YYYY with associated faint T2 signal, favored to represent atypical hemangioma versus other lesion such as FNH. Centrally located hepatic dome 0.8 x 0.7 cm nodule (series 19 image 26) with faint increased T2 signal is also favored to have similar differential. GALLBLADDER/BILIARY TREE: Surgically absent gallbladder. There is no intrahepatic or extrahepatic biliary ductal dilatation. . Extra hepatic biliary duct measures 0.4 cm. SPLEEN: Splenomegaly, spleen measures up to 16.0 cm. There are multiple mild to moderate T2 hyperintense lesions within spleen without significant restricted diffusion and demonstrates uniform enhancement postcontrast, similar appearance dating back to MM/DD/YYYY and these are favored to represent multiple splenic hemangiomas. ----- Page Break ----- PANCREAS: Scattered pancreatic cystic foci. No abnormal pancreatic parenchymal signal. No abnormal enhancement or pancreatic mass. Posterior proximal pancreatic body 0.5 x 0.7 cm cystic focus (series 11 image 17) is stable from PHI/DD/YYYY and overall stable from PHI/DD/YYYY with additional scattered punctate cystic pancreatic foci also overall stable. There is no solid or suspicious pancreatic mass. No main pancreatic ductal dilatation. There is no pancreatic edema. ADoctor LASTNAME : No discrete adrenal nodule. KIDNEYS: Normal size. Symmetric enhancement. No hydronephrosis. Left kidney lower pole hemorrhagic/proteinaceous 1.8 x 1.7 cm nodule (series 24 image 75) at the site of prior neoplasm now demonstrating no enhancement. Previously in this location, nodule measured up to 1.7 x 1.6 cm and is overall stable. BOWEL/PERITONEUM: No bowel obstruction or abdominal ascites. ADENOPATHY: No significant abdominal or retroperitoneal lymphadenopathy. ABDOMINAL AORTA: Normal caliber. IVC: Patent. MUSCULOSKELETAL: No aggressive osseous lesion is seen. ------------------------- IMPRESSION: 1. Postablation changes with now nonenhancement of overall stable anterior left kidney lower pole nodule, demonstrating hemorrhagic/proteinaceous change. 2. No suspicious hepatic lesion. Arterially enhancing foci within liver, stable dating back to XX favoring atypical hemangioma/FNH or cyst with hemorrhage among other lesion. 3. Scattered cystic pancreatic foci from PHI, no pancreatic edema or pancreatic mass. No ductal dilatation. Attention on follow-up MRI/MRCP imaging may be obtained as warranted. 4. Splenomegaly with findings of multiple hemangiomas. ----- Page Break ----- Additional codes: Fatty liver. K76.0 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.9271509911215736097430470298655235/1.3.6.1.4.1.55648.9271509911215736097430470298655235.6,1.3.6.1.4.1.55648.9271509911215736097430470298655235/1.3.6.1.4.1.55648.9271509911215736097430470298655235.6.pkl
-6,,1.3.6.1.4.1.55648.0076129123627976375036614513064281/1.3.6.1.4.1.55648.0076129123627976375036614513064281.4,15,True,,5.804111242,0.000277758,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0076129123627976375036614513064281.4.15,20190611,171942.154,171720.5125,616099027,MR,Siemens,SAG STIR,Aera,Patient_0831657626346594972,Patient_0831657626346594972,M,056Y,101.1511114,,SPINE,SE\IR,SK\SP\MP\OSP,IR,2D,*tirR2d1rr19,4.0,3500.0,93.0,2,63.673045,1H,1.0,1.5,4.72,380,19.0,80,100.0,190.0,syngo MR E11,SAG STIR,Body,256\0\0\205,COL,150,FFS,1.3.6.1.4.1.55648.0076129123627976375036614513064281,1.3.6.1.4.1.55648.0076129123627976375036614513064281.4,4,1,15,38.072010141183\-105.06024169986\43.040520736346,-1.37e-013\1\4.895e-012\0.02792158782826\4.897e-012\-0.999610116462,,,39.25892617,1,MONOCHROME2,256,256,1.015625\1.015625,16,12,11,0,0.0,669.0,158,399,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain M54.42 Lower back pain with left sciatica M79.605 Left Leg Pain R26.2 Difficulty Walking Technique: Multiplanar, multisequence MRI of the lumbar spine was performed without the administration of intravenous contrast . Findings: Priors: Lumbar spine x-ray MM/DD/YYYY The vertebral bodies are normally aligned. Vertebral body heights are maintained. Bone marrow signal intensity is normal. Mild loss of T2 signal involving the intervertebral discs of L4-L5 and L5-S1 compatible with mild disc degeneration. The visualized spinal cord demonstrate normal signal intensity and caliber. The conus medullaris terminates at expected level. At L1-2: Shallow disc bulge without significant spinal canal stenosis or neural foraminal narrowing. At L2-3: No significant spinal canal or neural foraminal stenosis. There is mild thickening of ligamentum flavum and facet arthrosis. At L3-4: Central disc protrusion effacing the ventral thecal sac. There is thickening of ligamentum flavum and mild facet arthrosis contributing to mild spinal canal stenosis. No neural foraminal narrowing. At L4-5: Shallow disc bulge without significant spinal canal stenosis. There is thickening of ligamentum flavum and facet arthrosis. There is mild left-sided neural foraminal narrowing. The right neural foramen is patent. At L5-S1: Asymmetric right-sided diffuse disc bulge with a superimposed superiorly oriented right central disc extrusion which moderately narrows the spinal canal and impinges the descending right S1 nerve root. There is moderate right-sided neural ----- Page Break ----- foraminal narrowing with abutment of the exiting L5 nerve root. The left neural foramen is patent. ------------------------- IMPRESSION: Multilevel spondylosis most pronounced at L5-S1 for which there is an asymmetric right-sided diffuse disc bulge with a superimposed superiorly oriented right central disc extrusion moderately narrowing the spinal canal and impinging the descending right S1 nerve root. There is moderate right-sided neural foraminal narrowing also this level. Mild spinal canal stenosis at L3-L4. Mild left-sided neural foraminal narrowing at L4-L5. ICD 10 - Degeneration lumbar spine, M51.36 Spinal stenosis, M48.06 Herniated disc lumbar spine, M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",67,1.3.6.1.4.1.55648.0076129123627976375036614513064281/1.3.6.1.4.1.55648.0076129123627976375036614513064281.4,1.3.6.1.4.1.55648.0076129123627976375036614513064281/1.3.6.1.4.1.55648.0076129123627976375036614513064281.4.pkl
-10,,1.3.6.1.4.1.55648.025480173746947695229457168626793/1.3.6.1.4.1.55648.025480173746947695229457168626793.5,30,True,,27.53652334,0.001057863,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.025480173746947695229457168626793.5.30,20200331,,,229265269,MR,Siemens,AX PD,Amira,Patient_420132312414691501,Patient_420132312414691501,M,055Y,104.3262584,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,42.0,1,63.676639,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.025480173746947695229457168626793,1.3.6.1.4.1.55648.025480173746947695229457168626793.5,5,1,30,-91.78223991394\-36.449618810549\-117.45195403325,1\0\0\0\0.93437690252199\0.35628612663619,,,-96.7578995,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,3079.0,928,2091,,,,,,,,,,,,,,,,,,,,"EXAM: 1.5 Tesla Lumbar spine MRI without contrast. HISTORY: M54.5 Lower Back Pain TECHNIQUE: Axial and sagittal multi-weighted images of the lumbar spine were obtained. COMPARISON: None. FINDINGS: CONUS: Terminates in normal position and demonstrates normal signal characteristics. CAUDA EQUINA: Unremarkable. OSSEOUS STRUCTURES: Vertebral bodies are normal height without fractures. ALIGNMENT: No vertebral body listhesis is present. BONE MARROW: Normal bone marrow signal. No focal osseous lesion is seen. PARASPINAL SOFT TISSUES: Paraspinal soft tissues are unremarkable. T12-L1: No disc herniation, central canal, or foraminal stenosis. L1-L2: No disc herniation, central canal, or foraminal stenosis. L2-L3: No disc herniation, central canal, or foraminal stenosis. L3-L4: No disc herniation, central canal, or foraminal stenosis. L4-L5: There is what appears to be a large disc herniation with cephalad extrusion of disc displacing the thecal sac and causing left foraminal stenosis. Other etiologies such as a nerve root neoplasm cannot be excluded on the basis of this examination therefore repeat examination after intravenous contrast injection is suggested if surgical intervention is contemplated L5-S1: There is a disc bulge with superimposed protrusion with small annular tear on the left side causing moderate left foraminal stenosis. ------------------------- IMPRESSION: Large disc herniation at L4-L5 with cephalad extrusion of disc displacing the thecal sac and causing left foraminal stenosis. Repeat examination after the administration of intravenous contrast is recommended if surgical intervention is contemplated. Disc bulge at L5 measures 1. Superimposed left disc protrusion on the left side causing ----- Page Break ----- moderate left foraminal stenosis. ICD 10 - Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",33,1.3.6.1.4.1.55648.025480173746947695229457168626793/1.3.6.1.4.1.55648.025480173746947695229457168626793.5,1.3.6.1.4.1.55648.025480173746947695229457168626793/1.3.6.1.4.1.55648.025480173746947695229457168626793.5.pkl
-12,,1.3.6.1.4.1.55648.9978425181315856549510652922507042/1.3.6.1.4.1.55648.9978425181315856549510652922507042.9,156,True,,53.63653946,0.000242472,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9978425181315856549510652922507042.9.1,20190801,,94316.005,831204228,MR,Siemens,ToF ROUTINE .7X.7X.7,Espree,Patient_8431902490278952429,Patient_8431902490278952429,F,075Y,113.3981069,,HEAD,GR,TOF\MTC\SP,PFP\SAT1\MT,3D,*fl3d1r_t70,0.699999988,37.0,7.0,1,63.66089,1H,1.0,1.5,20.3,205,1.0,100,80.0,100.0,syngo MR B19,ToF ROUTINE .7X.7X.7,Body,0\320\256\0,ROW,20,HFS,1.3.6.1.4.1.55648.9978425181315856549510652922507042,1.3.6.1.4.1.55648.9978425181315856549510652922507042.9,9,1,1,-79.783466563809\-76.01610360821\-85.625603846913,0.99990158786779\-1.96275934e-007\0.0140290619586\2.05078e-010\0.99999999990234\1.397605034e-005,,,-84.49682774,1,MONOCHROME2,320,256,0.6875\0.6875,16,12,11,0,0.0,378.0,159,364,,,,,,,,,,,,,,,,,,,,"MRA-HEAD NON CONTRAST History: I67.1 Aneurysm Technique: Diffusion images were obtained through the entire brain. The intracranial arterial circulation was evaluated using a 3-D time of flight technique. MIP, subvolume MIP and source images were all reviewed. The study was performed on a 1.5 Tesla system. Prior examinations: This study is interpreted in comparison to prior examinations dated PHI MM, YYYY. Findings: Visualized distal cervical and intracranial segments of the both internal carotids arteries are normal in caliber. Right A1 segment is hypoplastic and there is well-developed anterior communicating artery. Anterior cerebral arteries are otherwise normal in caliber. There is susceptibility artifact related to anterior communicating artery aneurysm coiling. Again seen 1 mm focus of flow related enhancement at the base of the coil mass, similar to prior study. V4 segment of the vertebral arteries, basilar artery and posterior cerebral arteries are normal in caliber. Diffusion images do not demonstrate any acute or evolving infarct. ------------------------- IMPRESSION: Stable examination demonstrating coil embolization of anterior communicating artery aneurysm as above. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",10,1.3.6.1.4.1.55648.9978425181315856549510652922507042/1.3.6.1.4.1.55648.9978425181315856549510652922507042.9,1.3.6.1.4.1.55648.9978425181315856549510652922507042/1.3.6.1.4.1.55648.9978425181315856549510652922507042.9.pkl
-13,,1.3.6.1.4.1.55648.287477120624608703568803014847724/1.3.6.1.4.1.55648.287477120624608703568803014847724.4,156,True,,170.5199757,0.000389814,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.287477120624608703568803014847724.4.1,20170227,160056.285,155911.15,255267751,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_4666782467963544290,Patient_4666782467963544290,M,042Y,80.73945213,,HEAD,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,28.0,7.15,1,63.673238,1H,1.0,1.5,17.4,319,1.0,100,100.0,120.0,syngo MR D13E,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.287477120624608703568803014847724,1.3.6.1.4.1.55648.287477120624608703568803014847724.4,4,1,1,-87.541762132945\-94.327068857881\-96.481328148438,0.99880187125684\0.01243302820387\0.04733119250053\-2.90189e-010\0.9671878452327\-0.254062338874,,,-112.8559824,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,414.0,125,318,4.0,,,,,,,,,,,,,,,,,,,"MRA-HEAD W/O CON HISTORY: CLINICAL HISTORY: 42-year-old male with dizziness, syncope. Previous MR imaging exams from PHI/DD/YYYY demonstrated low right frontal encephalomalacia consistent with a prior trauma but otherwise were normal. TECHNIQUE: Initially, an axial diffusion weighted sequence for localization purposes was obtained. Then a three-dimensional time-of-flight data set was acquired over the cerebral circulation. The data was reconstructed into axial images and also reformatted into three-dimensional renderings which were reviewed in multiple projections. COMPARISON: No previous angiographic imaging was available for review but the MR imaging of the brain from PHI/DD/YYYY was available for review. FINDINGS: The initial imaging did not disclose any acute infarcts. Midline structures remain normal in position and ventricles normal in size. Angiography demonstrates the right vertebral artery is well-developed. The left vertebral artery is hypoplastic with the dominant flow into the left PICA. Only a small hypoplastic segment flows from the left PICA to the vertebrobasilar junction. The vertebrobasilar junction is normal. Both aicas, superior cerebellar arteries and posterior cerebral arteries originate from the basilar artery. The P1 segments of the posterior cerebral arteries bilaterally are slightly hypoplastic and a significant contribution to the distal PCA territories arises from the carotid arteries bilaterally. The internal carotid arteries bilaterally flow into their respective anterior and middle cerebral arteries. Well-developed posterior communicating arteries bilaterally are present and flow to the posterior cerebral arteries. No intracranial aneurysms or vascular malformations are identified. The vessels taper normally. No stenoses or occlusions are identified. ----- Page Break ----- ------------------------- IMPRESSION: Normal examination. - Chronic cerebral ischemia I67.82 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",73,1.3.6.1.4.1.55648.287477120624608703568803014847724/1.3.6.1.4.1.55648.287477120624608703568803014847724.4,1.3.6.1.4.1.55648.287477120624608703568803014847724/1.3.6.1.4.1.55648.287477120624608703568803014847724.4.pkl
-14,,1.3.6.1.4.1.55648.9546175307127883835638757875701009/1.3.6.1.4.1.55648.9546175307127883835638757875701009.7,64,True,,54.77894974,0.000166178,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9546175307127883835638757875701009.7.1,20191106,193359.216,193019.3025,618618044,MR,Siemens,COR 3D T2 IAC,Aera,Patient_6770959155440041492,Patient_6770959155440041492,M,041Y,106.1406281,,HEAD,SE,SK\SP,PFP\SAT2,3D,*spcR_88,0.600000024,1200.0,263.0,2,63.676337,1H,1.0,1.5,,297,82.0,100,100.0,345.0,syngo MR E11,COR 3D T2 IAC,Body,0\320\320\0,ROW,150,HFS,1.3.6.1.4.1.55648.9546175307127883835638757875701009,1.3.6.1.4.1.55648.9546175307127883835638757875701009.7,7,1,1,-86.434728409995\-26.977496743738\36.612202468199,0.99631192298774\0.07758850040259\-0.0366411888146\-0.0356171959756\-0.0145411591418\-0.9992597110069,,,-20.57512523,1,MONOCHROME2,640,640,0.28125\0.28125,16,12,11,0,0.0,430.0,167,420,,,,,,,,,,,,,,,,,,,,"EXAM: MRI-BRAIN PRE AND POST IV CONTRAST HISTORY: G40.89 Other seizures TECHNIQUE: MRI of the brain/IAC without and with intravenous contrast. Examination consists of multiple pulse sequences acquired in sagittal, axial and coronal planes including T1, T2, and diffusion weighted images as well as thin section axial and coronal images through the internal auditory canal after contrast with thin section high-resolution axial T2-weighted images through the internal auditory canals and cranial nerves. Study is performed on a 3.0 Tesla magnet. Contrast dose: 7cc Doctor FIRSTNAME LASTNAMERISON: None. FINDINGS: Internal auditory canal MRI without and with intravenous contrast: CRANIAL NERVES: No abnormal enhancement or masses on postcontrast images. The visualized cranial nerves are unremarkable. Specifically, the 5th, 7th and 8th cranial nerves within the internal auditory canal are normal and I do not see a vestibular schwannoma. No abnormality and Meckel's cave. COCHLEA, LASTNAME, FIRSTNAME MIDDLENAME :Unremarkable. CAVERNOUS SINUSES: Normal. Middle ears and mastoid:Clear. Brain MRI without and with intravenous contrast: INTRACRANIAL HEMORRHAGE: None. MIDLINE SHIFT OR MASS EFFECT: None. VENTRICLES: Within normal limits. SULCI: Within normal limits. DIFFUSION WEIGHTED IMAGING: No restricted diffusion or acute infarct. Doctors. NAME RENCHYMA: Normal brain parenchymal signal characteristics and morphology. Normal myelination pattern. POST CONTRAST IMAGES: No abnormal enhancement or masses. ----- Page Break ----- MIDLINE STRUCTURES: Within normal limits. No LASTNAME malformation. VASCULAR FLOW VOIDS AND MAJOR DURAL SINUSES: Patent. SKULL AND OSSEOUS STRUCTURES. Unremarkable. VISUALIZED SINUSES: Clear ORBITS: Unremarkable. SOFT TISSUES: Unremarkable. ------------------------- IMPRESSION: Normal MRI of the brain/internal auditory canal. Specifically, trigeminal nerves are normal. No evidence of old palsy. ICD 10 - Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",38,1.3.6.1.4.1.55648.9546175307127883835638757875701009/1.3.6.1.4.1.55648.9546175307127883835638757875701009.7,1.3.6.1.4.1.55648.9546175307127883835638757875701009/1.3.6.1.4.1.55648.9546175307127883835638757875701009.7.pkl
-15,,1.3.6.1.4.1.55648.3849378917505821756428516770435451/1.3.6.1.4.1.55648.3849378917505821756428516770435451.15,80,True,,73.51131034,0.000135899,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3849378917505821756428516770435451.15.1,20180513,,112030.15,807142335,MR,Siemens,COR T1 FS POST,Skyra,Patient_9298027890665281668,Patient_9298027890665281668,M,057Y,86.18256126,,ABDOMEN,GR,SP\OSP,PFP\FS,3D,*fl3d1,3.0,3.0,1.1,1,123.231171,1H,1.0,3.0,,243,1.0,75,100.0,600.0,syngo MR E11,COR T1 FS POST,Body,0\288\216\0,ROW,9,FFS,1.3.6.1.4.1.55648.3849378917505821756428516770435451,1.3.6.1.4.1.55648.3849378917505821756428516770435451.15,15,1,1,-198.81926953793\-121.39156627655\209.10842610896,1\0\0\0\0\-1,,,-121.3915663,1,MONOCHROME2,288,288,1.388888835907\1.388888835907,16,12,11,0,0.0,235.0,131,327,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: Follow-up Bosniak 2F cyst. Q61.8 Other cystic kidney diseases An MRI of the abdomen without and with 9 cc Gadavist was obtained on a 3 Tesla ultra high field wide bore MRI. Examination was performed under moderate conscious sedation, with intravenous medications administered by a board certified anesthesiologist. Pulse oximetry, heart rate and blood pressure were continuously monitored. Comparison is made with abdominal MRI from PHI/DD/YYYY and MM/DD/YYYY. Kidneys: There is no drastic change in known complex Bosniak type II F cyst emanating from the midpole of the right kidney posterior laterally. It demonstrates 1 cm hemorrhagic nodular component superiorly and multicystic/multiseptated morphology. It spans about 5.2 cm in longest length. Widest axial dimensions measure about 4.5 x 3.5 cm. Dominant cyst from the left kidney now measures up to 6.4 cm. There is no other suspicious renal mass. There is no hydronephrosis. Retroperitoneum: There is left-sided retroaortic renal vein. Abdominal aorta is not aneurysmal. There is no suspicious adenopathy. Liver: There is no hepatomegaly. There is no suspicious mass. Spleen: There is no splenomegaly. There is no suspicious mass. Gallbladder/biliary tree: Gallbladder is not pathologically distended. There is no biliary dilatation. ----- Page Break ----- Pancreas: There is no pancreatitis. There is no pancreatic ductal dilatation. There is no suspicious mass. Adrenals: There is no suspicious adrenal mass. GI: Visualized GI tract shows nonspecific, nonobstructive bowel gas pattern. Bony structures, abdominal wall, soft tissue: There is enhancement along the posterior aspect of the lumbar spine, perhaps sequela from spinal stenosis surgery. Correlate with patient's back symptom. ------------------------- IMPRESSION: No drastic change in known complex Bosniak type II F cyst from the right kidney. Follow-up study can be obtained in one year. Renal cysts. N28.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.3849378917505821756428516770435451/1.3.6.1.4.1.55648.3849378917505821756428516770435451.15,1.3.6.1.4.1.55648.3849378917505821756428516770435451/1.3.6.1.4.1.55648.3849378917505821756428516770435451.15.pkl
-18,,1.3.6.1.4.1.55648.0720082802962927096358782385236584/1.3.6.1.4.1.55648.0720082802962927096358782385236584.5,30,True,,24.70319104,0.000187397,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0720082802962927096358782385236584.5.30,20200409,,151245.2825,634035016,MR,Siemens,AX PD,Skyra,Patient_6121328862179253092,Patient_6121328862179253092,F,032Y,63.50293988,,TSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.257323,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,HFS,1.3.6.1.4.1.55648.0720082802962927096358782385236584,1.3.6.1.4.1.55648.0720082802962927096358782385236584.5,5,1,30,-113.58798904143\-21.735254525324\-512.34158845935,0.9988365101635\0.01459871747231\-0.045961977901\-2.2530013e-008\0.95307886780255\0.3027221031709,,,-486.6394721,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2186.0,897,1854,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post motor vehicle collision in MONTH XX. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: No prior studies available for comparison. FINDINGS: There is apparently a transitional vertebra at the lumbosacral junction, which corresponds to a lumbarized S1 vertebra, with a well-formed S1-S2 disc space. This was determined in conjunction with the thoracic spine study performed on the same date. Accordingly, there are 6 lumbar type vertebral bodies, and the conus medullaris is situated at L1-L2. Sagittal images demonstrate mild accentuation of the normal lumbar lordosis. Evaluation of vertebral configuration demonstrates mild anterior wedging of the L1 and L2 vertebral bodies, which may represent normal anatomic variation or possibly mild chronic compression deformities. The remainder of the lumbar vertebrae, as well as the lumbarized S1 vertebra, maintain normal height. Vertebral marrow signal is normal. There is no evidence of marrow edema or marrow replacement. There is mild generalized loss of disc signal in the lumbar region, on the T2-weighted sequence, which reflects early disc desiccation. There is mild associated disc space narrowing at T12-L1, L1-L2 and L2-L3. The remainder of the lumbar disc spaces, including the well-formed transitional S1-S2 disc space, maintain normal height. There are intraosseous discal herniations at all levels from T12-L1 through L4-L5. At L1-L2, there is also left paracentral posterior herniation of the disc, which deforms the left ventral thecal sac. ----- Page Break ----- There is no evidence of disc bulge or herniation at L5-S1 or S1-S2. The facet joints demonstrate normal alignment. There is no evidence of central spinal stenosis. The neural foramina are bilaterally patent. The conus medullaris is normal in position (L1-L2) and appearance. There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Transitional lumbarized S1 vertebra, with a well-formed S1-S2 disc space. The numbering of the vertebrae was performed in conjunction with the thoracic spine MRI performed on the same date. Please note that the lumbar vertebrae are numbered accordingly for the purposes of this report. 2. Mild anterior wedging of the L1 and L2 vertebral bodies. 3. Intraosseous discal herniations at all levels from T12-L1 through L4-L5. 4. Left paracentral disc herniation at L1-L2, with mass effect on the left ventral thecal sac. 5. Lumbar hyperlordosis. The above findings may be compatible with Scheuermann's disease. Please correlate clinically. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.0720082802962927096358782385236584/1.3.6.1.4.1.55648.0720082802962927096358782385236584.5,1.3.6.1.4.1.55648.0720082802962927096358782385236584/1.3.6.1.4.1.55648.0720082802962927096358782385236584.5.pkl
-19,,1.3.6.1.4.1.55648.1230283613105040750105630811260055/1.3.6.1.4.1.55648.1230283613105040750105630811260055.3,44,True,,38.03661966,0.000186682,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1230283613105040750105630811260055.3.44,20170726,,110308.91,293216622,MR,Siemens,AX PD FS,Skyra,Patient_8895259770386526131,Patient_8895259770386526131,M,017Y,79.37867485,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.158158,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.1230283613105040750105630811260055,1.3.6.1.4.1.55648.1230283613105040750105630811260055.3,3,1,44,-140.77108764614\-76.481927872047\-51.234939575195,1\4.897e-012\0\-4.897e-012\1\0,,,-51.23493958,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,2550.0,769,1370,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M23.601 Right knee ligament injury M25.361 Right knee instability M25.461 Right knee effusion M25.561 Right knee pain TECHNIQUE: Right knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Ligaments: The anterior cruciate ligament has a disorganized appearance, indicating the presence of a complete tear. The posterior cruciate, medial collateral, and lateral collateral ligaments are intact. Menisci: A small longitudinal vertical tear is present involving the outer third of the posterior horn lateral meniscus. A longitudinal vertical tear is also present involving the outer third of the body and posterior horn medial meniscus. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. Effusion: A moderate knee joint effusion is present. Cartilage: There is preservation of the articular cartilage in all 3 compartments. Bone Marrow: Bone marrow edema is present on the weightbearing surface of the lateral femoral condyle with minimal associated depression of the articular surface. There is also bone contusion involving the posterior aspects of the medial tibial plateaus. No displaced fractures are identified. Popliteal fossa: A small popliteal cyst is present with associated fluid indicating leakage/rupture. Popliteus muscle and tendon are intact. ----- Page Break ----- Iliotibial band: The iliotibial band is within normal limits. Posterolateral corner: The posterior lateral corner is unremarkable. ------------------------- IMPRESSION: Disorganized appearance of the anterior cruciate ligament indicating a complete tear. Bone marrow edema in a pattern consistent with a complete ACL tear. S83.511A Longitudinal vertical tear involving the outer third posterior horn/body medial meniscus. S83.221A A vertical tear involving the outer third posterior horn lateral meniscus. S83.261A Moderate joint effusion. M25.461 Small ruptured popliteal cyst. M66.0 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.1230283613105040750105630811260055/1.3.6.1.4.1.55648.1230283613105040750105630811260055.3,1.3.6.1.4.1.55648.1230283613105040750105630811260055/1.3.6.1.4.1.55648.1230283613105040750105630811260055.3.pkl
-21,,1.3.6.1.4.1.55648.190618363493832554796554808738880/1.3.6.1.4.1.55648.190618363493832554796554808738880.6,29,True,,26.20367527,0.00016427,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.190618363493832554796554808738880.6.29,20200116,,90455.27,485163496,MR,Siemens,AX PD,Skyra,Patient_2051413952199317057,Patient_2051413952199317057,M,074Y,65.77090202,,CSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.257006,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,HFS,1.3.6.1.4.1.55648.190618363493832554796554808738880,1.3.6.1.4.1.55648.190618363493832554796554808738880.6,6,1,29,-54.532194436303\0.68605571466536\-581.82759761085,0.99921042096498\-0.0227753640732\0.03255483721835\-3.8786987e-008\0.81938531088511\0.57324315286422,,,-474.5909215,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2012.0,735,1534,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5. Status post motor vehicle collision. TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is maintained. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of fracture infiltrative process. The vertebral body heights are intact. Intervertebral Discs: There is multilevel disc desiccation. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: Broad-based right paracentral and right foraminal disc herniation with extrusion measuring 4 mm in PHI dimension with mild to moderate thecal sac compression. Marked right subarticular stenosis impinging on the right descending L2 nerve root. Right neural foraminal narrowing narrowing the inferior aspect of the right neural foramen. ----- Page Break ----- L2-L3: Disc bulge and bilateral facet arthrosis with ligamentum flavum hypertrophy with mild central canal narrowing mild bilateral neural foraminal narrowing. L3-L4: Disc bulge with superimposed right subarticular disc herniation with right subarticular stenosis encroaching on the right descending L4 nerve root. Bilateral facet arthrosis. Moderate left and mild right neural foraminal narrowing. L4-5: Broad-based right paracentral and right foraminal protruded disc herniation with mild thecal sac compression. Marked right subarticular stenosis impinging on the right descending L5 nerve root and moderate right neural foraminal narrowing encroaching on and possibly impinging on the right exiting L4 nerve root. Moderate to marked left neural foraminal narrowing with possible impingement on the left exiting L4 nerve root. Bilateral facet arthrosis. L5-S1: Right paracentral protruded disc herniation indenting the thecal sac with right subarticular stenosis encroaching on the right descending S1 nerve root. Bilateral facet arthrosis. No neural foraminal narrowing. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L1-L2: Broad-based right paracentral and right foraminal disc herniation with extrusion measuring 4 mm in PHI dimension with mild to moderate thecal sac compression. Marked right subarticular stenosis impinging on the right descending L2 nerve root. Right neural foraminal narrowing narrowing the inferior aspect of the right neural foramen. L2-L3: Disc bulge and bilateral facet arthrosis with ligamentum flavum hypertrophy with mild central canal narrowing mild bilateral neural foraminal narrowing. L3-L4: Disc bulge with superimposed right subarticular disc herniation with right subarticular stenosis encroaching on the right descending L4 nerve root. Bilateral facet arthrosis. Moderate left and mild right neural foraminal narrowing. L4-5: Broad-based right paracentral and right foraminal protruded disc herniation with mild thecal sac compression. Marked right subarticular stenosis impinging on the right ----- Page Break ----- descending L5 nerve root and moderate right neural foraminal narrowing encroaching on and possibly impinging on the right exiting L4 nerve root. Moderate to marked left neural foraminal narrowing with possible impingement on the left exiting L4 nerve root. Bilateral facet arthrosis. L5-S1: Right paracentral protruded disc herniation indenting the thecal sac with right subarticular stenosis encroaching on the right descending S1 nerve root. Bilateral facet arthrosis. No neural foraminal narrowing. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.190618363493832554796554808738880/1.3.6.1.4.1.55648.190618363493832554796554808738880.6,1.3.6.1.4.1.55648.190618363493832554796554808738880/1.3.6.1.4.1.55648.190618363493832554796554808738880.6.pkl
-22,,1.3.6.1.4.1.55648.5530449709521595084044426186415862/1.3.6.1.4.1.55648.5530449709521595084044426186415862.13,696,True,,566.4126196,0.000199795,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.5530449709521595084044426186415862.13.1,20200501,,,657641080,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_1700484029959711627,Patient_1700484029959711627,M,074Y,113.3981069,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.147493,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.5530449709521595084044426186415862,1.3.6.1.4.1.55648.5530449709521595084044426186415862.13,13,1,1,-108.43942093849\-110.48192772269\-58.596055231988,1\0\0\0\1\0,,,-58.59605523,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,947.0,445,911,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (6.2 ng/ml), no biopsy. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 11 cc Gadavist was administered. FINDINGS: Prostate size: 5.6 [transverse] x 4 [AP] x 4.3 [CC] cm, about 50 cc in volume. Lesion : 1 PI-RADS Assessment Category: 4 T2-weighted images: 4, circumscribed, homogeneous moderate hypointense Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: Positive, early hyperperfusion Size: 12 x 7 mm as measured on image 12 of series MM/DD/YYYY, ADC/ax T2 Location: Right peripheral zone, posterolateral apex. Extra-prostatic extension: None. Lesion : 2 PI-RADS Assessment Category: 4 T2-weighted images: 4, circumscribed, homogeneous moderate hypointense Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: Positive, early hyperperfusion Size: 6 x 4 mm as measured on image 11 of series MM/DD/YYYY, ADC/ax T2 Location: Left peripheral zone, posteromedial apex abuts the left urethra. Extra-prostatic extension: None. Lesion : 3 ----- Page Break ----- PI-RADS Assessment Category: 4 T2-weighted images: 4, circumscribed, homogeneous moderate hypointense Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: Positive, early hyperperfusion Size: 4 x 2 as measured on image 12 of series MM/DD/YYYY, ADC/ax T2 Location: Left peripheral zone, posteromedial apex, right behind and slightly lateral to lesion 2. Extra-prostatic extension: None. Additional peripheral zone findings: Scattering linear/wedge-shaped T2 hypointensity representing fibrosis. Additional transition zone findings: Heterogeneous and enlarged, consistent with BPH, distending the bladder neck with slight intravesical extension. Bulging stroma-type hypertrophic nodule at the right anterior apex into anterior horn of peripheral zone, and at the left posteromedial base Bladder: Unremarkable. 50 Seminal vesicle: Unremarkable. GI: Nondilated bowel. Sigmoid to descending colon diverticulosis. Lymph nodes: No adenopathy. Osseous structures: No suspicious lesion. Additional findings: None. ------------------------- IMPRESSION: 12 x 7 mm PIRADS 4 lesion at right peripheral zone, posterolateral apex. 6 x 4 mm PIRADS 4 lesion at left peripheral zone, posteromedial apex. 4 x 2 mm PIRADS 4 lesion at left peripheral zone, posteromedial apex. ----- Page Break ----- BPH. Sigmoid diverticulosis. PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.5530449709521595084044426186415862/1.3.6.1.4.1.55648.5530449709521595084044426186415862.13,1.3.6.1.4.1.55648.5530449709521595084044426186415862/1.3.6.1.4.1.55648.5530449709521595084044426186415862.13.pkl
-24,,1.3.6.1.4.1.55648.294896175372573439752108253628184/1.3.6.1.4.1.55648.294896175372573439752108253628184.10,696,True,,665.7491643,0.000365257,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.294896175372573439752108253628184.10.1,20180131,,,770251383,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_1309985081224858890,Patient_1309985081224858890,M,063Y,104.3262584,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.239768,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.294896175372573439752108253628184,1.3.6.1.4.1.55648.294896175372573439752108253628184.10,10,1,1,-108.26641726026\-102.69796319352\-18.005281405711,0.99998702842832\-0.0011804201648\-0.0049547536102\-2.16575e-010\0.97277448056112\-0.2317537701291,,,-41.86662933,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,767.0,345,732,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (11 ng/ml), negative biopsy in PHI. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 10.5 cc Gadavist was administered. FINDINGS: Prostate size: 6.2 [transverse] x 4.7 [AP] x 6 [CC] cm, about 91 cc in volume, markedly distended and the bladder neck with slight intravesical bulge. Lesion Localization: PI-RADS Assessment Category: 3 T2-weighted images: 3, heterogeneous noncircumscribed moderate hypointense. Diffusion-weighted images: 3, focal moderately decreased ADC and mild increased signal on ultra high b-value images. Dynamic post-contrast images: Equivocal, no focal early hyperperfusion than the background of diffuse left peripheral zone enhancement Size: 5 x 3 mm as measured on image 9 of series ADC Location: Left posterolateral peripheral zone, apex. Extra-prostatic extension: None. Additional peripheral zone findings: Patchy T2 hypointensity with linear and wedge-shaped fibrosis along the left posterolateral peripheral zone, worse from midgland to apex including the above described lesion which therefore may also be a part of the inflammatory/postinflammatory process, and corresponding diffuse hyperenhancement on DCE than on the right, more so at the base. Additional transition zone findings: Enlarged and heterogeneous consistent with BPH. Bladder and Seminal vesicle: Unremarkable. ----- Page Break ----- Lymph nodes: No pathologically enlarged lymph nodes, the largest left external iliac lymph nodes measures 8 mm in short axis, 7 mm on the right. Osseous structures: No suspicious lesion. Additional findings: Partially seen bilateral hydrocele, large on the right with a 5 mm T2 low signal nodule at the posterior dependent portion of the fluid, suggestive of scrotal pearl/stone (series 2, image 14). Multiple hemorrhoids. ------------------------- IMPRESSION: 5 x 3 mm PI-RADS 3 lesion at the left posterolateral peripheral zone, apex. Left peripheral zone inflammatory/postinflammatory findings as described above. Please correlate clinically and consider follow-up MRI in 6 months to assess for interval change. N41.9 BPH with prostate volume around 91 cc. N40.1 Partially seen bilateral hydrocele, large on the right with a 5 mm probable scrotal pearl/stone, correlate with ultrasound. N43.3 PI-RADS? v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.294896175372573439752108253628184/1.3.6.1.4.1.55648.294896175372573439752108253628184.10,1.3.6.1.4.1.55648.294896175372573439752108253628184/1.3.6.1.4.1.55648.294896175372573439752108253628184.10.pkl
-26,,1.3.6.1.4.1.55648.9781437205127314661522304831238509/1.3.6.1.4.1.55648.9781437205127314661522304831238509.7,40,True,,33.07504797,0.000170469,ISO_IR 100,ORIGINAL\PRIMARY\M\ND\NORM,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9781437205127314661522304831238509.7.40,20161108,,161304.065,440883155,MR,Siemens,AX PD FS,Biograph_mMR,Patient_6978381356535069823,Patient_6978381356535069823,F,068Y,72.57478843,,,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_12,3.0,3400.0,37.0,1,123.254263,1H,1.0,3.0,3.0,383,12.0,100,100.0,237.0,syngo MR B20P,AX PD FS,TxRx_15Ch_Knee,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.9781437205127314661522304831238509,1.3.6.1.4.1.55648.9781437205127314661522304831238509.7,7,1,40,32.912379980611\-136.60351110365\-71.491880723026,0.99368513717656\0.1010045829299\0.04886637270724\-0.10093485694\0.9948853976454\-0.0038987442142,,,-72.87441723,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1499.0,518,1081,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST History: M25.562 Left knee pain M23.602 Left knee ligament injury Technique: MRI of the left knee was performed on a 3.0 Tesla Ultra High Field Wide Bore MRI unit with sagittal, axial and coronal proton density pulse sequences including fat suppression techniques. Findings: BONES: There is no fracture or avascular necrosis. Signal arising from bone marrow is unremarkable. There is no focal osseous lesion. LIGAMENTS: There is slight attenuation of the ACL at its femoral origin indicative of a remote low-grade partial tear. There is mild scarring adjacent synovial reflections. The PCL is unremarkable. There is a mild sprain of the MCL with mild stranding soft tissue edema. Fibulocollateral ligament is intact. Distal popliteus tendon is intact. MENISCI: There is a small vertically oriented tear at the periphery of the posterior horn medial meniscus extending to the inferior articular surface on series 4 image 10. There is also shallow tearing along the superior articular surface centrally. The lateral meniscus is preserved. JOINTS: There is preservation of cartilage along the femorotibial compartments. There is partial thickness cartilage loss along the inferior and central margin of the trochlea. There is a large joint effusion. MISCELLANEOUS: Quadriceps and patellar tendons are intact. There is insertional semimembranosus tendinosis and mild semimembranosus bursitis without a tear. Subcutaneous tissues are unremarkable. ----- Page Break ----- ------------------------- IMPRESSION: Slightly complex tear of the posterior horn medial meniscus with vertical component peripherally and shallow tearing superiorly. Evidence of previous low-grade partial tear of the ACL at its femoral origin. There is a mild MCL sprain. Semimembranosus tendinosis and bursitis. Partial-thickness cartilage loss at the central trochlea. Large joint effusion. ICD 10 - Medial meniscal tear - complex, S83.232A Chondromalacia, M94.262 ACL (Anterior Cruciate Ligament) Sprain/Tear, S83.512S MCL (Medial Collateral Ligament) Sprain/Tear, S83.412A Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",9,1.3.6.1.4.1.55648.9781437205127314661522304831238509/1.3.6.1.4.1.55648.9781437205127314661522304831238509.7,1.3.6.1.4.1.55648.9781437205127314661522304831238509/1.3.6.1.4.1.55648.9781437205127314661522304831238509.7.pkl
-29,,1.3.6.1.4.1.55648.2094288831347613453061927480435148/1.3.6.1.4.1.55648.2094288831347613453061927480435148.7,40,True,,34.67279911,0.000265837,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2094288831347613453061927480435148.7.40,20180925,142327.734,142332.9925,681145179,MR,Siemens,AX T2 FS,Skyra,Patient_5228465472902040895,Patient_5228465472902040895,F,049Y,81.64663699,,SSPINE,SE,SK\SP\OSP,SAT2\FS,2D,*tse2d1_9,4.0,3000.0,46.0,1,123.255832,1H,1.0,3.0,5.0,387,9.0,100,100.0,220.0,syngo MR E11,AX T2 FS,Body,0\256\256\0,ROW,136,FFS,1.3.6.1.4.1.55648.2094288831347613453061927480435148,1.3.6.1.4.1.55648.2094288831347613453061927480435148.7,7,1,40,-113.24498748779\75.478225941669\-232.16484896693,1\-3e-015\3e-015\0\0.71218854856479\0.70198822731808,,,-218.3299728,1,MONOCHROME2,256,256,0.703125\0.703125,16,12,11,0,0.0,999.0,442,957,4.0,,,,,,,,,,,,,,,,,,,"HISTORY: Lower back pain with possible dysfunction of the sacroiliac joints N94.4 Primary dysmenorrhea N92.6 Irregular menstruation TECHNIQUE: Sacroiliac joints imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Degenerative disc disease in the lower lumbar spine with small disc herniations. No evidence for compression deformities. No sclerosis or erosions at the level of the sacroiliac joints. No evidence for bone marrow edema. Overall, the bone marrow signal is age-appropriate. Several fibroids are present in the uterus. ------------------------- IMPRESSION: Degenerative disc disease in the lower lumbar spine. M51.36 Fibroids in the uterus. D39.0 No evidence of sacroiliitis. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",18,1.3.6.1.4.1.55648.2094288831347613453061927480435148/1.3.6.1.4.1.55648.2094288831347613453061927480435148.7,1.3.6.1.4.1.55648.2094288831347613453061927480435148/1.3.6.1.4.1.55648.2094288831347613453061927480435148.7.pkl
-30,,1.3.6.1.4.1.55648.080510903137114412907651345400657/1.3.6.1.4.1.55648.080510903137114412907651345400657.7,35,True,,28.19012165,0.000959158,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.080510903137114412907651345400657.7.35,20200605,75950.046,75836.19,511624592,MR,Siemens,AXI T1 PRE,Espree,Patient_7649998750438543426,Patient_7649998750438543426,F,071Y,74.84275057,,,SE,SK\SP,SAT1,2D,*tse2d1_3,4.0,578.0,11.0,2,63.647629,1H,1.0,1.5,4.4,189,3.0,75,98.4375,150.0,syngo MR B19,AXI T1 PRE,Body,256\0\0\189,COL,175,HFS,1.3.6.1.4.1.55648.080510903137114412907651345400657,1.3.6.1.4.1.55648.080510903137114412907651345400657.7,7,1,35,-85.779117076793\-31.573857257594\-505.86288721317,0.99933703829495\-0.0041326757811\0.03617187972411\-5.5499475e-008\0.99353638274948\0.11351412314364,,,-495.5553032,1,MONOCHROME2,252,256,0.859375\0.859375,16,12,11,0,0.0,2278.0,742,1606,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST History: M54.5 Lower Back Pain M79.605 Left Leg Pain Technique: Sagittal T1, STIR and T2 weighted images were supplemented by axial proton density images through the disc spaces. This study was performed on a 1.5 Tesla system. Findings: Prior examinations: This study is interpreted in comparison to prior examinations dated MONTH MM, YYYY. The patient status post L4 and L5 laminectomy and L3-S1 posterior spinal fusion as well as L3-L4, L4-L5 and L5-S1 anterior spinal fusion. Please note that integrity of orthopedic hardware cannot evaluate with MRI. There is postsurgical seroma at the laminectomy bed without mass effect on thecal sac. There is straightening of the lumbar lordosis. There is trace retrolisthesis of L2 on L3 and L5 on S1. Vertebral body heights are maintained. The conus is normal. There is no prevertebral soft tissue swelling. There is bilateral renal cysts, largest on the left measuring 4.3 cm. L1-2: There is mild disc bulge and bilateral facet arthropathy. No significant spinal canal or foraminal stenosis. L2-3: There is retrolisthesis uncovering disc material. There is bilateral facet arthropathy and ligamentum flavum buckling. Findings combined resulting mild to moderate spinal canal stenosis. There is indentation upon descending both L3 nerve roots of the lateral recesses. There is mild right and mild-to-moderate left foraminal narrowing. L3-4: Status post posterior decompression. There is mild right foraminal narrowing. L4-5: Status post posterior decompression. There is mild left foraminal narrowing. L5-S1: Status post posterior decompression. Mild to moderate bilateral foraminal narrowing. ----- Page Break ----- ------------------------- IMPRESSION: Status post L4 and L5 laminectomy and L3-S1 posterior spinal fusion as well as L3-L4, L4-L5 and L5-S1 anterior spinal fusion. Multilevel degenerative changes as detailed above. ICD 10 Codes: Degeneration L1-L5. M51.36 Degeneration L5-S1 level. M51.37 Lumbar facet degeneration. M47.816 Lumbar discectomy with spacer placement. Z98.89 Lumbar surgical fusion. M43.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.080510903137114412907651345400657/1.3.6.1.4.1.55648.080510903137114412907651345400657.7,1.3.6.1.4.1.55648.080510903137114412907651345400657/1.3.6.1.4.1.55648.080510903137114412907651345400657.7.pkl
-31,,1.3.6.1.4.1.55648.8710517020478193577103209122273244/1.3.6.1.4.1.55648.8710517020478193577103209122273244.7,27,True,,18.27570295,0.000168562,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8710517020478193577103209122273244.7.27,20191121,,175656.44,345495570,MR,Siemens,AX PD REPEAT,Aera,Patient_6892459028295909730,Patient_6892459028295909730,M,030Y,99.79033409,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,2410.0,43.0,1,63.676291,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD REPEAT,Body,320\0\0\240,COL,133,FFS,1.3.6.1.4.1.55648.8710517020478193577103209122273244,1.3.6.1.4.1.55648.8710517020478193577103209122273244.7,7,1,27,-87.793588010509\-50.797512350875\-69.023436648376,0.99983598007474\-0.0060069634306\0.01708593978468\2.9348589e-008\0.94339511947106\0.3316709944481,,,-46.67035401,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,1546.0,611,1316,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post injury in MONTH XX. TECHNIQUE: MRI of the lumbar spine was performed in a 1.5 Tesla high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: No prior studies available for comparison. FINDINGS: Sagittal images demonstrate straightening of the normal lumbar lordosis. Vertebral height and configuration are normal. Vertebral marrow signal is generally normal, although there may be minor endplate changes at L5-S1. There is mild disc signal loss at L2-L3 and more significant disc signal loss from L3-L4 through L5-S1, on the T2-weighted sequence, which reflects disc desiccation. There is associated disc space narrowing from L3-L4 through L5-S1. There is mild anterior vertebral spurring in the mid-lower lumbar region. The facet joints demonstrate normal alignment. There is developmental asymmetry of facet joint orientation/configuration at L5-S1, which results in relative developmental narrowing of the left neural foramen at this level. There is no evidence of disc bulge or herniation at T12-L1 or L1-L2. At L2-L3, there is annular bulging, which flattens the thecal sac. At L3-L4 and L4-L5, there are annular bulges, which flatten the thecal sac and encroach upon the neural foramina bilaterally, to a slightly greater degree at the latter level. At L5-S1, there is posterocentral herniation of the disc, superimposed upon annular ----- Page Break ----- bulging and posterior vertebral spurring. Findings result in ventral canal encroachment with mass effect on the thecal sac and S1 nerve root origins, as well as bilateral foraminal encroachment. There is a slightly greater degree of left foraminal narrowing at this level secondary to the asymmetric facet joint configuration described above. The central spinal canal is developmentally small in the lumbar region. Canal caliber is further compromised from L2-L3 through L5-S1 by the aforementioned disc pathology. Consequently, there is central spinal stenosis from L2-L3 through L5-S1, which becomes more significant at lower lumbar levels (mild at L2-L3, and moderate-severe at L5-S1, with more intermediate grades of stenosis at L3-L4 and L4-L5). The conus medullaris is normal in position and appearance. There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Annular bulges at L2-L3, L3-L4 and L4-L5, which result in: A) mass effect on the thecal sac at all levels. B) bilateral foraminal encroachment at L3-L4 and L4-L5, slightly more marked at L4-L5. 2. Posterocentral disc herniation at L5-S1, superimposed upon annular bulging/vertebral spurring. Findings result in: A) mass effect on the thecal sac and S1 nerve root origins. B) bilateral foraminal narrowing (slightly worse on the left secondary to developmental factors). 3. Central spinal stenosis, L2-L3 through L5-S1, with more significant degrees of stenosis at lower lumbar levels, especially at L5-S1. The stenosis is secondary to both underlying developmental factors and superimposed acquired disc pathology. 4. Lumbar straightening, which may be related to muscle spasm/pain. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.8710517020478193577103209122273244/1.3.6.1.4.1.55648.8710517020478193577103209122273244.7,1.3.6.1.4.1.55648.8710517020478193577103209122273244/1.3.6.1.4.1.55648.8710517020478193577103209122273244.7.pkl
-32,,1.3.6.1.4.1.55648.7925148802944444040115562327133833/1.3.6.1.4.1.55648.7925148802944444040115562327133833.12,60,True,,44.32044911,0.000166416,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7925148802944444040115562327133833.12.1,20170207,,174941.4775,251914963,MR,Siemens,AXI DWI_TRACEW,Skyra,Patient_2727880532896086523,Patient_2727880532896086523,F,074Y,90.71848554,,BRAIN,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,6400.0,98.0,1,123.220849,1H,1.0,3.0,4.8,143,71.0,100,100.0,1040.0,syngo MR E11,AXI DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.7925148802944444040115562327133833,1.3.6.1.4.1.55648.7925148802944444040115562327133833.12,12,1,1,-136.54237956057\-108.33540219833\-74.029767000299,0.9805705518092\-0.1244125766257\0.15166708180077\0.14409860895139\0.98143603307892\-0.1265658084658,,,-70.20933315,1,MONOCHROME2,192,192,1.3541666269302\1.3541666269302,16,12,11,0,0.0,2504.0,317,787,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN AND IAC'S W/O History: Episodic left-sided pulsatile tinnitus with clinical concern of spasm of the tensor tympani muscle or skull base lesion. H90.42 Left ear sensorineural hearing loss H90.8 Mixed conductive and sensorineural hearing loss, unspecified R55 Syncope G45.9 Transient cerebral ischemic attack, unspecified Technique: MR imaging of the brain and temporal bones was obtained without the use of intravenous contrast on a 3.0 Tesla system and included high resolution T2-3D images through the temporal bones. Priors: No prior studies are available for comparison with this examination. Findings: Within the brain parenchyma there is no mass, mass effect or edema. No acute or evolving infarct is seen but there is mild white matter microvascular disease in the chronic cortical infarct in the right frontal lobe. The ventricles and sulci are normal for a patient of this age. No abnormal extraaxial collection or mass is seen. Normal signal is seen within both the intracranial and extracranial vascular structures. The visualized portions of the trigeminal nerve, Meckel's cave, the cavernous sinus and central skull base are normal. No mass lesions are seen within either internal auditory canal. The otic capsule structures are normal in appearance. The skull base including the region of the jugular foramen is normal. There are no lesions along the acoustic pathways. The orbits and paranasal sinuses are unremarkable. ------------------------- IMPRESSION: Mild white matter microvascular disease with a chronic cortical infarct in the right frontal lobe. ----- Page Break ----- ICD 10 - Chronic cerebral ischemia I67.82 White matter disease, unspecified R90.82 Stroke/Cerebral Infarction I63.9 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.7925148802944444040115562327133833/1.3.6.1.4.1.55648.7925148802944444040115562327133833.12,1.3.6.1.4.1.55648.7925148802944444040115562327133833/1.3.6.1.4.1.55648.7925148802944444040115562327133833.12.pkl
-33,,1.3.6.1.4.1.55648.8944725815375872155264437320989369/1.3.6.1.4.1.55648.8944725815375872155264437320989369.11,696,True,,251.6748562,0.000206709,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8944725815375872155264437320989369.11.1,20170605,,,41922543,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_2828165920864654967,Patient_2828165920864654967,M,065Y,99.79033409,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.239775,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.8944725815375872155264437320989369,1.3.6.1.4.1.55648.8944725815375872155264437320989369.11,11,1,1,-139.43578166721\-81.928933624522\-63.37443835082,0.99999845908257\0.00024120750349\0.00173886498236\2.7303534e-008\0.99051352541594\-0.1374152683223,,,-73.78662909,1,MONOCHROME2,160,160,1.4375\1.4375,16,12,11,0,0.0,666.0,337,699,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Gleason 8 prostate cancer on multiple biopsy cores in PHI XX, on Degarelix. PSA dropped from 20 to 5.8 ng/ml, R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 9 cc Gadavist was administered. Comparison: Pre-biopsy/pre-treatment prostate MRI dated MM/DD/YYYY. FINDINGS: Prostate size: 4.1 [CC] x 2.7 [AP] x 4 [transverse] cm, about 23 cc in volume (33 cc previously), shrunken due to hormone suppression. Please note 2 lesions have been characterized on the prior MRI and the following descriptions are for comparison purposes: Lesion 1: Mildly shrunken PIRADS 5 lesion along the right anterior to lateral base to apex of the peripheral zone with transition zone extension abutting the right anterolateral aspect of the urethra, measuring 2.4 x 1.5 cm on series 6, image 12, compared to 3 x 1.9 cm at the similar level on prior study, and 2.5 cm in craniocaudal length compared to previous 3.3 cm, representing response to Degarelix. Infiltration of the right anterolateral capsule/fibromuscular stroma with less bulging contour due to tumor shrinkage. Lesion 2: Shrinking PIRADS 4 lesion at the right posterior midgland to apical peripheral zone appeared as a satellite lesion extending from the dominant lesion, measuring 1 x 0.7 cm (series 6, image 11) compared to previous 1.3 x 1 cm, abutting the posterior capsule therefore capsular/perineural infiltration cannot be excluded. Additional peripheral zone findings: Linear and wedge-shaped fibrosis along the left ----- Page Break ----- peripheral zone, more so at the apex (PIRADS 2) with further decreased T2 signal due to hormone suppression/glandular shrinkage. Additional transition zone findings: Slight hypertrophy and no intravascular protrusion. Bladder and Seminal vesicle: Unremarkable. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: Unchanged bilateral fat-containing inguinal hernia. Indeterminate kidney-bean shaped mass with T1 hypointensity and T2 hyperintensity behind the left femoral greater trochanter is without significant interval change, about 6.3 x 3.3 cm. ------------------------- IMPRESSION: Mildly shrunken right-sided PIRADS 5 and PIRADS 4 cancerous lesions due to hormone suppression. C61. No evidence of pelvic metastatic adenopathy or osseous metastasis. Indeterminate 6.3 x 3.3 cm mass behind the left femoral greater trochanter. M79.9 Bilateral fat-containing inguinal hernia. K40 PI-RADS? v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.8944725815375872155264437320989369/1.3.6.1.4.1.55648.8944725815375872155264437320989369.11,1.3.6.1.4.1.55648.8944725815375872155264437320989369/1.3.6.1.4.1.55648.8944725815375872155264437320989369.11.pkl
-34,,1.3.6.1.4.1.55648.9241682804340268012094860221668567/1.3.6.1.4.1.55648.9241682804340268012094860221668567.6,203,True,,155.3358591,0.000174046,,ORIGINAL\PRIMARY\OTHER,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9241682804340268012094860221668567.6.203,20170213,,111046.96,60688216,MR,Hitachi Medical Corporation,MRA Brain 3D TOF,OASIS,Patient_6262892104273536813,Patient_6262892104273536813,F,080Y,86.184,,BRAIN,GR,NONE,SP\FC,3D,TOF,1.0,22.0,8.7,1,49.415416,1H,1.0,1.16,0.5,256,,70,100.0,,V4.0C,MRA Brain 3D TOF,,0\288\256\0,ROW,25,HFS,1.3.6.1.4.1.55648.9241682804340268012094860221668567,1.3.6.1.4.1.55648.9241682804340268012094860221668567.6,6,0,203,-110.3298\-97.37026\-68.46413,0.985785\-0.077929\0.148844\0.078807\0.996889\0,,-1711.0,-52.47,1,MONOCHROME2,512,512,0.4296875\0.4296875,16,12,11,1,0.0,159.0,155,311,4.0,,0.0,,RAPID Head,,,0.0,,,100.0,100.0,0.0,0.0,0.0,220.0,203.0,1.0,1\1,"MRA-HEAD W/O CON HISTORY: R42 Dizziness/Vertigo/Loss Balance/Whirling Spinning Sensation R55 Syncope I10 Hypertension R22.0 HEAD Swelling/Mass/Lump Doctor FIRSTNAME LASTNAMERISON: None available.. TECHNIQUE: 3-D time-of-flight intracranial MR angiography was performed. Multiple MIP images were generated. The study was performed on a 1.2 Tesla magnet. FINDINGS: Intracranial internal carotid arteries: Patent bilaterally without significant stenosis. Anterior cerebral arteries: Patent bilaterally without significant stenosis. Middle cerebral arteries: Patent bilaterally without significant stenosis. Intracranial vertebral arteries: Patent bilaterally without significant stenosis. Basilar artery: Patent without significant stenosis. Posterior cerebral arteries: Patent bilaterally without significant stenosis. Aneurysms: There is an approximate 3 mm broad-based aneurysm off the lateral portion of the cavernous segment of the left internal carotid artery (series 6, images PHI). ------------------------- IMPRESSION: Approximately 3 mm broad-based aneurysm of the cavernous left internal carotid artery. I72 ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",50,1.3.6.1.4.1.55648.9241682804340268012094860221668567/1.3.6.1.4.1.55648.9241682804340268012094860221668567.6,1.3.6.1.4.1.55648.9241682804340268012094860221668567/1.3.6.1.4.1.55648.9241682804340268012094860221668567.6.pkl
-35,,1.3.6.1.4.1.55648.3079392149280414786454528200741143/1.3.6.1.4.1.55648.3079392149280414786454528200741143.5,25,True,,19.11693931,0.00016284,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3079392149280414786454528200741143.5.25,20191128,,174701.0375,933810336,MR,Siemens,AXI PD,Skyra,Patient_4558857101152141140,Patient_4558857101152141140,M,048Y,83.91459912,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.220366,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AXI PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.3079392149280414786454528200741143,1.3.6.1.4.1.55648.3079392149280414786454528200741143.5,5,1,25,-81.325301170349\4.0126948246095\-104.46947241333,1\0\0\0\0.82511351385742\0.5649669806722,,,-88.46621355,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2336.0,849,1761,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain radiating into both lower extremities. Status post motor vehicle collision in MONTH XX. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: No prior studies available for comparison. FINDINGS: There is a transitional vertebra at the lumbosacral junction, which will be designated ""L5"" for the purposes of this examination. Please correlate with plain films. Accordingly, the L5-S1 disc space is transitional in nature and the conus medullaris is situated at T12-L1. Sagittal images demonstrate a normal lumbar lordosis, with retrolisthesis at L1-L2. Evaluation of vertebral configuration demonstrates mild anterior wedging of the T12 and L1 vertebral bodies, which is related to chronic compression deformities of their superior endplates. The remainder of the lumbar vertebrae maintain normal height. Evaluation of vertebral marrow signal demonstrates Modic type II endplate changes at the superior endplates of T12 and L1. There are also mild Modic type II endplate changes at the L1-L2 disc level. There is no evidence of marrow edema or marrow replacement. There is nearly generalized loss of disc signal in the lumbar region, on the T2-weighted sequence, which reflects disc desiccation. There is associated disc space narrowing at T12-L1 and L1-L2. The L5-S1 disc space is also much smaller than the more superior lumbar disc spaces secondary to its transitional nature. There is anterior vertebral spurring at T12-L1 and L1-L2. At T12-L1, there is a prominent inferiorly directed intraosseous discal herniation, which involves the superior endplate of L1. There is also annular bulging at this level. ----- Page Break ----- At L1-L2, there is left foraminal herniation of the disc, superimposed upon annular bulging, and associated with posterior vertebral subluxation. Findings result in foraminal encroachment, more marked on the left, and flattening of the ventral thecal sac. There is no evidence of disc bulge or herniation at L2-L3. At L3-L4, there is right foraminal herniation of the disc, superimposed upon annular bulging. Findings result in foraminal encroachment, more marked on the right, with impingement of the exiting right L3 nerve root, as well as flattening of the ventral thecal sac. At L4-L5, there is right foraminal herniation of the disc, superimposed upon annular bulging. Findings result in foraminal encroachment, more marked on the right, with impingement of the exiting right L4 nerve root, as well as effacement of the ventral epidural fat. There is no evidence of disc bulge or herniation at L5-S1. The facet joints demonstrate normal alignment. There is right facet joint arthropathy at L4-L5. There is facet joint hypoplasia at L5-S1, as well as facet joint asymmetry. There is no evidence of significant central spinal stenosis. The conus medullaris is normal in position and appearance. There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Chronic compression deformities of the superior endplates of T12 and L1. 2. Prominent inferiorly directed intraosseous discal herniation at T12-L1, which involves the superior endplate of L1. 3. Annular bulge at T12-L1. 4. Left foraminal disc herniation at L1-L2, superimposed upon annular bulging, and associated with retrolisthesis. Findings result in: A) foraminal encroachment, more marked on the left. B) flattening of the thecal sac. 5. Right foraminal disc herniations at L3-L4 and L4-L5, superimposed upon annular bulges. ----- Page Break ----- Findings result in: A) foraminal encroachment, more marked on the right at both levels, with impingement of the exiting right L3 and L4 nerve roots, respectively. B) ventral canal encroachment at both levels, with flattening of the ventral thecal sac at L3-L4. 6. Right facet joint arthropathy at L4-L5. 7. Transitional ""L5"" vertebra and L5-S1 disc space. Please correlate with plain films, as the lumbar vertebrae/disc spaces are numbered accordingly. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.3079392149280414786454528200741143/1.3.6.1.4.1.55648.3079392149280414786454528200741143.5,1.3.6.1.4.1.55648.3079392149280414786454528200741143/1.3.6.1.4.1.55648.3079392149280414786454528200741143.5.pkl
-39,,1.3.6.1.4.1.55648.2704729700034707005407758276523900/1.3.6.1.4.1.55648.2704729700034707005407758276523900.5,25,True,,19.12792611,0.00015378,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2704729700034707005407758276523900.5.25,20190903,,180724.145,576699926,MR,Siemens,AXI PD,Skyra,Patient_5158084821974252104,Patient_5158084821974252104,M,048Y,102.0582962,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_12,4.0,3000.0,36.0,1,123.220432,1H,1.0,3.0,4.4,276,12.0,70,100.0,320.0,syngo MR E11,AXI PD,Body,320\0\0\224,COL,171,FFS,1.3.6.1.4.1.55648.2704729700034707005407758276523900,1.3.6.1.4.1.55648.2704729700034707005407758276523900.5,5,1,25,-87.291084289551\-18.765941697269\-79.706508474453,1\0\0\0\0.82412618087298\0.56640624819976,,,-55.05907379,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2104.0,895,1803,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post motor vehicle collision on MM/DD/YYYY. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: No prior studies available for comparison. FINDINGS: Sagittal images demonstrate exaggeration of the normal lumbar lordosis. Vertebral height and configuration are normal. Vertebral marrow signal is generally normal. There are localized Modic type II endplate changes at L2-L3 posteriorly toward the left. There is also localized Modic type II endplate change at the anteroinferior corner of T11, in association with an intraosseous discal herniation. The lumbar disc spaces maintain normal height. There is loss of disc signal at the L2-L3 and L3-L4 levels, on the T2-weighted sequence, which reflects disc desiccation. The remainder of the lumbar disc spaces maintain relatively normal signal intensity characteristics for the patient's age. There is no evidence of disc bulge or herniation at T12-L1, L1-L2 or L2-L3. At L2-L3, there is mild left posterolateral vertebral spurring, in association with the aforementioned endplate changes, with minor left foraminal encroachment. There is no evidence of disc bulge or herniation at L3-L4, L4-L5 or L5-S1. The facet joints demonstrate normal alignment. There is facet hypertrophy from L1-L2 through L4-L5, with an anteroposterior orientation of the facet joint spaces in the upper lumbar region. There is also facet joint arthropathy at L4-L5 bilaterally. The hypertrophic facet joints encroach upon the dorsolateral aspects of the central spinal ----- Page Break ----- canal, especially from L2-L3 through L4-L5. There are facet joint effusions at many levels. There is narrowing of the bony central spinal canal in much of the lumbar region secondary to the hypertrophic facet joints, especially from L2-L3 through L4-L5, which is compatible with central spinal stenosis. There is also increased epidural fat in the mid-lower lumbar region, with secondary constriction of the thecal sac. This is compatible with epidural lipomatosis. The neural foramina are bilaterally patent, with the exception of minor left foraminal encroachment at L2-L3, as noted above. The conus medullaris is normal in position and appearance. There are no prevertebral or paraspinal abnormalities. There is nonspecific edema of the posterior subcutaneous fat, which is likely related to patient body habitus. ------------------------- IMPRESSION: 1. Mild left posterolateral vertebral spurring at L2-L3, associated with endplate changes, with minor left foraminal encroachment. 2. Bilateral facet joint arthropathy at L4-L5. 3. Central spinal stenosis from L2-L3 through L4-L5, which is secondary to facet hypertrophy and epidural lipomatosis. 4. Intraosseous discal herniation at T11-T12. 5. Multilevel facet joint effusions. 6. Lumbar hyperlordosis. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.2704729700034707005407758276523900/1.3.6.1.4.1.55648.2704729700034707005407758276523900.5,1.3.6.1.4.1.55648.2704729700034707005407758276523900/1.3.6.1.4.1.55648.2704729700034707005407758276523900.5.pkl
-40,,1.3.6.1.4.1.55648.9394126555078996449048804019492902/1.3.6.1.4.1.55648.9394126555078996449048804019492902.6,28,True,,22.44541502,0.00036335,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9394126555078996449048804019492902.6.28,20180913,,191026.185,74279605,MR,Siemens,AX PD,Skyra,Patient_9750141990486532995,Patient_9750141990486532995,M,037Y,90.71848554,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.239677,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,165,FFS,1.3.6.1.4.1.55648.9394126555078996449048804019492902,1.3.6.1.4.1.55648.9394126555078996449048804019492902.6,6,1,28,-124.748317261\-26.782614002874\-162.93944935798,0.99815162538823\0.02988882129124\-0.0529149420926\2.1546653e-008\0.87070095486103\0.49181281724259,,,-136.0429203,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2076.0,730,1565,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: Five lumbar vertebral bodies are assumed. Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is straightened. There is no significant spondylolisthesis. There are no focal aggressive osseous lesions. The vertebral body heights are intact. The conus terminates at T12. Intervertebral disc height narrowing and disc desiccation is present at L4-L5. The findings at the individual levels are as follows: T12-L1: Only evaluated in the sagittal plane. There is no significant central canal or neural foraminal stenosis. L1-L2: A shallow broad-based central disc protrusion does not contribute to significant central canal or neural foraminal stenosis. L2-L3 : There is a mild disc bulge with a superimposed right paracentral disc protrusion, which indents the ventral thecal sac and contact without displacing the descending right L3 nerve root. Mild left neural foraminal narrowing is noted with abutment of the exiting left L2 nerve root. L3-L4 : A mild disc bulge is asymmetric to the left and results in mild left neural foraminal narrowing with contact of the exiting left L3 nerve root. Mild flattening of the ventral thecal sac is noted. L4-L5: There is a mild disc bulge with a superimposed broad-based central disc extrusion, which moderately thinned severely narrows the central canal and impinges upon the ----- Page Break ----- descending L5 nerve roots. Mild-moderate right, mild left neural foraminal stenosis is noted with abutment of the exiting right and contacting the exiting left L4 nerve roots. There is moderate bilateral facet arthrosis. L5-S1: A shallow central disc protrusion does not contribute to significant central canal or neural foraminal stenosis. Mild bilateral facet arthrosis is noted. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: A disc herniation at L4-L5 results in moderate-severe central canal stenosis with impingement of the descending L5 nerve roots and abutment of the exiting right/contact of the exiting left L4 nerve roots. Additional findings at the other levels, as above. M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",49,1.3.6.1.4.1.55648.9394126555078996449048804019492902/1.3.6.1.4.1.55648.9394126555078996449048804019492902.6,1.3.6.1.4.1.55648.9394126555078996449048804019492902/1.3.6.1.4.1.55648.9394126555078996449048804019492902.6.pkl
-44,,1.3.6.1.4.1.55648.406137332923785370722864043098193/1.3.6.1.4.1.55648.406137332923785370722864043098193.18,80,True,,75.45318675,0.000169992,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.406137332923785370722864043098193.18.1,20171228,,123427.115,754746442,MR,Siemens,COR T1 FS POST,Skyra,Patient_4090438029950958997,Patient_4090438029950958997,F,068Y,73.93556572,,ABDOMEN,GR,SP\OSP,PFP\FS,3D,*fl3d1,2.5,3.0,1.1,1,123.158204,1H,1.0,3.0,,283,1.0,75,100.0,600.0,syngo MR E11,COR T1 FS POST,Body,0\288\216\0,ROW,9,FFS,1.3.6.1.4.1.55648.406137332923785370722864043098193,1.3.6.1.4.1.55648.406137332923785370722864043098193.18,18,1,1,-202.79517316818\-94.89457821846\189.87951043993,1\0\0\0\0\-1,,,-94.89457822,1,MONOCHROME2,288,288,1.388888835907\1.388888835907,16,12,11,0,0.0,276.0,162,392,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: K57.32 Dvtrcli of lg int w/o perforation or abscess w/o bleeding N28.1 Cyst of kidney, acquired MRI of the abdomen was performed pre and post 7.4 cc of Gadavist contrast material. IV contrast with multiple sequences in coronal and axial planes. The examination was performed on a 3 Tesla magnet. Examination was performed under moderate conscious sedation, with intravenous medications administered by a Board Certified Anesthesiologist. Pulse oximetry, heart rate and BP were continuously monitored. Comparison: Note is made of prior CT of chest dated MM/DD/YYYY. No additional prior studies are available for comparison. Findings: LIVER: The liver demonstrates mild signal dropout on chemical shift imaging indicative of mild hepatic steatosis. No focal hepatic lesion is present. The liver measures 17.5 cm in craniocaudad dimension. GALLBLADDER/BILIARY TREE: The gallbladder is present. There is no definite cholelithiasis. There is no biliary dilatation. The common bile duct measures 0.6 cm in diameter and slightly tapers more distally. SPLEEN: The spleen is unremarkable. PANCREAS: The pancreas is unremarkable. The pancreatic duct is not dilated. There is apparent drainage of the main pancreatic duct into the minor papilla. A branch duct is noted communicating between the dorsal and ventral ducts. Findings have the appearance of partial pancreas divisum. ADoctor LASTNAME : There are no adrenal masses. KIDNEYS: The kidneys enhance symmetrically with no evidence of hydronephrosis. Small ----- Page Break ----- cortical cysts are present in the left kidney with the largest in the upper pole measuring 9 mm in diameter. This demonstrates a thin internal septation. Right renal cortical cysts are also present. 2 adjacent cysts are present in the upper pole of the right kidney with the larger one measuring 2.7 x 2.6 cm. Additional smaller cysts are also present in the mid and lower pole cortex. Few measure less than 5 mm, too small to adequately characterize. These are otherwise simple in appearance. BOWEL/PERITONEUM: There is no bowel obstruction. Diffuse colonic diverticula are present. A small umbilical hernia containing fatty tissue is noted. The opening to the hernia sac measures 1.7 cm in transverse diameter ADENOPATHY: . There are no enlarged retroperitoneal lymph nodes. There is no free fluid. VASCULATURE: The abdominal aorta is of normal caliber. The IVC is patent. The splenic vein, the portal vein and hepatic veins are patent. MUSCULOSKELETAL: There are no aggressive osseous lesions. ADDITIONAL: There is no free fluid. ------------------------- IMPRESSION: Bilateral renal cysts including a small cyst in the upper pole of the left kidney demonstrating a thin internal septation. N28.1 Colonic diverticulosis. K57.30 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.406137332923785370722864043098193/1.3.6.1.4.1.55648.406137332923785370722864043098193.18,1.3.6.1.4.1.55648.406137332923785370722864043098193/1.3.6.1.4.1.55648.406137332923785370722864043098193.18.pkl
-45,,1.3.6.1.4.1.55648.2955933643335459661221397717192890/1.3.6.1.4.1.55648.2955933643335459661221397717192890.8,104,True,,113.1206462,0.000192642,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2955933643335459661221397717192890.8.104,20190507,,92448.725,577422659,MR,Siemens,SAG 3D ANGIO PRE,Skyra_fit,Patient_0116375306285395741,Patient_0116375306285395741,F,061Y,72.57478843,,ABDOMEN,GR,SP,,3D,*fl3d1,1.100000024,2.66,1.02,1,123.230065,1H,1.0,3.0,,286,0.0,100,81.25,1095.0,syngo MR E11,SAG 3D ANGIO PRE,Body,0\352\286\0,ROW,19,FFS,1.3.6.1.4.1.55648.2955933643335459661221397717192890,1.3.6.1.4.1.55648.2955933643335459661221397717192890.8,8,1,104,91.854069106111\-150.22946679592\215.15570678811,0\1\0\0.01745241007718\0\-0.9998476950929,,,95.59506491,1,MONOCHROME2,352,286,1.1363636255264\1.1363636255264,16,12,11,0,0.0,766.0,186,440,,,,,,,,,,,,,,,,,,,,"MRA-3T PELVIS PRE AND POST IV CONTRAST History: I10 Hypertension R 10.9 abdominal pain MR angiographic assessment of the pelvis was performed on a 3 Tesla magnet after the administration of gadavist intravenous contrast. Three-dimensional reformations were created. Additional pre-IV contrast sequences were obtained pelvis. Please refer to MRA of the abdomen performed on same day ILIAC ARTERIAL VASCULATURE VISUALIZED: The iliofemoral arterial vasculature visualized to the level of the proximal superficial femoral arterial vessels bilaterally is widely patent, uncompromised and otherwise unremarkable. The visualized proximal IVC and iliofemoral venous vasculature is also. ASCITES Doctor FIRSTNAME LASTNAMETHY: There is no definitive evidence of ascites or adenopathy throughout the study. PELVIC STRUCTURES: Uterus is retroverted. Grossly the uterus and adnexa as well as urinary bladder appear otherwise unremarkable but very limited for assessment GASTROINTESTINAL TRACT: The visualized small and large bowel appear grossly unremarkable limited for assessment. THE BONY AND SOFT TISSUE STRUCTURES: are grossly unremarkable. The remainder of the study is unremarkable. ------------------------- IMPRESSION: Unremarkable exam Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ----- Page Break -----",62,1.3.6.1.4.1.55648.2955933643335459661221397717192890/1.3.6.1.4.1.55648.2955933643335459661221397717192890.8,1.3.6.1.4.1.55648.2955933643335459661221397717192890/1.3.6.1.4.1.55648.2955933643335459661221397717192890.8.pkl
-46,,1.3.6.1.4.1.55648.56832171361507867341615807729177/1.3.6.1.4.1.55648.56832171361507867341615807729177.4,93,True,,86.05433297,0.000192881,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\NONE\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.56832171361507867341615807729177.4.1,20171113,,143532.16,978185373,MR,Siemens,AX DWI,Verio,Patient_8373884500704100942,Patient_8373884500704100942,M,080Y,90.71848554,,,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,5102.0,106.0,1,123.184452,1H,1.0,3.0,4.8,120,1.0,100,100.0,1250.0,syngo MR B19,AX DWI,Body,160\0\0\160,COL,90,HFS,1.3.6.1.4.1.55648.56832171361507867341615807729177,1.3.6.1.4.1.55648.56832171361507867341615807729177.4,4,1,1,-114.22387646942\-132.62191220271\-73.692930303002,0.99856967082755\0.04029432691983\-0.035142278262\-0.0470912999157\0.97408964517238\-0.221205272632,,,-104.2268272,1,MONOCHROME2,320,320,0.796875\0.796875,16,12,11,0,0.0,1735.0,305,582,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN PRE AND POST IV CONTRAST History: R55 Syncope R42 Dizziness/Vertigo Technique: MR imaging of the brain was obtained both before and after the administration of 9cc of Gadavist intravenous contrast on a 3.0 Tesla system. Comparison examinations: There are no prior studies available for comparison with this examination. Findings: There is a small chronic cortical infarct in the right postcentral gyrus with a small amount of hemosiderin staining. No other chronic infarction is seen. Within the brain parenchyma there is no mass, mass effect or edema. No acute or evolving infarct is seen but there is mild white matter microvascular disease in both cerebral hemispheres. The ventricles and sulci are normal for a patient of this age. No abnormal extraaxial collection or mass is seen. Incidental note is made of a venous angioma in the right inferior parietal lobe which is not a finding of any significance. The intracranial vascular structures are otherwise normal. The orbits, paranasal sinuses and temporal bones are normal. ------------------------- IMPRESSION: Mild white matter microvascular disease with a small chronic cortical infarct in the right postcentral gyrus with a small amount of hemosiderin staining. No acute or evolving infarct is seen. Chronic cerebral ischemia (Brain Parenchyma) - I67.82 White Matter disease, unspecified (Brain Parenchyma) - R90.82 Stroke/Infarcts (Brain Parenchyma) - I63.9 ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.56832171361507867341615807729177/1.3.6.1.4.1.55648.56832171361507867341615807729177.4,1.3.6.1.4.1.55648.56832171361507867341615807729177/1.3.6.1.4.1.55648.56832171361507867341615807729177.4.pkl
-49,,1.3.6.1.4.1.55648.8697086588741225153051605587771712/1.3.6.1.4.1.55648.8697086588741225153051605587771712.2,48,True,,38.05279517,0.000551701,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8697086588741225153051605587771712.2.1,20170825,,111017.0425,409938763,MR,Siemens,AX DWI_TRACEW,Aera,Patient_3807812588955738022,Patient_3807812588955738022,M,037Y,106.1406281,,ANGIO,EP,SK\SP,PFP\FS,2D,*ep_b0,5.0,5500.0,115.0,2,63.673489,1H,1.0,1.5,6.0,143,71.0,100,100.0,815.0,syngo MR D13E,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.8697086588741225153051605587771712,1.3.6.1.4.1.55648.8697086588741225153051605587771712.2,2,1,1,-114.9999961853\-113.74698412418\-79.02409362793,1\0\0\0\1\0,,,-79.02409363,1,MONOCHROME2,192,192,1.1979166269302\1.1979166269302,16,12,11,0,0.0,456.0,125,331,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN NON CONTRAST History: Moyamoya disease treated with pial synangiosis. I67.5 Moyamoya disease Technique: Sagittal and axial T1 weighted images were supplemented by axial T2, grad echo, FLAIR and diffusion images. This study was performed on a 1.5 Tesla system. Comparison examination: MR the brain dated MONTH MM, YYYY. Findings: Since the prior study there has been a left parietal craniotomy for the pial synangiosis. Under the craniotomy site there is no large undrained collection. There is a chronic infarct in the deep white matter of the left frontal lobe extending into the putamen with wallerian degeneration and atrophy of the left cerebral peduncle. No other infarct is seen. Within the brain parenchyma there is no mass, mass effect or edema. The ventricles and sulci are normal for a patient of this age. No abnormal extraaxial collection or mass is seen. Normal signal is seen within both the intracranial and extracranial vascular structures. The craniocervical junction is normal. The orbits and temporal bones are normal. Mild mucosal disease is seen in the maxillary sinuses and ethmoid air cells. ------------------------- IMPRESSION: Postoperative study following left-sided pial synangiosis. Chronic infarct in the deep white matter of the left frontal lobe and putamen. Stroke/Infarcts (Brain Parenchyma) - I63.9 ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.8697086588741225153051605587771712/1.3.6.1.4.1.55648.8697086588741225153051605587771712.2,1.3.6.1.4.1.55648.8697086588741225153051605587771712/1.3.6.1.4.1.55648.8697086588741225153051605587771712.2.pkl
-52,,1.3.6.1.4.1.55648.9431494696352837143467064372695151/1.3.6.1.4.1.55648.9431494696352837143467064372695151.10,812,True,,191.3907232,0.000368118,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9431494696352837143467064372695151.10.1,20200121,,,809260808,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_972730936215732534,Patient_972730936215732534,M,073Y,86.18256126,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.255854,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.9431494696352837143467064372695151,1.3.6.1.4.1.55648.9431494696352837143467064372695151.10,10,1,1,-99.74609375\-89.105340957642\-48.703125,1\0\0\0\1\0,,,-48.703125,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,298.0,155,364,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Prostate cancer, on active surveillance. Elevated PSA, 11 ng mL. C61. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 9 cc Gadavist was administered. Comparison: Prior prostate MRI dated MM/DD/YYYY FINDINGS: Prostate size: 5.3 [transverse] x 4.6 [AP] x 6.8 [CC] cm, 86 cc in volume, previously 84 cc. Lesion: 1, (or stroma-type hypertrophic nodule based on sagittal T2 of both studies) PI-RADS Assessment Category: 3 T2-weighted images: 3, hypointense with obscured margins, not contained within BPH nodule Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: None, no early hyperperfusion Size: 15 x 13 mm as measured on image 7 of series MM/DD/YYYY, ADC/ax T2 Location: Midline anterior transition zone, apex. Extra-prostatic extension: None Lesion: 2 (previously described focal inflammation with decreased enhancement but focal diffusion restriction) PI-RADS Assessment Category: 3 T2-weighted images: 3, heterogeneous, noncircumscribed moderate hypointensity Diffusion-weighted images: 3, focal mild/moderate decreased ADC and mildly increased signal on ultra high b-value images. Dynamic post-contrast images: None, no early hyperperfusion Size: 9 x 5 mm as measured on image 7 of series MM/DD/YYYY, ADC/ax T2 ----- Page Break ----- Location: Midline towards left posteromedial peripheral zone, apex. Extra-prostatic extension: None Central zone: As described previously without significant interval change, splayed bilateral central zone by BPH with mild asymmetry, and associated signal change on T2 and DWI at the midline along base to midgland, without suspicious hyperperfusion on DCE. Diffuse pattern of indistinct T2 hypointensity with punctate cystic foci at the base support postinflammatory change with fibrosis. Peripheral zone: As described previously without significant interval change, bilateral indistinct, linear and wedge-shaped T2 hypointensity without early hyperperfusion or focal hyperenhancement on DCE, rather gradually increased mild, diffuse enhancement supportive of chronic of postinflammatory change with fibrosis. Transition zone: No significant interval change of BPH with a large 3.5 cm hypertrophic nodule protruding from the base, bulging behind the bladder neck, without intravesical extension. Bladder: Again noted significant postvoid residual at the beginning of scan. Otherwise unremarkable. Seminal vesicle: Unchanged dilatation of the left distal vas deferens to ejaculatory duct with wall thickening supportive of chronic inflammation, and wall thickening of the left seminal vesicle. Absent or hypoplastic right seminal vesicle. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: Small left inguinal fat hernia. Small free fluid, slightly increased. ------------------------- IMPRESSION: 15 x 13 mm PI-RADS 3 lesion at the midline anterior transition zone, apex. 9 x 5 mm PI-RADS 3 lesion at the midline towards left posteromedial peripheral zone, apex. Diffuse postinflammatory change in the rest of peripheral zone and transition zone, and ----- Page Break ----- inflammatory changes along the left distal vas deferens to ejaculatory duct and seminal vesicle. No metastatic adenopathy or suspicious bone lesion. BPH. PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.9431494696352837143467064372695151/1.3.6.1.4.1.55648.9431494696352837143467064372695151.10,1.3.6.1.4.1.55648.9431494696352837143467064372695151/1.3.6.1.4.1.55648.9431494696352837143467064372695151.10.pkl
-54,,1.3.6.1.4.1.55648.0391683524321780067710581567267596/1.3.6.1.4.1.55648.0391683524321780067710581567267596.6,25,True,,17.26517725,0.00015831,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0391683524321780067710581567267596.6.25,20190912,191822.651,191737.6275,723093324,MR,Siemens,AX T1,Aera,Patient_1655432352901330508,Patient_1655432352901330508,M,015Y,63.50293988,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_3,4.0,473.0,9.9,1,63.679051,1H,1.0,1.5,4.4,279,3.0,90,100.0,205.0,syngo MR E11,AX T1,Body,256\0\0\230,COL,120,FFS,1.3.6.1.4.1.55648.0391683524321780067710581567267596,1.3.6.1.4.1.55648.0391683524321780067710581567267596.6,6,1,25,-118.83587805674\-11.540840228673\-18.153491030682,0.99984521270848\0.00704015980785\-0.0161241053647\-1.6278075e-008\0.91645250151208\0.40014348985365,,,-14.1077643,1,MONOCHROME2,256,256,0.78125\0.78125,16,12,11,0,0.0,1290.0,346,848,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Doctor FIRSTNAME LASTNAMERISON: MM/DD/YYYY. TECHNIQUE: MRI of the lumbar spine was performed with multiple sequences in sagittal and axial planes on a 1.5 Tesla high-field wide-bore magnet. FINDINGS: Vertebral body heights: Maintained. Alignment: Preserved. Marrow signal: There is persistent edema involving bilateral L5 pedicles and inferior facet, not significantly changed the prior examination. Spinal canal: The conus medullaris and cauda equina are unremarkable. Paravertebral soft tissues: Unremarkable. Discs:: There is no significant posterior disc abnormality, spinal canal or foraminal stenosis. ------------------------- IMPRESSION: No significant interval change in edema involving bilateral L5 pedicles and inferior facets, presumably reflecting sequela of stress fracture. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",75,1.3.6.1.4.1.55648.0391683524321780067710581567267596/1.3.6.1.4.1.55648.0391683524321780067710581567267596.6,1.3.6.1.4.1.55648.0391683524321780067710581567267596/1.3.6.1.4.1.55648.0391683524321780067710581567267596.6.pkl
-60,,1.3.6.1.4.1.55648.9517445473610392984238102446821088/1.3.6.1.4.1.55648.9517445473610392984238102446821088.11,696,True,,160.6823668,0.000304699,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9517445473610392984238102446821088.11.1,20190125,,,723412536,MR,Siemens,DYNAMIC PRE POST,Aera,Patient_5015040651227992564,Patient_5015040651227992564,M,072Y,136.0777283,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,4.0,3.78,1.83,1,63.676416,1H,1.0,1.5,,179,1.0,100,100.0,570.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,10,FFS,1.3.6.1.4.1.55648.9517445473610392984238102446821088,1.3.6.1.4.1.55648.9517445473610392984238102446821088.11,11,1,1,-87.807228088379\-83.621956744714\83.738568131021,1\0\0\0\0.99233193768643\-0.1236014783386,,,72.7606581,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,267.0,216,457,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Prostate cancer status post cryotherapy 2 years ago, rising PSA 5 ng/mL, history of rectal cancer status post resection. R97.2 . C61 TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 11 cc Gadavist was administered. No prior prostate MRI. FINDINGS: Prostate size: 3.2 [transverse] x 2.6 [AP] x 3.7 [CC] cm, about 16 cc in volume, inseparable from post-anorectomy scar Postbiopsy hemorrhage: None Lesion : 1 PI-RADS Assessment Category: 5 T2-weighted images: 3, noncircumscribed moderate hypointensity Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: Positive, early hyperperfusion Size: 11 x 7 mm as measured on image 14 of series 5, ADC Location: Left anterior peripheral zone, midgland to apex. Extra-prostatic extension: Positive, left periprostatic tissue Lesion : 2 PI-RADS Assessment Category: 4 T2-weighted images: 2, circumscribed mildly hyperintense. Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. ----- Page Break ----- Dynamic post-contrast images: Negative, no early hyperperfusion. Size: 9 x 7 mm as measured on image 11 of series 8 and 6, ax T2 and DWI Location: Left lateral transition zone, base. Extra-prostatic extension: None Lesion : 3 PI-RADS Assessment Category: 5 or metastatic from prostate, cannot entirely exclude rectal origin. T2-weighted images: 3, heterogeneous hypointensity Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: Positive, early hyperperfusion Size: 7 x 6 mm as measured on image 13 of series 5, ADC Location: Left seminal vesicle. Additional peripheral zone findings: Atrophied and fibrotic, difficult to define from capsule/surrounding scar and transition zone. Additional transition zone findings: Heterogeneous and enlarged, consistent with BPH, distending the bladder neck mild intravesical extension. Bladder: Unremarkable.. Seminal vesicle: Tethering, right more than left, towards post-anorectomy scar, and see above lesion 3. GI: Nondilated bowel, minimal endometrial left lower quadrant colectomy, and abdominal wall postsurgical change. Lymph nodes: 1 mildly prominent left iliac node measures 7 mm in short axis. Osseous structures: 1 cm right pubic hypoenhancing metastatic lesion with surrounding marrow edema. Bilateral SI joint ankylosis. Additional findings: Bilateral inguinal fat hernia. ------------------------- IMPRESSION: ----- Page Break ----- Posttreatment prostate with scarring, inseparable from post-anorectomy scar. 11 x 7 mm PI-RADS 5 lesion at the left anterior peripheral zone, midgland to apex. 9 x 7 mm PI-RADS 4 lesion at left lateral transition zone, base. 7 x 6 mm lesion within the left seminal vesicle. 1 cm right pubic bone metastatic lesion. Indeterminate 7 mm left iliac node. BPH. PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.9517445473610392984238102446821088/1.3.6.1.4.1.55648.9517445473610392984238102446821088.11,1.3.6.1.4.1.55648.9517445473610392984238102446821088/1.3.6.1.4.1.55648.9517445473610392984238102446821088.11.pkl
-63,,1.3.6.1.4.1.55648.288710943198294827405307554437310/1.3.6.1.4.1.55648.288710943198294827405307554437310.13001,1092,True,,1003.288933,0.000488758,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.288710943198294827405307554437310.13001.1,20190709,,,854058498,MR,Siemens,DYNAMIC PRE POST GRASP_RED,MAGNETOM Vida,Patient_6300173205091691796,Patient_6300173205091691796,M,076Y,74.8427,,PELVIS,GR,SK,FS\PER,3D,*fl3d1,3.0,4.09,1.86,1,123.252525,1H,,3.0,,224,1.0,100,100.0,496.0,syngo MR XA10,DYNAMIC PRE POST GRASP,Body,0\224\224\0,ROW,12,FFS,1.3.6.1.4.1.55648.288710943198294827405307554437310,1.3.6.1.4.1.55648.288710943198294827405307554437310.13001,13001,1,1,-114.005\-80.7739\-61.1181,1\4.897e-12\0\-4.897e-12\1\0,,,-61.1181,1,MONOCHROME2,224,224,1.07143\1.07143,16,12,11,0,0.0,425.0,114,282,,Contrast agent,0.0,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (5.92 ng/ml, previously between PHI), nocturia, urinary urgency and incontinence. No biopsy R97.2 . N40.1. R35.1. N39.41. TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 7 cc Gadavist was administered. DWI artifact from rectal air obscures and mildly distorts the basal posterior peripheral zone. I-STAT: Creatinine 1.0, GFR 77.2. FINDINGS: Prostate size: 4.7 [transverse] x 3.5 [AP] x 4.3 [CC] cm, about 37 cc in volume. Lesion : PI-RADS Assessment Category: 5 T2-weighted images: 5, circumscribed, homogeneous moderate hypodense mass, 1.5 cm. Diffusion-weighted images: 5, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: Positive, early hyperperfusion Size: 1.6 x 1 cm as measured on image MM/DD/YYYY of ADC Location: Right peripheral zone, lateral base. Extra-prostatic extension: Bulging, indistinct contour of the capsule, suspicious for extracapsular/perineural infiltration. Additional peripheral zone findings: Bilateral diffuse indistinct T2 hypointensity, slightly worse on the left involving central zone as well with gradually increased enhancement, representing chronic inflammation, PI-RADS 2. Correlate clinically Additional transition zone findings: Heterogeneous and enlarged, consistent with BPH, distending the bladder neck with slight intravesical bulge. ----- Page Break ----- Bladder: Diffuse wall thickening, although not fully distended limiting assessment. Seminal vesicle: Slight asymmetry with less distended left compared to the right, otherwise unremarkable. GI: Sigmoid diverticulosis. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: None.. ------------------------- IMPRESSION: 1.6 x 1 cm PIRADS 5 lesion at the right lateral peripheral zone, base, with suspicion of capsular/perineural infiltration. C61. Left more than right peripheral zone chronic inflammation. N41.9. No metastatic adenopathy or suspicious bone lesion. Mild BPH. N40.0 PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.288710943198294827405307554437310/1.3.6.1.4.1.55648.288710943198294827405307554437310.13001,1.3.6.1.4.1.55648.288710943198294827405307554437310/1.3.6.1.4.1.55648.288710943198294827405307554437310.13001.pkl
-69,,1.3.6.1.4.1.55648.1937985634711151735883317209809716/1.3.6.1.4.1.55648.1937985634711151735883317209809716.1,128,True,,96.52003551,0.000232697,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1937985634711151735883317209809716.1.128,20161114,,160545.825,581147272,MR,Siemens,AAHScout,Skyra,Patient_9150006928771206285,Patient_9150006928771206285,M,078Y,117.9340312,,ORBIT,GR,SP,PFP,3D,*fl3d1_ns,1.600000024,3.15,1.37,1,123.166606,1H,1.0,3.0,,118,1.0,100,100.0,540.0,syngo MR E11,AAHScout,Body,0\160\160\0,ROW,8,HFS,1.3.6.1.4.1.55648.1937985634711151735883317209809716,1.3.6.1.4.1.55648.1937985634711151735883317209809716.1,1,1,128,101.60000151396\-110\130,0\1\0\0\0\-1,,,101.6000015,1,MONOCHROME2,160,160,1.625\1.625,16,12,11,0,0.0,62.0,28,75,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN AND ORBITS W/WO CONTRAST HISTORY: R42 Dizziness/Vertigo/Loss Balance/Whirling Spinning Sensation H90.42 Left ear sensorineural hearing loss H53.40 Visual field loss COMPARISON: Noncontrast brain MRI, MM/DD/YYYY. TECHNIQUE: Multisequence multiplanar MRI of the brain was obtained. 10 cc Gadavist were administered intravenously. The study was performed on a 3.0 Tesla ultra high field wide bore magnet. High resolution sequences through the orbits were also obtained. FINDINGS: Brain parenchyma: There is a tiny focus of hyperintensity on diffusion-weighted sequences in the left perimedian midbrain posterior medial to the red nucleus (series 6, image 47), most compatible with a subacute lacunar infarct. A smaller similar focus is seen in the right paramedian pons (series 6, image 44). There are mild to moderate chronic microvascular ischemic changes in periventricular and subcortical white matter and in the pons in a remote right occipital lobe infarct, stable since the prior examination. Extraaxial spaces: Unremarkable. Ventricles and sulci: Normal for age. Major cerebral vessels: Blood flow is preserved. Paranasal sinuses: Clear. Tympanomastoid air cells: There is trace fluid in the right mastoid air cell complexes, decreased since the prior examination. Orbits: The optic nerves are symmetric in size and signal without abnormal enhancement. The patient is status post bilateral cataract surgery. The lacrimal glands and extraocular muscles are within normal limits. There is no retrobulbar mass. ----- Page Break ----- ------------------------- IMPRESSION: Suspected subacute lacunar infarcts in the left midbrain and likely also in the pons. Mild to moderate chronic microvascular ischemic changes and remote right occipital lobe infarct. ICD 10 - Stroke/Cerebral Infarction I63.9 Chronic cerebral ischemia I67.82 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.1937985634711151735883317209809716/1.3.6.1.4.1.55648.1937985634711151735883317209809716.1,1.3.6.1.4.1.55648.1937985634711151735883317209809716/1.3.6.1.4.1.55648.1937985634711151735883317209809716.1.pkl
-71,,1.3.6.1.4.1.55648.1290945055614425630143042111952623/1.3.6.1.4.1.55648.1290945055614425630143042111952623.13,96,True,,87.86193824,0.000265837,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1290945055614425630143042111952623.13.1,20170522,,165208.715,780927486,MR,Siemens,COR T1 FS POST,Skyra,Patient_3882164772564565800,Patient_3882164772564565800,M,071Y,85.72896884,,PANCREAS,GR,SP\OSP,PFP\FS,3D,*fl3d1,2.5,3.0,1.1,1,123.239735,1H,1.0,3.0,,243,1.0,75,100.0,600.0,syngo MR E11,COR T1 FS POST,Body,0\288\216\0,ROW,9,FFS,1.3.6.1.4.1.55648.1290945055614425630143042111952623,1.3.6.1.4.1.55648.1290945055614425630143042111952623.13,13,1,1,-187.0843296051\-112.43674707413\199.99999237061,1\0\0\0\0\-1,,,-112.4367471,1,MONOCHROME2,288,288,1.388888835907\1.388888835907,16,12,11,0,0.0,254.0,417,887,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: To assess renal complex cyst. M54.5 Lower Back Pain K21.9 Gastroesophageal reflux An MRI of the abdomen without and with 9 cc Gadavist was obtained on a 3 Tesla MRI. Comparison is made with contrast CT of the abdomen and pelvis from PHI/DD/YYYY. Kidneys: The right kidney shows a 6.4 cm mostly exophytic cyst extending laterally from the mid to upper pole. It demonstrates thin septations without suspicious enhancement. The appearance is consistent with Bosniak type II benign cyst. Additional scattered tiny less than 5 mm cysts are seen bilaterally. There is no other suspicious renal mass. There is no obstructive uropathy. Retroperitoneum: Atherosclerosis is noted. Abdominal aorta is not aneurysmal. There is no suspicious adenopathy. Liver: There is no hepatomegaly. There is no suspicious mass. Spleen: There is no splenomegaly. There is no suspicious mass. Gallbladder/biliary tree: Gallbladder is not pathologically distended. There is no biliary dilatation. Pancreas: There is no pancreatitis. There is no pancreatic ductal dilatation. There is no suspicious mass. Adrenals: There is no suspicious adrenal mass. GI: Visualized GI tract shows nonspecific, nonobstructive bowel gas pattern. ----- Page Break ----- Bony structures, abdominal wall, soft tissue: No suspicious finding. ------------------------- IMPRESSION: Benign Bosniak type II cyst from the right kidney measuring about 6.4 cm. N28.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.1290945055614425630143042111952623/1.3.6.1.4.1.55648.1290945055614425630143042111952623.13,1.3.6.1.4.1.55648.1290945055614425630143042111952623/1.3.6.1.4.1.55648.1290945055614425630143042111952623.13.pkl
-74,,1.3.6.1.4.1.55648.4075545966109401753320778291051576/1.3.6.1.4.1.55648.4075545966109401753320778291051576.3,54,True,,53.46834159,0.000167847,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4075545966109401753320778291051576.3.54,20161021,,123537.335,59781872,MR,Siemens,AX PD FS,Skyra,Patient_3757800160130366291,Patient_3757800160130366291,M,062Y,90.71848554,,KNEE,SE,SK\SP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.256976,1H,1.0,3.0,3.0,319,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.4075545966109401753320778291051576,1.3.6.1.4.1.55648.4075545966109401753320778291051576.3,3,1,54,18.709139408555\-102.52598871844\-57.515815734863,0.995396198158\0.09584575469264\0\-0.0958457546926\0.995396198158\0,,,-57.51581573,1,MONOCHROME2,320,320,0.46875\0.46875,16,12,11,0,0.0,1814.0,731,1459,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST HISTORY: M25.562 Left knee pain TECHNIQUE: Left knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Ligaments: The anterior cruciate, posterior cruciate, medial collateral, and lateral collateral ligaments are intact. Menisci: Degeneration of the body the medial meniscus is present with truncation of its free edge. No discrete lateral meniscal tears are present. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. Effusion: A small amount of knee joint fluid is present. Mild soft tissue edema is present in the superior lateral aspect of Hoffa's fat pad. Cartilage: Full-thickness cartilage loss is present in the medial femorotibial compartment with associated subchondral bone marrow edema. Less severe cartilage loss is present in the patellofemoral and lateral femorotibial compartments. Bone Marrow: Overall, the bone marrow signal is age-appropriate. Popliteal fossa: A small popliteal cyst is present. Popliteus muscle and tendon are intact. Iliotibial band: The iliotibial band is within normal limits. ----- Page Break ----- Posterolateral corner: The posterior lateral corner is unremarkable. ------------------------- IMPRESSION: Tricompartment degenerative changes, most pronounced in the medial femorotibial compartment. M17.12 Mild soft tissue edema in the superior lateral aspect of Hoffa's fat pad. R22.42 Degeneration of the medial meniscus with truncation of its free edge. M23.204 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.4075545966109401753320778291051576/1.3.6.1.4.1.55648.4075545966109401753320778291051576.3,1.3.6.1.4.1.55648.4075545966109401753320778291051576/1.3.6.1.4.1.55648.4075545966109401753320778291051576.3.pkl
-76,,1.3.6.1.4.1.55648.0900746333351634884392741293849501/1.3.6.1.4.1.55648.0900746333351634884392741293849501.7,40,True,,33.34390092,0.000155926,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0900746333351634884392741293849501.7.40,20180309,,123151.8725,991821518,MR,Siemens,AX PD FS,Skyra,Patient_5800687466353586825,Patient_5800687466353586825,M,055Y,97.52237196,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.256819,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.0900746333351634884392741293849501,1.3.6.1.4.1.55648.0900746333351634884392741293849501.7,7,1,40,-152.12231286214\-76.234671422951\-68.307557801627,0.99655862983496\-0.0279388549905\-0.0780404874619\0.0243553706998\0.99862139182398\-0.0464987280429,,,-83.46579653,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,2935.0,815,1665,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST History: M17.11 Unilateral primary osteoarthritis, right knee M23.91 Unspecified internal derangement of right knee M25.561 Right knee pain M23.601 Right knee ligament injury M25.361 Right knee instability M25.661 Right knee/ lower leg stiffness M25.461 Right knee effusion Technique: MRI of the right knee was performed on a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal, axial and coronal proton density pulse sequences including fat suppression techniques. There are no prior studies available for comparison. Findings: BONES: There is no fracture or AVN. There is no focal osseous lesion. LIGAMENTS: Both the anterior and posterior cruciate ligaments are intact. There is a mild sprain of the MCL with mild surrounding soft tissue edema. There is also mild sprain of the posterior oblique ligament at the medial aspect of the knee. Fibulocollateral ligament is intact. Distal popliteus tendon is intact. MENISCI: There is a small vertically oriented tear of the posterior horn/body junction of medial meniscus involving the central third on series 9 image 29 and more pronounced along the articular margin. There is mild edema at the meniscocapsular junction without separation. The lateral meniscus is unremarkable. JOINTS: There is preservation of cartilage along the femorotibial compartments. There is chondral fissuring at the patella apex and medial patellar facet extending just less than 50 percent cartilage thickness. Trochlear cartilage is preserved. There is a small joint effusion. There is a slightly thickened medial parapatellar plica. ----- Page Break ----- MISCELLANEOUS: Quadriceps and patellar tendons are intact. Regional musculature is preserved. Subcutaneous tissues are unremarkable. ------------------------- IMPRESSION: Small vertically oriented tear of the medial meniscus at the posterior horn/body junction. There is mild edema at the meniscal capsular junction. There is mild sprain of the MCL and posterior oblique ligament to the knee. Mild chondromalacia patella. There is a joint effusion and slightly thickened medial parapatellar plica. ICD 10 - Medial meniscal tear, S83.241A MCL (Medial Collateral Ligament) Sprain/Tear, S83.411A Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",9,1.3.6.1.4.1.55648.0900746333351634884392741293849501/1.3.6.1.4.1.55648.0900746333351634884392741293849501.7,1.3.6.1.4.1.55648.0900746333351634884392741293849501/1.3.6.1.4.1.55648.0900746333351634884392741293849501.7.pkl
-79,,1.3.6.1.4.1.55648.3838320101266058904367768808466163/1.3.6.1.4.1.55648.3838320101266058904367768808466163.7,72,True,,63.25367141,0.000627518,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3838320101266058904367768808466163.7.72,20170621,195848.79,195426.3725,467970441,MR,Siemens,COR 3D MEDIC,Skyra,Patient_6704113060552220991,Patient_6704113060552220991,M,014Y,65.77090202,,WRIST,GR,SP\OSP,,3D,*me3d1r2,0.5,31.0,17.0,1,123.158282,1H,1.0,3.0,,382,2.0,100,100.0,250.0,syngo MR E11,COR 3D MEDIC,Body,0\256\256\0,ROW,7,HFS,1.3.6.1.4.1.55648.3838320101266058904367768808466163,1.3.6.1.4.1.55648.3838320101266058904367768808466163.7,7,1,72,-14.039887613909\55.700762920351\26.087260304188,0.89084428579329\0.05323963400264\0.45117845675599\0.4542981259949\-0.0975959303639\-0.8854875759117,,,52.50007733,1,MONOCHROME2,256,256,0.390625\0.390625,16,12,11,0,0.0,107.0,72,178,4.0,,,,,,,,,,,,,,,,,,,"EXAM: MRI-3T RIGHT WRIST NON CONTRAST HISTORY: M25.531 Right wrist pain TECHNIQUE: Axial, coronal, and sagittal images of the right wrist were obtained on a 3.0 Tesla magnet. COMPARISON: Right wrist x-ray MM/DD/YYYY. FINDINGS: BONE MARROW: No edema, fracture, or avascular necrosis. JOINT EFFUSION: None. GANGLION/SYNOVIAL CYST: Doctor FIRSTNAME LASTNAMEL ALIGNMENT: Normal without instability type pattern of injury. triangular fibrocartilage complex: Ulna minus variance is seen. There is a thin slitlike defect along the radial aspect of the triangular fibrocartilage (series 5 image 12, series 7 image 40) suggesting a small tear. INTRINSIC LIGAMENTS: Intact scapholunate and lunotriquetral ligaments. VOLAR EXTRINSIC LIGAMENTS: Unremarkable radioscaphocapitate and radioscapholunate as well as the radial collateral ligament and volar ulnar triquetral ligaments. DORSAL EXTRINSIC LIGAMENTS: Unremarkable radial triquetral, scaphoid triquetral, and ulnar triquetral ligaments. Doctor FIRSTNAME LASTNAMENS: Within normal limits. Doctor FIRSTNAME LASTNAMENS: Within normal limits. carpal tunnel and median nerve: Unremarkable. Ulnar nerve and ARTERY: Normal within Guyon's canal. MUSCLES: Normal signal and bulk without edema or atrophy. ----- Page Break ----- ------------------------- IMPRESSION: Although I do not see any significant joint fluid within the distal radial ulnar joint. There is a slitlike defect along the radial aspect of the triangular fibrocartilage complex concerning for a small tear. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",44,1.3.6.1.4.1.55648.3838320101266058904367768808466163/1.3.6.1.4.1.55648.3838320101266058904367768808466163.7,1.3.6.1.4.1.55648.3838320101266058904367768808466163/1.3.6.1.4.1.55648.3838320101266058904367768808466163.7.pkl
-80,,1.3.6.1.4.1.55648.2466792273106003732647482269222392/1.3.6.1.4.1.55648.2466792273106003732647482269222392.5,25,True,,19.79400373,0.000130415,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2466792273106003732647482269222392.5.25,20190701,,170256.825,472246011,MR,Siemens,AX PD,Skyra,Patient_446128283535166878,Patient_446128283535166878,M,047Y,81.64663699,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.249099,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.2466792273106003732647482269222392,1.3.6.1.4.1.55648.2466792273106003732647482269222392.5,5,1,25,-102.3046875\-14.92788981739\-84.980187854295,1\0\0\0\0.89648644122187\0.44307116889429,,,-69.56946859,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1271.0,644,1305,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5. History of motor vehicle collision. TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is maintained. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of fracture infiltrative process. The vertebral body heights are intact. Intervertebral Discs: There is multilevel disc desiccation. There are Schmorl's nodes in the superior endplate of L2, L3 in the inferior endplate of L2 T12. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L3-L4: Right annular tear with circumferential disc bulge and bilateral facet arthrosis causing bilateral neural foraminal narrowing without nerve root impingement and mild indentation of the thecal sac. L4-5: Left foraminal annular tear Broad-based central disc herniation and bilateral facet arthrosis causing bilateral subarticular stenosis encroaching on bilateral descending L5 nerve roots and left greater than right neural foraminal narrowing encroaching on the left exiting L4 nerve root. L5-S1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L3-L4: Right annular tear with circumferential disc bulge and bilateral facet arthrosis causing bilateral neural foraminal narrowing without nerve root impingement and mild indentation of the thecal sac. L4-5: Left foraminal annular tear Broad-based central disc herniation and bilateral facet arthrosis causing bilateral subarticular stenosis encroaching on bilateral descending L5 nerve roots and left greater than right neural foraminal narrowing encroaching on the left exiting L4 nerve root. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ----- Page Break -----",48,1.3.6.1.4.1.55648.2466792273106003732647482269222392/1.3.6.1.4.1.55648.2466792273106003732647482269222392.5,1.3.6.1.4.1.55648.2466792273106003732647482269222392/1.3.6.1.4.1.55648.2466792273106003732647482269222392.5.pkl
-82,,1.3.6.1.4.1.55648.581065548095426520135759458291553/1.3.6.1.4.1.55648.581065548095426520135759458291553.8,80,True,,73.71410775,0.000176907,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.581065548095426520135759458291553.8.80,20180918,,180009.36,165561022,MR,Siemens,AX T1 FS PRE,Skyra,Patient_5203885134250980361,Patient_5203885134250980361,F,064Y,74.84275057,,ABDOMEN,GR,SP,PFP\FS,3D,*fl3d1,3.0,3.67,1.72,1,123.227895,1H,1.0,3.0,,169,1.0,75,81.25,505.0,syngo MR E11,AX T1 FS PRE,Body,320\0\0\195,COL,9,FFS,1.3.6.1.4.1.55648.581065548095426520135759458291553,1.3.6.1.4.1.55648.581065548095426520135759458291553.8,8,1,80,-205.95180702209\-178.72138595581\-104.33132530749,1\0\0\0\1\0,,,-104.3313253,1,MONOCHROME2,260,320,1.3125\1.3125,16,12,11,0,0.0,448.0,236,563,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T ABD/ADoctor LASTNAME /LIVER NON CONTRAST History: Left lower pole renal mass. K21.9 Gastroesophageal reflux I10 Hypertension N18.3 Chronic kidney disease, stage 3 (moderate) E66.01 Obesity Technique: An MRI of the abdomen was obtained on a 3 Tesla ultra high field wide bore MRI. Comparison: Abdominal ultrasound MM/DD/YYYY. Findings: Liver: There is mild signal drop in the liver on in phase relative to out of phase concerning for mild iron deposition. There is no suspicious mass. Gallbladder/Biliary Tree: Normal gallbladder. There is no biliary dilatation. Spleen: The spleen markedly drops in signal on in phase relative to out of phase consistent with iron deposition. Pancreas: Normal intrinsic T1 signal is maintained throughout the pancreas. The pancreatic duct is normal in caliber. Suspected pancreatic divisum. Adrenals: No adrenal nodularity. Kidneys: No hydronephrosis. There is a partially exophytic left lower pole renal mass demonstrating heterogeneous T2 signal measuring 3.5 x 5.2 x 4.8 cm. There is no evidence of renal vein or adjacent organ invasion. No suspicious right renal lesions are identified. Retroperitoneum/peritoneum: Nonspecific bilateral perirenal stranding. No ascites or nodularity. Vasculature: The abdominal aorta is normal in caliber. ----- Page Break ----- Lymph nodes: There is no suspicious adenopathy. Gastrointestinal: No bowel obstruction. Musculoskeletal: There is no suspicious osseous lesion. ------------------------- IMPRESSION: Left lower pole mass most consistent with clear cell renal cell carcinoma. No evidence of adjacent organ or venous invasion or abdominal metastases. Findings consistent with hepatic and splenic iron deposition. Correlation with patient's serum iron studies is recommended. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.581065548095426520135759458291553/1.3.6.1.4.1.55648.581065548095426520135759458291553.8,1.3.6.1.4.1.55648.581065548095426520135759458291553/1.3.6.1.4.1.55648.581065548095426520135759458291553.8.pkl
-90,,1.3.6.1.4.1.55648.4324760059888181643476489003490899/1.3.6.1.4.1.55648.4324760059888181643476489003490899.15,812,True,,723.7059014,0.00078392,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4324760059888181643476489003490899.15.1,20191120,,,479088294,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_207017991954712802,Patient_207017991954712802,M,061Y,124.7379176,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.260099,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.4324760059888181643476489003490899,1.3.6.1.4.1.55648.4324760059888181643476489003490899.15,15,1,1,-115.04005432129\-97.228915214539\10.584284499288,1\0\0\0\1\0,,,10.5842845,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,883.0,402,828,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (9 ng/ml), negative biopsies with the recent one in MONTH XX of the prior MRI. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 12 cc Gadavist was administered. Large amount of rectal air with artifact and distortion on DWI along the posterior gland. COMPARISON: Prior prostate MRI dated to 518. FINDINGS: Prostate size: 6.5 [transverse] x 4.5 [AP] x 6.7 [CC] cm, about 102 cc in volume, previously 95 cc. Lesion: Unchanged in size and imaging features PI-RADS Assessment Category: 3 T2-weighted images: 3, noncircumscribed moderate hypointensity Diffusion-weighted images: 3, focal mild-moderate decreased ADC and mildly increased signal on ultra high b-value images. Dynamic post-contrast images: Negative, no early hyperperfusion. Size: 6 x 4 mm as measured on image 16 of series 17, ax T2 Location: Left posterolateral peripheral zone, base. Extra-prostatic extension: None Additional peripheral zone findings: Again noted bilateral indistinct and linear/wedge-shaped T2 hypointensity, favoring postinflammatory change with fibrosis, PI-RADS 2, decreased along the right side but mildly increased on the left side with mildly increased enhancement. Again noted small wedge-shaped T2 signal void scar at the posteromedial right midgland and small/atrophied left posterolateral apex. ----- Page Break ----- Additional transition zone findings: Enlarged and heterogeneous, consistent with BPH distending the bladder neck without intravesical extension. Further enlarged 2.9 cm exophytic hypertrophic nodule at the right base displacing and compressing the right seminal vesicle. Bladder: Unremarkable. Seminal vesicle: Unremarkable. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Bilateral hip OA. Additional findings: None.. ------------------------- IMPRESSION: Unchanged 6 x 4 mm PIRADS 3 lesion at the left posterolateral peripheral zone, base. Bilateral peripheral zone postinflammatory change with fibrosis/scar, PI-RADS 2. BPH with further increased prostate volume about 102 cc, previously 95 cc. PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.4324760059888181643476489003490899/1.3.6.1.4.1.55648.4324760059888181643476489003490899.15,1.3.6.1.4.1.55648.4324760059888181643476489003490899/1.3.6.1.4.1.55648.4324760059888181643476489003490899.15.pkl
-96,,1.3.6.1.4.1.55648.117289062948950054348070431410756/1.3.6.1.4.1.55648.117289062948950054348070431410756.10,80,True,,71.7256341,0.000162601,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.117289062948950054348070431410756.10.80,20170901,,73829.72,88864202,MR,Siemens,AX T1 FS PRE,Aera,Patient_9924292910028133327,Patient_9924292910028133327,M,075Y,75.296343,,ABDOMEN,GR,SP\OSP,PFP\FS,3D,*fl3d1,3.0,4.85,2.38,1,63.673178,1H,1.0,1.5,,189,1.0,75,81.25,345.0,syngo MR D13E,AX T1 FS PRE,Body,320\0\0\195,COL,10,FFS,1.3.6.1.4.1.55648.117289062948950054348070431410756,1.3.6.1.4.1.55648.117289062948950054348070431410756.10,10,1,80,-199.21875\-162.5\-113.03125,1\0\0\0\1\0,,,-113.03125,1,MONOCHROME2,260,320,1.25\1.25,16,12,11,0,0.0,263.0,121,305,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN WITH MRCP NON CONTRAST History: Follow-up examination. R93.8 An MR examination of the abdomen and MRCP were performed with images obtained in multiple planes. Intravenous contrast was not administered as per the request of the referring physician. Comparison is made with prior studies, the most recent dated MM/DD/YYYY. The patient provides a history of prostate, renal and pancreatic carcinomas. The visualized portions of the lung bases are normal. No pleural or pericardial effusions are present. Evaluation of the solid viscera is limited due to a lack of intravenous contrast. The liver, spleen and adrenal glands are normal in size and signal characteristics and show no focal lesions. The CBD is prominent, demonstrating a maximum diameter of approximately 10 mm. There is no evidence of intrahepatic biliary ductal dilatation. An approximately 4 mm filling defect is noted in the CBD, approximately 2 cm proximal to the ampulla LASTNAME consistent with a calculus. No additional filling defects or strictures are identified within the biliary tree. Several, less than 5 mm gallstones are noted within the gallbladder. The gallbladder otherwise appears normal. An approximately 3 cm, mixed signal intensity mass is present in the pancreatic head consistent with the provided history of carcinoma. There is mild pancreatic ductal dilatation and moderate atrophy of the pancreatic body and tail. No additional focal pancreatic lesions are identified. The right kidney is normal in size, shape and position. There is no evidence of right sided hydronephrosis. Less than 1 cm cysts are noted within the right kidney. No additional right renal masses are identified. ----- Page Break ----- The patient is status post left nephrectomy with no pathologic masses or fluid collections present in the postoperative bed. No enlarged lymph nodes or fluid collections are seen within the abdomen. The visualized bowel and mesentery appear normal. No focal bony lesions are identified. ------------------------- IMPRESSION: 1. Mass in the pancreatic head consistent with the provided history of carcinoma. 2. Solitary, 4 mm CBD calculus. 3. Cholelithiasis. K86.9; K80.5; K80.20 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.117289062948950054348070431410756/1.3.6.1.4.1.55648.117289062948950054348070431410756.10,1.3.6.1.4.1.55648.117289062948950054348070431410756/1.3.6.1.4.1.55648.117289062948950054348070431410756.10.pkl
-107,,1.3.6.1.4.1.55648.1884814586401934966180452317752306/1.3.6.1.4.1.55648.1884814586401934966180452317752306.12,696,True,,670.7103956,0.000359535,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1884814586401934966180452317752306.12.1,20200721,,,317008928,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_39306336593101124,Patient_39306336593101124,M,071Y,77.11071271,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.220397,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.1884814586401934966180452317752306,1.3.6.1.4.1.55648.1884814586401934966180452317752306.12,12,1,1,-33.25301361084\-82.168674468994\2.6084337383509,1\0\0\0\1\0,,,2.608433738,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,587.0,361,748,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (8 ng/ml), negative biopsy 7 months ago. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 8 cc Gadavist was administered. FINDINGS: Prostate size: 4.7 [transverse] x 2.6 [AP] x 3.7 [CC] cm, about 24 cc in volume, leaning posteriorly, on top of the lower rectum. Postbiopsy hemorrhage: None Lesion: PI-RADS Assessment Category: 5 T2-weighted images: Lenticular homogeneous moderate hypodense mass, 1.5 cm Diffusion-weighted images: . Dynamic post-contrast images: Size: 2.3 x 0.8 cm as measured on image 16 of series 7, ax T2 Location: Anterior transition zone, midgland to right and left, midgland towards base and apex with a small focus extending to the left anterior wall of urethra. Extra-prostatic extension: None, although infiltrating the anterior fibromuscular stroma Additional peripheral zone findings: Some mild indistinct and scattering linear T2 hypointensity bilaterally. Additional transition zone findings: Heterogeneous and nodular, without enlargement, consistent with minimal BPH. Bladder: Unremarkable. Seminal vesicle: Mild asymmetry with fewer and less distended tubules on the left. ----- Page Break ----- GI: Nondilated bowel. Lymph nodes: No adenopathy. Osseous structures: No suspicious lesion. Small synovial herniation pit at the left anterior femoral head neck junction. Additional findings: Partially seen right-sided hydrocele, small on the left, and a tiny 4 mm T2 hyperintensity, probably cyst within the upper pole of right testicle. Correlate with testicular ultrasound. ------------------------- IMPRESSION: 2.3 x 0.8 cm PIRADS 5 lesion at the anterior transition zone, midline to right and left, midgland towards base and apex with a small focus extending to the left anterior wall of urethra, infiltrating the anterior fibromuscular stroma. No extraprostatic extension or adenopathy or suspicious bone lesion. PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.1884814586401934966180452317752306/1.3.6.1.4.1.55648.1884814586401934966180452317752306.12,1.3.6.1.4.1.55648.1884814586401934966180452317752306/1.3.6.1.4.1.55648.1884814586401934966180452317752306.12.pkl
-108,,1.3.6.1.4.1.55648.514156886466456185538735391626586/1.3.6.1.4.1.55648.514156886466456185538735391626586.20,104,True,,99.90776944,0.000154734,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.514156886466456185538735391626586.20.1,20171005,,144531.3075,74479239,MR,Siemens,COR T1 FS POST,Skyra_fit,Patient_6116904458150954292,Patient_6116904458150954292,M,078Y,113.3981069,,PANCREAS,GR,SP\OSP,PFP\FS,3D,*fl3d1,2.5,3.16,1.1,1,123.230325,1H,1.0,3.0,,283,1.0,75,100.0,600.0,syngo MR D13B,COR T1 FS POST,Body,0\288\216\0,ROW,9,FFS,1.3.6.1.4.1.55648.514156886466456185538735391626586,1.3.6.1.4.1.55648.514156886466456185538735391626586.20,20,1,1,-205.12638378143\-177.81129837036\222.57471680641,1\0\0\0\0\-1,,,-177.8112984,1,MONOCHROME2,288,288,1.388888835907\1.388888835907,16,12,11,0,0.0,303.0,384,818,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T ABD/ADoctor LASTNAME /LIVER PRE AND POST IV CONTRAST History: History of gastric and pancreatic carcinomas. C16.9; C25.9 An MR examination of the abdomen and MRCP were performed with images obtained in multiple planes both before and following intravenous contrast administration of 11 cc Gadavist. Comparison is made with prior studies, the most recent dated MM/DD/YYYY. The visualized portions of the lung bases are normal. No pleural or pericardial effusions are present. The liver is normal in size and demonstrates a heterogeneous signal intensity pattern consistent with fatty infiltration with areas of focal sparing. Cysts are noted in the right and left hepatic lobes, the largest measuring approximately 1.5 cm in maximum diameter. No additional discrete hepatic lesions are identified. The biliary tree is nondilated. The CBD measures 7 mm in maximum diameter. No strictures, filling defects or enhancing lesions are identified within the biliary tree. A few, less than 1 cm gallstones are noted. The gallbladder otherwise appears normal. The spleen and adrenal glands are normal in size and signal characteristics and show no focal lesions. An oval-shaped, complex, heterogeneous enhancing mass is present in the body of the pancreas, measuring approximately 4 x 5 x 7 cm in the longitudinal, AP and transverse dimensions. This partially encases the splenic artery and is consistent with a carcinoma. The fat planes about the SMA are preserved. No additional focal pancreatic lesions are identified. There is no evidence of pancreatic ductal dilatation. An approximately 3 cm filling defect is noted in the splenic vein, at the level of the aforementioned carcinoma, consistent with thrombus. The remainder of the splenic vein and portal veins appear normal. ----- Page Break ----- The kidneys are normal in size, shape and position. There is no evidence of hydronephrosis. Bilateral renal cysts are noted, the largest measuring approximately 1 cm in maximum diameter. No additional discrete renal masses are identified. Oval-shaped, enhancing structures are present in the greater omentum, anterior to the left hepatic lobe, demonstrating maximum diameters of approximately 1 and 3 cm, respectively. These have not changed significantly in size compared with prior studies dating to MM/DD/YYYY and are likely iatrogenic. No additional discrete omental masses are identified. No enlarged lymph nodes or fluid collections are seen within the abdomen. The patient is status post partial gastrectomy. The remaining visualized bowel and mesentery appear normal. No focal bony lesions are identified. ------------------------- IMPRESSION: 1. Pancreatic carcinoma with partial thrombosis of the splenic vein. There is no evidence of metastatic disease within the abdomen. 2. Cholelithiasis. C25.9; K80.20 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.514156886466456185538735391626586/1.3.6.1.4.1.55648.514156886466456185538735391626586.20,1.3.6.1.4.1.55648.514156886466456185538735391626586/1.3.6.1.4.1.55648.514156886466456185538735391626586.20.pkl
-113,,1.3.6.1.4.1.55648.1118008076584628332895571489135118/1.3.6.1.4.1.55648.1118008076584628332895571489135118.11,80,True,,69.08511376,0.000190258,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1118008076584628332895571489135118.11.80,20180124,192823.404,192748.6425,601624778,MR,Siemens,AX T1 FS POST 1,Aera,Patient_7000443645554014459,Patient_7000443645554014459,M,052Y,99.79033409,,ABDOMEN,GR,SP\OSP,FS,3D,*fl3d1,3.0,4.85,2.41,1,63.67314,1H,1.0,1.5,,253,1.0,75,81.25,345.0,syngo MR E11,AX T1 FS POST 1,Body,320\0\0\195,COL,10,FFS,1.3.6.1.4.1.55648.1118008076584628332895571489135118,1.3.6.1.4.1.55648.1118008076584628332895571489135118.11,11,1,80,-181.32530117035\-154.375\-99.222891569138,1\0\0\0\1\0,,,-99.22289157,1,MONOCHROME2,260,320,1.1875\1.1875,16,12,11,0,0.0,435.0,228,528,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"EXAM: MRI-ABD/ADoctor LASTNAME /LIVER PRE AND POST IV CONTRAST HISTORY: N28.89 Other specified disorders of kidney and ureter C64.2 Malignant neoplasm of left kidney, except renal pelvis N13.39 Other hydronephrosis History of left renal mass. Follow-up abnormal ultrasound. TECHNIQUE: Multiplanar multiecho MR sequences of the abdomen obtained on a 1.5 Tesla superconducting magnet without and with intravenous contrast including dynamic postgadolinium images. Contrast dose: 10 mL Doctor FIRSTNAME LASTNAMERISON: Ultrasound MM/DD/YYYY. FINDINGS: LIVER: Unremarkable. SPLEEN: Unremarkable. KIDNEYS: In the upper pole of the left kidney there is a well-circumscribed mass measuring 2.3 x 2.0 cm on transaxial imaging x 2.4 cm in craniocaudal dimensions. This was likely overestimated in size on the ultrasound. This is hypointense on the T2-weighted images and does demonstrate some homogeneous enhancement on the delayed phase images correspond to a solid mass and I could not exclude the possibility of a renal cell carcinoma. The right kidney is normal. There is no hydronephrosis. The left renal vein is normal. No perinephric adenopathy. ADoctor FIRSTNAME LASTNAME : Doctors. NAME NCREAS: Unremarkable. GALLBLADDER: Unremarkable. No biliary dilatation. BOWEL: The bowel is unremarkable. No acute abnormality. ADENOPATHY: No lymphadenopathy. VASCULATURE: The vasculature is patent. ----- Page Break ----- ASCITES: None. OSSEOUS STRUCTURES: Degenerative changes of the spine are present. SOFT TISSUES: Unremarkable. ------------------------- IMPRESSION: 2.3 x 2.0 x 2.4 cm left superior pole partially exophytic renal mass corresponding to the ultrasound finding. This was the side as well as overestimated on ultrasound. However this is solid and demonstrates mild homogeneous enhancement on delayed images. The possibility of a renal cell carcinoma is not excluded. No evidence of metastatic disease. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.1118008076584628332895571489135118/1.3.6.1.4.1.55648.1118008076584628332895571489135118.11,1.3.6.1.4.1.55648.1118008076584628332895571489135118/1.3.6.1.4.1.55648.1118008076584628332895571489135118.11.pkl
-114,,1.3.6.1.4.1.55648.6348128039244116966611798252346027/1.3.6.1.4.1.55648.6348128039244116966611798252346027.5,27,True,,17.25972891,0.000152826,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6348128039244116966611798252346027.5.27,20181226,,164436.1725,421317983,MR,Siemens,AX PD,Skyra,Patient_9609652869508418240,Patient_9609652869508418240,M,031Y,95.25440982,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.239646,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,168,FFS,1.3.6.1.4.1.55648.6348128039244116966611798252346027,1.3.6.1.4.1.55648.6348128039244116966611798252346027.5,5,1,27,-111.98264644706\-18.577422655523\-107.04423577554,0.9958134146697\0.05253378742737\-0.0748053764272\-2.9226869e-008\0.81835731248589\0.57470976074961,,,-86.83800403,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1908.0,739,1549,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain with left lumbar radicular symptoms. Lower back pain with left sciatica, M54.42 Comparison PHI: Lumbar spine radiographs from PHI/DD/YYYY. Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial proton density images. Findings: Coronal localizer image 7 of series 1 provides partial visualization of the lower portion of a mild thoracolumbar levoscoliosis. No spondylolisthesis is visualized. There is no evidence of fracture, spondylolysis or osseous neoplasm. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the T12-L1 level. Lower thoracic intervertebral levels from T11 to L1 are visualized only on sagittal images. There is minimal spondylosis at T11-T12. Sagittal images PHI of series 2 demonstrate a small right paracentral disc protrusion at T11-T12, mildly effacing the ventral thecal sac. This may be further assessed with dedicated noncontrast MR imaging of the thoracic spine if clinically warranted. L1-L2: No spondylotic changes. Facet joints are unremarkable. L2-L3: No spondylotic changes. Facet joints are unremarkable. L3-L4: Very minimal spondylosis. Facet joints are unremarkable. L4-L5: Minimal spondylosis. Mild bilateral facet arthrosis. Small disc bulge. Large left-sided disc protrusion, extending from the midline into the left neural foramen, ----- Page Break ----- compressing the left ventral thecal sac, the left L5 nerve root, and to a lesser extent the exiting left L4 nerve. Resulting mild central canal stenosis. See axial image 21 of series 5 and sagittal images PHI of series 2. L5-S1: Minimal spondylosis. Facet joints are unremarkable. Moderate broad-based right paracentral disc protrusion, producing compression of the thecal sac and the right S1 nerve root. See axial image 26 of series 5. The visualized paraspinal and abdominopelvic soft tissues are unremarkable in PHI appearance. ------------------------- IMPRESSION: Lower lumbar spondylosis. Left-sided disc protrusion at L4-L5, compressing the left L5 nerve root, and to a lesser extent the exiting left L4 nerve. Right-sided disc protrusion at L5-S1, compressing the right S1 nerve root. Mild central canal stenosis at L4-L5. Mild thoracolumbar levoscoliosis. M51.36 M51.26 M51.27 M48.06 M41.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.6348128039244116966611798252346027/1.3.6.1.4.1.55648.6348128039244116966611798252346027.5,1.3.6.1.4.1.55648.6348128039244116966611798252346027/1.3.6.1.4.1.55648.6348128039244116966611798252346027.5.pkl
-115,,1.3.6.1.4.1.55648.17184093896622248848243855795309/1.3.6.1.4.1.55648.17184093896622248848243855795309.8,45,True,,40.6240871,0.000332594,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.17184093896622248848243855795309.8.45,20190723,,170558.4475,162506656,MR,Siemens,AX PD FS,Skyra,Patient_5937360589691909038,Patient_5937360589691909038,M,023Y,81.64663699,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.259932,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.17184093896622248848243855795309,1.3.6.1.4.1.55648.17184093896622248848243855795309.8,8,1,45,-159.11317670963\-76.668861895647\-77.671686066916,0.9841445843206\-0.1770597142453\-0.0104544126479\0.17707556269618\0.98419707456048\0.00060292820348,,,-79.10016504,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,881.0,527,1093,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: Knee pain for several months following basketball injury COMPARISON: No prior MRI is available for comparison. TECHNIQUE: The right knee was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Fat-saturated proton density images were obtained in the axial, coronal and sagittal planes together with sagittal proton density images. FINDINGS: The skin and subcutis are unremarkable. There is a small-to-moderate joint effusion. No popliteal cyst is visualized. Nondisplaced trabecular fractures are noted involving the posterior aspects of both medial and lateral tibial plateaus. A small focus of subcortical bone contusion is noted along the medial aspect of the medial femoral condyle. No arthritic changes are visualized. The medial meniscus is unremarkable in PHI appearance, without evidence of degeneration or tear. The lateral meniscus is unremarkable in PHI appearance, without evidence of degeneration or tear. There is severe derangement of the ACL. It is torn with thickening and waviness of its fibers. The appearance suggests that a few remnants of the ligament may remain continuous. This is likely due to scarring. ----- Page Break ----- The PCL is unremarkable. The collateral ligaments are unremarkable. A tibial collateral ligament bursa is noted. The iliotibial band, fibular collateral ligament and biceps femoris tendon are unremarkable. The popliteus muscle-tendon unit is unremarkable. The extensor mechanism is unremarkable. There is a large flap tear involving the lateral retropatellar cartilage with subcortical cyst formation and edema in the adjacent patella. ------------------------- IMPRESSION: The anterior cruciate ligament is torn, the presence of bone injury involving the posterior aspects of both medial and lateral tibial plateaus and the medial femoral condyle are compatible with a recent translational event. A few fibers of the ligament may remain continuous, this is likely due to scarring. Large flap tear involving the lateral retropatellar cartilage with subcortical cyst formation and edema in the adjacent patella Tibial collateral ligament bursitis Acute ACL tear, S83.511A Cartilage injury, S83.31XA Bursitis, Other. M70.51 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",23,1.3.6.1.4.1.55648.17184093896622248848243855795309/1.3.6.1.4.1.55648.17184093896622248848243855795309.8,1.3.6.1.4.1.55648.17184093896622248848243855795309/1.3.6.1.4.1.55648.17184093896622248848243855795309.8.pkl
-117,,1.3.6.1.4.1.55648.7163914779751099674967339508462474/1.3.6.1.4.1.55648.7163914779751099674967339508462474.10,80,True,,70.18840075,0.00018096,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7163914779751099674967339508462474.10.1,20170619,,92725.8625,939125198,MR,Siemens,COR T1 FS POST,Aera,Patient_0042064427514266616,Patient_0042064427514266616,M,061Y,99.79033409,,ABDOMEN,GR,SP\OSP,PFP\FS,3D,*fl3d1,3.0,3.8,1.39,1,63.678276,1H,1.0,1.5,,283,1.0,73,100.0,445.0,syngo MR E11,COR T1 FS POST,Body,0\320\234\0,ROW,10,FFS,1.3.6.1.4.1.55648.7163914779751099674967339508462474,1.3.6.1.4.1.55648.7163914779751099674967339508462474.10,10,1,1,-251.98795127869\-172.47590255737\225,1\0\0\0\0\-1,,,-172.4759026,1,MONOCHROME2,320,320,1.40625\1.40625,16,12,11,0,0.0,2105.0,206,483,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T ABD/ADoctor LASTNAME /LIVER PRE AND POST IV CONTRAST History: Hepatoma, status post FIRSTNAME to segment 4 lesion on MM/DD/YYYY, follow-up tumor treatment. An MRI of the abdomen without and with 9 cc Eovist was obtained on a 1.5 Tesla high field wide bore MRI. Comparison is made with contrast enhanced abdominal MRI from PHI/DD/YYYY and MM/DD/YYYY. Liver: There is continue decrease in size in nonenhancing FIRSTNAME lesion at junction segment 4a and 8. It now measures 2.4 x 2.1 cm based on axial image 11 of series 5 versus 2.7 x 2.6 cm previously. There is no significant change in subcentimeter arterial phase nodular enhancing focus more anteriorly showing washout. There are now two additional subcentimeter washout foci. One is in the right hepatic lobe segment 7 measuring about 7.4 mm on image 26 of series 17. The other one is in the left hepatic lobe segment MM/DD/YYYY measuring about 7.1 mm on image 16 of series 17. They are barely visible in the arterial phase. They were not seen previously. They're considered LR 3 intermediate probability for hepatoma. Continue monitoring is advised. Periportal nodes are stable. The rest of the abdominal structures are stable. Spleen: Remains enlarged measuring up to 14.9 cm in length. There is no suspicious mass. Gallbladder/biliary tree: Gallbladder fundal adenomyomatosis is seen. Gallbladder is not pathologically distended. There is no biliary dilatation. Pancreas: There is no pancreatitis. There is no pancreatic ductal dilatation. There is no suspicious mass. ----- Page Break ----- Adrenals: There is no suspicious adrenal mass. Kidneys: Stable cysts are seen in the right kidney. There is no suspicious mass. There is no obstructive uropathy. Retroperitoneum: Stable small para-aortic nodes. Abdominal aorta is not aneurysmal. GI: Visualized GI tract shows nonspecific, nonobstructive bowel gas pattern. Bony structures, abdominal wall, soft tissue: No suspicious finding. ------------------------- IMPRESSION: Continue decrease in size in FIRSTNAME lesion, now measuring 2.4 x 2.1 cm. Interval development of two subcentimeter LR 3 lesions as described. Continue monitoring with Eovist contrast. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.7163914779751099674967339508462474/1.3.6.1.4.1.55648.7163914779751099674967339508462474.10,1.3.6.1.4.1.55648.7163914779751099674967339508462474/1.3.6.1.4.1.55648.7163914779751099674967339508462474.10.pkl
-123,,1.3.6.1.4.1.55648.830371192881068392703463855418537/1.3.6.1.4.1.55648.830371192881068392703463855418537.9,40,True,,35.90248227,0.000162601,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.830371192881068392703463855418537.9.40,20191224,,85009.26,176833333,MR,Siemens,AX T1 FS POST,Aera,Patient_1940993094107057844,Patient_1940993094107057844,M,058Y,113.3981069,,SPINE,SE,SK\SP,SAT1\FS,2D,*tse2d1_3,3.0,638.0,10.0,1,63.676195,1H,1.0,1.5,3.0,255,3.0,100,100.0,150.0,syngo MR E11,AX T1 FS POST,Body,256\0\0\256,COL,150,FFS,1.3.6.1.4.1.55648.830371192881068392703463855418537,1.3.6.1.4.1.55648.830371192881068392703463855418537.9,9,1,40,-25.542167663574\-87.228916168213\-76.572288513184,1\0\0\0\1\0,,,-76.57228851,1,MONOCHROME2,256,256,0.859375\0.859375,16,12,11,0,0.0,1123.0,221,578,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"EXAM: MRV-PELVIS PRE AND POST IV CONTRAST, MRI-SACRUM/COCCYX PRE AND POST IV CONTRAST, MRI-LEFT HIP PRE AND POST IV CONTRAST HISTORY: History of prostate cancer with abnormal PET/CT. TECHNIQUE: MRI of the sacrum and coccyx and left hip as well as MRV of the pelvis with and without 9 mL Gadavist intravenously. COMPARISON: Right thigh MRI MM/DD/YYYY. Lumbar spine MRI performed concurrently. CT chest, abdomen, and pelvis MM/DD/YYYY. FINDINGS: MRV of the pelvis: The distal IVC is patent. The common iliac veins are patent. Do not see any thrombosis or stenosis of the left iliac vein. No evidence to suggest MONTH LASTNAME syndrome. Left internal iliac vein is patent. There is significant asymmetry of the left external iliac vein which is markedly attenuated compared to the right distal remains somewhat patent without complete thrombosis or stenosis. The left common femoral vein is patent. The right common iliac vein, external iliac vein and common femoral vein are patent. Proximal superficial femoral veins are patent. There are several collateral vessels within the anterior pelvic wall. Findings may reflect chronic partial thrombosis of the left external iliac vein. Iliac arteries are patent. Common femoral arteries and proximal to mid superficial femoral arteries are patent. Sacrum/coccyx and left hip MRI with and without contrast: Post surgical changes from bone graft donor site in the bilateral iliac bones. Mild osteoarthrosis of the sacroiliac joints. Partial imaging of degenerative changes of the lower lumbar spine better seen on the lumbar spine MRI. Please refer to that report. Degenerative bone marrow edema with anterolisthesis of L4 on L5. No lesions in the sacrum or coccyx to suggest metastatic disease. Significant left hip osteoarthrosis is present with superolateral joint space narrowing and peripheral osteophyte formation. Associated moderate left hip joint effusion with synovial proliferation and loose intra-articular bodies. Degenerative left labral ----- Page Break ----- tearing. There is significant edema in the left femoral neck may reflect stress changes or developing stress fracture but I do not see any definite evidence to suggest osseous metastatic disease. Findings suggesting underlying cam type femoral acetabular impingement. Significant left iliopsoas bursitis is present with a large loose body in the iliopsoas bursa measuring 4 x 3.7 cm. Evidence of remote avulsion injury of the left hamstrings tendon with significant heterotopic ossification. The remainder the tendons are intact without acute injury. Muscles are normal. Sciatic, femoral, obturator nerves are unremarkable. Pubic symphysis which is mild osteophytic changes but no secondary cleft sign or evidence of adductor aponeurosis tear. Prominent lymph nodes in the groin, left greater than right are again noted. ------------------------- IMPRESSION: No definite evidence of metastatic disease. Severe left hip osteoarthrosis with joint effusion and loose intra-articular bodies and large loose body within significant iliopsoas bursitis. Significant edema in the left femoral neck which may reflect stress changes or developing stress fracture but I do not see any definite evidence of metastatic lesion. Old avulsion injury of the left hamstrings tendon origin. No acute tendon tear. Significant attenuation of the left external iliac vein but no definite evidence of MONTH LASTNAME syndrome. This may reflect chronic partial thrombosis with collateral flow in the anterior pelvic wall. Remainder the venous structures are patent. Mild osteoarthrosis of the sacroiliac joints with degenerative changes of lower lumbar spine. ----- Page Break ----- Prominent bilateral inguinal lymph nodes are again noted. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",62,1.3.6.1.4.1.55648.830371192881068392703463855418537/1.3.6.1.4.1.55648.830371192881068392703463855418537.9,1.3.6.1.4.1.55648.830371192881068392703463855418537/1.3.6.1.4.1.55648.830371192881068392703463855418537.9.pkl
-125,,1.3.6.1.4.1.55648.1066989289483310533505532127506544/1.3.6.1.4.1.55648.1066989289483310533505532127506544.4,28,True,,27.65689468,0.000163078,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1066989289483310533505532127506544.4.28,20200523,,141646.1975,176703099,MR,Siemens,AX PD,Skyra,Patient_4973633919060823562,Patient_4973633919060823562,F,055Y,71.21401115,,SHOULDER,SE,SK\SP\OSP,,2D,*tseR2d1_8,3.0,3500.0,34.0,1,123.232739,1H,1.0,3.0,3.0,575,8.0,100,100.0,200.0,syngo MR E11,AX PD,Body,0\384\384\0,ROW,160,HFS,1.3.6.1.4.1.55648.1066989289483310533505532127506544,1.3.6.1.4.1.55648.1066989289483310533505532127506544.4,4,1,28,73.8072681427\-70.045160293579\6.8013916015625,1\0\0\0\1\0,,,6.801391602,1,MONOCHROME2,384,384,0.33854165673256\0.33854165673256,16,12,11,0,0.0,1068.0,522,1116,,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT SHOULDER NON CONTRAST History: Bilateral shoulder pain. ICD- M25.512 Left shoulder pain M25.312 Left shoulder instability M25.612 Left shoulder stiffness M75.122 Left shoulder rotator cuff chronic tendon Tear/Sprain Technique: MRI of the left shoulder was performed with multiple sequences including proton density with and without fat suppression in oblique sagittal and oblique coronal planes and proton density and gradient echo in axial plane. Comparison is made to the prior study of MM/DD/YYYY Findings: BONES: There is no fracture or dislocation. Signal arising from bone marrow is unremarkable. There is no focal osseous lesion. AC JOINT: There is mild AC joint arthrosis. The acromion is laterally downsloping and there is a small subacromial spur. There is mild subacromial/subdeltoid bursitis. ROTATOR CUFF: There is moderate supraspinatus tendinosis. There is fraying of the articular margin. Moderate to high-grade partial-thickness articular sided tear at the central posterior aspect of supraspinatus insertion measures 9 mm in PHI dimension. In comparison to the prior study there is mild remodeling of the fibers adjacent to the tear. Tear is unchanged in size since the prior exam. There is moderate infraspinatus and subscapularis tendinosis with mild fraying of the articular margins. Teres minor tendon is intact. MUSCLES: There is no muscle atrophy or denervation effect. BICEPS: There is moderate long head of the biceps tendinosis, most pronounced within the rotator interval. There is mild biceps tenosynovitis with a small amount of fluid in the distal biceps tendon sheath. The short head of the biceps tendon is unremarkable. GLENOHUMERAL JOINT: There is intrasubstance degeneration and fraying of the superior ----- Page Break ----- labrum. There is preservation of cartilage at the glenohumeral joint space. Joint capsule is not thickened or detached. There is no joint effusion. ------------------------- IMPRESSION: Stable rotator cuff tendinosis again with a small moderate to high-grade partial-thickness articular sided tear at the insertion. In comparison to the prior study there is remodeling of the previous tendon fibers adjacent to the tear and the tear is unchanged in size. Moderate long head of biceps tendinosis. AC joint arthrosis and a small subacromial spur. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",26,1.3.6.1.4.1.55648.1066989289483310533505532127506544/1.3.6.1.4.1.55648.1066989289483310533505532127506544.4,1.3.6.1.4.1.55648.1066989289483310533505532127506544/1.3.6.1.4.1.55648.1066989289483310533505532127506544.4.pkl
-126,,1.3.6.1.4.1.55648.6796145073485561887507908031385311/1.3.6.1.4.1.55648.6796145073485561887507908031385311.9,88,True,,79.85285401,0.000211716,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6796145073485561887507908031385311.9.88,20170902,,91539.43,397989128,MR,Siemens,AX T1 FS PRE,Skyra,Patient_8380432985307899381,Patient_8380432985307899381,M,051Y,111.1301448,,ABDOMEN,GR,SP\OSP,PFP\SFS,3D,*fl3d1,3.0,3.32,1.26,1,123.23138,1H,1.0,3.0,,229,1.0,75,87.5,445.0,syngo MR E11,AX T1 FS PRE,Body,320\0\0\210,COL,9,FFS,1.3.6.1.4.1.55648.6796145073485561887507908031385311,1.3.6.1.4.1.55648.6796145073485561887507908031385311.9,9,1,88,-245.89691162109\-203.10523414612\-135.56024096534,1\0\0\0\1\0,,,-135.560241,1,MONOCHROME2,280,320,1.328125\1.328125,16,12,11,0,0.0,256.0,112,289,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: Follow-up N28.1 Cyst of kidney, acquired E66.01 Obesity Technique: Magnetic resonance imaging of the abdomen was performed on a 3.0 Tesla ultra high field wide bore system. A multiplanar multisequence examination was performed with images obtained before and after the intravenous administration of 11.1 cc Gadavist. Comparison: MRI abdomen MM/DD/YYYY Findings: Gastric banding is noted. LIVER: Early morphologic changes of cirrhosis. Enlargement of caudate lobe with mild lobulated hepatic contour. No suspicious focal lesions. No biliary ductal dilatation. No perihepatic ascites. Patent portal, hepatic veins. Moderate hepatic steatosis. GALLBLADDER/BILIARY TREE: Cholelithiasis is present. There is no intrahepatic or extrahepatic biliary ductal dilatation. . Extra hepatic biliary duct measures 0.5 cm. SPLEEN: The spleen is enlarged. Spleen measures up to 14.0 cm. PANCREAS: Normal size and signal characteristics. No abnormal enhancement or pancreatic mass. No pancreatic ductal dilatation. ADoctor LASTNAME : No discrete adrenal nodule. KIDNEYS: Normal size. Symmetric enhancement. No hydronephrosis. ----- Page Break ----- Right kidney: * Increased size of solid mid right posterior enhancing 2.1 x 2.3 cm mass (series 3 image 16) from prior of approximately 1 cm. * Additional solid faint 1.1 x 0.8 cm (series 2 image 14) mid right posterior hypoenhancing lesion (series 3 image 14) slight increase in size from prior of 0.8 x 0.7 cm. * Several punctate nonenhancing cystic foci largest of which demonstrates lobulated appearance mid right lateral kidney and measures up to 2.4 cm, stable from prior. Left kidney: * Mid left lateral nonenhancing hemorrhagic region (series 9 image 50) measures 2.3 x 2.1 cm with surrounding T2 hyperintense/proteinaceous cystic foci, overall stable from prior. Adjacent T2 hypointense mildly enhancing 1.5 x 1.6 cm lesion (series 3 image 22) has increased in size from prior of 1.2 x 1.1 cm. Additional T2 hyperintense nonenhancing cystic foci are overall unchanged. BOWEL/PERITONEUM: No bowel obstruction or abdominal ascites. ADENOPATHY: No retroperitoneal lymphadenopathy. Mildly enlarged periportal and portacaval lymph nodes are likely reactive. ABDOMINAL AORTA: Normal caliber. IVC: Patent. MUSCULOSKELETAL: No aggressive osseous lesion is seen. ------------------------- IMPRESSION: 1. Significant interval growth of solid mid right posterior 2.3 cm mass, representing solid renal neoplasm. Surgical consideration recommended. 2. Enlargement of mid left solid hypoenhancing lesion with stable surrounding hemorrhagic change. 3. Bilateral additional renal cysts without septation or mural nodularity, continued follow-up recommended. ----- Page Break ----- 4. Moderate diffuse hepatic steatosis, early morphologic changes of cirrhosis. Mild splenomegaly. K76.0 Additional codes: Renal cyst(s). N28.1 Lesion Renal Right (Abdomen/Pelvis Kidneys) - C64.1 Lesion Renal Left (Abdomen/Pelvis Kidneys) - C64.2 Request to make office of referring aware of this report sent at the time of this dictation. Report also immediately faxed after this interpretation. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.6796145073485561887507908031385311/1.3.6.1.4.1.55648.6796145073485561887507908031385311.9,1.3.6.1.4.1.55648.6796145073485561887507908031385311/1.3.6.1.4.1.55648.6796145073485561887507908031385311.9.pkl
-131,,1.3.6.1.4.1.55648.429284902564311766211241519699051/1.3.6.1.4.1.55648.429284902564311766211241519699051.5,156,True,,142.7512803,0.000176668,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.429284902564311766211241519699051.5.1,20181212,,171911.455,886693037,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_3498049344729062292,Patient_3498049344729062292,M,080Y,79.37867485,,HEAD,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,27.0,7.15,1,63.676404,1H,1.0,1.5,17.4,319,1.0,100,100.0,170.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.429284902564311766211241519699051,1.3.6.1.4.1.55648.429284902564311766211241519699051.5,5,1,1,-97.921339890074\-91.943299448457\-87.80034942627,0.99002365699895\-0.1409012369797\0\0.14090123697974\0.99002365699895\0,,,-87.80034943,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,338.0,111,284,,,,,,,,,,,,,,,,,,,,"MRA-HEAD POST IV CONTRAST History: R51 Headache/Facial Pain Technique: MRA of the head was performed before and after administration of 9 cc Gadavist. The intracranial arterial circulation was evaluated using a 3-D time of flight technique. MIP, subvolume MIP and source images were all reviewed. The study was performed on a 1.5 Tesla system. Per ACR guidelines and XXXXXXX policy, a creatinine level test was performed prior to this exam. Results were as follows: Creatinine 1.0 mg/dL, GFR 71. Findings: There is normal flow related enhancement in the major intracranial arteries. No flow gap is seen to suggest high-grade stenosis. A1 segment of the right anterior cerebral artery is hypoplastic and there is well-developed anterior communicating artery, normal anatomic variation. There is no aneurysm. ------------------------- IMPRESSION: Unremarkable intracranial MRA. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",10,1.3.6.1.4.1.55648.429284902564311766211241519699051/1.3.6.1.4.1.55648.429284902564311766211241519699051.5,1.3.6.1.4.1.55648.429284902564311766211241519699051/1.3.6.1.4.1.55648.429284902564311766211241519699051.5.pkl
-140,,1.3.6.1.4.1.55648.280349369296793111437744542333718/1.3.6.1.4.1.55648.280349369296793111437744542333718.16001,144,True,,133.9426775,0.0001688,ISO_IR 100,DERIVED\PRIMARY\M\NORM\WATER\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.280349369296793111437744542333718.16001.1,20200205,,170808.1675,150394245,MR,Siemens,t1_vibe_dixon_cor_p6_bh_320_iso_W,MAGNETOM Vida,Patient_7394507754570594222,Patient_7394507754570594222,M,037Y,104.326,,PELVIS,GR,SK,PFP\PFF\CG\RG\PER,3D,*fl3d2,1.5,4.21,1.34,1,123.202769,1H,,3.0,,234,2.0,90,81.25,744.0,syngo MR XA11,t1_vibe_dixon_cor_p6_bh_320_iso,Body,0\320\234\0,ROW,9,FFS,1.3.6.1.4.1.55648.280349369296793111437744542333718,1.3.6.1.4.1.55648.280349369296793111437744542333718.16001,16001,1,1,-199.174\-101.362\322.501,1\0\0\0\0\-1,,,-101.362,1,MONOCHROME2,320,260,1.4063\1.4063,16,12,11,0,0.0,722.0,195,457,,Contrast agent,0.0,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRA 3T pelvis without and with CONTRAST HISTORY: Malignant hypertension TECHNIQUE: MRA of the pelvis was performed without and with intravenous contrast on a 3 Tesla magnet. 9.5cc Gadavist was administered. COMPARISON: None FINDINGS: The common iliac, internal iliac, external iliac and common femoral arteries normal bilaterally. No evidence of arterial stenosis. ------------------------- IMPRESSION: Normal MRA of the pelvis. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",62,1.3.6.1.4.1.55648.280349369296793111437744542333718/1.3.6.1.4.1.55648.280349369296793111437744542333718.16001,1.3.6.1.4.1.55648.280349369296793111437744542333718/1.3.6.1.4.1.55648.280349369296793111437744542333718.16001.pkl
-156,,1.3.6.1.4.1.55648.2386888271451696781125007816391907/1.3.6.1.4.1.55648.2386888271451696781125007816391907.9,166,True,,159.8271391,0.000181198,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2386888271451696781125007816391907.9.1,20161230,,140313.3275,327609373,MR,Siemens,AX 3DTOF MRA,Skyra,Patient_8494212913822931712,Patient_8494212913822931712,F,036Y,68.03886416,,BRAIN,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,20.0,3.69,1,123.208122,1H,1.0,3.0,15.6,280,1.0,100,88.125,185.0,syngo MR E11,AX 3DTOF MRA,Body,0\320\282\0,ROW,18,HFS,1.3.6.1.4.1.55648.2386888271451696781125007816391907,1.3.6.1.4.1.55648.2386888271451696781125007816391907.9,9,1,1,-82.385899255201\-102.79853389844\-86.932138528109,0.99392493410797\0.05840481417417\-0.0932850633261\-0.0661906631552\0.99437613526082\-0.082673440323,,,-102.5803303,1,MONOCHROME2,320,282,0.625\0.625,16,12,11,0,0.0,565.0,160,390,4.0,,,,,,,,,,,,,,,,,,,"MRA-MRV 3T HEAD W/O CON HISTORY: R51 Headache/Facial Pain G44.229 Chronic tension headache G43.001 Migraines without aura R42 Dizziness/Vertigo/Loss Balance/Whirling Spinning Sensation R55 Doctor FIRSTNAME LASTNAMERISON: None. TECHNIQUE: MRA and MRV of the brain was performed on a 3.0 Tesla superconducting magnet utilizing 3-D time-of-flight technique in the region of the circle of FIRSTNAME and Major venous structures. 3-D reconstructions were performed on a workstation. Diffusion-weighted imaging was performed. FINDINGS: MRA: Incidental note of fetal origin of the right posterior cerebral artery which is a normal anatomic variant. Incidental note of an azygos artery which is a normal anatomic variant. No major stenosis, aneurysm, or dissection. No vascular malformation. No evidence of vasculitis. MRV: Very attenuated left transverse sinus. The left sigmoid sinus is asymmetrically smaller than the left as is the left internal jugular vein. This could reflect a normal anatomic variant dominant right transverse sinus. Less likely is chronic thrombosis of the left transverse sinus. I do not see any abnormal signal on the brain MRI. The remainder of the venous anatomy is within normal limits. Should be noted that the contrast-enhanced MRA of the neck was performed after acquisition of the MRV without contrast. This could be further assessed with contrast-enhanced MRV. ------------------------- IMPRESSION: Normal MRA of the circle of FIRSTNAME The left transverse sinus is markedly attenuated likely reflecting anatomic variant dominant right transverse sinus. Less likely is a chronically thrombosed left transverse ----- Page Break ----- sinus. This could be assessed with contrast-enhanced MRV. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",35,1.3.6.1.4.1.55648.2386888271451696781125007816391907/1.3.6.1.4.1.55648.2386888271451696781125007816391907.9,1.3.6.1.4.1.55648.2386888271451696781125007816391907/1.3.6.1.4.1.55648.2386888271451696781125007816391907.9.pkl
-158,,1.3.6.1.4.1.55648.2139430467378758979356429053173777/1.3.6.1.4.1.55648.2139430467378758979356429053173777.12,638,True,,631.0568471,0.000263691,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2139430467378758979356429053173777.12.1,20190925,,,245090561,MR,Siemens,DYNAMIC PRE/POST,Verio,Patient_8428805272473630569,Patient_8428805272473630569,M,070Y,102.0582962,,,GR,SP\OSP,PFP,3D,*fl3d1,3.299999952,3.87,1.59,1,123.196335,1H,1.0,3.0,,179,1.0,100,100.0,613.0,syngo MR B19,DYNAMIC PRE/POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.2139430467378758979356429053173777,1.3.6.1.4.1.55648.2139430467378758979356429053173777.12,12,1,1,-103.55535741237\-89.277109146118\-4.9148479174382,0.99756404995022\0\0.06975647817166\0\1\0,,,2.320781435,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,783.0,339,758,,Gadavist,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Recently diagnosed prostate cancer status post biopsy. C61. TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 10 cc Gadavist was administered. I-STAT: Creatinine 0.8, GFR 101. FINDINGS: Prostate size: 4.4 [transverse] x 2.7 [AP] x 4.3 [CC] cm, about 27 cc in volume. Postbiopsy hemorrhage: None Lesion : PI-RADS Assessment Category: 4 T2-weighted images: 3, noncircumscribed moderate hypointensity. Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images.. Dynamic post-contrast images: Positive, early hyperperfusion. Size: 8 x 5 mm as measured on image 17 of series 8 Location: Left peripheral zone, posterolateral, base to midgland. Extra-prostatic extension: Additional peripheral zone findings: Mild fibrosis bilaterally Additional transition zone findings: Heterogeneous and mildly enlarged, consistent with BPH, distending the bladder neck with slight intravesical extension. Bladder: Unremarkable. ----- Page Break ----- Seminal vesicle: Unremarkable. GI: Proximal sigmoid diverticulosis. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: None.. ------------------------- IMPRESSION: 8 x 5 mm PIRADS 4 lesion at the left peripheral zone, posterolateral, base-midgland. C61. No extraprostatic extension or metastatic adenopathy or bone lesion. Mild BPH. N40.0 PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.2139430467378758979356429053173777/1.3.6.1.4.1.55648.2139430467378758979356429053173777.12,1.3.6.1.4.1.55648.2139430467378758979356429053173777/1.3.6.1.4.1.55648.2139430467378758979356429053173777.12.pkl
-167,,1.3.6.1.4.1.55648.1488545711202186295325553192721388/1.3.6.1.4.1.55648.1488545711202186295325553192721388.3,156,True,,158.0108576,0.00016737,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1488545711202186295325553192721388.3.1,20190826,111020.849,110836.005,149373661,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_7573990367660608000,Patient_7573990367660608000,F,086Y,68.03886416,,HEAD,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,28.0,7.15,1,63.679699,1H,1.0,1.5,17.4,319,1.0,100,100.0,120.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.1488545711202186295325553192721388,1.3.6.1.4.1.55648.1488545711202186295325553192721388.3,3,1,1,-90.326173539207\-64.957708836939\-14.437838855163,0.99995758905491\-0.0022883681969\0.00892095636586\3.3567e-011\0.9686392149293\0.24847146979313,,,2.986873498,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,331.0,106,272,,,,,,,,,,,,,,,,,,,,"MRA-HEAD NON CONTRAST HISTORY: I10 Hypertension I65.21 Right carotid occlusion/stenosis Technique: Diffusion weighted imaging of the brain and 3D time-of-flight MRA of the head was performed without the administration of intravenous contrast. Findings: Comparison: MRA of the head without IV contrast dated MONTH MM, YYYY. Anterior circulation: There is mild stenosis in the supraclinoid right ICA. There is no grossly stenotic or occlusive lesion. The right A1 segment is hypoplastic. There is mild to moderate stenosis in the distal left M1 segment of the MCA. There is no evidence of aneurysm. Posterior circulation: There is normal flow related signal identified in the vertebrobasilar system. There are 2 segments of moderate to severe stenosis in the P2 segment of the right PCA which appears progressed since the prior study. There is no evidence of aneurysm. Other findings: Diffusion-weighted imaging of the brain demonstrates no evidence of acute infarct. ------------------------- IMPRESSION: Mild stenosis in the supraclinoid right ICA. Hypoplastic right A1 segment. Mild to moderate stenosis in the distal left M1 segment of the MCA. 2 segments of moderate to severe stenosis in the P2 segment of the right PCA which appears progressed since the prior study. ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",34,1.3.6.1.4.1.55648.1488545711202186295325553192721388/1.3.6.1.4.1.55648.1488545711202186295325553192721388.3,1.3.6.1.4.1.55648.1488545711202186295325553192721388/1.3.6.1.4.1.55648.1488545711202186295325553192721388.3.pkl
-173,,1.3.6.1.4.1.55648.2897782959799142194809235536865010/1.3.6.1.4.1.55648.2897782959799142194809235536865010.9,74,True,,69.50967622,0.000229597,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2897782959799142194809235536865010.9.74,20190826,,101603.235,303601186,MR,Siemens,AX TRUFI_COMPOSED_-9,Aera,Patient_3214225434847134892,Patient_3214225434847134892,F,024Y,63.50293988,,ABDOMEN,GR,SS,,2D,*tfi2d1,5.0,3.76,1.54,1,63.679563,1H,1.0,1.5,5.0,192,1.0,100,75.0,515.0,syngo MR E11,AX TRUFI_2,Body,256\0\0\192,COL,59,FFS,1.3.6.1.4.1.55648.2897782959799142194809235536865010,1.3.6.1.4.1.55648.2897782959799142194809235536865010.9,9,1,74,-205.54518651962\-104.47863006592\-165.93588256836,1\0\0\0\1\0,,,-165.9358826,1,MONOCHROME2,384,512,0.78125\0.78125,16,12,11,0,0.0,707.0,386,831,,,,,,,,,,,,,,,,,,,,EXAM: Doctor FIRSTNAME LASTNAMEMEN AND PELVIS PRE AND POST IV CONTRAST HISTORY: R14.0 Bloating K59.01 Constipation K21.9 Gastroesophageal reflux K52.9 Crohns disease Follow-up abnormal colonoscopy. Colitis. TECHNIQUE: MR enterography with and without 6 mL Gadavist. 1 mg of glucagon was administered prior to scanning. COMPARISON: None. FINDINGS: Fecal stasis in the colon is seen. The bowel is otherwise unremarkable. I do not see any bowel thickening or inflammatory changes. No definite evidence of colitis. Small bowel is unremarkable. No evidence of terminal ileitis. No lesions are seen. Visualized intra-abdominal solid organs and gallbladder are normal. Small amount of ascites in the pelvis. Uterus and adnexa are unremarkable. No lymphadenopathy. Normal caliber aorta. No visualized hernia. ------------------------- IMPRESSION: Normal MR enterography. No evidence of inflammatory bowel disease. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,1,1.3.6.1.4.1.55648.2897782959799142194809235536865010/1.3.6.1.4.1.55648.2897782959799142194809235536865010.9,1.3.6.1.4.1.55648.2897782959799142194809235536865010/1.3.6.1.4.1.55648.2897782959799142194809235536865010.9.pkl
-177,,1.3.6.1.4.1.55648.484039734000504434949677797253981/1.3.6.1.4.1.55648.484039734000504434949677797253981.9,72,True,,66.37904763,0.0002563,ISO_IR 100,DERIVED\SECONDARY\M\DIS2D\CSA RESAMPLED,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.484039734000504434949677797253981.9.1,20190222,,184153.43,734981749,MR,Siemens,COR MEDIC 3D..,Skyra,Patient_3987746135936470241,Patient_3987746135936470241,F,060Y,99.79033409,,WRIST,GR,SP\OSP,,3D,*me3d1r2,0.5,31.0,17.0,1,123.220556,1H,1.0,3.0,,459,2.0,100,100.0,250.0,syngo MR E11,COR 3D MEDIC,TxRx_Knee_15,0\256\256\0,ROW,7,FFS,1.3.6.1.4.1.55648.484039734000504434949677797253981,1.3.6.1.4.1.55648.484039734000504434949677797253981.9,9,1,1,33.229359555023\40.048328288385\-65.789324924718,0.99207455780384\-0.1246651312441\-0.0157059482425\0.01722858813917\0.01114507676695\0.99978945934361,,,44.73797154,1,MONOCHROME2,256,256,0.390625\0.390625,16,12,11,0,,,100,254,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT WRIST NON CONTRAST HISTORY: R22.32 Swelling/Mass/Lump left upper limb S52.515A Nondisp fx of left radial styloid process, init for clos fx Technique: MRI of the left wrist was performed utilizing standard multiplanar, multisequence image acquisition. Comparison study: None available. Findings: The study is degraded by patient motion. There is a subacute-appearing, nondisplaced intra-articular fracture of the radial styloid. Mild bone bruising of the fifth metacarpal is also seen. No additional osseous injury is seen. There is negative ulnar variance. Alignment is otherwise anatomic. There are degenerative changes involving the fetal joint of the thumb and triscaphe articulation. The TFCC is normal. There is degeneration of the scapholunate ligament. The lunotriquetral ligament is maintained. The wrist tendons are normal. The carpal tunnel contents are normal. The median and ulnar nerves are normal. ------------------------- IMPRESSION: 1. Subacute appearing nondisplaced intra-articular fracture of the radial styloid. 2. Mild bone bruising of the fifth metacarpal base. ----- Page Break ----- 3. Degenerative changes involving the base of the thumb. 4. Degeneration of the scapholunate ligament. A fax of this report will be sent to the referring physician. Receipt of this report will be confirmed. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",44,1.3.6.1.4.1.55648.484039734000504434949677797253981/1.3.6.1.4.1.55648.484039734000504434949677797253981.9,1.3.6.1.4.1.55648.484039734000504434949677797253981/1.3.6.1.4.1.55648.484039734000504434949677797253981.9.pkl
-192,,1.3.6.1.4.1.55648.1809274136091378563384811608460840/1.3.6.1.4.1.55648.1809274136091378563384811608460840.8,62,True,,52.12811327,0.000179291,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1809274136091378563384811608460840.8.62,20190823,,121944.2775,322730466,MR,Siemens,AX PD FS_COMPOSED,Skyra,Patient_1613523723993176925,Patient_1613523723993176925,F,068Y,54.43109132,,ARM,SE,SK\SP,FS,2D,*tse2d1_7,5.0,4210.0,40.0,1,123.256139,1H,1.0,3.0,5.0,255,7.0,80,100.0,200.0,syngo MR E11,AX PD FS_2,Body,320\0\0\256,COL,160,HFS,1.3.6.1.4.1.55648.1809274136091378563384811608460840,1.3.6.1.4.1.55648.1809274136091378563384811608460840.8,8,1,62,-193.11093835484\-11.634605225564\-138.78858804716,0.98420237652383\0.03007689974591\-0.1744736717861\-6.2609383e-008\0.98546468351665\0.16988042130103,,,-166.855059,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,736.0,253,574,,,,,,,,,,,,,,,,,,,,"HISTORY: M79.621 Right arm pain TECHNIQUE: Right arm imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. CONTRAST: Images were obtained prior to and following the intravenous administration of 6 mL Gadavist. Measured serum creatinine level was 0.7 mg/dL. Estimated GFR was 89 ml/min. COMPARISON: MRI of the right humerus obtained MM/DD/YYYY FINDINGS: There is evidence of a 2.8 x 1.4 x 1.0 cm (craniocaudal x anterior posterior x transverse) solid lesion is present on the medial aspect of the right arm, and intimately associated with the median nerve. The lesion has contrast enhancement with a central nonenhancing area. Associated scarring is present. There is no evidence for muscle or tendon tears. The bone marrow signal is overall age-appropriate. There is no evidence for adenopathy in the visualized portions of the right axilla. ------------------------- IMPRESSION: Solid lesion intimately associated with the median nerve, most consistent with a peripheral nerve sheath tumor, not significant significantly changed since MONTH XX. Associated focal area of nonenhancement centrally which may represent scarring versus postoperative changes. Clinical correlation is recommended. D48.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",64,1.3.6.1.4.1.55648.1809274136091378563384811608460840/1.3.6.1.4.1.55648.1809274136091378563384811608460840.8,1.3.6.1.4.1.55648.1809274136091378563384811608460840/1.3.6.1.4.1.55648.1809274136091378563384811608460840.8.pkl
-194,,1.3.6.1.4.1.55648.2840025707026930334291380244781155/1.3.6.1.4.1.55648.2840025707026930334291380244781155.5,25,True,,15.25371861,0.000330925,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2840025707026930334291380244781155.5.25,20200811,,185854.955,324292381,MR,Siemens,AX PD,Skyra,Patient_5941510169201611898,Patient_5941510169201611898,M,030Y,102.0582962,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.246862,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.2840025707026930334291380244781155,1.3.6.1.4.1.55648.2840025707026930334291380244781155.5,5,1,25,-90\-26.132806773712\-40.027198808825,1\0\0\0\0.97061252589281\0.24064771883395,,,-32.5621002,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,3255.0,1085,2263,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 fell and hit back at work swollen painful limited range of motion. TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is straightened. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of acute fracture or infiltrative process. The vertebral body heights are intact. Intervertebral Discs: Disc desiccation and mild loss of disc height at L5-S1. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L3-L4: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L4-5: Broad-based protruded Central disc herniation impressing upon the ventral thecal sac. L5-S1: Protruded Central disc herniation measuring 5 mm in PHI dimension extending into the epidural fat with right greater than left subarticular stenosis encroaching on the descending S1 nerve roots. Mild left neural foraminal narrowing. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L4-5: Broad-based protruded Central disc herniation impressing upon the ventral thecal sac. L5-S1: Protruded Central disc herniation measuring 5 mm in PHI dimension extending into the epidural fat with right greater than left subarticular stenosis encroaching on the descending S1 nerve roots. Mild left neural foraminal narrowing. Straightening of the normal lumbar lordosis likely due to muscle spasm. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.2840025707026930334291380244781155/1.3.6.1.4.1.55648.2840025707026930334291380244781155.5,1.3.6.1.4.1.55648.2840025707026930334291380244781155/1.3.6.1.4.1.55648.2840025707026930334291380244781155.5.pkl
-197,,1.3.6.1.4.1.55648.989302987148522994680596226468864/1.3.6.1.4.1.55648.989302987148522994680596226468864.8,156,True,,60.62976956,0.000161409,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.989302987148522994680596226468864.8.1,20171208,,103513.3,536756641,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_6095744922027386672,Patient_6095744922027386672,M,033Y,72.57478843,,SPINE,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,28.0,7.15,1,63.679279,1H,1.0,1.5,17.4,319,1.0,100,100.0,120.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.989302987148522994680596226468864,1.3.6.1.4.1.55648.989302987148522994680596226468864.8,8,1,1,-96.559971383312\-63.312875536036\-61.002912657771,0.99879263993256\-0.0488985236805\0.00471134783352\0.04535490668169\0.95473585951171\0.29397682051878,,,-37.90773571,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,506.0,134,342,4.0,,,,,,,,,,,,,,,,,,,MRA-HEAD NON CONTRAST HISTORY: Possible vascular malformation. Dilated pupils. COMPARISON: Brain MRI and MR angiography of the neck performed concurrently. TECHNIQUE: MRA of the intracranial arteries was performed on a 3.0 Tesla superconducting magnet utilizing 3-D time-of-flight technique in the region of the circle of FIRSTNAME 3-D reconstructions were performed on a workstation. Diffusion-weighted imaging was performed. All measurements were obtained in accordance with the NASCET criteria. FINDINGS: Incidental note of fetal origin of the left posterior cerebral artery which is a normal anatomic variant. No hemodynamically significant stenosis. No vascular malformation. No dissection or aneurysm. No restricted diffusion or acute infarct. ------------------------- IMPRESSION: Normal MRA of the circle of FIRSTNAME Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,35,1.3.6.1.4.1.55648.989302987148522994680596226468864/1.3.6.1.4.1.55648.989302987148522994680596226468864.8,1.3.6.1.4.1.55648.989302987148522994680596226468864/1.3.6.1.4.1.55648.989302987148522994680596226468864.8.pkl
-199,,1.3.6.1.4.1.55648.6901163297019257702889945315293971/1.3.6.1.4.1.55648.6901163297019257702889945315293971.5,37,True,,30.52453375,0.000159502,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM3_2\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6901163297019257702889945315293971.5.37,20200401,,203816.735,768561001,MR,Siemens,SAG PD FS,Aera,Patient_3699904185269570221,Patient_3699904185269570221,M,047Y,117.9340312,,EXTREMITY,SE,SK\SP\OSP,FS,2D,*tse2d1_12,3.200000048,3690.0,41.0,1,63.679505,1H,1.0,1.5,3.2,490,12.0,85,100.0,120.0,syngo MR E11,SAG PD FS,TxRx_Knee_15,320\0\0\272,COL,180,FFS,1.3.6.1.4.1.55648.6901163297019257702889945315293971,1.3.6.1.4.1.55648.6901163297019257702889945315293971.5,5,1,37,139.89034286514\-80.667207070716\61.566265046597,-0.0680152914885\0.99768427877948\0\0\0\-1,,,134.0797922,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1226.0,408,882,,,,,,,,,,,,,,,,,,,,"EXAM: MRI-LEFT KNEE NON CONTRAST HISTORY: M25.562 Left knee pain TECHNIQUE: Axial, coronal, and sagittal images of the left knee were obtained on a 1.5 Tesla magnet. COMPARISON: None. FINDINGS: SOFT TISSUES: Anterior soft tissue swelling and edema most pronounced in the prepatellar soft tissues. BONE MARROW: No fracture or avascular necrosis. Menisci : Longitudinal horizontal tear body of the lateral meniscus extending to the free edge (coronal 19-20). Medial meniscus posterior slight blunting of the inner tip of the body consistent with a small free edge tear (coronal 16). ANTERIOR CRUCIATE LIGAMENT: Normal. POSTERIOR CRUCIATE LIGAMENT: Normal. EXTENSOR MECHANISM: PATELLA: Lateral patellar tilt and subluxation. Hoffa's fat-pad: Within normal limits. Distal quadriceps and patellar tendon: Doctors. NAME TELLOFEMORAL LIGAMENTS AND RETINACULA: Normal. MEDIAL STRUCTURES: MCL: Superficial tibial collateral ligament, deep meniscal femoral, and meniscal tibial ligaments are intact. PES Doctor FIRSTNAME LASTNAMENS AND DISTAL SEMIMEMBRANOSUS: Unremarkable. lateral structures: ILIOTIBIAL BAND: Unremarkable. ----- Page Break ----- BICEPS Doctor FIRSTNAME LASTNAMEN: Unremarkable. FIBULAR COLLATERAL LIGAMENT: Unremarkable. POPLITEUS MUSCLE Doctor FIRSTNAME LASTNAMEN: Unremarkable. Posterior lateral corner structures: Unremarkable. popliteal cyst: Moderate to large popliteal cyst with a large intracystic body superiorly which measures 18 x 13 mm (axial 12, coronal 30). periarticular bursitis: None. JOINT EFFUSION: Small to moderate joint effusion with synovitis. CARTILAGE: High-grade cartilage loss lateral trochlear cartilage and lateral patellar cartilage. Areas of moderate to high-grade cartilage loss in the lateral compartment more pronounced in the posterior lateral femoral condylar cartilage. Mild cartilage loss of peripheral osteophytes medial compartment. MUSCLES: Within normal limits. No edema or atrophy. Nerves and vasculature: Unremarkable. ------------------------- IMPRESSION: Lateral and medial meniscal tears as above. Osteoarthrosis with loose bodies in the popliteal cyst. Areas of high-grade cartilage loss in the lateral patellofemoral compartment with lateral patellar tilt and subluxation. Moderate to high-grade cartilage loss lateral compartment and mild chondral loss medial compartment with synovial proliferation and joint effusion. ICD 10: Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",17,1.3.6.1.4.1.55648.6901163297019257702889945315293971/1.3.6.1.4.1.55648.6901163297019257702889945315293971.5,1.3.6.1.4.1.55648.6901163297019257702889945315293971/1.3.6.1.4.1.55648.6901163297019257702889945315293971.5.pkl
-203,,1.3.6.1.4.1.55648.1155021984605574089480689959689895/1.3.6.1.4.1.55648.1155021984605574089480689959689895.8,34,True,,28.03678918,0.000168085,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1155021984605574089480689959689895.8.34,20180909,,115153.545,194591312,MR,Siemens,AX T1 FS POST,Skyra,Patient_3562214703063998113,Patient_3562214703063998113,F,066Y,113.3981069,,CLAVICLE,SE,SK\SP\OSP,FS,2D,*tse2d1_3,3.0,595.0,9.3,1,123.15808,1H,1.0,3.0,3.0,447,3.0,70,100.0,260.0,syngo MR E11,AX T1 FS POST,Body,0\320\224\0,ROW,160,HFS,1.3.6.1.4.1.55648.1155021984605574089480689959689895,1.3.6.1.4.1.55648.1155021984605574089480689959689895.8,8,1,34,-221.52379091597\-126.91584396979\-27.920151090231,0.99376269549297\0.00039038120431\-0.1115148091021\-8.008e-012\0.99999387256513\0.00350069024426,,,-52.00764735,1,MONOCHROME2,320,320,0.8125\0.8125,16,12,11,0,0.0,863.0,328,722,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"HISTORY: Mass over the right clavicle. TECHNIQUE: Right clavicle imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. The area of clinical concern as indicated by the patient was identified with skin markers placed above and below the area of clinical concern. CONTRAST: 10 mL Doctor FIRSTNAME LASTNAMERISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: There is evidence of a 4.2 x 3.7 cm focal area of fat determination with the blood vessels corresponding to skin markers indicating the area of clinical concern. No significant contrast enhancement is present. Degeneration of the right acromioclavicular joint supraclavicular joints is present. There is also a right shoulder joint effusion. ------------------------- IMPRESSION: Fatty mass corresponding to be of clinical concern, probably representing a lipoma. No evidence for abnormal contrast enhancement D21.11 Degeneration of the acromioclavicular and glenohumeral joints. M19.011 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",26,1.3.6.1.4.1.55648.1155021984605574089480689959689895/1.3.6.1.4.1.55648.1155021984605574089480689959689895.8,1.3.6.1.4.1.55648.1155021984605574089480689959689895/1.3.6.1.4.1.55648.1155021984605574089480689959689895.8.pkl
-209,,1.3.6.1.4.1.55648.4525970269300635681310175572206760/1.3.6.1.4.1.55648.4525970269300635681310175572206760.105,640,True,,611.4571192,0.000281572,ISO_IR 100,DERIVED\PRIMARY\M\NORM\DIS2D\SUB,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4525970269300635681310175572206760.105.1,20161007,,132208.645,248310651,MR,Siemens,SUBS,Skyra,Patient_3245705805499545966,Patient_3245705805499545966,F,034Y,58.9670156,,BREAST,GR,SP\OSP,PFP\SFS,3D,*fl3d1,1.0,4.22,2.0,1,123.158746,1H,1.0,3.0,,367,1.0,100,100.0,460.0,syngo MR E11,Subtraction,Body,0\352\352\0,ROW,10,HFP,1.3.6.1.4.1.55648.4525970269300635681310175572206760,1.3.6.1.4.1.55648.4525970269300635681310175572206760.105,105,1,1,-181.84942722237\-218.97562694633\-76.608433738351,1\4.897e-012\0\-4.897e-012\1\0,,,-76.60843374,1,MONOCHROME2,352,352,0.96590906381607\0.96590906381607,16,12,11,0,0.0,63.0,28,76,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T BREAST W/AND OR W/O CON OPEN FIRSTNAME HISTORY: Patient recently diagnosed with right breast invasive carcinoma. Presurgical planning. C50.911 Malignant neoplasm of unsp site of right female breast N64.52 Nipple discharge C50.911 Malignant neoplasm of unsp site of right female breast N63 Unspecified lump in breast Z85.3 History of breast cancer (personal) TECHNIQUE: MRI of both breasts was performed using a dedicated breast coil, utilizing a 3T magnet. Axial non-fat suppressed T1, followed by dynamic axial T1 fat suppressed images were obtained, during and following intravenous administration of 6.5 cc Gadavist . Axial fat suppressed T2 images were also obtained. Post processing subtraction was performed on a LASTNAME scanner, including subtraction, analysis of enhancement curves, and reconstruction on a Hologic Aegis workstation. PRIOR BREAST MRI: Doctor FIRSTNAME LASTNAMERISON STUDIES:Mammogram and breast ultrasound MM/DD/YYYY FINDINGS: The breasts demonstrate marked background parenchymal enhancement limiting evaluation. RIGHT BREAST: Within the peripheral lower outer quadrant a 0.5 x 0.6 x 0.7 cm homogeneously enhancing mass with somewhat irregular borders is noted with an adjacent biopsy marker. Lesion corresponds to the biopsy-proven carcinoma. Scattered nonspecific enhancing foci are noted. LEFT BREAST: There are scattered enhancing nonspecific foci. There are no suspicious enhancing lesions in the left breast. AXILLA: There is no significant lymphadenopathy. ----- Page Break ----- ------------------------- IMPRESSION: Right breast biopsy-proven carcinoma without evidence of multifocal or contralateral disease. C50.911 Recommendation: Appropriate surgical and oncological management is advised. BI-RADS 6- Known Biopsy-Proven Malignancy Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",93,1.3.6.1.4.1.55648.4525970269300635681310175572206760/1.3.6.1.4.1.55648.4525970269300635681310175572206760.105,1.3.6.1.4.1.55648.4525970269300635681310175572206760/1.3.6.1.4.1.55648.4525970269300635681310175572206760.105.pkl
-214,,1.3.6.1.4.1.55648.436150330873410730962648923839487/1.3.6.1.4.1.55648.436150330873410730962648923839487.1,156,True,,150.4874625,0.00020504,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.436150330873410730962648923839487.1.1,20200527,,91654.5525,420773647,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_3466430042083115699,Patient_3466430042083115699,M,081Y,74.38915814,,HEAD,GR,SP,PFP\SAT1,3D,*fl3d1r_t70,0.600000024,26.0,7.15,1,63.679631,1H,1.0,1.5,17.4,216,1.0,90,93.75,250.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\270\0,ROW,30,HFS,1.3.6.1.4.1.55648.436150330873410730962648923839487,1.3.6.1.4.1.55648.436150330873410730962648923839487.1,1,1,1,-82.525412419248\-72.704218690452\-110.9459715778,0.9999865143845\0.00068633486378\-0.0051478144478\-3.126e-012\0.99122891973335\0.13215607698572,,,-100.7917824,1,MONOCHROME2,320,300,0.5625\0.5625,16,12,11,0,0.0,421.0,139,338,,,,,,,,,,,,,,,,,,,,"MRA-HEAD NON CONTRAST History: R51 Headache/Facial Pain I67.1 cerebral aneurysm MRA of the intracranial arteries was performed utilizing 3D time-of-flight technique in the region of the circle of FIRSTNAME without the introduction of intravenous contrast. 3D reconstructions were performed on a workstation. INTERNAL CAROTID ARTERIES: There is susceptibility artifact in the region the anterior communicating artery does diminished flow related signal carotid siphons. There is an approximately 3 mm rounded focus of flow related signal at approximately the ophthalmic portion of the left carotid siphon inferiorly, slightly distal to the anticipated location ophthalmic artery. The left ophthalmic artery is not identified. The distal cervical as well as intracranial internal carotid arteries appear otherwise unremarkable. The right internal carotid artery appears to continue into the right M1 segment of the left internal carotid artery bifurcates into the anterior and middle cerebral arterial circulation. ANTERIOR AND MIDDLE CEREBRAL ARTERIAL CIRCULATION: Scanning artifact limits assessment proximal A2 segments as well as the distal most left A1 segment. There is no evidence of residual lumen associated with the embolized anterior communicating artery. The anterior and middle cerebral arterial circulation appears otherwise unremarkable. The anterior communicating artery patency cannot be assessed due to the scanning artifact however presumed patent cross filling the right. VERTEBRAL BASILAR ARTERIAL CIRCULATION: The distal vertebral arteries appear unremarkable converging to form the basilar artery. The basilar artery appears unremarkable bifurcating into the posterior cerebral arterial circulation. POSTERIOR CEREBRAL ARTERIAL CIRCULATION: The posterior cerebral arterial circulation appears unremarkable. The right posterior communicating artery is not visualized. The left posterior communicating artery are visualized. ------------------------- IMPRESSION: ----- Page Break ----- No residual lumen associated with embolized anterior communicating artery aneurysm. Susceptibility artifact limits assessment of the adjacent vessels. Small aneurysm anterior margin of the left carotid siphon as described above felt likely just distal to the ophthalmic artery as the left the ophthalmic artery is not visualized on this study. I67.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",15,1.3.6.1.4.1.55648.436150330873410730962648923839487/1.3.6.1.4.1.55648.436150330873410730962648923839487.1,1.3.6.1.4.1.55648.436150330873410730962648923839487/1.3.6.1.4.1.55648.436150330873410730962648923839487.1.pkl
-218,,1.3.6.1.4.1.55648.6300388476527142340133571803717648/1.3.6.1.4.1.55648.6300388476527142340133571803717648.11,80,True,,73.72400546,0.000154257,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6300388476527142340133571803717648.11.80,20180117,,113844.9475,352182737,MR,Siemens,AX T1 FS POST,Verio,Patient_8047912878830425458,Patient_8047912878830425458,M,066Y,120.2019933,,,GR,SP,PFP\SAT2\FS,3D,*fl3d1,3.5,3.47,1.24,1,123.262368,1H,1.0,3.0,,141,1.0,70,84.375,504.0,syngo MR B19,AX T1 FS POST,Body,320\0\0\189,COL,9,FFS,1.3.6.1.4.1.55648.6300388476527142340133571803717648,1.3.6.1.4.1.55648.6300388476527142340133571803717648.11,11,1,80,-243.085729599\-208.63382911682\-139.93197116256,1\0\0\0\1\0,,,-139.9319712,1,MONOCHROME2,270,320,1.4375\1.4375,16,12,11,0,0.0,279.0,134,337,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: Renal cancer, follow-up. C64.2 Malignant neoplasm of left kidney, except renal pelvis An MRI of the abdomen and pelvis without and with 10 cc Gadavist was obtained on a 3 Tesla ultra high field wide bore MRI. Comparison is made with abdominal and pelvic MRI from PHI/DD/YYYY and MM/DD/YYYY. Kidneys: The left kidney was removed. There is no suspicious recurrent mass in the left renal fossa. The remaining right kidney shows a nonenhancing hemorrhagic cyst in the lower pole now measuring about 12 mm. Stable tiny cyst in the midpole is unchanged. There is no suspicious enhancing mass in the right kidney. There is no hydronephrosis. Retroperitoneum: Atherosclerotic plaques are noted of the distal aorta and the left common iliac vessel. Abdominal aorta is not aneurysmal. There is no suspicious adenopathy. Liver: There is mild fatty infiltration. There is no hepatomegaly. There is no suspicious mass. Spleen: There is no splenomegaly. There is no suspicious mass. Gallbladder/biliary tree: Gallbladder is not pathologically distended. There is no biliary dilatation. Pancreas: Scattered small subcentimeter pancreatic cysts along the pancreatic body and tail are stable measuring no more than 7 mm There is no pancreatitis. There is no pancreatic ductal dilatation. There is no suspicious mass. Adrenals: There is no suspicious adrenal mass. ----- Page Break ----- Pelvis: Bladder shows normal distention. Prostate PHI unchanged. There is no suspicious pelvic adenopathy. GI: Diverticulosis is seen. There is nonspecific, nonobstructive bowel gas pattern. Bony structures, abdominal wall, soft tissue: No suspicious finding. ------------------------- IMPRESSION: No suspicious recurrent renal mass. Rest of the abdominal and pelvic structures are stable. Additional ICD 10 codes: Pancreatic cysts. K86.2 Fatty liver. K76.0 Diverticulosis. K57.30 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.6300388476527142340133571803717648/1.3.6.1.4.1.55648.6300388476527142340133571803717648.11,1.3.6.1.4.1.55648.6300388476527142340133571803717648/1.3.6.1.4.1.55648.6300388476527142340133571803717648.11.pkl
-224,,1.3.6.1.4.1.55648.0629644865288821725663932826824883/1.3.6.1.4.1.55648.0629644865288821725663932826824883.5,35,True,,32.60134768,0.000176668,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0629644865288821725663932826824883.5.35,20200208,,111431.215,954783730,MR,Siemens,AX PD,Skyra,Patient_5873931238893402284,Patient_5873931238893402284,F,028Y,68.03886416,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_14,3.0,4000.0,38.0,1,123.157955,1H,1.0,3.0,3.3,294,14.0,75,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,157,FFS,1.3.6.1.4.1.55648.0629644865288821725663932826824883,1.3.6.1.4.1.55648.0629644865288821725663932826824883.5,5,1,35,-60.903591855595\-29.108737451661\-100.77592429986,0.99959186797605\0.01450493700937\-0.024611060085\5.1960796e-008\0.86150705430195\0.50774560105231,,,-73.7497931,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2068.0,1093,2227,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post motor vehicle collision in MONTH XX. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: MRI examination of the lumbar spine dated MM/DD/YYYY and X-ray examination of the lumbar spine dated MM/DD/YYYY. FINDINGS: Sagittal images demonstrate accentuation of the normal lumbar lordosis. Vertebral height and marrow signal are normal. (Please note that the L5 vertebra is transitional in nature, with a broad left transverse process that appears to articulate with the sacrum, as seen on the previous plain film examination.) The lumbar disc spaces maintain normal height. There is mild generalized loss of disc signal in the lumbar region, on the T2-weighted sequence, which reflects early disc desiccation. There are intraosseous discal herniations at every level from T11-T12 through L5-S1, with the exception of the L4-L5 disc level. This may be compatible with Scheuermann's disease. The facet joints demonstrate normal alignment. There is mild relative hypoplasia of the left facet joint at L5-S1. There is a small neocyst at the posteroinferior aspect of the left facet joint at L4-L5. There is probably an additional small neocyst at the posteroinferior aspect of the right facet joint at L3-L4. These are likely of no clinical significance. There is no evidence of central spinal stenosis. The neural foramina are bilaterally patent. The conus medullaris is normal in position and appearance. ----- Page Break ----- There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Intraosseous discal herniations at nearly every disc level from T11-T12 through L5-S1. This may be compatible with Scheuermann's disease. 2. Transitional L5 vertebra, which is better seen on the previous X-ray examination of MONTH XX. 3. Lumbar hyperlordosis. The appearance of the lumbar spine has not changed significantly since the previous MRI examination of MONTH XX. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.0629644865288821725663932826824883/1.3.6.1.4.1.55648.0629644865288821725663932826824883.5,1.3.6.1.4.1.55648.0629644865288821725663932826824883/1.3.6.1.4.1.55648.0629644865288821725663932826824883.5.pkl
-227,,1.3.6.1.4.1.55648.333200491116217899081655258827962/1.3.6.1.4.1.55648.333200491116217899081655258827962.3,50,True,,48.36150026,0.000161648,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.333200491116217899081655258827962.3.50,20200123,,185005.875,276357661,MR,Siemens,AX PD FS,Skyra,Patient_5475683446400572738,Patient_5475683446400572738,M,036Y,88.4505234,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.260153,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.333200491116217899081655258827962,1.3.6.1.4.1.55648.333200491116217899081655258827962.3,3,1,50,-158.0534078598\-64.901206621988\-84.712584439697,0.9945923315296\-0.1009557898977\-0.0243725778006\0.10102700909449\0.99488222148349\0.00170552323518,,,-88.22263983,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1803.0,656,1368,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M25.561 Right knee pain TECHNIQUE: MR imaging of the right knee was performed without IV contrast on a 3.0 Tesla high-field wide-bore magnet. COMPARISON: Right knee MRI dated MM/DD/YYYY FINDINGS: LIGAMENTS: There is a chronic full-thickness ACL tear. There is no significant posterolateral corner injury. There is a grade 1 sprain of the MCL and medial retinaculum. The PCL and lateral collateral ligament complex are intact. EXTENSOR MECHANISM: Intact. Doctor FIRSTNAME LASTNAMERTMENT: There is a peripheral longitudinal tear of the lateral meniscus posterior horn (""Wrisberg rip"") and a horizontal tear of the body segment. There is focal moderate to high-grade partial-thickness cartilage loss along the central aspect of the lateral femoral condyle with mild subcortical marrow edema. There is partial-thickness cartilage loss and minimal subchondral the far posterior nonweightbearing aspect of the lateral. Doctor FIRSTNAME LASTNAMERTMENT: There is a longitudinal tear through the posterior horn of the medial meniscus. There is moderate to high-grade partial-thickness cartilage loss along the posterior weightbearing aspect of the medial femoral condyle. Doctor FIRSTNAME LASTNAMERTMENT: There is moderate partial-thickness cartilage loss along the central trochlear groove. There is mild fibrillation of cartilage along the median ridge of the patella. BONES: There is no fracture or osseous lesion. JOINT FLUID: PHI small joint effusion is present. ----- Page Break ----- MUSCLES/TENDONS: Intact. NEUROVASCULAR STRUCTURES: Unremarkable. SUBCUTANEOUS TISSUES: Unremarkable. ------------------------- IMPRESSION: Acute grade 1 sprain of the MCL and medial retinaculum. Chronic full-thickness ACL tear. No posterolateral corner injury. Medial and lateral meniscal tears, unchanged. Progressive cartilage loss as discussed above. Small joint effusion. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",42,1.3.6.1.4.1.55648.333200491116217899081655258827962/1.3.6.1.4.1.55648.333200491116217899081655258827962.3,1.3.6.1.4.1.55648.333200491116217899081655258827962/1.3.6.1.4.1.55648.333200491116217899081655258827962.3.pkl
-233,,1.3.6.1.4.1.55648.5047814849634436516127079294508173/1.3.6.1.4.1.55648.5047814849634436516127079294508173.4,172,True,,154.4862244,0.000169516,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.5047814849634436516127079294508173.4.1,20171030,,120836.81,162560149,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_3107837538312384114,Patient_3107837538312384114,F,058Y,68.03886416,,HEAD,GR,SP,SAT1,3D,*fl3d1r_t70,0.599999964,28.0,7.15,1,63.679852,1H,1.0,1.5,19.2,319,1.0,100,100.0,120.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.5047814849634436516127079294508173,1.3.6.1.4.1.55648.5047814849634436516127079294508173.4,4,1,1,-93.759036063707\-88.120481968367\-71.974699215455,1\4.897e-012\0\-4.897e-012\1\0,,,-71.97469922,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,378.0,111,286,4.0,,,,,,,,,,,,,,,,,,,MRA-HEAD NON CONTRAST History: R51 Headache/Facial Pain I67.1 Aneurysm Study is compared to prior MRA brain MM/DD/YYYY MRA of the intracranial arteries was performed utilizing 3D time-of-flight technique in the region of the circle of FIRSTNAME without the introduction of intravenous contrast. 3D reconstructions were performed on a workstation. INTERNAL CAROTID ARTERIES: Again present at the posterior margin the proximal most left carotid siphon is a 1.5 mm focal aneurysm maintaining stability. There is again susceptibility artifact on the right adjacent to the anterior margin of the cavernous right internal carotid artery extending from the level of the ophthalmic artery to the carotid terminus unaltered in appearance again without recurrent or residual aneurysm. This again causes susceptibility artifact in the area. The distal cervical as well as intracranial internal carotid arteries appear otherwise unremarkable. The internal carotid arteries bifurcate into the anterior and middle cerebral arterial circulation. THE ANTERIOR AND MIDDLE CEREBRAL ARTERIAL CIRCULATION: Susceptibility artifact again limits the proximal aspect of the distal A1 segments and proximal most A2 segments. The anterior and middle cerebral arterial circulation is otherwise unremarkable. The anterior communicating artery is again obscured by the susceptibility artifact. VERTEBRAL BASILAR ARTERIAL CIRCULATION: The distal vertebral arteries appear unremarkable converging to form the basilar artery. The basilar artery appears unremarkable. THE POSTERIOR CEREBRAL ARTERIAL CIRCULATION: The posterior cerebral arterial circulation appears unremarkable. The posterior communicating arteries are faintly visible. Diffusion-weighted sequences illustrate no evidence of acute or subacute ischemia. ----- Page Break ----- ------------------------- IMPRESSION: Stable aneurysm left cavernous internal carotid artery. Stable exam otherwise. I67.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,15,1.3.6.1.4.1.55648.5047814849634436516127079294508173/1.3.6.1.4.1.55648.5047814849634436516127079294508173.4,1.3.6.1.4.1.55648.5047814849634436516127079294508173/1.3.6.1.4.1.55648.5047814849634436516127079294508173.4.pkl
-235,,1.3.6.1.4.1.55648.7068742580060705453169177884200608/1.3.6.1.4.1.55648.7068742580060705453169177884200608.3,34,True,,26.47196364,0.000260353,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7068742580060705453169177884200608.3.34,20190520,183753.593,183802.2575,547698534,MR,Siemens,AX PD FS,Aera,Patient_1978489310980615059,Patient_1978489310980615059,F,015Y,72.57478843,,HIP,SE,SK\SP\OSP,FS,2D,*tse2d1_9,3.0,3500.0,38.0,1,63.67634,1H,1.0,1.5,3.0,397,9.0,100,100.0,110.0,syngo MR E11,AX PD FS,Body,256\0\0\256,COL,160,FFS,1.3.6.1.4.1.55648.7068742580060705453169177884200608,1.3.6.1.4.1.55648.7068742580060705453169177884200608.3,3,1,34,-42.409637451172\-84.578313350677\-50.22289276123,1\0\0\0\1\0,,,-50.22289276,1,MONOCHROME2,256,256,0.703125\0.703125,16,12,11,0,0.0,561.0,215,508,,,,,,,,,,,,,,,,,,,,"PHI.5 T LEFT HIP NON CONTRAST History: Right hip pain. The patient provides a history of injury on MM/DD/YYYY. History of seropositive JRA. M25.552 M08.052 Comparison PHI: MR examination of the contralateral hip from the same day. Pelvis and bilateral hip radiographs from PHI/DD/YYYY. Bilateral hip MR examinations from PHI/DD/YYYY. Technique: The left hip was imaged in a 1.5 Tesla high field magnetic resonance imaging unit. Bilateral field-of-view coronal STIR images were obtained together with unilateral field-of-view coronal fat-saturated proton density images; axial fat-saturated proton density images; sagittal proton density images; and oblique axial proton density images created parallel to the long axis of the acetabular fossa. Findings: The skin and subcutis are unremarkable. Active inflammatory synovitis in both hips has improved markedly since the MM/DD/YYYY MR examination. There is only a small amount of residual synovitis in both hips, slightly more so on the left. See coronal images 13-15 of series 3. No bursal effusion is visualized. The visualized muscle-tendon units are unremarkable. There is no evidence of stress injury, fracture, osteonecrosis, osteomyelitis or osseous neoplasm. No morphologic changes of developmental dysplasia are visualized in either hip. Coronal images 18-19 of series 4 demonstrate a small developing tear in the anterosuperior labrum of the left acetabulum. This is new compared to the previous study. ----- Page Break ----- A small chronic partial tear of the posterosuperior labrum of the contralateral (right) acetabulum is visualized to limited extent on coronal image 13 of series 3, but is better seen on the concurrent right hip MR images. This finding is less conspicuous in the absence of significant joint fluid. It is either unchanged, or slightly healed in the interval. There are no morphologic changes to suggest femoroacetabular impingement. Generalized articular cartilage thinning in the left hip joint is unchanged compared to the prior study. Again noted is partial lumbarization of the S1 sacrum. The visualized neurovascular structures are unremarkable. No extrapelvic soft tissue mass or fluid collection is visualized. The visualized pelvic visceral structures demonstrate no non-contrast MR abnormality. ------------------------- IMPRESSION: Small developing tear in the anterosuperior labrum of the left acetabulum, new compared to the prior study from PHI/DD/YYYY. Marked reduction in active synovitis at the hips since the previous study from PHI/DD/YYYY. Articular cortical thinning in the left hip joint is unchanged. A small chronic partial tear of the posterosuperior labrum of the right acetabulum is either unchanged or slightly healed in the interval since the previous study. See description above. Partial lumbarization of the S1 sacrum. S73.192A M25.452 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",18,1.3.6.1.4.1.55648.7068742580060705453169177884200608/1.3.6.1.4.1.55648.7068742580060705453169177884200608.3,1.3.6.1.4.1.55648.7068742580060705453169177884200608/1.3.6.1.4.1.55648.7068742580060705453169177884200608.3.pkl
-238,,1.3.6.1.4.1.55648.6874287838383806137292144441571427/1.3.6.1.4.1.55648.6874287838383806137292144441571427.14,120,True,,116.6026275,0.000176907,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6874287838383806137292144441571427.14.1,20180721,,100906.3325,909937769,MR,Siemens,COR 3D POST 1 THINS,Skyra,Patient_3570218433945994630,Patient_3570218433945994630,M,017Y,81.64663699,,PELVIS,GR,SP,,3D,*fl3d1,1.200000048,3.23,1.23,1,123.205268,1H,1.0,3.0,,263,0.0,75,100.0,1185.0,syngo MR E11,COR 3D POST 1,Body,0\352\264\0,ROW,28,FFS,1.3.6.1.4.1.55648.6874287838383806137292144441571427,1.3.6.1.4.1.55648.6874287838383806137292144441571427.14,14,1,1,-208.17598938942\-58.544285202026\164.06701269746,1\0\0\0\0\-1,,,-58.5442852,1,MONOCHROME2,352,352,1.1931818723679\1.1931818723679,16,12,11,0,0.0,501.0,149,380,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRA-3T PELVIS PRE AND POST IV CONTRAST, MRA-3T ABDOMEN POST IV CONTRAST History: Erectile dysfunction. Technique: Multisequence, multiplanar MR imaging of the abdomen and pelvis obtained of the angiographic technique. Imaging is performed before and after administration of IV 10 cc contrast. Imaging is performed on a three Tesla magnet. Comparison: None available. Findings: There is arterial enhancement along the base of the penis likely representing deep circumflex artery as well as the dorsal aspect of the penis likely the dorsal penile artery (series 23 image 32) with as expected increased prominence of the arterial enhancement at the penile base. There is no enhancement of corpus spongiosum on this arterial phase exam although normal spongy of some enhancement as noted on venous phase examination. Aorta: No aortic aneurysm. Right Extremity: Iliac Artery: Patent at its origin with patent external and internal iliac branches. . No acute fracture. Left Extremity: Iliac Artery: Patent at its origin with patent external and internal iliac branches. . No acute fracture. Visceral organs: Prostate measures up to 2.4 cm transverse dimension, within normal limits. This examination is not tailored to evaluate the prostate. There is normal enhancement of the arterial vasculature ----- Page Break ----- ------------------------- IMPRESSION: 1. Normal arterial, venous phase penile enhancement. 2. Normal arterial and pelvic vasculature. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",62,1.3.6.1.4.1.55648.6874287838383806137292144441571427/1.3.6.1.4.1.55648.6874287838383806137292144441571427.14,1.3.6.1.4.1.55648.6874287838383806137292144441571427/1.3.6.1.4.1.55648.6874287838383806137292144441571427.14.pkl
-244,,1.3.6.1.4.1.55648.1457376002195167663346207206820530/1.3.6.1.4.1.55648.1457376002195167663346207206820530.3,45,True,,38.96364927,0.000388861,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1457376002195167663346207206820530.3.45,20190601,,93950.3775,760785159,MR,Siemens,AX PD FS,Skyra,Patient_2533017620561732107,Patient_2533017620561732107,M,050Y,81.64663699,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.260087,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.1457376002195167663346207206820530,1.3.6.1.4.1.55648.1457376002195167663346207206820530.3,3,1,45,-145.51495707541\-78.191002177412\-87.681761311649,0.99768151858889\-0.0662348365064\-0.0156375797083\0.06626593600403\0.9978009018748\0.00147849360516,,,-89.73083054,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1851.0,641,1314,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: Knee pain for one week after playing basketball COMPARISON: No prior MRI is available for comparison TECHNIQUE: The right knee was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Fat-saturated proton density images were obtained in the axial, coronal and sagittal planes together with sagittal proton density images. FINDINGS: There is moderate anterior subcutaneous edema. There is a small joint effusion. No popliteal cyst is visualized. There is ill-defined bone edema involving the medial aspect of the medial tibial plateau. There is a full-thickness linear fissure involving the posterior weightbearing aspect of the lateral femoral condyle. (Series #6/image #PHI) There is a large osteochondral defect involving the anterior aspect of lateral femoral condyle with full-thickness cartilage thinning, subcortical cystic change and minimal edema. The paucity of edema suggests a chronic process. There is a complex tear involving the posterior horn and body of the medial meniscus with a large flap tear along the inferior surface of the posterior horn and radial tearing of the free edge of the meniscal body. The lateral meniscus is unremarkable in PHI appearance, without evidence of degeneration or tear. ----- Page Break ----- The ACL is unremarkable. The PCL is unremarkable. The collateral ligaments are unremarkable. The iliotibial band, fibular collateral ligament and biceps femoris tendon are unremarkable. The popliteus muscle-tendon unit is unremarkable. There is distal quadriceps tendinosis. The quadriceps and patellar tendons are intact. The retropatellar surface is intact. ------------------------- IMPRESSION: Complex tear involving the posterior horn and body of the medial meniscus with ill-defined bone edema in the subjacent medial tibial plateau Large chronic osteochondral defect involving the anterior aspect of the lateral femoral condyle There is a full-thickness linear fissure involving the posterior weightbearing aspect of the lateral femoral condyle Distal quadriceps tendinosis Medial meniscal tear - complex, S83.231A Articular cartilage abnormality, M23.91 Quadriceps tendinosis, M76.899 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",23,1.3.6.1.4.1.55648.1457376002195167663346207206820530/1.3.6.1.4.1.55648.1457376002195167663346207206820530.3,1.3.6.1.4.1.55648.1457376002195167663346207206820530/1.3.6.1.4.1.55648.1457376002195167663346207206820530.3.pkl
diff --git a/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/data/mri_sample_features.csv b/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/data/mri_sample_features.csv
deleted file mode 100644
index 826bf5d1679..00000000000
--- a/sdk/python/foundation-models/healthcare-ai/medimageinsight/exam-parameter-demo/data/mri_sample_features.csv
+++ /dev/null
@@ -1,251 +0,0 @@
-batch,series_path,n_files,series_loaded_correctly,series_error_description,series_reader.Execute(),reading metadata,SpecificCharacterSet,ImageType,SOPClassUID,SOPInstanceUID,StudyDate,SeriesTime,AcquisitionTime,AccessionNumber,Modality,Manufacturer,SeriesDescription,ManufacturerModelName,PatientName,PatientID,PatientSex,PatientAge,PatientWeight,EthnicGroup,BodyPartExamined,ScanningSequence,SequenceVariant,ScanOptions,MRAcquisitionType,SequenceName,SliceThickness,RepetitionTime,EchoTime,NumberOfAverages,ImagingFrequency,ImagedNucleus,EchoNumbers,MagneticFieldStrength,SpacingBetweenSlices,NumberOfPhaseEncodingSteps,EchoTrainLength,PercentSampling,PercentPhaseFieldOfView,PixelBandwidth,SoftwareVersions,ProtocolName,TransmitCoilName,AcquisitionMatrix,InPlanePhaseEncodingDirection,FlipAngle,PatientPosition,StudyInstanceUID,SeriesInstanceUID,SeriesNumber,AcquisitionNumber,InstanceNumber,ImagePositionPatient,ImageOrientationPatient,FrameOfReferenceUID,PositionReferenceIndicator,SliceLocation,SamplesPerPixel,PhotometricInterpretation,Rows,Columns,PixelSpacing,BitsAllocated,BitsStored,HighBit,PixelRepresentation,SmallestImagePixelValue,LargestImagePixelValue,WindowCenter,WindowWidth,PregnancyStatus,ContrastBolusAgent,ContrastBolusVolume,ContrastBolusTotalDose,ReceiveCoilName,RescaleIntercept,RescaleSlope,LossyImageCompression,2050|0020,RescaleType,LowRRValue,HighRRValue,IntervalsAcquired,IntervalsRejected,HeartRate,ReconstructionDiameter,ImagesInAcquisition,NumberOfFrames,PixelAspectRatio,Report,Topic,png_path,features
-,1.3.6.1.4.1.55648.5038827238981423891694615695320079/1.3.6.1.4.1.55648.5038827238981423891694615695320079.1,112,True,,102.4836142,0.000213385,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS3D\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.5038827238981423891694615695320079.1.1,20200711,,,44248763,MR,Siemens,I_AAspine_scout,MAGNETOM Vida,Patient_8239612948779919072,Patient_8239612948779919072,F,047Y,61.2349,,LSPINE,GR,SK,PFP\PFF\CG\RG\PER,3D,*fl3d1,1.7,3.3,1.27,1,123.25959,1H,,3.0,,240,1.0,100,100.0,548.0,syngo MR XA11,I_AAspine_scout,Body,240\0\0\240,COL,8,FFS,1.3.6.1.4.1.55648.5038827238981423891694615695320079,1.3.6.1.4.1.55648.5038827238981423891694615695320079.1,1,1,1,-200\-64.35\200,1\0\0\0\0\-1,,,-64.35,1,MONOCHROME2,240,240,1.66667\1.66667,16,12,11,0,0.0,485.0,44,122,,,,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain with bilateral lumbar radicular symptoms, worse on the right. M54.41 R20.2 M62.830 R26.2 M54.42 Comparison PHI: Lumbar spine radiographs from PHI/DD/YYYY. Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial proton density images. Findings: Coronal localizer image 68 of series 1 provides limited visualization of mild levoscoliosis in the lumbar spine, centered at the L3-L4 level. There is minimal retrolisthesis at L3-L4. There is no evidence of fracture, spondylolysis or osseous neoplasm. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the L1 level. The T11-T12 level is visualized on sagittal images, without significant spondylosis, facet arthrosis, disc bulge, disc herniation, or stenosis. T12-L1: No spondylotic changes. Facet joints are unremarkable. L1-L2: No spondylotic changes. Facet joints are unremarkable. L2-L3: Minimal spondylosis. Minimal bilateral facet arthrosis. Mild disc bulge. ----- Page Break ----- L3-L4: Minimal spondylosis. Minimal bilateral facet arthrosis. Mild disc bulge. L4-L5: Minimal spondylosis. Mild-to-moderate bilateral facet arthrosis. Mild disc bulge. Small right foraminal disc protrusion, without compression of the exiting nerve, sagittal image 8 of series 5. L5-S1: Minimal spondylosis. Mild left facet arthrosis. Broad-based but small right paracentral disc protrusion, mildly effacing the ventral thecal sac and encroaching mildly on the right S1 nerve root. See axial image 27 of series 8. The visualized paraspinal and abdominopelvic soft tissues are unremarkable in PHI appearance. ------------------------- IMPRESSION: Mild lumbar levoscoliosis. Minimal retrolisthesis at L3-L4. Spondylosis and facet arthrosis. Foraminal disc protrusion at L4-L5, without compression of the exiting nerve. Small right paracentral disc protrusion at L5-S1, impinging mildly on the right S1 nerve root. M41.26 M43.16 M51.36 M51.27 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.5038827238981423891694615695320079/1.3.6.1.4.1.55648.5038827238981423891694615695320079.1,1.3.6.1.4.1.55648.5038827238981423891694615695320079/1.3.6.1.4.1.55648.5038827238981423891694615695320079.1.pkl
-,1.3.6.1.4.1.55648.8812480238163694177849768746455966/1.3.6.1.4.1.55648.8812480238163694177849768746455966.5,26,True,,22.39013553,0.000165462,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8812480238163694177849768746455966.5.26,20190703,,182737.8225,149310240,MR,Siemens,AX PD,Skyra,Patient_5076011395708186891,Patient_5076011395708186891,M,035Y,74.84275057,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.260196,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.8812480238163694177849768746455966,1.3.6.1.4.1.55648.8812480238163694177849768746455966.5,5,1,26,-94.913505792548\-11.216131843641\-125.61064243882,0.99967193495787\-0.0102013678856\0.02349371300715\3.021656e-008\0.917260154321\0.39828860050849,,,-108.283033,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2069.0,697,1445,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain with bilateral lumbar radicular symptoms. Lower back pain with right sciatica, M54.41 Numbness lower extremity, R20.0 Lower back pain with left sciatica, M54.42 Lower extremity paresthesia, R20.2 Comparison PHI: None Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial proton density images. Findings: The alignment is normal. There is no evidence of fracture, spondylolysis or osseous neoplasm. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the L1 level. Lower thoracic intervertebral levels from T11 to L1 are visualized only on sagittal images. At these levels there is no significant spondylosis, facet arthrosis, disc bulge, disc herniation, or stenosis. L1-L2: No spondylotic changes. Facet joints are unremarkable. L2-L3: No spondylotic changes. Facet joints are unremarkable. L3-L4: No spondylotic changes. Facet joints are unremarkable. L4-L5: No spondylotic changes. Facet joints are unremarkable. ----- Page Break ----- L5-S1: No spondylotic changes. Facet joints are unremarkable. Axial images PHI of series 5 demonstrate bilateral renal atrophy, with multiple small renal cortical cysts. ------------------------- IMPRESSION: Normal MR appearance of the lumbar spine. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.8812480238163694177849768746455966/1.3.6.1.4.1.55648.8812480238163694177849768746455966.5,1.3.6.1.4.1.55648.8812480238163694177849768746455966/1.3.6.1.4.1.55648.8812480238163694177849768746455966.5.pkl
-,1.3.6.1.4.1.55648.6926589987617370675449629801671450/1.3.6.1.4.1.55648.6926589987617370675449629801671450.5,21,True,,14.57460666,0.0001688,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6926589987617370675449629801671450.5.21,20191227,,114715.9675,340201839,MR,Siemens,AX T2 STAR,Skyra,Patient_0549750665532107557,Patient_0549750665532107557,F,048Y,77.11071271,,BRAIN,GR,SP\OSP,SAT2,2D,*me2d1r3,3.0,420.0,12.0,1,123.25999,1H,1.0,3.0,3.54,397,3.0,100,100.0,220.0,syngo MR E11,AX T2 STAR,Body,256\0\0\256,COL,30,HFS,1.3.6.1.4.1.55648.6926589987617370675449629801671450,1.3.6.1.4.1.55648.6926589987617370675449629801671450.5,5,1,21,-84.142383575439\-28.082021994168\-166.49966807319,1\0\0\0\0.95013451358537\0.31184035353671,,,-149.4399735,1,MONOCHROME2,512,512,0.3515625\0.3515625,16,12,11,0,0.0,752.0,359,782,,,,,,,,,,,,,,,,,,,,"MRI-3T CERVICAL SPINE NON CONTRAST History: Cervical radiculopathy. History of subtotal thyroidectomy. Technique: Sagittal T1, T2 and STIR images were supplemented by axial gradient echo images through the disc spaces. This study was performed on a 3.0 Tesla system. Prior examinations: None. Alignment: Reversal of cervical lordosis centered at the C4-5 level. Disc spaces: Advanced degenerative disc disease at C4-5 and C5-6. C4-5: Central disc herniation with minimal compression of the spinal cord but not the C5 nerve roots. C5-6: Disc herniation and endplate osteophytes with mild compression the right C6 nerve root. Spinal cord: The spinal cord has a normal signal. Specifically, there is no edema, myelomalacia, intramedullary mass, syrinx or demyelinating lesion. Craniocervical junction: Normal. Vertebral bodies: No compression fractures are seen. Posterior fossa: Normal. Paraspinal soft tissues: No primary aerodigestive tract lesion or pathologic nodal mass is seen. Thyroid gland: Not evaluated on this MR examination of the cervical spine. Bone marrow signal: Mild reactive endplate edema adjacent to the C4-5 disc. ----- Page Break ----- Facet joints: Normal. ------------------------- IMPRESSION: Reversal cervical lordosis with advanced degenerative disc disease at C4-5 and C5-6. Disc herniation at C4-5 with minimal compression of the spinal cord and left C5 nerve roots. Disc herniation and endplate osteophytes at C5-6 with mild compression of the right C6 nerve root. ICD-10 Codes: Spondylolysis Cervical (Spine Cervical) - M43.02 Cervical Disc Degeneration C4-C5, C5-C6,C6-C7 (Spine Cervical) - M50.32 Cervical disc disorder at C4-C5 level with radiculopathy (Spine Cervical) - M50.121 Cervical disc disorder at C5-C6 level with radiculopathy (Spine Cervical) - M50.122 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.6926589987617370675449629801671450/1.3.6.1.4.1.55648.6926589987617370675449629801671450.5,1.3.6.1.4.1.55648.6926589987617370675449629801671450/1.3.6.1.4.1.55648.6926589987617370675449629801671450.5.pkl
-,1.3.6.1.4.1.55648.7163905270587090166361159943983968/1.3.6.1.4.1.55648.7163905270587090166361159943983968.11,40,True,,36.56240487,0.000155449,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7163905270587090166361159943983968.11.40,20171230,,113019.8725,986746658,MR,Siemens,AX PD FS,Skyra,Patient_8203684339499781971,Patient_8203684339499781971,M,029Y,72.57478843,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.256886,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.7163905270587090166361159943983968,1.3.6.1.4.1.55648.7163905270587090166361159943983968.11,11,1,40,-164.96406083346\-75.833233917224\-45.965403703111,0.97541361515026\-0.1562546971672\-0.1554115471666\0.145254456222\0.98616667967606\-0.0798525068131,,,-76.79401946,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,2621.0,841,1725,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M25.561 Right knee pain TECHNIQUE: MR imaging of the right knee was performed without IV contrast on a 3.0 Tesla high-field wide-bore magnet. COMPARISON: None FINDINGS: LIGAMENTS: There is a chronic high-grade ACL tear with a thin ligament remnant visualized. The PCL, MCL and lateral collateral ligament complex are intact. EXTENSOR MECHANISM: Intact. Doctor FIRSTNAME LASTNAMERTMENT: The lateral meniscus is intact. The articular cartilage is preserved. Doctor FIRSTNAME LASTNAMERTMENT: The medial meniscus is intact. The articular cartilage is preserved. Doctor FIRSTNAME LASTNAMERTMENT: The patellar and trochlear cartilage are preserved. BONES: There is no fracture or osseous lesion. JOINT FLUID: PHI is no joint effusion or loose body. MUSCLES/TENDONS: Intact. NEUROVASCULAR STRUCTURES: Unremarkable. SUBCUTANEOUS TISSUES: Unremarkable. ------------------------- IMPRESSION: ----- Page Break ----- Chronic high-grade partial-thickness ACL tear with only a thin ligament remnant visualized. ICD 10 - ACL (Anterior Cruciate Ligament) Sprain/Tear, S83.511S Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",42,1.3.6.1.4.1.55648.7163905270587090166361159943983968/1.3.6.1.4.1.55648.7163905270587090166361159943983968.11,1.3.6.1.4.1.55648.7163905270587090166361159943983968/1.3.6.1.4.1.55648.7163905270587090166361159943983968.11.pkl
-,1.3.6.1.4.1.55648.0830985849733100617725857380785986/1.3.6.1.4.1.55648.0830985849733100617725857380785986.4,80,True,,56.54021978,0.000220299,,ORIGINAL\PRIMARY\OTHER,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0830985849733100617725857380785986.4.1,20180308,101618.827,101618.827,946723504,MR,Hitachi Medical Corporation,S-Map,OASIS,Patient_0910681905209802957,Patient_0910681905209802957,F,023Y,65.772,,LSPINE,GR,NONE,,3D,S-Map,10.6,4.0,1.0,1,49.399502,1H,1.0,1.16,10.6,32,,35,120.0,,V5.0C,S-Map,,0\32\32\0,ROW,5,FFS,1.3.6.1.4.1.55648.0830985849733100617725857380785986,1.3.6.1.4.1.55648.0830985849733100617725857380785986.4,4,0,1,210.4057\-134.7956\170,0\1\0\0\0\-1,,-1908.0,-210.41,1,MONOCHROME2,64,64,5.3125\5.3125,16,12,11,1,0.0,100.0,706,1411,4.0,,0.0,,RAPID Body,,,0.0,,,100.0,100.0,0.0,0.0,0.0,340.0,40.0,1.0,1\1,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain M54.41 Lower back pain with right sciatica M54.42 Lower back pain with left sciatica M79.605 Left Leg Pain CLINICAL HISTORY: 23-year-old female with low back pain radiating to both legs, left more than right, worse since previous exam. TECHNIQUE: Sagittal and axial images of the lumbar spine were obtained on a 1.2 Tesla open MR scanner. COMPARISON: A previous MR scan of the lumbar spine dated MM/DD/YYYY was available for review. FINDINGS: No fractures, lytic, or blastic disease is identified. The conus is normal in signal and ends at the level of the L1-2 interspace. The thecal sac is mildly anomalous as it ends at approximately the L5 level with the more distal roots coursing through intraspinal fat. No abnormal intradural filling defects are demonstrated. At L1-2, L2-3, and L3-4, the discs are preserved. The canal and foramen are clear. At L4-5, the disc is abnormal in signal, bulges slightly, and demonstrates a focal projection into the midline and right side of the ventral epidural space consistent with a herniation. The herniation extends slightly inferior from the actual level of the interspace in the ventral epidural space. A very subtle degenerative retrolisthesis of L4 posteriorly on L5 accompanies these changes. The configuration of the facets plus the bulge and herniation cause a mild to moderate bilateral lateral recess stenosis of the canal through which both L5 roots traverse. The herniation causes minimal if any defect on the thecal sac due to the configuration of the thecal sac with a relatively ""early termination"". The foramen are clear. At L5-S1, a focal projection of the disc in the midline extending to the right is consistent with a herniation and is compressing the right S1 nerve root in the lateral recess. The foramen are clear. ----- Page Break ----- ------------------------- IMPRESSION: No change from the prior examination. Herniations at L4-5 and L5-S1 are present. The distal thecal sac is mildly anomalous with an ""early termination"". ICD 10 - Herniated disc L5-S1, M51.27 Herniated disc lumbar spine, M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.0830985849733100617725857380785986/1.3.6.1.4.1.55648.0830985849733100617725857380785986.4,1.3.6.1.4.1.55648.0830985849733100617725857380785986/1.3.6.1.4.1.55648.0830985849733100617725857380785986.4.pkl
-,1.3.6.1.4.1.55648.9271509911215736097430470298655235/1.3.6.1.4.1.55648.9271509911215736097430470298655235.6,105,True,,92.65505552,0.000220299,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D\DFC,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9271509911215736097430470298655235.6.1,20190125,,143323.07,789776100,MR,Siemens,AX DWI_TRACEW_DFC_MIX,Skyra,Patient_1940082846726627859,Patient_1940082846726627859,F,055Y,86.18256126,,ABDOMEN,EP,SK\SP\OSP,SFS,2D,*ep_b50t,5.0,6000.0,51.0,2,123.256886,1H,1.0,3.0,6.0,106,35.0,100,80.597015,2330.0,syngo MR E11,AX DWI,Body,134\0\0\108,COL,90,FFS,1.3.6.1.4.1.55648.9271509911215736097430470298655235,1.3.6.1.4.1.55648.9271509911215736097430470298655235.6,6,1,1,-171.66150712359\-136.88067722321\116.45957143175,0.9997806834792\0\-0.0209424196753\0\1\0,,,112.8390226,1,MONOCHROME2,216,268,1.4925372600555\1.4925372600555,16,12,11,0,0.0,1155.0,310,798,,,,,,,,,,,,,,,,,,,,"MRI-3T ABD/ADoctor LASTNAME /LIVER PRE AND POST IV CONTRAST History: R93.8 Abnormal Radiologic Study C64.2 Malignant neoplasm of left kidney, except renal pelvis Technique: Magnetic resonance imaging of the abdomen was performed on a 3.0 Tesla ultra high field wide bore system. A multiplanar multisequence examination was performed with images obtained before and after the intravenous administration of 8 cc Gadavist. Comparison: MR abdomen MM/DD/YYYY. MR abdomen MM/DD/YYYY. Findings: LIVER: Smooth hepatic contour. No suspicious focal lesions. No biliary ductal dilatation. No perihepatic ascites. Patent portal, hepatic veins. Moderate hepatic steatosis. Anterior right hepatic dome 0.9 x 0.8 cm enhancing nodule (series 19 image 20) is overall stable dating back to MM/DD/YYYY with associated faint T2 signal, favored to represent atypical hemangioma versus other lesion such as FNH. Centrally located hepatic dome 0.8 x 0.7 cm nodule (series 19 image 26) with faint increased T2 signal is also favored to have similar differential. GALLBLADDER/BILIARY TREE: Surgically absent gallbladder. There is no intrahepatic or extrahepatic biliary ductal dilatation. . Extra hepatic biliary duct measures 0.4 cm. SPLEEN: Splenomegaly, spleen measures up to 16.0 cm. There are multiple mild to moderate T2 hyperintense lesions within spleen without significant restricted diffusion and demonstrates uniform enhancement postcontrast, similar appearance dating back to MM/DD/YYYY and these are favored to represent multiple splenic hemangiomas. ----- Page Break ----- PANCREAS: Scattered pancreatic cystic foci. No abnormal pancreatic parenchymal signal. No abnormal enhancement or pancreatic mass. Posterior proximal pancreatic body 0.5 x 0.7 cm cystic focus (series 11 image 17) is stable from PHI/DD/YYYY and overall stable from PHI/DD/YYYY with additional scattered punctate cystic pancreatic foci also overall stable. There is no solid or suspicious pancreatic mass. No main pancreatic ductal dilatation. There is no pancreatic edema. ADoctor LASTNAME : No discrete adrenal nodule. KIDNEYS: Normal size. Symmetric enhancement. No hydronephrosis. Left kidney lower pole hemorrhagic/proteinaceous 1.8 x 1.7 cm nodule (series 24 image 75) at the site of prior neoplasm now demonstrating no enhancement. Previously in this location, nodule measured up to 1.7 x 1.6 cm and is overall stable. BOWEL/PERITONEUM: No bowel obstruction or abdominal ascites. ADENOPATHY: No significant abdominal or retroperitoneal lymphadenopathy. ABDOMINAL AORTA: Normal caliber. IVC: Patent. MUSCULOSKELETAL: No aggressive osseous lesion is seen. ------------------------- IMPRESSION: 1. Postablation changes with now nonenhancement of overall stable anterior left kidney lower pole nodule, demonstrating hemorrhagic/proteinaceous change. 2. No suspicious hepatic lesion. Arterially enhancing foci within liver, stable dating back to XX favoring atypical hemangioma/FNH or cyst with hemorrhage among other lesion. 3. Scattered cystic pancreatic foci from PHI, no pancreatic edema or pancreatic mass. No ductal dilatation. Attention on follow-up MRI/MRCP imaging may be obtained as warranted. 4. Splenomegaly with findings of multiple hemangiomas. ----- Page Break ----- Additional codes: Fatty liver. K76.0 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.9271509911215736097430470298655235/1.3.6.1.4.1.55648.9271509911215736097430470298655235.6,1.3.6.1.4.1.55648.9271509911215736097430470298655235/1.3.6.1.4.1.55648.9271509911215736097430470298655235.6.pkl
-,1.3.6.1.4.1.55648.0076129123627976375036614513064281/1.3.6.1.4.1.55648.0076129123627976375036614513064281.4,15,True,,5.804111242,0.000277758,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0076129123627976375036614513064281.4.15,20190611,171942.154,171720.5125,616099027,MR,Siemens,SAG STIR,Aera,Patient_0831657626346594972,Patient_0831657626346594972,M,056Y,101.1511114,,SPINE,SE\IR,SK\SP\MP\OSP,IR,2D,*tirR2d1rr19,4.0,3500.0,93.0,2,63.673045,1H,1.0,1.5,4.72,380,19.0,80,100.0,190.0,syngo MR E11,SAG STIR,Body,256\0\0\205,COL,150,FFS,1.3.6.1.4.1.55648.0076129123627976375036614513064281,1.3.6.1.4.1.55648.0076129123627976375036614513064281.4,4,1,15,38.072010141183\-105.06024169986\43.040520736346,-1.37e-013\1\4.895e-012\0.02792158782826\4.897e-012\-0.999610116462,,,39.25892617,1,MONOCHROME2,256,256,1.015625\1.015625,16,12,11,0,0.0,669.0,158,399,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain M54.42 Lower back pain with left sciatica M79.605 Left Leg Pain R26.2 Difficulty Walking Technique: Multiplanar, multisequence MRI of the lumbar spine was performed without the administration of intravenous contrast . Findings: Priors: Lumbar spine x-ray MM/DD/YYYY The vertebral bodies are normally aligned. Vertebral body heights are maintained. Bone marrow signal intensity is normal. Mild loss of T2 signal involving the intervertebral discs of L4-L5 and L5-S1 compatible with mild disc degeneration. The visualized spinal cord demonstrate normal signal intensity and caliber. The conus medullaris terminates at expected level. At L1-2: Shallow disc bulge without significant spinal canal stenosis or neural foraminal narrowing. At L2-3: No significant spinal canal or neural foraminal stenosis. There is mild thickening of ligamentum flavum and facet arthrosis. At L3-4: Central disc protrusion effacing the ventral thecal sac. There is thickening of ligamentum flavum and mild facet arthrosis contributing to mild spinal canal stenosis. No neural foraminal narrowing. At L4-5: Shallow disc bulge without significant spinal canal stenosis. There is thickening of ligamentum flavum and facet arthrosis. There is mild left-sided neural foraminal narrowing. The right neural foramen is patent. At L5-S1: Asymmetric right-sided diffuse disc bulge with a superimposed superiorly oriented right central disc extrusion which moderately narrows the spinal canal and impinges the descending right S1 nerve root. There is moderate right-sided neural ----- Page Break ----- foraminal narrowing with abutment of the exiting L5 nerve root. The left neural foramen is patent. ------------------------- IMPRESSION: Multilevel spondylosis most pronounced at L5-S1 for which there is an asymmetric right-sided diffuse disc bulge with a superimposed superiorly oriented right central disc extrusion moderately narrowing the spinal canal and impinging the descending right S1 nerve root. There is moderate right-sided neural foraminal narrowing also this level. Mild spinal canal stenosis at L3-L4. Mild left-sided neural foraminal narrowing at L4-L5. ICD 10 - Degeneration lumbar spine, M51.36 Spinal stenosis, M48.06 Herniated disc lumbar spine, M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",67,1.3.6.1.4.1.55648.0076129123627976375036614513064281/1.3.6.1.4.1.55648.0076129123627976375036614513064281.4,1.3.6.1.4.1.55648.0076129123627976375036614513064281/1.3.6.1.4.1.55648.0076129123627976375036614513064281.4.pkl
-,1.3.6.1.4.1.55648.138757556113308624528030244505611/1.3.6.1.4.1.55648.138757556113308624528030244505611.6,30,True,,24.27103353,0.000150204,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.138757556113308624528030244505611.6.30,20180521,,82918.095,802086034,MR,Siemens,AX PD,Skyra,Patient_7494891354618338053,Patient_7494891354618338053,F,076Y,65.31730959,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.252932,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,171,FFS,1.3.6.1.4.1.55648.138757556113308624528030244505611,1.3.6.1.4.1.55648.138757556113308624528030244505611.6,6,1,30,-88.792500966795\-3.6996079085121\-55.534079209877,0.99770180854472\-0.0318521165283\0.0598042130562\-5.2451394e-008\0.88261878656757\0.47008943574387,,,-41.1512524,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1883.0,930,1808,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: Five lumbar vertebral bodies are assumed. Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is straightened. There is mild grade 1 anterolisthesis of L4 on L5. There are no focal aggressive osseous lesions. The vertebral body heights are intact. The conus terminates at L1 and the imaged lower spinal cord demonstrates normal signal intensity and morphology. There is multilevel discogenic degenerative disease with disc dessication and intervertebral disc height narrowing. Multilevel facet arthrosis is also noted. The findings at the individual levels are as follows: T12-L1: There is no significant central canal or neural foraminal stenosis. L1-L2: A shallow disc bulge does not result in significant central canal or neural foraminal stenosis. L2-L3 : A mild disc bulge minimally narrows both neural foramen. L3-L4 : There is a circumferential disc bulge with a superimposed broad-based left foraminal protrusion. This abuts the exiting left L3 nerve roots. Mild-moderate right greater left facet arthrosis is noted. L4-L5: There is severe bilateral facet arthrosis. Uncovering of the disc and a circumferential disc bulge moderately narrows the right greater than left neural foramen, ----- Page Break ----- abutting the exiting right L4 nerve root. Disc material also contacts but does not displace the exiting left L4 nerve root. Mild central canal stenosis is also appreciated. L5-S1: There is moderate-severe bilateral facet arthrosis. A circumferential disc bulge results in mild-moderate bilateral neural foraminal narrowing with impingement of the exiting L5 nerve roots bilaterally. The posterior paraspinal muscles are symmetric. ------------------------- IMPRESSION: Nonspecific straightening of the normal lumbar lordosis with spondylolisthesis at L4-L5. Lower lumbar discogenic degenerative disease and facet arthrosis with abutment of the exiting left L3 nerve root at L3-L4, right L4 nerve root at L4-L5, and impingement of the exiting L5 nerve roots at L5-S1. M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.138757556113308624528030244505611/1.3.6.1.4.1.55648.138757556113308624528030244505611.6,1.3.6.1.4.1.55648.138757556113308624528030244505611/1.3.6.1.4.1.55648.138757556113308624528030244505611.6.pkl
-,1.3.6.1.4.1.55648.053638809148244814741598382210113/1.3.6.1.4.1.55648.053638809148244814741598382210113.9,27,True,,18.49755144,0.00016427,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.053638809148244814741598382210113.9.27,20180510,,122617.1,747815080,MR,Siemens,AX PD,Skyra,Patient_8335054952604333894,Patient_8335054952604333894,M,082Y,113.3981069,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.252995,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,164,FFS,1.3.6.1.4.1.55648.053638809148244814741598382210113,1.3.6.1.4.1.55648.053638809148244814741598382210113.9,9,1,27,-95.104774471995\-22.210925392723\-185.70246408642,0.99974799581246\0.01026032440738\-0.0199667376409\-2.5477811e-008\0.88943834952543\0.45705516340316,,,-157.1151897,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1388.0,822,1562,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, axial proton density, coronal T2. COMPARISON: Correlation is made with the radiographs of MM/DD/YYYY FINDINGS: Five lumbar vertebral bodies are again assumed. Transitional lumbosacral anatomy is noted with a sacralized L5. For the purposes of this dictation, the last well-formed disc space identified as L5-S1. Coronal images demonstrate levocurvature of the lumbar spine. The normal lumbar lordosis is maintained. There is mild retrolisthesis of L1 on L2, L2 on L3 and trace retrolisthesis of L3 on L4. There are no focal aggressive osseous lesions. The vertebral body heights are intact. The conus terminates at T12 and the imaged lower spinal cord demonstrates normal signal intensity and morphology. There is multilevel discogenic degenerative disease with disc dessication and intervertebral disc height narrowing. The findings are most pronounced at L2-L3. The findings at the individual levels are as follows: T12-L1: Only evaluated in the sagittal plane. There is no significant central canal or neural foraminal stenosis. L1-L2: Uncovering of the disc with a circumferential disc bulge and superimposed central disc protrusion is seen in association with posterior osseous ridging. Moderate central canal stenosis results with impingement of the descending L2 nerve roots. Mild-moderate bilateral neural foraminal narrowing is seen with abutment of the exiting L1 nerve roots. L2-L3 : A circumferential disc bulge and posterior osseous ridging result in moderate right, mild left neural foraminal stenosis with abutment of the exiting right L2 nerve root. There is mild-moderate central canal stenosis with abutment of the descending right ----- Page Break ----- L3 nerve root. Bilateral facet arthrosis is present. L3-L4 : A circumferential disc bulge with a superimposed central disc protrusion and posterior osseous ridging results in moderate bilateral neuroforaminal stenosis and impingement of the exiting right greater left L3 nerve roots. Moderate central canal stenosis is also noted in conjunction with ligamentum flavum infolding, with abutment of the descending L4 nerve roots. L4-L5: There is a circumferential disc bulge and posterior osseous ridging resulting in moderate left, mild-moderate neural foraminal stenosis with impingement of the exiting left L4 nerve root. There is mild central canal stenosis. Disc material abuts the descending L5 nerve roots. Mild bilateral ligamentum flavum infolding and facet arthrosis is noted. L5-S1: There is a central/left paracentral broad-based disc protrusion, which abuts the descending left S1 nerve root. Moderate left neural foraminal stenosis is also noted with disc material contacting but not displacing the exiting left L5 nerve root. There is mild facet arthrosis. The posterior paraspinal muscles are maintained. ------------------------- IMPRESSION: Transitional lumbosacral anatomy. Levoscoliosis with multilevel discogenic degenerative disease and facet arthrosis resulting in up to moderate central canal stenosis at L1-L2 and L3-L4 with impingement/abutment of the respective descending nerve roots. Bilateral neural foraminal stenosis at multiple levels, with impingement of the exiting L3 nerve roots at L3-L4, left L4 nerve root at L4-L5, and left L5 nerve root at L5-S1. Additional findings, as above. M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",49,1.3.6.1.4.1.55648.053638809148244814741598382210113/1.3.6.1.4.1.55648.053638809148244814741598382210113.9,1.3.6.1.4.1.55648.053638809148244814741598382210113/1.3.6.1.4.1.55648.053638809148244814741598382210113.9.pkl
-,1.3.6.1.4.1.55648.3851138988591893375912208068607659/1.3.6.1.4.1.55648.3851138988591893375912208068607659.8,66,True,,50.9653275,0.000294209,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3851138988591893375912208068607659.8.1,20180522,,125526.1125,266584401,MR,Siemens,AX DWI_TRACEW,Skyra,Patient_8016040041497038962,Patient_8016040041497038962,M,061Y,86.18256126,,BRAIN,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,6600.0,98.0,1,123.239775,1H,1.0,3.0,4.8,143,71.0,100,100.0,1040.0,syngo MR E11,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.3851138988591893375912208068607659,1.3.6.1.4.1.55648.3851138988591893375912208068607659.8,8,1,1,-140.75607783318\-124.60370416613\-59.424592749528,0.99777644602757\-0.0314599641315\-0.0587574200373\0.02421087228978\0.9924488129362\-0.1202463611279,,,-82.40304636,1,MONOCHROME2,192,192,1.3541666269302\1.3541666269302,16,12,11,0,0.0,2162.0,247,626,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN NON CONTRAST HISTORY: CLINICAL HISTORY: 61-year-old male with difficulty walking. TECHNIQUE: Sagittal, coronal, and axial images of the brain were obtained with a 3 Tesla MR scanner. COMPARISON: No prior correlative imaging was available for review. FINDINGS: No intracranial masses or acute hemorrhages are demonstrated. Midline structures are normal in position and ventricles are normal in size. However, a rim of abnormal signal in the periventricular white matter approximately 5 to 10 mm thick surrounds the lateral ventricles and innumerable focal areas of abnormal parenchymal signal generally 1 cm or less in size are scattered throughout the deep white matter in the hemispheres bilaterally. Several foci are in the subcortical white matter and in the cortex including in the right parietal lobe. Abnormal signal is also scattered in the pons. Several of the abnormal foci are associated with susceptibility artifact indicative of remote blood products with a prominent such lesion in the left thalamus. Also in the posterior left thalamus is a 3 mm focus of abnormal signal with characteristics of an acute/subacute infarct. The major vessels are patent. ------------------------- IMPRESSION: No masses or acute hemorrhages. A small left thalamic infarct is acute/subacute on a background of multiple old small infarcts and advanced chronic leukoencephalopathy from cerebrovascular disease. - Stroke/Cerebral Infarction I63.9, I 67.82 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ----- Page Break -----",28,1.3.6.1.4.1.55648.3851138988591893375912208068607659/1.3.6.1.4.1.55648.3851138988591893375912208068607659.8,1.3.6.1.4.1.55648.3851138988591893375912208068607659/1.3.6.1.4.1.55648.3851138988591893375912208068607659.8.pkl
-,1.3.6.1.4.1.55648.025480173746947695229457168626793/1.3.6.1.4.1.55648.025480173746947695229457168626793.5,30,True,,27.53652334,0.001057863,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.025480173746947695229457168626793.5.30,20200331,,,229265269,MR,Siemens,AX PD,Amira,Patient_420132312414691501,Patient_420132312414691501,M,055Y,104.3262584,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,42.0,1,63.676639,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.025480173746947695229457168626793,1.3.6.1.4.1.55648.025480173746947695229457168626793.5,5,1,30,-91.78223991394\-36.449618810549\-117.45195403325,1\0\0\0\0.93437690252199\0.35628612663619,,,-96.7578995,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,3079.0,928,2091,,,,,,,,,,,,,,,,,,,,"EXAM: 1.5 Tesla Lumbar spine MRI without contrast. HISTORY: M54.5 Lower Back Pain TECHNIQUE: Axial and sagittal multi-weighted images of the lumbar spine were obtained. COMPARISON: None. FINDINGS: CONUS: Terminates in normal position and demonstrates normal signal characteristics. CAUDA EQUINA: Unremarkable. OSSEOUS STRUCTURES: Vertebral bodies are normal height without fractures. ALIGNMENT: No vertebral body listhesis is present. BONE MARROW: Normal bone marrow signal. No focal osseous lesion is seen. PARASPINAL SOFT TISSUES: Paraspinal soft tissues are unremarkable. T12-L1: No disc herniation, central canal, or foraminal stenosis. L1-L2: No disc herniation, central canal, or foraminal stenosis. L2-L3: No disc herniation, central canal, or foraminal stenosis. L3-L4: No disc herniation, central canal, or foraminal stenosis. L4-L5: There is what appears to be a large disc herniation with cephalad extrusion of disc displacing the thecal sac and causing left foraminal stenosis. Other etiologies such as a nerve root neoplasm cannot be excluded on the basis of this examination therefore repeat examination after intravenous contrast injection is suggested if surgical intervention is contemplated L5-S1: There is a disc bulge with superimposed protrusion with small annular tear on the left side causing moderate left foraminal stenosis. ------------------------- IMPRESSION: Large disc herniation at L4-L5 with cephalad extrusion of disc displacing the thecal sac and causing left foraminal stenosis. Repeat examination after the administration of intravenous contrast is recommended if surgical intervention is contemplated. Disc bulge at L5 measures 1. Superimposed left disc protrusion on the left side causing ----- Page Break ----- moderate left foraminal stenosis. ICD 10 - Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",33,1.3.6.1.4.1.55648.025480173746947695229457168626793/1.3.6.1.4.1.55648.025480173746947695229457168626793.5,1.3.6.1.4.1.55648.025480173746947695229457168626793/1.3.6.1.4.1.55648.025480173746947695229457168626793.5.pkl
-,1.3.6.1.4.1.55648.3247647453237288159973744417073879/1.3.6.1.4.1.55648.3247647453237288159973744417073879.5,25,True,,36.2408793,0.000266314,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3247647453237288159973744417073879.5.25,20181108,,111241.835,265543600,MR,Siemens,AX PD,Skyra,Patient_8127686501027579740,Patient_8127686501027579740,F,072Y,68.94604901,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.230978,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.3247647453237288159973744417073879,1.3.6.1.4.1.55648.3247647453237288159973744417073879.5,5,1,25,-85.604832224931\-30.073380969396\-10.697011640857,0.99805643665984\0.02125258372448\-0.0585805166152\-8.438362e-009\0.94004792205526\0.34104237894959,,,-5.134391696,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1627.0,896,1789,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain radiates into the left leg for 1 year. No trauma ICD- M51.26 Herniated disc lumbar spine M79.2 Neuralgia and neuritis, unspecified M54.5 Lower Back Pain Technique: MRI of the lumbar spine was performed on a 3.0 Tesla ultra high field magnetic resonance imaging unit utilizing sagittal T2, T1 and STIR sequences as well as angled axial proton density images through the disc spaces. There are no prior studies available for comparison. Findings: There is slight left convex curvature of the lumbar spine. Vertebral bodies are normal in height without a fracture or pars defect. Signal arising from bone marrow does not demonstrate an aggressive osseous lesion or infiltrative process. The lower cord and conus are normal in signal and morphology. Sagittal images include to the T11-T12 level and there are shallow posterior disc protrusions at T11-T12 and T12-L1. At L1-2, There is moderate circumferential disc osteophytic ridge which extends into the neural foramen bilaterally. There is moderate facet arthrosis. There is mild thecal sac compression. There is mild bilateral foraminal stenosis. At L2-3, there is moderate loss of disc height and disc bulging. There is a shallow posterior disc protrusion. There is moderate facet arthrosis. There is ligamentum flavum thickening. There is mild to moderate thecal sac compression. There is mild to moderate bilateral foraminal stenosis. At L3-4, there is posterior disc bulging and loss of disc height. There is moderate facet arthrosis. There is mild thecal sac compression. There is mild to moderate bilateral foraminal stenosis. At L4-5, There is a small circumferential disc bulge. There is a small right foraminal disc protrusion. Disc osteophytic ridging extends into both neural foramen. There is ----- Page Break ----- moderate facet arthrosis. There is no thecal sac compression. There is moderate to severe bilateral foraminal stenosis. There is mild impingement of exiting nerve roots. At L5-S1, There is a small circumferential disc bulge. Disc osteophytic ridging extends into the left neural foramen. There is no thecal sac compression. There is moderate to severe left foraminal stenosis with mild impingement of exiting nerve root. Paraspinal musculature is symmetric. There is no bulky lymphadenopathy. ------------------------- IMPRESSION: L2-L3 there is mild to moderate thecal sac compression and foraminal stenosis. L3-L4 there is mild to moderate foraminal stenosis. L4-L5 there is moderate to severe bilateral foraminal stenosis. There is a small right foraminal disc protrusion. L5-S1 there is moderate to severe left foraminal stenosis. ICD 10 - Herniated disc lumbar spine, M51.26 Degeneration lumbar spine, M51.36 Spinal stenosis, M48.061 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",84,1.3.6.1.4.1.55648.3247647453237288159973744417073879/1.3.6.1.4.1.55648.3247647453237288159973744417073879.5,1.3.6.1.4.1.55648.3247647453237288159973744417073879/1.3.6.1.4.1.55648.3247647453237288159973744417073879.5.pkl
-,1.3.6.1.4.1.55648.9978425181315856549510652922507042/1.3.6.1.4.1.55648.9978425181315856549510652922507042.9,156,True,,53.63653946,0.000242472,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9978425181315856549510652922507042.9.1,20190801,,94316.005,831204228,MR,Siemens,ToF ROUTINE .7X.7X.7,Espree,Patient_8431902490278952429,Patient_8431902490278952429,F,075Y,113.3981069,,HEAD,GR,TOF\MTC\SP,PFP\SAT1\MT,3D,*fl3d1r_t70,0.699999988,37.0,7.0,1,63.66089,1H,1.0,1.5,20.3,205,1.0,100,80.0,100.0,syngo MR B19,ToF ROUTINE .7X.7X.7,Body,0\320\256\0,ROW,20,HFS,1.3.6.1.4.1.55648.9978425181315856549510652922507042,1.3.6.1.4.1.55648.9978425181315856549510652922507042.9,9,1,1,-79.783466563809\-76.01610360821\-85.625603846913,0.99990158786779\-1.96275934e-007\0.0140290619586\2.05078e-010\0.99999999990234\1.397605034e-005,,,-84.49682774,1,MONOCHROME2,320,256,0.6875\0.6875,16,12,11,0,0.0,378.0,159,364,,,,,,,,,,,,,,,,,,,,"MRA-HEAD NON CONTRAST History: I67.1 Aneurysm Technique: Diffusion images were obtained through the entire brain. The intracranial arterial circulation was evaluated using a 3-D time of flight technique. MIP, subvolume MIP and source images were all reviewed. The study was performed on a 1.5 Tesla system. Prior examinations: This study is interpreted in comparison to prior examinations dated PHI MM, YYYY. Findings: Visualized distal cervical and intracranial segments of the both internal carotids arteries are normal in caliber. Right A1 segment is hypoplastic and there is well-developed anterior communicating artery. Anterior cerebral arteries are otherwise normal in caliber. There is susceptibility artifact related to anterior communicating artery aneurysm coiling. Again seen 1 mm focus of flow related enhancement at the base of the coil mass, similar to prior study. V4 segment of the vertebral arteries, basilar artery and posterior cerebral arteries are normal in caliber. Diffusion images do not demonstrate any acute or evolving infarct. ------------------------- IMPRESSION: Stable examination demonstrating coil embolization of anterior communicating artery aneurysm as above. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",10,1.3.6.1.4.1.55648.9978425181315856549510652922507042/1.3.6.1.4.1.55648.9978425181315856549510652922507042.9,1.3.6.1.4.1.55648.9978425181315856549510652922507042/1.3.6.1.4.1.55648.9978425181315856549510652922507042.9.pkl
-,1.3.6.1.4.1.55648.287477120624608703568803014847724/1.3.6.1.4.1.55648.287477120624608703568803014847724.4,156,True,,170.5199757,0.000389814,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.287477120624608703568803014847724.4.1,20170227,160056.285,155911.15,255267751,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_4666782467963544290,Patient_4666782467963544290,M,042Y,80.73945213,,HEAD,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,28.0,7.15,1,63.673238,1H,1.0,1.5,17.4,319,1.0,100,100.0,120.0,syngo MR D13E,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.287477120624608703568803014847724,1.3.6.1.4.1.55648.287477120624608703568803014847724.4,4,1,1,-87.541762132945\-94.327068857881\-96.481328148438,0.99880187125684\0.01243302820387\0.04733119250053\-2.90189e-010\0.9671878452327\-0.254062338874,,,-112.8559824,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,414.0,125,318,4.0,,,,,,,,,,,,,,,,,,,"MRA-HEAD W/O CON HISTORY: CLINICAL HISTORY: 42-year-old male with dizziness, syncope. Previous MR imaging exams from PHI/DD/YYYY demonstrated low right frontal encephalomalacia consistent with a prior trauma but otherwise were normal. TECHNIQUE: Initially, an axial diffusion weighted sequence for localization purposes was obtained. Then a three-dimensional time-of-flight data set was acquired over the cerebral circulation. The data was reconstructed into axial images and also reformatted into three-dimensional renderings which were reviewed in multiple projections. COMPARISON: No previous angiographic imaging was available for review but the MR imaging of the brain from PHI/DD/YYYY was available for review. FINDINGS: The initial imaging did not disclose any acute infarcts. Midline structures remain normal in position and ventricles normal in size. Angiography demonstrates the right vertebral artery is well-developed. The left vertebral artery is hypoplastic with the dominant flow into the left PICA. Only a small hypoplastic segment flows from the left PICA to the vertebrobasilar junction. The vertebrobasilar junction is normal. Both aicas, superior cerebellar arteries and posterior cerebral arteries originate from the basilar artery. The P1 segments of the posterior cerebral arteries bilaterally are slightly hypoplastic and a significant contribution to the distal PCA territories arises from the carotid arteries bilaterally. The internal carotid arteries bilaterally flow into their respective anterior and middle cerebral arteries. Well-developed posterior communicating arteries bilaterally are present and flow to the posterior cerebral arteries. No intracranial aneurysms or vascular malformations are identified. The vessels taper normally. No stenoses or occlusions are identified. ----- Page Break ----- ------------------------- IMPRESSION: Normal examination. - Chronic cerebral ischemia I67.82 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",73,1.3.6.1.4.1.55648.287477120624608703568803014847724/1.3.6.1.4.1.55648.287477120624608703568803014847724.4,1.3.6.1.4.1.55648.287477120624608703568803014847724/1.3.6.1.4.1.55648.287477120624608703568803014847724.4.pkl
-,1.3.6.1.4.1.55648.9546175307127883835638757875701009/1.3.6.1.4.1.55648.9546175307127883835638757875701009.7,64,True,,54.77894974,0.000166178,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9546175307127883835638757875701009.7.1,20191106,193359.216,193019.3025,618618044,MR,Siemens,COR 3D T2 IAC,Aera,Patient_6770959155440041492,Patient_6770959155440041492,M,041Y,106.1406281,,HEAD,SE,SK\SP,PFP\SAT2,3D,*spcR_88,0.600000024,1200.0,263.0,2,63.676337,1H,1.0,1.5,,297,82.0,100,100.0,345.0,syngo MR E11,COR 3D T2 IAC,Body,0\320\320\0,ROW,150,HFS,1.3.6.1.4.1.55648.9546175307127883835638757875701009,1.3.6.1.4.1.55648.9546175307127883835638757875701009.7,7,1,1,-86.434728409995\-26.977496743738\36.612202468199,0.99631192298774\0.07758850040259\-0.0366411888146\-0.0356171959756\-0.0145411591418\-0.9992597110069,,,-20.57512523,1,MONOCHROME2,640,640,0.28125\0.28125,16,12,11,0,0.0,430.0,167,420,,,,,,,,,,,,,,,,,,,,"EXAM: MRI-BRAIN PRE AND POST IV CONTRAST HISTORY: G40.89 Other seizures TECHNIQUE: MRI of the brain/IAC without and with intravenous contrast. Examination consists of multiple pulse sequences acquired in sagittal, axial and coronal planes including T1, T2, and diffusion weighted images as well as thin section axial and coronal images through the internal auditory canal after contrast with thin section high-resolution axial T2-weighted images through the internal auditory canals and cranial nerves. Study is performed on a 3.0 Tesla magnet. Contrast dose: 7cc Doctor FIRSTNAME LASTNAMERISON: None. FINDINGS: Internal auditory canal MRI without and with intravenous contrast: CRANIAL NERVES: No abnormal enhancement or masses on postcontrast images. The visualized cranial nerves are unremarkable. Specifically, the 5th, 7th and 8th cranial nerves within the internal auditory canal are normal and I do not see a vestibular schwannoma. No abnormality and Meckel's cave. COCHLEA, LASTNAME, FIRSTNAME MIDDLENAME :Unremarkable. CAVERNOUS SINUSES: Normal. Middle ears and mastoid:Clear. Brain MRI without and with intravenous contrast: INTRACRANIAL HEMORRHAGE: None. MIDLINE SHIFT OR MASS EFFECT: None. VENTRICLES: Within normal limits. SULCI: Within normal limits. DIFFUSION WEIGHTED IMAGING: No restricted diffusion or acute infarct. Doctors. NAME RENCHYMA: Normal brain parenchymal signal characteristics and morphology. Normal myelination pattern. POST CONTRAST IMAGES: No abnormal enhancement or masses. ----- Page Break ----- MIDLINE STRUCTURES: Within normal limits. No LASTNAME malformation. VASCULAR FLOW VOIDS AND MAJOR DURAL SINUSES: Patent. SKULL AND OSSEOUS STRUCTURES. Unremarkable. VISUALIZED SINUSES: Clear ORBITS: Unremarkable. SOFT TISSUES: Unremarkable. ------------------------- IMPRESSION: Normal MRI of the brain/internal auditory canal. Specifically, trigeminal nerves are normal. No evidence of old palsy. ICD 10 - Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",38,1.3.6.1.4.1.55648.9546175307127883835638757875701009/1.3.6.1.4.1.55648.9546175307127883835638757875701009.7,1.3.6.1.4.1.55648.9546175307127883835638757875701009/1.3.6.1.4.1.55648.9546175307127883835638757875701009.7.pkl
-,1.3.6.1.4.1.55648.3849378917505821756428516770435451/1.3.6.1.4.1.55648.3849378917505821756428516770435451.15,80,True,,73.51131034,0.000135899,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3849378917505821756428516770435451.15.1,20180513,,112030.15,807142335,MR,Siemens,COR T1 FS POST,Skyra,Patient_9298027890665281668,Patient_9298027890665281668,M,057Y,86.18256126,,ABDOMEN,GR,SP\OSP,PFP\FS,3D,*fl3d1,3.0,3.0,1.1,1,123.231171,1H,1.0,3.0,,243,1.0,75,100.0,600.0,syngo MR E11,COR T1 FS POST,Body,0\288\216\0,ROW,9,FFS,1.3.6.1.4.1.55648.3849378917505821756428516770435451,1.3.6.1.4.1.55648.3849378917505821756428516770435451.15,15,1,1,-198.81926953793\-121.39156627655\209.10842610896,1\0\0\0\0\-1,,,-121.3915663,1,MONOCHROME2,288,288,1.388888835907\1.388888835907,16,12,11,0,0.0,235.0,131,327,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: Follow-up Bosniak 2F cyst. Q61.8 Other cystic kidney diseases An MRI of the abdomen without and with 9 cc Gadavist was obtained on a 3 Tesla ultra high field wide bore MRI. Examination was performed under moderate conscious sedation, with intravenous medications administered by a board certified anesthesiologist. Pulse oximetry, heart rate and blood pressure were continuously monitored. Comparison is made with abdominal MRI from PHI/DD/YYYY and MM/DD/YYYY. Kidneys: There is no drastic change in known complex Bosniak type II F cyst emanating from the midpole of the right kidney posterior laterally. It demonstrates 1 cm hemorrhagic nodular component superiorly and multicystic/multiseptated morphology. It spans about 5.2 cm in longest length. Widest axial dimensions measure about 4.5 x 3.5 cm. Dominant cyst from the left kidney now measures up to 6.4 cm. There is no other suspicious renal mass. There is no hydronephrosis. Retroperitoneum: There is left-sided retroaortic renal vein. Abdominal aorta is not aneurysmal. There is no suspicious adenopathy. Liver: There is no hepatomegaly. There is no suspicious mass. Spleen: There is no splenomegaly. There is no suspicious mass. Gallbladder/biliary tree: Gallbladder is not pathologically distended. There is no biliary dilatation. ----- Page Break ----- Pancreas: There is no pancreatitis. There is no pancreatic ductal dilatation. There is no suspicious mass. Adrenals: There is no suspicious adrenal mass. GI: Visualized GI tract shows nonspecific, nonobstructive bowel gas pattern. Bony structures, abdominal wall, soft tissue: There is enhancement along the posterior aspect of the lumbar spine, perhaps sequela from spinal stenosis surgery. Correlate with patient's back symptom. ------------------------- IMPRESSION: No drastic change in known complex Bosniak type II F cyst from the right kidney. Follow-up study can be obtained in one year. Renal cysts. N28.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.3849378917505821756428516770435451/1.3.6.1.4.1.55648.3849378917505821756428516770435451.15,1.3.6.1.4.1.55648.3849378917505821756428516770435451/1.3.6.1.4.1.55648.3849378917505821756428516770435451.15.pkl
-,1.3.6.1.4.1.55648.118343189179326969695279308313135/1.3.6.1.4.1.55648.118343189179326969695279308313135.14001,60,True,,43.18824506,0.000230789,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.118343189179326969695279308313135.14001.1,20191112,,93938.4025,1478596,MR,Siemens,AX DWI_TRACEW,MAGNETOM Vida,Patient_1741231737943750260,Patient_1741231737943750260,F,049Y,68.0388,,BRAIN,GR\EP,SK,PFP\FS\PER,2D,*ep_b0,4.0,6400.0,98.0,1,123.173975,1H,,3.0,4.8,192,71.0,100,100.0,1042.0,syngo MR XA10,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.118343189179326969695279308313135,1.3.6.1.4.1.55648.118343189179326969695279308313135.14001,14001,1,1,-127.227\-121.098\-74.5966,0.999897\0.00734762\0.0123024\-0.00837692\0.996275\0.0858207,,,-62.4324,1,MONOCHROME2,192,192,1.35417\1.35417,16,12,11,0,0.0,4095.0,343,785,,,,,HeadNeck_20_TCS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T BRAIN NON CONTRAST History: Chronic headaches, migraines, remote history of head trauma. SLE. Technique: MR imaging of the brain was obtained without use of intravenous contrast on a 3.0 Tesla system. Comparison examination : There are no prior studies available for comparison with this examination. Brain parenchyma: There are a few scattered subcortical white matter lesions in the left cerebral hemisphere with sparing of the corpus callosum, brainstem and posterior fossa white matter tracts. The lesions are all less than 5 mm in diameter and without associated diffusion of arteries, restriction, edema or mass effect. Within the brain parenchyma there is no mass, mass effect or edema. No acute or evolving infarct is seen but there is a chronic lacunar type infarct in the left side of the pons. Extra-axial spaces: No abnormal extra-axial collection or mass is noted. Blood products: No intracranial hemorrhage is seen. Ventricles and sulci: The ventricles and sulci are normal for a patient of this age. Intracranial vessels: Normal. Craniocervical junction: Normal. Orbits: No orbital masses are seen. The globes, extraocular muscles, lacrimal glands and optic nerves are normal. Paranasal sinuses: Normally aerated. Temporal bones: Normal. ------------------------- IMPRESSION: ----- Page Break ----- Scattered subcortical white matter lesions in the left cerebral hemisphere. While these lesions are nonspecific in appearance they probably represent areas of microvascular ischemia that can be seen in patients with headache syndromes. Chronic lacunar infarct in the left side of the pons. Stroke/Infarcts (Brain Parenchyma) - I63.9 Chronic cerebral ischemia I67.82 White matter disease, unspecified R90.82 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",28,1.3.6.1.4.1.55648.118343189179326969695279308313135/1.3.6.1.4.1.55648.118343189179326969695279308313135.14001,1.3.6.1.4.1.55648.118343189179326969695279308313135/1.3.6.1.4.1.55648.118343189179326969695279308313135.14001.pkl
-,1.3.6.1.4.1.55648.2212612341592840446622401531566992/1.3.6.1.4.1.55648.2212612341592840446622401531566992.7,25,True,,21.34582472,0.000152111,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2212612341592840446622401531566992.7.25,20191009,,191208.015,853319190,MR,Siemens,AX PD,Skyra,Patient_2977485580500585986,Patient_2977485580500585986,F,032Y,72.57478843,,BRAIN,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.227826,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,HFS,1.3.6.1.4.1.55648.2212612341592840446622401531566992,1.3.6.1.4.1.55648.2212612341592840446622401531566992.7,7,1,25,-100.875\-31.655149079356\-572.58692551595,1\0\0\0\0.91844636706283\0.39554553572136,,,-513.3693287,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2683.0,1128,2342,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5. History motor vehicle collision. TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is maintained. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of fracture infiltrative process. The vertebral body heights are intact. Intervertebral Discs: Normal Disc Height and Signal. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L3-L4: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L4-5: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L5-S1: Broad-based Protruded Central disc herniation with bilateral subarticular stenosis encroaching on the descending S1 nerve roots bilaterally. No neural foraminal narrowing. The urinary bladder or other cystic structure abuts the margin of the sacrum and L5-S1 disc space is atypical. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: Prominent cystic structure versus atypical location of the urinary bladder which abuts the anterior margin of the sacrum and L5-S1 disc space. Pelvic ultrasound is recommended for further evaluation L5-S1: Broad-based Protruded Central disc herniation with bilateral subarticular stenosis encroaching on the descending S1 nerve roots bilaterally. No neural foraminal narrowing. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.2212612341592840446622401531566992/1.3.6.1.4.1.55648.2212612341592840446622401531566992.7,1.3.6.1.4.1.55648.2212612341592840446622401531566992/1.3.6.1.4.1.55648.2212612341592840446622401531566992.7.pkl
-,1.3.6.1.4.1.55648.0720082802962927096358782385236584/1.3.6.1.4.1.55648.0720082802962927096358782385236584.5,30,True,,24.70319104,0.000187397,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0720082802962927096358782385236584.5.30,20200409,,151245.2825,634035016,MR,Siemens,AX PD,Skyra,Patient_6121328862179253092,Patient_6121328862179253092,F,032Y,63.50293988,,TSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.257323,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,HFS,1.3.6.1.4.1.55648.0720082802962927096358782385236584,1.3.6.1.4.1.55648.0720082802962927096358782385236584.5,5,1,30,-113.58798904143\-21.735254525324\-512.34158845935,0.9988365101635\0.01459871747231\-0.045961977901\-2.2530013e-008\0.95307886780255\0.3027221031709,,,-486.6394721,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2186.0,897,1854,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post motor vehicle collision in MONTH XX. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: No prior studies available for comparison. FINDINGS: There is apparently a transitional vertebra at the lumbosacral junction, which corresponds to a lumbarized S1 vertebra, with a well-formed S1-S2 disc space. This was determined in conjunction with the thoracic spine study performed on the same date. Accordingly, there are 6 lumbar type vertebral bodies, and the conus medullaris is situated at L1-L2. Sagittal images demonstrate mild accentuation of the normal lumbar lordosis. Evaluation of vertebral configuration demonstrates mild anterior wedging of the L1 and L2 vertebral bodies, which may represent normal anatomic variation or possibly mild chronic compression deformities. The remainder of the lumbar vertebrae, as well as the lumbarized S1 vertebra, maintain normal height. Vertebral marrow signal is normal. There is no evidence of marrow edema or marrow replacement. There is mild generalized loss of disc signal in the lumbar region, on the T2-weighted sequence, which reflects early disc desiccation. There is mild associated disc space narrowing at T12-L1, L1-L2 and L2-L3. The remainder of the lumbar disc spaces, including the well-formed transitional S1-S2 disc space, maintain normal height. There are intraosseous discal herniations at all levels from T12-L1 through L4-L5. At L1-L2, there is also left paracentral posterior herniation of the disc, which deforms the left ventral thecal sac. ----- Page Break ----- There is no evidence of disc bulge or herniation at L5-S1 or S1-S2. The facet joints demonstrate normal alignment. There is no evidence of central spinal stenosis. The neural foramina are bilaterally patent. The conus medullaris is normal in position (L1-L2) and appearance. There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Transitional lumbarized S1 vertebra, with a well-formed S1-S2 disc space. The numbering of the vertebrae was performed in conjunction with the thoracic spine MRI performed on the same date. Please note that the lumbar vertebrae are numbered accordingly for the purposes of this report. 2. Mild anterior wedging of the L1 and L2 vertebral bodies. 3. Intraosseous discal herniations at all levels from T12-L1 through L4-L5. 4. Left paracentral disc herniation at L1-L2, with mass effect on the left ventral thecal sac. 5. Lumbar hyperlordosis. The above findings may be compatible with Scheuermann's disease. Please correlate clinically. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.0720082802962927096358782385236584/1.3.6.1.4.1.55648.0720082802962927096358782385236584.5,1.3.6.1.4.1.55648.0720082802962927096358782385236584/1.3.6.1.4.1.55648.0720082802962927096358782385236584.5.pkl
-,1.3.6.1.4.1.55648.1230283613105040750105630811260055/1.3.6.1.4.1.55648.1230283613105040750105630811260055.3,44,True,,38.03661966,0.000186682,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1230283613105040750105630811260055.3.44,20170726,,110308.91,293216622,MR,Siemens,AX PD FS,Skyra,Patient_8895259770386526131,Patient_8895259770386526131,M,017Y,79.37867485,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.158158,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.1230283613105040750105630811260055,1.3.6.1.4.1.55648.1230283613105040750105630811260055.3,3,1,44,-140.77108764614\-76.481927872047\-51.234939575195,1\4.897e-012\0\-4.897e-012\1\0,,,-51.23493958,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,2550.0,769,1370,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M23.601 Right knee ligament injury M25.361 Right knee instability M25.461 Right knee effusion M25.561 Right knee pain TECHNIQUE: Right knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Ligaments: The anterior cruciate ligament has a disorganized appearance, indicating the presence of a complete tear. The posterior cruciate, medial collateral, and lateral collateral ligaments are intact. Menisci: A small longitudinal vertical tear is present involving the outer third of the posterior horn lateral meniscus. A longitudinal vertical tear is also present involving the outer third of the body and posterior horn medial meniscus. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. Effusion: A moderate knee joint effusion is present. Cartilage: There is preservation of the articular cartilage in all 3 compartments. Bone Marrow: Bone marrow edema is present on the weightbearing surface of the lateral femoral condyle with minimal associated depression of the articular surface. There is also bone contusion involving the posterior aspects of the medial tibial plateaus. No displaced fractures are identified. Popliteal fossa: A small popliteal cyst is present with associated fluid indicating leakage/rupture. Popliteus muscle and tendon are intact. ----- Page Break ----- Iliotibial band: The iliotibial band is within normal limits. Posterolateral corner: The posterior lateral corner is unremarkable. ------------------------- IMPRESSION: Disorganized appearance of the anterior cruciate ligament indicating a complete tear. Bone marrow edema in a pattern consistent with a complete ACL tear. S83.511A Longitudinal vertical tear involving the outer third posterior horn/body medial meniscus. S83.221A A vertical tear involving the outer third posterior horn lateral meniscus. S83.261A Moderate joint effusion. M25.461 Small ruptured popliteal cyst. M66.0 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.1230283613105040750105630811260055/1.3.6.1.4.1.55648.1230283613105040750105630811260055.3,1.3.6.1.4.1.55648.1230283613105040750105630811260055/1.3.6.1.4.1.55648.1230283613105040750105630811260055.3.pkl
-,1.3.6.1.4.1.55648.5942655715114573592092464329593854/1.3.6.1.4.1.55648.5942655715114573592092464329593854.7,52,True,,45.93378782,0.000185966,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.5942655715114573592092464329593854.7.1,20190101,,94104.2975,152790951,MR,Siemens,AX DWI_TRACEW,Aera,Patient_3188089711871479667,Patient_3188089711871479667,M,076Y,117.9340312,,HEAD,EP,SK\SP,PFP\FS,2D,*ep_b0,5.0,5900.0,115.0,2,63.676375,1H,1.0,1.5,6.0,143,71.0,100,100.0,815.0,syngo MR E11,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.5942655715114573592092464329593854,1.3.6.1.4.1.55648.5942655715114573592092464329593854.7,7,1,1,-113.83133892809\-124.307853212\-59.387949648981,0.9997257016342\-0.0152932871521\0.01773800609093\0.01745027231248\0.99153949397153\-0.1286270573826,,,-73.1305023,1,MONOCHROME2,192,192,1.1979166269302\1.1979166269302,16,12,11,0,0.0,632.0,125,353,,,,,,,,,,,,,,,,,,,,"MRI-BRAIN NON CONTRAST HISTORY: H53.2 Diplopia (double vision) R51 Headache/Facial Pain Technique: Multiplanar, multisequence MRI of the brain was performed without the administration of intravenous contrast. Findings: Brain: There is diffusion restriction compatible with acute infarct in left cerebellar hemisphere involving the left posterior inferior cerebellar artery territory. There is also small focus of diffusion restriction compatible with acute infarct in the left occipital lobe. There are multiple foci of white matter signal abnormality, nonspecific but compatible with a moderate to advanced chronic microvascular ischemic white matter disease. There is small chronic white matter infarct involving the anterior limb of the left internal capsule. There is enlargement of the ventricles and sulci compatible with mild cerebral volume loss. There is no intraparenchymal mass lesion. The craniocervical junction is within normal limits. Flow voids: The flow voids at the skull base are unremarkable. Extra-axial spaces:There is no extra-axial collection or extra-axial mass. Extracranial findings: The visualized portions of the orbits, paranasal sinuses, mastoid air cells are unremarkable. ------------------------- IMPRESSION: Acute infarcts involving left cerebellar hemisphere and left occipital lobe. Moderate to advanced small vessel ischemic disease. Findings discussed with Doctors. NAME PHI M.D. aftercare at time of interpretation. ICD 10 - ----- Page Break ----- Stroke/Cerebral Infarction I63.9 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",30,1.3.6.1.4.1.55648.5942655715114573592092464329593854/1.3.6.1.4.1.55648.5942655715114573592092464329593854.7,1.3.6.1.4.1.55648.5942655715114573592092464329593854/1.3.6.1.4.1.55648.5942655715114573592092464329593854.7.pkl
-,1.3.6.1.4.1.55648.190618363493832554796554808738880/1.3.6.1.4.1.55648.190618363493832554796554808738880.6,29,True,,26.20367527,0.00016427,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.190618363493832554796554808738880.6.29,20200116,,90455.27,485163496,MR,Siemens,AX PD,Skyra,Patient_2051413952199317057,Patient_2051413952199317057,M,074Y,65.77090202,,CSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.257006,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,HFS,1.3.6.1.4.1.55648.190618363493832554796554808738880,1.3.6.1.4.1.55648.190618363493832554796554808738880.6,6,1,29,-54.532194436303\0.68605571466536\-581.82759761085,0.99921042096498\-0.0227753640732\0.03255483721835\-3.8786987e-008\0.81938531088511\0.57324315286422,,,-474.5909215,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2012.0,735,1534,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5. Status post motor vehicle collision. TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is maintained. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of fracture infiltrative process. The vertebral body heights are intact. Intervertebral Discs: There is multilevel disc desiccation. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: Broad-based right paracentral and right foraminal disc herniation with extrusion measuring 4 mm in PHI dimension with mild to moderate thecal sac compression. Marked right subarticular stenosis impinging on the right descending L2 nerve root. Right neural foraminal narrowing narrowing the inferior aspect of the right neural foramen. ----- Page Break ----- L2-L3: Disc bulge and bilateral facet arthrosis with ligamentum flavum hypertrophy with mild central canal narrowing mild bilateral neural foraminal narrowing. L3-L4: Disc bulge with superimposed right subarticular disc herniation with right subarticular stenosis encroaching on the right descending L4 nerve root. Bilateral facet arthrosis. Moderate left and mild right neural foraminal narrowing. L4-5: Broad-based right paracentral and right foraminal protruded disc herniation with mild thecal sac compression. Marked right subarticular stenosis impinging on the right descending L5 nerve root and moderate right neural foraminal narrowing encroaching on and possibly impinging on the right exiting L4 nerve root. Moderate to marked left neural foraminal narrowing with possible impingement on the left exiting L4 nerve root. Bilateral facet arthrosis. L5-S1: Right paracentral protruded disc herniation indenting the thecal sac with right subarticular stenosis encroaching on the right descending S1 nerve root. Bilateral facet arthrosis. No neural foraminal narrowing. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L1-L2: Broad-based right paracentral and right foraminal disc herniation with extrusion measuring 4 mm in PHI dimension with mild to moderate thecal sac compression. Marked right subarticular stenosis impinging on the right descending L2 nerve root. Right neural foraminal narrowing narrowing the inferior aspect of the right neural foramen. L2-L3: Disc bulge and bilateral facet arthrosis with ligamentum flavum hypertrophy with mild central canal narrowing mild bilateral neural foraminal narrowing. L3-L4: Disc bulge with superimposed right subarticular disc herniation with right subarticular stenosis encroaching on the right descending L4 nerve root. Bilateral facet arthrosis. Moderate left and mild right neural foraminal narrowing. L4-5: Broad-based right paracentral and right foraminal protruded disc herniation with mild thecal sac compression. Marked right subarticular stenosis impinging on the right ----- Page Break ----- descending L5 nerve root and moderate right neural foraminal narrowing encroaching on and possibly impinging on the right exiting L4 nerve root. Moderate to marked left neural foraminal narrowing with possible impingement on the left exiting L4 nerve root. Bilateral facet arthrosis. L5-S1: Right paracentral protruded disc herniation indenting the thecal sac with right subarticular stenosis encroaching on the right descending S1 nerve root. Bilateral facet arthrosis. No neural foraminal narrowing. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.190618363493832554796554808738880/1.3.6.1.4.1.55648.190618363493832554796554808738880.6,1.3.6.1.4.1.55648.190618363493832554796554808738880/1.3.6.1.4.1.55648.190618363493832554796554808738880.6.pkl
-,1.3.6.1.4.1.55648.5530449709521595084044426186415862/1.3.6.1.4.1.55648.5530449709521595084044426186415862.13,696,True,,566.4126196,0.000199795,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.5530449709521595084044426186415862.13.1,20200501,,,657641080,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_1700484029959711627,Patient_1700484029959711627,M,074Y,113.3981069,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.147493,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.5530449709521595084044426186415862,1.3.6.1.4.1.55648.5530449709521595084044426186415862.13,13,1,1,-108.43942093849\-110.48192772269\-58.596055231988,1\0\0\0\1\0,,,-58.59605523,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,947.0,445,911,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (6.2 ng/ml), no biopsy. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 11 cc Gadavist was administered. FINDINGS: Prostate size: 5.6 [transverse] x 4 [AP] x 4.3 [CC] cm, about 50 cc in volume. Lesion : 1 PI-RADS Assessment Category: 4 T2-weighted images: 4, circumscribed, homogeneous moderate hypointense Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: Positive, early hyperperfusion Size: 12 x 7 mm as measured on image 12 of series MM/DD/YYYY, ADC/ax T2 Location: Right peripheral zone, posterolateral apex. Extra-prostatic extension: None. Lesion : 2 PI-RADS Assessment Category: 4 T2-weighted images: 4, circumscribed, homogeneous moderate hypointense Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: Positive, early hyperperfusion Size: 6 x 4 mm as measured on image 11 of series MM/DD/YYYY, ADC/ax T2 Location: Left peripheral zone, posteromedial apex abuts the left urethra. Extra-prostatic extension: None. Lesion : 3 ----- Page Break ----- PI-RADS Assessment Category: 4 T2-weighted images: 4, circumscribed, homogeneous moderate hypointense Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: Positive, early hyperperfusion Size: 4 x 2 as measured on image 12 of series MM/DD/YYYY, ADC/ax T2 Location: Left peripheral zone, posteromedial apex, right behind and slightly lateral to lesion 2. Extra-prostatic extension: None. Additional peripheral zone findings: Scattering linear/wedge-shaped T2 hypointensity representing fibrosis. Additional transition zone findings: Heterogeneous and enlarged, consistent with BPH, distending the bladder neck with slight intravesical extension. Bulging stroma-type hypertrophic nodule at the right anterior apex into anterior horn of peripheral zone, and at the left posteromedial base Bladder: Unremarkable. 50 Seminal vesicle: Unremarkable. GI: Nondilated bowel. Sigmoid to descending colon diverticulosis. Lymph nodes: No adenopathy. Osseous structures: No suspicious lesion. Additional findings: None. ------------------------- IMPRESSION: 12 x 7 mm PIRADS 4 lesion at right peripheral zone, posterolateral apex. 6 x 4 mm PIRADS 4 lesion at left peripheral zone, posteromedial apex. 4 x 2 mm PIRADS 4 lesion at left peripheral zone, posteromedial apex. ----- Page Break ----- BPH. Sigmoid diverticulosis. PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.5530449709521595084044426186415862/1.3.6.1.4.1.55648.5530449709521595084044426186415862.13,1.3.6.1.4.1.55648.5530449709521595084044426186415862/1.3.6.1.4.1.55648.5530449709521595084044426186415862.13.pkl
-,1.3.6.1.4.1.55648.0166981173612781201544108336701304/1.3.6.1.4.1.55648.0166981173612781201544108336701304.3,43,True,,43.04615784,0.000223398,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0166981173612781201544108336701304.3.43,20190410,,,528740074,MR,Siemens,AX PD FS,Skyra,Patient_278557028986442704,Patient_278557028986442704,F,014Y,54.43109132,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.260204,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.0166981173612781201544108336701304,1.3.6.1.4.1.55648.0166981173612781201544108336701304.3,3,1,43,-150.75059084013\-59.094943466951\-77.152226632059,0.98247823622267\-0.1748928128261\-0.0644128820234\0.17500603006908\0.984559540993\-0.0039242424887,,,-86.21690754,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1902.0,486,1072,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M25.461 Right knee effusion M25.561 Right knee pain TECHNIQUE: Right knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Ligaments: The anterior cruciate ligament has a disorganized appearance, consistent with a complete tear. Mild sprain of the proximal aspect of the medial collateral ligament is present, without evidence of significant tearing. The posterior cruciate and lateral collateral ligaments are intact. Menisci: There is no evidence for medial or lateral meniscal tears. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. Mild lateral subluxation of the patella is present. TT-TG distance measures approximately 1.0 cm. Effusion: A moderate knee joint effusion is present. Cartilage: There is preservation of the articular cartilage in all 3 compartments. Bone Marrow: Bone marrow edema is present in the medial aspect of the medial femoral condyle. Is also mild bone marrow edema in the weightbearing surface of the lateral femoral condyle and posterior aspect of the lateral tibial plateau, without fractures. Popliteal fossa: There is no significant popliteal cyst. Popliteus muscle and tendon are intact. Iliotibial band: The iliotibial band is within normal limits. ----- Page Break ----- Posterolateral corner: The posterior lateral corner is unremarkable. ------------------------- IMPRESSION: Disorganized appearance of the anterior cruciate ligament, consistent with a complete tear. Bone marrow edema in a pattern consistent with a complete ACL tear. S83.511A Sprain of the medial collateral ligament. No evidence for high-grade tears. S83.411A Moderate knee joint effusion. M25.461 Mild lateral subluxation of the patella. S83.011A Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.0166981173612781201544108336701304/1.3.6.1.4.1.55648.0166981173612781201544108336701304.3,1.3.6.1.4.1.55648.0166981173612781201544108336701304/1.3.6.1.4.1.55648.0166981173612781201544108336701304.3.pkl
-,1.3.6.1.4.1.55648.294896175372573439752108253628184/1.3.6.1.4.1.55648.294896175372573439752108253628184.10,696,True,,665.7491643,0.000365257,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.294896175372573439752108253628184.10.1,20180131,,,770251383,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_1309985081224858890,Patient_1309985081224858890,M,063Y,104.3262584,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.239768,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.294896175372573439752108253628184,1.3.6.1.4.1.55648.294896175372573439752108253628184.10,10,1,1,-108.26641726026\-102.69796319352\-18.005281405711,0.99998702842832\-0.0011804201648\-0.0049547536102\-2.16575e-010\0.97277448056112\-0.2317537701291,,,-41.86662933,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,767.0,345,732,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (11 ng/ml), negative biopsy in PHI. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 10.5 cc Gadavist was administered. FINDINGS: Prostate size: 6.2 [transverse] x 4.7 [AP] x 6 [CC] cm, about 91 cc in volume, markedly distended and the bladder neck with slight intravesical bulge. Lesion Localization: PI-RADS Assessment Category: 3 T2-weighted images: 3, heterogeneous noncircumscribed moderate hypointense. Diffusion-weighted images: 3, focal moderately decreased ADC and mild increased signal on ultra high b-value images. Dynamic post-contrast images: Equivocal, no focal early hyperperfusion than the background of diffuse left peripheral zone enhancement Size: 5 x 3 mm as measured on image 9 of series ADC Location: Left posterolateral peripheral zone, apex. Extra-prostatic extension: None. Additional peripheral zone findings: Patchy T2 hypointensity with linear and wedge-shaped fibrosis along the left posterolateral peripheral zone, worse from midgland to apex including the above described lesion which therefore may also be a part of the inflammatory/postinflammatory process, and corresponding diffuse hyperenhancement on DCE than on the right, more so at the base. Additional transition zone findings: Enlarged and heterogeneous consistent with BPH. Bladder and Seminal vesicle: Unremarkable. ----- Page Break ----- Lymph nodes: No pathologically enlarged lymph nodes, the largest left external iliac lymph nodes measures 8 mm in short axis, 7 mm on the right. Osseous structures: No suspicious lesion. Additional findings: Partially seen bilateral hydrocele, large on the right with a 5 mm T2 low signal nodule at the posterior dependent portion of the fluid, suggestive of scrotal pearl/stone (series 2, image 14). Multiple hemorrhoids. ------------------------- IMPRESSION: 5 x 3 mm PI-RADS 3 lesion at the left posterolateral peripheral zone, apex. Left peripheral zone inflammatory/postinflammatory findings as described above. Please correlate clinically and consider follow-up MRI in 6 months to assess for interval change. N41.9 BPH with prostate volume around 91 cc. N40.1 Partially seen bilateral hydrocele, large on the right with a 5 mm probable scrotal pearl/stone, correlate with ultrasound. N43.3 PI-RADS? v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.294896175372573439752108253628184/1.3.6.1.4.1.55648.294896175372573439752108253628184.10,1.3.6.1.4.1.55648.294896175372573439752108253628184/1.3.6.1.4.1.55648.294896175372573439752108253628184.10.pkl
-,1.3.6.1.4.1.55648.9083575292920786190170320063380272/1.3.6.1.4.1.55648.9083575292920786190170320063380272.5,30,True,,25.73221946,0.0001297,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9083575292920786190170320063380272.5.30,20181121,,175700.0025,221772273,MR,Siemens,AX PD,Skyra,Patient_4287052636546826494,Patient_4287052636546826494,M,050Y,72.57478843,,CSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_12,3.0,3000.0,38.0,1,123.243392,1H,1.0,3.0,3.3,276,12.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,HFS,1.3.6.1.4.1.55648.9083575292920786190170320063380272,1.3.6.1.4.1.55648.9083575292920786190170320063380272.5,5,1,30,-109.50908211828\-11.113743668687\-485.48582601808,0.99958820880036\-0.0116761925103\0.02621219860577\8.312467e-009\0.9134708473685\0.40690417914771,,,-435.6317806,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1963.0,825,1695,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain status post MVA. M54.5 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: Five lumbar vertebral bodies are assumed. Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is straightened. There is no significant spondylolisthesis. Likely small atypical hemangiomas are present at L2 and partially imaged at T11. There are no focal aggressive osseous lesions. The vertebral body heights are intact. The conus terminates at T12-L1. There is L4-L5 discogenic degenerative disease with disc dessication. Mild L3-L4 intervertebral disc height narrowing is also noted. The findings at the individual levels are as follows: T12-L1: Only evaluated in the sagittal plane. There is no significant central canal or neural foraminal stenosis. L1-L2: There is no significant central canal or neural foraminal stenosis. L2-L3 : There is no significant central canal or neural foraminal stenosis. L3-L4 : There is no significant central canal or neural foraminal stenosis. L4-L5: There is a circumferential disc bulge with a superimposed central/right paracentral disc protrusion, which indents the ventral thecal sac. The descending right L5 nerve root is impinged upon. There is mild-moderate bilateral neural foraminal narrowing. Mild bilateral facet arthrosis is present. L5-S1: There is no significant central canal or neural foraminal stenosis. Mild bilateral ----- Page Break ----- facet arthrosis is present and The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L4-L5 discogenic degenerative disease with impingement of the descending right L5 nerve root. Additional findings, as above. M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",49,1.3.6.1.4.1.55648.9083575292920786190170320063380272/1.3.6.1.4.1.55648.9083575292920786190170320063380272.5,1.3.6.1.4.1.55648.9083575292920786190170320063380272/1.3.6.1.4.1.55648.9083575292920786190170320063380272.5.pkl
-,1.3.6.1.4.1.55648.9781437205127314661522304831238509/1.3.6.1.4.1.55648.9781437205127314661522304831238509.7,40,True,,33.07504797,0.000170469,ISO_IR 100,ORIGINAL\PRIMARY\M\ND\NORM,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9781437205127314661522304831238509.7.40,20161108,,161304.065,440883155,MR,Siemens,AX PD FS,Biograph_mMR,Patient_6978381356535069823,Patient_6978381356535069823,F,068Y,72.57478843,,,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_12,3.0,3400.0,37.0,1,123.254263,1H,1.0,3.0,3.0,383,12.0,100,100.0,237.0,syngo MR B20P,AX PD FS,TxRx_15Ch_Knee,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.9781437205127314661522304831238509,1.3.6.1.4.1.55648.9781437205127314661522304831238509.7,7,1,40,32.912379980611\-136.60351110365\-71.491880723026,0.99368513717656\0.1010045829299\0.04886637270724\-0.10093485694\0.9948853976454\-0.0038987442142,,,-72.87441723,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1499.0,518,1081,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST History: M25.562 Left knee pain M23.602 Left knee ligament injury Technique: MRI of the left knee was performed on a 3.0 Tesla Ultra High Field Wide Bore MRI unit with sagittal, axial and coronal proton density pulse sequences including fat suppression techniques. Findings: BONES: There is no fracture or avascular necrosis. Signal arising from bone marrow is unremarkable. There is no focal osseous lesion. LIGAMENTS: There is slight attenuation of the ACL at its femoral origin indicative of a remote low-grade partial tear. There is mild scarring adjacent synovial reflections. The PCL is unremarkable. There is a mild sprain of the MCL with mild stranding soft tissue edema. Fibulocollateral ligament is intact. Distal popliteus tendon is intact. MENISCI: There is a small vertically oriented tear at the periphery of the posterior horn medial meniscus extending to the inferior articular surface on series 4 image 10. There is also shallow tearing along the superior articular surface centrally. The lateral meniscus is preserved. JOINTS: There is preservation of cartilage along the femorotibial compartments. There is partial thickness cartilage loss along the inferior and central margin of the trochlea. There is a large joint effusion. MISCELLANEOUS: Quadriceps and patellar tendons are intact. There is insertional semimembranosus tendinosis and mild semimembranosus bursitis without a tear. Subcutaneous tissues are unremarkable. ----- Page Break ----- ------------------------- IMPRESSION: Slightly complex tear of the posterior horn medial meniscus with vertical component peripherally and shallow tearing superiorly. Evidence of previous low-grade partial tear of the ACL at its femoral origin. There is a mild MCL sprain. Semimembranosus tendinosis and bursitis. Partial-thickness cartilage loss at the central trochlea. Large joint effusion. ICD 10 - Medial meniscal tear - complex, S83.232A Chondromalacia, M94.262 ACL (Anterior Cruciate Ligament) Sprain/Tear, S83.512S MCL (Medial Collateral Ligament) Sprain/Tear, S83.412A Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",9,1.3.6.1.4.1.55648.9781437205127314661522304831238509/1.3.6.1.4.1.55648.9781437205127314661522304831238509.7,1.3.6.1.4.1.55648.9781437205127314661522304831238509/1.3.6.1.4.1.55648.9781437205127314661522304831238509.7.pkl
-,1.3.6.1.4.1.55648.4362495379904526479385338906731708/1.3.6.1.4.1.55648.4362495379904526479385338906731708.3,44,True,,42.54231644,0.000167608,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4362495379904526479385338906731708.3.44,20160815,,102742.32,529853369,MR,Siemens,AX PD FS,Skyra,Patient_4340202065568034871,Patient_4340202065568034871,M,050Y,86.18256126,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.246694,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR D13C,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.4362495379904526479385338906731708,1.3.6.1.4.1.55648.4362495379904526479385338906731708.3,3,1,44,15.244200374924\-103.35495623248\-75.192581176758,0.98927233336191\0.1460830258609\0\-0.1460830258609\0.98927233336191\0,,,-75.19258118,1,MONOCHROME2,320,320,0.46875\0.46875,16,12,11,0,0.0,2293.0,824,1637,,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST HISTORY: M25.562 Left knee pain TECHNIQUE: Left knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Ligaments: The anterior cruciate, posterior cruciate, medial collateral, and lateral collateral ligaments are intact. Menisci: Degeneration of the medial meniscus is present with mild fraying of its free edge. No tears of the lateral meniscus are identified. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. Effusion: A large knee joint effusion is present. Soft tissue edema is present on the anterior aspect of the knee. Cartilage: Superficial cartilage loss is present in all 3 compartments. Full-thickness cartilage loss is present on the weightbearing surface of medial femoral condyle. Bone Marrow: Overall, the bone marrow signal is age-appropriate. Popliteal fossa: There is no significant popliteal cyst. Popliteus muscle and tendon are intact. Iliotibial band: The iliotibial band is within normal limits. Posterolateral corner: The posterior lateral corner is unremarkable. ----- Page Break ----- ------------------------- IMPRESSION: Tricompartment degenerative changes, with cartilage loss most pronounced in the medial femorotibial compartment. M17.12 Truncation of the free edge of the body of the medial meniscus. S83.242A Joint effusion. M25.462 Soft tissue edema on the anterior aspect of the knee. R22.42 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.4362495379904526479385338906731708/1.3.6.1.4.1.55648.4362495379904526479385338906731708.3,1.3.6.1.4.1.55648.4362495379904526479385338906731708/1.3.6.1.4.1.55648.4362495379904526479385338906731708.3.pkl
-,1.3.6.1.4.1.55648.8848067937183608094360907335551744/1.3.6.1.4.1.55648.8848067937183608094360907335551744.5001,105,True,,96.81411791,0.000380039,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D\DFC\MIX\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8848067937183608094360907335551744.5001.1,20190402,,95904.075,832098882,MR,Siemens,AX DWI_TRACEW,MAGNETOM Vida,Patient_6148687351265080647,Patient_6148687351265080647,M,073Y,88.4504,,ABDOMEN,GR\EP,SK,FS\PER,2D,*ep_b50t,5.5,6700.0,51.0,2,123.257622,1H,,3.0,6.875,108,35.0,100,80.597,2488.0,syngo MR XA10,AX DWI,Body,134\0\0\108,COL,90,FFS,1.3.6.1.4.1.55648.8848067937183608094360907335551744,1.3.6.1.4.1.55648.8848067937183608094360907335551744.5001,5001,1,1,-196.014\-144.113\121.887,1\0\0\0\1\0,,,121.887,1,MONOCHROME2,216,268,1.41791\1.41791,16,12,11,0,0.0,1771.0,183,461,,,,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: To assess renal lesions seen on recent CT. R93.429 Abnormal radiologic findings on dx imaging of unspec kidney An MRI of the abdomen without and with 9.4 cc Gadavist was obtained on a 3 Tesla ultra high field wide bore MRI. Creatinine testing was performed prior to imaging showing creatinine level of 1.2 mg/dL and eGFR of 69. Comparison is made with abdominal CT from PHI/DD/YYYY. Kidneys: The left kidney shows a 1.5 cm exophytic cortical lesion in the midpole posteriorly showing internal nodular enhancement. This is at least Bosniak type III cystic lesion The right kidney shows an 8 mm nonenhancing hemorrhagic cyst in the midpole. There are scattered tiny renal cysts. There is no hydronephrosis. Liver: There is no hepatomegaly. There is no suspicious mass. Spleen: A tiny cyst is noted in the superior aspect of the spleen. There is no splenomegaly. There is no suspicious mass. Gallbladder/biliary tree: Gallbladder is not pathologically distended. There is no biliary dilatation. Pancreas: There is no pancreatitis. There is no pancreatic ductal dilatation. There is no suspicious mass. Adrenals: There is no suspicious adrenal mass. ----- Page Break ----- Retroperitoneum: There is infrarenal AAA measuring around 3.3 cm an occlusion of the right common iliac arteries as described in recent CT. There is an IVC filter. There is no suspicious adenopathy. GI: Visualized GI tract shows nonspecific, nonobstructive bowel gas pattern. Bony structures, abdominal wall, soft tissue: No suspicious finding. ------------------------- IMPRESSION: Complex Bosniak type III cortical cystic lesion with nodular enhancement in the midpole of the left kidney posteriorly measuring about 1.5 cm. Evolving neoplasm cannot be excluded. Recommend GU consult. No suspicious retroperitoneal adenopathy. No renal vein involvement. Rest of the abdominal structures are as seen on recent abdominal CT. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.8848067937183608094360907335551744/1.3.6.1.4.1.55648.8848067937183608094360907335551744.5001,1.3.6.1.4.1.55648.8848067937183608094360907335551744/1.3.6.1.4.1.55648.8848067937183608094360907335551744.5001.pkl
-,1.3.6.1.4.1.55648.2094288831347613453061927480435148/1.3.6.1.4.1.55648.2094288831347613453061927480435148.7,40,True,,34.67279911,0.000265837,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2094288831347613453061927480435148.7.40,20180925,142327.734,142332.9925,681145179,MR,Siemens,AX T2 FS,Skyra,Patient_5228465472902040895,Patient_5228465472902040895,F,049Y,81.64663699,,SSPINE,SE,SK\SP\OSP,SAT2\FS,2D,*tse2d1_9,4.0,3000.0,46.0,1,123.255832,1H,1.0,3.0,5.0,387,9.0,100,100.0,220.0,syngo MR E11,AX T2 FS,Body,0\256\256\0,ROW,136,FFS,1.3.6.1.4.1.55648.2094288831347613453061927480435148,1.3.6.1.4.1.55648.2094288831347613453061927480435148.7,7,1,40,-113.24498748779\75.478225941669\-232.16484896693,1\-3e-015\3e-015\0\0.71218854856479\0.70198822731808,,,-218.3299728,1,MONOCHROME2,256,256,0.703125\0.703125,16,12,11,0,0.0,999.0,442,957,4.0,,,,,,,,,,,,,,,,,,,"HISTORY: Lower back pain with possible dysfunction of the sacroiliac joints N94.4 Primary dysmenorrhea N92.6 Irregular menstruation TECHNIQUE: Sacroiliac joints imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Degenerative disc disease in the lower lumbar spine with small disc herniations. No evidence for compression deformities. No sclerosis or erosions at the level of the sacroiliac joints. No evidence for bone marrow edema. Overall, the bone marrow signal is age-appropriate. Several fibroids are present in the uterus. ------------------------- IMPRESSION: Degenerative disc disease in the lower lumbar spine. M51.36 Fibroids in the uterus. D39.0 No evidence of sacroiliitis. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",18,1.3.6.1.4.1.55648.2094288831347613453061927480435148/1.3.6.1.4.1.55648.2094288831347613453061927480435148.7,1.3.6.1.4.1.55648.2094288831347613453061927480435148/1.3.6.1.4.1.55648.2094288831347613453061927480435148.7.pkl
-,1.3.6.1.4.1.55648.080510903137114412907651345400657/1.3.6.1.4.1.55648.080510903137114412907651345400657.7,35,True,,28.19012165,0.000959158,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.080510903137114412907651345400657.7.35,20200605,75950.046,75836.19,511624592,MR,Siemens,AXI T1 PRE,Espree,Patient_7649998750438543426,Patient_7649998750438543426,F,071Y,74.84275057,,,SE,SK\SP,SAT1,2D,*tse2d1_3,4.0,578.0,11.0,2,63.647629,1H,1.0,1.5,4.4,189,3.0,75,98.4375,150.0,syngo MR B19,AXI T1 PRE,Body,256\0\0\189,COL,175,HFS,1.3.6.1.4.1.55648.080510903137114412907651345400657,1.3.6.1.4.1.55648.080510903137114412907651345400657.7,7,1,35,-85.779117076793\-31.573857257594\-505.86288721317,0.99933703829495\-0.0041326757811\0.03617187972411\-5.5499475e-008\0.99353638274948\0.11351412314364,,,-495.5553032,1,MONOCHROME2,252,256,0.859375\0.859375,16,12,11,0,0.0,2278.0,742,1606,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST History: M54.5 Lower Back Pain M79.605 Left Leg Pain Technique: Sagittal T1, STIR and T2 weighted images were supplemented by axial proton density images through the disc spaces. This study was performed on a 1.5 Tesla system. Findings: Prior examinations: This study is interpreted in comparison to prior examinations dated MONTH MM, YYYY. The patient status post L4 and L5 laminectomy and L3-S1 posterior spinal fusion as well as L3-L4, L4-L5 and L5-S1 anterior spinal fusion. Please note that integrity of orthopedic hardware cannot evaluate with MRI. There is postsurgical seroma at the laminectomy bed without mass effect on thecal sac. There is straightening of the lumbar lordosis. There is trace retrolisthesis of L2 on L3 and L5 on S1. Vertebral body heights are maintained. The conus is normal. There is no prevertebral soft tissue swelling. There is bilateral renal cysts, largest on the left measuring 4.3 cm. L1-2: There is mild disc bulge and bilateral facet arthropathy. No significant spinal canal or foraminal stenosis. L2-3: There is retrolisthesis uncovering disc material. There is bilateral facet arthropathy and ligamentum flavum buckling. Findings combined resulting mild to moderate spinal canal stenosis. There is indentation upon descending both L3 nerve roots of the lateral recesses. There is mild right and mild-to-moderate left foraminal narrowing. L3-4: Status post posterior decompression. There is mild right foraminal narrowing. L4-5: Status post posterior decompression. There is mild left foraminal narrowing. L5-S1: Status post posterior decompression. Mild to moderate bilateral foraminal narrowing. ----- Page Break ----- ------------------------- IMPRESSION: Status post L4 and L5 laminectomy and L3-S1 posterior spinal fusion as well as L3-L4, L4-L5 and L5-S1 anterior spinal fusion. Multilevel degenerative changes as detailed above. ICD 10 Codes: Degeneration L1-L5. M51.36 Degeneration L5-S1 level. M51.37 Lumbar facet degeneration. M47.816 Lumbar discectomy with spacer placement. Z98.89 Lumbar surgical fusion. M43.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.080510903137114412907651345400657/1.3.6.1.4.1.55648.080510903137114412907651345400657.7,1.3.6.1.4.1.55648.080510903137114412907651345400657/1.3.6.1.4.1.55648.080510903137114412907651345400657.7.pkl
-,1.3.6.1.4.1.55648.8710517020478193577103209122273244/1.3.6.1.4.1.55648.8710517020478193577103209122273244.7,27,True,,18.27570295,0.000168562,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8710517020478193577103209122273244.7.27,20191121,,175656.44,345495570,MR,Siemens,AX PD REPEAT,Aera,Patient_6892459028295909730,Patient_6892459028295909730,M,030Y,99.79033409,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,2410.0,43.0,1,63.676291,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD REPEAT,Body,320\0\0\240,COL,133,FFS,1.3.6.1.4.1.55648.8710517020478193577103209122273244,1.3.6.1.4.1.55648.8710517020478193577103209122273244.7,7,1,27,-87.793588010509\-50.797512350875\-69.023436648376,0.99983598007474\-0.0060069634306\0.01708593978468\2.9348589e-008\0.94339511947106\0.3316709944481,,,-46.67035401,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,1546.0,611,1316,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post injury in MONTH XX. TECHNIQUE: MRI of the lumbar spine was performed in a 1.5 Tesla high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: No prior studies available for comparison. FINDINGS: Sagittal images demonstrate straightening of the normal lumbar lordosis. Vertebral height and configuration are normal. Vertebral marrow signal is generally normal, although there may be minor endplate changes at L5-S1. There is mild disc signal loss at L2-L3 and more significant disc signal loss from L3-L4 through L5-S1, on the T2-weighted sequence, which reflects disc desiccation. There is associated disc space narrowing from L3-L4 through L5-S1. There is mild anterior vertebral spurring in the mid-lower lumbar region. The facet joints demonstrate normal alignment. There is developmental asymmetry of facet joint orientation/configuration at L5-S1, which results in relative developmental narrowing of the left neural foramen at this level. There is no evidence of disc bulge or herniation at T12-L1 or L1-L2. At L2-L3, there is annular bulging, which flattens the thecal sac. At L3-L4 and L4-L5, there are annular bulges, which flatten the thecal sac and encroach upon the neural foramina bilaterally, to a slightly greater degree at the latter level. At L5-S1, there is posterocentral herniation of the disc, superimposed upon annular ----- Page Break ----- bulging and posterior vertebral spurring. Findings result in ventral canal encroachment with mass effect on the thecal sac and S1 nerve root origins, as well as bilateral foraminal encroachment. There is a slightly greater degree of left foraminal narrowing at this level secondary to the asymmetric facet joint configuration described above. The central spinal canal is developmentally small in the lumbar region. Canal caliber is further compromised from L2-L3 through L5-S1 by the aforementioned disc pathology. Consequently, there is central spinal stenosis from L2-L3 through L5-S1, which becomes more significant at lower lumbar levels (mild at L2-L3, and moderate-severe at L5-S1, with more intermediate grades of stenosis at L3-L4 and L4-L5). The conus medullaris is normal in position and appearance. There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Annular bulges at L2-L3, L3-L4 and L4-L5, which result in: A) mass effect on the thecal sac at all levels. B) bilateral foraminal encroachment at L3-L4 and L4-L5, slightly more marked at L4-L5. 2. Posterocentral disc herniation at L5-S1, superimposed upon annular bulging/vertebral spurring. Findings result in: A) mass effect on the thecal sac and S1 nerve root origins. B) bilateral foraminal narrowing (slightly worse on the left secondary to developmental factors). 3. Central spinal stenosis, L2-L3 through L5-S1, with more significant degrees of stenosis at lower lumbar levels, especially at L5-S1. The stenosis is secondary to both underlying developmental factors and superimposed acquired disc pathology. 4. Lumbar straightening, which may be related to muscle spasm/pain. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.8710517020478193577103209122273244/1.3.6.1.4.1.55648.8710517020478193577103209122273244.7,1.3.6.1.4.1.55648.8710517020478193577103209122273244/1.3.6.1.4.1.55648.8710517020478193577103209122273244.7.pkl
-,1.3.6.1.4.1.55648.7925148802944444040115562327133833/1.3.6.1.4.1.55648.7925148802944444040115562327133833.12,60,True,,44.32044911,0.000166416,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7925148802944444040115562327133833.12.1,20170207,,174941.4775,251914963,MR,Siemens,AXI DWI_TRACEW,Skyra,Patient_2727880532896086523,Patient_2727880532896086523,F,074Y,90.71848554,,BRAIN,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,6400.0,98.0,1,123.220849,1H,1.0,3.0,4.8,143,71.0,100,100.0,1040.0,syngo MR E11,AXI DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.7925148802944444040115562327133833,1.3.6.1.4.1.55648.7925148802944444040115562327133833.12,12,1,1,-136.54237956057\-108.33540219833\-74.029767000299,0.9805705518092\-0.1244125766257\0.15166708180077\0.14409860895139\0.98143603307892\-0.1265658084658,,,-70.20933315,1,MONOCHROME2,192,192,1.3541666269302\1.3541666269302,16,12,11,0,0.0,2504.0,317,787,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN AND IAC'S W/O History: Episodic left-sided pulsatile tinnitus with clinical concern of spasm of the tensor tympani muscle or skull base lesion. H90.42 Left ear sensorineural hearing loss H90.8 Mixed conductive and sensorineural hearing loss, unspecified R55 Syncope G45.9 Transient cerebral ischemic attack, unspecified Technique: MR imaging of the brain and temporal bones was obtained without the use of intravenous contrast on a 3.0 Tesla system and included high resolution T2-3D images through the temporal bones. Priors: No prior studies are available for comparison with this examination. Findings: Within the brain parenchyma there is no mass, mass effect or edema. No acute or evolving infarct is seen but there is mild white matter microvascular disease in the chronic cortical infarct in the right frontal lobe. The ventricles and sulci are normal for a patient of this age. No abnormal extraaxial collection or mass is seen. Normal signal is seen within both the intracranial and extracranial vascular structures. The visualized portions of the trigeminal nerve, Meckel's cave, the cavernous sinus and central skull base are normal. No mass lesions are seen within either internal auditory canal. The otic capsule structures are normal in appearance. The skull base including the region of the jugular foramen is normal. There are no lesions along the acoustic pathways. The orbits and paranasal sinuses are unremarkable. ------------------------- IMPRESSION: Mild white matter microvascular disease with a chronic cortical infarct in the right frontal lobe. ----- Page Break ----- ICD 10 - Chronic cerebral ischemia I67.82 White matter disease, unspecified R90.82 Stroke/Cerebral Infarction I63.9 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.7925148802944444040115562327133833/1.3.6.1.4.1.55648.7925148802944444040115562327133833.12,1.3.6.1.4.1.55648.7925148802944444040115562327133833/1.3.6.1.4.1.55648.7925148802944444040115562327133833.12.pkl
-,1.3.6.1.4.1.55648.8944725815375872155264437320989369/1.3.6.1.4.1.55648.8944725815375872155264437320989369.11,696,True,,251.6748562,0.000206709,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8944725815375872155264437320989369.11.1,20170605,,,41922543,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_2828165920864654967,Patient_2828165920864654967,M,065Y,99.79033409,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.239775,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.8944725815375872155264437320989369,1.3.6.1.4.1.55648.8944725815375872155264437320989369.11,11,1,1,-139.43578166721\-81.928933624522\-63.37443835082,0.99999845908257\0.00024120750349\0.00173886498236\2.7303534e-008\0.99051352541594\-0.1374152683223,,,-73.78662909,1,MONOCHROME2,160,160,1.4375\1.4375,16,12,11,0,0.0,666.0,337,699,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Gleason 8 prostate cancer on multiple biopsy cores in PHI XX, on Degarelix. PSA dropped from 20 to 5.8 ng/ml, R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 9 cc Gadavist was administered. Comparison: Pre-biopsy/pre-treatment prostate MRI dated MM/DD/YYYY. FINDINGS: Prostate size: 4.1 [CC] x 2.7 [AP] x 4 [transverse] cm, about 23 cc in volume (33 cc previously), shrunken due to hormone suppression. Please note 2 lesions have been characterized on the prior MRI and the following descriptions are for comparison purposes: Lesion 1: Mildly shrunken PIRADS 5 lesion along the right anterior to lateral base to apex of the peripheral zone with transition zone extension abutting the right anterolateral aspect of the urethra, measuring 2.4 x 1.5 cm on series 6, image 12, compared to 3 x 1.9 cm at the similar level on prior study, and 2.5 cm in craniocaudal length compared to previous 3.3 cm, representing response to Degarelix. Infiltration of the right anterolateral capsule/fibromuscular stroma with less bulging contour due to tumor shrinkage. Lesion 2: Shrinking PIRADS 4 lesion at the right posterior midgland to apical peripheral zone appeared as a satellite lesion extending from the dominant lesion, measuring 1 x 0.7 cm (series 6, image 11) compared to previous 1.3 x 1 cm, abutting the posterior capsule therefore capsular/perineural infiltration cannot be excluded. Additional peripheral zone findings: Linear and wedge-shaped fibrosis along the left ----- Page Break ----- peripheral zone, more so at the apex (PIRADS 2) with further decreased T2 signal due to hormone suppression/glandular shrinkage. Additional transition zone findings: Slight hypertrophy and no intravascular protrusion. Bladder and Seminal vesicle: Unremarkable. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: Unchanged bilateral fat-containing inguinal hernia. Indeterminate kidney-bean shaped mass with T1 hypointensity and T2 hyperintensity behind the left femoral greater trochanter is without significant interval change, about 6.3 x 3.3 cm. ------------------------- IMPRESSION: Mildly shrunken right-sided PIRADS 5 and PIRADS 4 cancerous lesions due to hormone suppression. C61. No evidence of pelvic metastatic adenopathy or osseous metastasis. Indeterminate 6.3 x 3.3 cm mass behind the left femoral greater trochanter. M79.9 Bilateral fat-containing inguinal hernia. K40 PI-RADS? v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.8944725815375872155264437320989369/1.3.6.1.4.1.55648.8944725815375872155264437320989369.11,1.3.6.1.4.1.55648.8944725815375872155264437320989369/1.3.6.1.4.1.55648.8944725815375872155264437320989369.11.pkl
-,1.3.6.1.4.1.55648.9241682804340268012094860221668567/1.3.6.1.4.1.55648.9241682804340268012094860221668567.6,203,True,,155.3358591,0.000174046,,ORIGINAL\PRIMARY\OTHER,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9241682804340268012094860221668567.6.203,20170213,,111046.96,60688216,MR,Hitachi Medical Corporation,MRA Brain 3D TOF,OASIS,Patient_6262892104273536813,Patient_6262892104273536813,F,080Y,86.184,,BRAIN,GR,NONE,SP\FC,3D,TOF,1.0,22.0,8.7,1,49.415416,1H,1.0,1.16,0.5,256,,70,100.0,,V4.0C,MRA Brain 3D TOF,,0\288\256\0,ROW,25,HFS,1.3.6.1.4.1.55648.9241682804340268012094860221668567,1.3.6.1.4.1.55648.9241682804340268012094860221668567.6,6,0,203,-110.3298\-97.37026\-68.46413,0.985785\-0.077929\0.148844\0.078807\0.996889\0,,-1711.0,-52.47,1,MONOCHROME2,512,512,0.4296875\0.4296875,16,12,11,1,0.0,159.0,155,311,4.0,,0.0,,RAPID Head,,,0.0,,,100.0,100.0,0.0,0.0,0.0,220.0,203.0,1.0,1\1,"MRA-HEAD W/O CON HISTORY: R42 Dizziness/Vertigo/Loss Balance/Whirling Spinning Sensation R55 Syncope I10 Hypertension R22.0 HEAD Swelling/Mass/Lump Doctor FIRSTNAME LASTNAMERISON: None available.. TECHNIQUE: 3-D time-of-flight intracranial MR angiography was performed. Multiple MIP images were generated. The study was performed on a 1.2 Tesla magnet. FINDINGS: Intracranial internal carotid arteries: Patent bilaterally without significant stenosis. Anterior cerebral arteries: Patent bilaterally without significant stenosis. Middle cerebral arteries: Patent bilaterally without significant stenosis. Intracranial vertebral arteries: Patent bilaterally without significant stenosis. Basilar artery: Patent without significant stenosis. Posterior cerebral arteries: Patent bilaterally without significant stenosis. Aneurysms: There is an approximate 3 mm broad-based aneurysm off the lateral portion of the cavernous segment of the left internal carotid artery (series 6, images PHI). ------------------------- IMPRESSION: Approximately 3 mm broad-based aneurysm of the cavernous left internal carotid artery. I72 ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",50,1.3.6.1.4.1.55648.9241682804340268012094860221668567/1.3.6.1.4.1.55648.9241682804340268012094860221668567.6,1.3.6.1.4.1.55648.9241682804340268012094860221668567/1.3.6.1.4.1.55648.9241682804340268012094860221668567.6.pkl
-,1.3.6.1.4.1.55648.3079392149280414786454528200741143/1.3.6.1.4.1.55648.3079392149280414786454528200741143.5,25,True,,19.11693931,0.00016284,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3079392149280414786454528200741143.5.25,20191128,,174701.0375,933810336,MR,Siemens,AXI PD,Skyra,Patient_4558857101152141140,Patient_4558857101152141140,M,048Y,83.91459912,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.220366,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AXI PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.3079392149280414786454528200741143,1.3.6.1.4.1.55648.3079392149280414786454528200741143.5,5,1,25,-81.325301170349\4.0126948246095\-104.46947241333,1\0\0\0\0.82511351385742\0.5649669806722,,,-88.46621355,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2336.0,849,1761,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain radiating into both lower extremities. Status post motor vehicle collision in MONTH XX. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: No prior studies available for comparison. FINDINGS: There is a transitional vertebra at the lumbosacral junction, which will be designated ""L5"" for the purposes of this examination. Please correlate with plain films. Accordingly, the L5-S1 disc space is transitional in nature and the conus medullaris is situated at T12-L1. Sagittal images demonstrate a normal lumbar lordosis, with retrolisthesis at L1-L2. Evaluation of vertebral configuration demonstrates mild anterior wedging of the T12 and L1 vertebral bodies, which is related to chronic compression deformities of their superior endplates. The remainder of the lumbar vertebrae maintain normal height. Evaluation of vertebral marrow signal demonstrates Modic type II endplate changes at the superior endplates of T12 and L1. There are also mild Modic type II endplate changes at the L1-L2 disc level. There is no evidence of marrow edema or marrow replacement. There is nearly generalized loss of disc signal in the lumbar region, on the T2-weighted sequence, which reflects disc desiccation. There is associated disc space narrowing at T12-L1 and L1-L2. The L5-S1 disc space is also much smaller than the more superior lumbar disc spaces secondary to its transitional nature. There is anterior vertebral spurring at T12-L1 and L1-L2. At T12-L1, there is a prominent inferiorly directed intraosseous discal herniation, which involves the superior endplate of L1. There is also annular bulging at this level. ----- Page Break ----- At L1-L2, there is left foraminal herniation of the disc, superimposed upon annular bulging, and associated with posterior vertebral subluxation. Findings result in foraminal encroachment, more marked on the left, and flattening of the ventral thecal sac. There is no evidence of disc bulge or herniation at L2-L3. At L3-L4, there is right foraminal herniation of the disc, superimposed upon annular bulging. Findings result in foraminal encroachment, more marked on the right, with impingement of the exiting right L3 nerve root, as well as flattening of the ventral thecal sac. At L4-L5, there is right foraminal herniation of the disc, superimposed upon annular bulging. Findings result in foraminal encroachment, more marked on the right, with impingement of the exiting right L4 nerve root, as well as effacement of the ventral epidural fat. There is no evidence of disc bulge or herniation at L5-S1. The facet joints demonstrate normal alignment. There is right facet joint arthropathy at L4-L5. There is facet joint hypoplasia at L5-S1, as well as facet joint asymmetry. There is no evidence of significant central spinal stenosis. The conus medullaris is normal in position and appearance. There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Chronic compression deformities of the superior endplates of T12 and L1. 2. Prominent inferiorly directed intraosseous discal herniation at T12-L1, which involves the superior endplate of L1. 3. Annular bulge at T12-L1. 4. Left foraminal disc herniation at L1-L2, superimposed upon annular bulging, and associated with retrolisthesis. Findings result in: A) foraminal encroachment, more marked on the left. B) flattening of the thecal sac. 5. Right foraminal disc herniations at L3-L4 and L4-L5, superimposed upon annular bulges. ----- Page Break ----- Findings result in: A) foraminal encroachment, more marked on the right at both levels, with impingement of the exiting right L3 and L4 nerve roots, respectively. B) ventral canal encroachment at both levels, with flattening of the ventral thecal sac at L3-L4. 6. Right facet joint arthropathy at L4-L5. 7. Transitional ""L5"" vertebra and L5-S1 disc space. Please correlate with plain films, as the lumbar vertebrae/disc spaces are numbered accordingly. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.3079392149280414786454528200741143/1.3.6.1.4.1.55648.3079392149280414786454528200741143.5,1.3.6.1.4.1.55648.3079392149280414786454528200741143/1.3.6.1.4.1.55648.3079392149280414786454528200741143.5.pkl
-,1.3.6.1.4.1.55648.293242037090304331422538417266281/1.3.6.1.4.1.55648.293242037090304331422538417266281.1,195,True,,198.2685244,0.000163555,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.293242037090304331422538417266281.1.1,20161113,,122911.9375,268985662,MR,Siemens,AX 3DTOF HEAD,Verio,Patient_9170980245136309596,Patient_9170980245136309596,F,057Y,60.78138531,,,GR,TOF\SP,PFP\SAT1,3D,*fl3d1r_t70,0.5,21.0,3.69,1,123.204739,1H,1.0,3.0,15.5,254,1.0,100,90.625,211.0,syngo MR B19,AX 3DTOF HEAD,Body,0\320\290\0,ROW,18,HFS,1.3.6.1.4.1.55648.293242037090304331422538417266281,1.3.6.1.4.1.55648.293242037090304331422538417266281.1,1,1,1,-102.37068745972\-88.91013939792\-79.188336986908,0.99676758051859\-0.0802899610265\0.00281293182996\0.08019801259851\0.99233049779959\-0.0940662634108,,,-87.68077338,1,MONOCHROME2,320,290,0.625\0.625,16,12,11,0,0.0,658.0,175,422,4.0,,,,,,,,,,,,,,,,,,,MRA-MRV 3T HEAD W/O CON History: H53.2 diplopia MRA of the intracranial arteries was performed on a 3 Tesla magnet utilizing 3D time-of-flight technique in the region of the circle of FIRSTNAME 3D reconstructions were performed on a workstation. Extending off the lateral margin of the supraclinoid left internal carotid artery just distal to the carotid siphon there is a presence of a 2.6 mm focal outpouching associated with small branch vessel felt related to a small infundibular branch vessel aneurysm. The distal cervical as well as intracranial internal carotid arteries appear otherwise unremarkable. The internal carotid arteries bifurcate into the anterior and middle cerebral arterial circulation. The anterior and middle cerebral arterial circulation appears unremarkable. The anterior communicating artery is patent. The distal vertebral arteries appear unremarkable converging to form the basilar artery. The basilar artery appears unremarkable. The posterior cerebral arterial circulation appears unremarkable. The posterior communicating arteries are patent. Incidentally noted is what appears to be cyst nasopharynx to the right of midline. Please refer to MRI of the brain performed on the same day. ------------------------- IMPRESSION: 2.6 mm aneurysm left supraclinoid internal carotid artery I67.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,15,1.3.6.1.4.1.55648.293242037090304331422538417266281/1.3.6.1.4.1.55648.293242037090304331422538417266281.1,1.3.6.1.4.1.55648.293242037090304331422538417266281/1.3.6.1.4.1.55648.293242037090304331422538417266281.1.pkl
-,1.3.6.1.4.1.55648.98266655570239137586721528348714/1.3.6.1.4.1.55648.98266655570239137586721528348714.7,25,True,,21.7818737,0.000189543,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.98266655570239137586721528348714.7.25,20180920,,105603.84,147840315,MR,Siemens,AX PD,Skyra,Patient_2072777027810527953,Patient_2072777027810527953,F,063Y,51.25594433,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.230973,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.98266655570239137586721528348714,1.3.6.1.4.1.55648.98266655570239137586721528348714.7,7,1,25,-61.826999640745\-11.893926244671\0.69818241789037,0.9986458757277\0.01310130253994\-0.0503465069673\0.001213933886\0.96163800111178\0.27431894061888,,,0.713953014,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1669.0,916,1781,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain with left lumbar radicular symptoms. Difficulty walking, R26.2 Lower back pain with left sciatica, M54.42 Lower extremity paresthesia, R20.2 Comparison PHI: Lumbar spine MR examinations from PHI/DD/YYYY and MM/DD/YYYY. Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial proton density images. Findings: Coronal localizer image 6 of series 3 provides noted visualization of mild-to-moderate levoscoliosis in the lower thoracic and lumbar spine, centered at L3. There is grade I-II anterolisthesis at L3-L4. There is mild anterolisthesis at L4-L5. There is no evidence of fracture, spondylolysis or osseous neoplasm. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the L2 level. Lower thoracic intervertebral levels from T10 to L1 are visualized only on sagittal images. There is minimal spondylosis at these levels. Disc bulging is moderate at T10-T11, minimal at T11-T12 and T12-L1. L1-L2: Very minimal spondylosis. Facet joints are unremarkable. L2-L3: Mild spondylosis. Mild bilateral facet arthrosis. Large disc bulge, effacing the ventral thecal sac. L3-L4: Mild-to-moderate spondylosis. Severe bilateral facet arthrosis. Moderate disc bulge, exaggerated by the anterolisthesis. Mild right foraminal stenosis. Mild central ----- Page Break ----- canal stenosis. See axial images 13-14 of series 7, unchanged compared to axial image 14 of series 5 from the MM/DD/YYYY MR study. L4-L5: Mild spondylosis. Moderate bilateral facet arthrosis. Disc bulge, exaggerated by the anterolisthesis. Right foraminal disc protrusion, contacting the exiting right L4 nerve, sagittal image 4 of series 5, unchanged compared to sagittal image 4 of series 2 from the MM/DD/YYYY MR study. Moderate central canal stenosis, axial image 19 of series 7, unchanged compared to axial image 19 of series 5 from the MM/DD/YYYY MR study. L5-S1: Mild spondylosis. Facet joints are unremarkable. Small disc bulge. Small left foraminal disc protrusion, impinging on the exiting left L5 nerve, sagittal image 11 of series 5, unchanged compared to sagittal image 11 of series 2 from the MM/DD/YYYY MR study. The visualized paraspinal and abdominopelvic soft tissues are unremarkable in PHI appearance. ------------------------- IMPRESSION: Mild-to-moderate thoracolumbar levoscoliosis. Anterolistheses as noted. Spondylosis and facet arthrosis. Foraminal disc protrusions - right-sided at L4-L5, contacting the exiting right L4 nerve; small left-sided at L5-S1, impinging on the left L5 nerve. Central canal stenosis is mild at L3-L4, moderate at L4-L5. No change compared to MR images from PHI/DD/YYYY. Other idiopathic scoliosis, lumbar region, M41.26 Spondylolisthesis, M43.16 Degeneration lumbar spine, M51.36 Herniated disc lumbar spine, M51.26 Herniated disc L5-S1, M51.27 Spinal stenosis, M48.06 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.98266655570239137586721528348714/1.3.6.1.4.1.55648.98266655570239137586721528348714.7,1.3.6.1.4.1.55648.98266655570239137586721528348714/1.3.6.1.4.1.55648.98266655570239137586721528348714.7.pkl
-,1.3.6.1.4.1.55648.3798186921909802481668306277011073/1.3.6.1.4.1.55648.3798186921909802481668306277011073.5,31,True,,27.02748203,0.000158072,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3798186921909802481668306277011073.5.31,20181226,,130832.9575,417675793,MR,Siemens,AX PD,Aera,Patient_691566276700268188,Patient_691566276700268188,F,070Y,81.64663699,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseV2d1_14,4.0,2900.0,44.0,1,63.679702,1H,1.0,1.5,4.4,420,14.0,75,100.0,300.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,120,FFS,1.3.6.1.4.1.55648.3798186921909802481668306277011073,1.3.6.1.4.1.55648.3798186921909802481668306277011073.5,5,1,31,-110.04090426087\-41.650345191261\-11.479128146909,0.99608377490368\0.05257422569813\-0.0710849081443\-1.1116092e-008\0.80399665418058\0.59463382015021,,,5.747469735,1,MONOCHROME2,320,320,0.59375\0.59375,16,12,11,0,0.0,1858.0,817,1664,4.0,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain R20.0 Numbness Lower/Upper Extremity Z98.1 Spinal fusion M62.81 Muscle weakness R26.2 Difficulty Doctor FIRSTNAME LASTNAMERISON: Comparison is with a CT from PHI/DD/YYYY TECHNIQUE: MRI of the lumbar spine was performed with multiple sequences performed in sagittal and axial planes on a 1.5 Tesla magnet. FINDINGS: Postsurgical findings: Patient status post bilateral pedicle screw fixation from L4 through S1 with interbody spacer at L4-PHI: Maintained. Alignment: There is a dextroconvex scoliosis, grade 1 retrolisthesis of L2 on L3, L1 on L2 and anterolisthesis of L4 on L5 Marrow signal: No acute fracture or marrow replacing lesion is seen Spinal canal: The conus terminates at L1 and is unremarkable Paravertebral soft tissues: Unremarkable. Discs: There is degenerative disc disease with with disc space narrowing and decreased T2 signal from L1-L2 through L3-4. Discogenic endplate changes are most pronounced at L2-3 L1-2: There is diffuse disc bulging resulting in mild central canal stenosis with impingement of the descending right L4 II nerve roots and moderate bilateral foraminal narrowing L2-3: There is a grade 1 retrolisthesis, diffuse disc bulging and facet arthropathy resulting in moderate central canal stenosis with impingement of descending bilateral L3 ----- Page Break ----- nerve roots, severe left moderate right foraminal narrowing compressing the exiting left L2 nerve roots L3-4: There is diffuse disc bulging and facet arthropathy resulting in severe left and moderate right foraminal narrowing L4-5: There is laminectomy pedicle screw fixation without central canal stenosis. Hardware limits evaluation of the right nerve foramen L5-S1: There is grade 1 anterolisthesis and bilateral pedicle screw fixation without central canal stenosis ------------------------- IMPRESSION: Postsurgical changes status post pedicle screw fixation from L4 through S1 Interval increased degenerative disc disease at L2-3 with severe left foraminal narrowing compressing exiting left L2 nerve roots, moderate central canal stenosis and impingement of descending L3 nerve roots. Mild central canal stenosis at L1-L2 with impingement of the descending right L2 nerve roots ICD 10 - Other biomechanical lesion, M99.83 Spinal stenosis, M48.06 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",40,1.3.6.1.4.1.55648.3798186921909802481668306277011073/1.3.6.1.4.1.55648.3798186921909802481668306277011073.5,1.3.6.1.4.1.55648.3798186921909802481668306277011073/1.3.6.1.4.1.55648.3798186921909802481668306277011073.5.pkl
-,1.3.6.1.4.1.55648.2704729700034707005407758276523900/1.3.6.1.4.1.55648.2704729700034707005407758276523900.5,25,True,,19.12792611,0.00015378,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2704729700034707005407758276523900.5.25,20190903,,180724.145,576699926,MR,Siemens,AXI PD,Skyra,Patient_5158084821974252104,Patient_5158084821974252104,M,048Y,102.0582962,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_12,4.0,3000.0,36.0,1,123.220432,1H,1.0,3.0,4.4,276,12.0,70,100.0,320.0,syngo MR E11,AXI PD,Body,320\0\0\224,COL,171,FFS,1.3.6.1.4.1.55648.2704729700034707005407758276523900,1.3.6.1.4.1.55648.2704729700034707005407758276523900.5,5,1,25,-87.291084289551\-18.765941697269\-79.706508474453,1\0\0\0\0.82412618087298\0.56640624819976,,,-55.05907379,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2104.0,895,1803,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post motor vehicle collision on MM/DD/YYYY. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: No prior studies available for comparison. FINDINGS: Sagittal images demonstrate exaggeration of the normal lumbar lordosis. Vertebral height and configuration are normal. Vertebral marrow signal is generally normal. There are localized Modic type II endplate changes at L2-L3 posteriorly toward the left. There is also localized Modic type II endplate change at the anteroinferior corner of T11, in association with an intraosseous discal herniation. The lumbar disc spaces maintain normal height. There is loss of disc signal at the L2-L3 and L3-L4 levels, on the T2-weighted sequence, which reflects disc desiccation. The remainder of the lumbar disc spaces maintain relatively normal signal intensity characteristics for the patient's age. There is no evidence of disc bulge or herniation at T12-L1, L1-L2 or L2-L3. At L2-L3, there is mild left posterolateral vertebral spurring, in association with the aforementioned endplate changes, with minor left foraminal encroachment. There is no evidence of disc bulge or herniation at L3-L4, L4-L5 or L5-S1. The facet joints demonstrate normal alignment. There is facet hypertrophy from L1-L2 through L4-L5, with an anteroposterior orientation of the facet joint spaces in the upper lumbar region. There is also facet joint arthropathy at L4-L5 bilaterally. The hypertrophic facet joints encroach upon the dorsolateral aspects of the central spinal ----- Page Break ----- canal, especially from L2-L3 through L4-L5. There are facet joint effusions at many levels. There is narrowing of the bony central spinal canal in much of the lumbar region secondary to the hypertrophic facet joints, especially from L2-L3 through L4-L5, which is compatible with central spinal stenosis. There is also increased epidural fat in the mid-lower lumbar region, with secondary constriction of the thecal sac. This is compatible with epidural lipomatosis. The neural foramina are bilaterally patent, with the exception of minor left foraminal encroachment at L2-L3, as noted above. The conus medullaris is normal in position and appearance. There are no prevertebral or paraspinal abnormalities. There is nonspecific edema of the posterior subcutaneous fat, which is likely related to patient body habitus. ------------------------- IMPRESSION: 1. Mild left posterolateral vertebral spurring at L2-L3, associated with endplate changes, with minor left foraminal encroachment. 2. Bilateral facet joint arthropathy at L4-L5. 3. Central spinal stenosis from L2-L3 through L4-L5, which is secondary to facet hypertrophy and epidural lipomatosis. 4. Intraosseous discal herniation at T11-T12. 5. Multilevel facet joint effusions. 6. Lumbar hyperlordosis. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.2704729700034707005407758276523900/1.3.6.1.4.1.55648.2704729700034707005407758276523900.5,1.3.6.1.4.1.55648.2704729700034707005407758276523900/1.3.6.1.4.1.55648.2704729700034707005407758276523900.5.pkl
-,1.3.6.1.4.1.55648.9394126555078996449048804019492902/1.3.6.1.4.1.55648.9394126555078996449048804019492902.6,28,True,,22.44541502,0.00036335,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9394126555078996449048804019492902.6.28,20180913,,191026.185,74279605,MR,Siemens,AX PD,Skyra,Patient_9750141990486532995,Patient_9750141990486532995,M,037Y,90.71848554,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.239677,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,165,FFS,1.3.6.1.4.1.55648.9394126555078996449048804019492902,1.3.6.1.4.1.55648.9394126555078996449048804019492902.6,6,1,28,-124.748317261\-26.782614002874\-162.93944935798,0.99815162538823\0.02988882129124\-0.0529149420926\2.1546653e-008\0.87070095486103\0.49181281724259,,,-136.0429203,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2076.0,730,1565,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: Five lumbar vertebral bodies are assumed. Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is straightened. There is no significant spondylolisthesis. There are no focal aggressive osseous lesions. The vertebral body heights are intact. The conus terminates at T12. Intervertebral disc height narrowing and disc desiccation is present at L4-L5. The findings at the individual levels are as follows: T12-L1: Only evaluated in the sagittal plane. There is no significant central canal or neural foraminal stenosis. L1-L2: A shallow broad-based central disc protrusion does not contribute to significant central canal or neural foraminal stenosis. L2-L3 : There is a mild disc bulge with a superimposed right paracentral disc protrusion, which indents the ventral thecal sac and contact without displacing the descending right L3 nerve root. Mild left neural foraminal narrowing is noted with abutment of the exiting left L2 nerve root. L3-L4 : A mild disc bulge is asymmetric to the left and results in mild left neural foraminal narrowing with contact of the exiting left L3 nerve root. Mild flattening of the ventral thecal sac is noted. L4-L5: There is a mild disc bulge with a superimposed broad-based central disc extrusion, which moderately thinned severely narrows the central canal and impinges upon the ----- Page Break ----- descending L5 nerve roots. Mild-moderate right, mild left neural foraminal stenosis is noted with abutment of the exiting right and contacting the exiting left L4 nerve roots. There is moderate bilateral facet arthrosis. L5-S1: A shallow central disc protrusion does not contribute to significant central canal or neural foraminal stenosis. Mild bilateral facet arthrosis is noted. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: A disc herniation at L4-L5 results in moderate-severe central canal stenosis with impingement of the descending L5 nerve roots and abutment of the exiting right/contact of the exiting left L4 nerve roots. Additional findings at the other levels, as above. M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",49,1.3.6.1.4.1.55648.9394126555078996449048804019492902/1.3.6.1.4.1.55648.9394126555078996449048804019492902.6,1.3.6.1.4.1.55648.9394126555078996449048804019492902/1.3.6.1.4.1.55648.9394126555078996449048804019492902.6.pkl
-,1.3.6.1.4.1.55648.1201299252761820463688810676993245/1.3.6.1.4.1.55648.1201299252761820463688810676993245.5,29,True,,25.03623343,0.000256538,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1201299252761820463688810676993245.5.29,20200519,,,124552704,MR,Siemens,AX PD,Skyra,Patient_4677573471065215987,Patient_4677573471065215987,F,049Y,70.30682629,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.199597,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.1201299252761820463688810676993245,1.3.6.1.4.1.55648.1201299252761820463688810676993245.5,5,1,29,-77.300154778762\-4.6603847054407\-94.487807616329,0.99865840137811\0.02264901263125\-0.0465662923557\-7.1760983e-008\0.89927260670872\0.43738859018418,,,-86.82340972,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1650.0,671,1402,,,,,,,,,,,,,,,,,,,,"History: Back pain MRI-3T LUMBAR SPINE NON CONTRAST MRI examination of the lumbosacral spine was performed on a 3.0 Tesla ultra high field wide bore magnet and multiplanar multi-sequential techniques were used. Examination is interpreted in conjunction with MM/DD/YYYY. Examination of the sagittal imaging demonstrates normal alignment and a degenerative appearance of the vertebral bodies. The conus medullaris is seen to be normal. The intervertebral disks demonstrate decreased T2 signal. L5-S1 there is an asymmetric disc bulge within the left lateral recess and neural foramen. Herniation is no longer seen. There is mild to moderate lateral recess and foraminal stenosis. At L4-5 there is a diffuse degenerative bulging disc with a mild degree of stable stenosis. Review of the remaining levels does not demonstrate evidence of focal abnormality, disc herniation or stenosis. ------------------------- IMPRESSION: Multilevel asymmetric degenerative disc disease without herniations. ICD 10 Codes: Degeneration L5-S1 level. M51.37 Degeneration L1-L5. M51.36 Spinal stenosis. M48.06 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ----- Page Break -----",6,1.3.6.1.4.1.55648.1201299252761820463688810676993245/1.3.6.1.4.1.55648.1201299252761820463688810676993245.5,1.3.6.1.4.1.55648.1201299252761820463688810676993245/1.3.6.1.4.1.55648.1201299252761820463688810676993245.5.pkl
-,1.3.6.1.4.1.55648.036769139142594384420018974350174/1.3.6.1.4.1.55648.036769139142594384420018974350174.7,44,True,,38.61265087,0.000228167,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.036769139142594384420018974350174.7.44,20181219,,154012.98,331184588,MR,Siemens,AX PD FS,Skyra,Patient_5663635400733504846,Patient_5663635400733504846,F,031Y,72.57478843,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.227891,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.036769139142594384420018974350174,1.3.6.1.4.1.55648.036769139142594384420018974350174.7,7,1,44,-133.52926872531\-71.664562662178\-63.659446716309,0.99978068345589\-0.0209424207882\0\0.02094242078816\0.99978068345589\0,,,-63.65944672,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,2680.0,383,870,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M23.601 Right knee ligament injury M25.561 Right knee pain TECHNIQUE: Right knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: Right knee MRI obtained MM/DD/YYYY FINDINGS: Ligaments: Mild scarring of the proximal aspect of the medial collateral ligament is present, without tears. Anterior cruciate, posterior cruciate, and lateral collateral ligaments are unremarkable. Menisci: There is no evidence for medial or lateral meniscal tears. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. The extensor mechanism has a patella alta configuration. Mild lateral subluxation of the patella is present. The TT-TG distance measures approximately 1.3 cm. Effusion: A small amount of knee joint fluid is present. Cartilage: Signal abnormality is present cartilage overlying the patella, without evidence of cartilage defects. Bone Marrow: Overall, the bone marrow signal is age-appropriate. Popliteal fossa: There is no significant popliteal cyst. Popliteus muscle and tendon are intact. Iliotibial band: The iliotibial band is within normal limits. Posterolateral corner: The posterior lateral corner is unremarkable. ----- Page Break ----- ------------------------- IMPRESSION: Patella alta configuration of the extensor mechanism associated mild lateral subluxation of the patella. Q68.2 Chondromalacia patella, without evidence of cartilage defects. M22.41 Scarring of the proximal aspect of the medial collateral ligament at the site of the partial tear identified in MONTH XX. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.036769139142594384420018974350174/1.3.6.1.4.1.55648.036769139142594384420018974350174.7,1.3.6.1.4.1.55648.036769139142594384420018974350174/1.3.6.1.4.1.55648.036769139142594384420018974350174.7.pkl
-,1.3.6.1.4.1.55648.9514519732251233152048734767439048/1.3.6.1.4.1.55648.9514519732251233152048734767439048.6,26,True,,20.46091557,0.000175953,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9514519732251233152048734767439048.6.26,20180704,,182737.9825,992038536,MR,Siemens,AX PD,Skyra,Patient_9704597556893199828,Patient_9704597556893199828,F,052Y,113.3981069,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tseV2d1_9,4.0,3440.0,34.0,1,123.231068,1H,1.0,3.0,4.4,333,9.0,85,100.0,345.0,syngo MR E11,AX PD,Body,320\0\0\272,COL,150,FFS,1.3.6.1.4.1.55648.9514519732251233152048734767439048,1.3.6.1.4.1.55648.9514519732251233152048734767439048.6,6,1,26,-68.878798608074\-17.744844903334\-104.01679287143,0.99979077387544\-0.0127668909048\0.01598170736109\2.3138365e-008\0.78130990637803\0.62414327697698,,,-68.7704204,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1648.0,737,1469,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain with left sciatica. History of surgery. M54.42 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, axial proton density. The study was performed with intravenous sedation administered and monitored by an anesthesiologist. COMPARISON: Comparison is made to the prior study of MM/DD/YYYY. FINDINGS: Five lumbar vertebral bodies are again assumed. Coronal localizer images demonstrate dextrocurvature. The normal lumbar lordosis is somewhat straightened. The vertebral body heights are intact. The patient is again noted to be status post posterior spinal fusion at L4-L5 with bilateral pedicle screws and associated susceptibility artifact. A metallic intervertebral disc spacer is present. There is mild grade 1 anterolisthesis of L4 on L5, unchanged. The conus terminates at T12 and the imaged lower spinal cord demonstrates normal signal intensity and morphology. Mild intervertebral disc height narrowing and disc desiccation is noted. The findings at the individual levels are as follows: T12-L1: Only evaluated in the sagittal plane. There is no significant central canal or neural foraminal stenosis. L1-L2: A small right foraminal disc protrusion again does not significant central canal or neural foraminal stenosis. L2-L3 : A circumferential disc bulge is asymmetric to the left and there is a small superimposed central disc protrusion. Mild left neural foraminal narrowing results. The descending left L3 nerve root is abutted. There is mild bilateral facet arthrosis with a left facet joint effusion. The findings have progressed in the interim. L3-L4 : There is no significant central canal or neural foraminal stenosis. ----- Page Break ----- L4-L5: The patient is status post posterior spinal fusion with decompression. No significant central canal or neural foraminal stenosis is appreciated. L5-S1: There is moderate right greater left facet arthrosis. In association with a shallow right foraminal disc protrusion and posterior osseous ridging, the exiting right L5 nerve root is abutted. Since the prior study, the loculated posterior dorsal fluid collection has since resolved. Ill-defined fluid and edema is seen in its place with overlying stranding of the subcutaneous fat in keeping with postoperative change. No well-defined loculated fluid collection is present. ------------------------- IMPRESSION: Status post posterior decompression with posterior spinal fusion at L4-L5; no recurrent central canal or neural foraminal stenosis. The descending left L3 nerve root is abutted at L2-L3. Facet arthrosis has progressed since XX, with a new joint effusion on the left at L2-L3, which may be an additional source of pain. M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",49,1.3.6.1.4.1.55648.9514519732251233152048734767439048/1.3.6.1.4.1.55648.9514519732251233152048734767439048.6,1.3.6.1.4.1.55648.9514519732251233152048734767439048/1.3.6.1.4.1.55648.9514519732251233152048734767439048.6.pkl
-,1.3.6.1.4.1.55648.406137332923785370722864043098193/1.3.6.1.4.1.55648.406137332923785370722864043098193.18,80,True,,75.45318675,0.000169992,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.406137332923785370722864043098193.18.1,20171228,,123427.115,754746442,MR,Siemens,COR T1 FS POST,Skyra,Patient_4090438029950958997,Patient_4090438029950958997,F,068Y,73.93556572,,ABDOMEN,GR,SP\OSP,PFP\FS,3D,*fl3d1,2.5,3.0,1.1,1,123.158204,1H,1.0,3.0,,283,1.0,75,100.0,600.0,syngo MR E11,COR T1 FS POST,Body,0\288\216\0,ROW,9,FFS,1.3.6.1.4.1.55648.406137332923785370722864043098193,1.3.6.1.4.1.55648.406137332923785370722864043098193.18,18,1,1,-202.79517316818\-94.89457821846\189.87951043993,1\0\0\0\0\-1,,,-94.89457822,1,MONOCHROME2,288,288,1.388888835907\1.388888835907,16,12,11,0,0.0,276.0,162,392,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: K57.32 Dvtrcli of lg int w/o perforation or abscess w/o bleeding N28.1 Cyst of kidney, acquired MRI of the abdomen was performed pre and post 7.4 cc of Gadavist contrast material. IV contrast with multiple sequences in coronal and axial planes. The examination was performed on a 3 Tesla magnet. Examination was performed under moderate conscious sedation, with intravenous medications administered by a Board Certified Anesthesiologist. Pulse oximetry, heart rate and BP were continuously monitored. Comparison: Note is made of prior CT of chest dated MM/DD/YYYY. No additional prior studies are available for comparison. Findings: LIVER: The liver demonstrates mild signal dropout on chemical shift imaging indicative of mild hepatic steatosis. No focal hepatic lesion is present. The liver measures 17.5 cm in craniocaudad dimension. GALLBLADDER/BILIARY TREE: The gallbladder is present. There is no definite cholelithiasis. There is no biliary dilatation. The common bile duct measures 0.6 cm in diameter and slightly tapers more distally. SPLEEN: The spleen is unremarkable. PANCREAS: The pancreas is unremarkable. The pancreatic duct is not dilated. There is apparent drainage of the main pancreatic duct into the minor papilla. A branch duct is noted communicating between the dorsal and ventral ducts. Findings have the appearance of partial pancreas divisum. ADoctor LASTNAME : There are no adrenal masses. KIDNEYS: The kidneys enhance symmetrically with no evidence of hydronephrosis. Small ----- Page Break ----- cortical cysts are present in the left kidney with the largest in the upper pole measuring 9 mm in diameter. This demonstrates a thin internal septation. Right renal cortical cysts are also present. 2 adjacent cysts are present in the upper pole of the right kidney with the larger one measuring 2.7 x 2.6 cm. Additional smaller cysts are also present in the mid and lower pole cortex. Few measure less than 5 mm, too small to adequately characterize. These are otherwise simple in appearance. BOWEL/PERITONEUM: There is no bowel obstruction. Diffuse colonic diverticula are present. A small umbilical hernia containing fatty tissue is noted. The opening to the hernia sac measures 1.7 cm in transverse diameter ADENOPATHY: . There are no enlarged retroperitoneal lymph nodes. There is no free fluid. VASCULATURE: The abdominal aorta is of normal caliber. The IVC is patent. The splenic vein, the portal vein and hepatic veins are patent. MUSCULOSKELETAL: There are no aggressive osseous lesions. ADDITIONAL: There is no free fluid. ------------------------- IMPRESSION: Bilateral renal cysts including a small cyst in the upper pole of the left kidney demonstrating a thin internal septation. N28.1 Colonic diverticulosis. K57.30 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.406137332923785370722864043098193/1.3.6.1.4.1.55648.406137332923785370722864043098193.18,1.3.6.1.4.1.55648.406137332923785370722864043098193/1.3.6.1.4.1.55648.406137332923785370722864043098193.18.pkl
-,1.3.6.1.4.1.55648.2955933643335459661221397717192890/1.3.6.1.4.1.55648.2955933643335459661221397717192890.8,104,True,,113.1206462,0.000192642,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2955933643335459661221397717192890.8.104,20190507,,92448.725,577422659,MR,Siemens,SAG 3D ANGIO PRE,Skyra_fit,Patient_0116375306285395741,Patient_0116375306285395741,F,061Y,72.57478843,,ABDOMEN,GR,SP,,3D,*fl3d1,1.100000024,2.66,1.02,1,123.230065,1H,1.0,3.0,,286,0.0,100,81.25,1095.0,syngo MR E11,SAG 3D ANGIO PRE,Body,0\352\286\0,ROW,19,FFS,1.3.6.1.4.1.55648.2955933643335459661221397717192890,1.3.6.1.4.1.55648.2955933643335459661221397717192890.8,8,1,104,91.854069106111\-150.22946679592\215.15570678811,0\1\0\0.01745241007718\0\-0.9998476950929,,,95.59506491,1,MONOCHROME2,352,286,1.1363636255264\1.1363636255264,16,12,11,0,0.0,766.0,186,440,,,,,,,,,,,,,,,,,,,,"MRA-3T PELVIS PRE AND POST IV CONTRAST History: I10 Hypertension R 10.9 abdominal pain MR angiographic assessment of the pelvis was performed on a 3 Tesla magnet after the administration of gadavist intravenous contrast. Three-dimensional reformations were created. Additional pre-IV contrast sequences were obtained pelvis. Please refer to MRA of the abdomen performed on same day ILIAC ARTERIAL VASCULATURE VISUALIZED: The iliofemoral arterial vasculature visualized to the level of the proximal superficial femoral arterial vessels bilaterally is widely patent, uncompromised and otherwise unremarkable. The visualized proximal IVC and iliofemoral venous vasculature is also. ASCITES Doctor FIRSTNAME LASTNAMETHY: There is no definitive evidence of ascites or adenopathy throughout the study. PELVIC STRUCTURES: Uterus is retroverted. Grossly the uterus and adnexa as well as urinary bladder appear otherwise unremarkable but very limited for assessment GASTROINTESTINAL TRACT: The visualized small and large bowel appear grossly unremarkable limited for assessment. THE BONY AND SOFT TISSUE STRUCTURES: are grossly unremarkable. The remainder of the study is unremarkable. ------------------------- IMPRESSION: Unremarkable exam Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ----- Page Break -----",62,1.3.6.1.4.1.55648.2955933643335459661221397717192890/1.3.6.1.4.1.55648.2955933643335459661221397717192890.8,1.3.6.1.4.1.55648.2955933643335459661221397717192890/1.3.6.1.4.1.55648.2955933643335459661221397717192890.8.pkl
-,1.3.6.1.4.1.55648.56832171361507867341615807729177/1.3.6.1.4.1.55648.56832171361507867341615807729177.4,93,True,,86.05433297,0.000192881,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\NONE\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.56832171361507867341615807729177.4.1,20171113,,143532.16,978185373,MR,Siemens,AX DWI,Verio,Patient_8373884500704100942,Patient_8373884500704100942,M,080Y,90.71848554,,,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,5102.0,106.0,1,123.184452,1H,1.0,3.0,4.8,120,1.0,100,100.0,1250.0,syngo MR B19,AX DWI,Body,160\0\0\160,COL,90,HFS,1.3.6.1.4.1.55648.56832171361507867341615807729177,1.3.6.1.4.1.55648.56832171361507867341615807729177.4,4,1,1,-114.22387646942\-132.62191220271\-73.692930303002,0.99856967082755\0.04029432691983\-0.035142278262\-0.0470912999157\0.97408964517238\-0.221205272632,,,-104.2268272,1,MONOCHROME2,320,320,0.796875\0.796875,16,12,11,0,0.0,1735.0,305,582,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN PRE AND POST IV CONTRAST History: R55 Syncope R42 Dizziness/Vertigo Technique: MR imaging of the brain was obtained both before and after the administration of 9cc of Gadavist intravenous contrast on a 3.0 Tesla system. Comparison examinations: There are no prior studies available for comparison with this examination. Findings: There is a small chronic cortical infarct in the right postcentral gyrus with a small amount of hemosiderin staining. No other chronic infarction is seen. Within the brain parenchyma there is no mass, mass effect or edema. No acute or evolving infarct is seen but there is mild white matter microvascular disease in both cerebral hemispheres. The ventricles and sulci are normal for a patient of this age. No abnormal extraaxial collection or mass is seen. Incidental note is made of a venous angioma in the right inferior parietal lobe which is not a finding of any significance. The intracranial vascular structures are otherwise normal. The orbits, paranasal sinuses and temporal bones are normal. ------------------------- IMPRESSION: Mild white matter microvascular disease with a small chronic cortical infarct in the right postcentral gyrus with a small amount of hemosiderin staining. No acute or evolving infarct is seen. Chronic cerebral ischemia (Brain Parenchyma) - I67.82 White Matter disease, unspecified (Brain Parenchyma) - R90.82 Stroke/Infarcts (Brain Parenchyma) - I63.9 ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.56832171361507867341615807729177/1.3.6.1.4.1.55648.56832171361507867341615807729177.4,1.3.6.1.4.1.55648.56832171361507867341615807729177/1.3.6.1.4.1.55648.56832171361507867341615807729177.4.pkl
-,1.3.6.1.4.1.55648.776207590541681910913539870629647/1.3.6.1.4.1.55648.776207590541681910913539870629647.5,25,True,,21.32754564,0.000164747,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.776207590541681910913539870629647.5.25,20200317,,,864745246,MR,Siemens,AX PD,Skyra,Patient_8204989096209615135,Patient_8204989096209615135,F,049Y,83.91459912,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.257055,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.776207590541681910913539870629647,1.3.6.1.4.1.55648.776207590541681910913539870629647.5,5,1,25,-83.029384890685\-9.7066762353476\-10.086688992528,0.99711112975661\-0.0395751876293\0.0648320864973\-1.2805464e-008\0.85354185120349\0.52102428757604,,,2.764888366,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2256.0,946,1970,,,,,,,,,,,,,,,,,,,,"EXAM: MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain TECHNIQUE: Axial and sagittal multi-weighted images of the lumbar spine were obtained on a 3.0 Tesla magnet. COMPARISON: None. FINDINGS: There is normal alignment of lumbar vertebral bodies. The intervertebral discs demonstrate normal height and signal intensity. No significant osteophyte formation is noted. The marrow signal has an overall benign appearance. Vertebral bodies are of normal height and signal intensity. The conus medullaris and filum terminale are within normal limits. No abnormal intensity demonstrated in STIR sequence. L1-2: No focal disc bulge or herniation demonstrated. No significant central or lateral recess spinal stenosis. The neural foramina are within normal limits bilaterally with no definite compromise to the exiting nerve roots. L2-3: There is no evidence of disc bulge, herniation or central stenosis. Neural foramina are patent. There is no nerve root compression. L3-4: Mild broad-based disc bulge is present. This results in mild flattening upon the thecal sac (axial image 14, sagittal images 8). Disc bulge measures 2 mm in PHI dimension. Neural foramina are patent. There is no nerve root compression. L4-5: Small broad-based central disc herniation (protrusion) is present. This results in mild compression of the thecal sac (axial T2 images 19, sagittal T1 and T2 images 10). Disc protrusion measures 17 mm transverse dimension and 4 mm in PHI dimension. There is an increased T2 signal intensity in the far left lateral disc compatible with annular tear (axial T2 image 19, sagittal T2 image 11). There is mild ligamentum flavum and facet hypertrophy. These factors combined result in mild to moderate spinal stenosis. There is mild narrowing of the left neural foramen (sagittal T2 images 13). ----- Page Break ----- L5-S1: No focal disc bulge or herniation demonstrated. No significant central or lateral recess spinal stenosis. The neural foramina are within normal limits bilaterally with no definite compromise to the exiting nerve roots. ------------------------- IMPRESSION: 1. Normal alignment of lumbar vertebral bodies. No acute compression fractures. 2. At L3-4 level, mild broad-based disc bulge is present, resulting in mild flattening upon the thecal sac. 3. At L4-5 level, small broad-based central disc herniation (protrusion) with annular tear is present, resulting in mild compression of the thecal sac. Mild to moderate spinal stenosis. Mild narrowing of the left neural foramen. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.776207590541681910913539870629647/1.3.6.1.4.1.55648.776207590541681910913539870629647.5,1.3.6.1.4.1.55648.776207590541681910913539870629647/1.3.6.1.4.1.55648.776207590541681910913539870629647.5.pkl
-,1.3.6.1.4.1.55648.3034868031347988093221362148144800/1.3.6.1.4.1.55648.3034868031347988093221362148144800.5,30,True,,23.84830213,0.000155449,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3034868031347988093221362148144800.5.30,20190509,,111608.7275,767726507,MR,Siemens,AX PD,Verio,Patient_6382726914875239629,Patient_6382726914875239629,M,037Y,95.70800224,,,SE,SK\SP\OSP,SAT1,2D,*tseR2d1rs8,4.0,3000.0,45.0,1,123.26217,1H,1.0,3.0,4.4,272,8.0,70,100.0,260.0,syngo MR B19,AX PD,Body,320\0\0\224,COL,160,FFS,1.3.6.1.4.1.55648.3034868031347988093221362148144800,1.3.6.1.4.1.55648.3034868031347988093221362148144800.5,5,1,30,-103.21951576097\-17.535445176414\-81.974675238539,0.99712228813466\0.0397039376967\-0.0645812653676\-3.2612524e-008\0.85188443189855\0.52372981076972,,,-68.29964596,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2575.0,874,1804,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain, status post injury on MM/DD/YYYY. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: No prior studies available for comparison. FINDINGS: The lumbosacral spine is normally aligned. There is a transitional vertebra at the lumbosacral junction, which will be designated ""L5"" for the purposes of this examination. It articulates with the sacrum on the left. Accordingly, the L5-S1 disc space is transitional nature and the conus medullaris is likely situated at the T11-T12 level, which is not included in the field of view. Vertebral height and configuration are normal. Vertebral marrow signal is generally normal, with minor endplate changes anteriorly at several levels. There is prominent fatty marrow within the pedicles of L4 bilaterally. Incidental note is also made of a probable small vertebral hemangioma of L1, which demonstrates increased signal on all pulse sequences. There is mild generalized loss of disc signal in the lumbar region, on the T2-weighted sequence, which reflects early disc desiccation. There is associated disc space narrowing at T12-L1. The L5-S1 disc space is also smaller than the more superior lumbar disc spaces secondary to its transitional nature. The facet joints demonstrate normal alignment. There is bilateral facet joint arthropathy at L3-L4 and L4-L5. There is facet joint hypoplasia at L5-S1, which is related to the transitional nature of this articulation. There are facet joint effusions at many levels. There is also edema of the interspinous space at L4-L5, which is secondary to injury of the interspinous ligament at this level. ----- Page Break ----- There are intraosseous discal herniations at every level from T11-T12 through L3-L4, as well as at L5-S1. At T12-L1 1, there is also left paracentral herniation of the disc, which deforms the left ventral thecal sac. There are also annular bulges at L1-L2, L2-L3 and L3-L4. There is no evidence of disc bulge or herniation at L4-L5. There is no evidence of significant central spinal stenosis. The neural foramina are bilaterally patent. There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Intraosseous discal herniations at nearly all levels from T11-T12 through L5-S1. This raises the possibility of Scheuermann's disease. 2. Left paracentral disc herniation at T12-L1, with mass effect on the ventral thecal sac. 3. Annular bulges at L1-L2, L2-L3 and L3-L4. 4. Facet joint arthropathy at L3-L4 and L4-L5. 5. Facet joint effusions at many levels. 6. Injury of the interspinous ligament at L4-L5. 7. Transitional ""L5"" vertebra and L5-S1 disc space. Please note that the lumbar vertebrae and disc spaces are numbered accordingly. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.3034868031347988093221362148144800/1.3.6.1.4.1.55648.3034868031347988093221362148144800.5,1.3.6.1.4.1.55648.3034868031347988093221362148144800/1.3.6.1.4.1.55648.3034868031347988093221362148144800.5.pkl
-,1.3.6.1.4.1.55648.8697086588741225153051605587771712/1.3.6.1.4.1.55648.8697086588741225153051605587771712.2,48,True,,38.05279517,0.000551701,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8697086588741225153051605587771712.2.1,20170825,,111017.0425,409938763,MR,Siemens,AX DWI_TRACEW,Aera,Patient_3807812588955738022,Patient_3807812588955738022,M,037Y,106.1406281,,ANGIO,EP,SK\SP,PFP\FS,2D,*ep_b0,5.0,5500.0,115.0,2,63.673489,1H,1.0,1.5,6.0,143,71.0,100,100.0,815.0,syngo MR D13E,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.8697086588741225153051605587771712,1.3.6.1.4.1.55648.8697086588741225153051605587771712.2,2,1,1,-114.9999961853\-113.74698412418\-79.02409362793,1\0\0\0\1\0,,,-79.02409363,1,MONOCHROME2,192,192,1.1979166269302\1.1979166269302,16,12,11,0,0.0,456.0,125,331,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN NON CONTRAST History: Moyamoya disease treated with pial synangiosis. I67.5 Moyamoya disease Technique: Sagittal and axial T1 weighted images were supplemented by axial T2, grad echo, FLAIR and diffusion images. This study was performed on a 1.5 Tesla system. Comparison examination: MR the brain dated MONTH MM, YYYY. Findings: Since the prior study there has been a left parietal craniotomy for the pial synangiosis. Under the craniotomy site there is no large undrained collection. There is a chronic infarct in the deep white matter of the left frontal lobe extending into the putamen with wallerian degeneration and atrophy of the left cerebral peduncle. No other infarct is seen. Within the brain parenchyma there is no mass, mass effect or edema. The ventricles and sulci are normal for a patient of this age. No abnormal extraaxial collection or mass is seen. Normal signal is seen within both the intracranial and extracranial vascular structures. The craniocervical junction is normal. The orbits and temporal bones are normal. Mild mucosal disease is seen in the maxillary sinuses and ethmoid air cells. ------------------------- IMPRESSION: Postoperative study following left-sided pial synangiosis. Chronic infarct in the deep white matter of the left frontal lobe and putamen. Stroke/Infarcts (Brain Parenchyma) - I63.9 ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.8697086588741225153051605587771712/1.3.6.1.4.1.55648.8697086588741225153051605587771712.2,1.3.6.1.4.1.55648.8697086588741225153051605587771712/1.3.6.1.4.1.55648.8697086588741225153051605587771712.2.pkl
-,1.3.6.1.4.1.55648.0426070905181304890940219139901073/1.3.6.1.4.1.55648.0426070905181304890940219139901073.3,40,True,,36.95692325,0.000157356,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0426070905181304890940219139901073.3.40,20190320,,142119.3875,407009602,MR,Siemens,AX PD FS,Skyra,Patient_6325270725750144894,Patient_6325270725750144894,F,060Y,86.18256126,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_12,3.0,3500.0,31.0,1,123.256821,1H,1.0,3.0,3.0,351,12.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.0426070905181304890940219139901073,1.3.6.1.4.1.55648.0426070905181304890940219139901073.3,3,1,40,-141.43993086611\-82.286584972124\-50.051956176758,0.99211470107751\0.12533323544007\0\-0.1253332354401\0.99211470107751\0,,,-50.05195618,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1778.0,770,1533,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M25.361 Right knee instability M23.601 Right knee ligament injury M25.661 Right knee/ lower leg stiffness TECHNIQUE: Right knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Ligaments: The anterior cruciate ligament has a disorganized appearance, consistent with a high-grade partial versus complete tear. The posterior cruciate, medial collateral, and lateral collateral ligaments are intact. Menisci: Mild fraying of the free edge of the medial meniscus is present. There is a small horizontal tear involving the junction of the body and anterior horn lateral meniscus. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. Mild lateral subluxation of the patella is present. TT-TG distance measures approximately 1.2 cm. Effusion: A moderate knee joint effusion is present. Cartilage: Focal full-thickness cartilage loss is present in the posterior aspect of the medial femoral condyle. There is also focal full-thickness cartilage loss on the weightbearing surface of the medial femoral condyle. Less severe cartilage loss is present in the patellofemoral and lateral femorotibial compartments. Bone Marrow: Bone marrow edema is present in the posterior aspect of the lateral tibial plateau, without fractures. Popliteal fossa: There is no significant popliteal cyst. Popliteus muscle and tendon are ----- Page Break ----- intact. Iliotibial band: The iliotibial band is within normal limits. Posterolateral corner: The posterior lateral corner is unremarkable. ------------------------- IMPRESSION: Disorganized appearance of the anterior cruciate ligament, consistent with the presence of a high-grade partial versus complete ACL tear. S83.511A Horizontal tear the junction of the body and anterior horn lateral meniscus. Mild fraying/truncation of the free edge medial meniscus. S83.281A Moderate knee joint effusion. M25.461 Degenerative changes, with cartilage loss most pronounced the medial femorotibial compartment. M17.11 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.0426070905181304890940219139901073/1.3.6.1.4.1.55648.0426070905181304890940219139901073.3,1.3.6.1.4.1.55648.0426070905181304890940219139901073/1.3.6.1.4.1.55648.0426070905181304890940219139901073.3.pkl
-,1.3.6.1.4.1.55648.079626326833491348785461689107646/1.3.6.1.4.1.55648.079626326833491348785461689107646.6,32,True,,28.46806645,0.000169039,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.079626326833491348785461689107646.6.32,20171108,160849.002,160854.075,251757703,MR,Siemens,AX PD,Aera,Patient_4353636134964423927,Patient_4353636134964423927,M,065Y,113.3981069,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,43.0,1,63.679769,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,137,FFS,1.3.6.1.4.1.55648.079626326833491348785461689107646,1.3.6.1.4.1.55648.079626326833491348785461689107646.6,6,1,32,-133.8499100674\-38.845412214826\-110.25767047028,0.99936393457287\0.01636741797332\-0.0316833379541\-4.2028797e-008\0.8884528235597\0.45896795128722,,,-84.8522296,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,2663.0,890,1915,4.0,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Doctor FIRSTNAME LASTNAMERISON: MM/DD/YYYY. TECHNIQUE: MRI of the lumbar spine was performed with multiple sequences in sagittal and axial planes on a 1.5 Tesla high-field wide-bore magnet. Examination was performed under moderate conscious sedation, with intravenous medications administered by a Board Certified Anesthesiologist. Pulse oximetry, heart rate and BP were continuously monitored. FINDINGS: Discs: There is multilevel disc desiccation and height loss. Vertebral body heights: Maintained. Alignment: There is mild S-shaped scoliosis. Marrow signal: The endplates within the L2-3 and L3-4 discs, presumably degenerative in etiology. Spinal canal: The conus medullaris and cauda equina are unremarkable. Paravertebral soft tissues: Left renal cysts are noted. L1-2: There is a disc bulge and mild facet arthropathy resulting in mild bilateral foraminal stenosis. There is no significant spinal canal stenosis. L2-3: Status post laminectomy without significant central canal stenosis. There are marginal osteophytes and facet arthropathy resulting in marked bilateral foraminal stenosis. ----- Page Break ----- L3-4: Status post laminectomy without significant spinal canal stenosis. There is moderate right and marked left foraminal stenosis due to facet arthropathy and marginal osteophytes. L4-5: Status post laminectomy without significant spinal canal stenosis. There are marginal osteophytes and facet arthropathy resulting in moderate bilateral foraminal stenosis. L5-S1: There is a disc osteophyte complex and facet arthropathy resulting in moderate bilateral foraminal stenosis. There is no significant spinal canal stenosis. ------------------------- IMPRESSION: Multilevel degenerative disc disease, status post L2-3 through L4-5 laminectomies, resulting in at least moderate stenosis of several neural foramina as detailed above without significant spinal canal stenosis. No significant interval change in the caliber of the spinal canal or neural foramina. Significant interval increase in edema surrounding the L2-3 and L3-4 discs, presumably degenerative in etiology; correlate clinically for signs and symptoms of infection to exclude the unlikely possibility of osteomyelitis. M51.36, M51.37 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",75,1.3.6.1.4.1.55648.079626326833491348785461689107646/1.3.6.1.4.1.55648.079626326833491348785461689107646.6,1.3.6.1.4.1.55648.079626326833491348785461689107646/1.3.6.1.4.1.55648.079626326833491348785461689107646.6.pkl
-,1.3.6.1.4.1.55648.9431494696352837143467064372695151/1.3.6.1.4.1.55648.9431494696352837143467064372695151.10,812,True,,191.3907232,0.000368118,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9431494696352837143467064372695151.10.1,20200121,,,809260808,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_972730936215732534,Patient_972730936215732534,M,073Y,86.18256126,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.255854,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.9431494696352837143467064372695151,1.3.6.1.4.1.55648.9431494696352837143467064372695151.10,10,1,1,-99.74609375\-89.105340957642\-48.703125,1\0\0\0\1\0,,,-48.703125,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,298.0,155,364,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Prostate cancer, on active surveillance. Elevated PSA, 11 ng mL. C61. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 9 cc Gadavist was administered. Comparison: Prior prostate MRI dated MM/DD/YYYY FINDINGS: Prostate size: 5.3 [transverse] x 4.6 [AP] x 6.8 [CC] cm, 86 cc in volume, previously 84 cc. Lesion: 1, (or stroma-type hypertrophic nodule based on sagittal T2 of both studies) PI-RADS Assessment Category: 3 T2-weighted images: 3, hypointense with obscured margins, not contained within BPH nodule Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: None, no early hyperperfusion Size: 15 x 13 mm as measured on image 7 of series MM/DD/YYYY, ADC/ax T2 Location: Midline anterior transition zone, apex. Extra-prostatic extension: None Lesion: 2 (previously described focal inflammation with decreased enhancement but focal diffusion restriction) PI-RADS Assessment Category: 3 T2-weighted images: 3, heterogeneous, noncircumscribed moderate hypointensity Diffusion-weighted images: 3, focal mild/moderate decreased ADC and mildly increased signal on ultra high b-value images. Dynamic post-contrast images: None, no early hyperperfusion Size: 9 x 5 mm as measured on image 7 of series MM/DD/YYYY, ADC/ax T2 ----- Page Break ----- Location: Midline towards left posteromedial peripheral zone, apex. Extra-prostatic extension: None Central zone: As described previously without significant interval change, splayed bilateral central zone by BPH with mild asymmetry, and associated signal change on T2 and DWI at the midline along base to midgland, without suspicious hyperperfusion on DCE. Diffuse pattern of indistinct T2 hypointensity with punctate cystic foci at the base support postinflammatory change with fibrosis. Peripheral zone: As described previously without significant interval change, bilateral indistinct, linear and wedge-shaped T2 hypointensity without early hyperperfusion or focal hyperenhancement on DCE, rather gradually increased mild, diffuse enhancement supportive of chronic of postinflammatory change with fibrosis. Transition zone: No significant interval change of BPH with a large 3.5 cm hypertrophic nodule protruding from the base, bulging behind the bladder neck, without intravesical extension. Bladder: Again noted significant postvoid residual at the beginning of scan. Otherwise unremarkable. Seminal vesicle: Unchanged dilatation of the left distal vas deferens to ejaculatory duct with wall thickening supportive of chronic inflammation, and wall thickening of the left seminal vesicle. Absent or hypoplastic right seminal vesicle. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: Small left inguinal fat hernia. Small free fluid, slightly increased. ------------------------- IMPRESSION: 15 x 13 mm PI-RADS 3 lesion at the midline anterior transition zone, apex. 9 x 5 mm PI-RADS 3 lesion at the midline towards left posteromedial peripheral zone, apex. Diffuse postinflammatory change in the rest of peripheral zone and transition zone, and ----- Page Break ----- inflammatory changes along the left distal vas deferens to ejaculatory duct and seminal vesicle. No metastatic adenopathy or suspicious bone lesion. BPH. PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.9431494696352837143467064372695151/1.3.6.1.4.1.55648.9431494696352837143467064372695151.10,1.3.6.1.4.1.55648.9431494696352837143467064372695151/1.3.6.1.4.1.55648.9431494696352837143467064372695151.10.pkl
-,1.3.6.1.4.1.55648.8745370819431191365623158086254407/1.3.6.1.4.1.55648.8745370819431191365623158086254407.3,42,True,,34.57692289,0.000158787,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8745370819431191365623158086254407.3.42,20171023,,173329.28,969198017,MR,Siemens,AX PD FS,Aera,Patient_9658942967933076258,Patient_9658942967933076258,M,063Y,113.3981069,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_15,3.0,3000.0,44.0,2,63.673381,1H,1.0,1.5,3.0,331,15.0,85,100.0,180.0,syngo MR D13E,AX PD FS,TxRx_Knee_15,0\320\272\0,ROW,180,FFS,1.3.6.1.4.1.55648.8745370819431191365623158086254407,1.3.6.1.4.1.55648.8745370819431191365623158086254407.3,3,1,42,35.91228390118\-119.74306478951\-44.632530212402,0.94551858153178\0.32556813722804\0\-0.325568137228\0.94551858153178\0,,,-44.63253021,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1725.0,509,974,4.0,,,,,,,,,,,,,,,,,,,"EXAM: MRI-LEFT KNEE NON CONTRAST HISTORY: M25.562 Left knee pain Left knee pain. Status post recent arthrocentesis. TECHNIQUE: Axial, coronal, and sagittal images of the left knee were obtained on a 3.0 Tesla magnet. COMPARISON: None. FINDINGS: SOFT TISSUES: Subcutaneous edema anterior medial aspect of the knee. Prepatellar edema. BONE MARROW: Subchondral edema in the medial compartment likely on a degenerative basis. Menisci : Large radial tear posterior horn medial meniscus which is peripherally extruded (sagittal 13, coronal 23). Lateral meniscus is intact without tears. ANTERIOR CRUCIATE LIGAMENT: There is laxity of the ACL but I do not see a visualized tear. POSTERIOR CRUCIATE LIGAMENT: Normal. EXTENSOR MECHANISM: PATELLA: Patella alta. No tilt or subluxation. Hoffa's fat-pad: Edema in Hoffa's fat pad. Distal quadriceps and patellar tendon: Doctors. NAME TELLOFEMORAL LIGAMENTS AND RETINACULA: Normal. LASTNAME STRUCTURES: MCL: Superficial tibial collateral ligament, deep meniscal femoral, and meniscal tibial ligaments are intact. PES Doctor FIRSTNAME LASTNAMENS AND DISTAL SEMIMEMBRANOSUS: Unremarkable. lateral structures: ILIOTIBIAL BAND: Unremarkable. BICEPS Doctor FIRSTNAME LASTNAMEN: Unremarkable. ----- Page Break ----- FIBULAR COLLATERAL LIGAMENT: Unremarkable. POPLITEUS MUSCLE Doctor FIRSTNAME LASTNAMEN: Unremarkable. Posterior lateral corner structures: Unremarkable. popliteal cyst: Small popliteal cyst with small loose body measuring 5 millimeters (sagittal 10). periarticular bursitis: None. JOINT EFFUSION: Moderate to large knee joint effusion. CARTILAGE: Areas of high-grade cartilage loss in the lateral patellar cartilage. There is a full-thickness cartilage defect lateral trochlear cartilage measuring 13 mm in mediolateral dimensions x 13 mm in craniocaudal dimensions (axial 15, sagittal 22). Areas of high-grade cartilage loss in the medial compartment. Minimal cartilage thinning in the lateral compartment. Small peripheral osteophytes. Loose intra-articular bodies are seen. The largest is in the medial joint space measuring 6 mm (sagittal 6, axial 15). MUSCLES: Nonspecific atrophy of the posterior tibialis and a portion of the lateral soleus. Nerves and vasculature: Unremarkable. ------------------------- IMPRESSION: Large radial tear posterior horn medial meniscus which is peripherally extruded. Tricompartmental osteoarthrosis with areas of high-grade cartilage loss in the patellofemoral and medial compartments with moderate to large knee joint effusion and loose intra-articular bodies. Small popliteal cyst with a loose body. Laxity of the ACL but no frank tear. ICD 10: Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",17,1.3.6.1.4.1.55648.8745370819431191365623158086254407/1.3.6.1.4.1.55648.8745370819431191365623158086254407.3,1.3.6.1.4.1.55648.8745370819431191365623158086254407/1.3.6.1.4.1.55648.8745370819431191365623158086254407.3.pkl
-,1.3.6.1.4.1.55648.0391683524321780067710581567267596/1.3.6.1.4.1.55648.0391683524321780067710581567267596.6,25,True,,17.26517725,0.00015831,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0391683524321780067710581567267596.6.25,20190912,191822.651,191737.6275,723093324,MR,Siemens,AX T1,Aera,Patient_1655432352901330508,Patient_1655432352901330508,M,015Y,63.50293988,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_3,4.0,473.0,9.9,1,63.679051,1H,1.0,1.5,4.4,279,3.0,90,100.0,205.0,syngo MR E11,AX T1,Body,256\0\0\230,COL,120,FFS,1.3.6.1.4.1.55648.0391683524321780067710581567267596,1.3.6.1.4.1.55648.0391683524321780067710581567267596.6,6,1,25,-118.83587805674\-11.540840228673\-18.153491030682,0.99984521270848\0.00704015980785\-0.0161241053647\-1.6278075e-008\0.91645250151208\0.40014348985365,,,-14.1077643,1,MONOCHROME2,256,256,0.78125\0.78125,16,12,11,0,0.0,1290.0,346,848,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Doctor FIRSTNAME LASTNAMERISON: MM/DD/YYYY. TECHNIQUE: MRI of the lumbar spine was performed with multiple sequences in sagittal and axial planes on a 1.5 Tesla high-field wide-bore magnet. FINDINGS: Vertebral body heights: Maintained. Alignment: Preserved. Marrow signal: There is persistent edema involving bilateral L5 pedicles and inferior facet, not significantly changed the prior examination. Spinal canal: The conus medullaris and cauda equina are unremarkable. Paravertebral soft tissues: Unremarkable. Discs:: There is no significant posterior disc abnormality, spinal canal or foraminal stenosis. ------------------------- IMPRESSION: No significant interval change in edema involving bilateral L5 pedicles and inferior facets, presumably reflecting sequela of stress fracture. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",75,1.3.6.1.4.1.55648.0391683524321780067710581567267596/1.3.6.1.4.1.55648.0391683524321780067710581567267596.6,1.3.6.1.4.1.55648.0391683524321780067710581567267596/1.3.6.1.4.1.55648.0391683524321780067710581567267596.6.pkl
-,1.3.6.1.4.1.55648.608714755742567087612543680126896/1.3.6.1.4.1.55648.608714755742567087612543680126896.6,172,True,,159.1549439,0.000180483,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.608714755742567087612543680126896.6.1,20180111,,84525.15,274976851,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_6367595127271455009,Patient_6367595127271455009,M,056Y,90.71848554,,BRAIN,GR,SP,SAT1,3D,*fl3d1r_t70,0.599999964,28.0,7.15,1,63.679778,1H,1.0,1.5,19.2,319,1.0,100,100.0,120.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.608714755742567087612543680126896,1.3.6.1.4.1.55648.608714755742567087612543680126896.6,6,1,1,-93.877342866575\-117.86359811036\-28.152035516603,0.99901031807845\-0.0337182704395\0.02900797496138\0.03314058474229\0.9992471470123\0.02017029575193,,,-23.08778708,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,388.0,125,311,4.0,,,,,,,,,,,,,,,,,,,"MRA-HEAD NON CONTRAST HISTORY: I67.1 Doctor FIRSTNAME LASTNAMERISON: MM/DD/YYYY, MM/DD/YYYY. TECHNIQUE: 3-D time-of-flight intracranial MR angiography was performed. Multiple MIP images were generated. The study was performed on a 1.5 Tesla high field wide bore magnet. FINDINGS: Aneurysms: The patient is again noted to be status post coil embolization of the right posterior communicating artery aneurysm. There is persistent flow related enhancement within the coil mass measuring approximately 8 x 5 mm, stable since the prior examination. No new aneurysms are identified. Intracranial internal carotid arteries: Patent bilaterally without significant stenosis. Anterior cerebral arteries: Patent bilaterally without significant stenosis. Middle cerebral arteries: Patent bilaterally without significant stenosis. Intracranial vertebral arteries: Patent bilaterally without significant stenosis. Basilar artery: Patent without significant stenosis. Posterior cerebral arteries: Patent bilaterally without significant stenosis. Diffusion-weighted sequences: No evidence of a recent infarct. ------------------------- IMPRESSION: ----- Page Break ----- Stable recurrent right posterior communicating artery aneurysm status post coil embolization. I67.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",50,1.3.6.1.4.1.55648.608714755742567087612543680126896/1.3.6.1.4.1.55648.608714755742567087612543680126896.6,1.3.6.1.4.1.55648.608714755742567087612543680126896/1.3.6.1.4.1.55648.608714755742567087612543680126896.6.pkl
-,1.3.6.1.4.1.55648.1987025955611396631399498512926607/1.3.6.1.4.1.55648.1987025955611396631399498512926607.1001,112,True,,105.5230711,0.000184298,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS3D\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1987025955611396631399498512926607.1001.1,20191002,,123458.8675,76518340,MR,Siemens,I_AAspine_scout,MAGNETOM Vida,Patient_7826824516316647140,Patient_7826824516316647140,M,038Y,77.1106,,LSPINE,GR,SK,PFP\PFF\PER,3D,*fl3d1,1.7,3.3,1.27,1,123.256235,1H,,3.0,,240,1.0,100,100.0,548.0,syngo MR XA10,I_AAspine_scout,Body,240\0\0\240,COL,8,HFS,1.3.6.1.4.1.55648.1987025955611396631399498512926607,1.3.6.1.4.1.55648.1987025955611396631399498512926607.1001,1001,1,1,-196.457\-55.3948\-249.822,1\0\0\0\0\-1,,,-55.3948,1,MONOCHROME2,240,240,1.66667\1.66667,16,12,11,0,0.0,641.0,47,124,,,,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post motor vehicle collision in PHI. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: X-ray examination of the lumbar spine, dated MM/DD/YYYY. FINDINGS: Sagittal images demonstrate mild accentuation of the normal lumbar lordosis. There is a transitional vertebra at the lumbosacral junction, which will be designated ""S1"" for the purposes of this examination. Accordingly, there is spina bifida occulta of S1 and the S1-S2 disc space is relatively rudimentary in appearance. The conus medullaris is situated at the L1 vertebral level and the last movable disc space is L5-S1. Vertebral height and configuration are normal. Vertebral marrow signal is also normal. There is loss of disc signal at the L4-L5 and L5-S1 levels, on the T2-weighted sequence, accompanied by mild disc space narrowing at L5-S1. This reflects disc desiccation. The remainder of the visualized disc spaces maintain normal height and signal intensity characteristics. There is no evidence of disc bulge or herniation from T12-L1 through L3-L4. At L4-L5, there is left foraminal herniation of the disc, with left foraminal encroachment and impingement of the exiting left L4 nerve root. At L5-S1, there is annular bulging, slightly asymmetric toward the right, which effaces the ventral epidural fat and mildly encroaches upon the right neural foramen. The facet joints demonstrate normal alignment. There are hypoplastic facet joints at S1-S2. ----- Page Break ----- There is no evidence of central spinal stenosis. The neural foramina are bilaterally patent, with the exceptions noted above. The conus medullaris is normal in position and appearance. There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Left foraminal disc herniation at L4-L5, with left foraminal encroachment and impingement of the exiting left L4 nerve root. 2. Annular bulge at L5-S1, slightly asymmetric toward the right, with ventral canal and mild right foraminal encroachment. 3. Transitional ""S1"" vertebra and S1-S2 disc space. Please note that the lumbar vertebrae and disc spaces are numbered accordingly. 4. Lumbar hyperlordosis. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.1987025955611396631399498512926607/1.3.6.1.4.1.55648.1987025955611396631399498512926607.1001,1.3.6.1.4.1.55648.1987025955611396631399498512926607/1.3.6.1.4.1.55648.1987025955611396631399498512926607.1001.pkl
-,1.3.6.1.4.1.55648.7179807935788858315427138312818607/1.3.6.1.4.1.55648.7179807935788858315427138312818607.5,25,True,,18.70796633,0.000253677,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7179807935788858315427138312818607.5.25,20200324,,135235.02,267001222,MR,Siemens,AX PD,Skyra,Patient_8120361767130405850,Patient_8120361767130405850,F,050Y,70.30682629,,CSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.260165,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,146,HFS,1.3.6.1.4.1.55648.7179807935788858315427138312818607,1.3.6.1.4.1.55648.7179807935788858315427138312818607.5,5,1,25,-81.796875\-2.2669132722912\-435.55449670109,1\0\0\0\0.8916235060311\0.45277756513857,,,-387.3242199,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1441.0,607,1262,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is maintained. There is no significant spondylolisthesis. Bones: There is fatty endplate changes at L5-S1 and in the inferior endplate of L4 indicative of Modic type II changes. Bone marrow signal is normal, without evidence of acute fracture or infiltrative process. The vertebral body heights are intact. Intervertebral Discs: Marked loss of disc height at L5-S1 with disc desiccation. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L3-L4: Broad-based protruded Central disc herniation indenting the thecal sac. No neural foraminal narrowing. L4-5: Broad-based protruded Central disc herniation with central annular tear indenting the thecal sac. No neural foraminal narrowing. Mild bilateral facet arthrosis. L5-S1: Marked loss of disc height. Disc bulge with osseous ridging with moderate to marked left neural foraminal narrowing impinging on the left exiting L5 nerve root and mild-to-moderate right neural foraminal narrowing.. Bilateral subarticular stenosis encroaching on bilateral descending S1 nerve roots. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L5-S1: Marked loss of disc height. Disc bulge with osseous ridging with moderate to marked left neural foraminal narrowing impinging on the left exiting L5 nerve root and mild-to-moderate right neural foraminal narrowing.. Bilateral subarticular stenosis encroaching on bilateral descending S1 nerve roots. L3-L4: Broad-based protruded Central disc herniation indenting the thecal sac. No neural foraminal narrowing. L4-5: Broad-based protruded Central disc herniation with central annular tear indenting the thecal sac. No neural foraminal narrowing. Mild bilateral facet arthrosis. Modic type II endplate changes at L5-S1 and to a lesser degree at L4-5. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.7179807935788858315427138312818607/1.3.6.1.4.1.55648.7179807935788858315427138312818607.5,1.3.6.1.4.1.55648.7179807935788858315427138312818607/1.3.6.1.4.1.55648.7179807935788858315427138312818607.5.pkl
-,1.3.6.1.4.1.55648.775353348269596179676797687437336/1.3.6.1.4.1.55648.775353348269596179676797687437336.11,696,True,,357.0335763,0.000259638,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.775353348269596179676797687437336.11.1,20191001,,,235630299,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_5762330199831460651,Patient_5762330199831460651,M,074Y,86.18256126,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.5,3.74,1.63,1,123.221161,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.775353348269596179676797687437336,1.3.6.1.4.1.55648.775353348269596179676797687437336.11,11,1,1,-110.02901862375\-74.602409362793\-75.310164991766,1\0\0\0\1\0,,,-75.31016499,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,804.0,422,844,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (4.5 ng/ml), 4K score 13 percent. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 9 cc Gadavist was administered. I-STAT: Creatinine 0.8, GFR 80 FINDINGS: Prostate size: 4.8 [transverse] x 3.5 [AP] x 4.5 [CC] cm, about 39 cc in volume. Lesion : PI-RADS Assessment Category: 3 T2-weighted images: 4, circumscribed, homogeneous moderate hypodense. Diffusion-weighted images: 3, focal moderate decreased ADC and mildly increased signal on ultra high b-value images. Dynamic post-contrast images: Negative, no early hyperperfusion. Size: 7 x 5 mm as measured on image 9 of series 5, ADC, image 14 of series 9, ax T2 Location: Midline-left posteromedial peripheral zone, midgland. Extra-prostatic extension: None Additional peripheral zone findings: Diffuse, mild indistinct T2 hypointensity with diffuse hyperenhancement, favoring inflammation, PI-RADS 2. Additional transition zone findings: Heterogeneous and enlarged, consistent with BPH, without intravesical extension. Bladder: Unremarkable.. Seminal vesicle: Unremarkable. ----- Page Break ----- GI: Sigmoid to descending colon diverticulosis. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: Partially seen small bilateral hydrocele,. ------------------------- IMPRESSION: 7 x 5 mm PIRADS 3 lesion at the left posteromedial peripheral zone-midline, midgland. D40.0. Bilateral peripheral zone inflammation. Correlate clinically. N41.9. BPH. N40.0 PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.775353348269596179676797687437336/1.3.6.1.4.1.55648.775353348269596179676797687437336.11,1.3.6.1.4.1.55648.775353348269596179676797687437336/1.3.6.1.4.1.55648.775353348269596179676797687437336.11.pkl
-,1.3.6.1.4.1.55648.4203071378469347401753943644519654/1.3.6.1.4.1.55648.4203071378469347401753943644519654.3,40,True,,36.38099551,0.00015521,ISO_IR 100,ORIGINAL\PRIMARY\M\ND\NORM,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4203071378469347401753943644519654.3.40,20161004,,103012.3725,602603062,MR,Siemens,AX PD FS,Verio,Patient_9007807289464246508,Patient_9007807289464246508,F,042Y,95.25440982,,,SE,SK\SP,SAT1\FS,2D,*tse2d1_12,3.0,3400.0,37.0,1,123.260927,1H,1.0,3.0,3.0,319,12.0,100,100.0,237.0,syngo MR B19,AX PD FS,8Ch_Knee,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.4203071378469347401753943644519654,1.3.6.1.4.1.55648.4203071378469347401753943644519654.3,3,1,40,55.256319248318\-114.21728446664\-85.240879742273,0.99592780763118\0.05012245319188\0.07493691795759\-0.0504515237693\0.99872337305105\0.00250357162929,,,-88.41285038,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,288.0,182,412,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST HISTORY: M25.562 Left knee pain M25.662 Left knee/lower leg stiffness TECHNIQUE: MR imaging of the left knee was performed without IV contrast on a 3.0 Tesla high-field wide-bore magnet. COMPARISON: Left knee radiographs dated MM/DD/YYYY FINDINGS: LIGAMENTS: The cruciate and collateral ligaments are intact. EXTENSOR MECHANISM: Intact. Doctor FIRSTNAME LASTNAMERTMENT: There is tearing of the lateral meniscal body segment best seen on coronal PD fat-sat images PHI. There is mild partial-thickness cartilage loss along the central weightbearing aspect of the compartment. Doctor FIRSTNAME LASTNAMERTMENT: There is a radial tear through the posterior horn of the medial meniscus. See sagittal PD fat-sat images PHI and coronal PD fat-sat images PHI. There is mild partial-thickness cartilage loss along the inner aspect of the medial femoral condyle. Doctor FIRSTNAME LASTNAMERTMENT: There is high-grade cartilage loss along the lateral patellar facet and central trochlear groove inferiorly. BONES: There is no fracture or osseous lesion. JOINT FLUID: PHI is a moderate-sized joint effusion. MUSCLES/TENDONS: Intact. NEUROVASCULAR STRUCTURES: Unremarkable. ----- Page Break ----- SUBCUTANEOUS TISSUES: Unremarkable. ------------------------- IMPRESSION: Medial and lateral meniscal tears. Tricompartmental cartilage wear with regions of high-grade cartilage loss in the patellofemoral compartment. Moderate-sized joint effusion. ICD 10 - Medial meniscal tear, S83.242A Lateral Meniscal tear, S83.282A Chondromalacia, M94.262 Patella Chondromalacia, M22.42 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",42,1.3.6.1.4.1.55648.4203071378469347401753943644519654/1.3.6.1.4.1.55648.4203071378469347401753943644519654.3,1.3.6.1.4.1.55648.4203071378469347401753943644519654/1.3.6.1.4.1.55648.4203071378469347401753943644519654.3.pkl
-,1.3.6.1.4.1.55648.9517445473610392984238102446821088/1.3.6.1.4.1.55648.9517445473610392984238102446821088.11,696,True,,160.6823668,0.000304699,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9517445473610392984238102446821088.11.1,20190125,,,723412536,MR,Siemens,DYNAMIC PRE POST,Aera,Patient_5015040651227992564,Patient_5015040651227992564,M,072Y,136.0777283,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,4.0,3.78,1.83,1,63.676416,1H,1.0,1.5,,179,1.0,100,100.0,570.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,10,FFS,1.3.6.1.4.1.55648.9517445473610392984238102446821088,1.3.6.1.4.1.55648.9517445473610392984238102446821088.11,11,1,1,-87.807228088379\-83.621956744714\83.738568131021,1\0\0\0\0.99233193768643\-0.1236014783386,,,72.7606581,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,267.0,216,457,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Prostate cancer status post cryotherapy 2 years ago, rising PSA 5 ng/mL, history of rectal cancer status post resection. R97.2 . C61 TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 11 cc Gadavist was administered. No prior prostate MRI. FINDINGS: Prostate size: 3.2 [transverse] x 2.6 [AP] x 3.7 [CC] cm, about 16 cc in volume, inseparable from post-anorectomy scar Postbiopsy hemorrhage: None Lesion : 1 PI-RADS Assessment Category: 5 T2-weighted images: 3, noncircumscribed moderate hypointensity Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: Positive, early hyperperfusion Size: 11 x 7 mm as measured on image 14 of series 5, ADC Location: Left anterior peripheral zone, midgland to apex. Extra-prostatic extension: Positive, left periprostatic tissue Lesion : 2 PI-RADS Assessment Category: 4 T2-weighted images: 2, circumscribed mildly hyperintense. Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. ----- Page Break ----- Dynamic post-contrast images: Negative, no early hyperperfusion. Size: 9 x 7 mm as measured on image 11 of series 8 and 6, ax T2 and DWI Location: Left lateral transition zone, base. Extra-prostatic extension: None Lesion : 3 PI-RADS Assessment Category: 5 or metastatic from prostate, cannot entirely exclude rectal origin. T2-weighted images: 3, heterogeneous hypointensity Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: Positive, early hyperperfusion Size: 7 x 6 mm as measured on image 13 of series 5, ADC Location: Left seminal vesicle. Additional peripheral zone findings: Atrophied and fibrotic, difficult to define from capsule/surrounding scar and transition zone. Additional transition zone findings: Heterogeneous and enlarged, consistent with BPH, distending the bladder neck mild intravesical extension. Bladder: Unremarkable.. Seminal vesicle: Tethering, right more than left, towards post-anorectomy scar, and see above lesion 3. GI: Nondilated bowel, minimal endometrial left lower quadrant colectomy, and abdominal wall postsurgical change. Lymph nodes: 1 mildly prominent left iliac node measures 7 mm in short axis. Osseous structures: 1 cm right pubic hypoenhancing metastatic lesion with surrounding marrow edema. Bilateral SI joint ankylosis. Additional findings: Bilateral inguinal fat hernia. ------------------------- IMPRESSION: ----- Page Break ----- Posttreatment prostate with scarring, inseparable from post-anorectomy scar. 11 x 7 mm PI-RADS 5 lesion at the left anterior peripheral zone, midgland to apex. 9 x 7 mm PI-RADS 4 lesion at left lateral transition zone, base. 7 x 6 mm lesion within the left seminal vesicle. 1 cm right pubic bone metastatic lesion. Indeterminate 7 mm left iliac node. BPH. PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.9517445473610392984238102446821088/1.3.6.1.4.1.55648.9517445473610392984238102446821088.11,1.3.6.1.4.1.55648.9517445473610392984238102446821088/1.3.6.1.4.1.55648.9517445473610392984238102446821088.11.pkl
-,1.3.6.1.4.1.55648.5160672782625185767997038714171528/1.3.6.1.4.1.55648.5160672782625185767997038714171528.6001,60,True,,47.22430229,0.000164747,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.5160672782625185767997038714171528.6001.1,20200218,,,216051388,MR,Siemens,AX DWI_TRACEW,MAGNETOM Vida,Patient_3702328546246428757,Patient_3702328546246428757,F,030Y,88.4504,,BRAIN,GR\EP,SK,PFP\CG\RG\FS\PER,2D,*ep_b0,4.0,8100.0,87.0,1,123.20288,1H,,3.0,4.8,192,71.0,100,100.0,1184.0,syngo MR XA11,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.5160672782625185767997038714171528,1.3.6.1.4.1.55648.5160672782625185767997038714171528.6001,6001,1,1,-142.095\-115.139\-80.1023,0.998868\-0.0460793\0.0118148\0.0453583\0.997435\0.0553716,,,-71.6303,1,MONOCHROME2,192,192,1.35417\1.35417,16,12,11,0,0.0,4095.0,347,805,,,,,HeadNeck_20_TCS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,MRI-3T BRAIN AND PITUITARY PRE AND POST IV CONTRAST HISTORY: G43.709 Chronic migraines without aura D35.2 Benign neoplasm of pituitary gland E22.1 Hyperprolactinemia . COMPARISON: Comparison is with the prior MRI from PHI TECHNIQUE: Multisequence multiplanar MRI of the brain and pituitary were obtained. The study was performed on a 3.0 Tesla ultra high field wide bore magnet prior to and following the intravenous contrast administration of 5cc Gadavist FINDINGS: Pituitary: No sellar enlargement is appreciated. There is a hypoenhancing lesion measuring 3.5 x 1.8 mm in the right half the pituitary gland (series PHI image 11) The infundibulum is midline. There is no mass effect on the optic nerves or optic chiasm. The cavernous sinuses appear normal. Brain parenchyma: The brain parenchyma is unremarkable. There is no acute intracranial hemorrhage or mass lesion. No restricted diffusion is seen to suggest acute infarction. Extraaxial spaces: Unremarkable. Ventricles and sulci: Normal for age. ------------------------- IMPRESSION: 3.5 mm pituitary adenoma in the appropriate clinical setting ICD 10 - Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ----- Page Break -----,29,1.3.6.1.4.1.55648.5160672782625185767997038714171528/1.3.6.1.4.1.55648.5160672782625185767997038714171528.6001,1.3.6.1.4.1.55648.5160672782625185767997038714171528/1.3.6.1.4.1.55648.5160672782625185767997038714171528.6001.pkl
-,1.3.6.1.4.1.55648.7012868112314392914421521342233758/1.3.6.1.4.1.55648.7012868112314392914421521342233758.1,127,True,,124.5439079,0.000170231,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7012868112314392914421521342233758.1.1,20161104,,133330.52,201345283,MR,Siemens,ToF ROUTINE .7X.7X.7,Espree,Patient_8449967530150454986,Patient_8449967530150454986,F,020Y,58.9670156,,HEAD,GR,TOF\MTC\SP,PFP\SAT1\MT,3D,*fl3d1r_t70,0.699999988,37.0,7.0,1,63.659242,1H,1.0,1.5,20.3,223,1.0,100,80.0,100.0,syngo MR B19,ToF ROUTINE .7X.7X.7,Body,0\320\256\0,ROW,20,HFS,1.3.6.1.4.1.55648.7012868112314392914421521342233758,1.3.6.1.4.1.55648.7012868112314392914421521342233758.1,1,1,1,-73.483960851861\-65.77210068352\-65.971267811557,0.99629803931873\-0.0214304414355\0.08325234548968\2.22941e-010\0.96842922531106\0.24928865911512,,,-40.9993011,1,MONOCHROME2,320,256,0.6875\0.6875,16,12,11,0,0.0,527.0,197,452,4.0,,,,,,,,,,,,,,,,,,,"MRA-HEAD W/O CON History: I67.1 Aneurysm M54.81 Head/Neck Pain Comparison is made with the prior from MONTH MM, YYYY and MONTH LASTNAME, FIRSTNAME MIDDLENAME of the brain was performed on a 3.0 Tesla ultra- high field wide- bore magnet and consists of 3D time of flight techniques as well as diffusion weighted images. MRA HEAD: There is a stable 1.3 mm lateral outpouching of the left cavernous internal carotid artery. Normal flow-related enhancement is identified within the intracranial internal carotid arteries and proximal portions of the middle and anterior cerebral arteries. A normal anterior communicating artery complex is seen. Bilateral posterior communicating arteries are present. Normal flow-related enhancement is seen within the visualized vertebral, basilar, cerebellar, and proximal posterior cerebral arteries. ------------------------- IMPRESSION: Stable 1.3 mm outpouching left cavernous internal carotid artery representing infundibulum or small aneurysm. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",10,1.3.6.1.4.1.55648.7012868112314392914421521342233758/1.3.6.1.4.1.55648.7012868112314392914421521342233758.1,1.3.6.1.4.1.55648.7012868112314392914421521342233758/1.3.6.1.4.1.55648.7012868112314392914421521342233758.1.pkl
-,1.3.6.1.4.1.55648.288710943198294827405307554437310/1.3.6.1.4.1.55648.288710943198294827405307554437310.13001,1092,True,,1003.288933,0.000488758,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.288710943198294827405307554437310.13001.1,20190709,,,854058498,MR,Siemens,DYNAMIC PRE POST GRASP_RED,MAGNETOM Vida,Patient_6300173205091691796,Patient_6300173205091691796,M,076Y,74.8427,,PELVIS,GR,SK,FS\PER,3D,*fl3d1,3.0,4.09,1.86,1,123.252525,1H,,3.0,,224,1.0,100,100.0,496.0,syngo MR XA10,DYNAMIC PRE POST GRASP,Body,0\224\224\0,ROW,12,FFS,1.3.6.1.4.1.55648.288710943198294827405307554437310,1.3.6.1.4.1.55648.288710943198294827405307554437310.13001,13001,1,1,-114.005\-80.7739\-61.1181,1\4.897e-12\0\-4.897e-12\1\0,,,-61.1181,1,MONOCHROME2,224,224,1.07143\1.07143,16,12,11,0,0.0,425.0,114,282,,Contrast agent,0.0,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (5.92 ng/ml, previously between PHI), nocturia, urinary urgency and incontinence. No biopsy R97.2 . N40.1. R35.1. N39.41. TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 7 cc Gadavist was administered. DWI artifact from rectal air obscures and mildly distorts the basal posterior peripheral zone. I-STAT: Creatinine 1.0, GFR 77.2. FINDINGS: Prostate size: 4.7 [transverse] x 3.5 [AP] x 4.3 [CC] cm, about 37 cc in volume. Lesion : PI-RADS Assessment Category: 5 T2-weighted images: 5, circumscribed, homogeneous moderate hypodense mass, 1.5 cm. Diffusion-weighted images: 5, focal markedly decreased ADC and markedly increased signal on ultra high b-value images. Dynamic post-contrast images: Positive, early hyperperfusion Size: 1.6 x 1 cm as measured on image MM/DD/YYYY of ADC Location: Right peripheral zone, lateral base. Extra-prostatic extension: Bulging, indistinct contour of the capsule, suspicious for extracapsular/perineural infiltration. Additional peripheral zone findings: Bilateral diffuse indistinct T2 hypointensity, slightly worse on the left involving central zone as well with gradually increased enhancement, representing chronic inflammation, PI-RADS 2. Correlate clinically Additional transition zone findings: Heterogeneous and enlarged, consistent with BPH, distending the bladder neck with slight intravesical bulge. ----- Page Break ----- Bladder: Diffuse wall thickening, although not fully distended limiting assessment. Seminal vesicle: Slight asymmetry with less distended left compared to the right, otherwise unremarkable. GI: Sigmoid diverticulosis. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: None.. ------------------------- IMPRESSION: 1.6 x 1 cm PIRADS 5 lesion at the right lateral peripheral zone, base, with suspicion of capsular/perineural infiltration. C61. Left more than right peripheral zone chronic inflammation. N41.9. No metastatic adenopathy or suspicious bone lesion. Mild BPH. N40.0 PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.288710943198294827405307554437310/1.3.6.1.4.1.55648.288710943198294827405307554437310.13001,1.3.6.1.4.1.55648.288710943198294827405307554437310/1.3.6.1.4.1.55648.288710943198294827405307554437310.13001.pkl
-,1.3.6.1.4.1.55648.077556536771568374217008557960671/1.3.6.1.4.1.55648.077556536771568374217008557960671.3,44,True,,50.292382,0.000534058,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.077556536771568374217008557960671.3.44,20181109,,,964892320,MR,Siemens,AX PD FS,Skyra,Patient_6401933945986091828,Patient_6401933945986091828,M,067Y,68.03886416,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.200866,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.077556536771568374217008557960671,1.3.6.1.4.1.55648.077556536771568374217008557960671.3,3,1,44,-131.36718749966\-82.285156250343\-70.21875,1\4.897e-012\0\-4.897e-012\1\0,,,-70.21875,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1142.0,485,1001,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: Knee pain COMPARISON: This study was compared to a prior one performed on MONTH MM, YYYY TECHNIQUE: The right knee was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Fat-saturated proton density images were obtained in the axial, coronal and sagittal planes together with sagittal proton density images. FINDINGS: There is mild anterior subcutaneous edema. There is a very small joint effusion. No popliteal cyst is visualized. There is no evidence of stress injury, fracture, osteonecrosis or osseous neoplasm. Subcortical cystic changes noted in the posterior medial tibial plateau subjacent to the root of the medial meniscus. No arthritic changes are visualized. There is slight medial displacement of the body of the medial meniscus. Since the prior study, there appears to have been a partial medial meniscectomy. There is residual grade 3 signal within the posterior horn with fluid signal extending into the substance of the meniscus suggesting a re-tear. The lateral meniscus is unremarkable in PHI appearance, without evidence of degeneration or tear. The ACL is unremarkable. ----- Page Break ----- The PCL is unremarkable. The collateral ligaments are unremarkable. The iliotibial band, fibular collateral ligament and biceps femoris tendon are unremarkable. The popliteus muscle-tendon unit is unremarkable. There is distal quadriceps tendinosis, unchanged from the prior study. The patellar tendon is intact. There is distal patellar tendinosis, also unchanged. There is focal fibrillation of the lateral retropatellar cartilage just lateral to the apex at the level of the mid patella. This was not present previously. ------------------------- IMPRESSION: There appears to have been an interim partial meniscectomy since the prior study. There is residual grade 3 signal with fluid signal within the substance of the meniscus in the posterior horn compatible with a new tear. Distal quadriceps and distal patellar tendinosis, unchanged Focal fibrillation of the lateral retropatellar cartilage just lateral to the apex at the level of the mid patella. This was not present previously. Medial meniscus tear, S83.241A Patellar Chondromalacia, M94.261 Quadriceps tendinosis, M76.899 Patellar tendinosis M76.51 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ----- Page Break -----",23,1.3.6.1.4.1.55648.077556536771568374217008557960671/1.3.6.1.4.1.55648.077556536771568374217008557960671.3,1.3.6.1.4.1.55648.077556536771568374217008557960671/1.3.6.1.4.1.55648.077556536771568374217008557960671.3.pkl
-,1.3.6.1.4.1.55648.3027654921580801185250836263620258/1.3.6.1.4.1.55648.3027654921580801185250836263620258.4,78,True,,82.26173687,0.000354052,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\NONE\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3027654921580801185250836263620258.4.1,20170707,,100811.8625,814168890,MR,Siemens,AX DWI,Espree,Patient_3158226231655515689,Patient_3158226231655515689,M,071Y,77.11071271,,HEAD,EP,SK\SP,PFP\FS,2D,*ep_b0,5.0,4835.0,114.0,1,63.682161,1H,1.0,1.5,6.0,120,1.0,100,100.0,845.0,syngo MR B19,AX DWI,Body,160\0\0\160,COL,90,HFS,1.3.6.1.4.1.55648.3027654921580801185250836263620258,1.3.6.1.4.1.55648.3027654921580801185250836263620258.4,4,1,1,-106.27328300476\-85.404188726864\-35.582098092546,1\0\0\0\0.9988061374039\-0.0488497685184,,,-39.71159281,1,MONOCHROME2,160,160,1.4375\1.4375,16,12,11,0,0.0,2369.0,265,696,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN AND ORBITS PRE AND POST IV CONTRAST HISTORY: H47.011 Ischemic optic neuropathy, right eye COMPARISON: None available. TECHNIQUE: Multisequence multiplanar MRI of the brain was obtained on a 1.5 Tesla high field wide bore magnet. The examination was performed without and with intravenous contrast. 8 cc Gadavist were administered. High resolution sequences through the orbits were also obtained. FINDINGS: Orbits: There is slight enlargement and diffuse enhancement of the right optic nerve, particularly its intracanalicular and intracranial portions with perineural enhancement, compatible with active optic neuritis. Brain parenchyma: There are multiple nonenhancing FLAIR hyperintensities in subcortical, juxtacortical and periventricular white matter, many which are ovoid in shape and periventricular in distribution including the temporal periventricular white matter . There is T1 hypointensity corresponding to a number of the lesions and disproportionate atrophy of the corpus callosum. This most compatible with chronic demyelinating plaques of multiple sclerosis. Major cerebral vessels: Blood flow is preserved. Paranasal sinuses: There are mild inflammatory changes in the ethmoid and sphenoid sinuses Tympanomastoid air cells: There are nonspecific bilateral mastoid effusion ------------------------- IMPRESSION: Right optic neuritis on the background of multiple sclerosis with no evidence of active ----- Page Break ----- inflammatory plaques within the brain. Urgent neurological consultation is recommended. G35 Doctor LASTNAME discussed these findings with Doctor FIRSTNAME LASTNAME on MM/DD/YYYY 11:30 AM. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",43,1.3.6.1.4.1.55648.3027654921580801185250836263620258/1.3.6.1.4.1.55648.3027654921580801185250836263620258.4,1.3.6.1.4.1.55648.3027654921580801185250836263620258/1.3.6.1.4.1.55648.3027654921580801185250836263620258.4.pkl
-,1.3.6.1.4.1.55648.8584380576408925194686299530988970/1.3.6.1.4.1.55648.8584380576408925194686299530988970.4,148,True,,146.1502445,0.000165462,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8584380576408925194686299530988970.4.1,20190208,,133623.3775,843875402,MR,Siemens,AX 3DTOF HEAD,Amira,Patient_1266315431641013842,Patient_1266315431641013842,M,018Y,77.11071271,,HEAD,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,28.0,7.15,1,63.67964,1H,1.0,1.5,21.6,319,1.0,100,100.0,120.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.8584380576408925194686299530988970,1.3.6.1.4.1.55648.8584380576408925194686299530988970.4,4,1,1,-89.999999999559\-102.53012085005\-39.714457702637,1\4.897e-012\0\-4.897e-012\1\0,,,-39.7144577,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,210.0,76,201,4.0,,,,,,,,,,,,,,,,,,,MRA-HEAD NON CONTRAST HISTORY: Z82.49 Family History of coronary artery disease Technique: Diffusion weighted imaging of the brain and 3D time-of-flight MRA of the head was performed without the administration of intravenous contrast. Findings: There is artifact degrading examination. No definite aneurysm is identified the patient will be called back for repeat imaging of 3T the magnet for better evaluation. The right vertebral artery is incompletely visualized likely related to developmental hypoplastic vessel and limitations of technique.. This will also be reassessed at that time of repeat examination. ------------------------- IMPRESSION: Suboptimal examination without definite evidence of of aneurysm. Patient be called back for repeat study on 3 Tesla magnet for better evaluation of the intracranial circulation.. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,10,1.3.6.1.4.1.55648.8584380576408925194686299530988970/1.3.6.1.4.1.55648.8584380576408925194686299530988970.4,1.3.6.1.4.1.55648.8584380576408925194686299530988970/1.3.6.1.4.1.55648.8584380576408925194686299530988970.4.pkl
-,1.3.6.1.4.1.55648.8158527284867320102259094611847436/1.3.6.1.4.1.55648.8158527284867320102259094611847436.13,66,True,,53.51184511,0.000248909,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8158527284867320102259094611847436.13.1,20180202,,,342308140,MR,Siemens,AX DWI_TRACEW,Skyra,Patient_966240557535402980,Patient_966240557535402980,F,056Y,81.64663699,,BRAIN,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,6600.0,98.0,1,123.260543,1H,1.0,3.0,4.8,143,71.0,100,100.0,1040.0,syngo MR E11,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.8158527284867320102259094611847436,1.3.6.1.4.1.55648.8158527284867320102259094611847436.13,13,1,1,-135.76326641564\-127.1163012284\-75.359516995469,0.99734631262268\-0.0289625431238\-0.0667944892469\0.02263299136062\0.995348471002\-0.0936438411005,,,-95.93349846,1,MONOCHROME2,192,192,1.3541666269302\1.3541666269302,16,12,11,0,0.0,3062.0,396,921,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN NON CONTRAST History: D33.0 Benign neoplasm of brain, supratentorial R51 Headache/Facial Pain R42 Dizziness/Vertigo R55 Syncope No prior. MRI of the brain was performed with multiple sequences in sagittal and axial plans on 3 Tesla ultra high fieldscanner. Brain parenchyma: There are nonspecific subcortical and periventricular FLAIR hyperintensities without mass effect. No acute intracranial hemorrhage or mass lesion is seen. There is no evidence of acute ischemia on diffusion-weighted images. Ventricles: Ventricles, sulci, and cisterns are age-appropriate. Flow voids: The major intracranial flow voids appear intact. Sinuses. The visualized paranasal sinuses and mastoid air cells are clear ------------------------- IMPRESSION: Mild small vessel ischemic disease. I67.82 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.8158527284867320102259094611847436/1.3.6.1.4.1.55648.8158527284867320102259094611847436.13,1.3.6.1.4.1.55648.8158527284867320102259094611847436/1.3.6.1.4.1.55648.8158527284867320102259094611847436.13.pkl
-,1.3.6.1.4.1.55648.1393606793889420910622782970500936/1.3.6.1.4.1.55648.1393606793889420910622782970500936.7,33,True,,29.39602351,0.000164509,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1393606793889420910622782970500936.7.33,20190304,,153507.505,242561867,MR,Siemens,AXI PD,Skyra,Patient_8875531820468465849,Patient_8875531820468465849,F,086Y,63.50293988,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_11,4.0,3000.0,36.0,1,123.220469,1H,1.0,3.0,4.4,275,11.0,70,100.0,320.0,syngo MR E11,AXI PD,Body,320\0\0\224,COL,141,FFS,1.3.6.1.4.1.55648.1393606793889420910622782970500936,1.3.6.1.4.1.55648.1393606793889420910622782970500936.7,7,1,33,-47.504445814488\-10.871798580819\-76.707216337451,0.99632658559587\-0.0356431484651\0.07786463126712\6.895835e-009\0.90926293874025\0.41622218613794,,,-60.91431985,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2472.0,1179,2300,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5. Evaluate for fracture TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: MRI MM/DD/YYYY FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Grade 1 spondylolisthesis of L4 and L5 and L2 on L3 with scoliosis and degenerative appearance of the vertebral bodies. Bones: There is a new compression fracture in the T12 vertebral body with minimal loss of height. Subacute to chronic compression fracture of the L1 vertebral body appears unchanged when compared to previous examination. No canal compromise. Intervertebral Discs: There is diffuse disc desiccation with marked loss of disc height at L4-5. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: Mild disc bulge without high-grade central canal neural foraminal narrowing. L1-L2: Mild disc bulge. No high-grade central canal or neural foraminal narrowing. L2-L3: Left foraminal disc herniation with mass effect on the left L3 and L2 nerve roots, unchanged L3-L4: Diffuse degenerative disc bulge and bilateral facet arthrosis with stable moderate ----- Page Break ----- central canal narrowing and marked right neural foraminal narrowing. L4-5: Grade 1 anterolisthesis of L4 and L5 with marked endplate degenerative changes and diffuse disc bulge asymmetric to the right subarticular and right neural foraminal space with ligamentum flavum hypertrophy causing moderate central and right neural foraminal narrowing L5-S1: Mild disc bulge with mild stable stenosis. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: New mild compression fracture of the T12 vertebral body with minimal loss of height without central canal compromise. Multilevel degenerative disc disease with herniations and stenoses as above without significant change since previous examination. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.1393606793889420910622782970500936/1.3.6.1.4.1.55648.1393606793889420910622782970500936.7,1.3.6.1.4.1.55648.1393606793889420910622782970500936/1.3.6.1.4.1.55648.1393606793889420910622782970500936.7.pkl
-,1.3.6.1.4.1.55648.102444622024907750924455827256080/1.3.6.1.4.1.55648.102444622024907750924455827256080.7,26,True,,20.01307034,0.00016427,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.102444622024907750924455827256080.7.26,20180720,164420.218,164424.1775,959333943,MR,Siemens,AXI PD,Espree,Patient_3616781390751945799,Patient_3616781390751945799,M,061Y,79.37867485,,,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_9,4.0,2400.0,39.0,2,63.67379,1H,1.0,1.5,4.4,243,9.0,75,98.75,180.0,syngo MR B19,AXI PD,Body,320\0\0\237,COL,180,HFS,1.3.6.1.4.1.55648.102444622024907750924455827256080,1.3.6.1.4.1.55648.102444622024907750924455827256080.7,7,1,26,-102.46131594071\-21.623351818034\-727.03449207079,0.99953640025169\-0.0169499298778\0.02529198388878\-1.7765269e-008\0.8307043290204\0.55671385625542,,,-588.5186891,1,MONOCHROME2,316,320,0.6875\0.6875,16,12,11,0,0.0,1068.0,478,1057,4.0,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain M51.37 Intervertebral disc degeneration, lumbosacral region V89.2XXA Person injured in unsp motor-vehicle accident, traffic, init TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 1.5 Tesla high-field wide-bore magnet. COMPARISON: None FINDINGS: SEGMENTATION: Normal. ALIGNMENT: There is no scoliosis. BONES: Vertebral body heights are maintained. Marrow signal is within normal limits. CONUS: Normal in signal and morphology. CANAL: No congenital narrowing of the spinal canal. DISCS: See details below. L1-L2: There is no disc bulge, herniation, thecal sac compression or foraminal narrowing. L2-L3 : There is no disc bulge, herniation, thecal sac compression or foraminal narrowing. L3-L4 : There is a disc bulge impressing upon the ventral thecal sac. There is no significant central stenosis. There is mild foraminal narrowing. L4-L5: There is a disc bulge impressing upon the ventral thecal sac with annular tear in the right paracentral zone. There is no significant central stenosis. There is mild bilateral foraminal narrowing. ----- Page Break ----- L5-S1: There is a left paracentral disc herniation with annular tear contacting the left S1 nerve root without frank compression. There is mild left and moderate right foraminal narrowing with impingement of the exiting right L5 nerve root. There is moderate bilateral facet arthropathy. The visualized abdominal and pelvic structures are unremarkable. ------------------------- IMPRESSION: L3-L4 : There is a disc bulge impressing upon the ventral thecal sac. There is no significant central stenosis. There is mild foraminal narrowing. L4-L5: There is a disc bulge impressing upon the ventral thecal sac with annular tear in the right paracentral zone. There is no significant central stenosis. There is mild bilateral foraminal narrowing. L5-S1: There is a left paracentral disc herniation with annular tear contacting the left S1 nerve root without frank compression. There is mild left and moderate right foraminal narrowing with impingement of the exiting right L5 nerve root. There is moderate bilateral facet arthropathy. ICD 10 - Herniated disc L5-S1, M51.27 Disc bulge lumbar spine, M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",46,1.3.6.1.4.1.55648.102444622024907750924455827256080/1.3.6.1.4.1.55648.102444622024907750924455827256080.7,1.3.6.1.4.1.55648.102444622024907750924455827256080/1.3.6.1.4.1.55648.102444622024907750924455827256080.7.pkl
-,1.3.6.1.4.1.55648.1937985634711151735883317209809716/1.3.6.1.4.1.55648.1937985634711151735883317209809716.1,128,True,,96.52003551,0.000232697,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1937985634711151735883317209809716.1.128,20161114,,160545.825,581147272,MR,Siemens,AAHScout,Skyra,Patient_9150006928771206285,Patient_9150006928771206285,M,078Y,117.9340312,,ORBIT,GR,SP,PFP,3D,*fl3d1_ns,1.600000024,3.15,1.37,1,123.166606,1H,1.0,3.0,,118,1.0,100,100.0,540.0,syngo MR E11,AAHScout,Body,0\160\160\0,ROW,8,HFS,1.3.6.1.4.1.55648.1937985634711151735883317209809716,1.3.6.1.4.1.55648.1937985634711151735883317209809716.1,1,1,128,101.60000151396\-110\130,0\1\0\0\0\-1,,,101.6000015,1,MONOCHROME2,160,160,1.625\1.625,16,12,11,0,0.0,62.0,28,75,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN AND ORBITS W/WO CONTRAST HISTORY: R42 Dizziness/Vertigo/Loss Balance/Whirling Spinning Sensation H90.42 Left ear sensorineural hearing loss H53.40 Visual field loss COMPARISON: Noncontrast brain MRI, MM/DD/YYYY. TECHNIQUE: Multisequence multiplanar MRI of the brain was obtained. 10 cc Gadavist were administered intravenously. The study was performed on a 3.0 Tesla ultra high field wide bore magnet. High resolution sequences through the orbits were also obtained. FINDINGS: Brain parenchyma: There is a tiny focus of hyperintensity on diffusion-weighted sequences in the left perimedian midbrain posterior medial to the red nucleus (series 6, image 47), most compatible with a subacute lacunar infarct. A smaller similar focus is seen in the right paramedian pons (series 6, image 44). There are mild to moderate chronic microvascular ischemic changes in periventricular and subcortical white matter and in the pons in a remote right occipital lobe infarct, stable since the prior examination. Extraaxial spaces: Unremarkable. Ventricles and sulci: Normal for age. Major cerebral vessels: Blood flow is preserved. Paranasal sinuses: Clear. Tympanomastoid air cells: There is trace fluid in the right mastoid air cell complexes, decreased since the prior examination. Orbits: The optic nerves are symmetric in size and signal without abnormal enhancement. The patient is status post bilateral cataract surgery. The lacrimal glands and extraocular muscles are within normal limits. There is no retrobulbar mass. ----- Page Break ----- ------------------------- IMPRESSION: Suspected subacute lacunar infarcts in the left midbrain and likely also in the pons. Mild to moderate chronic microvascular ischemic changes and remote right occipital lobe infarct. ICD 10 - Stroke/Cerebral Infarction I63.9 Chronic cerebral ischemia I67.82 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.1937985634711151735883317209809716/1.3.6.1.4.1.55648.1937985634711151735883317209809716.1,1.3.6.1.4.1.55648.1937985634711151735883317209809716/1.3.6.1.4.1.55648.1937985634711151735883317209809716.1.pkl
-,1.3.6.1.4.1.55648.386202755331844432927860754583016/1.3.6.1.4.1.55648.386202755331844432927860754583016.7,70,True,,52.17271972,0.000251293,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.386202755331844432927860754583016.7.1,20190522,,,929182029,MR,Siemens,AXI DWI_TRACEW,Skyra,Patient_3598984135002617962,Patient_3598984135002617962,F,065Y,100.6975189,,BRAIN,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,5500.0,98.0,1,123.239757,1H,1.0,3.0,4.8,120,60.0,100,100.0,1040.0,syngo MR E11,AXI DWI,Body,160\0\0\160,COL,90,HFS,1.3.6.1.4.1.55648.386202755331844432927860754583016,1.3.6.1.4.1.55648.386202755331844432927860754583016.7,7,1,1,-129.39759033918\-131.51607158512\-46.23923594755,1\0\0\0\0.97277587948169\-0.2317478981536,,,-75.45898658,1,MONOCHROME2,160,160,1.625\1.625,16,12,11,0,0.0,1531.0,459,881,,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN NON CONTRAST History: Clinical concern of infarction. Technique: MR imaging of the brain was obtained without the use of intravenous contrast on a 3.0 Tesla system. Comparison examinations: There are no prior studies available for comparison with this examination. Brain parenchyma: Within the brain parenchyma there is no mass, mass effect or edema. Mild white matter microvascular disease is seen in both cerebral hemispheres with a small chronic cortical infarct in the lateral aspect of the right precentral gyrus. No acute or evolving infarct is seen Extra-axial spaces: No abnormal extra-axial collection or mass is noted. Blood products: No intracranial hemorrhage is seen. Ventricles and sulci: The ventricles and sulci are normal for a patient of this age. Intracranial vessels: Normal. Craniocervical junction: Normal. Orbits: No orbital masses are seen. The globes, extraocular muscles, lacrimal glands and optic nerves are normal. Paranasal sinuses: Normally aerated. Temporal bones: Mild inflammatory changes in the left mastoid air cell system. ------------------------- IMPRESSION: Mild white matter microvascular disease. ----- Page Break ----- Small chronic cortical infarct in the lateral aspect of the right precentral gyrus. Mild inflammatory changes in the left mastoid air cell system. Chronic cerebral ischemia (Brain Parenchyma) - I67.82 White Matter disease, unspecified (Brain Parenchyma) - R90.82 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",28,1.3.6.1.4.1.55648.386202755331844432927860754583016/1.3.6.1.4.1.55648.386202755331844432927860754583016.7,1.3.6.1.4.1.55648.386202755331844432927860754583016/1.3.6.1.4.1.55648.386202755331844432927860754583016.7.pkl
-,1.3.6.1.4.1.55648.1290945055614425630143042111952623/1.3.6.1.4.1.55648.1290945055614425630143042111952623.13,96,True,,87.86193824,0.000265837,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1290945055614425630143042111952623.13.1,20170522,,165208.715,780927486,MR,Siemens,COR T1 FS POST,Skyra,Patient_3882164772564565800,Patient_3882164772564565800,M,071Y,85.72896884,,PANCREAS,GR,SP\OSP,PFP\FS,3D,*fl3d1,2.5,3.0,1.1,1,123.239735,1H,1.0,3.0,,243,1.0,75,100.0,600.0,syngo MR E11,COR T1 FS POST,Body,0\288\216\0,ROW,9,FFS,1.3.6.1.4.1.55648.1290945055614425630143042111952623,1.3.6.1.4.1.55648.1290945055614425630143042111952623.13,13,1,1,-187.0843296051\-112.43674707413\199.99999237061,1\0\0\0\0\-1,,,-112.4367471,1,MONOCHROME2,288,288,1.388888835907\1.388888835907,16,12,11,0,0.0,254.0,417,887,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: To assess renal complex cyst. M54.5 Lower Back Pain K21.9 Gastroesophageal reflux An MRI of the abdomen without and with 9 cc Gadavist was obtained on a 3 Tesla MRI. Comparison is made with contrast CT of the abdomen and pelvis from PHI/DD/YYYY. Kidneys: The right kidney shows a 6.4 cm mostly exophytic cyst extending laterally from the mid to upper pole. It demonstrates thin septations without suspicious enhancement. The appearance is consistent with Bosniak type II benign cyst. Additional scattered tiny less than 5 mm cysts are seen bilaterally. There is no other suspicious renal mass. There is no obstructive uropathy. Retroperitoneum: Atherosclerosis is noted. Abdominal aorta is not aneurysmal. There is no suspicious adenopathy. Liver: There is no hepatomegaly. There is no suspicious mass. Spleen: There is no splenomegaly. There is no suspicious mass. Gallbladder/biliary tree: Gallbladder is not pathologically distended. There is no biliary dilatation. Pancreas: There is no pancreatitis. There is no pancreatic ductal dilatation. There is no suspicious mass. Adrenals: There is no suspicious adrenal mass. GI: Visualized GI tract shows nonspecific, nonobstructive bowel gas pattern. ----- Page Break ----- Bony structures, abdominal wall, soft tissue: No suspicious finding. ------------------------- IMPRESSION: Benign Bosniak type II cyst from the right kidney measuring about 6.4 cm. N28.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.1290945055614425630143042111952623/1.3.6.1.4.1.55648.1290945055614425630143042111952623.13,1.3.6.1.4.1.55648.1290945055614425630143042111952623/1.3.6.1.4.1.55648.1290945055614425630143042111952623.13.pkl
-,1.3.6.1.4.1.55648.2537547329239574067128667405675456/1.3.6.1.4.1.55648.2537547329239574067128667405675456.8,40,True,,35.99300075,0.000160933,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2537547329239574067128667405675456.8.40,20190706,,100244.67,4648821,MR,Siemens,AX PD FS,Skyra,Patient_9248148726772053358,Patient_9248148726772053358,M,056Y,175.0866771,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3000.0,44.0,1,123.239542,1H,1.0,3.0,3.0,380,10.0,90,100.0,235.0,syngo MR E11,AX PD FS,Body,320\0\0\288,COL,150,FFS,1.3.6.1.4.1.55648.2537547329239574067128667405675456,1.3.6.1.4.1.55648.2537547329239574067128667405675456.8,8,1,40,-217.1713215487\-102.66303075267\-54.446029663086,0.97317887496164\-0.2300497279468\0\0.23004972794681\0.97317887496164\0,,,-54.44602966,1,MONOCHROME2,320,320,0.46875\0.46875,16,12,11,0,0.0,1101.0,488,1052,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M25.561 Right knee pain Technique: MRI of the right knee was performed with sagittal, axial and coronal proton density pulse sequences including fat suppression techniques. Examination was performed on a 3.0 Tesla ultra high field wide bore magnet. Findings: There is meniscal degenerative disease with moderate loss of substance of posterior horn and body segment with moderate extrusion and intrasubstance mucoid degeneration. The lateral meniscus demonstrate normal morphology and no tear. There is degenerative change of anterior cruciate ligament secondary to impingement against prominent notch osteophyte. Posterior cruciate ligament is unremarkable. The medial and lateral collateral ligaments are intact. There is tendinosis of popliteus tendon. The extensor mechanism is intact. The patella cartilage is unremarkable. There is extensive high-grade loss of cartilage of trochlea along with marginal and central osteophyte formation. There is small patella margin osteophyte. There are advanced arthritic changes of medial tibiofemoral compartment with complete loss of cartilages and spur formation. There are partial chondral defects of lateral compartment with prominent postsurgical and anterior condyle osteophytes. There is intermedius signal of medullary bone most consistent with hematopoietic marrow hyperplasia. There is no bone marrow edema. There is a small joint effusion. A small popliteal cyst is evident. There is anterior subcutaneous edema. ----- Page Break ----- ------------------------- IMPRESSION: Tricompartmental osteoarthritis with advanced changes of medial tibiofemoral compartment. Medial meniscus degenerative disease with loss of substance and extrusion of body segment. Anterior cruciate ligament degeneration and tendinosis of popliteus tendon. Small joint effusion and popliteal cyst. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",37,1.3.6.1.4.1.55648.2537547329239574067128667405675456/1.3.6.1.4.1.55648.2537547329239574067128667405675456.8,1.3.6.1.4.1.55648.2537547329239574067128667405675456/1.3.6.1.4.1.55648.2537547329239574067128667405675456.8.pkl
-,1.3.6.1.4.1.55648.1044025396749628779506157436856617/1.3.6.1.4.1.55648.1044025396749628779506157436856617.3,45,True,,41.78297377,0.000174999,ISO_IR 100,ORIGINAL\PRIMARY\M\ND\NORM,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1044025396749628779506157436856617.3.45,20191203,,,549627047,MR,Siemens,AX PD FS,Verio,Patient_1141096739769857660,Patient_1141096739769857660,M,029Y,99.79033409,,,SE,SK\SP,SAT1\FS,2D,*tse2d1_12,3.0,3400.0,37.0,1,123.213306,1H,1.0,3.0,3.0,319,12.0,100,100.0,237.0,syngo MR B19,AX PD FS,8Ch_Knee,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.1044025396749628779506157436856617,1.3.6.1.4.1.55648.1044025396749628779506157436856617.3,3,1,45,-170.86162792354\-113.36499717678\-68.704444885254,0.97778323674909\-0.2096185629482\0\0.20961856294821\0.97778323674909\0,,,-68.70444489,1,MONOCHROME2,320,320,0.5\0.5,16,12,11,0,0.0,784.0,320,705,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: Knee pain COMPARISON: No prior MRI is available for comparison TECHNIQUE: The right knee was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Fat-saturated proton density images were obtained in the axial, coronal and sagittal planes together with sagittal proton density images. FINDINGS: The skin and subcutis are unremarkable. There is physiologic joint fluid. No popliteal cyst is visualized.; However, there is a very large multiloculated cyst along the medial aspect of the knee. This lies superficial to the medial collateral ligament. It begins just proximal to the joint line and extends distally. This multiloculated cyst measures approximately 6.3 cm in maximal longitudinal diameter. It is associated with a flap tear in the posterior horn and body of the medial meniscus that extends to the inferior articular surface. A suspected connection to the meniscal tear is seen in multiple planes. (Series #6/image #8, series #3/image #27 and series #5/image #35-36) this appearance is most compatible with a very large parameniscal cyst. A multiloculated cyst is also noted along the posterior lateral aspect of the posterior horn. This is smaller and measures approximately 1.4 cm in maximal diameter. There is no evidence of stress injury, fracture, osteonecrosis or osseous neoplasm. No arthritic changes are visualized. As noted, there is a flap tear in the posterior horn of the medial meniscus extending to the inferior articular surface as well as radial tearing of the anterior free edge of the ----- Page Break ----- posterior horn. The lateral meniscus is unremarkable in PHI appearance, without evidence of degeneration or tear. The ACL is unremarkable. The PCL is unremarkable. The collateral ligaments are unremarkable. The iliotibial band, fibular collateral ligament and biceps femoris tendon are unremarkable. The popliteus muscle-tendon unit is unremarkable. The extensor mechanism is unremarkable. The retropatellar surface is intact. ------------------------- IMPRESSION: There is a very large (6.3 cm) multiloculated cyst along the medial aspect of the joint, superficial to the MCL. This is associated with a flap tear in the posterior horn and body of the medial meniscus and is most compatible with a very large parameniscal cyst. A second multiloculated parameniscal cyst is noted along the posterolateral aspect of the posterior horn of the medial meniscus As noted, there is a flap tear in the posterior horn of the medial meniscus that extends to the inferior articular surface as well as radial tearing of the anterior free edge of the posterior horn. Medial meniscus tear, S83.241A Meniscal Cyst, M23.006 ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",23,1.3.6.1.4.1.55648.1044025396749628779506157436856617/1.3.6.1.4.1.55648.1044025396749628779506157436856617.3,1.3.6.1.4.1.55648.1044025396749628779506157436856617/1.3.6.1.4.1.55648.1044025396749628779506157436856617.3.pkl
-,1.3.6.1.4.1.55648.4075545966109401753320778291051576/1.3.6.1.4.1.55648.4075545966109401753320778291051576.3,54,True,,53.46834159,0.000167847,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4075545966109401753320778291051576.3.54,20161021,,123537.335,59781872,MR,Siemens,AX PD FS,Skyra,Patient_3757800160130366291,Patient_3757800160130366291,M,062Y,90.71848554,,KNEE,SE,SK\SP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.256976,1H,1.0,3.0,3.0,319,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.4075545966109401753320778291051576,1.3.6.1.4.1.55648.4075545966109401753320778291051576.3,3,1,54,18.709139408555\-102.52598871844\-57.515815734863,0.995396198158\0.09584575469264\0\-0.0958457546926\0.995396198158\0,,,-57.51581573,1,MONOCHROME2,320,320,0.46875\0.46875,16,12,11,0,0.0,1814.0,731,1459,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST HISTORY: M25.562 Left knee pain TECHNIQUE: Left knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Ligaments: The anterior cruciate, posterior cruciate, medial collateral, and lateral collateral ligaments are intact. Menisci: Degeneration of the body the medial meniscus is present with truncation of its free edge. No discrete lateral meniscal tears are present. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. Effusion: A small amount of knee joint fluid is present. Mild soft tissue edema is present in the superior lateral aspect of Hoffa's fat pad. Cartilage: Full-thickness cartilage loss is present in the medial femorotibial compartment with associated subchondral bone marrow edema. Less severe cartilage loss is present in the patellofemoral and lateral femorotibial compartments. Bone Marrow: Overall, the bone marrow signal is age-appropriate. Popliteal fossa: A small popliteal cyst is present. Popliteus muscle and tendon are intact. Iliotibial band: The iliotibial band is within normal limits. ----- Page Break ----- Posterolateral corner: The posterior lateral corner is unremarkable. ------------------------- IMPRESSION: Tricompartment degenerative changes, most pronounced in the medial femorotibial compartment. M17.12 Mild soft tissue edema in the superior lateral aspect of Hoffa's fat pad. R22.42 Degeneration of the medial meniscus with truncation of its free edge. M23.204 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.4075545966109401753320778291051576/1.3.6.1.4.1.55648.4075545966109401753320778291051576.3,1.3.6.1.4.1.55648.4075545966109401753320778291051576/1.3.6.1.4.1.55648.4075545966109401753320778291051576.3.pkl
-,1.3.6.1.4.1.55648.7570782261683684009568282740775731/1.3.6.1.4.1.55648.7570782261683684009568282740775731.14,176,True,,183.876245,0.000160217,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7570782261683684009568282740775731.14.1,20180816,,144414.1125,373519153,MR,Siemens,AX T1 3D MPR,Skyra,Patient_4800129545624339905,Patient_4800129545624339905,F,040Y,63.50293988,,BRAIN,GR\IR,SK\SP\MP\OSP,IR,3D,*tfl3d1_16,1.0,1900.0,2.57,1,123.260594,1H,1.0,3.0,,307,1.0,100,100.0,220.0,syngo MR E11,AX T1 3D MPR,Body,0\256\256\0,ROW,9,HFS,1.3.6.1.4.1.55648.7570782261683684009568282740775731,1.3.6.1.4.1.55648.7570782261683684009568282740775731.14,14,1,1,-100.19679668956\-116.96967431098\-92.585176933311,0.99684216000926\0.07742257045127\-0.0176480484133\-0.073203509548\0.98209164949424\0.173600801218,,,-74.15725702,1,MONOCHROME2,512,512,0.44921875\0.44921875,16,12,11,0,0.0,425.0,574,1194,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T BRAIN PRE AND POST IV CONTRAST HISTORY: R94.02 Abnormal brain scan R51 Headache/Facial Pain M54.81 Head/Neck Pain R55 Doctor FIRSTNAME LASTNAMERISON: Outside brain MRI dated MM/DD/YYYY. TECHNIQUE: Multisequence multiplanar MRI of the brain was obtained on a 3.0 Tesla ultra high field wide bore magnet. The examination was performed without and with intravenous contrast. 6 cc Gadavist were administered. FINDINGS: Brain parenchyma: There is an approximately 8 mm enhancing lesion in the right periatrial white matter, new since the prior examination. Additional areas of signal abnormality are seen in the juxtacortical white matter of the left parietal lobe and periventricular white matter of left greater than right cerebral hemispheres, stable since the prior examination. The corpus callosum and the posterior fossa are spared. Extraaxial spaces: Unremarkable. Ventricles and sulci: Normal for age. Major cerebral vessels: Blood flow is preserved. Paranasal sinuses: Clear. Tympanomastoid air cells: Clear. Orbits: Unremarkable. ------------------------- IMPRESSION: ----- Page Break ----- Juxtacortical and periventricular white matter lesions, suspicious for demyelination/multiple sclerosis, with a new enhancing and presumably active demyelinating lesion in the right periatrial white matter. G35 I requested that an expedited report be faxed to the referring physician's office. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.7570782261683684009568282740775731/1.3.6.1.4.1.55648.7570782261683684009568282740775731.14,1.3.6.1.4.1.55648.7570782261683684009568282740775731/1.3.6.1.4.1.55648.7570782261683684009568282740775731.14.pkl
-,1.3.6.1.4.1.55648.0900746333351634884392741293849501/1.3.6.1.4.1.55648.0900746333351634884392741293849501.7,40,True,,33.34390092,0.000155926,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0900746333351634884392741293849501.7.40,20180309,,123151.8725,991821518,MR,Siemens,AX PD FS,Skyra,Patient_5800687466353586825,Patient_5800687466353586825,M,055Y,97.52237196,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.256819,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.0900746333351634884392741293849501,1.3.6.1.4.1.55648.0900746333351634884392741293849501.7,7,1,40,-152.12231286214\-76.234671422951\-68.307557801627,0.99655862983496\-0.0279388549905\-0.0780404874619\0.0243553706998\0.99862139182398\-0.0464987280429,,,-83.46579653,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,2935.0,815,1665,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST History: M17.11 Unilateral primary osteoarthritis, right knee M23.91 Unspecified internal derangement of right knee M25.561 Right knee pain M23.601 Right knee ligament injury M25.361 Right knee instability M25.661 Right knee/ lower leg stiffness M25.461 Right knee effusion Technique: MRI of the right knee was performed on a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal, axial and coronal proton density pulse sequences including fat suppression techniques. There are no prior studies available for comparison. Findings: BONES: There is no fracture or AVN. There is no focal osseous lesion. LIGAMENTS: Both the anterior and posterior cruciate ligaments are intact. There is a mild sprain of the MCL with mild surrounding soft tissue edema. There is also mild sprain of the posterior oblique ligament at the medial aspect of the knee. Fibulocollateral ligament is intact. Distal popliteus tendon is intact. MENISCI: There is a small vertically oriented tear of the posterior horn/body junction of medial meniscus involving the central third on series 9 image 29 and more pronounced along the articular margin. There is mild edema at the meniscocapsular junction without separation. The lateral meniscus is unremarkable. JOINTS: There is preservation of cartilage along the femorotibial compartments. There is chondral fissuring at the patella apex and medial patellar facet extending just less than 50 percent cartilage thickness. Trochlear cartilage is preserved. There is a small joint effusion. There is a slightly thickened medial parapatellar plica. ----- Page Break ----- MISCELLANEOUS: Quadriceps and patellar tendons are intact. Regional musculature is preserved. Subcutaneous tissues are unremarkable. ------------------------- IMPRESSION: Small vertically oriented tear of the medial meniscus at the posterior horn/body junction. There is mild edema at the meniscal capsular junction. There is mild sprain of the MCL and posterior oblique ligament to the knee. Mild chondromalacia patella. There is a joint effusion and slightly thickened medial parapatellar plica. ICD 10 - Medial meniscal tear, S83.241A MCL (Medial Collateral Ligament) Sprain/Tear, S83.411A Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",9,1.3.6.1.4.1.55648.0900746333351634884392741293849501/1.3.6.1.4.1.55648.0900746333351634884392741293849501.7,1.3.6.1.4.1.55648.0900746333351634884392741293849501/1.3.6.1.4.1.55648.0900746333351634884392741293849501.7.pkl
-,1.3.6.1.4.1.55648.1475999776611305473065858354842012/1.3.6.1.4.1.55648.1475999776611305473065858354842012.9,114,True,,100.5886619,0.000188828,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D\DFC,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1475999776611305473065858354842012.9.1,20200421,,103202.5975,978499936,MR,Siemens,AX DWI_TRACEW_DFC_MIX,Skyra,Patient_8421480230381655325,Patient_8421480230381655325,F,074Y,67.1316793,,ABDOMEN,EP,SK\SP\OSP,SFS,2D,*ep_b50t,5.199999809,6400.0,52.0,2,123.230778,1H,1.0,3.0,6.24,106,35.0,100,80.597015,2330.0,syngo MR E11,AX DWI,Body,134\0\0\108,COL,90,FFS,1.3.6.1.4.1.55648.1475999776611305473065858354842012,1.3.6.1.4.1.55648.1475999776611305473065858354842012.9,9,1,1,-195.59036278725\-133.90541315079\186.13879394531,1\0\0\0\1\0,,,186.1387939,1,MONOCHROME2,216,268,1.4179104566574\1.4179104566574,16,12,11,0,0.0,429.0,143,390,,,,,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: Kidney lesion. Follow-up prior. K80.20 Calculus of gallbladder w/o cholecystitis w/o obstruction R10.11 Pain Right Upper Quadrant K76.89 Liver Mass Technique: Magnetic resonance imaging of the abdomen was performed on a 3.0 Tesla ultra high field wide bore system. A multiplanar multisequence examination was performed with images obtained before and after the intravenous administration of 6.7 cc Gadavist. Comparison: MR abdomen MM/DD/YYYY. Findings: LIVER: Smooth hepatic contour. No suspicious focal lesions. Scattered T2 hyperintense nonenhancing hepatic cysts. No biliary ductal dilatation. No perihepatic ascites. Patent portal, hepatic veins. Reference largest posterior right hepatic lobe measures 2.3 x 2.8 cm (series 6 image 42). GALLBLADDER/BILIARY TREE: Cholelithiasis is present. There is no intrahepatic or extrahepatic biliary ductal dilatation. . Extra hepatic biliary duct measures 0.9 cm. SPLEEN: Normal size and signal characteristics. PANCREAS: Normal size and signal characteristics. No abnormal enhancement or pancreatic mass. No pancreatic ductal dilatation. ADoctor LASTNAME : No discrete adrenal nodule. KIDNEYS: Normal size. Symmetric enhancement. No hydronephrosis. Observation #1: Mildly diffuse enhancement within right kidney upper pole 3.5 x 3.1 x 3.0 cm solid renal mass with abnormal diffusion demonstrates central cystic spaces and areas of internal ----- Page Break ----- hemorrhage with mild overall enhancement (series 19 image 39), previously this measured approximately 3.4 x 3.0 x 3.0 cm, overall stable. Previously on MM/DD/YYYY lesion appears to be present on PET/CT examination and is not FDG avid, at this time it measured approximately 2.9 x 2.6 x 2.7 cm and may have represented a hemorrhagic cyst; this lesion has mildly enlarged from PHI prior. BOWEL/PERITONEUM: No bowel obstruction. Scattered colonic diverticuli, no evidence for abnormal T2 signal or active inflammation. ADENOPATHY: No significant abdominal or retroperitoneal lymphadenopathy. ABDOMINAL AORTA: Normal caliber. IVC: Patent. MUSCULOSKELETAL: No aggressive osseous lesion is seen. ------------------------- IMPRESSION: Stable right kidney upper pole 3.5 cm lesion with mild diffuse enhancement and hemorrhagic areas, mildly enlarged from PHI/DD/YYYY favoring slow-growing malignancy for which surgical resection or treatment evaluation recommended. Additional codes: Cholelithiasis. N80.2 Request to make office of referring aware of this report sent at the time of this dictation. Report also immediately faxed after this interpretation. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.1475999776611305473065858354842012/1.3.6.1.4.1.55648.1475999776611305473065858354842012.9,1.3.6.1.4.1.55648.1475999776611305473065858354842012/1.3.6.1.4.1.55648.1475999776611305473065858354842012.9.pkl
-,1.3.6.1.4.1.55648.401206300558234646315936016141098/1.3.6.1.4.1.55648.401206300558234646315936016141098.17,88,True,,75.78688216,0.000232697,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.401206300558234646315936016141098.17.88,20181014,,121120.6625,280018645,MR,Siemens,AX T1 FS PRE ab,Skyra,Patient_5155442754650122507,Patient_5155442754650122507,F,074Y,136.0777283,,PELVIS,GR,SP,FS,3D,*fl3d1,3.0,3.67,1.65,1,123.158169,1H,1.0,3.0,,209,1.0,75,87.5,505.0,syngo MR E11,AX T1 FS PRE ab,Body,320\0\0\210,COL,9,FFS,1.3.6.1.4.1.55648.401206300558234646315936016141098,1.3.6.1.4.1.55648.401206300558234646315936016141098.17,17,1,88,-224.97145271301\-271.95481872559\51.131574511528,1\0\0\0\1\0,,,51.13157451,1,MONOCHROME2,280,320,1.5625\1.5625,16,12,11,0,0.0,289.0,295,799,4.0,,,,,,,,,,,,,,,,,,,"MRA-MRV 3T PELVIS NON CONTRAST History: Bilateral leg swelling. Technique: Magnetic resonance angiography of the abdominal and pelvis the angiographic and venographic technique was performed on a 3.0 Tesla ultra high field wide bore system. A multiplanar multisequence examination was performed with images without IV contrast. Comparison: No previous examination is available for comparison. Findings: Arterial: Normal caliber aorta. Normal caliber celiac axis and SMA. Bilateral renal arteries are not evaluated although small caliber renal arteries are noted. Venous: Normal caliber bilateral veins, no evidence for thrombus within the venous structures on the gated venographic sequences. There is no evidence for MONTH LASTNAME syndrome for obstruction of venous vasculature within the pelvis. No extrinsic mass is seen compressing upon the venous structures. Visceral organs: Slight lobulated hepatic contour suggesting cirrhosis, please correlate with LFTs evaluation. Normal bilateral kidneys. Normal bilateral adrenal glands. Normal noncontrast evaluation of the pancreas. Please note pancreas is not adequately evaluated without IV contrast. ------------------------- IMPRESSION: Normal arterial, venous vasculature without extrinsic or intrinsic obstruction. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ----- Page Break -----",62,1.3.6.1.4.1.55648.401206300558234646315936016141098/1.3.6.1.4.1.55648.401206300558234646315936016141098.17,1.3.6.1.4.1.55648.401206300558234646315936016141098/1.3.6.1.4.1.55648.401206300558234646315936016141098.17.pkl
-,1.3.6.1.4.1.55648.3838320101266058904367768808466163/1.3.6.1.4.1.55648.3838320101266058904367768808466163.7,72,True,,63.25367141,0.000627518,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3838320101266058904367768808466163.7.72,20170621,195848.79,195426.3725,467970441,MR,Siemens,COR 3D MEDIC,Skyra,Patient_6704113060552220991,Patient_6704113060552220991,M,014Y,65.77090202,,WRIST,GR,SP\OSP,,3D,*me3d1r2,0.5,31.0,17.0,1,123.158282,1H,1.0,3.0,,382,2.0,100,100.0,250.0,syngo MR E11,COR 3D MEDIC,Body,0\256\256\0,ROW,7,HFS,1.3.6.1.4.1.55648.3838320101266058904367768808466163,1.3.6.1.4.1.55648.3838320101266058904367768808466163.7,7,1,72,-14.039887613909\55.700762920351\26.087260304188,0.89084428579329\0.05323963400264\0.45117845675599\0.4542981259949\-0.0975959303639\-0.8854875759117,,,52.50007733,1,MONOCHROME2,256,256,0.390625\0.390625,16,12,11,0,0.0,107.0,72,178,4.0,,,,,,,,,,,,,,,,,,,"EXAM: MRI-3T RIGHT WRIST NON CONTRAST HISTORY: M25.531 Right wrist pain TECHNIQUE: Axial, coronal, and sagittal images of the right wrist were obtained on a 3.0 Tesla magnet. COMPARISON: Right wrist x-ray MM/DD/YYYY. FINDINGS: BONE MARROW: No edema, fracture, or avascular necrosis. JOINT EFFUSION: None. GANGLION/SYNOVIAL CYST: Doctor FIRSTNAME LASTNAMEL ALIGNMENT: Normal without instability type pattern of injury. triangular fibrocartilage complex: Ulna minus variance is seen. There is a thin slitlike defect along the radial aspect of the triangular fibrocartilage (series 5 image 12, series 7 image 40) suggesting a small tear. INTRINSIC LIGAMENTS: Intact scapholunate and lunotriquetral ligaments. VOLAR EXTRINSIC LIGAMENTS: Unremarkable radioscaphocapitate and radioscapholunate as well as the radial collateral ligament and volar ulnar triquetral ligaments. DORSAL EXTRINSIC LIGAMENTS: Unremarkable radial triquetral, scaphoid triquetral, and ulnar triquetral ligaments. Doctor FIRSTNAME LASTNAMENS: Within normal limits. Doctor FIRSTNAME LASTNAMENS: Within normal limits. carpal tunnel and median nerve: Unremarkable. Ulnar nerve and ARTERY: Normal within Guyon's canal. MUSCLES: Normal signal and bulk without edema or atrophy. ----- Page Break ----- ------------------------- IMPRESSION: Although I do not see any significant joint fluid within the distal radial ulnar joint. There is a slitlike defect along the radial aspect of the triangular fibrocartilage complex concerning for a small tear. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",44,1.3.6.1.4.1.55648.3838320101266058904367768808466163/1.3.6.1.4.1.55648.3838320101266058904367768808466163.7,1.3.6.1.4.1.55648.3838320101266058904367768808466163/1.3.6.1.4.1.55648.3838320101266058904367768808466163.7.pkl
-,1.3.6.1.4.1.55648.2466792273106003732647482269222392/1.3.6.1.4.1.55648.2466792273106003732647482269222392.5,25,True,,19.79400373,0.000130415,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2466792273106003732647482269222392.5.25,20190701,,170256.825,472246011,MR,Siemens,AX PD,Skyra,Patient_446128283535166878,Patient_446128283535166878,M,047Y,81.64663699,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.249099,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.2466792273106003732647482269222392,1.3.6.1.4.1.55648.2466792273106003732647482269222392.5,5,1,25,-102.3046875\-14.92788981739\-84.980187854295,1\0\0\0\0.89648644122187\0.44307116889429,,,-69.56946859,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1271.0,644,1305,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5. History of motor vehicle collision. TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is maintained. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of fracture infiltrative process. The vertebral body heights are intact. Intervertebral Discs: There is multilevel disc desiccation. There are Schmorl's nodes in the superior endplate of L2, L3 in the inferior endplate of L2 T12. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L3-L4: Right annular tear with circumferential disc bulge and bilateral facet arthrosis causing bilateral neural foraminal narrowing without nerve root impingement and mild indentation of the thecal sac. L4-5: Left foraminal annular tear Broad-based central disc herniation and bilateral facet arthrosis causing bilateral subarticular stenosis encroaching on bilateral descending L5 nerve roots and left greater than right neural foraminal narrowing encroaching on the left exiting L4 nerve root. L5-S1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L3-L4: Right annular tear with circumferential disc bulge and bilateral facet arthrosis causing bilateral neural foraminal narrowing without nerve root impingement and mild indentation of the thecal sac. L4-5: Left foraminal annular tear Broad-based central disc herniation and bilateral facet arthrosis causing bilateral subarticular stenosis encroaching on bilateral descending L5 nerve roots and left greater than right neural foraminal narrowing encroaching on the left exiting L4 nerve root. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ----- Page Break -----",48,1.3.6.1.4.1.55648.2466792273106003732647482269222392/1.3.6.1.4.1.55648.2466792273106003732647482269222392.5,1.3.6.1.4.1.55648.2466792273106003732647482269222392/1.3.6.1.4.1.55648.2466792273106003732647482269222392.5.pkl
-,1.3.6.1.4.1.55648.6683328199847654660681273251956151/1.3.6.1.4.1.55648.6683328199847654660681273251956151.10,696,True,,501.6154723,0.000190496,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6683328199847654660681273251956151.10.1,20180619,,,638238937,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_5354361859295573735,Patient_5354361859295573735,M,083Y,65.77090202,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.25679,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.6683328199847654660681273251956151,1.3.6.1.4.1.55648.6683328199847654660681273251956151.10,10,1,1,-111.86238931566\-75.462531818525\23.543384861085,0.99998789573266\-0.001682832022\-0.0046234688871\3.567899e-009\0.93969110720457\-0.3420243018276,,,-4.236851305,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,872.0,430,868,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Prostate cancer treated with brachytherapy in PHI. Rising PSA, currently on hormone therapy. C61 TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 7.5 cc Gadavist was administered. Limited DWI by artifact from radiation seeds implants and rectal air. FINDINGS: Prostate size: 3.4 [transverse] x 2.8 [AP] x 3.8 [CC] cm, about 19 cc in volume. Radiation seeds implant: Innumerable throughout, sparing some periurethral tissue and intravesical portion. Lesion: Due to diffuse postradiation hypointensity, it is difficult to differentiate zonal anatomy or to depict lesion. An oblong band of left anterolateral periurethral tissue corresponds to decreased ADC and increased signal on ultra high b-value images (series 4 and 5, image 10) and mild hyperenhancement on DCE, cannot exclude a lesion versus periurethral hypertrophic tissue. Transition zone: Mild hypertrophy, distending the bladder neck with mild intravesical extension. Peripheral zone: Innumerable seeds implants, no definite lesion. Extraprostatic extension: None. Bladder: Nondistended with apparent wall thickening, prominent trabeculations and tiny diverticula, indicating chronic outlet obstruction. ----- Page Break ----- Seminal vesicles: Nondistended and difficult to see.. GI: Sigmoid diverticulosis. Lymph nodes: No pathologically enlarged lymph nodes. Bones: No suspicious lesion. Additional findings: Small bilateral inguinal fat hernia. ------------------------- IMPRESSION: Radiation seed implants throughout the prostate and associated artifact, and image degradation by rectal air artifact, limiting evaluation. Recommend patient to return for repeat T2 and DWI after bowel preparation or follow-up pre and postcontrast MRI in 6 months. No pelvic metastatic adenopathy or bone lesion. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.6683328199847654660681273251956151/1.3.6.1.4.1.55648.6683328199847654660681273251956151.10,1.3.6.1.4.1.55648.6683328199847654660681273251956151/1.3.6.1.4.1.55648.6683328199847654660681273251956151.10.pkl
-,1.3.6.1.4.1.55648.581065548095426520135759458291553/1.3.6.1.4.1.55648.581065548095426520135759458291553.8,80,True,,73.71410775,0.000176907,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.581065548095426520135759458291553.8.80,20180918,,180009.36,165561022,MR,Siemens,AX T1 FS PRE,Skyra,Patient_5203885134250980361,Patient_5203885134250980361,F,064Y,74.84275057,,ABDOMEN,GR,SP,PFP\FS,3D,*fl3d1,3.0,3.67,1.72,1,123.227895,1H,1.0,3.0,,169,1.0,75,81.25,505.0,syngo MR E11,AX T1 FS PRE,Body,320\0\0\195,COL,9,FFS,1.3.6.1.4.1.55648.581065548095426520135759458291553,1.3.6.1.4.1.55648.581065548095426520135759458291553.8,8,1,80,-205.95180702209\-178.72138595581\-104.33132530749,1\0\0\0\1\0,,,-104.3313253,1,MONOCHROME2,260,320,1.3125\1.3125,16,12,11,0,0.0,448.0,236,563,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T ABD/ADoctor LASTNAME /LIVER NON CONTRAST History: Left lower pole renal mass. K21.9 Gastroesophageal reflux I10 Hypertension N18.3 Chronic kidney disease, stage 3 (moderate) E66.01 Obesity Technique: An MRI of the abdomen was obtained on a 3 Tesla ultra high field wide bore MRI. Comparison: Abdominal ultrasound MM/DD/YYYY. Findings: Liver: There is mild signal drop in the liver on in phase relative to out of phase concerning for mild iron deposition. There is no suspicious mass. Gallbladder/Biliary Tree: Normal gallbladder. There is no biliary dilatation. Spleen: The spleen markedly drops in signal on in phase relative to out of phase consistent with iron deposition. Pancreas: Normal intrinsic T1 signal is maintained throughout the pancreas. The pancreatic duct is normal in caliber. Suspected pancreatic divisum. Adrenals: No adrenal nodularity. Kidneys: No hydronephrosis. There is a partially exophytic left lower pole renal mass demonstrating heterogeneous T2 signal measuring 3.5 x 5.2 x 4.8 cm. There is no evidence of renal vein or adjacent organ invasion. No suspicious right renal lesions are identified. Retroperitoneum/peritoneum: Nonspecific bilateral perirenal stranding. No ascites or nodularity. Vasculature: The abdominal aorta is normal in caliber. ----- Page Break ----- Lymph nodes: There is no suspicious adenopathy. Gastrointestinal: No bowel obstruction. Musculoskeletal: There is no suspicious osseous lesion. ------------------------- IMPRESSION: Left lower pole mass most consistent with clear cell renal cell carcinoma. No evidence of adjacent organ or venous invasion or abdominal metastases. Findings consistent with hepatic and splenic iron deposition. Correlation with patient's serum iron studies is recommended. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.581065548095426520135759458291553/1.3.6.1.4.1.55648.581065548095426520135759458291553.8,1.3.6.1.4.1.55648.581065548095426520135759458291553/1.3.6.1.4.1.55648.581065548095426520135759458291553.8.pkl
-,1.3.6.1.4.1.55648.0219831763716604997617090155664240/1.3.6.1.4.1.55648.0219831763716604997617090155664240.8,51,True,,45.20960689,0.000196934,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0219831763716604997617090155664240.8.51,20180122,,164455.8525,11516045,MR,Siemens,AX PD,Skyra,Patient_8316421625797983103,Patient_8316421625797983103,M,057Y,122.4699555,,KNEE,SE,SK\SP\OSP,SAT1,2D,*tseV2d1_10,3.5,3500.0,25.0,1,123.257136,1H,1.0,3.0,3.5,479,10.0,100,100.0,600.0,syngo MR E11,AX PD,Body,320\0\0\320,COL,125,FFS,1.3.6.1.4.1.55648.0219831763716604997617090155664240,1.3.6.1.4.1.55648.0219831763716604997617090155664240.8,8,1,51,-174.50792725205\-79.696582166295\-100.42043304443,0.98129265927131\-0.1925219905887\0\0.19252199058874\0.98129265927131\0,,,-100.420433,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2572.0,829,1732,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST History:knee pain ro tear M25.561 Technique: MRI of the right knee was performed on a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal, axial and coronal proton density pulse sequences and sagittal STIR techniques. There are no prior studies available for comparison. Despite metal artifact reduction parameters there is extensive susceptibility artifact overlying the tibia from a fixation plate Findings: BONES: Patient status post internal fixation of the lateral tibial plateau with a lateral fixation plate and numerous screws. There is extensive artifact from the exception hardware limiting evaluation of the adjacent structures. There is no bone marrow edema on STIR images within the tibia to suggest recurrent or residual fracture. There is prominent bone marrow edema along the periphery of the medial femoral condyle indicative of bone contusion or stress response without a discrete fracture line. There is no focal osseous lesion. LIGAMENTS: The tibial attachment of the ACL is partially obscured due to the IV adjacent susceptibility artifact but there is no suggestion of a tear. The PCL is unremarkable. There is a low-grade partial tear of the proximal MCL and surrounding soft tissue edema. The fibular collateral ligament is unremarkable. Distal popliteus tendon is intact. MENISCI: There is a horizontal tear of the medial meniscus Medial meniscal body extending to the superior articular surface centrally. The meniscal body is partially extruded into the medial gutter. The posterior horn and root attachment of the medial meniscus are obscured due to hardware artifact. The anterior horn and body segments of the lateral meniscus are excluded due to artifact. The posterior horn is unremarkable. ----- Page Break ----- JOINTS: There is moderate partial-thickness cartilage loss at the periphery of the medial femoral condyle overlying the region of impaction injury or stress response. Tibial cartilage is partially obscured without suggestion of a defect. Limited evaluation of the articular margins in the lateral compartment demonstrates slight depression of the tibial articular surface on series 5 image 9. There is mild cartilage loss posteriorly. There is moderate cartilage loss in the patellofemoral compartment, findings most pronounced at the lateral patellar facet. There are peripheral joint line osteophytes. There is a moderate joint effusion. There is patella alta. MISCELLANEOUS: There is mild insertional quadriceps tendinosis. Productive enthesopathic change is seen at the quadriceps insertion. Regional musculature is preserved. There is mild subcutaneous edema anteriorly. ------------------------- IMPRESSION: Status post internal fixation previous lateral tibial plateau fracture resulting in extensive susceptibility artifact from the lateral fixation plate and numerous screws despite metal artifact reduction sequences. Artifact limits evaluation of the lateral compartment as well as the posterior root attachment of the medial meniscus. There is evidence of mild depression of the articular surface at the lateral tibial plateau. CT arthrogram would better assess the lateral compartment with clinically warranted. There is a moderate bone contusion or stress response resulting in bone marrow edema along the periphery of the medial femoral condyle without a discrete fracture. There is a low-grade intrasubstance tear of the proximal MCL. There is a horizontal tear of the medial meniscal body. There is moderate patellofemoral arthrosis. There is partial-thickness cartilage loss of the periphery of the medial femoral condyle. ICD 10 - Medial meniscal tear, S83.241A Chondromalacia, M94.261 ----- Page Break ----- MCL (Medial Collateral Ligament) Sprain/Tear, S83.411A Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",9,1.3.6.1.4.1.55648.0219831763716604997617090155664240/1.3.6.1.4.1.55648.0219831763716604997617090155664240.8,1.3.6.1.4.1.55648.0219831763716604997617090155664240/1.3.6.1.4.1.55648.0219831763716604997617090155664240.8.pkl
-,1.3.6.1.4.1.55648.962671468022687793102911463895917/1.3.6.1.4.1.55648.962671468022687793102911463895917.6,25,True,,21.64664936,0.000142574,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.962671468022687793102911463895917.6.25,20190312,,111133.8125,509608744,MR,Siemens,AX PD,Skyra,Patient_4092768762028973651,Patient_4092768762028973651,M,068Y,90.71848554,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.227836,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,134,FFS,1.3.6.1.4.1.55648.962671468022687793102911463895917,1.3.6.1.4.1.55648.962671468022687793102911463895917.6,6,1,25,-70.189984184575\-34.56981623182\-16.38159845711,0.99981304977028\0.0074288588281\-0.017851542386\1.7944882e-008\0.92324694048976\0.38420708852949,,,-3.199113387,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2477.0,827,1734,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is maintained. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of fracture infiltrative process. The vertebral body heights are intact. Intervertebral Discs: There is multilevel disc desiccation with loss of disc height from L2-3 to L5-PHI. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: Mild disc bulge. No significant central canal or neural foraminal narrowing. L2-L3: Disc bulge and bilateral facet arthrosis with ligamentum flavum hypertrophy causing mild central canal narrowing and mild bilateral neural foraminal narrowing. ----- Page Break ----- L3-L4: Circumferential disc bulge with bilateral facet arthrosis and ligamentum flavum hypertrophy causing moderate central canal narrowing and mild-to-moderate bilateral neural foraminal narrowing. Mild bilateral subarticular stenosis. L4-5: Diffuse disc bulge with severe right subarticular stenosis impinging on the right descending L5 nerve root and left L5 nerve root. Mild to moderate bilateral neural foraminal narrowing. Marked central canal narrowing. Bilateral facet arthrosis with ligamentum flavum hypertrophy. L5-S1: Disc bulge with superimposed left foraminal and left subarticular disc protrusion causing subarticular and neural foraminal narrowing impinging on the left descending S1 and exiting L5 nerve root. Mild right subarticular stenosis and mild right central canal or narrowing. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: Multilevel degenerative disc disease in the lumbar spine most severe at L4-5. L4-5: Diffuse disc bulge with severe right subarticular stenosis impinging on the right descending L5 nerve root and left L5 nerve root. Mild to moderate bilateral neural foraminal narrowing. Marked central canal narrowing. Bilateral facet arthrosis with ligamentum flavum hypertrophy. L5-S1: Disc bulge with superimposed left foraminal and left subarticular disc protrusion causing subarticular and neural foraminal narrowing impinging on the left descending S1 and exiting L5 nerve root. Mild right subarticular stenosis and mild right central canal or narrowing. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.962671468022687793102911463895917/1.3.6.1.4.1.55648.962671468022687793102911463895917.6,1.3.6.1.4.1.55648.962671468022687793102911463895917/1.3.6.1.4.1.55648.962671468022687793102911463895917.6.pkl
-,1.3.6.1.4.1.55648.0560707135077564675397393539985094/1.3.6.1.4.1.55648.0560707135077564675397393539985094.3,176,True,,157.0619552,0.000171423,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM3_2\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0560707135077564675397393539985094.3.176,20190306,181055.133,180552.025,638997884,MR,Siemens,SAG 3D T1,Aera,Patient_0777989493322726991,Patient_0777989493322726991,F,016Y,52.61672161,,HEAD,GR\IR,SK\SP\MP\OSP,IR,3D,*tfl3d1_16ns,1.0,2200.0,2.88,1,63.679234,1H,1.0,1.5,,246,1.0,96,100.0,150.0,syngo MR E11,SAG 3D T1,Body,0\256\246\0,ROW,8,HFS,1.3.6.1.4.1.55648.0560707135077564675397393539985094,1.3.6.1.4.1.55648.0560707135077564675397393539985094.3,3,1,176,87.5\-125\125,0\1\0\0\0\-1,,,87.5,1,MONOCHROME2,256,256,0.9765625\0.9765625,16,12,11,0,0.0,63.0,25,63,,,,,,,,,,,,,,,,,,,,"History: Possible seizure MRI-BRAIN PRE AND POST IV CONTRAST MRI examination of the brain was performed multiplanar multi-sequential high resolution seizure protocol techniques on a 1.5 Tesla high field wide bore magnet. 5 cc. Gadavist contrast was administered intravenously. Images were obtained prior to and following contrast administration. Examination reveals no evidence of intrinsic signal abnormality. There is no pathologic contrast enhancement. There is no evidence of mass, shift or bleed. There is no evidence of intra or extra-axial fluid collection. The mesial temporal lobe structures appear symmetric with no intrinsic signal abnormality. ------------------------- IMPRESSION: Normal MRI of the brain. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.0560707135077564675397393539985094/1.3.6.1.4.1.55648.0560707135077564675397393539985094.3,1.3.6.1.4.1.55648.0560707135077564675397393539985094/1.3.6.1.4.1.55648.0560707135077564675397393539985094.3.pkl
-,1.3.6.1.4.1.55648.6786906672997582457863841982159664/1.3.6.1.4.1.55648.6786906672997582457863841982159664.3,40,True,,35.85078692,0.000150204,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6786906672997582457863841982159664.3.40,20160924,,163836.955,883486937,MR,Siemens,AX PD FS,Skyra,Patient_8924222075923478329,Patient_8924222075923478329,M,010Y,30.84428508,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.232776,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.6786906672997582457863841982159664,1.3.6.1.4.1.55648.6786906672997582457863841982159664.3,3,1,40,11.665548854449\-87.607002472679\-48.144652584049,0.98420795868279\0.1460830345583\0.09997220153467\-0.1453351929456\0.98927233207759\-0.0147626107867,,,-49.07706326,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1797.0,547,1020,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST HISTORY: M25.562 Left knee pain M25.662 Left knee/lower leg stiffness M25.362 Left knee instability TECHNIQUE: Left knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: Left knee radiographs obtained MM/DD/YYYY FINDINGS: Ligaments: The anterior cruciate, posterior cruciate, medial collateral, and lateral collateral ligaments are intact. Menisci: There is no evidence for medial or lateral meniscal tears. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. Effusion: No significant amount of knee joint fluid is present. Cartilage: There is evidence of a 1.1 x 2.2 x 1.0 cm osteochondral lesion on the weightbearing surface of the medial femoral condyle, without MR evidence for instability. Minimal adjacent bone marrow edema is present. Bone Marrow: Overall, the bone marrow signal is age-appropriate. Popliteal fossa: There is no significant popliteal cyst. Popliteus muscle and tendon are intact. Iliotibial band: The iliotibial band is within normal limits. Posterolateral corner: The posterior lateral corner is unremarkable. ----- Page Break ----- ------------------------- IMPRESSION: Osteochondral lesion on the weightbearing surface of the medial femoral condyle with minimal bone marrow edema, but without discrete MR evidence for instability. S72.435G No evidence for significant meniscal or ligament tears. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.6786906672997582457863841982159664/1.3.6.1.4.1.55648.6786906672997582457863841982159664.3,1.3.6.1.4.1.55648.6786906672997582457863841982159664/1.3.6.1.4.1.55648.6786906672997582457863841982159664.3.pkl
-,1.3.6.1.4.1.55648.0867929227824653199823090357635114/1.3.6.1.4.1.55648.0867929227824653199823090357635114.8,34,True,,36.95851541,0.000166655,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0867929227824653199823090357635114.8.34,20180524,112057.957,112055.44,720045720,MR,Siemens,AX T1,Skyra,Patient_1397788142081728859,Patient_1397788142081728859,F,058Y,72.57478843,,SSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_3,4.0,766.0,9.4,1,123.147931,1H,1.0,3.0,5.0,384,3.0,100,100.0,260.0,syngo MR E11,AX T1,Body,256\0\0\256,COL,120,FFS,1.3.6.1.4.1.55648.0867929227824653199823090357635114,1.3.6.1.4.1.55648.0867929227824653199823090357635114.8,8,1,34,-40.199154573005\60.143837276297\-71.497933854109,0.99967121548677\-0.0130146721151\0.02209251540548\7.470669e-009\0.86160907998263\0.50757245127321,,,-91.06958624,1,MONOCHROME2,512,512,0.3515625\0.3515625,16,12,11,0,0.0,1563.0,758,1619,4.0,,,,,,,,,,,,,,,,,,,"HISTORY: M54.5 Lower Back Pain M62.830 Spasm of back muscles TECHNIQUE: Sacrum/coccyx imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Degenerative disc disease is present in the lower lumbar spine associated posterior disc herniations at the L4-L5 and L5-S1 levels. Additionally, bone marrow edema is present in the cecum with evidence of a nondisplaced sacral insufficiency fracture at the level of the fourth sacral segment. The fracture line extends into the fourth sacral foramina bilaterally. The sacroiliac joints are unremarkable. There is degeneration of the apophyseal joints at the lumbosacral junction. The visualized soft tissues are unremarkable. ------------------------- IMPRESSION: Insufficiency fracture of the sacrum with extension into the fourth neural foramina, as above. S32.130A Degenerative disc disease at the lumbosacral junction with posterior disc herniations, as above. M51.37 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",18,1.3.6.1.4.1.55648.0867929227824653199823090357635114/1.3.6.1.4.1.55648.0867929227824653199823090357635114.8,1.3.6.1.4.1.55648.0867929227824653199823090357635114/1.3.6.1.4.1.55648.0867929227824653199823090357635114.8.pkl
-,1.3.6.1.4.1.55648.7021766189839714262084256770849590/1.3.6.1.4.1.55648.7021766189839714262084256770849590.3,44,True,,41.13125324,0.000143528,ISO_IR 100,ORIGINAL\PRIMARY\M\ND\NORM,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7021766189839714262084256770849590.3.44,20161012,,,112639037,MR,Siemens,AX PD FS,Verio,Patient_1574285940710565542,Patient_1574285940710565542,M,062Y,102.0582962,,,SE,SK\SP,SAT1\FS,2D,*tse2d1_12,3.0,3400.0,37.0,1,123.260889,1H,1.0,3.0,3.0,319,12.0,100,100.0,237.0,syngo MR B19,AX PD FS,8Ch_Knee,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.7021766189839714262084256770849590,1.3.6.1.4.1.55648.7021766189839714262084256770849590.3,3,1,44,41.411971248126\-129.82429433604\-68.168296813965,0.99121554116717\0.13225638339479\0\-0.1322563833948\0.99121554116717\0,,,-68.16829681,1,MONOCHROME2,320,320,0.46875\0.46875,16,12,11,0,0.0,883.0,362,784,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST HISTORY: Medial knee pain, no known injury M25.562 TECHNIQUE: MR imaging of the left knee was performed without IV contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences: Sagittal proton density with and without fat suppression, axial proton density fat-suppressed, and coronal proton density fat-suppressed. COMPARISON: No prior studies are available for comparison. FINDINGS: There is no evidence for acute fracture or osteonecrosis. Ligaments: The cruciate and collateral ligaments are intact. Mild chronic proximal medial collateral ligament sprain is noted. Lateral compartment: The lateral meniscus is intact. There is mild superficial fibrillation of the cartilage. Medial compartment: Intrasubstance degenerative signal is noted within the body and posterior horn of the medial meniscus. This is seen in association with complex degenerative tearing with a predominant horizontal oblique component within the body segment extending to the superior articular surface. An additional longitudinal component extends across the junction of the posterior horn and body and there is attenuation of the meniscus in this region. A 1.3 cm meniscal fragment is seen flipped towards the intercondylar notch (series 6, images PHI). The posterior root attachment remains intact. The medial femorotibial compartment cartilage is thinned and there are partial thickness fissures. Partial thickness cartilage loss is also seen overlying the posterior aspect of the medial femoral condyle. Patellofemoral compartment: The patellofemoral compartment cartilage is mildly thinned and there is a partial-thickness cartilage defect overlying the central aspect of the trochlea spanning approximately 8 mm in association with fissuring. No full-thickness defect is seen. ----- Page Break ----- Muscle/tendon: The periarticular muscles are maintained. The imaged tendons , inclusive of the extensor mechanism, are intact. Joint fluid: PHI is a moderate joint effusion. No loose bodies are seen. There is no popliteal cyst. Miscellaneous: Mild circumferential subcutaneous edema is seen. The neurovascular structures demonstrate normal course. ------------------------- IMPRESSION: Mild knee osteoarthritis with cartilage wear most pronounced in the medial femorotibial and patellofemoral compartments. Complex degenerative medial meniscus tear with a 1.3 cm flipped meniscal fragment. Moderate joint effusion. ICD 10 - Osteoarthritis, M17.12 Effusion, M25.462 Medial meniscal tear - complex, S83.232A Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",12,1.3.6.1.4.1.55648.7021766189839714262084256770849590/1.3.6.1.4.1.55648.7021766189839714262084256770849590.3,1.3.6.1.4.1.55648.7021766189839714262084256770849590/1.3.6.1.4.1.55648.7021766189839714262084256770849590.3.pkl
-,1.3.6.1.4.1.55648.546818952084501659443074828028453/1.3.6.1.4.1.55648.546818952084501659443074828028453.7,33,True,,26.70176125,0.00036025,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.546818952084501659443074828028453.7.33,20190521,,105710.375,698191614,MR,Siemens,AX PD,Verio,Patient_8282260589382475755,Patient_8282260589382475755,F,065Y,72.57478843,,,SE,SK\SP\OSP,,2D,*tse2d1_9,3.0,3550.0,33.0,1,123.184778,1H,1.0,3.0,3.0,432,9.0,90,100.0,200.0,syngo MR B19,AX PD,Body,0\320\288\0,ROW,150,HFS,1.3.6.1.4.1.55648.546818952084501659443074828028453,1.3.6.1.4.1.55648.546818952084501659443074828028453.7,7,1,33,-168.71675874136\-82.565137849827\-33.672538757324,1\-2.05103e-010\0\2.05103e-010\1\0,,,-33.67253876,1,MONOCHROME2,320,320,0.40625\0.40625,16,12,11,0,0.0,2496.0,1133,2366,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT SHOULDER NON CONTRAST History: M79.621 Right arm pain M25.311 Right shoulder instability M25.511 Right shoulder pain Technique: MRI of the right shoulder was performed on a 3.0 Tesla ultra high field wide bore magnet with multiple sequences including proton density with and without fat suppression in oblique sagittal and oblique coronal planes and proton density and gradient echo in axial plane. Findings: There is tendinopathy of supraspinatus tendon with signal heterogeneity, prominent tendon delamination and a small high-grade partial insertion tear (coronal images 13-18). There is minor fatty atrophy along myotendinous junction. Infraspinatus also demonstrates tendinosis with tendon delamination and slight irregularity at insertion area the tiny calcification within tendon substance at insertion is evident. There is near complete fatty atrophy of teres minor without tear. The subscapularis tendon is intact. There is a moderate tendinosis of intra-articular long head of the biceps tendon. There is chronic tear and degeneration of anterior inferior labrum. The articular surfaces are intact. There is no appreciable joint effusion. There is mild to moderate subacromial subdeltoid bursitis. There is mild facet of osseous hypertrophic change at undersurface of the acromion process ------------------------- IMPRESSION: Severe supraspinatus tendinopathy and including a small high-grade partial insertion tear and tendon delamination. Moderate infraspinatus tendinosis. Moderate tendinosis of ----- Page Break ----- intra-articular long head of biceps tendon. Chronic tear and degeneration of anterior inferior labrum. Mild subacromial subdeltoid bursitis. Teres minor muscle atrophy most consistent with sequela of remote axillary nerve injury. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",26,1.3.6.1.4.1.55648.546818952084501659443074828028453/1.3.6.1.4.1.55648.546818952084501659443074828028453.7,1.3.6.1.4.1.55648.546818952084501659443074828028453/1.3.6.1.4.1.55648.546818952084501659443074828028453.7.pkl
-,1.3.6.1.4.1.55648.4324760059888181643476489003490899/1.3.6.1.4.1.55648.4324760059888181643476489003490899.15,812,True,,723.7059014,0.00078392,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4324760059888181643476489003490899.15.1,20191120,,,479088294,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_207017991954712802,Patient_207017991954712802,M,061Y,124.7379176,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.260099,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.4324760059888181643476489003490899,1.3.6.1.4.1.55648.4324760059888181643476489003490899.15,15,1,1,-115.04005432129\-97.228915214539\10.584284499288,1\0\0\0\1\0,,,10.5842845,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,883.0,402,828,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (9 ng/ml), negative biopsies with the recent one in MONTH XX of the prior MRI. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 12 cc Gadavist was administered. Large amount of rectal air with artifact and distortion on DWI along the posterior gland. COMPARISON: Prior prostate MRI dated to 518. FINDINGS: Prostate size: 6.5 [transverse] x 4.5 [AP] x 6.7 [CC] cm, about 102 cc in volume, previously 95 cc. Lesion: Unchanged in size and imaging features PI-RADS Assessment Category: 3 T2-weighted images: 3, noncircumscribed moderate hypointensity Diffusion-weighted images: 3, focal mild-moderate decreased ADC and mildly increased signal on ultra high b-value images. Dynamic post-contrast images: Negative, no early hyperperfusion. Size: 6 x 4 mm as measured on image 16 of series 17, ax T2 Location: Left posterolateral peripheral zone, base. Extra-prostatic extension: None Additional peripheral zone findings: Again noted bilateral indistinct and linear/wedge-shaped T2 hypointensity, favoring postinflammatory change with fibrosis, PI-RADS 2, decreased along the right side but mildly increased on the left side with mildly increased enhancement. Again noted small wedge-shaped T2 signal void scar at the posteromedial right midgland and small/atrophied left posterolateral apex. ----- Page Break ----- Additional transition zone findings: Enlarged and heterogeneous, consistent with BPH distending the bladder neck without intravesical extension. Further enlarged 2.9 cm exophytic hypertrophic nodule at the right base displacing and compressing the right seminal vesicle. Bladder: Unremarkable. Seminal vesicle: Unremarkable. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Bilateral hip OA. Additional findings: None.. ------------------------- IMPRESSION: Unchanged 6 x 4 mm PIRADS 3 lesion at the left posterolateral peripheral zone, base. Bilateral peripheral zone postinflammatory change with fibrosis/scar, PI-RADS 2. BPH with further increased prostate volume about 102 cc, previously 95 cc. PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.4324760059888181643476489003490899/1.3.6.1.4.1.55648.4324760059888181643476489003490899.15,1.3.6.1.4.1.55648.4324760059888181643476489003490899/1.3.6.1.4.1.55648.4324760059888181643476489003490899.15.pkl
-,1.3.6.1.4.1.55648.1004522203333712050687855037817245/1.3.6.1.4.1.55648.1004522203333712050687855037817245.8001,26,True,,20.68740702,0.000298738,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1004522203333712050687855037817245.8001.26,20181012,,71808.8775,736696924,MR,Siemens,AX PD,MAGNETOM Vida,Patient_3170184177739566798,Patient_3170184177739566798,M,072Y,80.7394,,LSPINE,SE,SP\SK,SP\PER,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.252999,1H,,3.0,4.4,224,9.0,70,100.0,223.0,syngo MR XA10,AX PD,Body,320\0\0\224,COL,179,FFS,1.3.6.1.4.1.55648.1004522203333712050687855037817245,1.3.6.1.4.1.55648.1004522203333712050687855037817245.8001,8001,1,26,-115.989\5.95986\-93.6784,0.997464\-0.0435791\0.0562745\0.00526106\0.833623\0.552308,,,-72.9645,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1775.0,699,1380,,,,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Back pain radiating to the hips ICD- M54.5 Lower Back Pain M79.604 Right Leg Pain M79.605 Left Leg Pain R26.2 Difficulty Walking Technique: MRI of the lumbar spine was performed on a 3.0 Tesla ultra high field magnetic resonance imaging unit utilizing sagittal T2, T1 and STIR sequences as well as angled axial proton density images through the disc spaces. There are no prior studies available for comparison. Findings: Vertebral bodies are normal in height without a fracture or pars defect. Signal arising from bone marrow does not demonstrate an aggressive osseous lesion or infiltrative process. The lower cord and conus are normal in signal and morphology. At L1-2, there is mild to moderate loss of disc height and disc bulging. There is anterior osteophytic spurring. There is no facet arthrosis. There is mild thecal sac compression. The disc bulge is eccentric to the right and results in moderate right foraminal stenosis. At L2-3, There is a small circumferential disc bulge. There is loss of disc height and mild osteophytic spurring. There is mild facet arthrosis. There is moderate thecal sac compression. There is mild to moderate bilateral foraminal stenosis. At L3-4, there is a small broad-based posterior disc protrusion superimposed on a prominent disc bulge and loss of disc height. There is moderate to severe facet arthrosis. There is ligamentum flavum thickening. There is severe thecal sac compression. There is moderate bilateral foraminal stenosis. There is abutment of exiting nerve roots. At L4-5, There is moderate circumferential disc osteophytic ridge which extends into the neural foramen bilaterally. There is mild to moderate facet arthrosis. There is ligamentum flavum thickening. There is mild thecal sac compression. There is moderate bilateral foraminal stenosis. There is abutment of exiting nerve roots. ----- Page Break ----- At L5-S1, L5 is transitional and articulates with the remainder of the sacrum on the right. Disc spaces preserved. There is mild to moderate facet arthrosis. There is no thecal sac compression. There is no foraminal stenosis. Paraspinal musculature is symmetric. There is no bulky lymphadenopathy. ------------------------- IMPRESSION: transitional vertebrae at the lumbosacral junction is designated as a partially sacralized L5 segment. There is a well-formed L5-S1 disc space. There is degenerative disc disease throughout the lumbar spine most pronounced at L3-L4 root is also posterior disc protrusion and moderate to severe facet arthrosis. L3-L4 there is severe thecal sac compression and moderate foraminal stenosis. At L2-L3 there is moderate thecal sac compression and mild to moderate foraminal stenosis. L4-L5 there is moderate thecal sac compression. L2-L3 there is moderate right foraminal stenosis. ICD 10 - Herniated disc lumbar spine, M51.26 Degeneration lumbar spine, M51.36 Spinal stenosis, M48.061 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",84,1.3.6.1.4.1.55648.1004522203333712050687855037817245/1.3.6.1.4.1.55648.1004522203333712050687855037817245.8001,1.3.6.1.4.1.55648.1004522203333712050687855037817245/1.3.6.1.4.1.55648.1004522203333712050687855037817245.8001.pkl
-,1.3.6.1.4.1.55648.2767193220887749898041696437995505/1.3.6.1.4.1.55648.2767193220887749898041696437995505.2,176,True,,183.1612036,0.000170469,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2767193220887749898041696437995505.2.176,20180222,,150803.245,875641886,MR,Siemens,SAG 3D T1 MPRAGE,Skyra,Patient_3023372947623032449,Patient_3023372947623032449,M,032Y,173.2723074,,BRAIN,GR\IR,SK\SP\MP,IR,3D,*tfl3d1_16ns,1.0,2300.0,2.26,1,123.16612,1H,1.0,3.0,,255,1.0,100,100.0,200.0,syngo MR E11,SAG 3D T1 MPRAGE,Body,0\256\256\0,ROW,8,HFS,1.3.6.1.4.1.55648.2767193220887749898041696437995505,1.3.6.1.4.1.55648.2767193220887749898041696437995505.2,2,1,176,86.790000557899\-142.12413311005\115.13290944695,0\1\0\0\0\-1,,,86.79000056,1,MONOCHROME2,256,256,1.07421875\1.07421875,16,12,11,0,0.0,1313.0,401,802,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN PRE AND POST IV CONTRAST HISTORY: R51 Headache/Facial Pain M54.81 Head/Neck Pain G44.229 Chronic tension headache G43.709 Chronic migraines without aura R42 Dizziness/Vertigo R55 Syncope H93.11 Right ear tinnitus H53.2 Diplopia (double vision) Technique: Multiplanar, multisequence MR imaging of the brain was performed with and without 15 cc Gadavist. Findings: Comparison: MR brain MM/DD/YYYY Multiple T2/FLAIR white matter hyperintensities, some of which are oriented perpendicular to the callosal septal interface compatible with known history of multiple sclerosis. No significant change in size or distribution of the lesions. A few of the lesions demonstrate T1 hypointensity compatible chronic plaque. No contrast enhancement of the previously enhancing lesion within the genu of the corpus callosum. No new lesions identified. The optic nerves are normal in size. No abnormal contrast enhancement. No acute intracranial hemorrhage or infarct. No mass lesion or midline shift. Gray-white matter discrimination. No extra axial fluid collection. The ventricles are symmetric and midline. The basal cisterns are patent. The paranasal sinuses are clear. The mastoid air cells are well pneumatized. The globes are intact. The craniocervical junction and sella turcica are within normal limits. No osseous lesions. ------------------------- IMPRESSION: ----- Page Break ----- Stable white matter burden in a distribution compatible with multiple sclerosis compared to study dated MM/DD/YYYY. No new or enhancing lesions. ICD 10 - Multiple Sclerosis G35 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",43,1.3.6.1.4.1.55648.2767193220887749898041696437995505/1.3.6.1.4.1.55648.2767193220887749898041696437995505.2,1.3.6.1.4.1.55648.2767193220887749898041696437995505/1.3.6.1.4.1.55648.2767193220887749898041696437995505.2.pkl
-,1.3.6.1.4.1.55648.6772843984423687731137288975191082/1.3.6.1.4.1.55648.6772843984423687731137288975191082.9,72,True,,51.53679156,0.00026679,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\NONE\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6772843984423687731137288975191082.9.1,20171109,135310.359,135238.64,115222757,MR,Siemens,AX DWI,Espree,Patient_6508047340388875102,Patient_6508047340388875102,F,073Y,90.71848554,,HEAD,EP,SK\SP,PFP\FS,2D,*ep_b0,5.0,4500.0,114.0,1,63.681022,1H,1.0,1.5,6.0,120,1.0,100,100.0,845.0,syngo MR B19,AX DWI,Body,160\0\0\160,COL,90,HFS,1.3.6.1.4.1.55648.6772843984423687731137288975191082,1.3.6.1.4.1.55648.6772843984423687731137288975191082.9,9,1,1,-108.17768753291\-110.4179212798\-87.900945843566,0.99843537928965\0.053632125905\-0.0158236675155\-0.0558212046903\0.93935095801811\-0.3383840581017,,,-119.7512563,1,MONOCHROME2,160,160,1.4375\1.4375,16,12,11,0,0.0,1062.0,169,464,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN NON CONTRAST History: G40.309 Generalized idiopathic epilepsy R29.6 Repeated falls R41.3 Memory Loss G25.0 Essential tremor R56.9 Seizures R42 Dizziness/Vertigo R55 Syncope R41.82 Altered Mental Status Technique: Sagittal and axial T1 weighted images were supplemented by axial T2, FLAIR and diffusion images through the entire brain. Oblique coronal high-resolution T1-inversion recovery, T2 and FLAIR images were obtained through the temporal lobes. This study was performed on a 1.5 Tesla system. Comparison examination: None. Findings: Within the brain parenchyma there is no mass, mass effect or edema. No acute or evolving infarct is seen but there is advanced white matter microvascular disease in both cerebral hemispheres. The ventricles and sulci are normal for a patient of this age. No abnormal extraaxial collection or mass is seen. Normal signal is seen within both the intracranial and extracranial vascular structures. No congenital cortical dysplasia or vascular malformation is seen. Both temporal lobes including the hippocampus are normal in appearance. The orbits and temporal bones are normal. Mild mucosal disease is seen in the right maxillary sinus. The remainder of the paranasal sinuses are normally aerated. ------------------------- IMPRESSION: Advanced white matter microvascular disease. Right maxillary sinusitis. White Matter disease, unspecified (Brain Parenchyma) - R90.82 Chronic cerebral ischemia (Brain Parenchyma) - I67.82 Chronic maxillary sinusitis (Head/Neck Sinus/Nose) - J32.0 ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.6772843984423687731137288975191082/1.3.6.1.4.1.55648.6772843984423687731137288975191082.9,1.3.6.1.4.1.55648.6772843984423687731137288975191082/1.3.6.1.4.1.55648.6772843984423687731137288975191082.9.pkl
-,1.3.6.1.4.1.55648.12151089736490213531588440841740/1.3.6.1.4.1.55648.12151089736490213531588440841740.4,27,True,,25.11367869,0.000360489,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.12151089736490213531588440841740.4.27,20190101,,153215.0425,244963195,MR,Siemens,SAG T2,Skyra,Patient_2043838822952788415,Patient_2043838822952788415,F,055Y,68.03886416,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1rr19,3.0,3500.0,99.0,1,123.147929,1H,1.0,3.0,3.0,449,19.0,85,100.0,260.0,syngo MR E11,SAG T2,Body,320\0\0\272,COL,160,FFS,1.3.6.1.4.1.55648.12151089736490213531588440841740,1.3.6.1.4.1.55648.12151089736490213531588440841740.4,4,1,27,56.249331946205\-46.144577027004\121.56683080186,-2.6e-014\1\4.897e-012\0.0052359691413\4.897e-012\-0.9999862922196,,,56.88508107,1,MONOCHROME2,320,320,0.8125\0.8125,16,12,11,0,0.0,1082.0,343,1228,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density, coronal T2. The study was performed with intravenous sedation administered and monitored by an anesthesiologist. COMPARISON: No prior studies are available for comparison. FINDINGS: Five lumbar vertebral bodies are assumed. Coronal images demonstrate S-shaped scoliosis of the thoracolumbar spine with apex levocurvature at L4. The normal lumbar lordosis is straightened. There is trace grade 1 anterolisthesis of L4 on L5. There are no focal aggressive osseous lesions. The vertebral body heights are intact. The conus terminates at L1 and L2. There is multilevel discogenic degenerative disease with disc dessication and intervertebral disc height narrowing. The findings at the individual levels are as follows: T12-L1: Only evaluated in the sagittal plane. There is no significant central canal or neural foraminal stenosis. L1-L2: There is no significant central canal or neural foraminal stenosis. L2-L3 : A shallow left foraminal disc protrusion contacts but displacing the exiting left L2 nerve root. L3-L4 : There is a circumferential disc bulge, mild-moderately narrowing the left neural foramen. In conjunction with moderate bilateral facet arthrosis, there is mild-moderate central canal stenosis with flattening of the ventral thecal sac. The descending L4 nerve roots are contacted, without displacement. The exiting left L3 nerve root is abutted. There is mild right neural foraminal narrowing. L4-L5: There is a circumferential disc bulge with minimal uncovering of the disc. The ----- Page Break ----- findings are asymmetric to the right resulting in mild/moderate neural foraminal stenosis. There is mild flattening of the ventral thecal sac. Moderate bilateral facet arthrosis is present. L5-S1: There is no significant central canal or neural foraminal stenosis. Mild-moderate bilateral facet arthrosis is noted. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: S-shaped scoliosis of the thoracolumbar spine with discogenic degenerative disease and facet arthrosis most pronounced L3-L4 where there is mild-moderate central canal and mild-moderate left neural foraminal stenosis and abutment of the exiting left L3 nerve root. Additional findings, as above. M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",49,1.3.6.1.4.1.55648.12151089736490213531588440841740/1.3.6.1.4.1.55648.12151089736490213531588440841740.4,1.3.6.1.4.1.55648.12151089736490213531588440841740/1.3.6.1.4.1.55648.12151089736490213531588440841740.4.pkl
-,1.3.6.1.4.1.55648.0120166908488269072778269810852846/1.3.6.1.4.1.55648.0120166908488269072778269810852846.1,128,True,,89.89160061,0.000639439,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0120166908488269072778269810852846.1.128,20180501,,,350489396,MR,Siemens,AAHScout,Skyra,Patient_7903324745146912782,Patient_7903324745146912782,F,059Y,68.03886416,,BRAIN,GR,SP,PFP,3D,*fl3d1_ns,1.600000024,3.15,1.37,1,123.249613,1H,1.0,3.0,,118,1.0,100,100.0,540.0,syngo MR E11,AAHScout,Body,0\160\160\0,ROW,8,HFS,1.3.6.1.4.1.55648.0120166908488269072778269810852846,1.3.6.1.4.1.55648.0120166908488269072778269810852846.1,1,1,128,101.60000151396\-110\130,0\1\0\0\0\-1,,,101.6000015,1,MONOCHROME2,160,160,1.625\1.625,16,12,11,0,0.0,511.0,248,500,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN AND PITUITARY PRE AND POST IV CONTRAST HISTORY: G25.0 Essential tremor Z86.011 History benign tumor . COMPARISON: Comparison is made with the prior exam from MONTH MM, YYYY TECHNIQUE: Multisequence multiplanar MRI of the brain was obtained. The study was performed on a 3.0 Tesla ultra high field wide bore magnet. Study was performed before and after the administration of 6 cc gadavist FINDINGS: Pituitary: The sella appears expanded. There is is stable decreased enhancement in the right half the sella measuring 7 SI by 9.3 TV millimeters, previously measuring 7 SI by 8 TV millimeters. The infundibulum is deviated to the left. There is no mass effect on the optic nerves or optic chiasm. The cavernous sinuses appear normal. Brain parenchyma: Stable FLAIR hyperintensities are seen in the periventricular, subcortical white matter and pons without mass effect There is no acute intracranial hemorrhage or mass lesion. No restricted diffusion is seen to suggest acute infarction. Extraaxial spaces: Unremarkable. Ventricles and sulci: Normal for age. There is opacification of the mastoid tips, mild bilateral ethmoid, minimal frontal and left maxillary sinus disease ------------------------- IMPRESSION: Stable hypoenhancing soft tissue in the right lateral sella may represent residual tumor. Stable small vessel ischemic disease ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",29,1.3.6.1.4.1.55648.0120166908488269072778269810852846/1.3.6.1.4.1.55648.0120166908488269072778269810852846.1,1.3.6.1.4.1.55648.0120166908488269072778269810852846/1.3.6.1.4.1.55648.0120166908488269072778269810852846.1.pkl
-,1.3.6.1.4.1.55648.117289062948950054348070431410756/1.3.6.1.4.1.55648.117289062948950054348070431410756.10,80,True,,71.7256341,0.000162601,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.117289062948950054348070431410756.10.80,20170901,,73829.72,88864202,MR,Siemens,AX T1 FS PRE,Aera,Patient_9924292910028133327,Patient_9924292910028133327,M,075Y,75.296343,,ABDOMEN,GR,SP\OSP,PFP\FS,3D,*fl3d1,3.0,4.85,2.38,1,63.673178,1H,1.0,1.5,,189,1.0,75,81.25,345.0,syngo MR D13E,AX T1 FS PRE,Body,320\0\0\195,COL,10,FFS,1.3.6.1.4.1.55648.117289062948950054348070431410756,1.3.6.1.4.1.55648.117289062948950054348070431410756.10,10,1,80,-199.21875\-162.5\-113.03125,1\0\0\0\1\0,,,-113.03125,1,MONOCHROME2,260,320,1.25\1.25,16,12,11,0,0.0,263.0,121,305,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN WITH MRCP NON CONTRAST History: Follow-up examination. R93.8 An MR examination of the abdomen and MRCP were performed with images obtained in multiple planes. Intravenous contrast was not administered as per the request of the referring physician. Comparison is made with prior studies, the most recent dated MM/DD/YYYY. The patient provides a history of prostate, renal and pancreatic carcinomas. The visualized portions of the lung bases are normal. No pleural or pericardial effusions are present. Evaluation of the solid viscera is limited due to a lack of intravenous contrast. The liver, spleen and adrenal glands are normal in size and signal characteristics and show no focal lesions. The CBD is prominent, demonstrating a maximum diameter of approximately 10 mm. There is no evidence of intrahepatic biliary ductal dilatation. An approximately 4 mm filling defect is noted in the CBD, approximately 2 cm proximal to the ampulla LASTNAME consistent with a calculus. No additional filling defects or strictures are identified within the biliary tree. Several, less than 5 mm gallstones are noted within the gallbladder. The gallbladder otherwise appears normal. An approximately 3 cm, mixed signal intensity mass is present in the pancreatic head consistent with the provided history of carcinoma. There is mild pancreatic ductal dilatation and moderate atrophy of the pancreatic body and tail. No additional focal pancreatic lesions are identified. The right kidney is normal in size, shape and position. There is no evidence of right sided hydronephrosis. Less than 1 cm cysts are noted within the right kidney. No additional right renal masses are identified. ----- Page Break ----- The patient is status post left nephrectomy with no pathologic masses or fluid collections present in the postoperative bed. No enlarged lymph nodes or fluid collections are seen within the abdomen. The visualized bowel and mesentery appear normal. No focal bony lesions are identified. ------------------------- IMPRESSION: 1. Mass in the pancreatic head consistent with the provided history of carcinoma. 2. Solitary, 4 mm CBD calculus. 3. Cholelithiasis. K86.9; K80.5; K80.20 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.117289062948950054348070431410756/1.3.6.1.4.1.55648.117289062948950054348070431410756.10,1.3.6.1.4.1.55648.117289062948950054348070431410756/1.3.6.1.4.1.55648.117289062948950054348070431410756.10.pkl
-,1.3.6.1.4.1.55648.0969202760752178802488572121908998/1.3.6.1.4.1.55648.0969202760752178802488572121908998.5,26,True,,24.14720941,0.000180483,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0969202760752178802488572121908998.5.26,20190711,,141638.3425,529726058,MR,Siemens,AX T2,Skyra,Patient_1264836950798950086,Patient_1264836950798950086,M,058Y,77.11071271,,CSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_16,4.0,3500.0,86.0,1,123.256494,1H,1.0,3.0,4.4,272,16.0,70,100.0,225.0,syngo MR E11,AX T2,Body,320\0\0\224,COL,180,HFS,1.3.6.1.4.1.55648.0969202760752178802488572121908998,1.3.6.1.4.1.55648.0969202760752178802488572121908998.5,5,1,26,-67.623900952225\-11.509872676954\-478.02073149008,0.99987349475485\0.00654713984597\-0.0144958423885\-2.0158189e-008\0.91135625434566\0.41161848557257,,,-431.930607,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1168.0,492,1063,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5. History of motor vehicle collision. TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is straightened. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of fracture infiltrative process. The vertebral body heights are intact. Intervertebral Discs: Normal Disc Height and Signal. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L3-L4: Disc bulge and bilateral facet arthrosis without significant central canal or neural foraminal narrowing. L4-5: Circumferential disc bulge with superimposed central disc herniation indenting the thecal sac with left subarticular stenosis encroaching on the left descending L5 nerve root. Focal central annular tear. Bilateral facet arthrosis. L5-S1: Left foraminal and left subarticular annular tear with disc bulge. No significant central canal or neural foraminal narrowing. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L3-L4: Disc bulge and bilateral facet arthrosis without significant central canal or neural foraminal narrowing. L4-5: Circumferential disc bulge with superimposed central disc herniation indenting the thecal sac with left subarticular stenosis encroaching on the left descending L5 nerve root. Focal central annular tear. Bilateral facet arthrosis. L5-S1: Left foraminal and left subarticular annular tear with disc bulge. No significant central canal or neural foraminal narrowing. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.0969202760752178802488572121908998/1.3.6.1.4.1.55648.0969202760752178802488572121908998.5,1.3.6.1.4.1.55648.0969202760752178802488572121908998/1.3.6.1.4.1.55648.0969202760752178802488572121908998.5.pkl
-,1.3.6.1.4.1.55648.1991490863166330310304611386489192/1.3.6.1.4.1.55648.1991490863166330310304611386489192.7,181,True,,177.0081913,0.000175476,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1991490863166330310304611386489192.7.1,20170310,,133236.1725,637538130,MR,Siemens,3D MRA HEAD,Skyra,Patient_0842776219352185262,Patient_0842776219352185262,M,080Y,90.71848554,,BRAIN,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,20.0,3.69,1,123.231811,1H,1.0,3.0,17.4,280,1.0,100,88.125,185.0,syngo MR E11,3D MRA HEAD,Body,0\320\282\0,ROW,18,HFS,1.3.6.1.4.1.55648.1991490863166330310304611386489192,1.3.6.1.4.1.55648.1991490863166330310304611386489192.7,7,1,1,-76.984474083369\-103.60121844247\-68.40960778396,0.99516255122462\0.09399390878764\-0.0285769443944\-0.0940705549395\0.99556462232586\-0.0013466501192,,,-70.97943136,1,MONOCHROME2,320,282,0.625\0.625,16,12,11,0,0.0,552.0,161,397,4.0,,,,,,,,,,,,,,,,,,,MRA-HEAD W/O CON History: I67.1 Aneurysm The study is compared to prior MRA MM/DD/YYYY And MM/DD/YYYY MRA of the intracranial arteries was performed on a 3 Tesla magnet utilizing 3D time-of-flight technique in the region of the circle of FIRSTNAME 3D reconstructions were performed on a workstation. INTERNAL CAROTID ARTERIES: The distal cervical as well as intracranial internal carotid arteries appear unremarkable. The internal carotid arteries bifurcate into the anterior and middle cerebral arterial circulation. THE ANTERIOR AND MIDDLE CEREBRAL ARTERIAL CIRCULATION: Again at the left M1 segment trifurcation point there is a broad-based sessile aneurysmal dilatation of the vessel extending slightly into the anterior segments felt to measure approximate 5 mm unaltered in size configuration and character. The anterior and middle cerebral arterial circulation remains otherwise unremarkable.. The anterior communicating artery is patent. VERTEBRAL BASILAR ARTERIAL CIRCULATION: The distal vertebral arteries appear unremarkable converging to form the basilar artery. The basilar artery appears unremarkable. THE POSTERIOR CEREBRAL ARTERIAL CIRCULATION: The posterior cerebral arterial circulation appears unremarkable. There is fetal origin left cerebral artery via the left posterior communicating artery. Both posterior communicating arteries are patent. Incidentally noted is moderate progression of paranasal sinus disease ------------------------- IMPRESSION: Continued interval stability broad-based aneurysmal dilatation left M1 trifurcation point ----- Page Break ----- I67.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,15,1.3.6.1.4.1.55648.1991490863166330310304611386489192/1.3.6.1.4.1.55648.1991490863166330310304611386489192.7,1.3.6.1.4.1.55648.1991490863166330310304611386489192/1.3.6.1.4.1.55648.1991490863166330310304611386489192.7.pkl
-,1.3.6.1.4.1.55648.1810185156862833138678152810314184/1.3.6.1.4.1.55648.1810185156862833138678152810314184.5,25,True,,17.37054133,0.000163317,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1810185156862833138678152810314184.5.25,20171205,,93921.8375,829471734,MR,Siemens,AX PD,Skyra,Patient_1875811994386648901,Patient_1875811994386648901,M,067Y,79.37867485,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.257166,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.1810185156862833138678152810314184,1.3.6.1.4.1.55648.1810185156862833138678152810314184.5,5,1,25,-103.1277292067\-35.459750875929\-154.20684212508,0.99943253892509\0.01326991989862\-0.0309598023837\2.2532295e-008\0.9191293608029\0.39395585807303,,,-131.1676936,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1701.0,670,1407,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain. Right lumbar radicular symptoms. Concern for spinal stenosis. Lower back pain with right sciatica, M54.41 Comparison PHI: None Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial proton density images. Findings: Coronal localizer image 7 of series 1 provides limited visualization of the lower portion of a mild thoracolumbar dextroscoliosis. There is mild anterolisthesis at L5-S1. There is no evidence of fracture, spondylolysis or osseous neoplasm. Modic degenerative endplate signal alterations and degenerative osteophytes are visualized at L3-L4, together with small Schmorl's nodes. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the L1-L2 level. Lower thoracic intervertebral levels from T11 to L1 are visualized only on sagittal images. There is a small disc bulge at T11-T12, without cord compression. L1-L2: Minimal spondylosis. Minimal bilateral facet arthrosis. Minimal disc bulge. L2-L3: Minimal spondylosis. Mild bilateral facet arthrosis. Minimal disc bulge. Borderline central canal stenosis. L3-L4: Moderate-to-severe spondylosis. Mild-to-moderate bilateral facet arthrosis. Large disc bulge, with osteophyte ridging. Bilateral foraminal stenosis, mild on the right severe on the left. Mild central canal stenosis. See axial images 13-14 of series 5. ----- Page Break ----- L4-L5: Minimal spondylosis. Mild-to-moderate bilateral facet arthrosis. Minimal disc bulge. Right foraminal disc protrusion, compressing the exiting right L4 nerve. See axial image 18 of series 5 and sagittal image 3 of series 2. L5-S1: Minimal spondylosis. Moderate-to-severe bilateral facet arthrosis. Small disc bulge, exaggerated with anterolisthesis. Bulging disc introduced to bilateral foraminal stenosis, with encroachment on both L5 nerves, more so on the left. See sagittal images 3 and 17 of series 2. The visualized paraspinal and abdominopelvic soft tissues are unremarkable in PHI appearance. ------------------------- IMPRESSION: Mild thoracolumbar dextroscoliosis. Mild L5-S1 anterolisthesis. Lumbar spondylosis and facet arthrosis as detailed above. Right foraminal disc protrusion at L4-L5, erosion of the exiting right L4 nerve. Central canal stenosis -- borderline at L2-L3, mild at L3-L4. Foraminal narrowing as noted. Other idiopathic scoliosis, lumbar region, M41.26 Spondylolisthesis, M43.16 Degeneration lumbar spine, M51.36 Degeneration L5-S1, M51.37 Herniated disc lumbar spine, M51.26 Spinal stenosis, M48.06 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.1810185156862833138678152810314184/1.3.6.1.4.1.55648.1810185156862833138678152810314184.5,1.3.6.1.4.1.55648.1810185156862833138678152810314184/1.3.6.1.4.1.55648.1810185156862833138678152810314184.5.pkl
-,1.3.6.1.4.1.55648.3327755890882841892548273800072819/1.3.6.1.4.1.55648.3327755890882841892548273800072819.9,50,True,,43.81131172,0.000200748,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3327755890882841892548273800072819.9.1,20161212,190517.615,190453.39,419024984,MR,Siemens,AX DWI_TRACEW,Aera,Patient_6523751700814383860,Patient_6523751700814383860,M,060Y,100.6975189,,HEAD,EP,SK\SP,PFP\FS,2D,*ep_b0,5.0,5700.0,115.0,2,63.673209,1H,1.0,1.5,6.0,143,71.0,100,100.0,815.0,syngo MR D13E,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.3327755890882841892548273800072819,1.3.6.1.4.1.55648.3327755890882841892548273800072819.9,9,1,1,-121.94656057225\-113.09451197667\-68.315479439238,0.99837229201604\-0.0567843930751\0.00531970278656\0.05669182055491\0.99826059099248\0.01618116045026,,,-65.75301415,1,MONOCHROME2,192,192,1.1979166269302\1.1979166269302,16,12,11,0,0.0,493.0,108,308,4.0,,,,,,,,,,,,,,,,,,,"EXAM: MRI-BRAIN W/O CON HISTORY: R56.9 Seizures M54.81 Head/Neck Pain R51 Headache/Facial Pain G44.329 Chronic post traumatic headache History of seizures. TECHNIQUE: MRI of the brain was performed on the 3.0 Tesla superconducting magnet. Examination consists of multiple pulse sequences acquired in sagittal, axial and coronal planes including T1, T2, and diffusion weighted. COMPARISON: None. FINDINGS: INTRACRANIAL HEMORRHAGE: None. MIDLINE SHIFT OR MASS EFFECT: None. VENTRICLES: Within normal limits. SULCI: Within normal limits. DIFFUSION WEIGHTED IMAGING: No restricted diffusion or acute infarct. Doctors. NAME RENCHYMA: Normal brain parenchymal signal characteristics and morphology. Normal myelination pattern. Normal mesial temporal lobes, hippocampal, parahippocampal gyri bilaterally. No evidence of mesial temporal sclerosis. MIDLINE STRUCTURES: Within normal limits. No LASTNAME malformation. VASCULAR FLOW VOIDS AND MAJOR DURAL SINUSES: Patent. SKULL AND OSSEOUS STRUCTURES. Unremarkable. VISUALIZED SINUSES: Moderate mucosal thickening ethmoid and mild mucosal thickening frontal sinuses. MIDDLE EARS AND MASTOIDS: Clear. ORBITS: Unremarkable. SOFT TISSUES: Unremarkable. ------------------------- IMPRESSION: Normal brain. Ethmoid and to lesser extent frontal sinusitis. ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",11,1.3.6.1.4.1.55648.3327755890882841892548273800072819/1.3.6.1.4.1.55648.3327755890882841892548273800072819.9,1.3.6.1.4.1.55648.3327755890882841892548273800072819/1.3.6.1.4.1.55648.3327755890882841892548273800072819.9.pkl
-,1.3.6.1.4.1.55648.469385947527700210541813834001496/1.3.6.1.4.1.55648.469385947527700210541813834001496.3001,48,True,,41.31832147,0.000171661,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.469385947527700210541813834001496.3001.48,20200806,,105818.9425,799879355,MR,Siemens,AX PD FS,MAGNETOM Vida,Patient_2448778367215548257,Patient_2448778367215548257,M,024Y,81.6466,,KNEE,SE,SP\SK,SP\CG\RG\FS\PER,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.25615,1H,,3.0,3.0,320,10.0,100,100.0,237.0,syngo MR XA11,AX PD FS,TxRx_Knee_18,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.469385947527700210541813834001496,1.3.6.1.4.1.55648.469385947527700210541813834001496.3001,3001,1,48,-146.85\-82.0286\-97.543,1\4.897e-12\0\-4.897e-12\1\0,,,-97.543,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1412.0,203,447,,,,,TxRx_Knee_18,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M23.601 Right knee ligament injury M25.561 Right knee pain TECHNIQUE: MR imaging of the right knee was performed without IV contrast on a 3.0 Tesla high-field wide-bore magnet. COMPARISON: None FINDINGS: LIGAMENTS: The cruciate and collateral ligaments are intact. EXTENSOR MECHANISM: Intact. Doctor FIRSTNAME LASTNAMERTMENT: There is fraying/scarring of the lateral meniscus posterior horn. The articular cartilage is preserved. Doctor FIRSTNAME LASTNAMERTMENT: There is deficiency of meniscal tissue along the course of the body segment and posterior horn which, in the absence of prior surgery is compatible with prior tearing and subsequent tissue resorption. There is focal high-grade cartilage loss along the lateral tibial plateau with subcortical cystic change and marrow edema. This focal region of cartilage loss is located centrally on sagittal images and somewhat peripherally on coronal images, spanning 5 x 4 mm. Doctor FIRSTNAME LASTNAMERTMENT: There is mild softening of patellar cartilage without cartilage defect. The trochlear cartilage is intact. BONES: There is no fracture or osseous lesion. JOINT FLUID: PHI is a small joint effusion. MUSCLES/TENDONS: Intact. NEUROVASCULAR STRUCTURES: Unremarkable. ----- Page Break ----- SUBCUTANEOUS TISSUES: Unremarkable. ------------------------- IMPRESSION: There is deficiency of meniscal tissue along the course of the medial meniscal body segment and posterior horn which, in the absence of prior surgery is compatible with prior tearing and subsequent tissue resorption. There is focal high-grade cartilage loss along the lateral tibial plateau with subcortical cystic change and marrow edema. Fraying/scarring of the lateral meniscus posterior horn. Mild patellar chondromalacia. Small right knee joint effusion. ICD 10 - Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",42,1.3.6.1.4.1.55648.469385947527700210541813834001496/1.3.6.1.4.1.55648.469385947527700210541813834001496.3001,1.3.6.1.4.1.55648.469385947527700210541813834001496/1.3.6.1.4.1.55648.469385947527700210541813834001496.3001.pkl
-,1.3.6.1.4.1.55648.37092556838591665769987849217011/1.3.6.1.4.1.55648.37092556838591665769987849217011.8,64,True,,51.26261473,0.000152826,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.37092556838591665769987849217011.8.1,20181205,,143732.78,652099874,MR,Siemens,AX DWI_TRACEW,Skyra,Patient_0564956008988232510,Patient_0564956008988232510,M,016Y,68.03886416,,BRAIN,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,6400.0,98.0,1,123.2493,1H,1.0,3.0,4.8,143,71.0,100,100.0,1040.0,syngo MR E11,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.37092556838591665769987849217011,1.3.6.1.4.1.55648.37092556838591665769987849217011.8,8,1,1,-126.48991962847\-99.11531372434\-96.392876460481,0.99704377832617\-0.0388550669864\0.06628716218518\0.02663091924931\0.98399123249054\0.17621591449609,,,-68.31350327,1,MONOCHROME2,192,192,1.3541666269302\1.3541666269302,16,12,11,0,0.0,2228.0,348,864,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN NON CONTRAST HISTORY: CLINICAL HISTORY: PHI_regex male with numbness, tingling, and weakness on the right side. Unsteady gait. TECHNIQUE: Sagittal, coronal, and axial images of the brain were obtained with a 3 Tesla MR scanner. COMPARISON: No prior correlative imaging was available for review. FINDINGS: An approximately 3.5 cm region of parenchymal tissue abnormality is present in the right side of the cerebellum. The abnormality is adjacent to the right side of the fourth ventricle. The right side of the fourth ventricle may be slightly flattened. The area of abnormality extends from the ependymal surface of the fourth ventricle into the right brachium pontis and the right dentate nucleus and to the anterior surface of the right brachium pontis. The region is characterized by scattered areas of abnormal signal with a small associated region of tissue loss and also includes susceptibility artifact consistent with remote blood products. No acute hemorrhages are demonstrated. No acute infarcts are demonstrated. Both vertebral arteries and the basilar artery appear to be normally developed and are patent. Both internal carotid arteries are also patent. An approximately 6 to 7 cm CSF containing structure is present in the posterior fossa between the inferior portions of the cerebellar hemispheres posterior to the inferior vermis and is consistent with a large cisterna magna or arachnoid cyst. A mild degree of remodeling of the overlying occipital bone is present. Otherwise, no mass effect from the cyst is present as the adjacent cerebellar hemispheres appear mildly hypoplastic in this region. The ventricular system is normal in size and position. Supratentorially, the brain is normal in signal and is normally formed. The paranasal sinuses are clear. The right middle turbinate is pneumatized (concha bullosa) and the nasal septum is deviated to the left. At the time of my review, we communicated with the referring physician. ----- Page Break ----- ------------------------- IMPRESSION: Old hemorrhagic infarct in the right side of the cerebellum. In general, some volume loss in this region is appreciated though slight flattening of the right side of the fourth ventricle suggests a mild degree of mass effect, possibly residual edema, is present. A follow-up scan would be useful for confirmation. Large cisterna magna or posterior fossa arachnoid cyst, a developmental variant. - Stroke/Cerebral Infarction I63.9, G 93.0 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",28,1.3.6.1.4.1.55648.37092556838591665769987849217011/1.3.6.1.4.1.55648.37092556838591665769987849217011.8,1.3.6.1.4.1.55648.37092556838591665769987849217011/1.3.6.1.4.1.55648.37092556838591665769987849217011.8.pkl
-,1.3.6.1.4.1.55648.3012400501241583127494450561450488/1.3.6.1.4.1.55648.3012400501241583127494450561450488.5,30,True,,26.70095253,0.000159025,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3012400501241583127494450561450488.5.30,20191029,,130655.2275,223816020,MR,Siemens,AX PD,Aera,Patient_6491971727424431631,Patient_6491971727424431631,M,049Y,99.79033409,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,43.0,1,63.679068,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,149,FFS,1.3.6.1.4.1.55648.3012400501241583127494450561450488,1.3.6.1.4.1.55648.3012400501241583127494450561450488.5,5,1,30,-100.67983215157\-30.39010837815\-190.78209669826,0.9998090247577\-0.0070259871667\0.01823594026636\-4.6408373e-008\0.93313604769378\0.35952345750233,,,-165.1002351,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,2983.0,806,1754,,,,,,,,,,,,,,,,,,,,"EXAM: 1.5 Tesla MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain M54.16 Lumbar radiculopathy R20.2 Upper and Lower Extremity LASTNAME and Needles R20.0 Numbness Lower/Upper Extremity M79.605 Left Leg Pain M62.830 Spasm of back muscles M62.81 Muscle weakness R26.2 Difficulty Walking TECHNIQUE: Axial and sagittal multi-weighted images of the lumbar spine were obtained on a 1.5 Tesla Tesla magnet. COMPARISON: None. FINDINGS: CONUS: Terminates in normal position and demonstrates normal signal characteristics. CAUDA EQUINA: Unremarkable. OSSEOUS STRUCTURES: Vertebral bodies are normal height without fractures. ALIGNMENT: No vertebral body listhesis is present. BONE MARROW: Normal bone marrow signal. No focal osseous lesion is seen. PARASPINAL SOFT TISSUES: Paraspinal soft tissues are unremarkable. T12-L1: No disc herniation, central canal, or foraminal stenosis. L1-L2: No disc herniation, central canal, or foraminal stenosis. L2-L3: There is desiccation of the intervertebral disc with diffuse bulge with mild intrusion into the left neural foramina. L3-L4: There is a large disc herniation with extrusion and apparent sequestration indenting the thecal sac on the left side and causing left foraminal stenosis. There is compression of the left L5 nerve root. L4-L5: There is diffuse disc protrusion with bilateral foraminal stenosis worse on the left side than the right. This is aggravated by facet arthrosis and hypertrophy of the ligamenta flava. L5-S1: There is intervertebral joint space narrowing with left lateral disc herniation causing stenosis of the left neural foramina and compression of the left S1 nerve root. ------------------------- IMPRESSION: ----- Page Break ----- Diffuse disc bulge at L2-L3 with mild intrusion into the left neural foramina Large disc herniation with extrusion and apparent sequestration of fragment caudally causing left foraminal stenosis and compression of the left L5 nerve root. Diffuse disc protrusion with bilateral foraminal stenosis at L4-L5. Left lateral disc herniation at L5-S1 ICD 10 - Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",33,1.3.6.1.4.1.55648.3012400501241583127494450561450488/1.3.6.1.4.1.55648.3012400501241583127494450561450488.5,1.3.6.1.4.1.55648.3012400501241583127494450561450488/1.3.6.1.4.1.55648.3012400501241583127494450561450488.5.pkl
-,1.3.6.1.4.1.55648.2674165130764830059107540824487692/1.3.6.1.4.1.55648.2674165130764830059107540824487692.6,25,True,,17.26239347,0.000160456,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2674165130764830059107540824487692.6.25,20180103,,94732.2725,329913162,MR,Siemens,AX PD,Skyra,Patient_3945127840029415395,Patient_3945127840029415395,F,042Y,57.60623832,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3440.0,38.0,1,123.231133,1H,1.0,3.0,4.4,288,9.0,75,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,180,FFS,1.3.6.1.4.1.55648.2674165130764830059107540824487692,1.3.6.1.4.1.55648.2674165130764830059107540824487692.6,6,1,25,-75.415976117306\-8.4759028658571\-29.122291484861,0.99779194154892\-0.020348401156\0.06322328645702\5.4169083e-008\0.95191193031329\0.30637179525411,,,-20.06068532,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1793.0,660,1420,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain radiating to left leg. Assess for disc herniation or canal stenosis. Lower back pain, M54.5 Lower back pain with left sciatica, M54.42 COMPARISON: None available. TECHNIQUE: MRI of the lumbar spine was performed on a 3 Tesla system without the use of intravenous contrast utilizing the following sequences: Sagittal STIR, T1 and T2; axial PD. Localizer was submitted. FINDINGS: This study assumes 5 lumbar type vertebral bodies. No evidence of vertebral body fracture. Alignment is preserved in the sagittal plane. Schmorl's formation with Modic type II endplate changes are noted at L4-L5. Marrow signal is otherwise within normal limits. The conus medullaris terminates at approximately L1 There is mild disc dessication at L4-L5 and L5-S1 with mild associated intervertebral height loss. L1-2: There is no significant posterior disc abnormality, central canal stenosis or foraminal narrowing. L2-3: There is no significant posterior disc abnormality, central canal stenosis or foraminal narrowing. L3-4: There is a shallow broad-based central disc protrusion, with annular fissure causing no canal stenosis or foraminal narrowing. L4-5: There is a moderate disc bulge contacting the descending L5 nerve roots bilaterally extending into the inferior margin of both neural foramina, asymmetric to the right, which in conjunction with osteophytic ridging causes moderate right and mild left foraminal ----- Page Break ----- narrowing with effacement of the ventral thecal sac. L5-S1: There is a central broad-based disc protrusion with annular fissure causing no canal stenosis or foraminal narrowing. The paravertebral soft tissues are unremarkable. No paraspinal muscular atrophy. Limited assessment of the included abdomen demonstrates no definite retroperitoneal mass. ------------------------- IMPRESSION: Schmorl's node formation with Modic type II endplate changes at L4-L5. Moderate disc bulge at L4-5 contacts the descending L5 nerve roots bilaterally, asymmetric to the right, extending into both neural foramina, right greater than left and in conjunction with osteophytic ridging, causes moderate right and mild left-sided foraminal narrowing. Smaller disc herniations are seen at L3-L4 and L5-S1, as described above. ICD 10 - Degeneration lumbar spine, M51.36 Schmorl's node lumbar region, M51.46 Herniated disc lumbar spine, M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.2674165130764830059107540824487692/1.3.6.1.4.1.55648.2674165130764830059107540824487692.6,1.3.6.1.4.1.55648.2674165130764830059107540824487692/1.3.6.1.4.1.55648.2674165130764830059107540824487692.6.pkl
-,1.3.6.1.4.1.55648.599891776079646906914972695711055/1.3.6.1.4.1.55648.599891776079646906914972695711055.6,25,True,,20.22383642,0.000128031,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.599891776079646906914972695711055.6.25,20181116,,173525.91,154610728,MR,Siemens,AX PD,Skyra,Patient_3888398759003641339,Patient_3888398759003641339,F,055Y,113.3981069,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.23265,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.599891776079646906914972695711055,1.3.6.1.4.1.55648.599891776079646906914972695711055.6,6,1,25,-92.063083344489\-21.593802932197\-8.4735682606296,0.99997047755531\0.00461040455222\-0.0061472097467\-4.2189936e-008\0.80000346652872\0.59999537793389,,,5.469701891,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2004.0,1103,2113,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: Five lumbar vertebral bodies are assumed. Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is maintained. There is grade MM/DD/YYYY anterolisthesis of L5 on S1 with partial fusion across the disc space. A small disc is identified at S1-S2. Please refer to the annotated image for level assignment. There are no focal aggressive osseous lesions. The vertebral body heights are intact. The conus terminates at L1 and the imaged lower spinal cord demonstrates normal signal intensity and morphology. The findings at the individual levels are as follows: T12-L1: Only evaluated in the sagittal plane. There is no significant central canal or neural foraminal stenosis. L1-L2: There is no significant central canal or neural foraminal stenosis. L2-L3 : There is no significant central canal or neural foraminal stenosis. L3-L4 : There is no significant central canal or neural foraminal stenosis. Mild bilateral facet arthrosis is noted. L4-L5: There is no significant central canal or neural foraminal stenosis. There is moderate left greater than right facet arthrosis. L5-S1: Severe bilateral facet arthrosis is noted. And partial fusion across the disc space with spondylolisthesis contribute to severe bilateral neural foraminal stenosis, left greater than right, with likely impingement of the exiting L5 nerve roots. The descending ----- Page Break ----- S1 nerve roots are likely abutted. The posterior paraspinal muscles are symmetric. ------------------------- IMPRESSION: Grade MM/DD/YYYY anterolisthesis of L5 on S1 with partial fusion across the disc space. In conjunction with bilateral facet arthrosis, severe neural foraminal stenosis results with impingement of the exiting L5 nerve roots and likely abutment of the descending S1 nerve roots. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",49,1.3.6.1.4.1.55648.599891776079646906914972695711055/1.3.6.1.4.1.55648.599891776079646906914972695711055.6,1.3.6.1.4.1.55648.599891776079646906914972695711055/1.3.6.1.4.1.55648.599891776079646906914972695711055.6.pkl
-,1.3.6.1.4.1.55648.1235691896937022876095062914484476/1.3.6.1.4.1.55648.1235691896937022876095062914484476.11,696,True,,679.5556169,0.000252008,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1235691896937022876095062914484476.11.1,20190325,,,579008923,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_2700988416122682273,Patient_2700988416122682273,M,067Y,70.30682629,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.230983,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.1235691896937022876095062914484476,1.3.6.1.4.1.55648.1235691896937022876095062914484476.11,11,1,1,-78.798476754703\-33.911141009839\40.081293639726,0.99999999870834\-2.3093234e-005\-4.52771812e-005\2.0797718e-008\0.89100639620616\-0.4539907509187,,,20.31333956,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,473.0,312,652,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (7 ng/ml), no biopsy. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 8 cc Gadavist was administered. FINDINGS: Prostate size: 5.2 [transverse] x 4 [AP] x 4.1 [CC] cm, about 44 cc in volume. Lesion : 1 PI-RADS Assessment Category: 5 T2-weighted images: 5, spindle-shaped circumscribed, homogeneous moderate hypodense mass, 1.5 cm Diffusion-weighted images: 5, focal markedly decreased ADC and markedly increased signal on ultra high b-value images,1.5 cm. Dynamic post-contrast images: Positive, early hyperperfusion. Size: 1.7 x 1 cm as measured on image 15 of series 5, ADC Location: Right posterolateral peripheral zone, midgland to apex. Extra-prostatic extension: None, although bulging capsule the possibility for capsular/perineural infiltration. Lesion : 2 PI-RADS Assessment Category: 4 T2-weighted images: 4, lenticular homogeneous moderate decreased signal, Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images, Dynamic post-contrast images: Negative, no early hyperperfusion. Size: 1 x 0.6 cm as measured on image 15 of series 8, ax T2. Location: Right lateral periphery of transition zone, midgland. Extra-prostatic extension: None. ----- Page Break ----- Additional peripheral zone findings: Bilateral indistinct T2 hypointensity and linear/wedge-shaped fibrosis with diffuse pattern of mild enhancement, favoring postinflammatory change, more so on the left, PI-RADS 2. Additional transition zone findings: Heterogeneous and enlarged, consistent with BPH, mildly distending the bladder neck without intravesical extension. Asymmetric with more prominent and large hypertrophic nodule on the right side. Anterior intramuscular stroma: Hypertrophy at the anterior midline Bladder: Unremarkable. Seminal vesicle: More distended or cystic segment of tubule on the left, otherwise unremarkable. GI: Sigmoid diverticulosis. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: Bilateral hip OA.. ------------------------- IMPRESSION: 1.7 x 1 cm PIRADS 5 lesion at the right posterolateral peripheral zone, midgland to apex with possible capsular/perineural infiltration. 1 x 0.6 cm PIRADS 4 lesion at the right lateral transition zone, midgland. BPH. N40.0 Sigmoid diverticulosis. K57.30. Bilateral hip OA. M16.0 PI-RADS v2 Assessment Categories ----- Page Break ----- PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.1235691896937022876095062914484476/1.3.6.1.4.1.55648.1235691896937022876095062914484476.11,1.3.6.1.4.1.55648.1235691896937022876095062914484476/1.3.6.1.4.1.55648.1235691896937022876095062914484476.11.pkl
-,1.3.6.1.4.1.55648.1884814586401934966180452317752306/1.3.6.1.4.1.55648.1884814586401934966180452317752306.12,696,True,,670.7103956,0.000359535,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1884814586401934966180452317752306.12.1,20200721,,,317008928,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_39306336593101124,Patient_39306336593101124,M,071Y,77.11071271,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.220397,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.1884814586401934966180452317752306,1.3.6.1.4.1.55648.1884814586401934966180452317752306.12,12,1,1,-33.25301361084\-82.168674468994\2.6084337383509,1\0\0\0\1\0,,,2.608433738,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,587.0,361,748,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (8 ng/ml), negative biopsy 7 months ago. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 8 cc Gadavist was administered. FINDINGS: Prostate size: 4.7 [transverse] x 2.6 [AP] x 3.7 [CC] cm, about 24 cc in volume, leaning posteriorly, on top of the lower rectum. Postbiopsy hemorrhage: None Lesion: PI-RADS Assessment Category: 5 T2-weighted images: Lenticular homogeneous moderate hypodense mass, 1.5 cm Diffusion-weighted images: . Dynamic post-contrast images: Size: 2.3 x 0.8 cm as measured on image 16 of series 7, ax T2 Location: Anterior transition zone, midgland to right and left, midgland towards base and apex with a small focus extending to the left anterior wall of urethra. Extra-prostatic extension: None, although infiltrating the anterior fibromuscular stroma Additional peripheral zone findings: Some mild indistinct and scattering linear T2 hypointensity bilaterally. Additional transition zone findings: Heterogeneous and nodular, without enlargement, consistent with minimal BPH. Bladder: Unremarkable. Seminal vesicle: Mild asymmetry with fewer and less distended tubules on the left. ----- Page Break ----- GI: Nondilated bowel. Lymph nodes: No adenopathy. Osseous structures: No suspicious lesion. Small synovial herniation pit at the left anterior femoral head neck junction. Additional findings: Partially seen right-sided hydrocele, small on the left, and a tiny 4 mm T2 hyperintensity, probably cyst within the upper pole of right testicle. Correlate with testicular ultrasound. ------------------------- IMPRESSION: 2.3 x 0.8 cm PIRADS 5 lesion at the anterior transition zone, midline to right and left, midgland towards base and apex with a small focus extending to the left anterior wall of urethra, infiltrating the anterior fibromuscular stroma. No extraprostatic extension or adenopathy or suspicious bone lesion. PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.1884814586401934966180452317752306/1.3.6.1.4.1.55648.1884814586401934966180452317752306.12,1.3.6.1.4.1.55648.1884814586401934966180452317752306/1.3.6.1.4.1.55648.1884814586401934966180452317752306.12.pkl
-,1.3.6.1.4.1.55648.514156886466456185538735391626586/1.3.6.1.4.1.55648.514156886466456185538735391626586.20,104,True,,99.90776944,0.000154734,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.514156886466456185538735391626586.20.1,20171005,,144531.3075,74479239,MR,Siemens,COR T1 FS POST,Skyra_fit,Patient_6116904458150954292,Patient_6116904458150954292,M,078Y,113.3981069,,PANCREAS,GR,SP\OSP,PFP\FS,3D,*fl3d1,2.5,3.16,1.1,1,123.230325,1H,1.0,3.0,,283,1.0,75,100.0,600.0,syngo MR D13B,COR T1 FS POST,Body,0\288\216\0,ROW,9,FFS,1.3.6.1.4.1.55648.514156886466456185538735391626586,1.3.6.1.4.1.55648.514156886466456185538735391626586.20,20,1,1,-205.12638378143\-177.81129837036\222.57471680641,1\0\0\0\0\-1,,,-177.8112984,1,MONOCHROME2,288,288,1.388888835907\1.388888835907,16,12,11,0,0.0,303.0,384,818,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T ABD/ADoctor LASTNAME /LIVER PRE AND POST IV CONTRAST History: History of gastric and pancreatic carcinomas. C16.9; C25.9 An MR examination of the abdomen and MRCP were performed with images obtained in multiple planes both before and following intravenous contrast administration of 11 cc Gadavist. Comparison is made with prior studies, the most recent dated MM/DD/YYYY. The visualized portions of the lung bases are normal. No pleural or pericardial effusions are present. The liver is normal in size and demonstrates a heterogeneous signal intensity pattern consistent with fatty infiltration with areas of focal sparing. Cysts are noted in the right and left hepatic lobes, the largest measuring approximately 1.5 cm in maximum diameter. No additional discrete hepatic lesions are identified. The biliary tree is nondilated. The CBD measures 7 mm in maximum diameter. No strictures, filling defects or enhancing lesions are identified within the biliary tree. A few, less than 1 cm gallstones are noted. The gallbladder otherwise appears normal. The spleen and adrenal glands are normal in size and signal characteristics and show no focal lesions. An oval-shaped, complex, heterogeneous enhancing mass is present in the body of the pancreas, measuring approximately 4 x 5 x 7 cm in the longitudinal, AP and transverse dimensions. This partially encases the splenic artery and is consistent with a carcinoma. The fat planes about the SMA are preserved. No additional focal pancreatic lesions are identified. There is no evidence of pancreatic ductal dilatation. An approximately 3 cm filling defect is noted in the splenic vein, at the level of the aforementioned carcinoma, consistent with thrombus. The remainder of the splenic vein and portal veins appear normal. ----- Page Break ----- The kidneys are normal in size, shape and position. There is no evidence of hydronephrosis. Bilateral renal cysts are noted, the largest measuring approximately 1 cm in maximum diameter. No additional discrete renal masses are identified. Oval-shaped, enhancing structures are present in the greater omentum, anterior to the left hepatic lobe, demonstrating maximum diameters of approximately 1 and 3 cm, respectively. These have not changed significantly in size compared with prior studies dating to MM/DD/YYYY and are likely iatrogenic. No additional discrete omental masses are identified. No enlarged lymph nodes or fluid collections are seen within the abdomen. The patient is status post partial gastrectomy. The remaining visualized bowel and mesentery appear normal. No focal bony lesions are identified. ------------------------- IMPRESSION: 1. Pancreatic carcinoma with partial thrombosis of the splenic vein. There is no evidence of metastatic disease within the abdomen. 2. Cholelithiasis. C25.9; K80.20 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.514156886466456185538735391626586/1.3.6.1.4.1.55648.514156886466456185538735391626586.20,1.3.6.1.4.1.55648.514156886466456185538735391626586/1.3.6.1.4.1.55648.514156886466456185538735391626586.20.pkl
-,1.3.6.1.4.1.55648.225368170666540153814205200153247/1.3.6.1.4.1.55648.225368170666540153814205200153247.6,30,True,,23.68346906,0.000256538,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.225368170666540153814205200153247.6.30,20191001,,182453.115,112679567,MR,Siemens,AX PD,Skyra,Patient_3755552511249989235,Patient_3755552511249989235,M,035Y,79.37867485,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.260256,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,150,FFS,1.3.6.1.4.1.55648.225368170666540153814205200153247,1.3.6.1.4.1.55648.225368170666540153814205200153247.6,6,1,30,-110.16063834314\-13.779508988333\-96.899379260199,0.99768022171022\0.02085851502728\-0.0648004441274\1.3318529e-008\0.95190088456639\0.30640611280084,,,-95.31146113,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2215.0,789,1602,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post motor vehicle collision in MONTH XX. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: No prior studies available for comparison. FINDINGS: The lumbosacral spine is normally aligned. Vertebral height and configuration are generally normal, although there may be mild anterior wedging of the L2 vertebral body. Please correlate with plain films. Evaluation of vertebral marrow signal demonstrates generally mild multilevel vertebral endplate changes, with Modic type I changes at L4-L5 posteriorly and at L5-S1 toward the left. There is also a small round hyperintense focus within the right side of the L4 vertebral body peripherally, as seen on T2-weighted/STIR images, which is a nonspecific finding that is of uncertain etiology or significance. There is loss of disc signal from L1-L2 through L5-S1, on the T2-weighted sequence, associated with disc space narrowing and vertebral spurring. This reflects disc desiccation. The remainder of the visualized disc spaces maintain relatively normal height and signal intensity characteristics. There are intraosseous discal herniations at T11-T12, L1-L2 and L2-L3. There is no evidence of disc bulge or herniation at T12-L1. At L1-L2, there is also broad right paracentral posterior herniation of the disc, which flattens the right ventral thecal sac. At L2-L3, there is broad posterocentral herniation of the disc, slightly larger on the ----- Page Break ----- right, which also deforms the ventral thecal sac. At L3-L4, there is annular bulging, which flattens the ventral thecal sac. At L4-L5, there is a left paracentral superior disc extrusion along the posterior aspect of the L4 vertebral body. This is superimposed upon annular bulging and posterior/posterolateral vertebral spurring, slightly larger on the right. Findings result in effacement of the ventral epidural fat and bilateral foraminal encroachment, slightly more marked on the right. At L5-S1, there is posterocentral herniation of the disc, superimposed upon annular bulging and posterior/posterolateral vertebral spurring, slightly larger on the left. Findings result in ventral canal encroachment, as well as predominant left foraminal encroachment with impingement of the exiting left L5 nerve root. The facet joints demonstrate normal alignment. There is developmental asymmetry of facet joint orientation at L5-S1. There are facet joint effusions at multiple levels. There is no evidence of central spinal stenosis. The neural foramina are bilaterally patent, with the exceptions noted above. The conus medullaris is normal in position and appearance. There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Questionable mild anterior wedging of L2, which raises the possibility of a chronic compression deformity. Please correlate with plain films. 2. Intraosseous discal herniations at T11-T12, L1-L2 and L2-L3. 3. Broad right paracentral disc herniation at L1-L2, which flattens the right ventral thecal sac. 4. Broad posterocentral disc herniation at L2-L3, slightly larger on the right, with mass effect on the thecal sac. 5. Annular bulge at L3-L4, which flattens the thecal sac. 6. Left paracentral superior disc extrusion at L4-L5, superimposed upon annular bulging/vertebral spurring, slightly asymmetric toward the right. Findings result in: A) effacement of the ventral epidural fat. B) bilateral foraminal encroachment, slightly more marked on the right. ----- Page Break ----- 7. Posterocentral disc herniation at L5-S1, superimposed upon annular bulging/vertebral spurring, asymmetric toward the left. Findings result in: A) effacement of the ventral epidural fat. B) predominant left foraminal encroachment with impingement of the exiting left L5 nerve root. 8. Multilevel facet joint effusions. 9. Small nonspecific focus of signal abnormality within the right peripheral aspect of L4. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.225368170666540153814205200153247/1.3.6.1.4.1.55648.225368170666540153814205200153247.6,1.3.6.1.4.1.55648.225368170666540153814205200153247/1.3.6.1.4.1.55648.225368170666540153814205200153247.6.pkl
-,1.3.6.1.4.1.55648.0774653913429466155827297398433560/1.3.6.1.4.1.55648.0774653913429466155827297398433560.7,40,True,,34.17337656,0.000190973,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0774653913429466155827297398433560.7.40,20190117,,172123.135,509234854,MR,Siemens,AX PD FS,Skyra,Patient_8795869934172194491,Patient_8795869934172194491,M,015Y,72.57478843,,KNEE,SE,SK\SP,SAT1\FS,2D,*tse2d1_12,3.0,3500.0,31.0,1,123.157921,1H,1.0,3.0,3.0,319,12.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.0774653913429466155827297398433560,1.3.6.1.4.1.55648.0774653913429466155827297398433560.7,7,1,40,-148.39297597708\-62.58277951417\-82.343372344971,0.99317064908569\-0.1166707409538\0\0.11667074095381\0.99317064908569\0,,,-82.34337234,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,736.0,437,900,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M23.206 Right derangement dur to old tear, injury Additional history: Follow-up meniscal repair Technique: MRI of the right knee was performed with sagittal, axial and coronal proton density pulse sequences including fat suppression techniques. Examination was performed on a 3.0 Tesla ultra high field wide bore magnet. COMPARISON: MRI MM/DD/YYYY Findings: There is a bucket-handle tear of the lateral meniscus; this is similar to that seen on prior examination and may reflect persistent or recurrent tear. There is further signal alteration of posterior horn and body segment remnant presumably postsurgical in nature. The medial meniscus demonstrates normal morphology and no evidence for tear. There is a chronic tear of anterior cruciate ligament; there is poor visualization of tibial footprint where osseous deformity may reflect chronic avulsion fracture. The torn lateral meniscal segment appears interposed in the expected region of ACL footprint with subjacent bone marrow edema. The posterior cruciate ligament is intact. The medial collateral ligament and lateral collateral ligament complex are within normal limits. The extensor mechanism is intact. There is mild patchy bone marrow edema of posterior medial tibial plateau either stress related or mild resolving bone contusion. There is subtle osteochondral irregularity at peripheral posterior lateral tibial plateau. No acute osteochondral fracture is demonstrated. There is moderate anterior translation of tibia. ----- Page Break ----- The medullary bone marrow signal intensity is within normal limits. There is no joint effusion or popliteal cyst. ------------------------- IMPRESSION: Persistent versus recurrent bucket-handle tear of lateral meniscus. Poor visualization of anterior cruciate ligament at footprint and overall attenuation associated with moderate degree of anterior translation of tibia consistent with chronic complete tear. Degeneration of ACL as a result of long-standing displaced bucket-handle tear may have similar appearance. Subtle osteochondral irregularity, posterior peripheral medial tibial plateau. Mild stress reaction versus bone contusion, medial tibial plateau. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",37,1.3.6.1.4.1.55648.0774653913429466155827297398433560/1.3.6.1.4.1.55648.0774653913429466155827297398433560.7,1.3.6.1.4.1.55648.0774653913429466155827297398433560/1.3.6.1.4.1.55648.0774653913429466155827297398433560.7.pkl
-,1.3.6.1.4.1.55648.3511815295245629602834115953601168/1.3.6.1.4.1.55648.3511815295245629602834115953601168.20,176,True,,167.8699875,0.000250101,ISO_IR 100,ORIGINAL\PRIMARY\M\ND\NORM\FM3_2\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3511815295245629602834115953601168.20.1,20200423,,,527837399,MR,Siemens,AX 3D MPRAGE,Aera,Patient_2142143638816003698,Patient_2142143638816003698,F,024Y,75.74993543,,HEAD,GR\IR,SK\SP\MP,IR,3D,*tfl3d1_16,1.0,2200.0,3.24,1,63.67649,1H,1.0,1.5,,231,1.0,100,90.625,160.0,syngo MR E11,AX 3D MPRAGE,Body,0\256\232\0,ROW,8,HFS,1.3.6.1.4.1.55648.3511815295245629602834115953601168,1.3.6.1.4.1.55648.3511815295245629602834115953601168.20,20,1,1,-95.195990709904\-124.20845899306\-101.14829731557,0.9906733249479\0.06028064576117\0.12219904657273\-0.0673636244517\0.99622892937291\0.05468146286674,,,-81.21156272,1,MONOCHROME2,256,232,0.9765625\0.9765625,16,12,11,0,0.0,110.0,58,158,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T BRAIN AND PITUITARY PRE AND POST IV CONTRAST HISTORY: R51 Headache/Facial Pain R55 Syncope Technique: Multiplanar, multisequence MR imaging of the brain and pituitary gland was performed with and without 4cc Gadavist. Findings: Pituitary: The pituitary gland is normal in signal and homogenous in enhancement without focal lesion. The sella is normal in caliber. The cavernous sinuses and suprasellar cistern are within normal limits. Brain: The ventricles, sulci, and cisterns are normal in caliber for patient's age without evidence for hydrocephalus. There are multiple foci of white matter signal abnormality with involvement of periventricular white matter, subcortical white matter and posterior fossa. Several the white matter lesions (approximately 7) demonstrate enhancement. Overall findings are highly suggestive of demyelinating disease. Clinical correlation and follow-up is recommended. There is no evidence of intra-axial mass or abnormal enhancement.. The craniocervical junction is within normal limits. Diffusion weighted imaging demonstrates no evidence for acute infarction. Several of the white matter lesions are hyperintense on diffusion imaging Flow voids: The flow voids at the skull base are unremarkable. Extra-axial spaces:There is no extra-axial collection or extra-axial mass. Extracranial findings: The visualized portions of the orbits, paranasal sinuses, mastoid air cells are unremarkable. ------------------------- IMPRESSION: ----- Page Break ----- Multiple white matter lesions with appearance and distribution highly suggestive of demyelinating disease. Several of the lesions demonstrate enhancement. Clinical correlation and follow-up is recommended. Findings discussed with Doctor FIRSTNAME LASTNAME by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",29,1.3.6.1.4.1.55648.3511815295245629602834115953601168/1.3.6.1.4.1.55648.3511815295245629602834115953601168.20,1.3.6.1.4.1.55648.3511815295245629602834115953601168/1.3.6.1.4.1.55648.3511815295245629602834115953601168.20.pkl
-,1.3.6.1.4.1.55648.355984169611986421275407521167257/1.3.6.1.4.1.55648.355984169611986421275407521167257.3,40,True,,31.25127625,0.000163317,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.355984169611986421275407521167257.3.40,20170313,,151927.785,672941983,MR,Siemens,AX PD FS,Skyra,Patient_5717809453004839279,Patient_5717809453004839279,F,050Y,181.4369711,,KNEE,SE,SK\SP\OSP,PFP\SAT1\FS,2D,*tse2d1_12,3.0,3000.0,44.0,1,123.153378,1H,1.0,3.0,3.0,290,10.0,90,100.0,235.0,syngo MR E11,AX PD FS,Body,320\0\0\288,COL,150,FFS,1.3.6.1.4.1.55648.355984169611986421275407521167257,1.3.6.1.4.1.55648.355984169611986421275407521167257.3,3,1,40,32.066871413451\-45.237042733529\-81.483466308578,0.98328470603975\0.13803537831177\0.1187325616781\-0.1504636580563\0.98323742494844\0.10297987077612,,,-78.36970028,1,MONOCHROME2,320,320,0.46875\0.46875,16,12,11,0,0.0,1012.0,257,774,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST History: M25.462 Left knee effusion M25.562 Left knee pain Technique: MRI of the left knee was performed on a 3.0 Tesla Ultra High Field Wide Bore MRI unit with sagittal, axial and coronal proton density pulse sequences including fat suppression techniques. Findings: BONES: There is no fracture or avascular necrosis. There is no focal osseous lesion. LIGAMENTS: There is mucoid degeneration of the ACL and a chronic low-grade partial tear at the tibial attachment. The PCL is unremarkable. There is a mild sprain of the MCL with mild stranding soft tissue edema. Fibulocollateral ligament is intact. Distal popliteus tendon is intact. MENISCI: There is a complex tear of the medial meniscus. Moderate radial component abutting the posterior root extends from the free edge to the outer third. The posterior root itself is degenerated and frayed. There is also horizontal tearing along the medial meniscal body which is partially extruded medial gutter. The lateral meniscus is preserved. JOINTS: There is full-thickness cartilage loss at the central and peripheral aspect of the medial compartment. There are small joint line osteophytes. There is reactive bone marrow edema within the medial femoral condyle. There is chondral fissuring extending close to the tidemark at the lateral tibial plateau. Patellofemoral cartilage is preserved. There is a large joint effusion. A popliteal cyst measures up to 6.5 cm. MISCELLANEOUS: Quadriceps and patellar tendons are intact. Regional musculature is preserved. ----- Page Break ----- Subcutaneous tissues are unremarkable. ------------------------- IMPRESSION: Complex tear of the medial meniscus. Advanced medial compartment arthrosis. Mild MCL sprain. There is mucoid degeneration of the ACL and a chronic low-grade partial tear at the tibial attachment. ICD 10 - Osteoarthritis, M17.12 Medial meniscal tear - complex, S83.232A MCL (Medial Collateral Ligament) Sprain/Tear, S83.412A Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",9,1.3.6.1.4.1.55648.355984169611986421275407521167257/1.3.6.1.4.1.55648.355984169611986421275407521167257.3,1.3.6.1.4.1.55648.355984169611986421275407521167257/1.3.6.1.4.1.55648.355984169611986421275407521167257.3.pkl
-,1.3.6.1.4.1.55648.1118008076584628332895571489135118/1.3.6.1.4.1.55648.1118008076584628332895571489135118.11,80,True,,69.08511376,0.000190258,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1118008076584628332895571489135118.11.80,20180124,192823.404,192748.6425,601624778,MR,Siemens,AX T1 FS POST 1,Aera,Patient_7000443645554014459,Patient_7000443645554014459,M,052Y,99.79033409,,ABDOMEN,GR,SP\OSP,FS,3D,*fl3d1,3.0,4.85,2.41,1,63.67314,1H,1.0,1.5,,253,1.0,75,81.25,345.0,syngo MR E11,AX T1 FS POST 1,Body,320\0\0\195,COL,10,FFS,1.3.6.1.4.1.55648.1118008076584628332895571489135118,1.3.6.1.4.1.55648.1118008076584628332895571489135118.11,11,1,80,-181.32530117035\-154.375\-99.222891569138,1\0\0\0\1\0,,,-99.22289157,1,MONOCHROME2,260,320,1.1875\1.1875,16,12,11,0,0.0,435.0,228,528,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"EXAM: MRI-ABD/ADoctor LASTNAME /LIVER PRE AND POST IV CONTRAST HISTORY: N28.89 Other specified disorders of kidney and ureter C64.2 Malignant neoplasm of left kidney, except renal pelvis N13.39 Other hydronephrosis History of left renal mass. Follow-up abnormal ultrasound. TECHNIQUE: Multiplanar multiecho MR sequences of the abdomen obtained on a 1.5 Tesla superconducting magnet without and with intravenous contrast including dynamic postgadolinium images. Contrast dose: 10 mL Doctor FIRSTNAME LASTNAMERISON: Ultrasound MM/DD/YYYY. FINDINGS: LIVER: Unremarkable. SPLEEN: Unremarkable. KIDNEYS: In the upper pole of the left kidney there is a well-circumscribed mass measuring 2.3 x 2.0 cm on transaxial imaging x 2.4 cm in craniocaudal dimensions. This was likely overestimated in size on the ultrasound. This is hypointense on the T2-weighted images and does demonstrate some homogeneous enhancement on the delayed phase images correspond to a solid mass and I could not exclude the possibility of a renal cell carcinoma. The right kidney is normal. There is no hydronephrosis. The left renal vein is normal. No perinephric adenopathy. ADoctor FIRSTNAME LASTNAME : Doctors. NAME NCREAS: Unremarkable. GALLBLADDER: Unremarkable. No biliary dilatation. BOWEL: The bowel is unremarkable. No acute abnormality. ADENOPATHY: No lymphadenopathy. VASCULATURE: The vasculature is patent. ----- Page Break ----- ASCITES: None. OSSEOUS STRUCTURES: Degenerative changes of the spine are present. SOFT TISSUES: Unremarkable. ------------------------- IMPRESSION: 2.3 x 2.0 x 2.4 cm left superior pole partially exophytic renal mass corresponding to the ultrasound finding. This was the side as well as overestimated on ultrasound. However this is solid and demonstrates mild homogeneous enhancement on delayed images. The possibility of a renal cell carcinoma is not excluded. No evidence of metastatic disease. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.1118008076584628332895571489135118/1.3.6.1.4.1.55648.1118008076584628332895571489135118.11,1.3.6.1.4.1.55648.1118008076584628332895571489135118/1.3.6.1.4.1.55648.1118008076584628332895571489135118.11.pkl
-,1.3.6.1.4.1.55648.6348128039244116966611798252346027/1.3.6.1.4.1.55648.6348128039244116966611798252346027.5,27,True,,17.25972891,0.000152826,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6348128039244116966611798252346027.5.27,20181226,,164436.1725,421317983,MR,Siemens,AX PD,Skyra,Patient_9609652869508418240,Patient_9609652869508418240,M,031Y,95.25440982,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.239646,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,168,FFS,1.3.6.1.4.1.55648.6348128039244116966611798252346027,1.3.6.1.4.1.55648.6348128039244116966611798252346027.5,5,1,27,-111.98264644706\-18.577422655523\-107.04423577554,0.9958134146697\0.05253378742737\-0.0748053764272\-2.9226869e-008\0.81835731248589\0.57470976074961,,,-86.83800403,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1908.0,739,1549,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain with left lumbar radicular symptoms. Lower back pain with left sciatica, M54.42 Comparison PHI: Lumbar spine radiographs from PHI/DD/YYYY. Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial proton density images. Findings: Coronal localizer image 7 of series 1 provides partial visualization of the lower portion of a mild thoracolumbar levoscoliosis. No spondylolisthesis is visualized. There is no evidence of fracture, spondylolysis or osseous neoplasm. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the T12-L1 level. Lower thoracic intervertebral levels from T11 to L1 are visualized only on sagittal images. There is minimal spondylosis at T11-T12. Sagittal images PHI of series 2 demonstrate a small right paracentral disc protrusion at T11-T12, mildly effacing the ventral thecal sac. This may be further assessed with dedicated noncontrast MR imaging of the thoracic spine if clinically warranted. L1-L2: No spondylotic changes. Facet joints are unremarkable. L2-L3: No spondylotic changes. Facet joints are unremarkable. L3-L4: Very minimal spondylosis. Facet joints are unremarkable. L4-L5: Minimal spondylosis. Mild bilateral facet arthrosis. Small disc bulge. Large left-sided disc protrusion, extending from the midline into the left neural foramen, ----- Page Break ----- compressing the left ventral thecal sac, the left L5 nerve root, and to a lesser extent the exiting left L4 nerve. Resulting mild central canal stenosis. See axial image 21 of series 5 and sagittal images PHI of series 2. L5-S1: Minimal spondylosis. Facet joints are unremarkable. Moderate broad-based right paracentral disc protrusion, producing compression of the thecal sac and the right S1 nerve root. See axial image 26 of series 5. The visualized paraspinal and abdominopelvic soft tissues are unremarkable in PHI appearance. ------------------------- IMPRESSION: Lower lumbar spondylosis. Left-sided disc protrusion at L4-L5, compressing the left L5 nerve root, and to a lesser extent the exiting left L4 nerve. Right-sided disc protrusion at L5-S1, compressing the right S1 nerve root. Mild central canal stenosis at L4-L5. Mild thoracolumbar levoscoliosis. M51.36 M51.26 M51.27 M48.06 M41.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.6348128039244116966611798252346027/1.3.6.1.4.1.55648.6348128039244116966611798252346027.5,1.3.6.1.4.1.55648.6348128039244116966611798252346027/1.3.6.1.4.1.55648.6348128039244116966611798252346027.5.pkl
-,1.3.6.1.4.1.55648.17184093896622248848243855795309/1.3.6.1.4.1.55648.17184093896622248848243855795309.8,45,True,,40.6240871,0.000332594,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.17184093896622248848243855795309.8.45,20190723,,170558.4475,162506656,MR,Siemens,AX PD FS,Skyra,Patient_5937360589691909038,Patient_5937360589691909038,M,023Y,81.64663699,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.259932,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.17184093896622248848243855795309,1.3.6.1.4.1.55648.17184093896622248848243855795309.8,8,1,45,-159.11317670963\-76.668861895647\-77.671686066916,0.9841445843206\-0.1770597142453\-0.0104544126479\0.17707556269618\0.98419707456048\0.00060292820348,,,-79.10016504,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,881.0,527,1093,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: Knee pain for several months following basketball injury COMPARISON: No prior MRI is available for comparison. TECHNIQUE: The right knee was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Fat-saturated proton density images were obtained in the axial, coronal and sagittal planes together with sagittal proton density images. FINDINGS: The skin and subcutis are unremarkable. There is a small-to-moderate joint effusion. No popliteal cyst is visualized. Nondisplaced trabecular fractures are noted involving the posterior aspects of both medial and lateral tibial plateaus. A small focus of subcortical bone contusion is noted along the medial aspect of the medial femoral condyle. No arthritic changes are visualized. The medial meniscus is unremarkable in PHI appearance, without evidence of degeneration or tear. The lateral meniscus is unremarkable in PHI appearance, without evidence of degeneration or tear. There is severe derangement of the ACL. It is torn with thickening and waviness of its fibers. The appearance suggests that a few remnants of the ligament may remain continuous. This is likely due to scarring. ----- Page Break ----- The PCL is unremarkable. The collateral ligaments are unremarkable. A tibial collateral ligament bursa is noted. The iliotibial band, fibular collateral ligament and biceps femoris tendon are unremarkable. The popliteus muscle-tendon unit is unremarkable. The extensor mechanism is unremarkable. There is a large flap tear involving the lateral retropatellar cartilage with subcortical cyst formation and edema in the adjacent patella. ------------------------- IMPRESSION: The anterior cruciate ligament is torn, the presence of bone injury involving the posterior aspects of both medial and lateral tibial plateaus and the medial femoral condyle are compatible with a recent translational event. A few fibers of the ligament may remain continuous, this is likely due to scarring. Large flap tear involving the lateral retropatellar cartilage with subcortical cyst formation and edema in the adjacent patella Tibial collateral ligament bursitis Acute ACL tear, S83.511A Cartilage injury, S83.31XA Bursitis, Other. M70.51 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",23,1.3.6.1.4.1.55648.17184093896622248848243855795309/1.3.6.1.4.1.55648.17184093896622248848243855795309.8,1.3.6.1.4.1.55648.17184093896622248848243855795309/1.3.6.1.4.1.55648.17184093896622248848243855795309.8.pkl
-,1.3.6.1.4.1.55648.1933492131405111278722609065595419/1.3.6.1.4.1.55648.1933492131405111278722609065595419.7,27,True,,24.47745538,0.000135183,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1933492131405111278722609065595419.7.27,20190402,,81258.4875,288669049,MR,Siemens,AXI T2,Skyra,Patient_3962634442980126096,Patient_3962634442980126096,M,052Y,81.64663699,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_10,4.0,3500.0,86.0,1,123.220381,1H,1.0,3.0,4.4,270,10.0,70,100.0,225.0,syngo MR E11,AXI T2,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.1933492131405111278722609065595419,1.3.6.1.4.1.55648.1933492131405111278722609065595419.7,7,1,27,-99.044409240396\-13.532538154034\-66.19105928377,0.99981328454311\0.01012710925867\-0.0164571476626\1.535211e-009\0.85166673440703\0.52408374665169,,,-51.18521911,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2010.0,648,1398,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain, Pt hit by car MONTH XX. ICD- M51.36 Degeneration lumbar spine M51.16 Intervertebral disc disorders w radiculopathy, lumbar region M54.5 Lower Back Pain M54.31 Sciatica right side M54.32 Sciatica left side Technique: MRI of the lumbar spine was performed on a 3.0 Tesla ultra high field magnetic resonance imaging unit utilizing sagittal T2, T1 and STIR sequences as well as angled axial proton density images through the disc spaces. There are no prior studies available for comparison. Findings: Vertebral bodies are normal in height without a fracture or pars defect. Signal arising from bone marrow does not demonstrate an aggressive osseous lesion or infiltrative process. The lower cord and conus are normal in signal and morphology. At L1-2, There is no focal disc protrusion, thecal sac compression or foraminal compromise. Facet joints are preserved. At L2-3, There is no focal disc protrusion, thecal sac compression or foraminal compromise. Facet joints are preserved. At L3-4, a left foraminal disc protrusion and mild osteophytic spurring. There is a minimal disc bulge. There is no facet arthrosis. There is no thecal sac compression. There is moderate left foraminal stenosis with abutment of exiting nerve root. At L4-5, there is a left foraminal disc protrusion and a small disc bulge. There is no facet arthrosis. There is no thecal sac compression. There is mild to moderate left foraminal stenosis. At L5-S1, There is no disc protrusion. There is moderate facet arthrosis, right greater than left. There is no thecal sac compression. There is no foraminal stenosis. Paraspinal musculature is symmetric. There is no bulky lymphadenopathy. ----- Page Break ----- ------------------------- IMPRESSION: Left foraminal disc protrusions at L3-L4 and L4-L5. There is left foraminal stenosis at both levels, more pronounced at L4-L5. ICD 10 - Herniated disc lumbar spine, M51.26 Spinal stenosis, M48.061 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",84,1.3.6.1.4.1.55648.1933492131405111278722609065595419/1.3.6.1.4.1.55648.1933492131405111278722609065595419.7,1.3.6.1.4.1.55648.1933492131405111278722609065595419/1.3.6.1.4.1.55648.1933492131405111278722609065595419.7.pkl
-,1.3.6.1.4.1.55648.7163914779751099674967339508462474/1.3.6.1.4.1.55648.7163914779751099674967339508462474.10,80,True,,70.18840075,0.00018096,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7163914779751099674967339508462474.10.1,20170619,,92725.8625,939125198,MR,Siemens,COR T1 FS POST,Aera,Patient_0042064427514266616,Patient_0042064427514266616,M,061Y,99.79033409,,ABDOMEN,GR,SP\OSP,PFP\FS,3D,*fl3d1,3.0,3.8,1.39,1,63.678276,1H,1.0,1.5,,283,1.0,73,100.0,445.0,syngo MR E11,COR T1 FS POST,Body,0\320\234\0,ROW,10,FFS,1.3.6.1.4.1.55648.7163914779751099674967339508462474,1.3.6.1.4.1.55648.7163914779751099674967339508462474.10,10,1,1,-251.98795127869\-172.47590255737\225,1\0\0\0\0\-1,,,-172.4759026,1,MONOCHROME2,320,320,1.40625\1.40625,16,12,11,0,0.0,2105.0,206,483,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T ABD/ADoctor LASTNAME /LIVER PRE AND POST IV CONTRAST History: Hepatoma, status post FIRSTNAME to segment 4 lesion on MM/DD/YYYY, follow-up tumor treatment. An MRI of the abdomen without and with 9 cc Eovist was obtained on a 1.5 Tesla high field wide bore MRI. Comparison is made with contrast enhanced abdominal MRI from PHI/DD/YYYY and MM/DD/YYYY. Liver: There is continue decrease in size in nonenhancing FIRSTNAME lesion at junction segment 4a and 8. It now measures 2.4 x 2.1 cm based on axial image 11 of series 5 versus 2.7 x 2.6 cm previously. There is no significant change in subcentimeter arterial phase nodular enhancing focus more anteriorly showing washout. There are now two additional subcentimeter washout foci. One is in the right hepatic lobe segment 7 measuring about 7.4 mm on image 26 of series 17. The other one is in the left hepatic lobe segment MM/DD/YYYY measuring about 7.1 mm on image 16 of series 17. They are barely visible in the arterial phase. They were not seen previously. They're considered LR 3 intermediate probability for hepatoma. Continue monitoring is advised. Periportal nodes are stable. The rest of the abdominal structures are stable. Spleen: Remains enlarged measuring up to 14.9 cm in length. There is no suspicious mass. Gallbladder/biliary tree: Gallbladder fundal adenomyomatosis is seen. Gallbladder is not pathologically distended. There is no biliary dilatation. Pancreas: There is no pancreatitis. There is no pancreatic ductal dilatation. There is no suspicious mass. ----- Page Break ----- Adrenals: There is no suspicious adrenal mass. Kidneys: Stable cysts are seen in the right kidney. There is no suspicious mass. There is no obstructive uropathy. Retroperitoneum: Stable small para-aortic nodes. Abdominal aorta is not aneurysmal. GI: Visualized GI tract shows nonspecific, nonobstructive bowel gas pattern. Bony structures, abdominal wall, soft tissue: No suspicious finding. ------------------------- IMPRESSION: Continue decrease in size in FIRSTNAME lesion, now measuring 2.4 x 2.1 cm. Interval development of two subcentimeter LR 3 lesions as described. Continue monitoring with Eovist contrast. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.7163914779751099674967339508462474/1.3.6.1.4.1.55648.7163914779751099674967339508462474.10,1.3.6.1.4.1.55648.7163914779751099674967339508462474/1.3.6.1.4.1.55648.7163914779751099674967339508462474.10.pkl
-,1.3.6.1.4.1.55648.1564308015592389518465790047381521/1.3.6.1.4.1.55648.1564308015592389518465790047381521.5,26,True,,17.75601077,0.000159979,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1564308015592389518465790047381521.5.26,20170918,,115257.825,749553307,MR,Siemens,AX PD,Aera,Patient_9463754667558654155,Patient_9463754667558654155,F,048Y,81.64663699,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,43.0,1,63.676347,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,HFS,1.3.6.1.4.1.55648.1564308015592389518465790047381521,1.3.6.1.4.1.55648.1564308015592389518465790047381521.5,5,1,26,-98.257749497546\-29.258372036162\-535.41647047618,0.99970042366468\-0.0117821982571\0.02145326848962\-2.2242768e-008\0.87651031253966\0.48138308239035,,,-452.6722679,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,2700.0,829,1767,4.0,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Doctor FIRSTNAME LASTNAMERISON: None available. TECHNIQUE: MRI of the lumbar spine was performed with multiple sequences performed in sagittal and axial planes on a 1.5 Tesla high-field wide-bore magnet. FINDINGS: Vertebral body heights: Maintained. Alignment: Normal. Marrow signal: No acute fracture or marrow replacing lesion is seen Spinal canal: The conus terminates at L1 and is unremarkable Paravertebral soft tissues: Numerous enlarged retroperitoneal lymph nodes are seen. Discs: There is degenerative disc disease with decreased T2 signal at L3-4 and L4-5 L1-2: There is no significant posterior disc abnormality, spinal canal or foraminal stenosis. L2-3: There is no significant posterior disc abnormality, spinal canal or foraminal stenosis. L3-4: There is diffuse disc bulging with a superimposed left foraminal disc herniation resulting in moderate left foraminal narrowing. Subarticular stenosis impinges the descending left L4 nerve roots ----- Page Break ----- L4-5: There is diffuse disc bulging, ligamentum flavum thickening facet arthropathy resulting in moderate bilateral foraminal narrowing and mild central canal stenosis L5-S1: There is a small central disc herniation without central canal stenosis or foraminal narrowing ------------------------- IMPRESSION: Enlarged retroperitoneal lymph nodes. CT of the abdomen and pelvis with contrast recommended Left foraminal disc herniation at L3-4 results in moderate foraminal narrowing and impinges the descending left L4 nerve roots Mild central canal stenosis at L4-5 with moderate foraminal narrowing Additional milder degenerative changes as above Findings discussed with Doctor LASTNAME at the time of dictation ICD 10 - Other biomechanical lesion, M99.83 Spinal stenosis, M48.06 Herniated disc lumbar spine, M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",40,1.3.6.1.4.1.55648.1564308015592389518465790047381521/1.3.6.1.4.1.55648.1564308015592389518465790047381521.5,1.3.6.1.4.1.55648.1564308015592389518465790047381521/1.3.6.1.4.1.55648.1564308015592389518465790047381521.5.pkl
-,1.3.6.1.4.1.55648.048131864376895760220166414895712/1.3.6.1.4.1.55648.048131864376895760220166414895712.13001,176,True,,161.0092962,0.000177622,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.048131864376895760220166414895712.13001.176,20181215,,140202.74,297897787,MR,Siemens,SAG 3D FLAIR,MAGNETOM Vida,Patient_5286475170637181826,Patient_5286475170637181826,M,084Y,77.1106,,BRAIN,SE,SP\SK,PFP\PFF\PER,3D,*spcir_284ns,1.0,5000.0,394.0,1,123.174271,1H,,3.0,,256,256.0,100,100.0,781.0,syngo MR XA10,SAG 3D FLAIR,Body,0\256\256\0,ROW,120,HFS,1.3.6.1.4.1.55648.048131864376895760220166414895712,1.3.6.1.4.1.55648.048131864376895760220166414895712.13001,13001,1,176,99.0558\-221.304\60.7197,-0.0093773\0.887769\0.460194\0.000888923\0.460221\-0.887804,,,97.6095,1,MONOCHROME2,512,512,0.488281\0.488281,16,12,11,0,0.0,484.0,240,455,,,,,HeadNeck_20_TCS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T BRAIN NON CONTRAST HISTORY: CLINICAL HISTORY: 84-year-old male with dizziness. Hypertension, high cholesterol TECHNIQUE: Sagittal, coronal, and axial images of the brain were obtained with a 3 Tesla MR scanner. COMPARISON: No prior correlative imaging was available for review. FINDINGS: A 5 mm focal area of abnormal signal in the medial left thalamus is consistent with an acute/subacute infarct. Numerous other focal areas of abnormal parenchymal signal generally 1 cm or less in size are also present in the subcortical, deep, and periventricular white matter of the hemispheres. Slightly larger more confluent areas of abnormal signal are present in the white matter around the atria of the lateral ventricles, all findings consistent with cerebrovascular disease. A small area of abnormal signal in the medial cortex of the left cerebellar hemisphere is also present and could represent a small remote cerebellar infarct. A 9 mm ovoid area of porencephaly is present in the inferior right putamen that is consistent with a prominent perivascular space, a normal developmental variant. No intracranial hemorrhages or masses are demonstrated. Midline structures are normal in position and ventricles are normal in size. The major vessels are patent. The paranasal sinuses are clear. The nasal septum is deviated to the right. At the time of my review we contacted the office of the referring physician and anticipate a return call. However, we discussed the findings with the caregiver who was with the patient (Geraldine LASTNAME cell PHI) who appeared to understand well and will be transporting the patient expeditiously to the emergency room for further evaluation. ------------------------- IMPRESSION: Acute/subacute lacunar type infarct in the left thalamus. Moderate chronic ----- Page Break ----- leukoencephalopathy consistent with a baseline of cerebrovascular disease. - Stroke/Cerebral Infarction I63.9 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",28,1.3.6.1.4.1.55648.048131864376895760220166414895712/1.3.6.1.4.1.55648.048131864376895760220166414895712.13001,1.3.6.1.4.1.55648.048131864376895760220166414895712/1.3.6.1.4.1.55648.048131864376895760220166414895712.13001.pkl
-,1.3.6.1.4.1.55648.949949341651038306828830972991593/1.3.6.1.4.1.55648.949949341651038306828830972991593.9001,112,True,,87.1472435,0.000172853,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS3D\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.949949341651038306828830972991593.9001.1,20200322,,,940949047,MR,Siemens,III_AAspine_scout,MAGNETOM Vida,Patient_6635451607642861708,Patient_6635451607642861708,F,030Y,77.1106,,,GR,SK,PFP\PFF\CG\RG\PER,3D,*fl3d1,1.7,3.3,1.27,1,123.202683,1H,,3.0,,240,1.0,100,100.0,548.0,syngo MR XA11,III_AAspine_scout,Body,240\0\0\240,COL,8,HFS,1.3.6.1.4.1.55648.949949341651038306828830972991593,1.3.6.1.4.1.55648.949949341651038306828830972991593.9001,9001,1,1,-200\-59.35\-220,1\0\0\0\0\-1,,,-59.35,1,MONOCHROME2,240,240,1.66667\1.66667,16,12,11,0,0.0,445.0,39,106,,,,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post motor vehicle collision in MONTH XX. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: MRI examination of the lumbar spine dated MM/DD/YYYY. FINDINGS: The lumbosacral spine is normally aligned. Vertebral height and marrow signal are normal. The lumbar disc spaces continue to maintain normal height, signal intensity characteristics and morphology. There is no evidence of lumbar disc bulge or herniation. The facet joints demonstrate normal alignment. There is no evidence of central spinal stenosis. The neural foramina are bilaterally patent. The conus medullaris is normal in position and appearance. There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Normal MRI examination of the lumbar spine. 2. No significant interval change since the previous study of MONTH XX. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.949949341651038306828830972991593/1.3.6.1.4.1.55648.949949341651038306828830972991593.9001,1.3.6.1.4.1.55648.949949341651038306828830972991593/1.3.6.1.4.1.55648.949949341651038306828830972991593.9001.pkl
-,1.3.6.1.4.1.55648.9279332027952440119455441979887195/1.3.6.1.4.1.55648.9279332027952440119455441979887195.8001,25,True,,18.57546902,0.000200033,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9279332027952440119455441979887195.8001.25,20190701,,110806.8875,903784930,MR,Siemens,AX PD,MAGNETOM Vida,Patient_4981913618015915746,Patient_4981913618015915746,F,053Y,77.1106,,LSPINE,SE,SP\SK,SP\PER,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.173969,1H,,3.0,4.4,224,9.0,70,100.0,223.0,syngo MR XA10,AX PD,Body,320\0\0\224,COL,180,HFS,1.3.6.1.4.1.55648.9279332027952440119455441979887195,1.3.6.1.4.1.55648.9279332027952440119455441979887195.8001,8001,1,25,-96.6574\-23.9266\-526.148,0.987536\-0.083493\0.133425\0.00520874\0.864577\0.502473,,,-422.393,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1653.0,924,1837,,,,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post motor vehicle collision on MM/DD/YYYY. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: No prior studies available for comparison. FINDINGS: Sagittal images demonstrate exaggeration of the normal lumbar lordosis. Vertebral height and marrow signal are normal. The lumbar disc spaces maintain normal height. There is loss of disc signal at the L4-L5 level, on the T2-weighted sequence, which reflects disc desiccation. The remainder of the lumbar intervertebral discs maintain relatively normal signal intensity characteristics for the patient's age. There is no evidence of disc bulge or herniation from T12-L1 through L3-L4. At L4-L5, there is broad right-sided herniation of the disc, which deforms the ventral thecal sac, including the region of the right L5 nerve root origin, and encroaches upon the right neural foramen. There is no evidence of disc bulge or herniation at L5-S1. The facet joints demonstrate normal alignment. There is bilateral facet joint arthropathy at L4-L5, more marked on the right. There is right facet joint arthropathy at L5-S1. There is also a small neocyst posterior to left facet joint at L5-S1. There is no evidence of central spinal stenosis. In fact the lumbar spinal canal and thecal sac are capacious. The neural foramina are bilaterally patent, with the exception of the right foramen at L4-L5, as described above. Incidental note is also made of a ----- Page Break ----- meningeal cyst within the right neural foramen at L2-L3. The conus medullaris is normal in position and appearance. There are no prevertebral or paraspinal abnormalities. There is nonspecific edema of the posterior subcutaneous fat, which is likely related to patient body habitus. ------------------------- IMPRESSION: 1. Broad right-sided disc herniation at L4-L5, which results in: A) mass effect on the ventral thecal sac, including the region of the right L5 nerve root origin. B) right foraminal encroachment. 2. Bilateral facet joint arthropathy at L4-L5, more marked on the right, and right facet joint arthropathy at L5-S1. 3. Lumbar hyperlordosis. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.9279332027952440119455441979887195/1.3.6.1.4.1.55648.9279332027952440119455441979887195.8001,1.3.6.1.4.1.55648.9279332027952440119455441979887195/1.3.6.1.4.1.55648.9279332027952440119455441979887195.8001.pkl
-,1.3.6.1.4.1.55648.6099174844351729395894751957651208/1.3.6.1.4.1.55648.6099174844351729395894751957651208.5,18,True,,18.52055788,0.000211477,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6099174844351729395894751957651208.5.18,20171029,,142516.4925,630821525,MR,Siemens,AX T2 STAR,Skyra,Patient_1705573555278571870,Patient_1705573555278571870,F,054Y,58.9670156,,BRAIN,GR,SP\OSP,SAT2,2D,*me2d1r3,3.0,420.0,12.0,1,123.231159,1H,1.0,3.0,3.54,397,3.0,100,100.0,220.0,syngo MR E11,AX T2 STAR,Body,256\0\0\256,COL,30,HFS,1.3.6.1.4.1.55648.6099174844351729395894751957651208,1.3.6.1.4.1.55648.6099174844351729395894751957651208.5,5,1,18,-102.02442425111\-37.856741807716\-191.18090002089,0.99841316072855\0.03392594070282\-0.0449465352553\-3.969783e-009\0.79815480391091\0.60245241222352,,,-135.3244276,1,MONOCHROME2,512,512,0.3515625\0.3515625,16,12,11,0,0.0,886.0,404,871,4.0,,,,,,,,,,,,,,,,,,,"History: Neck pain and headaches with dizziness MRI-3T CERVICAL SPINE NON CONTRAST History: M54.2 Cervical/ Neck Pain R51 Headache/Facial Pain MRI examination of the cervical spine was performed 3.0 Tesla ultra high field wide bore magnet. Multiplanar multi-sequential techniques were used. Examination was performed under moderate conscious sedation, with intravenous medications administered by a Board Certified Anesthesiologist. Pulse oximetry, heart rate and BP were continuously monitored. Sagittal imaging demonstrates normal alignment with straightening and a degenerative appearance of the vertebral bodies. The spinal cord has normal signal. Review of individual levels demonstrates mild noncompressive degenerative spondylitic change consisting of osteophytic disc ridge complexes extending from C3-4 through C6-7. There is no disc herniation or canal or foraminal compromise. ------------------------- IMPRESSION: Mild noncompressive degenerative spondylitic change. ICD 10 - Cervical disc degeneration C2-3 and C3-4, M50.31 Cervical disc degeneration C4-5, C5-6, C6-7, M50.32 Abnormal straightening cervical curve, M40.40 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.6099174844351729395894751957651208/1.3.6.1.4.1.55648.6099174844351729395894751957651208.5,1.3.6.1.4.1.55648.6099174844351729395894751957651208/1.3.6.1.4.1.55648.6099174844351729395894751957651208.5.pkl
-,1.3.6.1.4.1.55648.830371192881068392703463855418537/1.3.6.1.4.1.55648.830371192881068392703463855418537.9,40,True,,35.90248227,0.000162601,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.830371192881068392703463855418537.9.40,20191224,,85009.26,176833333,MR,Siemens,AX T1 FS POST,Aera,Patient_1940993094107057844,Patient_1940993094107057844,M,058Y,113.3981069,,SPINE,SE,SK\SP,SAT1\FS,2D,*tse2d1_3,3.0,638.0,10.0,1,63.676195,1H,1.0,1.5,3.0,255,3.0,100,100.0,150.0,syngo MR E11,AX T1 FS POST,Body,256\0\0\256,COL,150,FFS,1.3.6.1.4.1.55648.830371192881068392703463855418537,1.3.6.1.4.1.55648.830371192881068392703463855418537.9,9,1,40,-25.542167663574\-87.228916168213\-76.572288513184,1\0\0\0\1\0,,,-76.57228851,1,MONOCHROME2,256,256,0.859375\0.859375,16,12,11,0,0.0,1123.0,221,578,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"EXAM: MRV-PELVIS PRE AND POST IV CONTRAST, MRI-SACRUM/COCCYX PRE AND POST IV CONTRAST, MRI-LEFT HIP PRE AND POST IV CONTRAST HISTORY: History of prostate cancer with abnormal PET/CT. TECHNIQUE: MRI of the sacrum and coccyx and left hip as well as MRV of the pelvis with and without 9 mL Gadavist intravenously. COMPARISON: Right thigh MRI MM/DD/YYYY. Lumbar spine MRI performed concurrently. CT chest, abdomen, and pelvis MM/DD/YYYY. FINDINGS: MRV of the pelvis: The distal IVC is patent. The common iliac veins are patent. Do not see any thrombosis or stenosis of the left iliac vein. No evidence to suggest MONTH LASTNAME syndrome. Left internal iliac vein is patent. There is significant asymmetry of the left external iliac vein which is markedly attenuated compared to the right distal remains somewhat patent without complete thrombosis or stenosis. The left common femoral vein is patent. The right common iliac vein, external iliac vein and common femoral vein are patent. Proximal superficial femoral veins are patent. There are several collateral vessels within the anterior pelvic wall. Findings may reflect chronic partial thrombosis of the left external iliac vein. Iliac arteries are patent. Common femoral arteries and proximal to mid superficial femoral arteries are patent. Sacrum/coccyx and left hip MRI with and without contrast: Post surgical changes from bone graft donor site in the bilateral iliac bones. Mild osteoarthrosis of the sacroiliac joints. Partial imaging of degenerative changes of the lower lumbar spine better seen on the lumbar spine MRI. Please refer to that report. Degenerative bone marrow edema with anterolisthesis of L4 on L5. No lesions in the sacrum or coccyx to suggest metastatic disease. Significant left hip osteoarthrosis is present with superolateral joint space narrowing and peripheral osteophyte formation. Associated moderate left hip joint effusion with synovial proliferation and loose intra-articular bodies. Degenerative left labral ----- Page Break ----- tearing. There is significant edema in the left femoral neck may reflect stress changes or developing stress fracture but I do not see any definite evidence to suggest osseous metastatic disease. Findings suggesting underlying cam type femoral acetabular impingement. Significant left iliopsoas bursitis is present with a large loose body in the iliopsoas bursa measuring 4 x 3.7 cm. Evidence of remote avulsion injury of the left hamstrings tendon with significant heterotopic ossification. The remainder the tendons are intact without acute injury. Muscles are normal. Sciatic, femoral, obturator nerves are unremarkable. Pubic symphysis which is mild osteophytic changes but no secondary cleft sign or evidence of adductor aponeurosis tear. Prominent lymph nodes in the groin, left greater than right are again noted. ------------------------- IMPRESSION: No definite evidence of metastatic disease. Severe left hip osteoarthrosis with joint effusion and loose intra-articular bodies and large loose body within significant iliopsoas bursitis. Significant edema in the left femoral neck which may reflect stress changes or developing stress fracture but I do not see any definite evidence of metastatic lesion. Old avulsion injury of the left hamstrings tendon origin. No acute tendon tear. Significant attenuation of the left external iliac vein but no definite evidence of MONTH LASTNAME syndrome. This may reflect chronic partial thrombosis with collateral flow in the anterior pelvic wall. Remainder the venous structures are patent. Mild osteoarthrosis of the sacroiliac joints with degenerative changes of lower lumbar spine. ----- Page Break ----- Prominent bilateral inguinal lymph nodes are again noted. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",62,1.3.6.1.4.1.55648.830371192881068392703463855418537/1.3.6.1.4.1.55648.830371192881068392703463855418537.9,1.3.6.1.4.1.55648.830371192881068392703463855418537/1.3.6.1.4.1.55648.830371192881068392703463855418537.9.pkl
-,1.3.6.1.4.1.55648.099674130535034586772325879935540/1.3.6.1.4.1.55648.099674130535034586772325879935540.10,754,True,,735.2281682,0.000717163,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.099674130535034586772325879935540.10.1,20170509,,,980233517,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_2987048899781667833,Patient_2987048899781667833,M,073Y,79.83226728,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.220618,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.099674130535034586772325879935540,1.3.6.1.4.1.55648.099674130535034586772325879935540.10,10,1,1,-89.580782490357\-92.814497074387\-14.774168020906,0.99999992332787\0.00014864251858\0.00036228394155\-5.6822044e-008\0.9252118428287\-0.3794509795606,,,-48.85270419,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,686.0,349,718,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA, status post negative biopsy. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 8 cc Gadavist was administered. FINDINGS: Prostate size: 5 [CC] x 2.7 [AP] x 4.2 [transverse] cm, about 40 cc in volume. Status post biopsy hemorrhage: None Lesion 1: PI-RADS Assessment Category: 4 T2-weighted images: Non-circumscribed, homogeneously hypointense mass, inferiorly to and inseparable from hypertrophic nodule. Diffusion-weighted images: Focal marked decreased ADC and increased signal on ultra high b-value DWI images. Dynamic post-contrast images: No definite focal early hyperenhancement relative to the background of transition zone heterogeneous hyperenhancement, therefore the possibility of the lesion representing more fibrotic component of hypertrophic nodule cannot be excluded. Size: 13 x 14 mm as measured on image 12 of DWI series 4 and 5. Location: Left anterior transition zone, midgland to apex. Extra-prostatic extension: None. Lesion 2 PI-RADS Assessment Category: 4 T2-weighted images: Non-circumscribed, homogeneously hypointensity, inseparable from hypertrophic nodule. Diffusion-weighted images: Focal marked decreased ADC and increased signal on ultra high b-value DWI images. ----- Page Break ----- Dynamic post-contrast images: No definite focal early hyperenhancement although obscured by the background of transition zone heterogeneous hyperenhancement, therefore the possibility of the lesion representing more fibrotic component of hypertrophic nodule cannot be excluded. Size: 10 x 5 mm as measured on image 13 of ADC series 4. Location: Left posterolateral transition zone, midgland. Extra-prostatic extension: None. Additional peripheral zone findings: Slight linear fibrosis scattered bilaterally. Additional transition zone findings: Heterogeneous and mildly enlarged due to hypertrophy with slightly bulge through the neck. Bladder: Significant post void residual at the beginning of scan and multiple tiny diverticula. Seminal vesicles: Unremarkable. Inguinal region: Transit high-riding versus undescended left testicle within the left inguinal canal throughout the scan, please correlate clinically. No inguinal hernia. Lymph nodes: No adenopathy. Bones: No suspicious lesion. ------------------------- IMPRESSION: 13 x 14 mm PI-RADS 4 lesion at the left anterior transition zone, midgland to apex. D40.0 10 x 5 mm PI-RADS 4 lesion at the left posterolateral transition zone, midgland. D40.0 No adenopathy or pelvic bone lesion. Questioning undescended left testicle, correlate with clinical assessment. Q53.9 PI-RADS? v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) ----- Page Break ----- PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.099674130535034586772325879935540/1.3.6.1.4.1.55648.099674130535034586772325879935540.10,1.3.6.1.4.1.55648.099674130535034586772325879935540/1.3.6.1.4.1.55648.099674130535034586772325879935540.10.pkl
-,1.3.6.1.4.1.55648.1066989289483310533505532127506544/1.3.6.1.4.1.55648.1066989289483310533505532127506544.4,28,True,,27.65689468,0.000163078,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1066989289483310533505532127506544.4.28,20200523,,141646.1975,176703099,MR,Siemens,AX PD,Skyra,Patient_4973633919060823562,Patient_4973633919060823562,F,055Y,71.21401115,,SHOULDER,SE,SK\SP\OSP,,2D,*tseR2d1_8,3.0,3500.0,34.0,1,123.232739,1H,1.0,3.0,3.0,575,8.0,100,100.0,200.0,syngo MR E11,AX PD,Body,0\384\384\0,ROW,160,HFS,1.3.6.1.4.1.55648.1066989289483310533505532127506544,1.3.6.1.4.1.55648.1066989289483310533505532127506544.4,4,1,28,73.8072681427\-70.045160293579\6.8013916015625,1\0\0\0\1\0,,,6.801391602,1,MONOCHROME2,384,384,0.33854165673256\0.33854165673256,16,12,11,0,0.0,1068.0,522,1116,,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT SHOULDER NON CONTRAST History: Bilateral shoulder pain. ICD- M25.512 Left shoulder pain M25.312 Left shoulder instability M25.612 Left shoulder stiffness M75.122 Left shoulder rotator cuff chronic tendon Tear/Sprain Technique: MRI of the left shoulder was performed with multiple sequences including proton density with and without fat suppression in oblique sagittal and oblique coronal planes and proton density and gradient echo in axial plane. Comparison is made to the prior study of MM/DD/YYYY Findings: BONES: There is no fracture or dislocation. Signal arising from bone marrow is unremarkable. There is no focal osseous lesion. AC JOINT: There is mild AC joint arthrosis. The acromion is laterally downsloping and there is a small subacromial spur. There is mild subacromial/subdeltoid bursitis. ROTATOR CUFF: There is moderate supraspinatus tendinosis. There is fraying of the articular margin. Moderate to high-grade partial-thickness articular sided tear at the central posterior aspect of supraspinatus insertion measures 9 mm in PHI dimension. In comparison to the prior study there is mild remodeling of the fibers adjacent to the tear. Tear is unchanged in size since the prior exam. There is moderate infraspinatus and subscapularis tendinosis with mild fraying of the articular margins. Teres minor tendon is intact. MUSCLES: There is no muscle atrophy or denervation effect. BICEPS: There is moderate long head of the biceps tendinosis, most pronounced within the rotator interval. There is mild biceps tenosynovitis with a small amount of fluid in the distal biceps tendon sheath. The short head of the biceps tendon is unremarkable. GLENOHUMERAL JOINT: There is intrasubstance degeneration and fraying of the superior ----- Page Break ----- labrum. There is preservation of cartilage at the glenohumeral joint space. Joint capsule is not thickened or detached. There is no joint effusion. ------------------------- IMPRESSION: Stable rotator cuff tendinosis again with a small moderate to high-grade partial-thickness articular sided tear at the insertion. In comparison to the prior study there is remodeling of the previous tendon fibers adjacent to the tear and the tear is unchanged in size. Moderate long head of biceps tendinosis. AC joint arthrosis and a small subacromial spur. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",26,1.3.6.1.4.1.55648.1066989289483310533505532127506544/1.3.6.1.4.1.55648.1066989289483310533505532127506544.4,1.3.6.1.4.1.55648.1066989289483310533505532127506544/1.3.6.1.4.1.55648.1066989289483310533505532127506544.4.pkl
-,1.3.6.1.4.1.55648.6796145073485561887507908031385311/1.3.6.1.4.1.55648.6796145073485561887507908031385311.9,88,True,,79.85285401,0.000211716,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6796145073485561887507908031385311.9.88,20170902,,91539.43,397989128,MR,Siemens,AX T1 FS PRE,Skyra,Patient_8380432985307899381,Patient_8380432985307899381,M,051Y,111.1301448,,ABDOMEN,GR,SP\OSP,PFP\SFS,3D,*fl3d1,3.0,3.32,1.26,1,123.23138,1H,1.0,3.0,,229,1.0,75,87.5,445.0,syngo MR E11,AX T1 FS PRE,Body,320\0\0\210,COL,9,FFS,1.3.6.1.4.1.55648.6796145073485561887507908031385311,1.3.6.1.4.1.55648.6796145073485561887507908031385311.9,9,1,88,-245.89691162109\-203.10523414612\-135.56024096534,1\0\0\0\1\0,,,-135.560241,1,MONOCHROME2,280,320,1.328125\1.328125,16,12,11,0,0.0,256.0,112,289,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: Follow-up N28.1 Cyst of kidney, acquired E66.01 Obesity Technique: Magnetic resonance imaging of the abdomen was performed on a 3.0 Tesla ultra high field wide bore system. A multiplanar multisequence examination was performed with images obtained before and after the intravenous administration of 11.1 cc Gadavist. Comparison: MRI abdomen MM/DD/YYYY Findings: Gastric banding is noted. LIVER: Early morphologic changes of cirrhosis. Enlargement of caudate lobe with mild lobulated hepatic contour. No suspicious focal lesions. No biliary ductal dilatation. No perihepatic ascites. Patent portal, hepatic veins. Moderate hepatic steatosis. GALLBLADDER/BILIARY TREE: Cholelithiasis is present. There is no intrahepatic or extrahepatic biliary ductal dilatation. . Extra hepatic biliary duct measures 0.5 cm. SPLEEN: The spleen is enlarged. Spleen measures up to 14.0 cm. PANCREAS: Normal size and signal characteristics. No abnormal enhancement or pancreatic mass. No pancreatic ductal dilatation. ADoctor LASTNAME : No discrete adrenal nodule. KIDNEYS: Normal size. Symmetric enhancement. No hydronephrosis. ----- Page Break ----- Right kidney: * Increased size of solid mid right posterior enhancing 2.1 x 2.3 cm mass (series 3 image 16) from prior of approximately 1 cm. * Additional solid faint 1.1 x 0.8 cm (series 2 image 14) mid right posterior hypoenhancing lesion (series 3 image 14) slight increase in size from prior of 0.8 x 0.7 cm. * Several punctate nonenhancing cystic foci largest of which demonstrates lobulated appearance mid right lateral kidney and measures up to 2.4 cm, stable from prior. Left kidney: * Mid left lateral nonenhancing hemorrhagic region (series 9 image 50) measures 2.3 x 2.1 cm with surrounding T2 hyperintense/proteinaceous cystic foci, overall stable from prior. Adjacent T2 hypointense mildly enhancing 1.5 x 1.6 cm lesion (series 3 image 22) has increased in size from prior of 1.2 x 1.1 cm. Additional T2 hyperintense nonenhancing cystic foci are overall unchanged. BOWEL/PERITONEUM: No bowel obstruction or abdominal ascites. ADENOPATHY: No retroperitoneal lymphadenopathy. Mildly enlarged periportal and portacaval lymph nodes are likely reactive. ABDOMINAL AORTA: Normal caliber. IVC: Patent. MUSCULOSKELETAL: No aggressive osseous lesion is seen. ------------------------- IMPRESSION: 1. Significant interval growth of solid mid right posterior 2.3 cm mass, representing solid renal neoplasm. Surgical consideration recommended. 2. Enlargement of mid left solid hypoenhancing lesion with stable surrounding hemorrhagic change. 3. Bilateral additional renal cysts without septation or mural nodularity, continued follow-up recommended. ----- Page Break ----- 4. Moderate diffuse hepatic steatosis, early morphologic changes of cirrhosis. Mild splenomegaly. K76.0 Additional codes: Renal cyst(s). N28.1 Lesion Renal Right (Abdomen/Pelvis Kidneys) - C64.1 Lesion Renal Left (Abdomen/Pelvis Kidneys) - C64.2 Request to make office of referring aware of this report sent at the time of this dictation. Report also immediately faxed after this interpretation. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.6796145073485561887507908031385311/1.3.6.1.4.1.55648.6796145073485561887507908031385311.9,1.3.6.1.4.1.55648.6796145073485561887507908031385311/1.3.6.1.4.1.55648.6796145073485561887507908031385311.9.pkl
-,1.3.6.1.4.1.55648.086871946673171919428672079091572/1.3.6.1.4.1.55648.086871946673171919428672079091572.5,25,True,,19.51456904,0.000186205,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.086871946673171919428672079091572.5.25,20191204,,145513.81,750149095,MR,Siemens,AX PD,Aera,Patient_9504384084743384999,Patient_9504384084743384999,M,045Y,83.91459912,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_17,4.0,3000.0,43.0,1,63.673004,1H,1.0,1.5,4.4,425,17.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.086871946673171919428672079091572,1.3.6.1.4.1.55648.086871946673171919428672079091572.5,5,1,25,-132.50582574768\-16.7779484173\-111.13745537248,0.99853638303036\0.02222397237932\-0.0493070665962\9.72278e-010\0.91167367585618\0.41091496535279,,,-101.4550384,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,2187.0,625,1380,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST History: M54.5 Lower Back Pain Technique: Sagittal T1, STIR and T2 weighted images were supplemented by axial proton density images through the disc spaces. This study was performed on a 1.5 Tesla system. Findings: Prior examinations: This study is interpreted in comparison to prior examinations dated MONTH MM, YYYY. Vertebral body heights: Maintained. Alignment: Normal. Marrow signal: There is no acute compression fracture. Modic type I degenerative endplate signal changes at left side of L5-S1 level. There is bone marrow edema involving the L3-L4 right facet joint consistent with acute inflammatory changes. Spinal canal: The conus medullaris and nerve roots of the cauda equina are normal. Paravertebral soft tissues: Unremarkable. Discs: There is disc desiccation mild disc is at L4-L5 and L5-S1 levels. T12-L1: Evaluated on the sagittal images. There is small central disc herniation and mild superior migration. No significant spinal canal stenosis. Findings are similar to prior study. L1-2: There is shallow disc bulge and bilateral facet arthropathy. No significant spinal canal or foraminal stenosis. L2-3: There is shallow disc bulge and bilateral facet arthropathy. No significant spinal canal or foraminal stenosis. ----- Page Break ----- L3-4: There is mild disc bulge. There is right facet arthropathy. No significant spinal canal or foraminal stenosis. L4-5: There is diffuse disc bulge and bilateral facet arthropathy. There is mild spinal canal stenosis and bilateral lateral recess narrowing. There is mild bilateral foraminal narrowing. Findings are similar to prior study. L5-S1: There is disc bulge and superimposed right paracentral/lateral recess small disc protrusion indenting the descending right L5 nerve root. There is bilateral facet arthropathy. There is left foraminal disc osteophyte complex and facet arthropathy compressing the exiting left L5 nerve root. Finding are mildly progressed since prior study. ------------------------- IMPRESSION: Straightening of the lumbar lordosis. L5-S1: Left foraminal disc osteophyte complex and facet arthropathy compressing the exiting left L5 nerve root. Findings are slightly progressed since the prior study dated MONTH MM, YYYY. Modic type I degenerative endplate signal changes at the left aspect of L5-S1 level. L3-L4 right facet arthropathy. ICD 10 Codes: Herniated disc L5-S1 level. M51.27 Degeneration L1-L5. M51.36 Lumbar facet degeneration. M47.816 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.086871946673171919428672079091572/1.3.6.1.4.1.55648.086871946673171919428672079091572.5,1.3.6.1.4.1.55648.086871946673171919428672079091572/1.3.6.1.4.1.55648.086871946673171919428672079091572.5.pkl
-,1.3.6.1.4.1.55648.02011431970139500900825933582192/1.3.6.1.4.1.55648.02011431970139500900825933582192.5,27,True,,21.52138376,0.00014472,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.02011431970139500900825933582192.5.27,20200228,,143201.155,169182325,MR,Siemens,AX PD,Skyra,Patient_489804878811789430,Patient_489804878811789430,M,022Y,99.79033409,,CSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.228036,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,171,HFS,1.3.6.1.4.1.55648.02011431970139500900825933582192,1.3.6.1.4.1.55648.02011431970139500900825933582192.5,5,1,27,-122.73889844228\-28.112162781675\-525.78559388849,0.99998705012466\0.00119672015386\-0.0049464577081\-2.8858492e-008\0.97196026397359\0.23514515784167,,,-505.0503717,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2504.0,631,1430,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is straightened. There is no significant spondylolisthesis. Bones: There is a Schmorl's node in the inferior endplate of L3 and L2. Bone marrow signal is normal, without evidence of fracture infiltrative process. The vertebral body heights are intact. Intervertebral Discs: Disc desiccation at L3-4. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. There is overall decreased AP diameter of the spinal canal in the lumbar spine compatible with congenital spinal stenosis. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: Disc bulge with mild thecal sac compression. No neural foraminal narrowing. L3-L4: Disc desiccation. Left subarticular protruded disc herniation measuring 1 to 2 mm in PHI dimension with left subarticular stenosis. L4-5: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L5-S1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L2-L3: Disc bulge with mild thecal sac compression. No neural foraminal narrowing. L3-L4: Disc desiccation. Left subarticular protruded disc herniation measuring 1 to 2 mm in PHI dimension with left subarticular stenosis. Congenital spinal canal narrowing. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.02011431970139500900825933582192/1.3.6.1.4.1.55648.02011431970139500900825933582192.5,1.3.6.1.4.1.55648.02011431970139500900825933582192/1.3.6.1.4.1.55648.02011431970139500900825933582192.5.pkl
-,1.3.6.1.4.1.55648.123566066886791520686607642811400/1.3.6.1.4.1.55648.123566066886791520686607642811400.811,199,True,,188.3251464,0.000212193,ISO_IR 100,DERIVED\SECONDARY\AQNET12BITS,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.123566066886791520686607642811400.811.199,20170714,90947.0,84612.4525,917056585,MR,Siemens,AXI THIN MIP,Skyra,Patient_0271268598569807689,Patient_0271268598569807689,M,078Y,81.64663699,,BRAIN,GR,SP,,3D,*fl3d1,1.0,3.28,1.23,1,123.239712,1H,1.0,3.0,,294,0.0,75,87.5,655.0,syngo MR E11,COR 3D ANGIO POST 1,Body,0\448\294\0,ROW,25,HFS,1.3.6.1.4.1.55648.123566066886791520686607642811400,1.3.6.1.4.1.55648.123566066886791520686607642811400.811,811,1,199,-117.11\-86.755\-270.155,0.99537771940231\5.073884868e-009\-0.0960375890136\5.113378165e-009\1\9.519303745e-008,,,-293.013,1,MONOCHROME2,512,512,0.38214\0.38214,16,12,11,0,0.0,358.0,213,513,4.0,with contrast,0.0,0.0,,0.0,1.0,,,,,,,,,195.274,,1.0,,"MRA-3T NECK PRE AND POST IV CONTRAST, MRA-3T HEAD NON CONTRAST HISTORY: R55 Syncope R51 Headache/Facial Pain CLINICAL HISTORY: 78-year-old male with headaches. Possible cavernous aneurysm of the right internal carotid is seen on a previous MR angiogram. TECHNIQUE: An initial single diffusion weighted imaging sequence over the head was acquired. Then MR angiography of the craniocervical vessels was undertaken. The vessels from the aortic arch to the skull base were imaged with two-dimensional and three-dimensional data acquisitions before and after the administration of intravenous contrast (10 cc Gadavist). The intracranial circulation was imaged with a three-dimensional data acquisition. The data sets were reconstructed into two-dimensional and three-dimensional renderings which were reviewed in multiple projections. COMPARISON: Previous MR angiography dated MM/DD/YYYY was available for review. FINDINGS: The initial imaging sequence does not demonstrate any acute strokes. Angiography demonstrates that the origins of the great vessels are normal. The left vertebral artery origin is directly from the aortic arch, a normal variant. Both vertebral arteries are normal in caliber and flow to the vertebrobasilar junction which is also normal. The basilar artery is normal and flows to both posterior cerebral arteries. The right common carotid artery bifurcation in the neck is normal. The right internal carotid artery flows to the right anterior and middle cerebral arteries and also to the right posterior cerebral artery via a well-developed right posterior communicating artery. The left common carotid artery bifurcation in the neck is normal. The left internal carotid artery is normal as well and flows to the left middle and anterior cerebral arteries and also to the left posterior cerebral artery via a left posterior communicating artery. ----- Page Break ----- The 3 mm broad-based aneurysm of the cavernous right internal carotid artery is again noted with the aneurysm arising at the junction of the posterior genu with the horizontal segment and projects laterally, unchanged since the previous examination. The intracranial vessels otherwise taper normally. No subarachnoid aneurysms are demonstrated. No vascular occlusions are seen. ------------------------- IMPRESSION: The small right cavernous carotid aneurysm is unchanged. No other aneurysms are seen. In particular, no subarachnoid aneurysms are demonstrated. The carotid bifurcations in the neck are normal. ICD 10 codes I 67.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",73,1.3.6.1.4.1.55648.123566066886791520686607642811400/1.3.6.1.4.1.55648.123566066886791520686607642811400.811,1.3.6.1.4.1.55648.123566066886791520686607642811400/1.3.6.1.4.1.55648.123566066886791520686607642811400.811.pkl
-,1.3.6.1.4.1.55648.619190486943712752494628596906400/1.3.6.1.4.1.55648.619190486943712752494628596906400.4,195,True,,186.503777,0.000155926,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.619190486943712752494628596906400.4.1,20160906,144622.734,144519.48,525738497,MR,Siemens,AX 3DTOF HEAD,Verio,Patient_7414014885956556660,Patient_7414014885956556660,F,048Y,117.9340312,,,GR,TOF\SP,PFP\SAT1,3D,*fl3d1r_t70,0.5,21.0,3.69,1,123.204743,1H,1.0,3.0,15.5,254,1.0,100,90.625,211.0,syngo MR B19,AX 3DTOF HEAD,Body,0\320\290\0,ROW,18,HFS,1.3.6.1.4.1.55648.619190486943712752494628596906400,1.3.6.1.4.1.55648.619190486943712752494628596906400.4,4,1,1,-66.42893899505\-111.6464436327\-24.466981010735,0.9809551550305\0.19110427361939\-0.0347295324398\-0.1942343528295\0.96514710026102\-0.1753969527633,,,-44.03532779,1,MONOCHROME2,320,290,0.625\0.625,16,12,11,0,0.0,398.0,150,353,,,,,,,,,,,,,,,,,,,,MRA-HEAD W/O CON History: R55 Syncope R42 Dizziness/Vertigo/Loss Balance/Whirling Spinning Sensation I10 Hypertension H53.40 Visual field loss MRA of the intracranial arteries was performed on a 3 Tesla magnet utilizing 3D time-of-flight technique in the region of the circle of FIRSTNAME 3D reconstructions were performed on a workstation. Study is very limited due to extensive motion artifact which could obscure the presence of small aneurysms or vascular disease. The distal cervical as well as intracranial internal carotid arteries appear grossly. The internal carotid arteries bifurcate into the anterior and middle cerebral arterial circulation. The anterior and middle cerebral arterial circulation appears grossly unremarkable. The anterior communicating artery is patent. The distal vertebral arteries appear unremarkable converging to form the basilar artery. The basilar artery appears grossly unremarkable. The posterior cerebral arterial circulation appears grossly unremarkable. The posterior communicating arteries are patent. ------------------------- IMPRESSION: Unremarkable MR cerebral angiogram but limited for assessment by extensive motion artifact. With continued concern CT angiographic helpful. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,15,1.3.6.1.4.1.55648.619190486943712752494628596906400/1.3.6.1.4.1.55648.619190486943712752494628596906400.4,1.3.6.1.4.1.55648.619190486943712752494628596906400/1.3.6.1.4.1.55648.619190486943712752494628596906400.4.pkl
-,1.3.6.1.4.1.55648.429284902564311766211241519699051/1.3.6.1.4.1.55648.429284902564311766211241519699051.5,156,True,,142.7512803,0.000176668,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.429284902564311766211241519699051.5.1,20181212,,171911.455,886693037,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_3498049344729062292,Patient_3498049344729062292,M,080Y,79.37867485,,HEAD,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,27.0,7.15,1,63.676404,1H,1.0,1.5,17.4,319,1.0,100,100.0,170.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.429284902564311766211241519699051,1.3.6.1.4.1.55648.429284902564311766211241519699051.5,5,1,1,-97.921339890074\-91.943299448457\-87.80034942627,0.99002365699895\-0.1409012369797\0\0.14090123697974\0.99002365699895\0,,,-87.80034943,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,338.0,111,284,,,,,,,,,,,,,,,,,,,,"MRA-HEAD POST IV CONTRAST History: R51 Headache/Facial Pain Technique: MRA of the head was performed before and after administration of 9 cc Gadavist. The intracranial arterial circulation was evaluated using a 3-D time of flight technique. MIP, subvolume MIP and source images were all reviewed. The study was performed on a 1.5 Tesla system. Per ACR guidelines and XXXXXXX policy, a creatinine level test was performed prior to this exam. Results were as follows: Creatinine 1.0 mg/dL, GFR 71. Findings: There is normal flow related enhancement in the major intracranial arteries. No flow gap is seen to suggest high-grade stenosis. A1 segment of the right anterior cerebral artery is hypoplastic and there is well-developed anterior communicating artery, normal anatomic variation. There is no aneurysm. ------------------------- IMPRESSION: Unremarkable intracranial MRA. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",10,1.3.6.1.4.1.55648.429284902564311766211241519699051/1.3.6.1.4.1.55648.429284902564311766211241519699051.5,1.3.6.1.4.1.55648.429284902564311766211241519699051/1.3.6.1.4.1.55648.429284902564311766211241519699051.5.pkl
-,1.3.6.1.4.1.55648.724168608376968884581505245410787/1.3.6.1.4.1.55648.724168608376968884581505245410787.4,192,True,,192.4549375,0.00019598,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.724168608376968884581505245410787.4.1,20181025,,132148.83,461392620,MR,Siemens,AX 3DTOF MRA,Skyra,Patient_4516118063544201041,Patient_4516118063544201041,F,057Y,106.5942205,,BRAIN,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,20.0,3.69,1,123.257167,1H,1.0,3.0,15.6,280,1.0,100,88.125,185.0,syngo MR E11,AX 3DTOF MRA,Body,0\320\282\0,ROW,18,HFS,1.3.6.1.4.1.55648.724168608376968884581505245410787,1.3.6.1.4.1.55648.724168608376968884581505245410787.4,4,1,1,-91.719338836218\-95.318587221685\-60.674019660339,0.99977345206492\-0.0045793125467\-0.020786400429\0.00523484934701\0.99948711578408\0.0315927481227,,,-59.50181877,1,MONOCHROME2,320,282,0.625\0.625,16,12,11,0,0.0,668.0,205,485,4.0,,,,,,,,,,,,,,,,,,,MRA-MRV 3T HEAD NON CONTRAST HISTORY: M54.2 Cervical/ Neck Pain H93.13 Bilateral tinnitus H53.2 Diplopia (double vision) Technique: Diffusion weighted imaging of the brain and 3D time-of-flight MRA of the head was performed without the administration of intravenous contrast. Findings: Anterior circulation: Normal flow related signal is identified in intracranial segment of both internal carotid arteries and their major branches. There is no grossly stenotic or occlusive lesion. Is a 3 to 4 mm aneurysm at the right MCA bifurcation. There is fenestrated anterior to indicating artery complex. Posterior circulation: There is normal flow related signal identified in the vertebrobasilar system. There is no grossly stenotic or occlusive lesion. There is no evidence of aneurysm. Other findings: Diffusion-weighted imaging of the brain demonstrates no evidence of acute infarct. MRV: There is incomplete visualization of the left transverse sinus. Correlation with MRI of the brain performed concurrently indicates that this is due to developmentally hypoplastic sinus.. The remaining dural venous sinuses are unremarkable. There is no evidence of venous sinus thrombosis. ------------------------- IMPRESSION: 3 to 4 mm right MCA bifurcation aneurysm Hypoplastic left transverse sinus. Venous sinuses are otherwise unremarkable. ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,34,1.3.6.1.4.1.55648.724168608376968884581505245410787/1.3.6.1.4.1.55648.724168608376968884581505245410787.4,1.3.6.1.4.1.55648.724168608376968884581505245410787/1.3.6.1.4.1.55648.724168608376968884581505245410787.4.pkl
-,1.3.6.1.4.1.55648.754002561885206855088771318318996/1.3.6.1.4.1.55648.754002561885206855088771318318996.3,40,True,,38.62990117,0.000179529,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.754002561885206855088771318318996.3.40,20161005,,83058.8975,502288649,MR,Siemens,AX PD FS,Skyra,Patient_2593227960209802949,Patient_2593227960209802949,M,026Y,65.77090202,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.243488,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR D13,AX PD FS,TxRx_15Ch_Knee,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.754002561885206855088771318318996,1.3.6.1.4.1.55648.754002561885206855088771318318996.3,3,1,40,12.105591037717\-80.144646617512\-62.630081176758,0.99505556987789\0.09931975057854\0\-0.0993197505785\0.99505556987789\0,,,-62.63008118,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1326.0,604,1265,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST HISTORY: M25.562 Left knee pain M25.362 Left knee instability TECHNIQUE: Left knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Ligaments: The anterior cruciate, posterior cruciate, medial collateral, and lateral collateral ligaments are intact. Menisci: There is no evidence for medial or lateral meniscal tears. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. Effusion: No significant amount of knee joint fluid is present. Cartilage: Mild signal abnormalities present in the cartilage overlying the patella, without cartilage defects. Bone Marrow: Overall, the bone marrow signal is age-appropriate. Popliteal fossa: There is no significant popliteal cyst. Popliteus muscle and tendon are intact. Iliotibial band: The iliotibial band is within normal limits. Posterolateral corner: The posterior lateral corner is unremarkable. ------------------------- IMPRESSION: ----- Page Break ----- Mild chondromalacia patella, without cartilage defects. M22.42 No evidence for meniscal or ligament tears. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.754002561885206855088771318318996/1.3.6.1.4.1.55648.754002561885206855088771318318996.3,1.3.6.1.4.1.55648.754002561885206855088771318318996/1.3.6.1.4.1.55648.754002561885206855088771318318996.3.pkl
-,1.3.6.1.4.1.55648.3475973460517669699159164073397020/1.3.6.1.4.1.55648.3475973460517669699159164073397020.8,176,True,,172.3136735,0.00029254,ISO_IR 100,ORIGINAL\PRIMARY\M\ND\NORM\FM3_2\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3475973460517669699159164073397020.8.1,20170831,,134645.945,374401451,MR,Siemens,AX 3D MPRAGE,Aera,Patient_3797707167023195294,Patient_3797707167023195294,M,076Y,68.03886416,,HEAD,GR\IR,SK\SP\MP,IR,3D,*tfl3d1_16,1.0,2200.0,3.24,1,63.676414,1H,1.0,1.5,,231,1.0,100,90.625,160.0,syngo MR E11,AX 3D MPRAGE,Body,0\256\232\0,ROW,8,HFS,1.3.6.1.4.1.55648.3475973460517669699159164073397020,1.3.6.1.4.1.55648.3475973460517669699159164073397020.8,8,1,1,-87.093877819416\-129.18799604796\-93.784459170464,0.9851566739988\0.10603069646256\0.13499562616353\-0.1070222646601\0.99425662029294\8.871683128e-005,,,-79.35928792,1,MONOCHROME2,256,232,0.9765625\0.9765625,16,12,11,0,0.0,85.0,48,130,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN NON CONTRAST History: M54.81 Head/Neck Pain R42 Dizziness/Vertigo G20 Parkinson's disease R41.3 Memory Loss Z86.011 History benign tumor Technique: MR imaging of the brain was obtained without the use of intravenous contrast on a 1.5 Tesla system. Comparison examinations: There are no prior studies available for comparison with this examination. Findings: Within the brain parenchyma there is no mass, mass effect or edema. No acute or evolving infarct is seen but there is mild white matter microvascular disease in both cerebral hemispheres. A chronic deep white matter infarct is seen in the left frontal lobe. No other infarct is seen. The ventricles and sulci are prominent secondary to diffuse cortical atrophy with preferential involvement of the parietal lobes. The medial temporal lobes, frontal lobes and occipital lobes are relatively normal. The cerebellar hemispheres and brainstem are normal. There is no hydrocephalus. No abnormal extraaxial collection or mass is seen. Normal signal is seen within both the intracranial and extracranial vascular structures. The orbits, paranasal sinuses and temporal bones are normal. ------------------------- IMPRESSION: Mild white matter microvascular disease. Chronic deep white matter infarct in the left frontal lobe. Diffuse cortical atrophy with preferential involvement of the parietal lobes. If there is clinical concern of dementia a PET-CT may be of benefit in further evaluation. ----- Page Break ----- Chronic cerebral ischemia (Brain Parenchyma) - I67.82 White Matter disease, unspecified (Brain Parenchyma) - R90.82 Atrophy (Brain Parenchyma) - G31.9 Stroke/Infarcts (Brain Parenchyma) - I63.9 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.3475973460517669699159164073397020/1.3.6.1.4.1.55648.3475973460517669699159164073397020.8,1.3.6.1.4.1.55648.3475973460517669699159164073397020/1.3.6.1.4.1.55648.3475973460517669699159164073397020.8.pkl
-,1.3.6.1.4.1.55648.403989463105203122360661509124904/1.3.6.1.4.1.55648.403989463105203122360661509124904.8,26,True,,21.62065554,0.000157356,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.403989463105203122360661509124904.8.26,20190827,,162806.82,905877597,MR,Siemens,AX PD,Skyra,Patient_5021323524366892445,Patient_5021323524366892445,F,038Y,72.57478843,,CSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.260206,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,HFS,1.3.6.1.4.1.55648.403989463105203122360661509124904,1.3.6.1.4.1.55648.403989463105203122360661509124904.8,8,1,26,-103.25990272867\-16.044901446702\-530.94895270837,0.99960205420965\-0.0148287387502\0.0239967024177\-6.7392198e-008\0.85068187650167\0.52568083947543,,,-440.1449383,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1783.0,851,1698,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post motor vehicle collision in PHI XX. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: X-ray examination of the lumbar spine dated MM/DD/YYYY. FINDINGS: The lumbosacral spine is normally aligned. Vertebral height and configuration are normal. Vertebral marrow signal is generally normal, with the exception of minor endplate change at the anterosuperior corner of L2. There is loss of disc signal at the L4-L5 level, on the T2-weighted sequence, accompanied by mild disc space narrowing. This reflects disc desiccation. The remainder of the visualized disc spaces maintain normal height and relatively normal signal intensity characteristics for the patient's age. There is no evidence of disc bulge or herniation from T12-L1 through L3-L4. At L4-L5, there is annular bulging. There is no evidence of disc bulge or herniation at L5-S1. The facet joints demonstrate normal alignment. There is edema of the interspinous spaces from L2-L3 through L5-S1, which is secondary to injury of the interspinous ligaments at these levels. There is no evidence of central spinal stenosis. The neural foramina are bilaterally patent. ----- Page Break ----- The conus medullaris is normal in position and appearance. There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Annular bulge at L4-L5. 2. Injury of most of the lumbar interspinous ligaments. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.403989463105203122360661509124904/1.3.6.1.4.1.55648.403989463105203122360661509124904.8,1.3.6.1.4.1.55648.403989463105203122360661509124904/1.3.6.1.4.1.55648.403989463105203122360661509124904.8.pkl
-,1.3.6.1.4.1.55648.4503357841688693716134829673570303/1.3.6.1.4.1.55648.4503357841688693716134829673570303.5,37,True,,29.20872021,0.000166893,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4503357841688693716134829673570303.5.37,20180903,,91705.2475,168806447,MR,Siemens,AX PD,Skyra,Patient_4892318383883587595,Patient_4892318383883587595,F,070Y,84.36819155,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.239687,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,153,FFS,1.3.6.1.4.1.55648.4503357841688693716134829673570303,1.3.6.1.4.1.55648.4503357841688693716134829673570303.5,5,1,37,-105.76166567242\-25.720475968417\-39.076554385138,0.99972827887301\0.01283528485248\-0.0194582600551\6.5346264e-008\0.83474918323735\0.55063036702,,,-20.91696399,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1979.0,960,1857,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain. T12 hemangioma. Lower back pain, M54.5 Left leg pain, M79.605 Difficulty walking, R26.2 Comparison PHI: Lumbar spine radiographs from PHI/DD/YYYY and MM/DD/YYYY. Lumbar spine MR examination from PHI/DD/YYYY. Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial proton density images. In addition, axial T1 weighted images were obtained from the T11 level to the L1 level. Findings: There is grade I anterolisthesis at L4-L5 and there is minimal anterolisthesis at L5-S1. This is unchanged. There is no evidence of fracture, spondylolysis or aggressive osseous neoplasm. There is a large hemangioma in the left T12 vertebral body, extending from superior endplate to inferior endplate. The hemangioma also extends slightly into the left T12 pedicle. See axial images PHI of series 6, sagittal images PHI of series 2. The abnormality is unchanged in size and morphology when compared to sagittal image 16 of series 2 and axial images PHI of series 5 from PHI/DD/YYYY MR examination. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the L1 level. T11-T12: Very minimal spondylosis. Facet joints are unremarkable. Extremely small left paracentral disc protrusion, without significant mass effect. See axial image 3 of series 5. T12-L1: Very minimal spondylosis. Facet joints are unremarkable. ----- Page Break ----- L1-L2: No spondylotic changes. Facet joints are unremarkable. L2-L3: No spondylotic changes. Minimal bilateral facet arthrosis. L3-L4: Minimal spondylosis. Mild bilateral facet arthrosis. Minimal disc bulge. L4-L5: Mild spondylosis. Severe bilateral facet arthrosis. Small disc bulge, exaggerated by the anterolisthesis. Moderate-to-severe central canal stenosis, axial image 31 of series 5, unchanged compared to axial image 26 of series 5 from the MM/DD/YYYY MR study. L5-S1: Mild spondylosis. Moderate bilateral facet arthrosis. Small disc bulge, exaggerated by the minimal anterolisthesis. The visualized paraspinal and abdominopelvic soft tissues are unremarkable in PHI appearance. ------------------------- IMPRESSION: Stable appearance of a large hemangioma in the T12 vertebra. Lower lumbar anterolistheses. Spondylosis and facet arthrosis. Moderate-to-severe central canal stenosis at L4-L5. No change compared to MR images from PHI/DD/YYYY. Extremely small left paracentral disc protrusion at T11-T12, without significant mass effect. Spondylolisthesis, M43.16 Degeneration lumbar spine, M51.36 Spinal stenosis, M48.06 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.4503357841688693716134829673570303/1.3.6.1.4.1.55648.4503357841688693716134829673570303.5,1.3.6.1.4.1.55648.4503357841688693716134829673570303/1.3.6.1.4.1.55648.4503357841688693716134829673570303.5.pkl
-,1.3.6.1.4.1.55648.986299039891346362481441505012880/1.3.6.1.4.1.55648.986299039891346362481441505012880.2,192,True,,69.34911418,0.0001266,ISO_IR 100,ORIGINAL\PRIMARY\M\ND\NORM,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.986299039891346362481441505012880.2.192,20200414,,154458.055,49796621,MR,Siemens,SAG 3D T1 MPRAGE,Skyra,Patient_6035385322997516827,Patient_6035385322997516827,F,039Y,81.64663699,,,GR\IR,SK\SP\MP,IR,3D,*tfl3d1_16ns,0.900000036,2300.0,2.32,1,123.224393,1H,1.0,3.0,,255,1.0,100,100.0,200.0,syngo MR E11,SAG 3D T1 MPRAGE,Body,0\256\256\0,ROW,8,HFS,1.3.6.1.4.1.55648.986299039891346362481441505012880,1.3.6.1.4.1.55648.986299039891346362481441505012880.2,2,1,192,82.949622193972\-117.57869243622\125.41060686111,0\1\0\0\0\-1,,,82.94962219,1,MONOCHROME2,256,256,0.9375\0.9375,16,12,11,0,0.0,81.0,25,66,,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN NON CONTAST AND DTI HISTORY: M54.81 Head/Neck Pain R20.2 Upper and Lower Extremity LASTNAME and Needles R51 Headache/Facial Pain G35 Multiple sclerosis Technique: Multiplanar, multisequence MRI of the brain was performed without the administration of intravenous contrast. Findings: Comparison: MRI brain MM/DD/YYYY Brain: There is redemonstration of a punctate T2/FLAIR hyperintensity within the right frontal lobe subcortical white matter. There is no associated mass effect or restricted diffusion. No acute intracranial hemorrhage or infarct. No midline shift or mass lesion. No diffusion weighted abnormality. Ventricles: The ventricles, sulci, and cisterns are normal in caliber for patient's age without evidence for hydrocephalus. Flow voids: The flow voids at the skull base are unremarkable. Extra-axial spaces:There is no extra-axial collection or extra-axial mass. Extracranial findings: There are scattered inflammatory mucosal changes in the paranasal sinuses. The craniocervical junction is within normal limits. The orbits are intact. ------------------------- IMPRESSION: Stable punctate T2/FLAIR hyperintensity within the right frontal lobe subcortical white matter which can be seen in the setting of vasospastic phenomena such as a migraine. Overall stable examination. ICD 10 - ----- Page Break ----- White matter disease, unspecified R90.82 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",30,1.3.6.1.4.1.55648.986299039891346362481441505012880/1.3.6.1.4.1.55648.986299039891346362481441505012880.2,1.3.6.1.4.1.55648.986299039891346362481441505012880/1.3.6.1.4.1.55648.986299039891346362481441505012880.2.pkl
-,1.3.6.1.4.1.55648.2697210102718563058687046410764132/1.3.6.1.4.1.55648.2697210102718563058687046410764132.5,181,True,,178.8871698,0.000209808,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2697210102718563058687046410764132.5.1,20191031,92753.881,92708.635,161169739,MR,Siemens,3D MRA HEAD,Skyra,Patient_5776949245884127241,Patient_5776949245884127241,F,024Y,74.84275057,,BRAIN,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,20.0,3.69,1,123.227851,1H,1.0,3.0,17.4,280,1.0,100,88.125,185.0,syngo MR E11,3D MRA HEAD,Body,0\320\282\0,ROW,18,HFS,1.3.6.1.4.1.55648.2697210102718563058687046410764132,1.3.6.1.4.1.55648.2697210102718563058687046410764132.5,5,1,1,-95.055127886846\-56.068129347389\-74.867753644891,0.9947315722209\-0.0929409996424\0.0432558644859\0.07479424008576\0.94654595283591\0.3137779163994,,,-47.03001854,1,MONOCHROME2,320,282,0.625\0.625,16,12,11,0,0.0,600.0,172,409,,,,,,,,,,,,,,,,,,,,"MRA-MRV 3T HEAD NON CONTRAST HISTORY: R55 Syncope CLINICAL HISTORY: 24-year-old female with syncope, dizziness, and headaches. TECHNIQUE: MRA of the head was performed on a 3 Tesla MR scanner. A three-dimensional time-of-flight data set was acquired and was reconstructed into axial images and also into three-dimensional renderings which were viewed in multiple projections. COMPARISON: No prior correlative angiographic imaging was available for review. FINDINGS: Both internal carotid arteries are well-developed and are normal in course and caliber and flow to their respective anterior and middle cerebral arteries and also to posterior communicating arteries. Infundibula at the origins of the posterior communicating arteries bilaterally are present. Both vertebral arteries are well-developed with the left being slightly larger than the right. The vertebrobasilar junction is normal. The basilar artery is normal in course and caliber and flows to both superior cerebellar arteries and both posterior cerebral arteries. The intracranial vessels taper normally. No dissections, stenoses, occlusions, or aneurysms are demonstrated. ------------------------- IMPRESSION: Normal examination. - Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",73,1.3.6.1.4.1.55648.2697210102718563058687046410764132/1.3.6.1.4.1.55648.2697210102718563058687046410764132.5,1.3.6.1.4.1.55648.2697210102718563058687046410764132/1.3.6.1.4.1.55648.2697210102718563058687046410764132.5.pkl
-,1.3.6.1.4.1.55648.356222917419640888956096486122757/1.3.6.1.4.1.55648.356222917419640888956096486122757.5,26,True,,23.96861601,0.000152826,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.356222917419640888956096486122757.5.26,20191016,,152108.975,262262500,MR,Siemens,AX PD,Skyra,Patient_7517065883694758441,Patient_7517065883694758441,M,053Y,90.71848554,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.25707,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.356222917419640888956096486122757,1.3.6.1.4.1.55648.356222917419640888956096486122757.5,5,1,26,-109.98579534511\-31.118734860748\-52.268396913789,0.99992471759678\0.00585530126069\-0.0107830694218\-1.285332e-009\0.87879760500185\0.47719468714877,,,-32.4308607,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2601.0,631,1361,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 low back pain radiating down bilateral legs with difficulty walking. TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is maintained. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of fracture infiltrative process. The vertebral body heights are intact. Intervertebral Discs: Disc desiccation at L3-4. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L3-L4: Left foraminal and left subarticular protruded disc herniation with moderate left neural foraminal narrowing encroaching on the left exiting L3 nerve root and left subarticular stenosis encroaching on the left descending L4 nerve root. L4-5: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L5-S1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L3-L4: Left foraminal and left subarticular protruded disc herniation with moderate left neural foraminal narrowing encroaching on the left exiting L3 nerve root and left subarticular stenosis encroaching on the left descending L4 nerve root. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.356222917419640888956096486122757/1.3.6.1.4.1.55648.356222917419640888956096486122757.5,1.3.6.1.4.1.55648.356222917419640888956096486122757/1.3.6.1.4.1.55648.356222917419640888956096486122757.5.pkl
-,1.3.6.1.4.1.55648.280349369296793111437744542333718/1.3.6.1.4.1.55648.280349369296793111437744542333718.16001,144,True,,133.9426775,0.0001688,ISO_IR 100,DERIVED\PRIMARY\M\NORM\WATER\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.280349369296793111437744542333718.16001.1,20200205,,170808.1675,150394245,MR,Siemens,t1_vibe_dixon_cor_p6_bh_320_iso_W,MAGNETOM Vida,Patient_7394507754570594222,Patient_7394507754570594222,M,037Y,104.326,,PELVIS,GR,SK,PFP\PFF\CG\RG\PER,3D,*fl3d2,1.5,4.21,1.34,1,123.202769,1H,,3.0,,234,2.0,90,81.25,744.0,syngo MR XA11,t1_vibe_dixon_cor_p6_bh_320_iso,Body,0\320\234\0,ROW,9,FFS,1.3.6.1.4.1.55648.280349369296793111437744542333718,1.3.6.1.4.1.55648.280349369296793111437744542333718.16001,16001,1,1,-199.174\-101.362\322.501,1\0\0\0\0\-1,,,-101.362,1,MONOCHROME2,320,260,1.4063\1.4063,16,12,11,0,0.0,722.0,195,457,,Contrast agent,0.0,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRA 3T pelvis without and with CONTRAST HISTORY: Malignant hypertension TECHNIQUE: MRA of the pelvis was performed without and with intravenous contrast on a 3 Tesla magnet. 9.5cc Gadavist was administered. COMPARISON: None FINDINGS: The common iliac, internal iliac, external iliac and common femoral arteries normal bilaterally. No evidence of arterial stenosis. ------------------------- IMPRESSION: Normal MRA of the pelvis. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",62,1.3.6.1.4.1.55648.280349369296793111437744542333718/1.3.6.1.4.1.55648.280349369296793111437744542333718.16001,1.3.6.1.4.1.55648.280349369296793111437744542333718/1.3.6.1.4.1.55648.280349369296793111437744542333718.16001.pkl
-,1.3.6.1.4.1.55648.682300462107338896156060465307458/1.3.6.1.4.1.55648.682300462107338896156060465307458.4,28,True,,23.85409117,0.000165462,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.682300462107338896156060465307458.4.28,20191025,,124243.325,646636547,MR,Siemens,AX PD,Skyra,Patient_8523739330039544804,Patient_8523739330039544804,M,018Y,90.71848554,,SHOULDER,SE,SK\SP\OSP,,2D,*tseR2d1_8,3.0,3500.0,34.0,1,123.220682,1H,1.0,3.0,3.0,575,8.0,100,100.0,200.0,syngo MR E11,AX PD,Body,0\384\384\0,ROW,160,HFS,1.3.6.1.4.1.55648.682300462107338896156060465307458,1.3.6.1.4.1.55648.682300462107338896156060465307458.4,4,1,28,47.131166458448\-81.9622192386\-8.8066673278809,1\4.897e-012\0\-4.897e-012\1\0,,,-8.806667328,1,MONOCHROME2,384,384,0.33854165673256\0.33854165673256,16,12,11,0,0.0,1720.0,450,993,,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT SHOULDER NON CONTRAST HISTORY: Injury MM/DD/YYYY S43.422A Sprain of left rotator cuff capsule, initial encounter TECHNIQUE: Left shoulder imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Acromion and bursa: The acromion has a curved configuration (type II). Mild sprain of the acromioclavicular joint is present, without evidence for ligament tears. A small amount of fluid is present in the subacromial/subdeltoid bursa. Rotator cuff tendons: Minimal interstitial delamination of the distal supraspinatus tendon is present, without evidence for high-grade tears. Biceps tendons: The tendons of the long and short heads of the biceps brachii are intact. Cartilage and labrum: No full-thickness cartilage defects are present. No overt labral tears are identified. Bone marrow: The bone marrow signal is overall age appropriate. There is no evidence for significant lymphadenopathy in the visualized portions of the axilla. No asymmetric muscle atrophy is present. ------------------------- IMPRESSION: Minimal interstitial delamination of the distal supraspinatus tendon, without evidence for high-grade tears. S46.012A Mild sprain of the acromioclavicular joint, without evidence for ligament tears. S43.52XA ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",92,1.3.6.1.4.1.55648.682300462107338896156060465307458/1.3.6.1.4.1.55648.682300462107338896156060465307458.4,1.3.6.1.4.1.55648.682300462107338896156060465307458/1.3.6.1.4.1.55648.682300462107338896156060465307458.4.pkl
-,1.3.6.1.4.1.55648.610288471486353588172489838905875/1.3.6.1.4.1.55648.610288471486353588172489838905875.5,27,True,,23.37399721,0.000148773,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.610288471486353588172489838905875.5.27,20200120,,,821701089,MR,Siemens,AX PD,Skyra,Patient_7806583232238522008,Patient_7806583232238522008,M,048Y,90.71848554,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_14,4.0,3000.0,38.0,1,123.255593,1H,1.0,3.0,4.4,269,14.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,132,FFS,1.3.6.1.4.1.55648.610288471486353588172489838905875,1.3.6.1.4.1.55648.610288471486353588172489838905875.5,5,1,27,-86.627753885954\-23.840923651346\-134.65476115769,0.99937548171661\-0.0138155600145\0.03252348144299\-2.0151819e-008\0.92040117240307\0.39097529568894,,,-111.4825135,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2271.0,943,1910,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post injury in MONTH XX. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: MRI examination of the lumbar spine dated MM/DD/YYYY and X-ray examination of the lumbar spine dated MM/DD/YYYY. FINDINGS: Sagittal images demonstrate retrolisthesis at L2-L3. Vertebral height is normal. Vertebral marrow signal is generally normal, with mixed endplate changes at multiple levels, most diffusely at L5-S1. There is loss of disc signal from L2-L3 through L5-S1, on the T2-weighted sequence, which reflects disc desiccation. There is associated disc space narrowing at L4-L5 and especially at L5-S1. The remainder of the visualized disc spaces maintain normal height and relatively normal signal intensity characteristics. There is anterior vertebral spurring in the lumbar region. There is no evidence of disc bulge or herniation at T12-L1 or L1-L2. At L2-L3, there is annular bulging and posterior vertebral spurring, as well as posterior vertebral subluxation, which flattens the ventral thecal sac. This was present on the previous study. At L3-L4, there is annular bulging and posterior/posterolateral vertebral spurring, which flattens the ventral thecal sac and encroaches upon the inferior foramina bilaterally. This has developed in the interim since the previous examination. ----- Page Break ----- At L4-L5, there is stable annular bulging and posterior/posterolateral vertebral spurring, which flattens the ventral thecal sac and encroaches upon the inferior foramina bilaterally. At L5-S1, there is stable annular bulging and posterior/lateral vertebral spurring, which effaces the ventral epidural fat, abuts the ventral thecal sac and S1 nerve roots, encroaches upon the lateral recesses, and narrows the neural foramina, with impingement of the exiting L5 nerve roots on both sides. The facet joints demonstrate normal alignment. There is bilateral facet joint arthropathy at L2-L3 and L3-L4 and on the left at L4-L5. There is inflammation of the posterior soft tissues surrounding the right facet joint at L3-L4. There are small scattered facet joint effusions. There is no evidence of central spinal stenosis. The conus medullaris is normal in position and appearance. There are mild atrophic changes of the posterior paraspinal muscles. ------------------------- IMPRESSION: 1. Facet joint arthropathy at L2-L3 and L3-L4 bilaterally, and on the left at L4-L5, associated with inflammation of the posterior soft tissues surrounding the right facet joint at L3-L4. 2. Annular bulge/vertebral spurring and retrolisthesis at L2-L3, which flattens the ventral thecal sac. 3. Annular bulges/vertebral spurring at L3-L4 and L4-L5, which result in: A) flattening of the ventral thecal sac. B) bilateral foraminal encroachment. 4. Annular bulge/vertebral spurring at L5-S1, which results in: A) ventral canal and lateral recess encroachment with impingement of the ventral thecal sac and S1 nerve roots. B) bilateral foraminal narrowing with bilateral L5 nerve root impingement. When compared to the previous MRI examination of MONTH XX, there has been progressive disc desiccation at L3-L4 with the development of annular bulging. The remainder of the aforementioned findings have remained essentially stable and unchanged in appearance. ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.610288471486353588172489838905875/1.3.6.1.4.1.55648.610288471486353588172489838905875.5,1.3.6.1.4.1.55648.610288471486353588172489838905875/1.3.6.1.4.1.55648.610288471486353588172489838905875.5.pkl
-,1.3.6.1.4.1.55648.3984763000536151501122338896396632/1.3.6.1.4.1.55648.3984763000536151501122338896396632.1,128,True,,101.85074,0.000299692,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3984763000536151501122338896396632.1.128,20171208,94125.976,94100.26,335773512,MR,Siemens,AAHead_Scout,Aera,Patient_5347297950910080294,Patient_5347297950910080294,M,056Y,81.64663699,,HEAD,GR,SP,PFP,3D,*fl3d1_ns,1.600000024,4.52,2.38,1,63.673482,1H,1.0,1.5,,118,1.0,100,100.0,540.0,syngo MR D13E,AAHead_Scout,Body,0\160\160\0,ROW,8,HFS,1.3.6.1.4.1.55648.3984763000536151501122338896396632,1.3.6.1.4.1.55648.3984763000536151501122338896396632.1,1,1,128,101.60000151396\-110\130,0\1\0\0\0\-1,,,101.6000015,1,MONOCHROME2,160,160,1.625\1.625,16,12,11,0,0.0,30.0,15,30,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN AND PITUITARY PRE AND POST IV CONTRAST HISTORY: E03.9 Hypothyroidism, unspecified R56.9 Seizures R42 Dizziness/Vertigo R55 Syncope . COMPARISON: Comparison is made with the prior from PHI MM, YYYY dating back to XX TECHNIQUE: Multisequence multiplanar MRI of the brain was obtained. The study was performed on a 1.5 Tesla high field wide bore magnet. Study was performed before and after the administration of 9 cc of gadavist FINDINGS: Pituitary: No sellar enlargement is appreciated. The pituitary gland is normal in size and demonstrates homogenous enhancement. No discrete mass is identified. The infundibulum is midline. There is no mass effect on the optic nerves or optic chiasm. The cavernous sinuses appear normal. Brain parenchyma: There has been interval increased signal abnormality and expansion of the hypothalamus bilaterally, slowly progressing from PHI, with right-sided 5 mm focus of enhancement. T2 signal abnormality extending along the medial temporal lobes, pons and medulla is not significantly changed. There is increased signal abnormality in the an expansion of the right middle cerebellar peduncle . After the administration of contrast, there is interval increased nodular enhancement within the pons, right middle cerebellar peduncle, left cerebellum. Patient is noted to be status post left frontal parietal craniotomy. Encephalomalacic changes are seen in the left parietal lobe. There is no acute intracranial hemorrhage. No restricted diffusion is seen to suggest acute infarction. Extraaxial spaces: Unremarkable. ----- Page Break ----- Ventricles and sulci: Normal for age. ------------------------- IMPRESSION: Increased T2 signal, expansion and enhancement of the hypothalamus Increased signal abnormality and expansion of the right middle cerebellar peduncle. Increased nodular enhancement within the pons and cerebellum compatible with tumor progression Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",29,1.3.6.1.4.1.55648.3984763000536151501122338896396632/1.3.6.1.4.1.55648.3984763000536151501122338896396632.1,1.3.6.1.4.1.55648.3984763000536151501122338896396632/1.3.6.1.4.1.55648.3984763000536151501122338896396632.1.pkl
-,1.3.6.1.4.1.55648.014662911722519836274145693108513/1.3.6.1.4.1.55648.014662911722519836274145693108513.3,44,True,,36.0590086,0.000384092,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.014662911722519836274145693108513.3.44,20161226,,180728.9225,572799897,MR,Siemens,AX PD FS,Skyra,Patient_5500897318091605013,Patient_5500897318091605013,M,053Y,86.18256126,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.257303,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.014662911722519836274145693108513,1.3.6.1.4.1.55648.014662911722519836274145693108513.3,3,1,44,28.387188172975\-101.76170191606\-72.150604248047,0.99470281684516\0.10279253941947\0\-0.1027925394195\0.99470281684516\0,,,-72.15060425,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,2076.0,794,1573,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST HISTORY: M25.562 Left knee pain S83.204A Oth tear of unsp meniscus, current injury, left knee, init M25.362 Left knee instability TECHNIQUE: Left knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Ligaments: Sprain/mucoid degeneration of the anterior cruciate ligament is present, without tears. Is also mild sprain of the medial collateral ligament. The posterior cruciate and lateral collateral ligaments are intact. Menisci: Degeneration of the medial meniscus is present with horizontal tear involving its body. Is also a horizontal tear involving the posterior horn medial meniscus. Fraying of the free edge of the lateral meniscus is also identified. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. The patella has a bipartite configuration with secondary ossification center in the superior lateral aspect. Effusion: A moderate knee joint effusion is present. Soft tissue edema is present on the anterior aspect of the knee. Cartilage: Almost full-thickness cartilage loss is present in the medial femorotibial compartment. Less severe cartilage loss is present in the patellofemoral and lateral femorotibial compartments. Bone Marrow: Overall, the bone marrow signal is age-appropriate. Popliteal fossa: There is no significant popliteal cyst. Popliteus muscle and tendon are ----- Page Break ----- intact. Iliotibial band: The iliotibial band is within normal limits. Posterolateral corner: The posterior lateral corner is unremarkable. ------------------------- IMPRESSION: Complex tear involving the body and posterior horn medial meniscus. S83.232A Mild fraying of the free edge of the lateral meniscus. S83.282A Tricompartment degenerative changes, with cartilage loss most pronounced in the medial femorotibial compartment. M17.12 Moderate knee joint effusion. M25.462 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.014662911722519836274145693108513/1.3.6.1.4.1.55648.014662911722519836274145693108513.3,1.3.6.1.4.1.55648.014662911722519836274145693108513/1.3.6.1.4.1.55648.014662911722519836274145693108513.3.pkl
-,1.3.6.1.4.1.55648.0304162008017695579388589431029452/1.3.6.1.4.1.55648.0304162008017695579388589431029452.3,43,True,,37.72330475,0.00018096,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0304162008017695579388589431029452.3.43,20180622,,132716.815,320207037,MR,Siemens,AX PD FS,Skyra,Patient_4512931040054682832,Patient_4512931040054682832,F,056Y,81.64663699,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.157993,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.0304162008017695579388589431029452,1.3.6.1.4.1.55648.0304162008017695579388589431029452.3,3,1,43,-144.78576908183\-80.727767984715\-58.506023406982,0.99834181678694\-0.0575640239607\0\0.05756402396069\0.99834181678694\0,,,-58.50602341,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,2233.0,942,1862,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M25.561 Technique: MRI of the right knee was performed on a 3.0 T magnet utilizing standard multiplanar, multisequence image acquisition. Comparison study: Right knee MRI MM/DD/YYYY Findings: The lateral meniscus is intact. There is a horizontal tear of the posterior horn of the medial meniscus extending to the superior articular surface. There is additional longitudinal tearing of the posterior horn of the medial meniscus near its posterior root. There is mucoid degeneration of the anterior cruciate ligament. The posterior cruciate ligament is normal. The quadriceps and patellar tendons are intact. The collateral structures are maintained. The patella retinacula are normal and the semimembranosus and pes anserine tendons are preserved. There is a small, ruptured popliteal cyst. The articular cartilage of the patella is maintained. There is mild cartilage wear along the medial and lateral aspects of the femoral trochlea. There is generalized moderate cartilage wear along the posterior weightbearing aspect of the medial femoral condyle. The articular cartilage of the lateral compartment remains intact. There is a new 0.5 cm loose body posterior to the lateral femoral condyle. A small knee joint effusion is present. ----- Page Break ----- There has been no interval change in size of a 1.8 cm low-grade chondroid lesion in the proximal fibula. ------------------------- IMPRESSION: 1. No interval change in appearance of a medial meniscal tear. 2. Interval development of mucoid degeneration of the ACL. 3. Mild progression of patellofemoral and medial compartment arthritis with new 0.5 cm loose body. 4. Small knee joint effusion and small, ruptured popliteal cyst. 5. No interval change in proximal fibular low-grade chondral lesion. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",54,1.3.6.1.4.1.55648.0304162008017695579388589431029452/1.3.6.1.4.1.55648.0304162008017695579388589431029452.3,1.3.6.1.4.1.55648.0304162008017695579388589431029452/1.3.6.1.4.1.55648.0304162008017695579388589431029452.3.pkl
-,1.3.6.1.4.1.55648.124845183574342996306947680210131/1.3.6.1.4.1.55648.124845183574342996306947680210131.5,25,True,,19.01987648,0.000171661,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.124845183574342996306947680210131.5.25,20191106,,142231.29,628050650,MR,Siemens,AXI T2,Espree,Patient_7769912818510579927,Patient_7769912818510579927,M,047Y,86.18256126,,,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_10,4.0,3000.0,92.0,1,63.648186,1H,1.0,1.5,4.4,340,10.0,75,100.0,180.0,syngo MR B19,AXI T2,Body,320\0\0\240,COL,180,FFS,1.3.6.1.4.1.55648.124845183574342996306947680210131,1.3.6.1.4.1.55648.124845183574342996306947680210131.5,5,1,25,-114.73449292997\-33.098764449873\-80.186748406879,0.99968942901986\0.0112426932079\-0.022240668951\-6.1044674e-008\0.89245570808533\0.45113502314264,,,-59.47279517,1,MONOCHROME2,320,320,0.6875\0.6875,16,12,11,0,0.0,1563.0,639,1345,,,,,,,,,,,,,,,,,,,,MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain M62.830 Spasm of back muscles TECHNIQUE: Lumbar spine imaged on a 1.5 Tesla high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Alignment of the lumbar spine is near anatomic. There are no compression deformities. The bone marrow signal is overall age appropriate. The conus medullaris terminates at the T12-L1 level and is within normal limits. The visualized paraspinal soft tissues are grossly unremarkable. L1-L2: Disc desiccation with diffuse disc bulge and right foraminal disc herniation coming in contact with exiting right L1 nerve roots in the neural foramen. No significant spinal canal stenosis. L2-L3: Disc desiccation with diffuse disc bulge encroaching on the inferior aspects of neural foramina bilaterally. Mild degeneration of the apophyseal joints is present. L3-L4: Disc desiccation with diffuse disc bulge encroaching on the inferior aspects of neural foramina bilaterally. Mild degeneration of the apophyseal joints is present. L4-L5: Disc desiccation with diffuse disc bulge encroaching on the inferior aspects of neural foramina bilaterally. Superimposed right foraminal disc herniation coming in contact with exiting right L4 nerve roots. Mild degeneration of the apophyseal joints is present. L5-S1: No evidence for significant spinal canal stenosis or neural foraminal compromise. ------------------------- IMPRESSION: ----- Page Break ----- Multilevel degenerative changes. M51.36 Right foraminal disc herniations at the L1-L2 and L4-L5 levels coming in contact with exiting nerve roots. M51.26 Degeneration of apophyseal joints. M53.86 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,61,1.3.6.1.4.1.55648.124845183574342996306947680210131/1.3.6.1.4.1.55648.124845183574342996306947680210131.5,1.3.6.1.4.1.55648.124845183574342996306947680210131/1.3.6.1.4.1.55648.124845183574342996306947680210131.5.pkl
-,1.3.6.1.4.1.55648.2842704462404961309418463700606386/1.3.6.1.4.1.55648.2842704462404961309418463700606386.5,27,True,,19.06816006,0.000259638,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2842704462404961309418463700606386.5.27,20180405,,105149.08,251432278,MR,Siemens,AX PD,Skyra,Patient_1745252342355254172,Patient_1745252342355254172,F,079Y,77.11071271,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.246571,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,154,FFS,1.3.6.1.4.1.55648.2842704462404961309418463700606386,1.3.6.1.4.1.55648.2842704462404961309418463700606386.5,5,1,27,-101.55902638375\-22.543270018073\-66.47104325393,0.99917561049735\0.01812934579894\-0.0363239068403\-2.08108e-009\0.89474826581138\0.44657086876276,,,-53.48992233,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1579.0,862,1618,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain. The patient provides a history of rheumatoid arthritis. Lower back pain, M54.5 Numbness lower extremity, R20.0 Right leg pain, M79.604 Left leg pain, M79.605 Comparison PHI: Lumbar spine radiographs from PHI/DD/YYYY and MM/DD/YYYY. Lumbar spine MR examination from PHI/DD/YYYY. Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial proton density images. Findings: Coronal localizer image 7 of series 1 demonstrates mild levoscoliosis in the lumbar spine, centered at L2-L3. Anterolisthesis is mild at L4-L5, minimal at L3-L4. There is minimal retrolisthesis at L2-L3. There is no evidence of fracture, spondylolysis or osseous neoplasm. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the L1 level. Lower thoracic intervertebral levels from T10 to L1 are visualized only on sagittal images. There is minimal spondylosis at T10-T11 and there is a small spondylotic disc bulge at T12-L1. L1-L2: Minimal spondylosis. Facet joints are unremarkable. Small disc bulge. L2-L3: Mild spondylosis. Minimal bilateral facet arthrosis. Mild disc bulge. L3-L4: Mild spondylosis. Severe bilateral facet arthrosis. Moderate disc bulge. Small ----- Page Break ----- right paracentral disc protrusion, impinging on the right L4 nerve root. See axial image 14 of series 5. There is additional protruding disc in the right neural foramen, contacting the exiting right L3 nerve, sagittal image 2 of series 2. There is mild central canal stenosis, axial image 15 of series 5. Findings are unchanged compared to axial images 13-14 of series 5 from the MM/DD/YYYY study. L4-L5: Mild-to-moderate spondylosis. Severe bilateral facet arthrosis. Severe disc bulge, exaggerated by the anterolisthesis. Moderate left foraminal stenosis. Severe central canal stenosis, slightly worse compared to axial image 19 of series 5 from the MM/DD/YYYY study. L5-S1: Minimal spondylosis. Bilateral facet arthrosis, moderate on the right and severe on the left. Dependent edema is seen in the subcutaneous fat of the lower back. The visualized abdominopelvic soft tissues are unremarkable. ------------------------- IMPRESSION: Listheses as noted. Mild lumbar levoscoliosis. Lumbar spondylosis and facet arthrosis as detailed above. Disc bulging and severe central canal stenosis at L4-L5 are slightly worse compared to the MM/DD/YYYY study. The remainder of the examination is unchanged. Right-sided disc protrusion at L3-L4, imaging on the right L4 nerve root and exiting right L3 nerve. Spondylolisthesis, M43.16 Other idiopathic scoliosis, lumbar region, M41.26 Degeneration lumbar spine, M51.36 Herniated disc lumbar spine, M51.26 Spinal stenosis, M48.06 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.2842704462404961309418463700606386/1.3.6.1.4.1.55648.2842704462404961309418463700606386.5,1.3.6.1.4.1.55648.2842704462404961309418463700606386/1.3.6.1.4.1.55648.2842704462404961309418463700606386.5.pkl
-,1.3.6.1.4.1.55648.822508206149628396944024316973385/1.3.6.1.4.1.55648.822508206149628396944024316973385.7,31,True,,28.64590144,0.000158072,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.822508206149628396944024316973385.7.31,20200303,,141658.355,239043526,MR,Siemens,AX PD,Skyra,Patient_795404576758485541,Patient_795404576758485541,M,048Y,99.79033409,,SHOULDER,SE,SK\SP\OSP,,2D,*tseR2d1_8,3.0,3500.0,34.0,1,123.2604,1H,1.0,3.0,3.0,575,8.0,100,100.0,200.0,syngo MR E11,AX PD,Body,0\384\384\0,ROW,160,HFS,1.3.6.1.4.1.55648.822508206149628396944024316973385,1.3.6.1.4.1.55648.822508206149628396944024316973385.7,7,1,31,-182.25542449914\-86.733305931459\-24.872932434082,1\4.897e-012\0\-4.897e-012\1\0,,,-24.87293243,1,MONOCHROME2,384,384,0.390625\0.390625,16,12,11,0,0.0,2194.0,859,1811,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT SHOULDER NON CONTRAST History: Right shoulder pain. Concern for rotator cuff abnormality. M25.511 Comparison PHI: None Technique: The right shoulder was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Axial proton density and gradient echo images; oblique sagittal fat-saturated proton density images; and oblique coronal proton density and fat-saturated proton density images were obtained. Findings: The skin and subcutis are unremarkable. There is mild AC joint osteoarthritis. There is intensity accompanying marrow edema and there is accompanying capsular edema. These findings suggest chronic repetitive overuse. This may be a source of pain. Correlate clinically. No subacromial enthesophyte is visualized. No bursal effusion is visualized. There is physiologic glenohumeral joint fluid. The supraspinatus tendon is unremarkable. The infraspinatus tendon exhibits minimal tendinosis. The subscapularis tendon is unremarkable. The long head biceps tendon exhibits minimal tenosynovitis. There is moderate diffuse degeneration in the anterior and anterosuperior labrum, without ----- Page Break ----- a discrete tear, axial images 14-16 of series 3. There is moderate glenohumeral joint osteoarthritis. There is no evidence of fracture, osteonecrosis, or osseous neoplasm. The suprascapular nerve is unremarkable in PHI appearance. The visualized muscle bellies exhibit normal size, shape and signal, without evidence of edema or atrophy. No soft tissue mass is visualized. No soft tissue cyst or extrasynovial fluid collection is visualized. ------------------------- IMPRESSION: Osteoarthritis is mild at the AC joint, however there is disproportionate marrow edema and capsular edema at that articulation, perhaps reflecting chronic repetitive overuse. This may be a source of pain. Correlate clinically. Moderate osteoarthritis in the glenohumeral joint. Degeneration in the anterior and anteroinferior labrum, without discrete tear. Minimal long head biceps tenosynovitis. Minimal infraspinatus tendinosis. M19.011 S43.431A M75.21 S46.011A Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",26,1.3.6.1.4.1.55648.822508206149628396944024316973385/1.3.6.1.4.1.55648.822508206149628396944024316973385.7,1.3.6.1.4.1.55648.822508206149628396944024316973385/1.3.6.1.4.1.55648.822508206149628396944024316973385.7.pkl
-,1.3.6.1.4.1.55648.4749597219409285107504572715689116/1.3.6.1.4.1.55648.4749597219409285107504572715689116.8,176,True,,170.1303949,0.00016284,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM3_2\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4749597219409285107504572715689116.8.1,20181220,,151502.3275,247512057,MR,Siemens,AX 3D MPRAGE,Amira,Patient_9909077304283230054,Patient_9909077304283230054,F,069Y,63.50293988,,HEAD,GR\IR,SK\SP\MP,IR,3D,*tfl3d1_16,1.0,2200.0,3.15,1,63.679621,1H,1.0,1.5,,231,1.0,100,90.625,160.0,syngo MR E11,AX 3D MPRAGE,Body,0\256\232\0,ROW,8,HFS,1.3.6.1.4.1.55648.4749597219409285107504572715689116,1.3.6.1.4.1.55648.4749597219409285107504572715689116.8,8,1,1,-114.39672970711\-128.15987825449\-101.54483110458,1\4.897e-012\0\-4.897e-012\1\0,,,-101.5448311,1,MONOCHROME2,256,232,0.9765625\0.9765625,16,12,11,0,0.0,59.0,32,84,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN NON CONTRAST History: C34.32 Malignant neoplasm of lower lobe, left bronchus or lung R55 Syncope Comparison is with a CT from MONTH MM, YYYY MRI of the brain was performed with multiple sequences in sagittal and axial plans on 3 Tesla ultra high fieldscanner. Brain parenchyma: As seen on the prior CT scan there is a metastatic lesion in the right cerebellum measuring approximately 1.2 x 1.4 cm, with surrounding vasogenic edema. There are minimal periventricular FLAIR hyperintensities without mass effect. No acute intracranial hemorrhage is seen. There is no evidence of acute ischemia on diffusion-weighted images. Ventricles: Ventricles, sulci, and cisterns are age-appropriate. Flow voids: The major intracranial flow voids appear intact. Sinuses. There is minimal inflammatory signal in the left mastoid tip. Minimal inflammatory signal seen in the left ethmoid sinus. Bilateral parietal skull sclerotic lesions are again noted. ------------------------- IMPRESSION: Right cerebellar metastatic lesion with surrounding vasogenic edema. Metastatic calvarial sclerotic lesions. Future follow-ups with contrast imaging is suggested. Minimal small vessel ischemic disease. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.4749597219409285107504572715689116/1.3.6.1.4.1.55648.4749597219409285107504572715689116.8,1.3.6.1.4.1.55648.4749597219409285107504572715689116/1.3.6.1.4.1.55648.4749597219409285107504572715689116.8.pkl
-,1.3.6.1.4.1.55648.2855048955054691183481439101063491/1.3.6.1.4.1.55648.2855048955054691183481439101063491.5,27,True,,24.41956401,0.000176668,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2855048955054691183481439101063491.5.27,20190926,,100926.85,558818756,MR,Siemens,AX PD,Aera,Patient_6368394584332767480,Patient_6368394584332767480,M,079Y,111.1301448,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,43.0,1,63.676374,1H,1.0,1.5,4.4,308,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.2855048955054691183481439101063491,1.3.6.1.4.1.55648.2855048955054691183481439101063491.5,5,1,27,-117.48709730243\-25.599360131827\-75.39929268641,0.99992412798496\0.00579952799698\-0.010867554855\4.0992743e-008\0.88223341047949\0.47081228683386,,,-55.9103799,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,2713.0,965,2034,,,,,,,,,,,,,,,,,,,,MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain TECHNIQUE: Lumbar spine imaged on a 1.5 Tesla high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: Lumbar spine MRI obtained MM/DD/YYYY FINDINGS: Alignment of the lumbar spine is near anatomic. There are no compression deformities. The bone marrow signal is overall age appropriate. The conus medullaris terminates at the L1 level and is within normal limits. The visualized paraspinal soft tissues are grossly unremarkable. L1-L2: Disc desiccation with diffuse disc bulge encroaching on the inferior aspects of neural foramina bilaterally. L2-L3: Disc desiccation with diffuse disc bulge encroaching on the inferior aspects of neural foramina bilaterally. Mild narrowing of the left lateral recess is present with impingement on descending left L3 nerve roots. L3-L4: Disc desiccation with diffuse disc bulge encroaching on the inferior aspects of neural foramina bilaterally. Severe spinal canal stenosis is present with compression of descending L4 nerve roots in lateral recesses secondary to ligamentum flavum thickening. There is severe degeneration of the apophyseal joints. L4-L5: Disc desiccation with diffuse disc bulge encroaching on the inferior aspects of neural foramina bilaterally. Severe spinal canal stenosis with compression of descending L5 nerve roots in lateral recesses bilaterally secondary to ligamentum flavum thickening. There is severe degeneration of the apophyseal joints. L5-S1: Disc desiccation with diffuse disc bulge encroaching on the inferior aspects of neural foramina bilaterally. Narrowing of the lateral recesses bilaterally secondary to ligamentum flavum thickening. There is severe degeneration of the apophyseal joints. ----- Page Break ----- ------------------------- IMPRESSION: Severe spinal canal stenosis at the L3-L4 and L4-L5 levels. Associated compression of descending nerve roots. These findings are significantly progressed since MONTH XX. M48.061 Disc degeneration at multiple levels. Degeneration of apophyseal joints as above. M51.36 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,61,1.3.6.1.4.1.55648.2855048955054691183481439101063491/1.3.6.1.4.1.55648.2855048955054691183481439101063491.5,1.3.6.1.4.1.55648.2855048955054691183481439101063491/1.3.6.1.4.1.55648.2855048955054691183481439101063491.5.pkl
-,1.3.6.1.4.1.55648.3213697093688112765958128483405903/1.3.6.1.4.1.55648.3213697093688112765958128483405903.5,30,True,,35.26060915,0.000326872,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3213697093688112765958128483405903.5.30,20171125,,164913.14,820428568,MR,Siemens,AX PD,Skyra_fit,Patient_6746441275952900227,Patient_6746441275952900227,F,068Y,62.14216259,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_12,4.0,3000.0,41.0,1,123.230264,1H,1.0,3.0,4.4,276,12.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,144,FFS,1.3.6.1.4.1.55648.3213697093688112765958128483405903,1.3.6.1.4.1.55648.3213697093688112765958128483405903.5,5,1,30,-87.339313371543\-3.1652045933662\-106.11316366952,0.99999943523926\-0.0003651923842\0.0009980759892\1.059607e-008\0.93911333408469\0.34360754611087,,,-98.47181979,1,MONOCHROME2,320,320,0.53125\0.53125,16,12,11,0,0.0,1955.0,869,1793,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain. No surgery. ICD 10 - Lower back pain, M54.5 Technique: MRI of the lumbar spine was performed on a 3.0 Tesla ultra high field magnetic resonance imaging unit utilizing sagittal T2, T1 and STIR sequences as well as angled axial proton density images through the disc spaces. There are no prior studies available for comparison. Findings: There is straightening of the lumbar lordosis. Vertebral bodies are normal in height without a fracture or pars defect. Signal arising from bone marrow does not demonstrate an aggressive osseous lesion or infiltrative process. The lower cord and conus are normal in signal and morphology. At T11-T12 sagittal images demonstrate a small circumferential disc bulge and right foraminal disc protrusion. There is mild thecal sac compression and right foraminal stenosis. At T12-L1, there is a moderate posterior disc protrusion which is slightly eccentric to the right. Facet joints are preserved. There is mild to moderate thecal sac compression without cord compression. There is no foraminal stenosis. At L1-2, is a very shallow left paracentral disc protrusion. There is no facet arthrosis. There is no thecal sac compression. There is no foraminal stenosis. At L2-3, a disc bulge is slightly eccentric to the left. There is mild facet arthrosis. There is mild thecal sac compression. There is mild left foraminal stenosis. At L3-4, There is a small posterior disc protrusion. There is a small disc bulge and mild endplate remodeling. There is mild to moderate facet arthrosis. There is mild to moderate thecal sac compression. There is abutment of the left-sided intrathecal nerve roots abutting the left lateral recess. There is mild to moderate bilateral foraminal ----- Page Break ----- stenosis. At L4-5, There is moderate circumferential disc osteophytic ridge which extends into the neural foramen bilaterally. There is near complete loss of disc height and moderate Modic changes along the endplates. There is mild facet arthrosis. There is mild thecal sac compression. There is mild mass effect on the left L5 nerve root origin. There is moderate right foraminal stenosis with abutment of the exiting nerve root. There is mild left foraminal stenosis. At L5-S1, there is a moderate posterior disc extrusion and a small disc osteophytic ridge. There is no facet arthrosis. There is mild thecal sac compression. Disc extrusion abuts but does not compress the S1 nerve root origins. There is moderate left foraminal stenosis with abutment of exiting nerve root. There is mild right foraminal stenosis. Paraspinal musculature is symmetric. There is no bulky lymphadenopathy. ------------------------- IMPRESSION: Degenerative disc disease throughout the lumbar spine. There is a moderate posterior disc protrusion at T12-L1 and disc extrusion at L5-S1. Smaller disc protrusions are seen at other levels, including T11-T12. At L3-L4 there is mild to moderate thecal sac compression and foraminal stenosis. There is abutment of the left side intrathecal nerve roots. At L4-L5 there is mild mass effect on the left L5 nerve root origin. There is moderate right foraminal stenosis. L5-S1 the posterior disc extrusion abuts but does not compress the S1 nerve root origins. There is moderate left foraminal stenosis. ICD 10 - Herniated disc lumbar spine, M51.26 Herniated disc L5-S1, M51.27 Spinal stenosis, M48.06 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",84,1.3.6.1.4.1.55648.3213697093688112765958128483405903/1.3.6.1.4.1.55648.3213697093688112765958128483405903.5,1.3.6.1.4.1.55648.3213697093688112765958128483405903/1.3.6.1.4.1.55648.3213697093688112765958128483405903.5.pkl
-,1.3.6.1.4.1.55648.1412964174376975876663622752735622/1.3.6.1.4.1.55648.1412964174376975876663622752735622.18,176,True,,187.7704782,0.000307322,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1412964174376975876663622752735622.18.1,20190306,,162941.1,828552801,MR,Siemens,AX T1 3D MPR,Skyra,Patient_2997883498194525315,Patient_2997883498194525315,F,064Y,62.14216259,,ORBIT,GR\IR,SK\SP\MP\OSP,IR,3D,*tfl3d1_16,1.0,1900.0,2.57,1,123.243326,1H,1.0,3.0,,307,1.0,100,100.0,220.0,syngo MR E11,AX T1 3D MPR,Body,0\256\256\0,ROW,9,HFS,1.3.6.1.4.1.55648.1412964174376975876663622752735622,1.3.6.1.4.1.55648.1412964174376975876663622752735622.18,18,1,1,-107.55718651495\-103.12132237786\-85.837316538834,0.99418054762991\5.48215958e-005\0.10772667129776\-5.324e-012\0.99999987051284\-0.0005088951765,,,-73.80317269,1,MONOCHROME2,512,512,0.44921875\0.44921875,16,12,11,0,0.0,423.0,163,406,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T BRAIN AND ORBITS PRE AND POST IV CONTRAST HISTORY: H53.2 Diplopia (double vision) COMPARISON: None available. TECHNIQUE: Multisequence multiplanar MRI of the brain was obtained on a 3.0 Tesla ultra high field wide bore magnet. The examination was performed without and with intravenous contrast. 6.5 cc Gadavist were administered. High-resolution sequences through the orbits were also obtained. Per ACR guidelines and XXXXXXX policy, creatinine level test was performed prior to this examination. Results were as follows: Creatinine 0.8 mg/dL Calculated GFR is 78 . FINDINGS: Brain: There are multiple confluent and discrete lesions in periventricular and subcortical white matter. The largest lesion measuring up to 2.1 cm is ovoid and involves the left centrum semiovale and left side of the corpus callosum. There are subtle lesions additional involving the posterior aspect of the corpus callosum and the juxtacortical white matter of the left parietal lobe. . No enhancing lesions are identified. There is no evidence of a recent infarct, hemorrhage, mass or mass effect. The ventricles and sulci are within normal limits for the patient's age. Flow within the major cerebral vessels is preserved. Orbits: The optic nerves are symmetric in size and signal without abnormal enhancement. The globes, lacrimal glands and extraocular muscles are within normal limits. There is no retrobulbar mass lesion. The orbital apices and cavernous sinuses are unremarkable. Other: There is a lesion in the right cerebellar pontine angle extending into the right internal auditory canal measuring up to 1.4 cm, compatible with an acoustic neuroma. There is a mild LASTNAME I malformation with cerebellar tonsils extend descending approximately 5 mm below the foramen magnum. ----- Page Break ----- ------------------------- IMPRESSION: Lesions involving subcortical, juxtacortical and periventricular white matter of both cerebral hemispheres as well as the corpus callosum are suspicious for demyelinating disease/multiple sclerosis with or without concomitant chronic microvascular ischemic changes. No evidence of active demyelination. Clinical correlation is recommended. G35 1.4 cm right acoustic neuroma. D33.3 Mild LASTNAME I malformation. Normal MRI of the orbits. I requested that my report be faxed to the referring physician's office with confirmation of receipt. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.1412964174376975876663622752735622/1.3.6.1.4.1.55648.1412964174376975876663622752735622.18,1.3.6.1.4.1.55648.1412964174376975876663622752735622/1.3.6.1.4.1.55648.1412964174376975876663622752735622.18.pkl
-,1.3.6.1.4.1.55648.607131073606921690061786939404422/1.3.6.1.4.1.55648.607131073606921690061786939404422.12,696,True,,512.4741902,0.000812054,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.607131073606921690061786939404422.12.1,20181129,,,227286218,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_3506928026370942901,Patient_3506928026370942901,M,059Y,83.91459912,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.2433,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.607131073606921690061786939404422,1.3.6.1.4.1.55648.607131073606921690061786939404422.12,12,1,1,-119.26905222783\-87.494169809223\-12.084064634048,0.99999999989935\3.710507973e-006\1.369444718e-005\3.4595589e-008\0.96455745499769\-0.263872916398,,,-34.74142417,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,657.0,289,627,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (2.5 ng/ml up to 6 ng mL, then down to 5 ng mL as per patient), father had prostate cancer. Negative biopsy 6 years ago. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 8.4 cc Gadavist was administered. FINDINGS: Prostate size: 5 [transverse] x 3 [AP] x 4 [CC] cm, about 31 cc in volume. Postbiopsy hemorrhage: None Lesion : No focal suspicious or clinically significant lesion. Peripheral zone zone: Bilateral diffuse indistinct T2 hypointensity with some linear and wedge-shaped fibrosis, corresponding indistinct/geographic decreased ADC and minimally increased signal on ultra high b-value images, and diffuse bilateral mild, gradually increased enhancement, favoring subacute or chronic inflammation, PI-RADS 2, worse along the posterolateral right peripheral zone base towards posteromedial midgland and left base. Transition zone: Heterogeneous and mildly enlarged, consistent with BPH, distending the bladder neck without intravesical extension. Bladder: Unremarkable.. Seminal vesicle: Unremarkable. GI: Nondilated bowel. Hemorrhoids along the posterior distal anus, correlate with clinical assessment. ----- Page Break ----- Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. A partially seen small fatty marrow focus at the right ilia crest, not included on the postcontrast imaging. Degenerative disc disease with herniation suggested at L4-5 and L5-S1. ------------------------- IMPRESSION: Bilateral peripheral zone diffuse inflammatory change, correlate clinically for evidence of subacute or chronic prostatitis, if indicated, antibiotic treatment then follow-up MRI to assess for resolution and to further exclude obscured subtle lesion. D41.9. Mild BPH. N40.0 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.607131073606921690061786939404422/1.3.6.1.4.1.55648.607131073606921690061786939404422.12,1.3.6.1.4.1.55648.607131073606921690061786939404422/1.3.6.1.4.1.55648.607131073606921690061786939404422.12.pkl
-,1.3.6.1.4.1.55648.3264611311530755511743278542216400/1.3.6.1.4.1.55648.3264611311530755511743278542216400.6,81,True,,71.58490038,0.000237465,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\NONE\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3264611311530755511743278542216400.6.1,20161125,,171345.1775,585254221,MR,Siemens,AX DWI,Espree,Patient_7459643448781151856,Patient_7459643448781151856,M,089Y,79.37867485,,HEAD,EP,SK\SP,PFP\FS,2D,*ep_b0,5.0,5100.0,114.0,1,63.634227,1H,1.0,1.5,6.0,120,1.0,100,100.0,845.0,syngo MR B19,AX DWI,Body,160\0\0\160,COL,90,HFS,1.3.6.1.4.1.55648.3264611311530755511743278542216400,1.3.6.1.4.1.55648.3264611311530755511743278542216400.6,6,1,1,-112.71255785723\-150.15665914792\-34.597843983579,0.99950711104688\0.03033658050991\0.00807631411509\-0.0279187392535\0.97660741227797\-0.2132100051176,,,-64.14838516,1,MONOCHROME2,160,160,1.5625\1.5625,16,12,11,0,0.0,1079.0,188,478,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN AND IAC'S W/O HISTORY: Vertigo (R42). TECHNIQUE: Multiplanar, multisequence MRI of the brain and internal auditory canals was performed without intravenous contrast. The study was performed on a 1.5 Tesla high field wide bore magnet. COMPARISON: None available. FINDINGS: There are multiple subacute infarcts within the right posterior cerebral artery distribution, characterized by DWI hyperintensity and mild corresponding ADC deficit within the right thalamus, posterior right hippocampus, right occipital lobe, and posterior limb of the right internal capsule. There is mild associated mass effect with effacement of the adjacent sulci. There is no midline shift or hemorrhagic conversion. There is a small chronic infarct within the right centrum semiovale. There is mild to moderate generalized cerebral volume loss without evidence for superimposed hydrocephalus. The cerebellopontine angle cisterns and internal auditory canals are clear. The visualized paranasal sinuses and mastoid air cells are well aerated. The orbital contents are unremarkable. ------------------------- IMPRESSION: Multiple recent infarcts in the right posterior cerebral artery distribution without hemorrhagic conversion. Evaluation for a cardioembolic source is recommended. Doctor LASTNAME discussed these findings with Doctor FIRSTNAME LASTNAME on MM/DD/YYYY 5:29 PM. ICD 10 - Stroke/Cerebral Infarction I63.9 Atrophy G31.9 ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",38,1.3.6.1.4.1.55648.3264611311530755511743278542216400/1.3.6.1.4.1.55648.3264611311530755511743278542216400.6,1.3.6.1.4.1.55648.3264611311530755511743278542216400/1.3.6.1.4.1.55648.3264611311530755511743278542216400.6.pkl
-,1.3.6.1.4.1.55648.9320847626114331538884255608864874/1.3.6.1.4.1.55648.9320847626114331538884255608864874.1,128,True,,113.6486669,0.000161648,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9320847626114331538884255608864874.1.128,20180701,,,350734876,MR,Siemens,AAHScout,Skyra,Patient_6600082317360358104,Patient_6600082317360358104,F,052Y,68.03886416,,BRAIN,GR,SP,PFP,3D,*fl3d1_ns,1.600000024,3.15,1.37,1,123.231147,1H,1.0,3.0,,118,1.0,100,100.0,540.0,syngo MR E11,AAHScout,Body,0\160\160\0,ROW,8,HFS,1.3.6.1.4.1.55648.9320847626114331538884255608864874,1.3.6.1.4.1.55648.9320847626114331538884255608864874.1,1,1,128,101.60000151396\-110\130,0\1\0\0\0\-1,,,101.6000015,1,MONOCHROME2,160,160,1.625\1.625,16,12,11,0,0.0,15.0,7,15,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN NON CONTRAST HISTORY: H93.12 Left ear tinnitus R55 Syncope H93.11 Right ear tinnitus R51 Headache/Facial Pain R42 Dizziness/Vertigo Technique: Multiplanar, multisequence MRI of the brain was performed without the administration of intravenous contrast. Findings: Brain: There is a large area of vasogenic edema in the left frontal lobe. Centrally within this lesion there is irregular area of isointensity on T2 weighted imaging and mild hyperintensity on diffusion weighted imaging likely due to underlying mass.. On gradient echo imaging demonstrates also susceptibility artifact indicative blood products. Findings are nonspecific but could be due to glioma or metastatic lesion. Further evaluation with contrast-enhanced MRI is recommended. Significant mass effect with subfalcine herniation. There is approximately 9 mm of midline shift of the left frontal lobe towards the right. There is effacement of frontal horn of left lateral ventricle. Just inferior to the tectal plate on the left there is a focus of T1 hyperintensity. This region is low signal on fat-suppressed FLAIR sequence and most likely reflects incidental lipoma. T1 sequence with and without fat suppression can be obtained to confirm that this is due to lipoma as opposed to hemorrhage. Flow voids: The flow voids at the skull base are unremarkable. Extra-axial spaces:There is no extra-axial collection or extra-axial mass. Extracranial findings: The visualized portions of the orbits, paranasal sinuses, mastoid air cells are unremarkable. ------------------------- IMPRESSION: Vasogenic edema in left frontal lobe presumably due to underlying mass. Further evaluation with contrast-enhanced MRI is recommended. There is significant mass effect with ----- Page Break ----- subfalcine herniation. The right frontal lobe extends approximately 9 mm across the midline towards the right. Small focus of T1 hyperintensity just inferior to the right tectal plate. This most likely reflect incidental lipoma. Further evaluation with T1 weighted imaging with and without fat suppression is recommended to confirm that this is due to fat as opposed to hemorrhage. Findings discussed with Doctors. NAME at time of interpretation Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.9320847626114331538884255608864874/1.3.6.1.4.1.55648.9320847626114331538884255608864874.1,1.3.6.1.4.1.55648.9320847626114331538884255608864874/1.3.6.1.4.1.55648.9320847626114331538884255608864874.1.pkl
-,1.3.6.1.4.1.55648.2386888271451696781125007816391907/1.3.6.1.4.1.55648.2386888271451696781125007816391907.9,166,True,,159.8271391,0.000181198,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2386888271451696781125007816391907.9.1,20161230,,140313.3275,327609373,MR,Siemens,AX 3DTOF MRA,Skyra,Patient_8494212913822931712,Patient_8494212913822931712,F,036Y,68.03886416,,BRAIN,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,20.0,3.69,1,123.208122,1H,1.0,3.0,15.6,280,1.0,100,88.125,185.0,syngo MR E11,AX 3DTOF MRA,Body,0\320\282\0,ROW,18,HFS,1.3.6.1.4.1.55648.2386888271451696781125007816391907,1.3.6.1.4.1.55648.2386888271451696781125007816391907.9,9,1,1,-82.385899255201\-102.79853389844\-86.932138528109,0.99392493410797\0.05840481417417\-0.0932850633261\-0.0661906631552\0.99437613526082\-0.082673440323,,,-102.5803303,1,MONOCHROME2,320,282,0.625\0.625,16,12,11,0,0.0,565.0,160,390,4.0,,,,,,,,,,,,,,,,,,,"MRA-MRV 3T HEAD W/O CON HISTORY: R51 Headache/Facial Pain G44.229 Chronic tension headache G43.001 Migraines without aura R42 Dizziness/Vertigo/Loss Balance/Whirling Spinning Sensation R55 Doctor FIRSTNAME LASTNAMERISON: None. TECHNIQUE: MRA and MRV of the brain was performed on a 3.0 Tesla superconducting magnet utilizing 3-D time-of-flight technique in the region of the circle of FIRSTNAME and Major venous structures. 3-D reconstructions were performed on a workstation. Diffusion-weighted imaging was performed. FINDINGS: MRA: Incidental note of fetal origin of the right posterior cerebral artery which is a normal anatomic variant. Incidental note of an azygos artery which is a normal anatomic variant. No major stenosis, aneurysm, or dissection. No vascular malformation. No evidence of vasculitis. MRV: Very attenuated left transverse sinus. The left sigmoid sinus is asymmetrically smaller than the left as is the left internal jugular vein. This could reflect a normal anatomic variant dominant right transverse sinus. Less likely is chronic thrombosis of the left transverse sinus. I do not see any abnormal signal on the brain MRI. The remainder of the venous anatomy is within normal limits. Should be noted that the contrast-enhanced MRA of the neck was performed after acquisition of the MRV without contrast. This could be further assessed with contrast-enhanced MRV. ------------------------- IMPRESSION: Normal MRA of the circle of FIRSTNAME The left transverse sinus is markedly attenuated likely reflecting anatomic variant dominant right transverse sinus. Less likely is a chronically thrombosed left transverse ----- Page Break ----- sinus. This could be assessed with contrast-enhanced MRV. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",35,1.3.6.1.4.1.55648.2386888271451696781125007816391907/1.3.6.1.4.1.55648.2386888271451696781125007816391907.9,1.3.6.1.4.1.55648.2386888271451696781125007816391907/1.3.6.1.4.1.55648.2386888271451696781125007816391907.9.pkl
-,1.3.6.1.4.1.55648.66597425561034400033468145956853/1.3.6.1.4.1.55648.66597425561034400033468145956853.6,60,True,,50.29590726,0.00025034,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.66597425561034400033468145956853.6.1,20191227,,,221989133,MR,Siemens,AX DWI_TRACEW,Skyra,Patient_5373256838661716426,Patient_5373256838661716426,F,038Y,52.16312919,,BRAIN,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,6400.0,98.0,1,123.249143,1H,1.0,3.0,4.8,143,71.0,100,100.0,1040.0,syngo MR E11,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.66597425561034400033468145956853,1.3.6.1.4.1.55648.66597425561034400033468145956853.6,6,1,1,-123.0897507586\-138.39202956249\-54.981833163028,0.99953321019\0.03011843552925\0.00512265249134\-0.0298400767608\0.99841423753365\-0.0477344750575,,,-60.69375679,1,MONOCHROME2,192,192,1.3541666269302\1.3541666269302,16,12,11,0,0.0,4095.0,567,1263,,,,,,,,,,,,,,,,,,,,MRI-3T BRAIN AND PITUITARY PRE AND POST IV CONTRAST HISTORY: Pituitary tumor . COMPARISON: Comparison is with the prior from PHI . TECHNIQUE: Multisequence multiplanar MRI of the brain and pituitary were obtained. The study was performed on a 3.0 Tesla ultra high field wide bore magnet prior to and following the intravenous contrast administration of 6cc Gadavist FINDINGS: Pituitary: No sellar enlargement is appreciated. The pituitary gland is normal in size and demonstrates homogenous enhancement. The infundibulum appears to terminate on a cyst along the superior pituitary gland that measures 9 x 5.5 mm.. There is no mass effect on the optic nerves or optic chiasm. The cavernous sinuses appear normal. Brain parenchyma: There are stable nonspecific subcortical FLAIR hyperintensities without mass effect. There is no acute intracranial hemorrhage or mass lesion. No restricted diffusion is seen to suggest acute infarction. Extraaxial spaces: Unremarkable. Ventricles and sulci: Normal for age. There is mild bilateral ethmoid sinus disease. ------------------------- IMPRESSION: Stable cyst along the superior pituitary gland representing arachnoid or Rathke's cleft cyst. No definite abnormality seen within the pituitary gland ICD 10 - ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,29,1.3.6.1.4.1.55648.66597425561034400033468145956853/1.3.6.1.4.1.55648.66597425561034400033468145956853.6,1.3.6.1.4.1.55648.66597425561034400033468145956853/1.3.6.1.4.1.55648.66597425561034400033468145956853.6.pkl
-,1.3.6.1.4.1.55648.2139430467378758979356429053173777/1.3.6.1.4.1.55648.2139430467378758979356429053173777.12,638,True,,631.0568471,0.000263691,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2139430467378758979356429053173777.12.1,20190925,,,245090561,MR,Siemens,DYNAMIC PRE/POST,Verio,Patient_8428805272473630569,Patient_8428805272473630569,M,070Y,102.0582962,,,GR,SP\OSP,PFP,3D,*fl3d1,3.299999952,3.87,1.59,1,123.196335,1H,1.0,3.0,,179,1.0,100,100.0,613.0,syngo MR B19,DYNAMIC PRE/POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.2139430467378758979356429053173777,1.3.6.1.4.1.55648.2139430467378758979356429053173777.12,12,1,1,-103.55535741237\-89.277109146118\-4.9148479174382,0.99756404995022\0\0.06975647817166\0\1\0,,,2.320781435,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,783.0,339,758,,Gadavist,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Recently diagnosed prostate cancer status post biopsy. C61. TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 10 cc Gadavist was administered. I-STAT: Creatinine 0.8, GFR 101. FINDINGS: Prostate size: 4.4 [transverse] x 2.7 [AP] x 4.3 [CC] cm, about 27 cc in volume. Postbiopsy hemorrhage: None Lesion : PI-RADS Assessment Category: 4 T2-weighted images: 3, noncircumscribed moderate hypointensity. Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images.. Dynamic post-contrast images: Positive, early hyperperfusion. Size: 8 x 5 mm as measured on image 17 of series 8 Location: Left peripheral zone, posterolateral, base to midgland. Extra-prostatic extension: Additional peripheral zone findings: Mild fibrosis bilaterally Additional transition zone findings: Heterogeneous and mildly enlarged, consistent with BPH, distending the bladder neck with slight intravesical extension. Bladder: Unremarkable. ----- Page Break ----- Seminal vesicle: Unremarkable. GI: Proximal sigmoid diverticulosis. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: None.. ------------------------- IMPRESSION: 8 x 5 mm PIRADS 4 lesion at the left peripheral zone, posterolateral, base-midgland. C61. No extraprostatic extension or metastatic adenopathy or bone lesion. Mild BPH. N40.0 PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.2139430467378758979356429053173777/1.3.6.1.4.1.55648.2139430467378758979356429053173777.12,1.3.6.1.4.1.55648.2139430467378758979356429053173777/1.3.6.1.4.1.55648.2139430467378758979356429053173777.12.pkl
-,1.3.6.1.4.1.55648.0622530854161206070953996642038600/1.3.6.1.4.1.55648.0622530854161206070953996642038600.6,27,True,,18.32883358,0.000156879,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0622530854161206070953996642038600.6.27,20200410,202318.046,202157.41,210961852,MR,Siemens,AXI PD,Espree,Patient_7091410396835960252,Patient_7091410396835960252,M,050Y,136.0777283,,,SE,SK\SP\OSP,PFP\SAT1,2D,*tseR2d1_14,4.0,2400.0,39.0,2,63.647715,1H,1.0,1.5,4.4,170,14.0,75,98.75,180.0,syngo MR B19,AXI PD,Body,320\0\0\237,COL,180,FFS,1.3.6.1.4.1.55648.0622530854161206070953996642038600,1.3.6.1.4.1.55648.0622530854161206070953996642038600.6,6,1,27,-110.83605308713\-35.481495080451\-58.43414848755,0.99865308205326\0.02737777116547\-0.0440735674927\5.4356159e-008\0.84945161155869\0.52766652311886,,,-36.62363983,1,MONOCHROME2,316,320,0.71875\0.71875,16,12,11,0,0.0,2050.0,797,1694,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain M54.41 Lower back pain with right sciatica M54.42 Lower back pain with left sciatica COMPARISON: None available. TECHNIQUE: MRI of the lumbar spine was performed with multiple sequences performed in sagittal and axial planes on a 1.5 Tesla high-field wide-bore magnet. FINDINGS: Vertebral body heights: Maintained. Alignment: there is a grade 1 anterolisthesis of L5 on S1 and a levoconvex scoliosis Marrow signal: There is edema of the bilateral L3-4 facets compatible facet disease Spinal canal: The conus terminates at L1 and is unremarkable Paravertebral soft tissues: Unremarkable. Discs: There is degenerative decreased T2 disc signal at L4-5 and L5-S1 with discogenic endplate changes L1-2: There is no significant posterior disc abnormality, spinal canal or foraminal stenosis. L2-3: There is prominence of the posterior epidural fat, diffuse disc bulging with mild central canal stenosis with impingement of the descending right L3 nerve roots and mild foraminal narrowing L3-4: There is diffuse disc bulging, ligamentum flavum thickening resulting in moderate ----- Page Break ----- central canal stenosis with impingement of the right L4 nerve roots and moderate foraminal narrowing L4-5: There is diffuse disc bulging, superimposed left subarticular disc herniation compressing the descending left L5 nerve roots with moderate bilateral foraminal narrowing and mild central canal stenosis L5-S1: There is diffuse disc bulging and facet arthropathy resulting in moderate foraminal narrowing with subarticular stenosis impinging the descending left S1 nerve roots ------------------------- IMPRESSION: Mild central canal stenosis at L2-3 with impingement of the right L3 nerve roots Moderate central canal stenosis at L3-4 with impingement of the right L4 nerve roots and moderate foraminal narrowing. Edema of the L3-4 facets compatible with facet disease Disc herniation at L4-5 compresses the left L5 nerve roots and there is moderate foraminal narrowing Impingement of the descending S1 nerve roots at L5-S1 with moderate foraminal narrowing ICD 10 - Other biomechanical lesion, M99.83 Spinal stenosis, M48.06 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",40,1.3.6.1.4.1.55648.0622530854161206070953996642038600/1.3.6.1.4.1.55648.0622530854161206070953996642038600.6,1.3.6.1.4.1.55648.0622530854161206070953996642038600/1.3.6.1.4.1.55648.0622530854161206070953996642038600.6.pkl
-,1.3.6.1.4.1.55648.4976120029884543297042410781339754/1.3.6.1.4.1.55648.4976120029884543297042410781339754.6,60,True,,47.09938312,0.000256777,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4976120029884543297042410781339754.6.1,20180811,,123755.7375,559534949,MR,Siemens,AX DWI_TRACEW,Skyra,Patient_7233796701063362487,Patient_7233796701063362487,F,042Y,72.57478843,,ORBIT,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,6400.0,98.0,1,123.257319,1H,1.0,3.0,4.8,143,71.0,100,100.0,1040.0,syngo MR E11,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.4976120029884543297042410781339754,1.3.6.1.4.1.55648.4976120029884543297042410781339754.6,6,1,1,-127.69880807763\-111.24036585399\-68.507999335679,0.99940619662456\0.03076579848248\-0.0155151471846\-0.0277413524017\0.98551883552705\0.1672813264783,,,-51.59457822,1,MONOCHROME2,192,192,1.3541666269302\1.3541666269302,16,12,11,0,0.0,4095.0,514,1133,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN AND ORBITS PRE AND POST IV CONTRAST HISTORY: Optic nerve pallor and vision loss . COMPARISON: None available. TECHNIQUE: MRI of the brain was obtained on a 3.0 Tesla ultra-high field wide-bore with multiple multiplanar pulse sequences obtained prior to and following the intravenous contrast administration of 7cc Gadavist.. FINDINGS: Brain parenchyma: There are nonspecific periventricular and subcortical FLAIR hyperintensities without mass effect. There is no acute intracranial hemorrhage or mass lesion. No restricted diffusion is seen to suggest acute infarction. Extraaxial spaces: Unremarkable. Ventricles and sulci: Normal for age. Major cerebral vessels: The major intracranial flow voids are intact Paranasal sinuses and mastoid air cells: Right ethmoid sinus retention cyst and mild right maxillary sinus disease is noted Orbits: Extraocular muscles are symmetric and the retrobulbar fat is clear. The optic nerves demonstrate normal signal. No enhancing lesions are identified ------------------------- IMPRESSION: Mild nonspecific periventricular and subcortical FLAIR hyperintensities which can be seen ----- Page Break ----- with small vessel ischemic disease, migraines, demyelinating disease Unremarkable appearance of the globes and orbits Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.4976120029884543297042410781339754/1.3.6.1.4.1.55648.4976120029884543297042410781339754.6,1.3.6.1.4.1.55648.4976120029884543297042410781339754/1.3.6.1.4.1.55648.4976120029884543297042410781339754.6.pkl
-,1.3.6.1.4.1.55648.0854574232887379244149364296090533/1.3.6.1.4.1.55648.0854574232887379244149364296090533.5,30,True,,21.75373912,0.000273228,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0854574232887379244149364296090533.5.30,20170606,104344.078,104348.2775,185621316,MR,Siemens,AXI PD,Espree,Patient_6524084168858169104,Patient_6524084168858169104,M,068Y,90.71848554,,,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_9,4.0,2400.0,39.0,2,63.68232,1H,1.0,1.5,4.4,243,9.0,75,98.75,180.0,syngo MR B19,AXI PD,Body,320\0\0\237,COL,180,FFS,1.3.6.1.4.1.55648.0854574232887379244149364296090533,1.3.6.1.4.1.55648.0854574232887379244149364296090533.5,5,1,30,-101.87813425594\-24.697093323295\-101.03281506099,0.99975039993468\0.0116457420494\-0.0190660568177\-1.5664838e-008\0.85339643709643\0.52126243021257,,,-75.60516944,1,MONOCHROME2,316,320,0.6875\0.6875,16,12,11,0,0.0,1333.0,469,1030,4.0,,,,,,,,,,,,,,,,,,,"History: Lobe radiculopathy MRI-LUMBAR SPINE NON CONTRAST History: M54.5 Lower Back Pain M54.42 Lower back pain with left sciatica M51.26 Herniated disc lumbar spine M48.06 Spinal stenosis lumbar MRI examination of the lumbosacral spine was performed on a 1.5 Tesla high field wide bore magnet and multiplanar multi-sequential techniques were used. Examination is interpreted in conjunction with prior dated MM/DD/YYYY. Examination of the sagittal imaging demonstrates normal alignment and a degenerative appearance of the vertebral bodies. The conus medullaris is seen to be normal. The intervertebral disks demonstrate decreased T2 signal. At L5-S1 there is a small left lateral recess disc herniation with mass effect upon the left S1 nerve root this is new. At L4-5 there is a diffuse degenerative bulging disc with degenerative productive posterior change including left-sided synovial cyst there is a progressive severe degree of central stenosis. At L3-4 there is a diffuse degenerative bulging disc degenerative productive posterior change in a progressive severe degree of central stenosis. At L2-3 there is a diffuse degenerative bulging disc with mild progressive central stenosis. Review of the remaining levels does not demonstrate evidence of focal abnormality, disc herniation or stenosis. Incompletely evaluated is an apparent cystic lesion related to the left kidney. ----- Page Break ----- ------------------------- IMPRESSION: Progressive multilevel degenerative disc disease with herniation, severe stenosis and synovial cyst as above. ICD 10 Codes: Herniated disc L5-S1 level. M51.27 Degeneration L1-L5. M51.36 Lumbar facet degeneration. M47.816 Spinal stenosis. M48.06 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",6,1.3.6.1.4.1.55648.0854574232887379244149364296090533/1.3.6.1.4.1.55648.0854574232887379244149364296090533.5,1.3.6.1.4.1.55648.0854574232887379244149364296090533/1.3.6.1.4.1.55648.0854574232887379244149364296090533.5.pkl
-,1.3.6.1.4.1.55648.2145745427741414820944394671856351/1.3.6.1.4.1.55648.2145745427741414820944394671856351.7,72,True,,65.81942368,0.000144958,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2145745427741414820944394671856351.7.72,20180430,,94310.2575,549687083,MR,Siemens,AX T1 FS PRE,Verio,Patient_9870514556035142343,Patient_9870514556035142343,F,066Y,81.64663699,,,GR,SP\OSP,FS,3D,*fl3d1,3.0,3.92,1.39,1,123.184668,1H,1.0,3.0,,182,1.0,70,81.25,401.0,syngo MR B19,AX T1 FS PRE,Body,320\0\0\182,COL,9,FFS,1.3.6.1.4.1.55648.2145745427741414820944394671856351,1.3.6.1.4.1.55648.2145745427741414820944394671856351.7,7,1,72,-194.04958534241\-157.01861786842\-123.60365790129,1\0\0\0\1\0,,,-123.6036579,1,MONOCHROME2,260,320,1.1875\1.1875,16,12,11,0,0.0,573.0,167,421,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: R93.8 Abnormal Radiologic Study K59.1 Diarrhea K58.0 Irritable bowel syndrome with diarrhea M79.89 Extremity swelling MRI of the abdomen was performed pre and post 9 cc of Gadavist IV contrast with multiple sequences in coronal and axial planes. The examination was performed on a 3 Tesla magnet. Comparison: Note is made of recent CT angiogram of the abdomen dated MM/DD/YYYY. Findings: LIVER: Evaluation of the liver demonstrates a 3.1 x 2.8 cm rounded somewhat heterogeneous structure along the left hepatic dome laterally. This demonstrates areas of bright T1 and T2 signal intensity with no evidence of fat suppression likely representing a cyst containing hemorrhagic content. A probable internal septation is present. No definite internal enhancement is appreciated on subtraction imaging although this evaluation slightly limited due to motion artifact. This previously measured 3.4 x 2.6 cm on the prior CT of MM/DD/YYYY and demonstrated minimally increased attenuation compared with simple fluid at the time of the prior examination. There are scattered few additional cysts in the liver measuring up to 1.8 cm along the margin right hepatic lobe posteriorly. A small flash filling hemangioma is also noted in the left hepatic dome medially measuring 5 mm in diameter. There is no definite evidence of hepatic steatosis. Apparent elongation right hepatic lobe posteriorly is noted, likely to Riedel's morphology measuring 19.7 cm in craniocaudad dimension. GALLBLADDER/BILIARY TREE:The gallbladder is present. There is no definite cholelithiasis. There is no biliary dilatation. SPLEEN: The spleen is unremarkable. PANCREAS: The pancreas is unremarkable. ADoctor LASTNAME : There are no adrenal masses. ----- Page Break ----- KIDNEYS: The kidneys enhance symmetrically with no evidence of hydronephrosis. A cyst is present in the midpole cortex of the right kidney measuring 2.2 x 1.8 cm. A subcentimeter cortical cyst also noted in the lower pole of the right kidney. BOWEL/PERITONEUM: There is no bowel obstruction. ADENOPATHY: There are no enlarged lymph nodes. VASCULATURE: The abdominal aorta is of normal caliber. The IVC is patent. The hepatic veins, and the renal veins, the splenic and portal vein are patent. MUSCULOSKELETAL: There are no aggressive osseous lesions. Benign hemangiomas are noted in the lower thoracic spine. ADDITIONAL: There is no free fluid. ------------------------- IMPRESSION: Scattered hepatic cysts as well as a complex cyst in the left lateral hepatic dome, likely a cyst containing hemorrhagic or proteinaceous content. This is slightly smaller in size since the prior CT examination and demonstrates more heterogeneity, likely related to internal hemorrhage. Follow-up examination may be obtained in 6 months to assess for interval stability. K76.89 Subcentimeter hepatic hemangioma. D18.09 Right renal cysts. N28.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.2145745427741414820944394671856351/1.3.6.1.4.1.55648.2145745427741414820944394671856351.7,1.3.6.1.4.1.55648.2145745427741414820944394671856351/1.3.6.1.4.1.55648.2145745427741414820944394671856351.7.pkl
-,1.3.6.1.4.1.55648.0997159876471133416155373842222869/1.3.6.1.4.1.55648.0997159876471133416155373842222869.6,25,True,,23.41181588,0.000209093,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0997159876471133416155373842222869.6.25,20170601,171909.875,171725.41,550480140,MR,Siemens,AX PD,Espree,Patient_7269459044632514845,Patient_7269459044632514845,M,028Y,181.4369711,,,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_9,4.0,2400.0,39.0,1,63.661027,1H,1.0,1.5,4.4,396,9.0,75,98.75,180.0,syngo MR B19,AX PD,Body,320\0\0\237,COL,180,FFS,1.3.6.1.4.1.55648.0997159876471133416155373842222869,1.3.6.1.4.1.55648.0997159876471133416155373842222869.6,6,1,25,-112.34337353706\-88.665329804947\-66.313619231165,1\0\0\0\0.87798297355794\0.4786918613705,,,-15.77885684,1,MONOCHROME2,316,320,0.6875\0.6875,16,12,11,0,0.0,1374.0,547,1164,4.0,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain Technique: Multiplanar, multisequence MRI of the lumbar spine was performed without the administration of intravenous contrast . Findings: Priors: None Alignment: Alignment is preserved. Conus: The conus is normal in size and signal. Bone marrow: No evidence of metastatic disease or acute vertebral body compression fracture. Other findings: The lumbar spinal canal is developmentally narrow.. At L5-S1: No significant spinal canal or neural foraminal stenosis. At L4-5: There is mild disc bulge and mild bilateral neural foraminal stenosis. At L3-4: There is mild disc bulge with mild bilateral neural foraminal stenosis. At L2-3: There is suspected small right foraminal disc protrusion mildly narrowing the right neural foramen At L1-2: No significant spinal canal or neural foraminal stenosis. ------------------------- IMPRESSION: Developmentally narrow spinal canal superimposed mild disc bulges relating to mild ----- Page Break ----- bilateral neural foraminal stenosis L3-L4 and L4-5. M51.36 Suspected small right foraminal disc protrusion L2-L3. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",32,1.3.6.1.4.1.55648.0997159876471133416155373842222869/1.3.6.1.4.1.55648.0997159876471133416155373842222869.6,1.3.6.1.4.1.55648.0997159876471133416155373842222869/1.3.6.1.4.1.55648.0997159876471133416155373842222869.6.pkl
-,1.3.6.1.4.1.55648.2083117528051367924945835691151434/1.3.6.1.4.1.55648.2083117528051367924945835691151434.7,52,True,,37.67197847,0.000175714,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2083117528051367924945835691151434.7.1,20190821,,105519.1625,733200799,MR,Siemens,AX DWI_TRACEW,Aera,Patient_1351750636043313382,Patient_1351750636043313382,F,076Y,77.11071271,,HEAD,EP,SK\SP,PFP\FS,2D,*ep_b0,5.0,5900.0,115.0,2,63.679923,1H,1.0,1.5,6.0,143,71.0,100,100.0,815.0,syngo MR E11,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.2083117528051367924945835691151434,1.3.6.1.4.1.55648.2083117528051367924945835691151434.7,7,1,1,-114.9999961853\-116.69726752803\-57.178111127971,1\0\0\0\0.98901586285082\-0.1478094145494,,,-73.79901371,1,MONOCHROME2,192,192,1.1979166269302\1.1979166269302,16,12,11,0,0.0,917.0,365,810,,,,,,,,,,,,,,,,,,,,"MRI-BRAIN NON CONTRAST HISTORY: C34.91 Malignant neoplasm of unsp part of right bronchus or lung R56.9 Seizures R42 Dizziness/Vertigo R55 Syncope H53.2 Diplopia (double vision) R47.02 Dysphasia (Difficulty Speaking) I62.9 Intracranial bleed C71.9 Malignant neoplasm of brain, unspecified Technique: Multiplanar, multisequence MRI of the brain was performed without the administration of intravenous contrast. Findings: There is masslike signal abnormality and surrounding moderate sized vasogenic edema in the left anterior and superior temporal lobes. Smaller masslike signal abnormality with surrounding mild vasogenic edema in the right frontal operculum. Lack of IV contrast administration limits evaluation of underlying mass. There is locoregional mass effect. Given history of metastatic lung cancer findings are concerning for intracranial metastasis. There is 6 mm T2 hyperintense lesion in the left parietal diploic space may represent osseous metastasis. The ventricles and sulci are prominent consistent with mild cerebral volume loss. There is no hydrocephalus. No abnormal extra-axial collection. No diffusion evidence of acute infarction. The major vascular flow was are preserved the skull base. Cerebellar tonsils are in normal location. Visualized paranasal sinuses and mastoids are well-aerated. ------------------------- IMPRESSION: Masslike signal abnormalities and surrounding vasogenic edema in the left temporal and right frontal lobes correlates with provided history of intracranial metastasis. A 6 mm lesion in the left parietal diploic space may represent an osseous metastasis. Further evaluation with contrast-enhanced brain MRI including postcontrast T1 3-D MPR is recommended. ----- Page Break ----- I requested that my report be faxed to the referring physician's office with confirmation of receipt. . Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.2083117528051367924945835691151434/1.3.6.1.4.1.55648.2083117528051367924945835691151434.7,1.3.6.1.4.1.55648.2083117528051367924945835691151434/1.3.6.1.4.1.55648.2083117528051367924945835691151434.7.pkl
-,1.3.6.1.4.1.55648.7874423891756722663448100619009878/1.3.6.1.4.1.55648.7874423891756722663448100619009878.5,23,True,,20.09805608,0.000139952,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM3_2\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7874423891756722663448100619009878.5.23,20170404,,143858.8525,289342252,MR,Siemens,AX T2 STAR,Aera,Patient_1034173210160732961,Patient_1034173210160732961,F,037Y,72.57478843,,SPINE,GR,SP\OSP,,2D,*me2d1r5,3.0,455.0,21.0,1,63.676391,1H,1.0,1.5,3.3,371,5.0,100,100.0,230.0,syngo MR E11,AX T2 STAR,Body,256\0\0\256,COL,28,HFS,1.3.6.1.4.1.55648.7874423891756722663448100619009878,1.3.6.1.4.1.55648.7874423891756722663448100619009878.5,5,1,23,-89.744658293462\-34.495226884654\-42.333683261945,0.99996423037594\-0.0049869771888\0.00683140008879\-1.417652e-009\0.80768378829053\0.58961589033256,,,-13.09373882,1,MONOCHROME2,512,512,0.3515625\0.3515625,16,12,11,0,0.0,428.0,238,543,4.0,,,,,,,,,,,,,,,,,,,"History: Neck pain and headaches MRI-3T CERVICAL SPINE W/O CON History: M79.601 Right arm pain M79.602 Left arm pain M54.2 Cervical/ Neck Pain R20.2 Upper and Lower Extremity LASTNAME and Needles R20.0 Numbness Lower/Upper Extremity M43.6 Torticollis M62.81 Muscle weakness M50.21 Disc herniation CMM/DD/YYYY and CMM/DD/YYYY MRI examination of the cervical spine was performed 1.5 Tesla high field wide bore magnet. Multiplanar multi-sequential techniques were used. Examination is interpreted in conjunction with prior dated MM/DD/YYYY. Sagittal imaging demonstrates normal alignment with straightening and a degenerative appearance of the vertebral bodies. The spinal cord has normal signal. At C4-5 there is a right lateral recess osteophytic disc ridge with mass effect upon the right C5 nerve root this is progressive. At C5-6 there is a left paracentral osteophytic disc ridge with mild cord compression. Disc herniation is not seen, however the overall mass effect has progressed. Review of the remaining levels does not demonstrate evidence of focal abnormality, disc herniation or stenosis. ------------------------- IMPRESSION: Progressive multilevel degenerative spondylitic change with asymmetries and cord compression as above. ICD 10 - Cervical disc degeneration C4-5, C5-6, C6-7, M50.32 Spinal stenosis, M48.02 Cervical foraminal stenosis M99.61 ----- Page Break ----- Abnormal straightening cervical curve, M40.40 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.7874423891756722663448100619009878/1.3.6.1.4.1.55648.7874423891756722663448100619009878.5,1.3.6.1.4.1.55648.7874423891756722663448100619009878/1.3.6.1.4.1.55648.7874423891756722663448100619009878.5.pkl
-,1.3.6.1.4.1.55648.1876439248872692373078735104170511/1.3.6.1.4.1.55648.1876439248872692373078735104170511.3,42,True,,34.7864933,0.000177145,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1876439248872692373078735104170511.3.42,20171027,,125023.3225,395923554,MR,Siemens,AX PD FS,Skyra,Patient_454293732907707275,Patient_454293732907707275,F,056Y,90.71848554,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3000.0,44.0,1,123.2568,1H,1.0,3.0,3.0,350,10.0,90,100.0,235.0,syngo MR E11,AX PD FS,Body,320\0\0\288,COL,150,FFS,1.3.6.1.4.1.55648.1876439248872692373078735104170511,1.3.6.1.4.1.55648.1876439248872692373078735104170511.3,3,1,42,-134.40713539646\-84.347813223924\-36.780762775701,0.98901575215122\-0.1475153429337\-0.0093308947005\0.14780938505244\0.98724177429262\0.05921203240886,,,-31.72288111,1,MONOCHROME2,320,320,0.5\0.5,16,12,11,0,0.0,919.0,400,864,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M25.361 Right knee instability M25.561 Right knee pain Technique: MRI of the right knee was performed on a 3.0 Tesla ultra high field wide bore magnet including multiplanar and multiecho images without intravenous or intra-articular contrast administration. Findings: Menisci: Radial tear of the posterior horn/posterior root of the medial meniscus with mild meniscal extrusion. There is degeneration/fraying along the free edge of the body and along the undersurface of the posterior horn/posterior root junction of the lateral meniscus. ACL: Complete ACL tear/rupture. PCL: Intact. MCL: Partial tear of the MCL. Lateral Collateral Ligament / Posterolateral Corner Complex: The iliotibial band and fibular collateral ligament are intact. Mild strain of the popliteus muscle. The popliteus tendon is intact. Mild insertional tendinosis of the biceps femoris tendon. Partial tearing of the popliteal fibular ligament. Quadriceps Tendon: Intact Patellar Tendon: Intact Patellar Retinacula: The medial and lateral patellar retinacula are intact. ----- Page Break ----- Bones and cartilage: Acute fracture involving the posterolateral aspect of the lateral tibial plateau with PHI mm of tibial plateau depression. There is overlying chondromalacia in this region. Acute nondisplaced fracture along the proximal fibula. No focal aggressive osseous lesion. Moderate to large joint effusion with prominent hemorrhagic/synovial debris within the suprapatellar recess. Ruptured Baker's cyst. Mild to moderate tricompartmental chondromalacia. Soft Tissues: No discrete soft tissue masses. Diffuse atrophy of the muscles about the right knee joint may be related to an element of chronic denervation injury. Reactive edema/inflammatory changes along the anterolateral subcutaneous tissues. ------------------------- IMPRESSION: Complete ACL tear/rupture. Associated acute nondisplaced fracture along the proximal fibula and an acute fracture along the posterolateral aspect of the lateral tibial plateau with PHI mm of tibial plateau depression and overlying chondromalacia. Moderate to large joint effusion with prominent hemorrhagic/synovial debris within the suprapatellar recess. Although less likely given trauma, PVNS may have a similar imaging appearance. Attention on follow-up imaging or at arthroscopy, as clinically indicated. Associated soft tissue posterolateral corner complex injury includes mild popliteus muscle strain, mild insertional tendinosis of the biceps femoris tendon, and partial tearing of the popliteofibular ligament. Partial tear of MCL. Radial tear of the posterior horn/posterior root of the medial meniscus with mild meniscal extrusion. There is degeneration/fraying along the free edge of the body and along the undersurface ----- Page Break ----- of the posterior horn/posterior root junction of the lateral meniscus. Mild-to-moderate tricuspid patellar chondromalacia. Ruptured Baker's cyst. Diffuse atrophy of the muscles about the right knee joint may be related to an element of chronic denervation injury. ICD 10 - ACL (Anterior Cruciate Ligament) Sprain/Tear, S83.511A Fracture Tibia, S82.301A MCL (Medial Collateral Ligament) Sprain/Tear, S83.411A Medial meniscal tear, S83.241A Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",90,1.3.6.1.4.1.55648.1876439248872692373078735104170511/1.3.6.1.4.1.55648.1876439248872692373078735104170511.3,1.3.6.1.4.1.55648.1876439248872692373078735104170511/1.3.6.1.4.1.55648.1876439248872692373078735104170511.3.pkl
-,1.3.6.1.4.1.55648.9553545990403866008839225747565324/1.3.6.1.4.1.55648.9553545990403866008839225747565324.5,30,True,,20.87422562,0.000180721,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9553545990403866008839225747565324.5.30,20190530,,151305.78,603631503,MR,Siemens,AX PD,Amira,Patient_6883240951407090268,Patient_6883240951407090268,M,047Y,90.71848554,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_16,4.0,3000.0,42.0,1,63.679521,1H,1.0,1.5,4.4,432,16.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.9553545990403866008839225747565324,1.3.6.1.4.1.55648.9553545990403866008839225747565324.5,5,1,30,-99.346486780708\-36.179247601749\-161.54092514284,0.99999514411987\0.00140387476437\-0.0027822423212\-1.884933e-008\0.89278693957099\0.45047916769976,,,-128.2326097,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,2668.0,919,1973,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post injury in PHI. TECHNIQUE: MRI of the lumbar spine was performed in a 1.5 Tesla high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: MRI examination of the lumbar spine dated MM/DD/YYYY FINDINGS: The lumbosacral spine is normally aligned. Vertebral height and marrow signal are normal. The lumbar disc spaces maintain generally normal height, although there may be mild disc space narrowing at L4-L5. There is loss of disc signal from L2-L3 through L4-L5, on the T2-weighted sequence, which reflects disc desiccation. The remainder of the lumbar intervertebral discs maintain relatively normal signal intensity characteristics for the patient's age. There is no evidence of disc bulge or herniation at T12-L1, L1-L2 or L2-L3. At L3-L4, there is annular bulging, slightly asymmetric toward the right, which encroaches upon the inferior foramina bilaterally, slightly more significantly on the right side. At L4-L5, there is annular bulging, slightly asymmetric toward the left, which effaces the ventral epidural fat and encroaches upon the neural foramina bilaterally, slightly more significantly on the left, with impingement of the exiting L4 nerve roots on both sides. There is no evidence of disc bulge or herniation at L5-S1. The facet joints demonstrate normal alignment. Incidental note is made of a more coronal orientation of the facet joints at L4-L5 and L5-S1. ----- Page Break ----- There is no evidence of significant central spinal stenosis in the lumbar region. The conus medullaris is normal in position and appearance. There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Annular bulge at L3-L4, slightly asymmetric toward the right, with bilateral foraminal encroachment, slightly more marked on the right. 2. Annular bulge at L4-L5, slightly asymmetric toward the left, which results in: A) ventral canal encroachment. B) bilateral foraminal encroachment, slightly more marked on the left, with bilateral L4 nerve root impingement. The appearance of the lumbar spine has not changed significantly since the previous study of XX. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.9553545990403866008839225747565324/1.3.6.1.4.1.55648.9553545990403866008839225747565324.5,1.3.6.1.4.1.55648.9553545990403866008839225747565324/1.3.6.1.4.1.55648.9553545990403866008839225747565324.5.pkl
-,1.3.6.1.4.1.55648.1488545711202186295325553192721388/1.3.6.1.4.1.55648.1488545711202186295325553192721388.3,156,True,,158.0108576,0.00016737,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1488545711202186295325553192721388.3.1,20190826,111020.849,110836.005,149373661,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_7573990367660608000,Patient_7573990367660608000,F,086Y,68.03886416,,HEAD,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,28.0,7.15,1,63.679699,1H,1.0,1.5,17.4,319,1.0,100,100.0,120.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.1488545711202186295325553192721388,1.3.6.1.4.1.55648.1488545711202186295325553192721388.3,3,1,1,-90.326173539207\-64.957708836939\-14.437838855163,0.99995758905491\-0.0022883681969\0.00892095636586\3.3567e-011\0.9686392149293\0.24847146979313,,,2.986873498,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,331.0,106,272,,,,,,,,,,,,,,,,,,,,"MRA-HEAD NON CONTRAST HISTORY: I10 Hypertension I65.21 Right carotid occlusion/stenosis Technique: Diffusion weighted imaging of the brain and 3D time-of-flight MRA of the head was performed without the administration of intravenous contrast. Findings: Comparison: MRA of the head without IV contrast dated MONTH MM, YYYY. Anterior circulation: There is mild stenosis in the supraclinoid right ICA. There is no grossly stenotic or occlusive lesion. The right A1 segment is hypoplastic. There is mild to moderate stenosis in the distal left M1 segment of the MCA. There is no evidence of aneurysm. Posterior circulation: There is normal flow related signal identified in the vertebrobasilar system. There are 2 segments of moderate to severe stenosis in the P2 segment of the right PCA which appears progressed since the prior study. There is no evidence of aneurysm. Other findings: Diffusion-weighted imaging of the brain demonstrates no evidence of acute infarct. ------------------------- IMPRESSION: Mild stenosis in the supraclinoid right ICA. Hypoplastic right A1 segment. Mild to moderate stenosis in the distal left M1 segment of the MCA. 2 segments of moderate to severe stenosis in the P2 segment of the right PCA which appears progressed since the prior study. ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",34,1.3.6.1.4.1.55648.1488545711202186295325553192721388/1.3.6.1.4.1.55648.1488545711202186295325553192721388.3,1.3.6.1.4.1.55648.1488545711202186295325553192721388/1.3.6.1.4.1.55648.1488545711202186295325553192721388.3.pkl
-,1.3.6.1.4.1.55648.4124810307944767852108951247154658/1.3.6.1.4.1.55648.4124810307944767852108951247154658.4,153,True,,141.8790026,0.000249147,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4124810307944767852108951247154658.4.1,20191128,,143940.19,302176653,MR,Siemens,ToF ROUTINE .7X.7X.7,Espree,Patient_5976915058560294180,Patient_5976915058560294180,F,059Y,68.03886416,,HEAD,GR,TOF\MTC\SP,PFP\SAT1\MT,3D,*fl3d1r_t70,0.699999988,37.0,7.0,1,63.648131,1H,1.0,1.5,24.5,223,1.0,100,80.0,100.0,syngo MR B19,ToF ROUTINE .7X.7X.7,Body,0\320\256\0,ROW,20,HFS,1.3.6.1.4.1.55648.4124810307944767852108951247154658,1.3.6.1.4.1.55648.4124810307944767852108951247154658.4,4,1,1,-81.367628120096\-79.168136386286\-57.674188463792,1\-2.05102e-010\7.16e-013\2.05103e-010\0.99999390765706\-0.0034906516235,,,-57.95018548,1,MONOCHROME2,320,256,0.6875\0.6875,16,12,11,0,0.0,474.0,183,430,,,,,,,,,,,,,,,,,,,,"MRA-HEAD NON CONTRAST HISTORY: I67.1 Doctor FIRSTNAME LASTNAMERISON: MM/DD/YYYY. TECHNIQUE: 3-D time-of-flight intracranial MR angiography was performed. Multiple MIP images were generated. The study was performed on a 1.5 Tesla high field wide bore magnet. FINDINGS: Aneurysms: There is a 4.5 mm inferior medially directed aneurysm of the distal left cavernous internal carotid artery, stable since the prior examination. Diffusion-weighted sequences: No evidence of a recent infarct. Intracranial internal carotid arteries: Patent bilaterally without significant stenosis. Anterior cerebral arteries: Patent bilaterally without significant stenosis. Middle cerebral arteries: Patent bilaterally without significant stenosis. Intracranial vertebral arteries: Patent bilaterally without significant stenosis. Basilar artery: Patent without significant stenosis. Posterior cerebral arteries: Patent bilaterally without significant stenosis. ------------------------- IMPRESSION: Stable 4.5 mm left cavernous ICA aneurysm. I67.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",50,1.3.6.1.4.1.55648.4124810307944767852108951247154658/1.3.6.1.4.1.55648.4124810307944767852108951247154658.4,1.3.6.1.4.1.55648.4124810307944767852108951247154658/1.3.6.1.4.1.55648.4124810307944767852108951247154658.4.pkl
-,1.3.6.1.4.1.55648.1201749719514157248576557697726608/1.3.6.1.4.1.55648.1201749719514157248576557697726608.3,40,True,,32.1694324,0.000153303,ISO_IR 100,ORIGINAL\PRIMARY\M\ND\NORM,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1201749719514157248576557697726608.3.40,20170203,,104458.095,852700828,MR,Siemens,AX PD FS,Verio,Patient_4692503634175722730,Patient_4692503634175722730,F,032Y,80.2858597,,,SE,SK\SP,SAT1\FS,2D,*tse2d1_12,3.0,3400.0,37.0,1,123.262333,1H,1.0,3.0,3.0,319,12.0,100,100.0,237.0,syngo MR B19,AX PD FS,8Ch_Knee,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.1201749719514157248576557697726608,1.3.6.1.4.1.55648.1201749719514157248576557697726608.3,3,1,40,23.135002121873\-108.74926756377\-96.385162353516,1\-2.05103e-010\0\2.05103e-010\1\0,,,-96.38516235,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,455.0,252,548,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST HISTORY: Medial and lateral knee pain status post injury MM/DD/YYYY. M25.562 TECHNIQUE: MR imaging of the left knee was performed without IV contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences: Sagittal proton density with and without fat suppression, axial proton density fat-suppressed, and coronal proton density fat-suppressed. COMPARISON: No prior studies are available for comparison. FINDINGS: Bones: There are small bone contusions of the lateral femoral condyle and posterior aspect of the lateral tibial plateau as a result of impaction injury. A subtle posterior medial tibial plateau bone contusion is also noted. No discrete fracture or osteonecrosis is appreciated. Ligaments: The anterior cruciate ligament demonstrates full-thickness midsubstance tearing with laxity of the fibers. No significant anterior tibial translation results. The posterior cruciate ligament is intact, as are the collateral ligaments. Lateral compartment: The lateral meniscus is intact. The remainder of the articular cartilage is maintained. Medial compartment: The medial meniscus is intact. The articular cartilage is maintained. Patellofemoral compartment: Slightly increased signal intensity within the cartilage overlying the medial and lateral patellar facets may reflect softening. There is mild superficial fibrillation of the central and medial trochlear cartilage. No full-thickness defects are present. Muscle/tendon: The periarticular muscles are maintained. The imaged tendons , inclusive of the extensor mechanism, are intact. ----- Page Break ----- Joint fluid: PHI moderate joint effusion is present. There are no intra-articular loose bodies. No popliteal cyst is present. Miscellaneous: Mild anterior subcutaneous edema is likely reactive. The neurovascular structures demonstrate normal course. ------------------------- IMPRESSION: Full-thickness anterior cruciate ligament tear with impaction bone contusions of the lateral femoral condyle and lateral tibial plateau. Subtle medial tibial plateau bone contusion. Moderate joint effusion. ICD 10 - ACL Sprain/Tear, S83.512A Bone Contusion, S89.82XA Effusion, M25.462 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",12,1.3.6.1.4.1.55648.1201749719514157248576557697726608/1.3.6.1.4.1.55648.1201749719514157248576557697726608.3,1.3.6.1.4.1.55648.1201749719514157248576557697726608/1.3.6.1.4.1.55648.1201749719514157248576557697726608.3.pkl
-,1.3.6.1.4.1.55648.6801064884292401316319156569022824/1.3.6.1.4.1.55648.6801064884292401316319156569022824.3,40,True,,36.97493434,0.000160456,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6801064884292401316319156569022824.3.40,20161202,,163045.9575,817213473,MR,Siemens,AX PD FS,Skyra,Patient_7267550831347716857,Patient_7267550831347716857,M,058Y,72.57478843,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.148099,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.6801064884292401316319156569022824,1.3.6.1.4.1.55648.6801064884292401316319156569022824.3,3,1,40,-1.7976627527011\-100.06421838368\-58.106174468994,0.99999390765706\-0.0034906516235\0\0.00349065162353\0.99999390765706\0,,,-58.10617447,1,MONOCHROME2,320,320,0.5\0.5,16,12,11,0,0.0,3122.0,1118,2211,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST HISTORY: M25.562 Left knee pain M25.662 Left knee/lower leg stiffness M25.462 Left knee effusion M85.862 Oth disrd of bone density and structure, left lower leg M05.762 Left knee rheumatoid arthritis with rheumatoid factor TECHNIQUE: MR imaging of the left knee was performed without IV contrast on a 3.0 Tesla high-field wide-bore magnet. COMPARISON: Left knee MRI dated MM/DD/YYYY FINDINGS: LIGAMENTS: The MCL and fibular collateral ligament are thickened and frayed at the proximal aspects. There is no high-grade ligament tear. The ACL and PCL are intact. EXTENSOR MECHANISM: Intact. Doctor FIRSTNAME LASTNAMERTMENT: The lateral meniscus is diffusely hyperintense and poorly evaluated on this study. It may be eroded. There is erosion along the posterior nonweightbearing surface of the medial femoral condyle as well as cortical erosive changes along the posterior aspect of the lateral tibial plateau. Doctor FIRSTNAME LASTNAMERTMENT: The medial meniscus is diffusely hyperintense and poorly evaluated. It may be eroded. There are erosions along the posterior aspect of the medial femoral condyle and along the medial tibial plateau. Doctor FIRSTNAME LASTNAMERTMENT: There are mild erosive changes along the lateral patellar facet and trochlea. BONES: There is diffuse marrow edema noted in the tibia, femur and patella. Concurrent erosive changes with a large joint effusion is compatible with infection/osteomyelitis/septic joint. ----- Page Break ----- MUSCLES/TENDONS: There is diffuse intramuscular edema of the musculature about the knee compatible with myositis, likely infective in etiology. NEUROVASCULAR STRUCTURES: Unremarkable. SUBCUTANEOUS TISSUES: Unremarkable. ------------------------- IMPRESSION: Findings compatible with a septic left knee joint and osteomyelitis. There is concurrent myositis surrounding the knee, also likely of an infectious etiology. Findings are new since MONTH XX. M86.10 The patient had a knee aspiration at our facility earlier today and the sample is being sent for culture, gram stain, and sensitivity. I discussed the results with the patient at the time of the exam and advised him to go to the ER. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",42,1.3.6.1.4.1.55648.6801064884292401316319156569022824/1.3.6.1.4.1.55648.6801064884292401316319156569022824.3,1.3.6.1.4.1.55648.6801064884292401316319156569022824/1.3.6.1.4.1.55648.6801064884292401316319156569022824.3.pkl
-,1.3.6.1.4.1.55648.1187208840161917587633633772838312/1.3.6.1.4.1.55648.1187208840161917587633633772838312.1001,112,True,,96.24010539,0.000242472,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS3D\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1187208840161917587633633772838312.1001.1,20181201,,121355.905,821603735,MR,Siemens,I_AAspine_scout,MAGNETOM Vida,Patient_8726485408785767046,Patient_8726485408785767046,M,080Y,70.3068,,LSPINE,GR,SK,PFP\PFF\PER,3D,*fl3d1,1.7,3.3,1.27,1,123.257688,1H,,3.0,,240,1.0,100,100.0,548.0,syngo MR XA10,I_AAspine_scout,Body,240\0\0\240,COL,8,FFS,1.3.6.1.4.1.55648.1187208840161917587633633772838312,1.3.6.1.4.1.55648.1187208840161917587633633772838312.1001,1001,1,1,-200\-64.35\200,1\0\0\0\0\-1,,,-64.35,1,MONOCHROME2,240,240,1.66667\1.66667,16,12,11,0,0.0,379.0,46,125,,,,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: lower back pain radiating into right buttock area. ICD- M54.5 Lower Back Pain M54.41 Lower back pain with right sciatica R26.2 Difficulty Walking Technique: MRI of the lumbar spine was performed on a 3.0 Tesla ultra high field magnetic resonance imaging unit utilizing sagittal T2, T1 and STIR sequences as well as angled axial proton density images through the disc spaces. There are no prior studies available for comparison. Findings: There is mild levoscoliosis and reversal of the lumbar lordosis. There is trace retrolisthesis at L2-L3 and L3-L4. Vertebral bodies are normal in height without a fracture or pars defect. Signal arising from bone marrow does not demonstrate an aggressive osseous lesion or infiltrative process. The lower cord and conus are normal in signal and morphology. At L1-2, There is moderate circumferential disc osteophytic ridge which extends into the neural foramen bilaterally. There is severe loss of disc height. There is mild facet arthrosis. There is mild thecal sac compression. There is mild bilateral foraminal stenosis. At L2-3, There is moderate circumferential disc osteophytic ridge which extends into the neural foramen bilaterally. There is mild facet arthrosis. There is mild thecal sac compression. There is mild to moderate bilateral foraminal stenosis. At L3-4, There is a moderate circumferential disc bulge. There is moderate facet arthrosis. There is mild to moderate thecal sac compression. There is mild to moderate bilateral foraminal stenosis. At L4-5, there is left paracentral disc protrusion superimposed on a disc bulge. There is mild to moderate facet arthrosis. There is mild thecal sac compression. The disc protrusion compressing the left L5 nerve root origin. There is mild to moderate bilateral foraminal stenosis. ----- Page Break ----- At L5-S1, there is a small posterior disc protrusion and mild left foraminal disc osteophytic ridging.There is mild facet arthrosis. There is mild thecal sac compression. There is mild left foraminal stenosis. Paraspinal musculature is symmetric. There is no bulky lymphadenopathy. ------------------------- IMPRESSION: Degenerative disc disease and facet arthrosis within the lumbar spine most pronounced at the mid lumbar levels. There is a left paracentral disc protrusion at L4-L5 and central disc protrusion at L5-S1. At L2-L3 there is mild to moderate foraminal stenosis. At L3-L4 there is mild to moderate thecal sac compression and foraminal stenosis. At L4-L5 there is compression of the left L5 nerve root origin and mild to moderate foraminal stenosis. ICD 10 - Herniated disc lumbar spine, M51.26 Degeneration lumbar spine, M51.36 Spinal stenosis, M48.061 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",84,1.3.6.1.4.1.55648.1187208840161917587633633772838312/1.3.6.1.4.1.55648.1187208840161917587633633772838312.1001,1.3.6.1.4.1.55648.1187208840161917587633633772838312/1.3.6.1.4.1.55648.1187208840161917587633633772838312.1001.pkl
-,1.3.6.1.4.1.55648.9200045600658205295431130847582301/1.3.6.1.4.1.55648.9200045600658205295431130847582301.5,25,True,,23.51765108,0.000156879,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9200045600658205295431130847582301.5.25,20170628,,142944.9125,88933100,MR,Siemens,AX PD,Skyra,Patient_4387346834791209536,Patient_4387346834791209536,F,036Y,70.30682629,,CSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.157907,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,HFS,1.3.6.1.4.1.55648.9200045600658205295431130847582301,1.3.6.1.4.1.55648.9200045600658205295431130847582301.5,5,1,25,-91.221292767359\-2.0651422935288\-485.26445369247,0.99986461003378\-0.011329785357\0.0119330451168\-6.0557727e-008\0.72519738236034\0.68854103481035,,,-348.9420918,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2151.0,908,1878,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain. Motor vehicle trauma. Lower back pain, M54.5 Comparison PHI: None Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial proton density images. Findings: The alignment is normal. There is no evidence of fracture, spondylolysis or osseous neoplasm. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the L1 level. Lower thoracic intervertebral levels from T10 to L1 are visualized only on sagittal images. At these levels there is no significant spondylosis, facet arthrosis, disc bulge, disc herniation, or stenosis. L1-L2: No spondylotic changes. Facet joints are unremarkable. L2-L3: No spondylotic changes. Facet joints are unremarkable. L3-L4: No spondylotic changes. Facet joints are unremarkable. L4-L5: No spondylotic changes. Facet joints are unremarkable. L5-S1: Minimal spondylosis. Facet joints are unremarkable. Small central disc protrusion, becoming posterior annular tear. See axial image 23 of series 5. There is no encroachment on the adjacent nerve roots. ----- Page Break ----- The visualized paraspinal and abdominopelvic soft tissues are unremarkable in PHI appearance. ------------------------- IMPRESSION: Small central disc protrusion at L5-S1. Degeneration L5-S1, M51.37 Herniated disc lumbar spine, M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.9200045600658205295431130847582301/1.3.6.1.4.1.55648.9200045600658205295431130847582301.5,1.3.6.1.4.1.55648.9200045600658205295431130847582301/1.3.6.1.4.1.55648.9200045600658205295431130847582301.5.pkl
-,1.3.6.1.4.1.55648.2897782959799142194809235536865010/1.3.6.1.4.1.55648.2897782959799142194809235536865010.9,74,True,,69.50967622,0.000229597,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2897782959799142194809235536865010.9.74,20190826,,101603.235,303601186,MR,Siemens,AX TRUFI_COMPOSED_-9,Aera,Patient_3214225434847134892,Patient_3214225434847134892,F,024Y,63.50293988,,ABDOMEN,GR,SS,,2D,*tfi2d1,5.0,3.76,1.54,1,63.679563,1H,1.0,1.5,5.0,192,1.0,100,75.0,515.0,syngo MR E11,AX TRUFI_2,Body,256\0\0\192,COL,59,FFS,1.3.6.1.4.1.55648.2897782959799142194809235536865010,1.3.6.1.4.1.55648.2897782959799142194809235536865010.9,9,1,74,-205.54518651962\-104.47863006592\-165.93588256836,1\0\0\0\1\0,,,-165.9358826,1,MONOCHROME2,384,512,0.78125\0.78125,16,12,11,0,0.0,707.0,386,831,,,,,,,,,,,,,,,,,,,,EXAM: Doctor FIRSTNAME LASTNAMEMEN AND PELVIS PRE AND POST IV CONTRAST HISTORY: R14.0 Bloating K59.01 Constipation K21.9 Gastroesophageal reflux K52.9 Crohns disease Follow-up abnormal colonoscopy. Colitis. TECHNIQUE: MR enterography with and without 6 mL Gadavist. 1 mg of glucagon was administered prior to scanning. COMPARISON: None. FINDINGS: Fecal stasis in the colon is seen. The bowel is otherwise unremarkable. I do not see any bowel thickening or inflammatory changes. No definite evidence of colitis. Small bowel is unremarkable. No evidence of terminal ileitis. No lesions are seen. Visualized intra-abdominal solid organs and gallbladder are normal. Small amount of ascites in the pelvis. Uterus and adnexa are unremarkable. No lymphadenopathy. Normal caliber aorta. No visualized hernia. ------------------------- IMPRESSION: Normal MR enterography. No evidence of inflammatory bowel disease. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,1,1.3.6.1.4.1.55648.2897782959799142194809235536865010/1.3.6.1.4.1.55648.2897782959799142194809235536865010.9,1.3.6.1.4.1.55648.2897782959799142194809235536865010/1.3.6.1.4.1.55648.2897782959799142194809235536865010.9.pkl
-,1.3.6.1.4.1.55648.2325246986592238942666459175099072/1.3.6.1.4.1.55648.2325246986592238942666459175099072.5,25,True,,20.62895322,0.000149965,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2325246986592238942666459175099072.5.25,20190910,,80112.915,267014282,MR,Siemens,AX PD,Aera,Patient_5545027622698258854,Patient_5545027622698258854,F,058Y,68.03886416,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,43.0,1,63.673019,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.2325246986592238942666459175099072,1.3.6.1.4.1.55648.2325246986592238942666459175099072.5,5,1,25,-111.89527241599\-32.624766390607\-85.311581481408,0.99999863146839\0.00052692533727\-0.0015682509473\6.387769e-009\0.94792227665474\0.31850173849084,,,-70.66272756,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,2201.0,828,1754,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain TECHNIQUE: MRI of the lumbar spine was performed 1.5 Tesla high field magnetic resonance imaging unit with multiple sequences in sagittal and axial planes. COMPARISON: MONTH MM, YYYY FINDINGS: Vertebral body heights are maintained. The alignment is anatomic. The bone marrow signal is unremarkable. Multilevel disc desiccation is seen. Conus medullaris terminates at the L1 level, and demonstrates normal signal. There is no abnormal thickening of the cauda equina nerve roots. At T12-L1, there is no significant disc herniation, central spinal canal stenosis or neural foraminal narrowing. At L1-L2, there is no significant disc herniation, central spinal canal stenosis or neural foraminal narrowing. At L2-L3, there is no significant disc herniation, central spinal canal stenosis or neural foraminal narrowing. At L3-L4, there is a disc bulge with facet arthropathy with mild bilateral neural foraminal narrowing and mild central canal stenosis. At L4-L5, there is a disc bulge with facet arthropathy with mild bilateral neural foraminal narrowing and mild central canal stenosis. At L5-S1, there is a disc bulge with facet arthropathy and an annular tear without ----- Page Break ----- sequelae. T2 bright lesions are seen in both kidneys, consistent with prior cyst identified on CT from MONTH MM, YYYY. ------------------------- IMPRESSION: Lower lumbar disc disease and osteoarthritic changes, as described. Degeneration lumbar spine, M51.36 Facet arthritis of lumbar region, M47.816 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",96,1.3.6.1.4.1.55648.2325246986592238942666459175099072/1.3.6.1.4.1.55648.2325246986592238942666459175099072.5,1.3.6.1.4.1.55648.2325246986592238942666459175099072/1.3.6.1.4.1.55648.2325246986592238942666459175099072.5.pkl
-,1.3.6.1.4.1.55648.768419515393661983001728150727608/1.3.6.1.4.1.55648.768419515393661983001728150727608.5,26,True,,22.55629015,0.000151396,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.768419515393661983001728150727608.5.26,20190601,,83102.12,450755876,MR,Siemens,AX PD,Aera,Patient_9888941595613111280,Patient_9888941595613111280,F,052Y,98.42955681,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_16,4.0,3000.0,43.0,1,63.673098,1H,1.0,1.5,4.4,432,16.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,147,FFS,1.3.6.1.4.1.55648.768419515393661983001728150727608,1.3.6.1.4.1.55648.768419515393661983001728150727608.5,5,1,26,-77.111508189668\-57.697898904671\12.264148438168,0.99989980210558\0.00613513653145\-0.0127571881295\-6.463782e-009\0.9012009463263\0.43340149323759,,,34.96363213,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,1985.0,831,1736,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain, status post injury on MM/DD/YYYY. TECHNIQUE: MRI of the lumbar spine was performed in a 1.5 Tesla high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: No prior studies available for comparison. FINDINGS: The lumbosacral spine is normally aligned. Vertebral height and configuration are normal. Vertebral marrow signal is generally normal, with the exception of endplate changes at L5-S1. There are also minor nonspecific subchondral cysts of the facet joints at L3-L4. The T12-L1 through L3-L4 intervertebral discs maintain normal height and signal intensity characteristics. There is loss of disc signal at the L4-L5 and L5-S1 levels, on the T2-weighted sequence, accompanied by disc space narrowing at L5-S1. This reflects disc desiccation. There is also anterior vertebral spurring in the lower lumbar region. There is no evidence of disc bulge or herniation from T12-L1 through L3-L4. At L4-L5 and L5-S1, there are annular bulges, slightly asymmetric toward the left, which flatten the ventral thecal sac and encroach upon the neural foramina, slightly more significantly on the left side at both levels. There is consequent impingement of the exiting left L5 nerve at L5-S1. The facet joints demonstrate normal alignment. There is an anteroposterior orientation of the facet joints in the upper-mid lumbar region. There is hypertrophy of the ligamenta flava at L4-L5 and L5-S1, with dorsal canal encroachment. There is mild central spinal stenosis at L4-L5 and L5-S1 secondary to the aforementioned ----- Page Break ----- annular bulges and ligamentous hypertrophy. There is no evidence of significant central spinal stenosis in the remainder of the lumbar region. The conus medullaris is normal in position and appearance. There are atrophic changes of the posterior paraspinal muscles. There are otherwise no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Annular bulges at L4-L5 and L5-S1, slightly asymmetric toward the left, accompanied by ligamentous hypertrophy. Findings result in:: A) flattening of the ventral thecal sac. B) mild central spinal stenosis. C) bilateral foraminal encroachment, slightly more marked on the left, with impingement of the exiting left L5 nerve root at L5-S1. 2. Atrophic changes of the posterior paraspinal muscles. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.768419515393661983001728150727608/1.3.6.1.4.1.55648.768419515393661983001728150727608.5,1.3.6.1.4.1.55648.768419515393661983001728150727608/1.3.6.1.4.1.55648.768419515393661983001728150727608.5.pkl
-,1.3.6.1.4.1.55648.5139926717089521746822623341458325/1.3.6.1.4.1.55648.5139926717089521746822623341458325.3,40,True,,36.98743033,0.000164032,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.5139926717089521746822623341458325.3.40,20181130,,174612.6225,633772853,MR,Siemens,AX PD FS,Aera,Patient_5898805579736959699,Patient_5898805579736959699,M,055Y,90.71848554,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_15,3.0,3910.0,44.0,2,63.6762,1H,1.0,1.5,3.0,331,15.0,85,100.0,180.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\272\0,ROW,180,FFS,1.3.6.1.4.1.55648.5139926717089521746822623341458325,1.3.6.1.4.1.55648.5139926717089521746822623341458325.3,3,1,40,12.498699316997\-78.754535108901\-59.704818725586,0.99932839374087\0.03664370973704\0\-0.036643709737\0.99932839374087\0,,,-59.70481873,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1663.0,402,857,4.0,,,,,,,,,,,,,,,,,,,"EXAM: MRI-LEFT KNEE NON CONTRAST HISTORY: M25.562 Left knee pain Left knee pain. History of psoriatic arthritis. Evaluate for meniscal tear. TECHNIQUE: Axial, coronal, and sagittal images of the left knee were obtained on a 3.0 Tesla magnet. COMPARISON: None. FINDINGS: SOFT TISSUES: Synovial cyst along the posterior medial aspect of the knee (axial 28, coronal 26). Mild prepatellar/pretibial edema. BONE MARROW: No fracture or avascular necrosis. Menisci : Slight blunting of the inner tip of the body of the medial meniscus (coronal 18) consistent with small free edge tear. Lateral meniscus is intact without tears. ANTERIOR CRUCIATE LIGAMENT: Normal. POSTERIOR CRUCIATE LIGAMENT: Cruciate ganglion cyst is seen however, the PCL is otherwise intact. EXTENSOR MECHANISM: PATELLA: Normally situated without tilt or subluxation. Hoffa's fat-pad: Edema in the superolateral aspect of Hoffa's fat pad which can be seen with fat pad impingement or patellar tracking abnormality. Distal quadriceps and patellar tendon: Distal quadriceps tendinosis. No visualized tear. PATELLOFEMORAL LIGAMENTS AND RETINACULA: Normal. LASTNAME STRUCTURES: MCL: Superficial tibial collateral ligament, deep meniscal femoral, and meniscal tibial ligaments are intact. PES Doctor FIRSTNAME LASTNAMENS AND DISTAL SEMIMEMBRANOSUS: Mild pes anserine bursitis. Tendons are intact. ----- Page Break ----- lateral structures: ILIOTIBIAL BAND: Unremarkable. BICEPS Doctor FIRSTNAME LASTNAMEN: Unremarkable. FIBULAR COLLATERAL LIGAMENT: Unremarkable. POPLITEUS MUSCLE Doctor FIRSTNAME LASTNAMEN: Unremarkable. Posterior lateral corner structures: Unremarkable. popliteal cyst: Trace popliteal cyst. periarticular bursitis: Mild pes anserine bursitis. JOINT EFFUSION: Small joint effusion. CARTILAGE: Mild osteoarthrosis with areas of moderate to high-grade cartilage loss in the medial trochlear cartilage and low-grade fissuring inferior apical patellar cartilage with mild chondral fissuring and surface irregularity in the medial and lateral compartments. MUSCLES: Within normal limits. No edema or atrophy. Nerves and vasculature: Unremarkable. ------------------------- IMPRESSION: Osteoarthrosis with areas of moderate to high-grade cartilage loss in the medial trochlear cartilage and to lesser extent patellar, medial, lateral compartment cartilage is. Small joint effusion and small popliteal cyst. Small free edge tear with blunting of the inner tip of the body of the medial meniscus. Distal quadriceps tendinosis without tear. ICD 10:S83.232x Medial (Inner Knee) Meniscus Tear M17.12 Osteoarthritis M71.22 Baker?s Cyst Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",17,1.3.6.1.4.1.55648.5139926717089521746822623341458325/1.3.6.1.4.1.55648.5139926717089521746822623341458325.3,1.3.6.1.4.1.55648.5139926717089521746822623341458325/1.3.6.1.4.1.55648.5139926717089521746822623341458325.3.pkl
-,1.3.6.1.4.1.55648.484039734000504434949677797253981/1.3.6.1.4.1.55648.484039734000504434949677797253981.9,72,True,,66.37904763,0.0002563,ISO_IR 100,DERIVED\SECONDARY\M\DIS2D\CSA RESAMPLED,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.484039734000504434949677797253981.9.1,20190222,,184153.43,734981749,MR,Siemens,COR MEDIC 3D..,Skyra,Patient_3987746135936470241,Patient_3987746135936470241,F,060Y,99.79033409,,WRIST,GR,SP\OSP,,3D,*me3d1r2,0.5,31.0,17.0,1,123.220556,1H,1.0,3.0,,459,2.0,100,100.0,250.0,syngo MR E11,COR 3D MEDIC,TxRx_Knee_15,0\256\256\0,ROW,7,FFS,1.3.6.1.4.1.55648.484039734000504434949677797253981,1.3.6.1.4.1.55648.484039734000504434949677797253981.9,9,1,1,33.229359555023\40.048328288385\-65.789324924718,0.99207455780384\-0.1246651312441\-0.0157059482425\0.01722858813917\0.01114507676695\0.99978945934361,,,44.73797154,1,MONOCHROME2,256,256,0.390625\0.390625,16,12,11,0,,,100,254,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT WRIST NON CONTRAST HISTORY: R22.32 Swelling/Mass/Lump left upper limb S52.515A Nondisp fx of left radial styloid process, init for clos fx Technique: MRI of the left wrist was performed utilizing standard multiplanar, multisequence image acquisition. Comparison study: None available. Findings: The study is degraded by patient motion. There is a subacute-appearing, nondisplaced intra-articular fracture of the radial styloid. Mild bone bruising of the fifth metacarpal is also seen. No additional osseous injury is seen. There is negative ulnar variance. Alignment is otherwise anatomic. There are degenerative changes involving the fetal joint of the thumb and triscaphe articulation. The TFCC is normal. There is degeneration of the scapholunate ligament. The lunotriquetral ligament is maintained. The wrist tendons are normal. The carpal tunnel contents are normal. The median and ulnar nerves are normal. ------------------------- IMPRESSION: 1. Subacute appearing nondisplaced intra-articular fracture of the radial styloid. 2. Mild bone bruising of the fifth metacarpal base. ----- Page Break ----- 3. Degenerative changes involving the base of the thumb. 4. Degeneration of the scapholunate ligament. A fax of this report will be sent to the referring physician. Receipt of this report will be confirmed. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",44,1.3.6.1.4.1.55648.484039734000504434949677797253981/1.3.6.1.4.1.55648.484039734000504434949677797253981.9,1.3.6.1.4.1.55648.484039734000504434949677797253981/1.3.6.1.4.1.55648.484039734000504434949677797253981.9.pkl
-,1.3.6.1.4.1.55648.600220187495381241643356892681966/1.3.6.1.4.1.55648.600220187495381241643356892681966.5,30,True,,26.70653653,0.000139713,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.600220187495381241643356892681966.5.30,20171116,,182239.2,681414069,MR,Siemens,AX PD,Skyra,Patient_5821708205369809598,Patient_5821708205369809598,F,048Y,81.64663699,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.257355,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,161,FFS,1.3.6.1.4.1.55648.600220187495381241643356892681966,1.3.6.1.4.1.55648.600220187495381241643356892681966.5,5,1,30,-76.265060424805\15.515000176555\-90.577213129621,1\0\0\0\0.7360971151444\0.67687593920607,,,-77.1753556,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2885.0,584,1224,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain radiating down right leg. MVA 3 years ago. M54.16 Lumbar radiculopathy M51.16 Intervertebral disc disorders w radiculopathy, lumbar region M54.5 Lower Back Pain M47.816 Lumbar spondylosis without myelopathy M54.41 Lower back pain with right sciatica M54.42 Lower back pain with left sciatica R20.2 Upper and Lower Extremity LASTNAME and Needles M79.604 Right Leg Pain Technique: MRI of the lumbar spine was performed on a 3.0 T magnet utilizing standard multiplanar, multisequence image acquisition. Comparison study: None available. Findings: There is a transitional lumbosacral vertebral body with partial lumbarization of S1. There is a rudimentary S1-2 disc. There are five lumbar type vertebral bodies. The vertebral bodies are normal in height without evidence for fracture or destructive osseous lesion. Multilevel degenerative disc disease is appreciated with multilevel disc height loss and desiccation. The conus is seen at L1. The paraspinal soft tissues are unremarkable. L1-2: There is no disc herniation, central canal stenosis, or neural foraminal narrowing. L2-3: There is no disc herniation, central canal stenosis, or neural foraminal narrowing. L3-4: There is no disc herniation, central canal stenosis, or neural foraminal narrowing. L4-5: There is no disc herniation, central canal stenosis, or neural foraminal narrowing. There is bilateral facet arthrosis. L5-S1: There is a diffuse disc bulge with a right foraminal protrusion which may encroach upon the exiting right L5 nerve root (series 3 images PHI). The left neural foramen is ----- Page Break ----- patent and there is no central canal stenosis. There is bilateral facet arthrosis. ------------------------- IMPRESSION: Degenerative disc disease, facet arthrosis, and a transitional lumbosacral vertebral body. Possible compromise of the exiting right L5 nerve root within its neural foramen as above Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",88,1.3.6.1.4.1.55648.600220187495381241643356892681966/1.3.6.1.4.1.55648.600220187495381241643356892681966.5,1.3.6.1.4.1.55648.600220187495381241643356892681966/1.3.6.1.4.1.55648.600220187495381241643356892681966.5.pkl
-,1.3.6.1.4.1.55648.512562434934300403070923236717817/1.3.6.1.4.1.55648.512562434934300403070923236717817.3,43,True,,38.88311076,0.000155449,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.512562434934300403070923236717817.3.43,20190330,,115320.6175,426566,MR,Siemens,AX PD FS,Aera,Patient_6868954589345123401,Patient_6868954589345123401,M,057Y,145.1495769,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_15,3.0,3880.0,49.0,1,63.673061,1H,1.0,1.5,3.0,345,15.0,85,100.0,180.0,syngo MR E11,AX PD FS,Body,320\0\0\272,COL,124,FFS,1.3.6.1.4.1.55648.512562434934300403070923236717817,1.3.6.1.4.1.55648.512562434934300403070923236717817.3,3,1,43,16.451326365001\-133.56468162533\-66.614456176758,0.97357889963852\0.22835088390163\0\-0.2283508839016\0.97357889963852\0,,,-66.61445618,1,MONOCHROME2,320,320,0.53125\0.53125,16,12,11,0,0.0,1755.0,379,849,,,,,,,,,,,,,,,,,,,,"EXAM: MRI-LEFT KNEE NON CONTRAST HISTORY: M25.562 Left knee pain M25.662 Left knee/lower leg stiffness M25.362 Left knee instability TECHNIQUE: Axial, coronal, and sagittal images of the left knee were obtained on a 1.5 Tesla magnet. COMPARISON: None. FINDINGS: SOFT TISSUES: Varicose veins are seen. Mild subcutaneous edema. BONE MARROW: No fracture or avascular necrosis. Osteoarthrosis is seen. Subchondral edema lateral tibia. Peripheral osteophyte formation. Menisci : Complex tear posterior horn and body the medial meniscus with longitudinal horizontal component extending to the free edge of the body (coronal 21). Complex multi directional tear anterior horn lateral meniscus with free edge tear of the body of the lateral meniscus. ANTERIOR CRUCIATE LIGAMENT: Normal. POSTERIOR CRUCIATE LIGAMENT: Normal. EXTENSOR MECHANISM: PATELLA: Patella alta. No significant tilt or subluxation. Hoffa's fat-pad: Edema in the deep portion of Hoffa's fat pad as well as the prefemoral fat pad suggesting fat pad impingement. Distal quadriceps and patellar tendon: Doctors. NAME TELLOFEMORAL LIGAMENTS AND RETINACULA: Normal. MEDIAL STRUCTURES: MCL: Superficial tibial collateral ligament, deep meniscal femoral, and meniscal tibial ligaments are intact. PES Doctor FIRSTNAME LASTNAMENS AND DISTAL SEMIMEMBRANOSUS: Unremarkable. ----- Page Break ----- lateral structures: ILIOTIBIAL BAND: Unremarkable. BICEPS Doctor FIRSTNAME LASTNAMEN: Unremarkable. FIBULAR COLLATERAL LIGAMENT: Unremarkable. POPLITEUS MUSCLE Doctor FIRSTNAME LASTNAMEN: Unremarkable. Posterior lateral corner structures: Unremarkable. popliteal cyst: None. periarticular bursitis: None. JOINT EFFUSION: Moderate size joint effusion with significant synovial proliferation. CARTILAGE: Areas of high-grade cartilage loss in the patellofemoral compartment as well as some areas of moderate to high-grade cartilage loss lateral compartment more pronounced along the lateral femoral condyle with a 16 mm high-grade cartilage defect on (sagittal 26). Mild to moderate cartilage loss medial compartment. MUSCLES: Within normal limits. No edema or atrophy. Nerves and vasculature: Unremarkable. ------------------------- IMPRESSION: Medial and lateral meniscal tears with osteoarthrosis as above. High-grade cartilage loss in the patellofemoral compartment to lesser extent lateral and much lesser extent medial compartments. Moderate joint effusion with synovial proliferation. Ligaments and tendons are intact. ICD 10: Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",17,1.3.6.1.4.1.55648.512562434934300403070923236717817/1.3.6.1.4.1.55648.512562434934300403070923236717817.3,1.3.6.1.4.1.55648.512562434934300403070923236717817/1.3.6.1.4.1.55648.512562434934300403070923236717817.3.pkl
-,1.3.6.1.4.1.55648.6966242336926629646748867027178587/1.3.6.1.4.1.55648.6966242336926629646748867027178587.7,52,True,,35.72845817,0.000170231,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6966242336926629646748867027178587.7.1,20190510,,,779744874,MR,Siemens,AX DWI_TRACEW,Aera,Patient_7356807352014329976,Patient_7356807352014329976,F,067Y,72.57478843,,HEAD,EP,SK\SP,PFP\FS,2D,*ep_b0,5.0,5900.0,115.0,2,63.67626,1H,1.0,1.5,6.0,143,71.0,100,100.0,815.0,syngo MR E11,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.6966242336926629646748867027178587,1.3.6.1.4.1.55648.6966242336926629646748867027178587.7,7,1,1,-110.32210037769\-88.803469192832\-101.01263008134,0.99282749228076\-0.0258941270461\0.11671788533045\-2.3351106e-008\0.97626344210081\0.21658645298697,,,-65.62230785,1,MONOCHROME2,192,192,1.1979166269302\1.1979166269302,16,12,11,0,0.0,462.0,97,271,,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN NON CONTRAST History: Balance and memory problems. Technique: MR imaging of the brain was obtained without the use of intravenous contrast on a 1.5 Tesla system. Comparison examinations: MR OF the brain dated MONTH MM, YYYY. Brain parenchyma: Within the brain parenchyma there is no mass, mass effect or edema. No infarct is seen but there is mild white matter microvascular disease in both cerebral hemispheres. Extra-axial spaces: No abnormal extra-axial collection or mass is noted. Blood products: No intracranial hemorrhage is seen. Ventricles and sulci: The ventricles and sulci are normal for a patient of this age. In this patient with memory loss there is no pathologic atrophy or hydrocephalus. Intracranial vessels: Normal. Craniocervical junction: Normal. Orbits: No orbital masses are seen. The globes, extraocular muscles, lacrimal glands and optic nerves are normal. Paranasal sinuses: Normally aerated. Temporal bones: Normal. ------------------------- IMPRESSION: Mild white matter microvascular disease. ----- Page Break ----- No pathologic atrophy or hydrocephalus. Chronic cerebral ischemia (Brain Parenchyma) - I67.82 White Matter disease, unspecified (Brain Parenchyma) - R90.82 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",28,1.3.6.1.4.1.55648.6966242336926629646748867027178587/1.3.6.1.4.1.55648.6966242336926629646748867027178587.7,1.3.6.1.4.1.55648.6966242336926629646748867027178587/1.3.6.1.4.1.55648.6966242336926629646748867027178587.7.pkl
-,1.3.6.1.4.1.55648.3239988040239242499991214523099330/1.3.6.1.4.1.55648.3239988040239242499991214523099330.5,25,True,,17.2563765,0.000161171,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3239988040239242499991214523099330.5.25,20190601,,160258.825,189995238,MR,Siemens,AX PD,Aera,Patient_4991082113306250098,Patient_4991082113306250098,M,061Y,81.64663699,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,43.0,1,63.679588,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.3239988040239242499991214523099330,1.3.6.1.4.1.55648.3239988040239242499991214523099330.5,5,1,25,-129.47195006275\-6.1155434859643\-146.19107279394,0.99943729957375\0.01632194452995\-0.0293032139449\-1.0249929e-008\0.87362049289317\0.48660788567089,,,-129.0122381,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,2867.0,770,1656,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST History: M54.5 Lower Back Pain Technique: Sagittal T1, STIR and T2 weighted images were supplemented by axial proton density images through the disc spaces. This study was performed on a 1.5 Tesla system. Findings: Prior examinations: This study is interpreted in comparison to prior examinations dated MONTH MM, YYYY. Vertebral body heights: Maintained. Alignment: Normal. Marrow signal: No acute fracture or marrow replacing lesion is seen Spinal canal: The conus medullaris and nerve roots of the cauda equina are normal. Paravertebral soft tissues: Unremarkable. Discs: Please see below. L1-2: There is no significant posterior disc abnormality, spinal canal or foraminal stenosis. L2-3: There is a disc herniation. There is bilateral facet arthropathy and ligamentum flavum thickening. No significant spinal canal or foraminal stenosis. L3-4: There is disc bulge with superimposed central disc protrusion. There is bilateral facet arthropathy and ligamentum flavum thickening. Findings combine contributing to moderate spinal canal stenosis. There is bilateral lateral recess narrowing with indentation upon descending both L4 nerve roots. There is mild bilateral foraminal narrowing. ----- Page Break ----- L4-5: There is disc bulge with superimposed broad-based right paracentral disc herniation severely narrowing the thecal sac and compressing the descending right L5 nerve roots. There is bilateral facet arthropathy and ligamentum flavum thickening. There is mild bilateral foraminal narrowing. Findings are progressed compared to prior mammogram dated MONTH MM, YYYY. L5-S1: There is disc bulge with superimposed small central disc protrusion mildly indenting the descending right S1 nerve roots within lateral recess. There is bilateral facet arthropathy. There is mild spinal canal stenosis. There is mild right and mild-to-moderate left foraminal narrowing. Central disc herniation is decreased in size compared to prior MRI dated MONTH MM, YYYY. ------------------------- IMPRESSION: L4-L5: Disc bulge with superimposed broad-based right paracentral disc herniation combined with bilateral facet arthropathy and ligamentum flavum thickening resulting severe spinal canal stenosis and compression of the descending right L5 nerve root. L3-L4: Disc bulge with superimposed central disc protrusion combined with facet arthropathy and ligamentum flavum thickening resulting moderate spinal canal stenosis and indentation upon descending both L4 nerve roots. Mild bilateral foraminal narrowing. L5-S1: Disc bulge with superimposed small central disc protrusion indenting the descending right S1 nerve root lateral recess. Bilateral facet arthropathy. Mild right and mild-to-moderate left foraminal narrowing. ICD 10 Codes: Herniated disc at L1-L5. M51.26 Herniated disc L5-S1 level. M51.27 Lumbar facet degeneration. M47.816 I requested that my report be faxed to the referring physician's office with confirmation of receipt. . Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.3239988040239242499991214523099330/1.3.6.1.4.1.55648.3239988040239242499991214523099330.5,1.3.6.1.4.1.55648.3239988040239242499991214523099330/1.3.6.1.4.1.55648.3239988040239242499991214523099330.5.pkl
-,1.3.6.1.4.1.55648.2768412958280758716572306756054126/1.3.6.1.4.1.55648.2768412958280758716572306756054126.6,25,True,,23.52367234,0.000205755,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2768412958280758716572306756054126.6.25,20180509,,91437.59,224897233,MR,Siemens,AXI T1 FLAIR,Skyra,Patient_400434281170900107,Patient_400434281170900107,F,066Y,81.64663699,,LSPINE,SE\IR,SK\SP\MP\OSP,IR\PFP\SAT1,2D,*tir2d1_13,4.0,3380.0,9.5,1,123.153339,1H,1.0,3.0,4.4,175,7.0,100,100.0,220.0,syngo MR E11,AXI T1 FLAIR,Body,256\0\0\256,COL,140,FFS,1.3.6.1.4.1.55648.2768412958280758716572306756054126,1.3.6.1.4.1.55648.2768412958280758716572306756054126.6,6,1,25,-67.840126459612\-34.970723441344\-90.612442114123,0.99975178098332\-0.0116993063096\0.01896055517548\8.85752e-010\0.85103121265905\0.5251151065053,,,-57.22433382,1,MONOCHROME2,256,256,0.78125\0.78125,16,12,11,0,0.0,3017.0,1112,2286,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain with bilateral lumbar radicular symptoms. Lower back pain with right sciatica, M54.41 Lower back pain with left sciatica, M54.42 Comparison PHI: Lumbar spine MR examination from PHI/DD/YYYY. Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial T1-weighted and proton density images. Findings: There is mild anterolisthesis at L3-L4 and there is minimal retrolisthesis at L5-S1. There is no evidence of fracture, spondylolysis or osseous neoplasm. The conus medullaris terminates low at the L3-L4 level. Axial images 16-20 of series 6 demonstrate mild fatty thickening of the filum terminale at the L4 level, without a discrete lipoma. Lower thoracic intervertebral levels from T9 to L1 are visualized only on sagittal images. Spondylosis is moderate at T9-T10, severe at T10-T11 and T11-T12. Disc bulging is moderate at T9-T10 and T10-T11. It is severe at T11-T12, with minimal flattening of the spinal cord, without cord signal alteration. See sagittal image 8 of series 2. L1-L2: No spondylotic changes. Facet joints are unremarkable. L2-L3: Minimal spondylosis. Mild bilateral facet arthrosis. Small disc bulge. Small left foraminal disc protrusion, with minimal contact on the exiting left L2 nerve. See sagittal image 15 of series 2 and axial image 9 of series 5. L3-L4: Severe spondylosis. Severe bilateral facet arthrosis. Moderate disc bulge, exaggerated by the anterolisthesis. Bilateral foraminal stenosis, mild on the right and ----- Page Break ----- severe on the left, with compression of the exiting left L3 nerve. Mild central canal stenosis, axial image 14 of series 5. L4-L5: Moderate spondylosis. Bilateral facet arthrosis, mild on the right and moderate on the left. Small disc bulge. Right paracentral disc protrusion, with flattening of the ventral thecal sac and impinging on the right L5 nerve root. See axial image 19 of series 5 and sagittal image 9 of series 2. L5-S1: Severe spondylosis. Minimal left facet arthrosis. Small disc bulge. Mild bilateral foraminal stenosis. The visualized paraspinal and abdominopelvic soft tissues are unremarkable in PHI appearance. ------------------------- IMPRESSION: Low-lying conus medullaris as noted above, with mild fatty thickening of the filum terminale. Small listheses as noted. Spondylosis and facet arthrosis as detailed above. Disc protrusions - small left foraminal at L2-L3, minimal contact on the exiting left L2 nerve; right paracentral at L4-L5, imaging of the right L5 nerve root. Foraminal narrowing as noted. Mild central canal stenosis at L3-L4. Spondylolisthesis, M43.16 Herniated disc lumbar spine, M51.26 Spinal stenosis, M48.06 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.2768412958280758716572306756054126/1.3.6.1.4.1.55648.2768412958280758716572306756054126.6,1.3.6.1.4.1.55648.2768412958280758716572306756054126/1.3.6.1.4.1.55648.2768412958280758716572306756054126.6.pkl
-,1.3.6.1.4.1.55648.5057940711961399970918141895289154/1.3.6.1.4.1.55648.5057940711961399970918141895289154.4,166,True,,155.9429929,0.000176668,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.5057940711961399970918141895289154.4.1,20180222,,122313.3525,5224941,MR,Siemens,AX 3DTOF MRA,Skyra,Patient_4381802935945677009,Patient_4381802935945677009,F,021Y,63.50293988,,BRAIN,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,20.0,3.69,1,123.239785,1H,1.0,3.0,15.6,280,1.0,100,88.125,185.0,syngo MR E11,AX 3DTOF MRA,Body,0\320\282\0,ROW,18,HFS,1.3.6.1.4.1.55648.5057940711961399970918141895289154,1.3.6.1.4.1.55648.5057940711961399970918141895289154.4,4,1,1,-90.185716143768\-93.80265539271\-60.894255144599,0.999963138959\-0.0034025201117\0.00788311995023\0.00349054398414\0.99993141618746\-0.0111794017742,,,-61.232292,1,MONOCHROME2,320,282,0.625\0.625,16,12,11,0,0.0,644.0,181,443,4.0,,,,,,,,,,,,,,,,,,,MRA-MRV 3T HEAD NON CONTRAST History: R51 Headache/Facial Pain H54.7 Unspecified visual loss M54.2 Cervical/ Neck Pain R42 Dizziness/Vertigo R55 Syncope R47.02 Dysphasia (Difficulty Speaking) R20.2 Upper and Lower Extremity LASTNAME and Needles H53.2 Diplopia (double vision) MRA of the intracranial arteries was performed utilizing 3D time-of-flight technique in the region of the circle of FIRSTNAME without the introduction of intravenous contrast. 3D reconstructions were performed on a workstation. INTERNAL CAROTID ARTERIES: There is a punctate approximately 1.4 mm outpouching along the lateral margin of the proximal most carotid siphon on the right consistent with tiny aneurysm. The distal cervical as well as intracranial internal carotid arteries otherwise. The internal carotid arteries bifurcate into the anterior and middle cerebral arterial circulation. THE ANTERIOR AND MIDDLE CEREBRAL ARTERIAL CIRCULATION: appears unremarkable. The anterior communicating artery is patent. VERTEBRAL BASILAR ARTERIAL CIRCULATION: The distal vertebral arteries appear unremarkable converging to form the basilar artery. The basilar artery appears unremarkable. THE POSTERIOR CEREBRAL ARTERIAL CIRCULATION: The posterior cerebral arterial circulation appears unremarkable. The left posterior communicating artery Is patent. The right posterior communicating artery Is patent. Diffusion-weighted sequences illustrate no evidence of acute or subacute ischemia. ------------------------- IMPRESSION: Tiny right cavernous internal carotid artery aneurysm. I67.1 ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,15,1.3.6.1.4.1.55648.5057940711961399970918141895289154/1.3.6.1.4.1.55648.5057940711961399970918141895289154.4,1.3.6.1.4.1.55648.5057940711961399970918141895289154/1.3.6.1.4.1.55648.5057940711961399970918141895289154.4.pkl
-,1.3.6.1.4.1.55648.3224304407621327367482299864606133/1.3.6.1.4.1.55648.3224304407621327367482299864606133.3,40,True,,50.67683554,0.000193834,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3224304407621327367482299864606133.3.40,20190731,,105720.9525,420905238,MR,Siemens,AX PD FS,Skyra_fit,Patient_6750807098482631781,Patient_6750807098482631781,F,057Y,68.03886416,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.229873,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.3224304407621327367482299864606133,1.3.6.1.4.1.55648.3224304407621327367482299864606133.3,3,1,40,-162.20381082845\-92.9613363723\-5.1100342573821,0.99169984020455\-0.1196970625285\-0.0469472060971\0.12000887091893\0.99276527596297\0.00387010890551,,,-11.70860922,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1921.0,674,1386,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M22.41 Right patella chondromalacia TECHNIQUE: Right knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Ligaments: The anterior cruciate, posterior cruciate, medial collateral, and lateral collateral ligaments are intact. Menisci: Degeneration of the medial meniscus is present with a large tear involving the posterior root ligament medial meniscus. Has been medial extrusion of the body medial meniscus. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. Effusion: A moderate knee joint effusion is present. Cartilage: A fissure is present in the cartilage on the median ridge of the patella. Full-thickness cartilage loss is present in the medial femorotibial compartment. Superficial cartilage regularity is present in the lateral femorotibial compartment. Bone Marrow: Overall, the bone marrow signal is age-appropriate. Popliteal fossa: There is no significant popliteal cyst. Popliteus muscle and tendon are intact. Iliotibial band: The iliotibial band is within normal limits. ----- Page Break ----- Posterolateral corner: The posterior lateral corner is unremarkable. ------------------------- IMPRESSION: Tricompartment degenerative changes, with cartilage loss most pronounced in the medial femorotibial compartment. M17.11 Degeneration of medial meniscus with a radial tear involving the posterior root ligament. M23.203 Moderate knee joint effusion. M25.461 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.3224304407621327367482299864606133/1.3.6.1.4.1.55648.3224304407621327367482299864606133.3,1.3.6.1.4.1.55648.3224304407621327367482299864606133/1.3.6.1.4.1.55648.3224304407621327367482299864606133.3.pkl
-,1.3.6.1.4.1.55648.9493450771209005796281879790088868/1.3.6.1.4.1.55648.9493450771209005796281879790088868.8001,25,True,,24.49827027,0.000157595,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9493450771209005796281879790088868.8001.25,20190114,,133711.9075,557750761,MR,Siemens,AX PD,MAGNETOM Vida,Patient_4592127870363765111,Patient_4592127870363765111,F,045Y,70.3068,,LSPINE,SE,SP\SK,SP\PER,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.252881,1H,,3.0,4.4,224,9.0,70,100.0,223.0,syngo MR XA10,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.9493450771209005796281879790088868,1.3.6.1.4.1.55648.9493450771209005796281879790088868.8001,8001,1,25,-100.099\-26.2163\-42.0515,0.997866\0.021963\-0.0614919\0.00526325\0.911615\0.411011,,,-34.0023,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1971.0,866,1722,,,,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain with left sciatica M54.42 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: Five lumbar vertebral bodies are assumed. Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is straightened. There is no significant spondylolisthesis. There are no focal aggressive osseous lesions. The vertebral body heights are intact. The conus terminates at L1 and the imaged lower spinal cord demonstrates normal signal intensity and morphology. There is lower lumbar discogenic degenerative disease with disc dessication and intervertebral disc height narrowing. The findings at the individual levels are as follows: T12-L1: Only evaluated in the sagittal plane. There is no significant central canal or neural foraminal stenosis. L1-L2: There is no significant central canal or neural foraminal stenosis. L2-L3 : There is no significant central canal or neural foraminal stenosis. L3-L4 : There is no significant central canal or neural foraminal stenosis. L4-L5: There is a circumferential disc bulge with a moderate-large superimposed left paracentral disc protrusion severely narrow the left lateral recess and impinging upon the descending L5 left nerve root. Mild left greater than right neural foraminal narrowing is present. There is overall moderate central canal stenosis. L5-S1: A mild disc bulge with a superimposed shallow broad-based central disc protrusion ----- Page Break ----- with annular tear is asymmetric to the left. There is mild left neural foraminal narrowing with disc material abutting the exiting left L5 nerve root. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: Lower lumbar discogenic degenerative disease with impingement of the descending left L5 nerve root at L4-L5 exiting left L5 and L5-S1. M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",49,1.3.6.1.4.1.55648.9493450771209005796281879790088868/1.3.6.1.4.1.55648.9493450771209005796281879790088868.8001,1.3.6.1.4.1.55648.9493450771209005796281879790088868/1.3.6.1.4.1.55648.9493450771209005796281879790088868.8001.pkl
-,1.3.6.1.4.1.55648.4817569022059252745511765166797862/1.3.6.1.4.1.55648.4817569022059252745511765166797862.7,35,True,,27.2240212,0.000156164,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4817569022059252745511765166797862.7.35,20161012,,185346.0275,940277393,MR,Siemens,AX PD,Verio,Patient_1858317453494577365,Patient_1858317453494577365,M,018Y,81.64663699,,,SE,SK\SP\OSP,,2D,*tse2d1_9,3.0,3760.0,33.0,1,123.20526,1H,1.0,3.0,3.0,432,9.0,90,100.0,200.0,syngo MR B19,AX PD,Body,0\320\288\0,ROW,150,HFS,1.3.6.1.4.1.55648.4817569022059252745511765166797862,1.3.6.1.4.1.55648.4817569022059252745511765166797862.7,7,1,35,-192.30407716279\-96.0266361093\-24.385189056396,1\-2.05103e-010\0\2.05103e-010\1\0,,,-24.38518906,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,2560.0,873,1788,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT SHOULDER WITHOUT CONTRAST HISTORY: M12.519 Traumatic arthropathy, unspecified shoulder M54.13 Radiculopathy, cervicothoracic region M99.01 Segmental and somatic dysfunction of cervical region M25.511 Right shoulder pain TECHNIQUE: Right shoulder imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Acromion and bursa: The acromion has a curved configuration (type II). The acromioclavicular joint is unremarkable. The subacromial/subdeltoid bursa is unremarkable. Rotator cuff tendons: There is no evidence for rotator cuff tendon tears. Biceps tendons: The tendons of the long and short heads of the biceps brachii are intact. Cartilage and labrum: No full-thickness cartilage defects are present. A nondisplaced tear is present involving the superior and posterior superior aspect of the glenoid labrum, extending to involve the anchor of the long head of the biceps tendon. There is a tear through the anterior inferior aspect of the glenoid labrum. Mild asymmetry of the anterior inferior, inferior, and posterior inferior aspects glenoid is present, possibly secondary to a remote injury. A small glenohumeral joint effusion is present. Bone marrow: A 0.6 cm bone island is present in the glenoid. There is also a small bone island in the proximal right humerus. The bone marrow signal is overall age appropriate. There is no evidence for lymphadenopathy in the visualized portions of the axilla. No asymmetric muscle atrophy is present. ----- Page Break ----- ------------------------- IMPRESSION: Nondisplaced SLAP tear extending to involve the ankle of the long head of the biceps tendon. Tear through the anterior and inferior inferior glenoid labrum with an associated mild asymmetry of the anterior inferior glenoid. Clinical correlation for prior injury and shoulder instability is suggested. S43.431A Small right shoulder joint effusion. M25.411 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",92,1.3.6.1.4.1.55648.4817569022059252745511765166797862/1.3.6.1.4.1.55648.4817569022059252745511765166797862.7,1.3.6.1.4.1.55648.4817569022059252745511765166797862/1.3.6.1.4.1.55648.4817569022059252745511765166797862.7.pkl
-,1.3.6.1.4.1.55648.110205245270113031975681641488441/1.3.6.1.4.1.55648.110205245270113031975681641488441.7,31,True,,26.15676045,0.000145197,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.110205245270113031975681641488441.7.31,20160822,,112153.47,403792168,MR,Siemens,AX PD,Skyra,Patient_7811400571913969951,Patient_7811400571913969951,M,027Y,81.64663699,,SHOULDER,SE,SK\SP\OSP,,2D,*tseR2d1_8,3.0,3500.0,34.0,1,123.153765,1H,1.0,3.0,3.0,575,8.0,100,100.0,200.0,syngo MR E11,AX PD,Body,0\384\384\0,ROW,160,HFS,1.3.6.1.4.1.55648.110205245270113031975681641488441,1.3.6.1.4.1.55648.110205245270113031975681641488441.7,7,1,31,-172.80317497253\-81.649698257446\-25.738048553467,1\0\0\0\1\0,,,-25.73804855,1,MONOCHROME2,384,384,0.33854165673256\0.33854165673256,16,12,11,0,0.0,1477.0,485,1033,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT SHOULDER WITHOUT CONTRAST HISTORY: M25.511 Right shoulder pain M25.611 Right shoulder stiffness Technique: MRI of the right shoulder was performed on a 3.0 Tesla ultra high field wide bore magnet with multiplanar and multiecho images without intravenous or intra-articular contrast administration. Comparison: MRI right shoulder MM/DD/YYYY Findings: Rotator cuff: Minimal tendinosis of the infraspinatus tendon. No discrete rotator cuff tear. The supraspinatus, subscapularis, and teres minor tendons are intact. No associated muscle atrophy. LASTNAME Biceps, and Bicipital-Labral FIRSTNAME Complex: No discrete labral tear on this nondistended shoulder. The tendon of the long head of the biceps demonstrates normal signal and morphology with an intact bicipital-labral anchor complex. It is appropriately located within the bicipital groove. The tendon of the short head of the biceps attaches appropriately to the coracoid process. Inferior glenohumeral ligament: The inferior glenohumeral ligament demonstrates normal signal and morphology. Acromioclavicular joint: Mild-to-moderate osteoarthritic changes of the acromioclavicular joint. No undersurface proliferation. No os acromiale. No subacromial/subdeltoid bursitis. Cartilage: ----- Page Break ----- No gross cartilage abnormality on this nondistended shoulder. Osseous structures: The osseous structures demonstrate normal marrow signal. No acute fracture. Specifically, no Hill-Sachs or osseous Bankart lesion. No avascular necrosis. Physiologic joint fluid. ------------------------- IMPRESSION: Mild-to-moderate osteoarthritic changes of the acromioclavicular joint. Given age-advanced nature of these findings, this is likely secondary to hyperactivity/overuse. Minimal tendinosis of the infraspinatus tendon. No discrete rotator cuff tear. The labrum and bones are intact. ICD 10 - Osteoarthritis, M19.011 Rotator cuff Sprain/ tear, S46.011A Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",26,1.3.6.1.4.1.55648.110205245270113031975681641488441/1.3.6.1.4.1.55648.110205245270113031975681641488441.7,1.3.6.1.4.1.55648.110205245270113031975681641488441/1.3.6.1.4.1.55648.110205245270113031975681641488441.7.pkl
-,1.3.6.1.4.1.55648.520138906331129790888691499600282/1.3.6.1.4.1.55648.520138906331129790888691499600282.3,40,True,,35.76551199,0.000252008,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.520138906331129790888691499600282.3.40,20170222,,101432.0,968285753,MR,Siemens,AX PD FS,Skyra,Patient_5315720793864696628,Patient_5315720793864696628,M,041Y,86.18256126,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.147943,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.520138906331129790888691499600282,1.3.6.1.4.1.55648.520138906331129790888691499600282.3,3,1,40,4.2467016456903\-94.630606618409\-41.238704681396,0.9964928595725\0.08367783948582\0\-0.0836778394858\0.9964928595725\0,,,-41.23870468,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,2970.0,568,1203,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LEFT KNEE WITHOUT CONTRAST HISTORY: Pain behind the patella. No injury. Evaluate chondromalacia. M25.562 TECHNIQUE: MR imaging of the left knee was performed without IV contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences: Sagittal proton density with and without fat suppression, axial proton density fat-suppressed, and coronal proton density fat-suppressed. COMPARISON: No prior studies are available for comparison. FINDINGS: There is no evidence for acute fracture or osteonecrosis. Ligaments: The cruciate and collateral ligaments are intact. Lateral compartment: The lateral meniscus is intact. The articular cartilage is maintained. Medial compartment: There is a partial undersurface tear within the periphery of the medial meniscus posterior horn (sagittal image 7). No displaced meniscal fragment is seen. The articular cartilage is maintained. Patellofemoral compartment: There is patella alta. There is full-thickness cartilage fissuring overlying the median ridge of the patella within the middle third in association with moderate thinning and mild-moderate reactive subchondral edema/cyst formation (series 7, image 9). Shallow partial thickness cartilage fissuring is also noted overlying the lateral patellar facet. The trochlear cartilage is maintained. Muscle/tendon: No disproportionate muscle atrophy or intramuscular edema is present. There is no perimuscular fluid . The imaged tendons , inclusive of the extensor mechanism, are intact. Joint fluid: PHI is a physiologic amount of fluid within the joint. No loose bodies are seen. A multiseptated popliteal cyst measures 7.9 x 3.7 x 2.1 cm (craniocaudad x anteroposterior x transverse dimension). ----- Page Break ----- Miscellaneous: The subcutaneous tissues are within normal limits. The neurovascular structures demonstrate normal course. ------------------------- IMPRESSION: 1. Full-thickness patellar cartilage fissuring. Patella alta. 2. Partial undersurface medial meniscus tear. Multiseptated popliteal cyst. ICD 10 - Patella Chondromalacia, M22.42 Medial meniscal tear, S83.242A Baker?s Cyst, M71.22 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",12,1.3.6.1.4.1.55648.520138906331129790888691499600282/1.3.6.1.4.1.55648.520138906331129790888691499600282.3,1.3.6.1.4.1.55648.520138906331129790888691499600282/1.3.6.1.4.1.55648.520138906331129790888691499600282.3.pkl
-,1.3.6.1.4.1.55648.046711091817188861114027459932871/1.3.6.1.4.1.55648.046711091817188861114027459932871.6,32,True,,27.68846726,0.000170708,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.046711091817188861114027459932871.6.32,20200521,85001.703,85006.73,915743456,MR,Siemens,AX PD,Verio,Patient_8529779180314008772,Patient_8529779180314008772,M,051Y,80.73945213,,,SE,SK\SP\OSP,SAT1,2D,*tseR2d1rs8,4.0,3000.0,45.0,1,123.186922,1H,1.0,3.0,4.4,272,8.0,70,100.0,260.0,syngo MR B19,AX PD,Body,320\0\0\224,COL,160,FFS,1.3.6.1.4.1.55648.046711091817188861114027459932871,1.3.6.1.4.1.55648.046711091817188861114027459932871.6,6,1,32,-117.90124358191\-1.8420308776237\-81.094101431656,0.99942479619936\-0.0072241928985\0.03313438967036\-0.0136557745278\0.80860483112213\0.58819363045514,,,-60.7838102,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2195.0,598,1380,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain G89.29 Other chronic pain Technique: Multiplanar, multisequence MRI of the lumbar spine was performed without the administration of intravenous contrast . Findings: Priors: MR lumbar spine MM/DD/YYYY There are postsurgical changes related to right-sided L5 hemilaminectomy. The vertebral bodies are normally aligned. Vertebral heights are maintained. Bone marrow signal is normal. There is preservation of intervertebral disc height. The visualized spinal cord demonstrates normal signal intensity. The conus medullaris terminates at expected level. At L1-2: No significant spinal canal or neural foraminal stenosis. At L2-3: No significant spinal canal or neural foraminal stenosis. At L3-4: Disc bulge effacing the ventral thecal sac without significant spinal canal stenosis or neural foraminal narrowing. At L4-5: Disc bulge effacing the ventral thecal sac without significant spinal canal stenosis. There is thickening of ligamentum flavum and facet arthrosis. There is moderate right and mild left-sided neural foraminal narrowing. At L5-S1: Disc bulge effacing the ventral thecal sac without significant spinal canal stenosis. There is a posterior annular fissure. There is moderate bilateral facet arthrosis. There is severe bilateral neural foraminal narrowing with impingement of the exiting L5 nerve roots. ------------------------- IMPRESSION: At L3-4: Disc bulge effacing the ventral thecal sac without significant spinal canal ----- Page Break ----- stenosis or neural foraminal narrowing. At L4-5: Disc bulge effacing the ventral thecal sac without significant spinal canal stenosis. There is thickening of ligamentum flavum and facet arthrosis. There is moderate right and mild left-sided neural foraminal narrowing. At L5-S1: Disc bulge effacing the ventral thecal sac without significant spinal canal stenosis. There is a posterior annular fissure. There is moderate bilateral facet arthrosis. There is severe bilateral neural foraminal narrowing with impingement of the exiting L5 nerve roots. Findings have progressed at L4-L5 compared to prior examination MM/DD/YYYY. ICD 10 - Herniated disc lumbar spine, M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",67,1.3.6.1.4.1.55648.046711091817188861114027459932871/1.3.6.1.4.1.55648.046711091817188861114027459932871.6,1.3.6.1.4.1.55648.046711091817188861114027459932871/1.3.6.1.4.1.55648.046711091817188861114027459932871.6.pkl
-,1.3.6.1.4.1.55648.9031193843718243652538899848438370/1.3.6.1.4.1.55648.9031193843718243652538899848438370.7,90,True,,84.02494454,0.000170231,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\NONE\TRACEW\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9031193843718243652538899848438370.7.1,20170512,,173245.9575,922666415,MR,Siemens,AX DWI,Verio,Patient_6707384005667307670,Patient_6707384005667307670,F,072Y,72.57478843,,,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,5000.0,106.0,1,123.226847,1H,1.0,3.0,4.8,120,1.0,100,100.0,1250.0,syngo MR B19,AX DWI,Body,160\0\0\160,COL,90,HFS,1.3.6.1.4.1.55648.9031193843718243652538899848438370,1.3.6.1.4.1.55648.9031193843718243652538899848438370.7,7,1,1,-143.81790823469\-110.06932749266\-53.796970170932,0.99649336031628\-0.0635082917288\0.05447641441266\0.06793407864479\0.99417612513145\-0.0836587901975,,,-56.08659032,1,MONOCHROME2,320,320,0.796875\0.796875,16,12,11,0,0.0,1259.0,183,475,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN NON CONTRAST HISTORY: 72-year-old woman, evaluation for stroke. R41.3 Memory Loss G45.1 Carotid artery syndrome (hemispheric) TECHNIQUE: Multiplanar, multisequence MRI of the brain was performed without intravenous contrast. The study was performed on a 3 Tesla magnet. COMPARISON: None available. FINDINGS: INTRACRANIAL FINDINGS: There is mild age-appropriate cerebral volume loss. Foci of FLAIR hyper signal intensity is present involving the periventricular white matter and deep white matter of cerebral hemispheres, nonspecific finding likely microvascular angiopathy and small vessel disease. The brain parenchyma appears normal without evidence for acute ischemia, hemorrhage, or mass lesion. The ventricles are normal in size. There is no abnormal extra-axial collection. The flow voids at the skull base are normal. The cerebellar tonsils are normal in position. EXTRACRANIAL FINDINGS: The orbital contents are unremarkable. The visualized paranasal sinuses and mastoid air cells are well aerated. ------------------------- IMPRESSION: Mild age-appropriate cerebral volume loss and nonspecific white matter changes, otherwise unremarkable brain MRI. ICD 10 - R 90.82 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",55,1.3.6.1.4.1.55648.9031193843718243652538899848438370/1.3.6.1.4.1.55648.9031193843718243652538899848438370.7,1.3.6.1.4.1.55648.9031193843718243652538899848438370/1.3.6.1.4.1.55648.9031193843718243652538899848438370.7.pkl
-,1.3.6.1.4.1.55648.111595404145476254734351330331744/1.3.6.1.4.1.55648.111595404145476254734351330331744.6,31,True,,24.06586123,0.000194788,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.111595404145476254734351330331744.6.31,20200812,,173755.105,887743519,MR,Siemens,AX PD,Skyra,Patient_1748621602989412851,Patient_1748621602989412851,M,018Y,58.9670156,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.165763,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,157,FFS,1.3.6.1.4.1.55648.111595404145476254734351330331744,1.3.6.1.4.1.55648.111595404145476254734351330331744.6,6,1,31,-88.061905730108\-9.9781991086273\-99.433034060465,0.99988762975956\0.007676859576\-0.0128760895016\-5.38243e-010\0.85892559417003\0.512100403905,,,-81.6068447,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,458.0,168,424,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is straightened. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of acute fracture or infiltrative process. The vertebral body heights are intact. Intervertebral Discs: Normal Disc Height and Signal. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L3-L4: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L4-5: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L5-S1: Broad-based protruded Central disc herniation extending just beyond the vertebral body margin into the epidural fat. No significant central canal narrowing. Mild left neural foraminal narrowing. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L5-S1: Broad-based protruded Central disc herniation extending just beyond the vertebral body margin into the epidural fat. No significant central canal narrowing. Mild left neural foraminal narrowing. Straightening of the normal lumbar lordosis likely due to muscle spasm. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.111595404145476254734351330331744/1.3.6.1.4.1.55648.111595404145476254734351330331744.6,1.3.6.1.4.1.55648.111595404145476254734351330331744/1.3.6.1.4.1.55648.111595404145476254734351330331744.6.pkl
-,1.3.6.1.4.1.55648.1809274136091378563384811608460840/1.3.6.1.4.1.55648.1809274136091378563384811608460840.8,62,True,,52.12811327,0.000179291,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1809274136091378563384811608460840.8.62,20190823,,121944.2775,322730466,MR,Siemens,AX PD FS_COMPOSED,Skyra,Patient_1613523723993176925,Patient_1613523723993176925,F,068Y,54.43109132,,ARM,SE,SK\SP,FS,2D,*tse2d1_7,5.0,4210.0,40.0,1,123.256139,1H,1.0,3.0,5.0,255,7.0,80,100.0,200.0,syngo MR E11,AX PD FS_2,Body,320\0\0\256,COL,160,HFS,1.3.6.1.4.1.55648.1809274136091378563384811608460840,1.3.6.1.4.1.55648.1809274136091378563384811608460840.8,8,1,62,-193.11093835484\-11.634605225564\-138.78858804716,0.98420237652383\0.03007689974591\-0.1744736717861\-6.2609383e-008\0.98546468351665\0.16988042130103,,,-166.855059,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,736.0,253,574,,,,,,,,,,,,,,,,,,,,"HISTORY: M79.621 Right arm pain TECHNIQUE: Right arm imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. CONTRAST: Images were obtained prior to and following the intravenous administration of 6 mL Gadavist. Measured serum creatinine level was 0.7 mg/dL. Estimated GFR was 89 ml/min. COMPARISON: MRI of the right humerus obtained MM/DD/YYYY FINDINGS: There is evidence of a 2.8 x 1.4 x 1.0 cm (craniocaudal x anterior posterior x transverse) solid lesion is present on the medial aspect of the right arm, and intimately associated with the median nerve. The lesion has contrast enhancement with a central nonenhancing area. Associated scarring is present. There is no evidence for muscle or tendon tears. The bone marrow signal is overall age-appropriate. There is no evidence for adenopathy in the visualized portions of the right axilla. ------------------------- IMPRESSION: Solid lesion intimately associated with the median nerve, most consistent with a peripheral nerve sheath tumor, not significant significantly changed since MONTH XX. Associated focal area of nonenhancement centrally which may represent scarring versus postoperative changes. Clinical correlation is recommended. D48.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",64,1.3.6.1.4.1.55648.1809274136091378563384811608460840/1.3.6.1.4.1.55648.1809274136091378563384811608460840.8,1.3.6.1.4.1.55648.1809274136091378563384811608460840/1.3.6.1.4.1.55648.1809274136091378563384811608460840.8.pkl
-,1.3.6.1.4.1.55648.9172319534274705547991190907303289/1.3.6.1.4.1.55648.9172319534274705547991190907303289.3,90,True,,86.71090555,0.000165462,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9172319534274705547991190907303289.3.1,20190501,,,59851628,MR,Siemens,AX DWI_TRACEW,Biograph_mMR,Patient_9500508222107441218,Patient_9500508222107441218,M,014Y,35.83380179,,BRAIN,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,5000.0,106.0,1,123.25058,1H,1.0,3.0,5.2,120,60.0,100,100.0,1250.0,syngo MR E11,AX DWI,Body,160\0\0\160,COL,90,HFS,1.3.6.1.4.1.55648.9172319534274705547991190907303289,1.3.6.1.4.1.55648.9172319534274705547991190907303289.3,3,1,1,-125.07276247608\-118.00292370492\-75.832383687476,0.99986913458704\0.01175815048317\0.01111123743653\-0.0139617277905\0.9741377336141\0.22552327176212,,,-46.22462731,1,MONOCHROME2,320,320,0.796875\0.796875,16,12,11,0,0.0,84.0,33,90,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN AND PITUITARY PRE AND POST IV CONTRAST HISTORY: E22.1 Hyperprolactinemia Technique: Multiplanar, multisequence MR imaging of the brain and pituitary gland was performed with and without 3.6cc Gadavist. Findings: Imaging is degraded by artifact from dental braces. Pituitary: The pituitary gland is normal in signal and homogenous in enhancement without focal lesion. The sella is normal in caliber. The cavernous sinuses and suprasellar cistern are within normal limits. Brain: The ventricles, sulci, and cisterns are normal in caliber for patient's age without evidence for hydrocephalus. There is no focal parenchymal signal abnormality. There is no evidence of intra-axial mass or abnormal enhancement.. The craniocervical junction is within normal limits. Diffusion weighted imaging demonstrates no evidence for acute infarction. Flow voids: The flow voids at the skull base are unremarkable. Extra-axial spaces:There is no extra-axial collection or extra-axial mass. Extracranial findings: Paranasal sinuses and orbits are obscured by artifact from dental braces. ------------------------- IMPRESSION: Normal evaluation of the pituitary. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",29,1.3.6.1.4.1.55648.9172319534274705547991190907303289/1.3.6.1.4.1.55648.9172319534274705547991190907303289.3,1.3.6.1.4.1.55648.9172319534274705547991190907303289/1.3.6.1.4.1.55648.9172319534274705547991190907303289.3.pkl
-,1.3.6.1.4.1.55648.2840025707026930334291380244781155/1.3.6.1.4.1.55648.2840025707026930334291380244781155.5,25,True,,15.25371861,0.000330925,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2840025707026930334291380244781155.5.25,20200811,,185854.955,324292381,MR,Siemens,AX PD,Skyra,Patient_5941510169201611898,Patient_5941510169201611898,M,030Y,102.0582962,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,38.0,1,123.246862,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.2840025707026930334291380244781155,1.3.6.1.4.1.55648.2840025707026930334291380244781155.5,5,1,25,-90\-26.132806773712\-40.027198808825,1\0\0\0\0.97061252589281\0.24064771883395,,,-32.5621002,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,3255.0,1085,2263,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 fell and hit back at work swollen painful limited range of motion. TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is straightened. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of acute fracture or infiltrative process. The vertebral body heights are intact. Intervertebral Discs: Disc desiccation and mild loss of disc height at L5-S1. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L3-L4: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L4-5: Broad-based protruded Central disc herniation impressing upon the ventral thecal sac. L5-S1: Protruded Central disc herniation measuring 5 mm in PHI dimension extending into the epidural fat with right greater than left subarticular stenosis encroaching on the descending S1 nerve roots. Mild left neural foraminal narrowing. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L4-5: Broad-based protruded Central disc herniation impressing upon the ventral thecal sac. L5-S1: Protruded Central disc herniation measuring 5 mm in PHI dimension extending into the epidural fat with right greater than left subarticular stenosis encroaching on the descending S1 nerve roots. Mild left neural foraminal narrowing. Straightening of the normal lumbar lordosis likely due to muscle spasm. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.2840025707026930334291380244781155/1.3.6.1.4.1.55648.2840025707026930334291380244781155.5,1.3.6.1.4.1.55648.2840025707026930334291380244781155/1.3.6.1.4.1.55648.2840025707026930334291380244781155.5.pkl
-,1.3.6.1.4.1.55648.1687024741472063053769041465067061/1.3.6.1.4.1.55648.1687024741472063053769041465067061.1001,112,True,,101.7714856,0.0004282,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS3D\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1687024741472063053769041465067061.1001.1,20191011,,131001.8675,681638407,MR,Siemens,I_AAspine_scout,MAGNETOM Vida,Patient_6421554463919476564,Patient_6421554463919476564,F,052Y,58.967,,LSPINE,GR,SK,PFP\PFF\CG\RG\PER,3D,*fl3d1,1.7,3.3,1.27,1,123.202805,1H,,3.0,,240,1.0,100,100.0,548.0,syngo MR XA11,I_AAspine_scout,Body,240\0\0\240,COL,8,FFS,1.3.6.1.4.1.55648.1687024741472063053769041465067061,1.3.6.1.4.1.55648.1687024741472063053769041465067061.1001,1001,1,1,-200\-64.35\200,1\0\0\0\0\-1,,,-64.35,1,MONOCHROME2,240,240,1.66667\1.66667,16,12,11,0,0.0,365.0,49,136,,,,,Spine_32_RS,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain with left lumbar radicular symptoms. The patient provides a history of back surgery. M54.42 Comparison PHI: Lumbar spine radiographs from PHI/DD/YYYY. Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial proton density images. Findings: There is minimal retrolisthesis at L3-L4. There is no evidence of fracture, spondylolysis or osseous neoplasm. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the L1-L2 level. Lower thoracic intervertebral levels from T10 to L1 are visualized only on sagittal images. There is minimal spondylotic disc bulging at T10-T11 and T11-T12. L1-L2: No spondylotic changes. Facet joints are unremarkable. L2-L3: No spondylotic changes. Facet joints are unremarkable. L3-L4: Mild spondylosis. Facet joints are unremarkable. Large disc bulge, with mild osteophyte ridging. Borderline central canal stenosis. See axial image 14 of series 8001. L4-L5: Moderate-to-severe spondylosis. Facet joints are unremarkable. Large disc bulge, with osteophyte ridging. Moderate bilateral foraminal stenosis. Axial images 19-20 suggest a prior right L4 laminotomy - correlate with surgical history. Mild central canal stenosis, axial image 18 of series 8001. ----- Page Break ----- L5-S1: Mild-to-moderate spondylosis. Mild-to-moderate right facet arthrosis. Small central disc protrusion, with osteophyte ridging. Moderate-to-severe bilateral foraminal stenosis. Mild central canal stenosis. See axial image 23 of series 8001. The visualized paraspinal and abdominopelvic soft tissues are unremarkable in PHI appearance. ------------------------- IMPRESSION: Images suggest right L4 laminotomy. Correlate with surgical history. Minimal L3-L4 retrolisthesis. Spondylosis and facet arthrosis. Central canal stenosis is borderline at L3-L4, mild at L4-L5 and L5-S1. Small central disc protrusion at L5-S1, without significant mass effect. M43.16 M51.36 M48.06 M51.27 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.1687024741472063053769041465067061/1.3.6.1.4.1.55648.1687024741472063053769041465067061.1001,1.3.6.1.4.1.55648.1687024741472063053769041465067061/1.3.6.1.4.1.55648.1687024741472063053769041465067061.1001.pkl
-,1.3.6.1.4.1.55648.0174777894925343626113178887664911/1.3.6.1.4.1.55648.0174777894925343626113178887664911.7,33,True,,29.30438566,0.000168324,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0174777894925343626113178887664911.7.33,20170925,,194745.62,444413065,MR,Siemens,AX T1 PRE,Skyra,Patient_167352685921974072,Patient_167352685921974072,M,081Y,86.18256126,,LSPINE,SE\IR,SK\SP\MP\OSP,IR\SAT1,2D,*tir2d1_9,4.5,3470.0,9.5,1,123.248187,1H,1.0,3.0,5.04,324,9.0,100,100.0,220.0,syngo MR E11,AX T1 PRE,Body,256\0\0\256,COL,152,FFS,1.3.6.1.4.1.55648.0174777894925343626113178887664911,1.3.6.1.4.1.55648.0174777894925343626113178887664911.7,7,1,33,-24.495756901119\-25.539849476341\-52.607629692752,0.99965925172262\0.00195781628599\-0.026029740697\4.058691e-008\0.99718321142422\0.07500428556875,,,-51.16604343,1,MONOCHROME2,256,256,0.703125\0.703125,16,12,11,0,0.0,860.0,538,1081,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain with left lumbar radicular symptoms. Patient provides a history of rheumatoid arthritis. Lower back pain with left sciatica, M54.42 Difficulty walking, R26.2 Comparison PHI: Abdomen and pelvis CT examination from PHI/DD/YYYY. Technique: The lumbosacral spine was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with axial T1-weighted and proton density images. Findings: Coronal localizer image 6 of series 2 provides limited visualization of a mild lumbar levoscoliosis, centered at approximately L3-L4. No spondylolisthesis is visualized. There is no evidence of fracture, spondylolysis or osseous neoplasm. Anterior fusion is present from L2 to L4, and at L5-S1. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the L1 level. Lower thoracic intervertebral levels from T11 to L1 are visualized only on sagittal images. Moderate spondylotic disc bulges are present at these levels, and sagittal images PHI of series 3 demonstrate a large right lateral recess disc protrusion at T12-L1, encroaching on the right L1 nerve root. This may be further assessed with dedicated thoracic spine MR imaging as clinically warranted. L1-L2: Moderate spondylosis. Minimal bilateral facet arthrosis. Moderate disc bulge, with osteophyte ridging, and a superimposed right lateral recess disc protrusion. This encroaches slightly on the right L2 nerve root. See sagittal images PHI of series 3. ----- Page Break ----- L2-L3: Anterior fusion. Facet joints are unremarkable. Posterior osteophyte ridging. Mild bilateral foraminal stenosis. Borderline central canal stenosis. See axial image 8 of series 6. L3-L4: Anterior fusion. There has been right laminotomy. Mild osteophyte ridging. Mild bilateral foraminal stenosis. L4-L5: Minimal spondylosis. Severe bilateral facet arthrosis. Disc bulge, with osteophyte ridging. Left lateral recess disc protrusion, flattening of the ventral thecal sac and impinging on and displacing the left L5 nerve root. Moderate bilateral foraminal stenosis. Moderate central canal stenosis. See axial images 19-20 of series 6. L5-S1: Anterior fusion. Mild left facet arthrosis. Posterior osteophyte ridging, indenting the ventral thecal sac. Mild bilateral foraminal stenosis. The visualized paraspinal and abdominopelvic soft tissues are unremarkable in PHI appearance. ------------------------- IMPRESSION: Mild lumbar levoscoliosis. Anterior fusion at multiple levels, as per above. Lumbar spondylosis and facet arthrosis as detailed above. Right L3-L4 laminotomy. Disc protrusions -- right lateral recess at T12-L1, encroaching on the right L1 nerve root; right lateral recess at L1-L2, encroaching on the right L2 nerve root; left lateral recess at L4-L5. Foraminal narrowing as noted above. Central canal stenosis -- borderline at L2-L3, moderate at L4-L5. Other idiopathic scoliosis, lumbar region, M41.26 Fusion of spine, lumbar region, M43.26 Degeneration lumbar spine, M51.36 Degeneration L5-S1, M51.37 Spinal stenosis, M48.06 Herniated disc lumbar spine, M51.26 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.0174777894925343626113178887664911/1.3.6.1.4.1.55648.0174777894925343626113178887664911.7,1.3.6.1.4.1.55648.0174777894925343626113178887664911/1.3.6.1.4.1.55648.0174777894925343626113178887664911.7.pkl
-,1.3.6.1.4.1.55648.989302987148522994680596226468864/1.3.6.1.4.1.55648.989302987148522994680596226468864.8,156,True,,60.62976956,0.000161409,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.989302987148522994680596226468864.8.1,20171208,,103513.3,536756641,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_6095744922027386672,Patient_6095744922027386672,M,033Y,72.57478843,,SPINE,GR,SP,SAT1,3D,*fl3d1r_t70,0.600000024,28.0,7.15,1,63.679279,1H,1.0,1.5,17.4,319,1.0,100,100.0,120.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.989302987148522994680596226468864,1.3.6.1.4.1.55648.989302987148522994680596226468864.8,8,1,1,-96.559971383312\-63.312875536036\-61.002912657771,0.99879263993256\-0.0488985236805\0.00471134783352\0.04535490668169\0.95473585951171\0.29397682051878,,,-37.90773571,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,506.0,134,342,4.0,,,,,,,,,,,,,,,,,,,MRA-HEAD NON CONTRAST HISTORY: Possible vascular malformation. Dilated pupils. COMPARISON: Brain MRI and MR angiography of the neck performed concurrently. TECHNIQUE: MRA of the intracranial arteries was performed on a 3.0 Tesla superconducting magnet utilizing 3-D time-of-flight technique in the region of the circle of FIRSTNAME 3-D reconstructions were performed on a workstation. Diffusion-weighted imaging was performed. All measurements were obtained in accordance with the NASCET criteria. FINDINGS: Incidental note of fetal origin of the left posterior cerebral artery which is a normal anatomic variant. No hemodynamically significant stenosis. No vascular malformation. No dissection or aneurysm. No restricted diffusion or acute infarct. ------------------------- IMPRESSION: Normal MRA of the circle of FIRSTNAME Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,35,1.3.6.1.4.1.55648.989302987148522994680596226468864/1.3.6.1.4.1.55648.989302987148522994680596226468864.8,1.3.6.1.4.1.55648.989302987148522994680596226468864/1.3.6.1.4.1.55648.989302987148522994680596226468864.8.pkl
-,1.3.6.1.4.1.55648.9231736881782738567283324474229416/1.3.6.1.4.1.55648.9231736881782738567283324474229416.27,96,True,,93.02300954,0.00026989,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\NONE\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9231736881782738567283324474229416.27.1,20170830,131117.859,131040.8625,472704731,MR,Siemens,Head_AX DWI,Biograph_mMR,Patient_1957906387976675627,Patient_1957906387976675627,F,069Y,76.20352785,,,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,5300.0,106.0,1,123.252872,1H,1.0,3.0,4.8,120,1.0,100,100.0,1250.0,syngo MR B20P,Head_AX DWI,Body,160\0\0\160,COL,90,HFS,1.3.6.1.4.1.55648.9231736881782738567283324474229416,1.3.6.1.4.1.55648.9231736881782738567283324474229416.27,27,1,1,-100.75296191263\-171.29068574115\-28.849116311243,0.99469363911413\0.100691245734\0.02111486060659\-0.0800311935185\0.88626672386957\-0.4562086170005,,,-96.59134759,1,MONOCHROME2,320,320,0.796875\0.796875,16,12,11,0,0.0,1215.0,399,870,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PET BRAIN HISTORY: 69 year old woman with history of: Right frontal glioblastoma multiforme status post resection and chemoradiation. R51 Headache/Facial Pain R56.9 Seizures R42 Dizziness/Vertigo R55 Syncope H90.41 Right ear sensorineural hearing loss R41.3 Memory Loss C71.9 Malignant neoplasm of brain, unspecified INDICATION: Restaging after completion of chemoradiation and before trial treatment. TECHNIQUE: 64 minutes following the following intravenous administration of 9.225 mCi of F-18 labeled Fluorodeoxyglucose (FDG) in the right antecubital, whole brain scan was performed with acquisition from the vertex of the skull to the foramen magnum utilizing a dedicated PET scanner. Prior to intravenous FDG administration, fingerstick glucose level was measured, with a value of 96 mg/dl. Attenuation corrected and post-processed emission data were evaluated in the axial, coronal and sagittal planes, as well as in the 3-dimensional rotational MIP views. COMPARISON: Report of prior PET/MRI dated MM/DD/YYYY. Images are not available for comparison. SCINTIGRAPHIC FINDINGS: Diffusely decreased FDG uptake is present in white matter of right frontal, right parietal and the right temporal lobes and white matter of left frontal and left parietal lobes, most consistent with postradiation changes. For reference, the maximum SUV of right frontal white matter measures 3.4 and a maximum SUV of normal white matter measures 5.7. Markedly decreased FDG uptake is present in the right-sided basal ganglia and thalamus, most consistent with postsurgical and postradiation changes. For reference, the maximum SUV of left basal ganglia measures 14.4 and a maximum SUV of right nasal basal ganglia measures 9.1, the maximum SUV of left thalamus measures 14.8 and maximum SUV of right thalamus measures 6.8. Mildly decreased FDG uptake is present in medial temporal lobes as well. Decreased FDG uptake is noted in the left cerebellar hemisphere, most consistent with crossed cerebellar ----- Page Break ----- diaschisis. No evidence of FDG uptake is present within the resection cavity but increased FDG uptake is present around the resection cavity especially in the anterior, posterolateral and medial portion of the resection cavity suspicious for residual/recurrent neoplasm. For reference, the maximum SUV in anterior aspect of resection cavity measures 12.9, the maximum SUV of medial portion of the resection cavity measures 12.8 and maximum SUV in the posterolateral aspect of resection cavity measures 13.1. Increased FDG uptake is present in the masslike enhancement of the left frontal lobe which is not compatible with radiation dose and is suspicious for a neoplastic process such as metastasis. For reference, the maximum SUV of the mentioned mass like enhancement of left frontal lobe measures 17.5. ------------------------- IMPRESSION: Increased FDG uptake around the resection cavity of the right frontal lobe (which corresponds to the increased perfusion on MR perfusion images) suggestive for residual/recurrent disease. Increased FDG uptake within the mass like enhancement of the left frontal white matter( which corresponds to the increased perfusion on MR perfusion images) which is not compatible with radiation necrosis and is suggestive for a neoplastic process such as metastasis. Decreased FDG uptake of white matter of right cerebral hemisphere and left frontal lobe suggestive for post radiation changes. Evidence of crossed cerebellar diaschisis. If the patient brings the old ""images"" an addendum will be issued regarding interval changes. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.9231736881782738567283324474229416/1.3.6.1.4.1.55648.9231736881782738567283324474229416.27,1.3.6.1.4.1.55648.9231736881782738567283324474229416/1.3.6.1.4.1.55648.9231736881782738567283324474229416.27.pkl
-,1.3.6.1.4.1.55648.6901163297019257702889945315293971/1.3.6.1.4.1.55648.6901163297019257702889945315293971.5,37,True,,30.52453375,0.000159502,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM3_2\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6901163297019257702889945315293971.5.37,20200401,,203816.735,768561001,MR,Siemens,SAG PD FS,Aera,Patient_3699904185269570221,Patient_3699904185269570221,M,047Y,117.9340312,,EXTREMITY,SE,SK\SP\OSP,FS,2D,*tse2d1_12,3.200000048,3690.0,41.0,1,63.679505,1H,1.0,1.5,3.2,490,12.0,85,100.0,120.0,syngo MR E11,SAG PD FS,TxRx_Knee_15,320\0\0\272,COL,180,FFS,1.3.6.1.4.1.55648.6901163297019257702889945315293971,1.3.6.1.4.1.55648.6901163297019257702889945315293971.5,5,1,37,139.89034286514\-80.667207070716\61.566265046597,-0.0680152914885\0.99768427877948\0\0\0\-1,,,134.0797922,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1226.0,408,882,,,,,,,,,,,,,,,,,,,,"EXAM: MRI-LEFT KNEE NON CONTRAST HISTORY: M25.562 Left knee pain TECHNIQUE: Axial, coronal, and sagittal images of the left knee were obtained on a 1.5 Tesla magnet. COMPARISON: None. FINDINGS: SOFT TISSUES: Anterior soft tissue swelling and edema most pronounced in the prepatellar soft tissues. BONE MARROW: No fracture or avascular necrosis. Menisci : Longitudinal horizontal tear body of the lateral meniscus extending to the free edge (coronal 19-20). Medial meniscus posterior slight blunting of the inner tip of the body consistent with a small free edge tear (coronal 16). ANTERIOR CRUCIATE LIGAMENT: Normal. POSTERIOR CRUCIATE LIGAMENT: Normal. EXTENSOR MECHANISM: PATELLA: Lateral patellar tilt and subluxation. Hoffa's fat-pad: Within normal limits. Distal quadriceps and patellar tendon: Doctors. NAME TELLOFEMORAL LIGAMENTS AND RETINACULA: Normal. MEDIAL STRUCTURES: MCL: Superficial tibial collateral ligament, deep meniscal femoral, and meniscal tibial ligaments are intact. PES Doctor FIRSTNAME LASTNAMENS AND DISTAL SEMIMEMBRANOSUS: Unremarkable. lateral structures: ILIOTIBIAL BAND: Unremarkable. ----- Page Break ----- BICEPS Doctor FIRSTNAME LASTNAMEN: Unremarkable. FIBULAR COLLATERAL LIGAMENT: Unremarkable. POPLITEUS MUSCLE Doctor FIRSTNAME LASTNAMEN: Unremarkable. Posterior lateral corner structures: Unremarkable. popliteal cyst: Moderate to large popliteal cyst with a large intracystic body superiorly which measures 18 x 13 mm (axial 12, coronal 30). periarticular bursitis: None. JOINT EFFUSION: Small to moderate joint effusion with synovitis. CARTILAGE: High-grade cartilage loss lateral trochlear cartilage and lateral patellar cartilage. Areas of moderate to high-grade cartilage loss in the lateral compartment more pronounced in the posterior lateral femoral condylar cartilage. Mild cartilage loss of peripheral osteophytes medial compartment. MUSCLES: Within normal limits. No edema or atrophy. Nerves and vasculature: Unremarkable. ------------------------- IMPRESSION: Lateral and medial meniscal tears as above. Osteoarthrosis with loose bodies in the popliteal cyst. Areas of high-grade cartilage loss in the lateral patellofemoral compartment with lateral patellar tilt and subluxation. Moderate to high-grade cartilage loss lateral compartment and mild chondral loss medial compartment with synovial proliferation and joint effusion. ICD 10: Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",17,1.3.6.1.4.1.55648.6901163297019257702889945315293971/1.3.6.1.4.1.55648.6901163297019257702889945315293971.5,1.3.6.1.4.1.55648.6901163297019257702889945315293971/1.3.6.1.4.1.55648.6901163297019257702889945315293971.5.pkl
-,1.3.6.1.4.1.55648.7193004760755041857917589946935810/1.3.6.1.4.1.55648.7193004760755041857917589946935810.3,54,True,,46.62480736,0.000253916,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7193004760755041857917589946935810.3.54,20180705,,181341.955,583305934,MR,Siemens,AX PD FS,Skyra,Patient_6663889187342127419,Patient_6663889187342127419,F,064Y,53.52390647,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.227787,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.7193004760755041857917589946935810,1.3.6.1.4.1.55648.7193004760755041857917589946935810.3,3,1,54,-143.17895382336\-91.975419487326\-47.055227592004,0.99514021344735\0.0834113142401\-0.0523307580368\-0.0835642600416\0.99650211753162\-0.0007376982381,,,-54.91811176,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1683.0,733,1462,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M23.206 Right derangement dur to old tear, injury M25.561 Right knee pain Technique: MRI of the right knee was performed on a 3.0 T magnet utilizing standard multiplanar, multisequence image acquisition. Comparison study: None available. Findings: There is mild postoperative scarring of the infrapatellar fat. There is horizontal tearing of the anterior horn of the lateral meniscus with an associated 0.9 cm parameniscal cyst. There is also a horizontal oblique tear of the posterior horn-body junction of the medial meniscus extending to the inferior articular surface with extrusion of the body segment. There is chronic appearing partial thickness tearing of the anterior cruciate ligament. The posterior cruciate ligament is normal. The extensor tendons and collateral structures are maintained with evidence for an old MCL injury. The patellar retinacula are normal and the semimembranosus and pes anserine tendons are maintained. There is a small popliteal cyst. There is moderate to severe cartilage wear along the mid pole of the patella. The articular cartilage of the lateral compartment appears maintained. There is mild cartilage wear along the lateralmost aspect of the medial femoral condyle. A small knee joint effusion is present. ------------------------- IMPRESSION: ----- Page Break ----- 1. Medial and lateral meniscal tears. 2. Chronic partial ACL tear. 3. Old MCL injury. 4. Arthritis as described. 5. Small knee joint effusion and small popliteal cyst. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",54,1.3.6.1.4.1.55648.7193004760755041857917589946935810/1.3.6.1.4.1.55648.7193004760755041857917589946935810.3,1.3.6.1.4.1.55648.7193004760755041857917589946935810/1.3.6.1.4.1.55648.7193004760755041857917589946935810.3.pkl
-,1.3.6.1.4.1.55648.4388144824434692203367968801650497/1.3.6.1.4.1.55648.4388144824434692203367968801650497.5,27,True,,23.7800374,0.000245094,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4388144824434692203367968801650497.5.27,20200630,,70448.84,731285674,MR,Siemens,AX PD,Aera,Patient_9875951771440941030,Patient_9875951771440941030,M,057Y,99.79033409,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,43.0,1,63.676107,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.4388144824434692203367968801650497,1.3.6.1.4.1.55648.4388144824434692203367968801650497.5,5,1,27,-119.13795686439\-26.273027369208\-88.883736945975,0.9996719504029\-0.0102024663709\0.02349257877763\2.6230483e-008\0.91723739704541\0.39834100650243,,,-67.98715061,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,2274.0,756,1648,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain radiating down right leg with numbness. No gad. MRI of the lumbar spine was performed on a 3.0 Tesla ultra high field wide bore magnet. Comparison: There are no prior studies available for comparison. There is a focus of T2/STIR hyperintensity of the L3 vertebrae, not well-seen on the T1 sequence. This likely reflects an atypical hemangioma. There is no fracture or suspicious marrow signal abnormality. T12-L1: There is no disc herniation, significant central canal or neural foraminal stenosis. L1-2: There is no disc herniation, significant central canal or neural foraminal stenosis. L2-3: There is a broad based disc bulge and facet arthropathy. No significant central canal or neural foraminal stenosis. L3-4: There is a broad based disc bulge and facet arthropathy. No significant central canal or neural foraminal stenosis L4-5: There is a broad based disc bulge, annular fissure and facet arthropathy. No significant central canal stenosis. There is mild right foraminal stenosis and abutment of the exiting right L4 nerve root. L5-S1: There is a broad based disc bulge, annular fissure and facet arthropathy. No significant central canal stenosis. There is mild right foraminal stenosis and abutment of the exiting right L5 nerve root. The conus is normal in position, configuration and signal characteristics. ------------------------- IMPRESSION: ----- Page Break ----- Broad-based disc bulges and degenerative changes at L4-L5 and L5-S1, results in mild right foraminal stenosis and abutment of the exiting right L4 and L5 nerve roots. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",85,1.3.6.1.4.1.55648.4388144824434692203367968801650497/1.3.6.1.4.1.55648.4388144824434692203367968801650497.5,1.3.6.1.4.1.55648.4388144824434692203367968801650497/1.3.6.1.4.1.55648.4388144824434692203367968801650497.5.pkl
-,1.3.6.1.4.1.55648.2958842178287557675387041919473669/1.3.6.1.4.1.55648.2958842178287557675387041919473669.4,51,True,,51.50624061,0.000160217,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2958842178287557675387041919473669.4.51,20190625,,163456.5075,755381157,MR,Siemens,AXI PD FS,Skyra,Patient_3501252307258902457,Patient_3501252307258902457,F,043Y,58.9670156,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.220175,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AXI PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.2958842178287557675387041919473669,1.3.6.1.4.1.55648.2958842178287557675387041919473669.4,4,1,51,-144.45985641305\-71.150930088875\-81.198001916914,0.99269713845535\-0.1079477168433\-0.0538486929357\0.10784142047973\0.99415611033353\-0.0048842927239,,,-88.82070561,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,775.0,327,708,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M25.461 Right knee effusion M23.206 Right derangement dur to old tear, injury M23.601 Right knee ligament injury M25.361 Right knee instability M25.661 Right knee/ lower leg stiffness M25.561 Right knee pain TECHNIQUE: Right knee imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: Right knee MRI obtained MM/DD/YYYY FINDINGS: Ligaments: The patient is status post reconstruction of the anterior cruciate ligament with an intact graft. The posterior cruciate and lateral collateral ligaments are intact. Scarring of the distal aspect of the medial collateral ligament is present, which is suboptimally evaluate secondary to field inhomogeneity artifact from prior surgery. Menisci: Truncation of the free edge of the medial meniscus is present. There is also mild fraying of the free edge of the lateral meniscus. Extensor Mechanism: The quadriceps and patellar tendons are intact. The medial and lateral patellofemoral ligaments are unremarkable. Effusion: A small amount of knee joint fluid is present. Cartilage: Superficial cartilage irregularity is present in all 3 compartments. Bone Marrow: Postoperative changes are present in the proximal tibia with an associated bone graft. Popliteal fossa: There is no significant popliteal cyst. Popliteus muscle and tendon are intact. Iliotibial band: The iliotibial band is within normal limits. ----- Page Break ----- Posterolateral corner: The posterior lateral corner is unremarkable. ------------------------- IMPRESSION: Postsurgical changes in the proximal tibia. Reconstruction of the anterior cruciate ligament, with intact graft. Z98.890 Truncation of the medial meniscus consistent with subtotal meniscectomy. Mild fraying of the free edge lateral meniscus. Small knee joint effusion. M25.461 Mild tricompartmental degenerative changes. M17.11 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",8,1.3.6.1.4.1.55648.2958842178287557675387041919473669/1.3.6.1.4.1.55648.2958842178287557675387041919473669.4,1.3.6.1.4.1.55648.2958842178287557675387041919473669/1.3.6.1.4.1.55648.2958842178287557675387041919473669.4.pkl
-,1.3.6.1.4.1.55648.1155021984605574089480689959689895/1.3.6.1.4.1.55648.1155021984605574089480689959689895.8,34,True,,28.03678918,0.000168085,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1155021984605574089480689959689895.8.34,20180909,,115153.545,194591312,MR,Siemens,AX T1 FS POST,Skyra,Patient_3562214703063998113,Patient_3562214703063998113,F,066Y,113.3981069,,CLAVICLE,SE,SK\SP\OSP,FS,2D,*tse2d1_3,3.0,595.0,9.3,1,123.15808,1H,1.0,3.0,3.0,447,3.0,70,100.0,260.0,syngo MR E11,AX T1 FS POST,Body,0\320\224\0,ROW,160,HFS,1.3.6.1.4.1.55648.1155021984605574089480689959689895,1.3.6.1.4.1.55648.1155021984605574089480689959689895.8,8,1,34,-221.52379091597\-126.91584396979\-27.920151090231,0.99376269549297\0.00039038120431\-0.1115148091021\-8.008e-012\0.99999387256513\0.00350069024426,,,-52.00764735,1,MONOCHROME2,320,320,0.8125\0.8125,16,12,11,0,0.0,863.0,328,722,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"HISTORY: Mass over the right clavicle. TECHNIQUE: Right clavicle imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using multiplanar multisequence technique. The area of clinical concern as indicated by the patient was identified with skin markers placed above and below the area of clinical concern. CONTRAST: 10 mL Doctor FIRSTNAME LASTNAMERISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: There is evidence of a 4.2 x 3.7 cm focal area of fat determination with the blood vessels corresponding to skin markers indicating the area of clinical concern. No significant contrast enhancement is present. Degeneration of the right acromioclavicular joint supraclavicular joints is present. There is also a right shoulder joint effusion. ------------------------- IMPRESSION: Fatty mass corresponding to be of clinical concern, probably representing a lipoma. No evidence for abnormal contrast enhancement D21.11 Degeneration of the acromioclavicular and glenohumeral joints. M19.011 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",26,1.3.6.1.4.1.55648.1155021984605574089480689959689895/1.3.6.1.4.1.55648.1155021984605574089480689959689895.8,1.3.6.1.4.1.55648.1155021984605574089480689959689895/1.3.6.1.4.1.55648.1155021984605574089480689959689895.8.pkl
-,1.3.6.1.4.1.55648.6839910738240145076357570487744848/1.3.6.1.4.1.55648.6839910738240145076357570487744848.9,50,True,,42.65574336,0.00025034,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6839910738240145076357570487744848.9.1,20180315,101632.14,101608.655,793304854,MR,Siemens,AX DWI_TRACEW,Aera,Patient_7916130088718428296,Patient_7916130088718428296,F,041Y,81.64663699,,HEAD,EP,SK\SP,PFP\FS,2D,*ep_b0,5.0,5700.0,115.0,2,63.679378,1H,1.0,1.5,6.0,143,71.0,100,100.0,815.0,syngo MR E11,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.6839910738240145076357570487744848,1.3.6.1.4.1.55648.6839910738240145076357570487744848.9,9,1,1,-111.36262005337\-112.34440074978\-82.950455262674,0.99880876399585\0.04817543301489\0.00775761683217\-0.0486751688559\0.99484585227174\0.0889519991601,,,-72.21311675,1,MONOCHROME2,192,192,1.1979166269302\1.1979166269302,16,12,11,0,0.0,603.0,100,259,4.0,,,,,,,,,,,,,,,,,,,"MRI-BRAIN NON CONTRAST History: G40.409 Oth generalized epilepsy, not intractable, w/o stat epi R51 Headache/Facial Pain M54.81 Head/Neck Pain R56.9 Seizures R42 Dizziness/Vertigo R55 Syncope No prior. MRI of the brain was performed with multiple sequences in sagittal and axial plans on 3 Tesla ultra high fieldscanner. Brain parenchyma: The brain parenchyma is unremarkable. No acute intracranial hemorrhage or mass lesion is seen. There is no evidence of acute ischemia on diffusion-weighted images. Ventricles: Ventricles, sulci, and cisterns are age-appropriate. Flow voids: The major intracranial flow voids appear intact. Sinuses. Mild inflammatory signal is noted within the right mastoid air cells. There is minimal left frontal, bilateral maxillary and bilateral ethmoid sinus disease Orbits: There is increased FLAIR signal abnormality and posterior hypointensity within the left globe The adenoids are hypertrophied ------------------------- IMPRESSION: Signal abnormality within the left globe suggests chronic hemorrhage. Unremarkable appearance the brain parenchyma Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.6839910738240145076357570487744848/1.3.6.1.4.1.55648.6839910738240145076357570487744848.9,1.3.6.1.4.1.55648.6839910738240145076357570487744848/1.3.6.1.4.1.55648.6839910738240145076357570487744848.9.pkl
-,1.3.6.1.4.1.55648.0763796296600122913823452910973907/1.3.6.1.4.1.55648.0763796296600122913823452910973907.5,25,True,,19.61808276,0.002387762,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0763796296600122913823452910973907.5.25,20190725,201919.718,201815.825,404312231,MR,Siemens,AXI PD,Espree,Patient_2209241819746290452,Patient_2209241819746290452,M,049Y,90.71848554,,,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_9,4.0,2400.0,39.0,1,63.670029,1H,1.0,1.5,4.4,243,9.0,75,98.75,180.0,syngo MR B19,AXI PD,Body,320\0\0\237,COL,180,FFS,1.3.6.1.4.1.55648.0763796296600122913823452910973907,1.3.6.1.4.1.55648.0763796296600122913823452910973907.5,5,1,25,-132.20513730032\-32.454011135045\-167.91553303739,0.99834156124378\-0.0230235100372\0.05276405100926\3.466428e-008\0.91654473261183\0.3999321856534,,,-133.0781367,1,MONOCHROME2,316,320,0.6875\0.6875,16,12,11,0,0.0,1338.0,551,1215,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain R20.2 Upper and Lower Extremity LASTNAME and Needles Technique: Multiplanar, multisequence MRI of the lumbar spine was performed without the administration of intravenous contrast . Findings: Alignment: Alignment is preserved. Conus: The conus is normal in size and signal. Bone marrow: No evidence of metastatic disease or acute vertebral body compression fracture. There is hemangioma in L1 Discs:Multilevel disc desiccation and disc space narrowing. At L5-S1: No significant spinal canal or neural foraminal stenosis. At L4-5: minimal disc bulge without significant spinal canal stenosis or nerve root compression. At L3-4: Minimal disc bulge without significant spinal canal stenosis or nerve root compression. At L2-3: Minimal disc bulge without significant spinal canal stenosis or nerve root compression. At L1-2: No significant spinal canal or neural foraminal stenosis. ------------------------- IMPRESSION: ----- Page Break ----- Minimal multilevel disc bulging without significant spinal canal stenosis or nerve root compression. ICD 10 - Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",32,1.3.6.1.4.1.55648.0763796296600122913823452910973907/1.3.6.1.4.1.55648.0763796296600122913823452910973907.5,1.3.6.1.4.1.55648.0763796296600122913823452910973907/1.3.6.1.4.1.55648.0763796296600122913823452910973907.5.pkl
-,1.3.6.1.4.1.55648.9531304404376730790937430802445023/1.3.6.1.4.1.55648.9531304404376730790937430802445023.12,60,True,,53.75567317,0.00029254,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9531304404376730790937430802445023.12.60,20161213,,140414.7725,242170535,MR,Siemens,AX T1 FS post,Aera,Patient_9033794671967907635,Patient_9033794671967907635,M,066Y,95.70800224,,EXTREMITY,GR,SP\OSP,FS,3D,*fl3d1,1.5,5.53,2.57,1,63.673718,1H,1.0,1.5,,273,1.0,90,81.25,345.0,syngo MR D13E,AX T1 FS post,Body,288\0\0\211,COL,10,HFS,1.3.6.1.4.1.55648.9531304404376730790937430802445023,1.3.6.1.4.1.55648.9531304404376730790937430802445023.12,12,1,60,-219.96870935917\-93.715720529308\-2.1589061703225,0.97418000679521\0.01327713160668\-0.2253819694137\-2.5651566e-008\0.99826934704259\0.05880740391449,,,-46.39357482,1,MONOCHROME2,234,288,0.97222220897675\0.97222220897675,16,12,11,0,0.0,786.0,297,512,4.0,POST CONTRAST,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T RIGHT SHOULDER WITH AND WITHOUT CON History: Right shoulder pain. Lytic lesion seen in the right clavicle and prior radiographs. ICD 10 - Shoulder pain, M25.511 Comparison PHI: Right shoulder radiographs from PHI/DD/YYYY. Technique: The right shoulder and clavicle were imaged in a 1.5 Tesla high field magnetic resonance imaging unit. Oblique coronal T1-weighted and STIR images were obtained together with axial T1-weighted, fat-saturated T2-weighted and fat-saturated T1-weighted images. Next, following the intravenous administration of 9.5cc of Gadavist contrast, axial and coronal fat-saturated T1-weighted images were obtained. Findings: The skin and subcutis are unremarkable. There is mild-to-moderate AC joint arthrosis. No subacromial enthesophyte is visualized. There is no evidence of fracture or osteonecrosis. Lucent lesion seen in the middle third of the right clavicle on the plain radiographs correlates with a well-circumscribed intraosseous abnormality based against the posterior cortex of the mid right clavicular shaft on axial images PHI of series 3, series 4, series 7 and postcontrast series 10; and on oblique coronal images 7 of series 5, series 6 and postcontrast series 9. This abnormality is nonexpansile, but produces mild thinning of the posterior cortex. It exhibits mild internal enhancement. It is not surrounded by marrow edema. It measures 13 by 4 by 8 mm in transverse, AP and craniocaudad dimensions, respectively. No other intraosseous lesion is visualized. ------------------------- IMPRESSION: Nonspecific intraosseous lesion in the right clavicle, as detailed above. Differential ----- Page Break ----- diagnosis includes both benign and malignant lesions, including fibrous dysplasia, metastasis and myeloma. Further evaluation with nuclear bone scan is recommended, to assess for activity at this site, and for possible additional foci in the remainder of the skeleton. Correlation with urine and serum protein is also recommended. ICD 10 - Malignant neoplasm of bone or cartilage, C40.01 Benign lesion of bone - cartilage, D16..01 Osteoarthritis, M19.011 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",26,1.3.6.1.4.1.55648.9531304404376730790937430802445023/1.3.6.1.4.1.55648.9531304404376730790937430802445023.12,1.3.6.1.4.1.55648.9531304404376730790937430802445023/1.3.6.1.4.1.55648.9531304404376730790937430802445023.12.pkl
-,1.3.6.1.4.1.55648.1080273691092430820075991450509149/1.3.6.1.4.1.55648.1080273691092430820075991450509149.7,112,True,,123.3059921,0.000284433,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1080273691092430820075991450509149.7.112,20180905,,82259.2025,587902370,MR,Siemens,SAG T1 3D VIBE KNEE,Verio,Patient_1726967912900472675,Patient_1726967912900472675,F,051Y,77.11071271,,,GR,SP,WE,3D,*fl3d1,1.0,18.0,2.97,2,123.262422,1H,1.0,3.0,,223,1.0,100,87.5,698.0,syngo MR B19,SAG T1 3D  VIBE KNEE,Body,0\256\224\0,ROW,25,FFS,1.3.6.1.4.1.55648.1080273691092430820075991450509149,1.3.6.1.4.1.55648.1080273691092430820075991450509149.7,7,1,112,93.491703033447\-56.463230133057\499.86634035408,0\1\0\0\0\-1,,,93.49170303,1,MONOCHROME2,512,448,0.390625\0.390625,16,12,11,0,0.0,932.0,433,908,4.0,,,,,,,,,,,,,,,,,,,"HISTORY: M25.562 Left knee pain M25.362 Left knee instability M25.662 Left knee/lower leg stiffness TECHNIQUE: Left hip, knee, and ankle imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner using the LASTNAME preoperative knee protocol. COMPARISON: Left knee MRI obtained MM/DD/YYYY FINDINGS: Degenerative changes of the knee are present with an associated large knee joint effusion. Cartilage loss and osteophyte formation are identified in all three compartments. There is no evidence for left inguinal adenopathy. The bone marrow signal is overall age-appropriate. ------------------------- IMPRESSION: Degenerative changes of the left knee. M17.12 Large left knee joint effusion. M25.462 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",60,1.3.6.1.4.1.55648.1080273691092430820075991450509149/1.3.6.1.4.1.55648.1080273691092430820075991450509149.7,1.3.6.1.4.1.55648.1080273691092430820075991450509149/1.3.6.1.4.1.55648.1080273691092430820075991450509149.7.pkl
-,1.3.6.1.4.1.55648.686351202248418968995345227855070/1.3.6.1.4.1.55648.686351202248418968995345227855070.9,64,True,,66.0948596,0.00016284,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.686351202248418968995345227855070.9.1,20180702,,155111.345,334205945,MR,Siemens,AX 3D T2,Aera,Patient_5845163363984025622,Patient_5845163363984025622,M,038Y,81.64663699,,HEAD,SE,SK\SP,PFP,3D,*spcR_88,0.600000024,1200.0,264.0,2,63.676301,1H,1.0,1.5,,305,84.0,100,100.0,345.0,syngo MR E11,AX 3D T2,Body,0\320\320\0,ROW,150,HFS,1.3.6.1.4.1.55648.686351202248418968995345227855070,1.3.6.1.4.1.55648.686351202248418968995345227855070.9,9,1,1,-101.41591227762\-86.516005943719\-60.512228392363,0.99724719466921\0.07065560591329\-0.0224903996723\-0.0602954668434\0.94926566326576\0.30864082235304,,,-35.4070681,1,MONOCHROME2,640,640,0.3125\0.3125,16,12,11,0,0.0,428.0,130,337,4.0,,,,,,,,,,,,,,,,,,,"EXAM: MRI-BRAIN POST IV CONTRAST HISTORY: Dizziness. R 42. Near syncope. Headache. R 51. TECHNIQUE: Examination consists of multiple pulse sequences acquired in sagittal, axial and coronal planes including T1, T2, and diffusion weighted images as well as thin section axial and coronal images through the internal auditory canal after contrast with thin section high-resolution axial T2-weighted images through the internal auditory canals and cranial nerves. Study is performed on a 1.5 Tesla magnet. Contrast dose: 8 mL Doctor FIRSTNAME LASTNAMERISON: None. FINDINGS: Internal auditory canal MRI without and with intravenous contrast: Incidental venous angioma in the left frontal lobe. No abnormal enhancement in the posterior fossa or in the internal auditory canals. No abnormal enhancement in the temporal bones. The visualized cranial nerves are unremarkable. Specifically, the 7th and 8th cranial nerves within the internal auditory canal are normal and I do not a vestibular schwannoma. The vestibule, semicircular canals, cochlea demonstrates normal signal characteristics and morphology. The visualized portions of the cavernous sinuses are normal. Middle ears and mastoid air cells are clear. Brain MRI without and with intravenous contrast: No intracranial hemorrhage. No midline shift or mass effect. Ventricles are unremarkable without hydrocephalus or effacement. Normal diffusion-weighted imaging without acute infarct. Normal brain parenchyma signal characteristics, morphology, and myelination pattern. Normal midline structures. Incidental venous angioma in the left frontal lobe. ----- Page Break ----- Normal patent vascular flow voids and major dural sinuses. Orbits are unremarkable. Visualized sinuses are clear. The visualized soft tissues and osseous structures are unremarkable. ------------------------- IMPRESSION: 1. No acute findings in the brain, brainstem, or internal artery canals. 2. No cerebellopontine angle mass. 3. No acute findings in the brain. Incidental venous angioma in the left frontal lobe. No intracranial hemorrhage. No acute infarction. No mass effect. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",38,1.3.6.1.4.1.55648.686351202248418968995345227855070/1.3.6.1.4.1.55648.686351202248418968995345227855070.9,1.3.6.1.4.1.55648.686351202248418968995345227855070/1.3.6.1.4.1.55648.686351202248418968995345227855070.9.pkl
-,1.3.6.1.4.1.55648.4525970269300635681310175572206760/1.3.6.1.4.1.55648.4525970269300635681310175572206760.105,640,True,,611.4571192,0.000281572,ISO_IR 100,DERIVED\PRIMARY\M\NORM\DIS2D\SUB,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4525970269300635681310175572206760.105.1,20161007,,132208.645,248310651,MR,Siemens,SUBS,Skyra,Patient_3245705805499545966,Patient_3245705805499545966,F,034Y,58.9670156,,BREAST,GR,SP\OSP,PFP\SFS,3D,*fl3d1,1.0,4.22,2.0,1,123.158746,1H,1.0,3.0,,367,1.0,100,100.0,460.0,syngo MR E11,Subtraction,Body,0\352\352\0,ROW,10,HFP,1.3.6.1.4.1.55648.4525970269300635681310175572206760,1.3.6.1.4.1.55648.4525970269300635681310175572206760.105,105,1,1,-181.84942722237\-218.97562694633\-76.608433738351,1\4.897e-012\0\-4.897e-012\1\0,,,-76.60843374,1,MONOCHROME2,352,352,0.96590906381607\0.96590906381607,16,12,11,0,0.0,63.0,28,76,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRI-3T BREAST W/AND OR W/O CON OPEN FIRSTNAME HISTORY: Patient recently diagnosed with right breast invasive carcinoma. Presurgical planning. C50.911 Malignant neoplasm of unsp site of right female breast N64.52 Nipple discharge C50.911 Malignant neoplasm of unsp site of right female breast N63 Unspecified lump in breast Z85.3 History of breast cancer (personal) TECHNIQUE: MRI of both breasts was performed using a dedicated breast coil, utilizing a 3T magnet. Axial non-fat suppressed T1, followed by dynamic axial T1 fat suppressed images were obtained, during and following intravenous administration of 6.5 cc Gadavist . Axial fat suppressed T2 images were also obtained. Post processing subtraction was performed on a LASTNAME scanner, including subtraction, analysis of enhancement curves, and reconstruction on a Hologic Aegis workstation. PRIOR BREAST MRI: Doctor FIRSTNAME LASTNAMERISON STUDIES:Mammogram and breast ultrasound MM/DD/YYYY FINDINGS: The breasts demonstrate marked background parenchymal enhancement limiting evaluation. RIGHT BREAST: Within the peripheral lower outer quadrant a 0.5 x 0.6 x 0.7 cm homogeneously enhancing mass with somewhat irregular borders is noted with an adjacent biopsy marker. Lesion corresponds to the biopsy-proven carcinoma. Scattered nonspecific enhancing foci are noted. LEFT BREAST: There are scattered enhancing nonspecific foci. There are no suspicious enhancing lesions in the left breast. AXILLA: There is no significant lymphadenopathy. ----- Page Break ----- ------------------------- IMPRESSION: Right breast biopsy-proven carcinoma without evidence of multifocal or contralateral disease. C50.911 Recommendation: Appropriate surgical and oncological management is advised. BI-RADS 6- Known Biopsy-Proven Malignancy Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",93,1.3.6.1.4.1.55648.4525970269300635681310175572206760/1.3.6.1.4.1.55648.4525970269300635681310175572206760.105,1.3.6.1.4.1.55648.4525970269300635681310175572206760/1.3.6.1.4.1.55648.4525970269300635681310175572206760.105.pkl
-,1.3.6.1.4.1.55648.8513529708477759307416587233308617/1.3.6.1.4.1.55648.8513529708477759307416587233308617.11001,696,True,,291.441083,0.000255108,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\MFSPLIT,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8513529708477759307416587233308617.11001.1,20190226,,,99307279,MR,Siemens,DYNAMIC PRE POST,MAGNETOM Vida,Patient_8038557891838985033,Patient_8038557891838985033,M,070Y,77.1106,,PELVIS,GR,SK,PFP\PFF\PER,3D,*fl3d1,3.0,3.74,1.63,1,123.25257,1H,,3.0,,160,1.0,100,100.0,590.0,syngo MR XA10,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.8513529708477759307416587233308617,1.3.6.1.4.1.55648.8513529708477759307416587233308617.11001,11001,1,1,-123.365\-70.0439\-0.505585,1\1.0034e-06\3.83346e-06\1.55918e-10\0.967399\-0.253256,,,-18.2277,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,540.0,232,544,,Contrast agent,0.0,,Body_30,0.0,1.0,0.0,IDENTITY,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA, R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 8 cc Gadavist was administered. FINDINGS: Prostate size: 5.2 [transverse] x 4.1 [AP] x 5.1 [CC] cm, about 56 cc in volume. Lesion : 100 PI-RADS Assessment Category: 4 T2-weighted images: 3, noncircumscribed moderate hypodense. Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images.. Dynamic post-contrast images: Positive, early hyperperfusion. Size: 11 x 7 mm as measured on image 14 of series 4001, ADC Location: Right posterolateral peripheral zone, base. Extra-prostatic extension: Difficult to exclude subtle infiltration of the right seminal vesicle Lesion : 2 PI-RADS Assessment Category: 4 T2-weighted images: 3, noncircumscribed moderate hypodense. Diffusion-weighted images: 4, focal markedly decreased ADC and markedly increased signal on ultra high b-value images.. Dynamic post-contrast images: Positive, early hyperperfusion. Size: 5 x 4 mm as measured on image 12 of series 4001, ADC Location: Right lateral peripheral zone, base, below the level of lesion 1. Extra-prostatic extension: None ----- Page Break ----- Additional peripheral zone findings: Left worse than right patchy, indistinct T2 hypointensity and linear/wedge-shaped fibrosis with similar pattern of mildly restricted diffusion and mild hyperenhancement, favoring inflammation/prostatitis, PI-RADS 2, please correlate clinically. Additional transition zone findings: Heterogeneous and enlarged, consistent with BPH, distending the bladder neck with mild intravesical extension. Bladder: Unremarkable.. Seminal vesicle: Unremarkable. GI: Mild sigmoid diverticulosis. Period hemorrhoids along the anal orifice. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: Small left inguinal fat hernia and suggestion of postsurgical change. Minimally included arthrosclerotic aortic bifurcation with endoluminal thrombus along the left lateral wall. ------------------------- IMPRESSION: 11 x 7 mm PIRADS 4 lesion at the right posterolateral peripheral zone, base. N40.0. 5 x 4 mm PIRADS 4 lesion at the right lateral peripheral zone, base.N40.0. Bilateral peripheral zone inflammation, worse on the left. N41.9. BPH. N40.0 PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.8513529708477759307416587233308617/1.3.6.1.4.1.55648.8513529708477759307416587233308617.11001,1.3.6.1.4.1.55648.8513529708477759307416587233308617/1.3.6.1.4.1.55648.8513529708477759307416587233308617.11001.pkl
-,1.3.6.1.4.1.55648.7876186765415038379712222406444535/1.3.6.1.4.1.55648.7876186765415038379712222406444535.11,696,True,,341.4708266,0.000196457,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7876186765415038379712222406444535.11.1,20190405,,,284069090,MR,Siemens,DYNAMIC PRE POST,Biograph_mMR,Patient_9916048076459585574,Patient_9916048076459585574,M,072Y,72.57478843,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.78,1.59,1,123.250573,1H,1.0,3.0,,179,1.0,100,100.0,615.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.7876186765415038379712222406444535,1.3.6.1.4.1.55648.7876186765415038379712222406444535.11,11,1,1,-124.4826631546\-110.19346682422\-24.457542178105,1\0\0\0\0.99233193768643\-0.1236014783386,,,-37.89007562,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,906.0,327,742,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: T2c Gleason 7 prostate cancer diagnosed in MONTH, XX, on active surveillance. PSA 2.2 ng/ml, 2.8 ng/mL at the time of diagnosis, C61. TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 7 cc Gadavist was administered. COMPARISON: Prior prostate MRI dated MM/DD/YYYY FINDINGS: Prostate size: 5.5 [transverse] x 3.7 [AP] x 5.1 [CC] cm, about 54 cc in volume, previously 51 cc. Postbiopsy hemorrhage: None Lesion : PI-RADS Assessment Category: 4 T2-weighted images: 3 - Heterogeneous, non-circumscribed moderate hypointensity Diffusion-weighted images: 4- Focal markedly decreased/ADC and markedly increased signal on the ultra high b-value images. Dynamic post-contrast images: Mildly positive-mild early hyperperfusion. Size: 11 x 6 mm as measured on image 15 of series 5, ADC, previously 10 x 5 mm Location: Left, posteromedial peripheral zone, midgland-apical third junction. Extra-prostatic extension: None, although the lesion abuts the posterior capsule, therefore difficult to exclude capsular/perineural infiltration. Additional peripheral zone findings: Again noted bilateral diffuse pattern of some indistinct T2 hypointensity with linear and wedge-shaped fibrosis. Additional transition zone findings: Heterogeneous and enlarged, consistent with BPH, ----- Page Break ----- bulging the bladder neck with slight intravesical extension. Bladder: Unremarkable.. Seminal vesicle: Unremarkable. GI: Nondilated bowel. Posterior anal wall hemorrhoids. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: Right inguinal postsurgical change from prior hernia repair. Tiny left inguinal fat hernia.. Small focal edema/thickening and hyperenhancement of the right hip capsule/iliofemoral ligament. ------------------------- IMPRESSION: Probable slight interval growth, 11 x 6 mm PIRADS 4 lesion at the left posteromedial peripheral zone, midgland/apical third junction. Please correlate with the site of prior positive biopsy to rule out discordance. D40.0. No pathologically enlarged lymph nodes or suspicious bone lesion. BPH. N40.0 PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.7876186765415038379712222406444535/1.3.6.1.4.1.55648.7876186765415038379712222406444535.11,1.3.6.1.4.1.55648.7876186765415038379712222406444535/1.3.6.1.4.1.55648.7876186765415038379712222406444535.11.pkl
-,1.3.6.1.4.1.55648.210709783977568809173585574178215/1.3.6.1.4.1.55648.210709783977568809173585574178215.4,90,True,,93.86096358,0.000169754,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\NONE\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.210709783977568809173585574178215.4.1,20180802,,104219.345,577894235,MR,Siemens,AX DWI,Verio,Patient_9446816838029221951,Patient_9446816838029221951,M,016Y,74.84275057,,,EP,SK\SP,PFP\FS,2D,*ep_b0,4.0,5000.0,106.0,1,123.184531,1H,1.0,3.0,4.8,120,1.0,100,100.0,1250.0,syngo MR B19,AX DWI,Body,160\0\0\160,COL,90,HFS,1.3.6.1.4.1.55648.210709783977568809173585574178215,1.3.6.1.4.1.55648.210709783977568809173585574178215.4,4,1,1,-122.27429148522\-111.35900358102\-68.330219247143,0.99965742937606\0.00045696076955\0.02616897170531\-2.3085945e-008\0.99984759074003\-0.0174583874217,,,-67.03960301,1,MONOCHROME2,320,320,0.796875\0.796875,16,12,11,0,0.0,1698.0,313,723,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN PRE AND POST IV CONTRAST HISTORY: R51 Headache/Facial Pain History Lyme disease. COMPARISON: MM/DD/YYYY TECHNIQUE: Multisequence multiplanar MRI of the brain was obtained on a 3.0 Tesla ultra high field wide bore magnet. The examination was performed without and with intravenous contrast. 7 cc Gadavist were administered. FINDINGS: Brain parenchyma: There are a few FLAIR hyperintense lesions within the subcortical white matter of the left parietal and parietal bilateral frontal lobes, stable since the prior examination and nonspecific. There is no evidence of a recent infarct, hemorrhage, mass or mass effect. There is no pathologic enhancement. Extraaxial spaces: Unremarkable. Ventricles and sulci: Normal for age. Major cerebral vessels: Blood flow is preserved. Paranasal sinuses: Mild inflammatory changes in the maxillary sinuses. Tympanomastoid air cells: Clear. Orbits: Unremarkable. ----- Page Break ----- ------------------------- IMPRESSION: Stable nonspecific nonenhancing FLAIR hyperintensities in subcortical white matter may be related to Lyme disease. Mild maxillary sinusitis. J32.0 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",55,1.3.6.1.4.1.55648.210709783977568809173585574178215/1.3.6.1.4.1.55648.210709783977568809173585574178215.4,1.3.6.1.4.1.55648.210709783977568809173585574178215/1.3.6.1.4.1.55648.210709783977568809173585574178215.4.pkl
-,1.3.6.1.4.1.55648.031801589244508945812554745561838/1.3.6.1.4.1.55648.031801589244508945812554745561838.4,32,True,,27.21405387,0.000391006,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.031801589244508945812554745561838.4.32,20190604,,140012.9975,711207706,MR,Siemens,SAG T2,Skyra,Patient_1611557400241683470,Patient_1611557400241683470,F,086Y,72.57478843,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1rr19,3.0,3500.0,99.0,1,123.200037,1H,1.0,3.0,3.0,449,19.0,85,100.0,260.0,syngo MR E11,SAG T2,Body,320\0\0\272,COL,142,FFS,1.3.6.1.4.1.55648.031801589244508945812554745561838,1.3.6.1.4.1.55648.031801589244508945812554745561838.4,4,1,32,95.553121523357\-70.126636505764\178.06851522352,2.82e-013\1\4.888e-012\-0.0575640601709\4.897e-012\-0.9983418146991,,,85.14433002,1,MONOCHROME2,320,320,0.8125\0.8125,16,12,11,0,0.0,1066.0,529,1087,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain radiating down to bilateral hips, FIRSTNAME ICD- M54.5 Lower Back Pain M54.41 Lower back pain with right sciatica Technique: MRI of the lumbar spine was performed on a 3.0 Tesla ultra high field magnetic resonance imaging unit utilizing sagittal T2, T1 and STIR sequences as well as angled axial proton density images through the disc spaces. Coronal T2-weighted images were also obtained. Correlation is made with radiographs dated MM/DD/YYYY and MRI dated MM/DD/YYYY/. Findings: There is a moderate levoscoliosis of the lumbar spine. Vertebral bodies are normal in height without a fracture or pars defect. Slightly spiculated sclerotic focus within the L4 vertebral body measures 1.2 cm in size and is relatively unchanged since the prior studies consistent with a large bone island. Small hemangioma is seen within the T12 vertebral body. No destructive lesions are seen. The lower cord and conus are normal in signal and morphology. Sagittal images include the lower thoracic levels and demonstrate circumferential disc osteophytic ridges at the lower thoracic spine which are stable. There is no cord compression or compression of exiting nerve roots. At L1-2, There is moderate circumferential disc osteophytic ridge which extends into the neural foramen bilaterally. There is mild to moderate facet arthrosis. There is no thecal sac compression. There is mild to moderate right foraminal stenosis. At L2-3, There is moderate circumferential disc osteophytic ridge which extends into the neural foramen bilaterally. Findings are eccentric to the right. There is mild facet arthrosis. There is mild thecal sac compression. There is mild to moderate right foraminal stenosis. At L3-4, There is moderate circumferential disc osteophytic ridge which extends into the neural foramen bilaterally. There is moderate facet arthrosis. There is ligamentum flavum thickening. There is moderate to severe thecal sac compression. There is moderate bilateral foraminal stenosis. There is abutment of exiting nerve roots. ----- Page Break ----- At L4-5, a broad-based posterior disc protrusion is superimposed on a disc osteophytic ridge. There is severe facet arthrosis. There is prominent ligamentum flavum thickening. There are bilateral facet joint effusions. There is severe thecal sac compression. There is near complete effacement of CSF. There is severe left foraminal stenosis with compression of the exiting nerve root. There is moderate to severe right foraminal stenosis with mild impingement of exiting nerve root. Findings are more pronounced than on the prior study. At L5-S1, There is moderate circumferential disc osteophytic ridge which extends into the neural foramen bilaterally. There is bony bridging across the left side of the disc space which is unchanged. There is moderate facet arthrosis. There is mild thecal sac compression. There is abutment of the left S1 nerve root origin. There is moderate left foraminal stenosis with abutment of exiting nerve root. Findings are unchanged since the prior study. Left-sided renal cyst is stable since the prior study. There is moderate symmetric atrophy of posterior paraspinal musculature. There is no bulky lymphadenopathy. ------------------------- IMPRESSION: Prominent degenerative disc disease and facet arthrosis is seen throughout the lumbar spine along with a moderate levoscoliosis. Large bone island in L4 is stable. L4-L5 findings have significantly progressed since the prior study. There is severe thecal sac compression. There is severe left and moderate to severe right foraminal stenosis. At L2-L3 mild to moderate right foraminal stenosis is unchanged. At L3-L4 there is moderate to severe thecal sac compression and moderate foraminal stenosis, stable. At L5-S1 there is osseous bridging across left side of the disc space. There is abutment of the left S1 nerve origin. There is moderate left foraminal stenosis. Findings are unchanged. ICD 10 - Degeneration lumbar spine, M51.36 ----- Page Break ----- Spinal stenosis, M48.061 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.031801589244508945812554745561838/1.3.6.1.4.1.55648.031801589244508945812554745561838.4,1.3.6.1.4.1.55648.031801589244508945812554745561838/1.3.6.1.4.1.55648.031801589244508945812554745561838.4.pkl
-,1.3.6.1.4.1.55648.436150330873410730962648923839487/1.3.6.1.4.1.55648.436150330873410730962648923839487.1,156,True,,150.4874625,0.00020504,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.436150330873410730962648923839487.1.1,20200527,,91654.5525,420773647,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_3466430042083115699,Patient_3466430042083115699,M,081Y,74.38915814,,HEAD,GR,SP,PFP\SAT1,3D,*fl3d1r_t70,0.600000024,26.0,7.15,1,63.679631,1H,1.0,1.5,17.4,216,1.0,90,93.75,250.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\270\0,ROW,30,HFS,1.3.6.1.4.1.55648.436150330873410730962648923839487,1.3.6.1.4.1.55648.436150330873410730962648923839487.1,1,1,1,-82.525412419248\-72.704218690452\-110.9459715778,0.9999865143845\0.00068633486378\-0.0051478144478\-3.126e-012\0.99122891973335\0.13215607698572,,,-100.7917824,1,MONOCHROME2,320,300,0.5625\0.5625,16,12,11,0,0.0,421.0,139,338,,,,,,,,,,,,,,,,,,,,"MRA-HEAD NON CONTRAST History: R51 Headache/Facial Pain I67.1 cerebral aneurysm MRA of the intracranial arteries was performed utilizing 3D time-of-flight technique in the region of the circle of FIRSTNAME without the introduction of intravenous contrast. 3D reconstructions were performed on a workstation. INTERNAL CAROTID ARTERIES: There is susceptibility artifact in the region the anterior communicating artery does diminished flow related signal carotid siphons. There is an approximately 3 mm rounded focus of flow related signal at approximately the ophthalmic portion of the left carotid siphon inferiorly, slightly distal to the anticipated location ophthalmic artery. The left ophthalmic artery is not identified. The distal cervical as well as intracranial internal carotid arteries appear otherwise unremarkable. The right internal carotid artery appears to continue into the right M1 segment of the left internal carotid artery bifurcates into the anterior and middle cerebral arterial circulation. ANTERIOR AND MIDDLE CEREBRAL ARTERIAL CIRCULATION: Scanning artifact limits assessment proximal A2 segments as well as the distal most left A1 segment. There is no evidence of residual lumen associated with the embolized anterior communicating artery. The anterior and middle cerebral arterial circulation appears otherwise unremarkable. The anterior communicating artery patency cannot be assessed due to the scanning artifact however presumed patent cross filling the right. VERTEBRAL BASILAR ARTERIAL CIRCULATION: The distal vertebral arteries appear unremarkable converging to form the basilar artery. The basilar artery appears unremarkable bifurcating into the posterior cerebral arterial circulation. POSTERIOR CEREBRAL ARTERIAL CIRCULATION: The posterior cerebral arterial circulation appears unremarkable. The right posterior communicating artery is not visualized. The left posterior communicating artery are visualized. ------------------------- IMPRESSION: ----- Page Break ----- No residual lumen associated with embolized anterior communicating artery aneurysm. Susceptibility artifact limits assessment of the adjacent vessels. Small aneurysm anterior margin of the left carotid siphon as described above felt likely just distal to the ophthalmic artery as the left the ophthalmic artery is not visualized on this study. I67.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",15,1.3.6.1.4.1.55648.436150330873410730962648923839487/1.3.6.1.4.1.55648.436150330873410730962648923839487.1,1.3.6.1.4.1.55648.436150330873410730962648923839487/1.3.6.1.4.1.55648.436150330873410730962648923839487.1.pkl
-,1.3.6.1.4.1.55648.2868029544911697670001403581291227/1.3.6.1.4.1.55648.2868029544911697670001403581291227.5,26,True,,19.35971904,0.000163794,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2868029544911697670001403581291227.5.26,20190815,,172000.935,885968764,MR,Siemens,AX PD,Skyra,Patient_6463077653430355865,Patient_6463077653430355865,M,024Y,81.64663699,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_12,4.0,3000.0,38.0,1,123.255591,1H,1.0,3.0,4.4,276,12.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,180,FFS,1.3.6.1.4.1.55648.2868029544911697670001403581291227,1.3.6.1.4.1.55648.2868029544911697670001403581291227.5,5,1,26,-108.79518127441\-16.173995269109\-101.57477034195,1\0\0\0\0.92454604321905\0.38107035304259,,,-87.74712192,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,3250.0,996,2085,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5. History motor vehicle collision. TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is maintained. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of fracture infiltrative process. The vertebral body heights are intact. Intervertebral Discs: Normal Disc Height and Signal. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L3-L4: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L4-5: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L5-S1: Central annular tear with Broad-based protruded Central disc herniation indenting the thecal sac. No neural foraminal narrowing. Encroachment on the left descending S1 nerve root. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L5-S1: Central annular tear with Broad-based protruded Central disc herniation indenting the thecal sac. No neural foraminal narrowing. Encroachment on the left descending S1 nerve root. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.2868029544911697670001403581291227/1.3.6.1.4.1.55648.2868029544911697670001403581291227.5,1.3.6.1.4.1.55648.2868029544911697670001403581291227/1.3.6.1.4.1.55648.2868029544911697670001403581291227.5.pkl
-,1.3.6.1.4.1.55648.068565722422806495615189338984910/1.3.6.1.4.1.55648.068565722422806495615189338984910.15,176,True,,168.6651027,0.000380516,ISO_IR 100,ORIGINAL\PRIMARY\M\ND\NORM\FM3_2\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.068565722422806495615189338984910.15.1,20170919,101213.193,100725.73,266934556,MR,Siemens,AX 3D MPRAGE,Aera,Patient_6288384337523609487,Patient_6288384337523609487,M,080Y,136.0777283,,HEAD,GR\IR,SK\SP\MP,IR,3D,*tfl3d1_16,1.0,2200.0,3.24,1,63.679282,1H,1.0,1.5,,231,1.0,100,90.625,160.0,syngo MR E11,AX 3D MPRAGE,Body,0\256\232\0,ROW,8,HFS,1.3.6.1.4.1.55648.068565722422806495615189338984910,1.3.6.1.4.1.55648.068565722422806495615189338984910.15,15,1,1,-119.64037853085\-127.67037097603\-84.944171873679,0.99991493915358\-0.0128089200301\-0.0024588666397\0.01274050926088\0.99957894388233\-0.026069414471,,,-88.57306091,1,MONOCHROME2,256,232,0.9765625\0.9765625,16,12,11,0,0.0,183.0,93,241,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"History: Meningioma follow-up MRI-BRAIN PRE AND POST IV CONTRAST History: R56.9 Seizures D33.0 Benign neoplasm of brain, supratentorial A MRI of the brain was performed prior to and following the intravenous administration of 10cc Gadavist on a 1.5 Tesla high field wide bore magnet. Sagittal and axial MPR T1, axial FLAIR, diffusion images with ADC maps and T2-weighted images of the brain were obtained. Examination is interpreted in conjunction with prior dated MM/DD/YYYY. The MRI examination of the brain demonstrates once again right-sided pterional craniotomy for resection of meningioma. There are postoperative changes seen involving the anterior superior aspect of the temporal lobe along with residual sphenoid wing meningioma. There is surrounding vasogenic edema in the right anterior frontal particular region. In comparison with prior examination the tumor itself and the surrounding vasogenic change are grossly unchanged. Tumor measures approximately 2.7 x 2.2 x 1.4 cm in greatest dimension and is once again exerting slight mass effect upon the anterior mesial aspect of the right temporal lobe. No new areas of contrast enhancement are seen. The ventricles, cisternal spaces and cortical sulci to be appropriate for the patient's stated age. There is no midline shift or extra axial collection. There are in addition stable scattered foci of increased signal within the periventricular and subcortical white matter which are nonspecific and may represent the sequela of small vessel ischemic disease in this patient. The diffusion weighted images demonstrate no acute ischemia. There is normal vascular flow voids. The visualized paranasal sinuses are clear. The mastoids are well aerated. ------------------------- IMPRESSION: Stable examination demonstrating right-sided postoperative change with residual right-sided sphenoid wing meningioma and microvascular change. ----- Page Break ----- ICD 10 - White matter disease, unspecified R90.82 Meningioma D32.0 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.068565722422806495615189338984910/1.3.6.1.4.1.55648.068565722422806495615189338984910.15,1.3.6.1.4.1.55648.068565722422806495615189338984910/1.3.6.1.4.1.55648.068565722422806495615189338984910.15.pkl
-,1.3.6.1.4.1.55648.2945277155963876278351709260647281/1.3.6.1.4.1.55648.2945277155963876278351709260647281.5,30,True,,27.01746464,0.000169277,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2945277155963876278351709260647281.5.30,20191107,,133110.3375,764020298,MR,Siemens,AX PD,Skyra,Patient_6911277125487070578,Patient_6911277125487070578,M,054Y,117.9340312,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3000.0,42.0,1,123.165985,1H,1.0,3.0,4.4,270,9.0,70,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\224,COL,120,FFS,1.3.6.1.4.1.55648.2945277155963876278351709260647281,1.3.6.1.4.1.55648.2945277155963876278351709260647281.5,5,1,30,-75.271821169749\-30.177752638042\-49.170744183822,0.99881763742466\0.02392142352909\-0.0423213027417\1.9991902e-008\0.87055658124635\0.49206832741873,,,-31.58261313,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,607.0,348,758,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5. Low back pain going into the right leg TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is maintained. There is no significant spondylolisthesis. Bones: There is fatty endplate changes at L2-3 and to a lesser degree at L3-4 compatible with Modic 2 changes. There is vertebral endplate edema at L1-L2 at L2-3 compatible with Modic type I changes. Intervertebral Discs: Normal Disc Height and Signal. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: Disc bulge with osseous ridging. No significant central canal narrowing or neural foraminal narrowing. L3-L4: Moderate loss of disc height with Modic type II endplate fatty changes. Disc bulge with mild central canal narrowing. No significant change. L4-5: Left foraminal disc herniation with osseous ridge and bilateral facet arthrosis with moderate left neural foraminal narrowing encroaching on the exiting nerve root. No significant thecal sac compression. No significant change L5-S1: Bilateral facet arthrosis left greater than right. Left foraminal disc herniation encroaching on the extraforaminal left L5 nerve. No neural foraminal narrowing. No significant change The paraspinal muscles are symmetric. ------------------------- IMPRESSION: Multilevel spondylosis in the lumbar spine without significant change since previous examination. L4-5: Left foraminal disc herniation with osseous ridge and bilateral facet arthrosis with moderate left neural foraminal narrowing encroaching on the exiting nerve root. No significant thecal sac compression. No significant change L5-S1: Bilateral facet arthrosis left greater than right. Left foraminal disc herniation encroaching on the extraforaminal left L5 nerve. No neural foraminal narrowing. No significant change Moderate type II endplate changes at L2-3 and L3-4. Modic type I changes at L1-L2 and L2-3. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.2945277155963876278351709260647281/1.3.6.1.4.1.55648.2945277155963876278351709260647281.5,1.3.6.1.4.1.55648.2945277155963876278351709260647281/1.3.6.1.4.1.55648.2945277155963876278351709260647281.5.pkl
-,1.3.6.1.4.1.55648.6300388476527142340133571803717648/1.3.6.1.4.1.55648.6300388476527142340133571803717648.11,80,True,,73.72400546,0.000154257,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6300388476527142340133571803717648.11.80,20180117,,113844.9475,352182737,MR,Siemens,AX T1 FS POST,Verio,Patient_8047912878830425458,Patient_8047912878830425458,M,066Y,120.2019933,,,GR,SP,PFP\SAT2\FS,3D,*fl3d1,3.5,3.47,1.24,1,123.262368,1H,1.0,3.0,,141,1.0,70,84.375,504.0,syngo MR B19,AX T1 FS POST,Body,320\0\0\189,COL,9,FFS,1.3.6.1.4.1.55648.6300388476527142340133571803717648,1.3.6.1.4.1.55648.6300388476527142340133571803717648.11,11,1,80,-243.085729599\-208.63382911682\-139.93197116256,1\0\0\0\1\0,,,-139.9319712,1,MONOCHROME2,270,320,1.4375\1.4375,16,12,11,0,0.0,279.0,134,337,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T ABDOMEN PRE AND POST IV CONTRAST History: Renal cancer, follow-up. C64.2 Malignant neoplasm of left kidney, except renal pelvis An MRI of the abdomen and pelvis without and with 10 cc Gadavist was obtained on a 3 Tesla ultra high field wide bore MRI. Comparison is made with abdominal and pelvic MRI from PHI/DD/YYYY and MM/DD/YYYY. Kidneys: The left kidney was removed. There is no suspicious recurrent mass in the left renal fossa. The remaining right kidney shows a nonenhancing hemorrhagic cyst in the lower pole now measuring about 12 mm. Stable tiny cyst in the midpole is unchanged. There is no suspicious enhancing mass in the right kidney. There is no hydronephrosis. Retroperitoneum: Atherosclerotic plaques are noted of the distal aorta and the left common iliac vessel. Abdominal aorta is not aneurysmal. There is no suspicious adenopathy. Liver: There is mild fatty infiltration. There is no hepatomegaly. There is no suspicious mass. Spleen: There is no splenomegaly. There is no suspicious mass. Gallbladder/biliary tree: Gallbladder is not pathologically distended. There is no biliary dilatation. Pancreas: Scattered small subcentimeter pancreatic cysts along the pancreatic body and tail are stable measuring no more than 7 mm There is no pancreatitis. There is no pancreatic ductal dilatation. There is no suspicious mass. Adrenals: There is no suspicious adrenal mass. ----- Page Break ----- Pelvis: Bladder shows normal distention. Prostate PHI unchanged. There is no suspicious pelvic adenopathy. GI: Diverticulosis is seen. There is nonspecific, nonobstructive bowel gas pattern. Bony structures, abdominal wall, soft tissue: No suspicious finding. ------------------------- IMPRESSION: No suspicious recurrent renal mass. Rest of the abdominal and pelvic structures are stable. Additional ICD 10 codes: Pancreatic cysts. K86.2 Fatty liver. K76.0 Diverticulosis. K57.30 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",13,1.3.6.1.4.1.55648.6300388476527142340133571803717648/1.3.6.1.4.1.55648.6300388476527142340133571803717648.11,1.3.6.1.4.1.55648.6300388476527142340133571803717648/1.3.6.1.4.1.55648.6300388476527142340133571803717648.11.pkl
-,1.3.6.1.4.1.55648.8419223969369345507088289641809026/1.3.6.1.4.1.55648.8419223969369345507088289641809026.6,180,True,,197.9184895,0.000182152,,ORIGINAL\PRIMARY\OTHER,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8419223969369345507088289641809026.6.180,20161121,,92316.963,745627239,MR,Hitachi Medical Corporation,MRA Brain 3D TOF,OASIS,Patient_7362352314094875241,Patient_7362352314094875241,F,073Y,68.04,,BRAIN,GR,NONE,SP\FC,3D,TOF,1.0,22.0,8.7,1,49.400711,1H,1.0,1.16,0.5,256,,70,100.0,,V4.0C,MRA Brain 3D TOF,,0\288\256\0,ROW,25,HFS,1.3.6.1.4.1.55648.8419223969369345507088289641809026,1.3.6.1.4.1.55648.8419223969369345507088289641809026.6,6,0,180,-110\-104.9744\-92.85257,1\0\0\0\1\0,,-1676.0,-92.85,1,MONOCHROME2,512,512,0.4296875\0.4296875,16,12,11,1,0.0,216.0,195,390,4.0,,0.0,,RAPID Head,,,0.0,,,100.0,100.0,0.0,0.0,0.0,220.0,180.0,1.0,1\1,MRA-HEAD W/O CON History: R51 Headache/Facial Pain R42 Dizziness/Vertigo/Loss Balance/Whirling Spinning Sensation R55 Syncope M54.81 Head/Neck Pain MRA of the intracranial arteries was performed on a 1.2 Tesla magnet utilizing 3D time-of-flight technique in the region of the circle of FIRSTNAME 3D reconstructions were performed on a workstation. The distal cervical as well as intracranial internal carotid arteries appear unremarkable. The internal carotid arteries bifurcate into the anterior and middle cerebral arterial circulation. The anterior and middle cerebral arterial circulation appears unremarkable. The anterior communicating artery is patent. The distal vertebral arteries appear unremarkable converging to form the basilar artery. The basilar artery appears unremarkable. The basilar artery continues into the right posterior cerebral artery. There is fetal origin left posterior cerebral artery via the left posterior communicating artery. The posterior cerebral arterial circulation appears unremarkable. The posterior communicating artery on the right is not visualized. ------------------------- IMPRESSION: Unremarkable MR cerebral angiogram. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,15,1.3.6.1.4.1.55648.8419223969369345507088289641809026/1.3.6.1.4.1.55648.8419223969369345507088289641809026.6,1.3.6.1.4.1.55648.8419223969369345507088289641809026/1.3.6.1.4.1.55648.8419223969369345507088289641809026.6.pkl
-,1.3.6.1.4.1.55648.6349271102739677110518251297622202/1.3.6.1.4.1.55648.6349271102739677110518251297622202.5,25,True,,19.37385893,0.000146151,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6349271102739677110518251297622202.5.25,20200603,,173454.9,745183042,MR,Siemens,AX PD,Aera,Patient_2785346391877443592,Patient_2785346391877443592,M,043Y,92.98644768,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,43.0,1,63.673053,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.6349271102739677110518251297622202,1.3.6.1.4.1.55648.6349271102739677110518251297622202.5,5,1,25,-106.35782363395\-19.818352739879\-61.851796104952,0.99999883431404\-0.0007395855598\0.00133580828183\5.5568e-011\0.87485985001911\0.48437613775304,,,-44.34966811,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,3201.0,990,2159,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 with pain radiating to the right buttocks and right groin, both legs when he status post work-related PHI TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 1.5 Tesla MRI utilizing the following pulse sequences sagittal T1, T2, STIR, and axial proton density. COMPARISON: No prior studies are available for comparison. FINDINGS: The lowest visualized intervertebral discs represents L5-S1. This is labeled by the iliolumbar ligament articulating with the L5 vertebral body Five lumbar vertebral bodies are assumed. Alignment: Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is maintained. There is no significant spondylolisthesis. Bones: Bone marrow signal is normal, without evidence of acute fracture or infiltrative process. The vertebral body heights are intact. Intervertebral Discs: Disc desiccation and loss of disc height at L5-S1. The conus medullaris is normal in signal intensity and morphology and terminates at the L1 level. T12-L1: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L1-L2: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. ----- Page Break ----- L2-L3: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L3-L4: No evidence of significant disk bulge, protrusion or extrusion. No significant central canal, subarticular or neural foraminal narrowing is noted. There is no significant facet arthropathy. L4-5: Central and left subarticular disc herniation with mild to moderate left subarticular stenosis with encroachment on the descending left L5 nerve root.. Mild bilateral facet arthrosis. No neural foraminal narrowing. L5-S1: Broad-based Right subarticular protruded disc herniation measuring 8 mm in PHI dimension with marked right subarticular stenosis impinging on the right descending S1 nerve root and mild to moderate left subarticular stenosis with encroachment on the left descending S1 nerve root. No thecal sac compression. Interval increase in size when compared to previous examination. The paraspinal muscles are symmetric. ------------------------- IMPRESSION: L5-S1: Broad-based Right subarticular protruded disc herniation measuring 8 mm in PHI dimension with marked right subarticular stenosis impinging on the right descending S1 nerve root and mild to moderate left subarticular stenosis with encroachment on the left descending S1 nerve root. No thecal sac compression. Interval increase in size when compared to previous examination. L4-5: Central and left subarticular disc herniation with mild to moderate left subarticular stenosis with encroachment on the descending left L5 nerve root.. Mild bilateral facet arthrosis. No neural foraminal narrowing. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",48,1.3.6.1.4.1.55648.6349271102739677110518251297622202/1.3.6.1.4.1.55648.6349271102739677110518251297622202.5,1.3.6.1.4.1.55648.6349271102739677110518251297622202/1.3.6.1.4.1.55648.6349271102739677110518251297622202.5.pkl
-,1.3.6.1.4.1.55648.3268787099291188898851810984204226/1.3.6.1.4.1.55648.3268787099291188898851810984204226.12,696,True,,682.2193797,0.000470161,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3268787099291188898851810984204226.12.1,20191028,,,792234139,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_0975148466415437200,Patient_0975148466415437200,M,071Y,122.4699555,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.5,3.74,1.63,1,123.220538,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.3268787099291188898851810984204226,1.3.6.1.4.1.55648.3268787099291188898851810984204226.12,12,1,1,-89.753232955933\-104.93975925446\-13.840376645327,1\0\0\0\1\0,,,-13.84037665,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,737.0,374,767,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Positive biopsy in MONTH, elevated PSA (5.9 ng/ml), C61. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 10cc Gadavist was administered. I-STAT: Creatinine 0.8, GFR 90 FINDINGS: Prostate size: 5 [transverse] x 3.4 [AP] x 3.8 [CC] cm, about 34 cc in volume. Postbiopsy hemorrhage: Diffuse along the bilateral peripheral zone with hemorrhage exclusion sign (sparing the lesion-occupied right posterolateral to left posteromedial peripheral zone) Lesion : PI-RADS Assessment Category: 5 T2-weighted images: 3, noncircumscribed moderate hypointensity Diffusion-weighted images: 5, focal markedly decreased ADC and markedly increased signal on ultra high b-value images, 1.5 cm. Dynamic post-contrast images: Positive, early hyperperfusion. Size: 2.4 x 1 cm as measured on image 7 of series 5, ADC Location: Right posterolateral-posteromedial peripheral zone to left posteromedial peripheral zone, apex, to midgland-base right posteromedial and right central zone. Extra-prostatic extension: Indistinct right posterior capsule, suspicious for capsular/perineural infiltration. Additional peripheral zone findings: Diffuse indistinct T2 hypointensity corresponding to T1 hyperintense postbiopsy hemorrhage. ----- Page Break ----- Additional transition zone findings: Heterogeneous and enlarged, consistent with BPH, distending the bladder neck with slight intravesical extension. Bladder: Nondistended with apparent wall thickening with posterior sparing around and above the trigone. Seminal vesicle: Difficult to exclude subtle, early infiltration of the right seminal vesicle, next to the involved right central zone. Otherwise unremarkable. GI: Nondilated bowel. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: No suspicious lesion. Additional findings: Right inguinal fat hernia. Partially seen large right kidney cyst, 10 cm. ------------------------- IMPRESSION: 2.4 x 1 cm PIRADS 5 lesion at the right posterior peripheral zone apex to posteromedial midgland-base and right central zone, and left posteromedial peripheral zone apex. C61. Right posterior capsular/perineural infiltration. No metastatic adenopathy or suspicious bone lesion. BPH. N40.0 PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ----- Page Break -----",3,1.3.6.1.4.1.55648.3268787099291188898851810984204226/1.3.6.1.4.1.55648.3268787099291188898851810984204226.12,1.3.6.1.4.1.55648.3268787099291188898851810984204226/1.3.6.1.4.1.55648.3268787099291188898851810984204226.12.pkl
-,1.3.6.1.4.1.55648.0377767164697111594536342693720642/1.3.6.1.4.1.55648.0377767164697111594536342693720642.5,25,True,,22.12261224,0.000135183,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0377767164697111594536342693720642.5.25,20200626,192424.316,192255.8325,181994243,MR,Siemens,AX PD,Aera,Patient_5038624994538179750,Patient_5038624994538179750,M,039Y,88.4505234,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,43.0,1,63.679583,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.0377767164697111594536342693720642,1.3.6.1.4.1.55648.0377767164697111594536342693720642.5,5,1,25,-80.680139379203\-43.085561761027\-154.23026415894,0.9996399834486\-0.0074281502235\0.02578228219402\-1.6200762e-008\0.96091316236499\0.27684994923914,,,-134.0598643,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,2467.0,847,1832,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST History: M54.5 Lower Back Pain M51.26 Herniated disc lumbar spine Technique: Sagittal T1, STIR and T2 weighted images were supplemented by axial proton density images through the disc spaces. This study was performed on a 1.5 Tesla system. Findings: Patient status post L5-S1 discectomy and spacer placement as well as posterior decompression and L5-S1 posterior spinal fusion. Please note that integrity of orthopedic hardware cannot evaluate with MRI. There is straightening of the lumbar lordosis. No spinal listhesis. Vertebral body heights are maintained. There is no compression fracture. No concerning marrow signal normality is identified. There is Modic type II endplate degenerative changes in the inferior endplate of L5. The conus is unremarkable. There is no prevertebral soft tissue swelling. L1-2: There is no significant posterior disc abnormality, spinal canal or foraminal stenosis. L2-3: There is no significant posterior disc abnormality, spinal canal or foraminal stenosis. L3-4: There is no significant posterior disc abnormality, spinal canal or foraminal stenosis. L4-5: There is disc bulge and superimposed small central disc protrusion. There is bilateral facet arthropathy. There is mild bilateral lateral recess narrowing and indentation upon descending both L5 nerve roots. There is mild bilateral foraminal narrowing without exiting L4 nerve root compression. L5-S1: Status post anterior spinal fusion and posterior decompression. There is mild left foraminal narrowing. ------------------------- IMPRESSION: ----- Page Break ----- Status post L5-S1 laminectomy and anterior and posterior spinal fusion. L4-5: Disc bulge and superimposed small central disc protrusion. Bilateral facet arthropathy. Mild bilateral lateral recess narrowing and indentation upon the descending both L5 nerve roots. Mild bilateral foraminal narrowing. L5-S1: Evaluation somewhat limited due to susceptibility artifact arising from orthopedic hardware. However there is mild left foraminal narrowing. ICD 10 Codes: Degeneration L1-L5. M51.36 Degeneration L5-S1 level. M51.37 Lumbar discectomy with spacer placement. Z98.89 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.0377767164697111594536342693720642/1.3.6.1.4.1.55648.0377767164697111594536342693720642.5,1.3.6.1.4.1.55648.0377767164697111594536342693720642/1.3.6.1.4.1.55648.0377767164697111594536342693720642.5.pkl
-,1.3.6.1.4.1.55648.6741698988171225992679086816529405/1.3.6.1.4.1.55648.6741698988171225992679086816529405.7,30,True,,26.34462619,0.000156164,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6741698988171225992679086816529405.7.30,20170310,,151814.97,396105434,MR,Siemens,SAG STIR,Verio,Patient_9033794671967907635,Patient_9033794671967907635,M,066Y,106.1406281,,,SE\IR,SK\SP\MP\OSP,IR\SAT2,2D,*tir2d1_10,3.0,4000.0,51.0,1,123.262741,1H,1.0,3.0,3.0,435,10.0,85,100.0,210.0,syngo MR B19,SAG STIR,Body,256\0\0\218,COL,150,HFS,1.3.6.1.4.1.55648.6741698988171225992679086816529405,1.3.6.1.4.1.55648.6741698988171225992679086816529405.7,7,1,30,-109.69781962331\-117.87106106202\173.72741714472,0.61561893152871\0.78804399061439\-2.890031e-009\-0.1574087866837\0.12296753403845\-0.9798476715527,,,-48.30466471,1,MONOCHROME2,256,256,1.015625\1.015625,16,12,11,0,0.0,690.0,176,463,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT SHOULDER WITHOUT CONTRAST History: History of distal clavicular lesion ICD 10-R91.1 Pulmonary Nodule D48.0 Neoplasm of uncertain behavior of bone/artic cartl M19.011 Right shoulder osteoarthritis Comparison PHI: Comparison is made to previous MRI dated MM/DD/YYYY and CT of the chest dated MM/DD/YYYY. Technique: The right clavicle was imaged in a 3.0 Tesla Ultra High Field Wide Bore MRI unit. T1-weighted and STIR images were obtained in the sagittal plane and in an oblique coronal plane roughly parallel to the long axis of the clavicle. In addition, T1-weighted and fat-saturated T2-weighted images were obtained Findings: Images are slightly degraded by motion artifact on all pulse sequences. Diagnostic information is still attainable. Eccentrically located hyperintense lesion along the distal clavicular shaft measures 1.3 x 0.6 cm. On STIR images of the lesion remains slightly hyperintense in the lesion is hypointense on T1-weighted images. There is no surrounding bone marrow edema. There is no pathologic fracture. There is no associated soft tissue mass. There is moderate degenerative changes at the sternoclavicular and AC joints which are stable since the prior study. Rotator cuff tendinosis is unchanged. There is no significant joint effusion. There is mild subacromial/subdeltoid bursitis. The parascapular musculature is unremarkable. Limited evaluation of the brachial plexus is normal. ----- Page Break ----- ------------------------- IMPRESSION: Stable eccentrically located intraosseous lesion within the distal clavicular shaft measures up to 1.3 cm. Differential possibilities are unchanged including fibrous dysplasia, myeloma or metastatic lesion. Given the short-term stability benign lesion is more likely. Continued follow-up to confirm stability in 6 months is recommended. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",26,1.3.6.1.4.1.55648.6741698988171225992679086816529405/1.3.6.1.4.1.55648.6741698988171225992679086816529405.7,1.3.6.1.4.1.55648.6741698988171225992679086816529405/1.3.6.1.4.1.55648.6741698988171225992679086816529405.7.pkl
-,1.3.6.1.4.1.55648.4890213833656611658968929858147975/1.3.6.1.4.1.55648.4890213833656611658968929858147975.14,120,True,,129.6337354,0.00016284,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4890213833656611658968929858147975.14.120,20190228,,124218.66,806975753,MR,Siemens,SAG T1 3D VIBE KNEE,Skyra_fit,Patient_1954412097395890518,Patient_1954412097395890518,M,053Y,95.25440982,,KNEE,GR,SP,WE,3D,*fl3d1,1.0,18.0,2.87,2,123.230038,1H,1.0,3.0,,239,1.0,100,93.75,700.0,syngo MR E11,SAG T1 3D  VIBE KNEE,Body,0\256\240\0,ROW,25,FFS,1.3.6.1.4.1.55648.4890213833656611658968929858147975,1.3.6.1.4.1.55648.4890213833656611658968929858147975.14,14,1,120,66.045920372009\-135.59443664551\511.10653188825,0\1\0\0\0\-1,,,66.04592037,1,MONOCHROME2,512,480,0.478515625\0.478515625,16,12,11,0,0.0,1287.0,336,777,4.0,,,,,,,,,,,,,,,,,,,"HISTORY: M25.562 Left knee pain TECHNIQUE: Left knee, hip, and ankle imaged on a 3.0 Tesla ultra high-field wide-bore MR scanner following the LASTNAME preoperative knee protocol. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Degenerative changes of the left knee are present with cartilage loss. No fractures are identified. There is no evidence for left inguinal adenopathy. The bone marrow signal is overall age-appropriate. ------------------------- IMPRESSION: Degenerative changes of the left knee. M17.12 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",60,1.3.6.1.4.1.55648.4890213833656611658968929858147975/1.3.6.1.4.1.55648.4890213833656611658968929858147975.14,1.3.6.1.4.1.55648.4890213833656611658968929858147975/1.3.6.1.4.1.55648.4890213833656611658968929858147975.14.pkl
-,1.3.6.1.4.1.55648.0629644865288821725663932826824883/1.3.6.1.4.1.55648.0629644865288821725663932826824883.5,35,True,,32.60134768,0.000176668,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0629644865288821725663932826824883.5.35,20200208,,111431.215,954783730,MR,Siemens,AX PD,Skyra,Patient_5873931238893402284,Patient_5873931238893402284,F,028Y,68.03886416,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_14,3.0,4000.0,38.0,1,123.157955,1H,1.0,3.0,3.3,294,14.0,75,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,157,FFS,1.3.6.1.4.1.55648.0629644865288821725663932826824883,1.3.6.1.4.1.55648.0629644865288821725663932826824883.5,5,1,35,-60.903591855595\-29.108737451661\-100.77592429986,0.99959186797605\0.01450493700937\-0.024611060085\5.1960796e-008\0.86150705430195\0.50774560105231,,,-73.7497931,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,2068.0,1093,2227,,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain. Status post motor vehicle collision in MONTH XX. TECHNIQUE: MRI of the lumbar spine was performed in a 3.0 Tesla ultra high field magnetic resonance imaging unit with sagittal T1-weighted, T2-weighted and STIR sequences, as well as axial proton density images through the lumbar disc spaces. COMPARISON: MRI examination of the lumbar spine dated MM/DD/YYYY and X-ray examination of the lumbar spine dated MM/DD/YYYY. FINDINGS: Sagittal images demonstrate accentuation of the normal lumbar lordosis. Vertebral height and marrow signal are normal. (Please note that the L5 vertebra is transitional in nature, with a broad left transverse process that appears to articulate with the sacrum, as seen on the previous plain film examination.) The lumbar disc spaces maintain normal height. There is mild generalized loss of disc signal in the lumbar region, on the T2-weighted sequence, which reflects early disc desiccation. There are intraosseous discal herniations at every level from T11-T12 through L5-S1, with the exception of the L4-L5 disc level. This may be compatible with Scheuermann's disease. The facet joints demonstrate normal alignment. There is mild relative hypoplasia of the left facet joint at L5-S1. There is a small neocyst at the posteroinferior aspect of the left facet joint at L4-L5. There is probably an additional small neocyst at the posteroinferior aspect of the right facet joint at L3-L4. These are likely of no clinical significance. There is no evidence of central spinal stenosis. The neural foramina are bilaterally patent. The conus medullaris is normal in position and appearance. ----- Page Break ----- There are no prevertebral or paraspinal abnormalities. ------------------------- IMPRESSION: 1. Intraosseous discal herniations at nearly every disc level from T11-T12 through L5-S1. This may be compatible with Scheuermann's disease. 2. Transitional L5 vertebra, which is better seen on the previous X-ray examination of MONTH XX. 3. Lumbar hyperlordosis. The appearance of the lumbar spine has not changed significantly since the previous MRI examination of MONTH XX. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",45,1.3.6.1.4.1.55648.0629644865288821725663932826824883/1.3.6.1.4.1.55648.0629644865288821725663932826824883.5,1.3.6.1.4.1.55648.0629644865288821725663932826824883/1.3.6.1.4.1.55648.0629644865288821725663932826824883.5.pkl
-,1.3.6.1.4.1.55648.6487564038671014824829216549139074/1.3.6.1.4.1.55648.6487564038671014824829216549139074.3,28,True,,24.79136467,0.000146151,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6487564038671014824829216549139074.3.28,20161125,,135649.1925,363569294,MR,Siemens,AX PD,Skyra,Patient_8523739330039544804,Patient_8523739330039544804,M,015Y,70.30682629,,SHOULDER,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_8,3.0,3500.0,33.0,1,123.220905,1H,1.0,3.0,3.0,403,8.0,70,100.0,200.0,syngo MR E11,AX PD,Body,0\384\269\0,ROW,160,HFS,1.3.6.1.4.1.55648.6487564038671014824829216549139074,1.3.6.1.4.1.55648.6487564038671014824829216549139074.3,3,1,28,-163.09311485259\-84.537101745924\-10.472705841064,1\4.897e-012\0\-4.897e-012\1\0,,,-10.47270584,1,MONOCHROME2,384,384,0.33854165673256\0.33854165673256,16,12,11,0,0.0,2264.0,660,1308,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT SHOULDER WITHOUT CONTRAST History: Right shoulder pain. Concern for SLAP tear. ICD 10 - Shoulder pain, M25.511 Arm pain, M79.621 Comparison PHI: None Technique: The right shoulder was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Axial proton density and gradient echo images; oblique sagittal fat saturated proton density images; and oblique coronal proton density and fat-saturated proton density images were obtained. Findings: The skin and subcutis are unremarkable. The AC joint is unremarkable. No subacromial enthesophyte is visualized. No bursal effusion is visualized. There is physiologic glenohumeral joint fluid. The supraspinatus tendon exhibits mild tendinosis. The infraspinatus tendon is unremarkable. The subscapularis tendon is unremarkable. The long head biceps tendon is unremarkable. The capsulolabral complex is unremarkable, without evidence of labrum tear or degeneration. ----- Page Break ----- No significant arthritic changes are visualized at the glenohumeral joint. There is no evidence of fracture, physeal injury, osteonecrosis, or osseous neoplasm. The suprascapular nerve is unremarkable in PHI appearance. The visualized muscle bellies exhibit normal size, shape and signal, without evidence of edema or atrophy. No soft tissue mass is visualized. No soft tissue cyst or extrasynovial fluid collection is visualized. ------------------------- IMPRESSION: Mild supraspinatus tendinosis. ICD 10 - Rotator Cuff Sprain/Tear, S46.011A Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",26,1.3.6.1.4.1.55648.6487564038671014824829216549139074/1.3.6.1.4.1.55648.6487564038671014824829216549139074.3,1.3.6.1.4.1.55648.6487564038671014824829216549139074/1.3.6.1.4.1.55648.6487564038671014824829216549139074.3.pkl
-,1.3.6.1.4.1.55648.4644610589879815892879214938902502/1.3.6.1.4.1.55648.4644610589879815892879214938902502.6,25,True,,22.02781558,0.000150442,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4644610589879815892879214938902502.6.25,20171117,,164344.1625,580462297,MR,Siemens,AX PD,Aera,Patient_4424542474449802677,Patient_4424542474449802677,M,062Y,127.0058798,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,43.0,1,63.679851,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,HFS,1.3.6.1.4.1.55648.4644610589879815892879214938902502,1.3.6.1.4.1.55648.4644610589879815892879214938902502.6,6,1,25,-78.535954193476\-83.076329721183\-545.41751812811,0.99956746664615\-0.0103355534516\0.02753281601003\-4.6598595e-008\0.93620841830568\0.35144529801035,,,-478.9098016,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,1422.0,654,1373,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST History: Lower back pain. Motor vehicle trauma in PHI XX. Myelopathy. Lower back pain, M54.5 Comparison PHI: Lumbar spine MR examinations dating back to MM/DD/YYYY, the most recent from PHI/DD/YYYY. Abdomen and pelvis CT examination from PHI/DD/YYYY. Lumbar spine radiographs from PHI/DD/YYYY and MM/DD/YYYY Technique: The lumbosacral spine was imaged in a 1.5 Tesla high field magnetic resonance imaging unit. Sagittal T1-weighted, T2-weighted and STIR images were obtained together with coronal T2-weighted images and axial proton density images. Findings: Coronal images provide partial visualization of a dextroscoliosis in the lower thoracic and upper lumbar spine. There is mild retrolisthesis at L1-L2, L2-L3, L3-L4 and L5-S1. There is mild anterolisthesis at L4-L5. There is exaggerated lumbar lordosis. There is no evidence of fracture, spondylolysis or aggressive osseous neoplasm. There is a 2.1 cm meningioma in the T12 vertebral body. The visualized lower spinal cord and conus medullaris are unremarkable, with the conus terminating at the T12-L1 level. Lower thoracic intervertebral levels from T11 to L1 are visualized only on sagittal images. There is moderate spondylosis at these levels, with very minimal disc bulges. L1-L2: Moderate-to-severe spondylosis. Facet joints are unremarkable. Moderate disc bulge. Small broad-based left-sided disc protrusion, mildly effacing the ventral thecal sac. See axial image 3 of series 6. This is new compared to the MONTH XX MR examination. L2-L3: Moderate spondylosis. Mild bilateral facet arthrosis. Minimal disc bulge. L3-L4: Mild-to-moderate spondylosis. Moderate bilateral facet arthrosis. Minimal disc ----- Page Break ----- bulge. Mild central canal stenosis. See axial image 13 of series 6. The small left paracentral disc protrusion seen at this level on the prior study from PHI XX has resolved. L4-L5: Mild spondylosis. Bilateral facet arthrosis, severe on the right and moderate on the left. Minimal disc bulge, exaggerated with anterolisthesis. Mild central canal stenosis. See axial image 18 of series 6, slightly worse compared to axial image 19 of series 6 from the MONTH XX study. L5-S1: Mild spondylosis. Mild bilateral facet arthrosis. Small disc bulge. Bulging disc material contributes to mild right foraminal stenosis, sagittal image 4 of series 2. The visualized paraspinal and abdominopelvic soft tissues are unremarkable in PHI appearance. ------------------------- IMPRESSION: Mild thoracolumbar dextroscoliosis. Small listheses as noted. Exaggerated lumbar lordosis. Lumbar spondylosis and facet arthrosis as detailed above. Small broad-based left-sided disc protrusion at L1-L2. Mild central canal stenosis at L3-L4 and L4-L5. Other idiopathic scoliosis, lumbar region, M41.26 Spondylolisthesis, M43.16 Degeneration lumbar spine, M51.36 Herniated disc lumbar spine, M51.26 Spinal stenosis, M48.06 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",24,1.3.6.1.4.1.55648.4644610589879815892879214938902502/1.3.6.1.4.1.55648.4644610589879815892879214938902502.6,1.3.6.1.4.1.55648.4644610589879815892879214938902502/1.3.6.1.4.1.55648.4644610589879815892879214938902502.6.pkl
-,1.3.6.1.4.1.55648.024444596490628693803957381905705/1.3.6.1.4.1.55648.024444596490628693803957381905705.6,25,True,,17.67390585,0.00065732,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.024444596490628693803957381905705.6.25,20171228,150948.421,150803.725,427645459,MR,Siemens,AX PD,Espree,Patient_8664091941926684763,Patient_8664091941926684763,M,068Y,77.11071271,,,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_9,4.0,2400.0,39.0,1,63.660884,1H,1.0,1.5,4.4,396,9.0,75,98.75,180.0,syngo MR B19,AX PD,Body,320\0\0\237,COL,180,HFS,1.3.6.1.4.1.55648.024444596490628693803957381905705,1.3.6.1.4.1.55648.024444596490628693803957381905705.6,6,1,25,-114.44019587773\-35.801726925897\-97.50761148146,0.99961338467415\0.00969885272843\-0.0260578862545\3.014856e-009\0.93718777735533\0.34882527141218,,,-82.0458266,1,MONOCHROME2,316,320,0.6875\0.6875,16,12,11,0,0.0,1893.0,788,1670,4.0,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain M79.604 Right Leg Doctor FIRSTNAME LASTNAMERISON: None available. TECHNIQUE: MRI of the lumbar spine was performed with multiple sequences in sagittal and axial planes on a 1.5 Tesla high-field wide-bore magnet. FINDINGS: Vertebral body heights: There is mild loss T10, T11, L2, L3 and L4 vertebral bodies with slight edema along the superior endplate of T10 and T11 T11 without retropulsion. Alignment: Preserved. Spinal canal: The conus medullaris is unremarkable. Paravertebral soft tissues: Unremarkable. L1-2: There is a disc bulge with a superimposed central herniation and mild facet arthropathy resulting in moderate spinal canal stenosis. L2-3: There is a disc bulge and mild facet arthropathy resulting in moderate spinal canal and mild right foraminal stenosis. L3-4: There is a minimal disc bulge and mild facet arthropathy resulting in mild spinal canal and mild bilateral foraminal stenosis. L4-5: There is a minimal disc bulge and mild facet arthropathy resulting in mild to moderate left greater than right foraminal stenosis. No significant spinal canal stenosis. ----- Page Break ----- L5-S1: There is a disc bulge with a superimposed central protrusion with an annular fissure and facet arthropathy resulting in moderate left and mild-to-moderate right foraminal stenosis. No significant spinal canal stenosis. ------------------------- IMPRESSION: Several mild compression deformities with slight edema along the superior endplates of T10 and T11 without retropulsion. M48.54, M48.56 Multilevel degenerative disc disease with several herniations as above resulting in up to moderate spinal canal stenosis at L1-2 and L2-3 as well as up to moderate stenosis of several neural foramina. M51.36, M51.37 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",75,1.3.6.1.4.1.55648.024444596490628693803957381905705/1.3.6.1.4.1.55648.024444596490628693803957381905705.6,1.3.6.1.4.1.55648.024444596490628693803957381905705/1.3.6.1.4.1.55648.024444596490628693803957381905705.6.pkl
-,1.3.6.1.4.1.55648.333200491116217899081655258827962/1.3.6.1.4.1.55648.333200491116217899081655258827962.3,50,True,,48.36150026,0.000161648,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.333200491116217899081655258827962.3.50,20200123,,185005.875,276357661,MR,Siemens,AX PD FS,Skyra,Patient_5475683446400572738,Patient_5475683446400572738,M,036Y,88.4505234,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.260153,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.333200491116217899081655258827962,1.3.6.1.4.1.55648.333200491116217899081655258827962.3,3,1,50,-158.0534078598\-64.901206621988\-84.712584439697,0.9945923315296\-0.1009557898977\-0.0243725778006\0.10102700909449\0.99488222148349\0.00170552323518,,,-88.22263983,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1803.0,656,1368,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: M25.561 Right knee pain TECHNIQUE: MR imaging of the right knee was performed without IV contrast on a 3.0 Tesla high-field wide-bore magnet. COMPARISON: Right knee MRI dated MM/DD/YYYY FINDINGS: LIGAMENTS: There is a chronic full-thickness ACL tear. There is no significant posterolateral corner injury. There is a grade 1 sprain of the MCL and medial retinaculum. The PCL and lateral collateral ligament complex are intact. EXTENSOR MECHANISM: Intact. Doctor FIRSTNAME LASTNAMERTMENT: There is a peripheral longitudinal tear of the lateral meniscus posterior horn (""Wrisberg rip"") and a horizontal tear of the body segment. There is focal moderate to high-grade partial-thickness cartilage loss along the central aspect of the lateral femoral condyle with mild subcortical marrow edema. There is partial-thickness cartilage loss and minimal subchondral the far posterior nonweightbearing aspect of the lateral. Doctor FIRSTNAME LASTNAMERTMENT: There is a longitudinal tear through the posterior horn of the medial meniscus. There is moderate to high-grade partial-thickness cartilage loss along the posterior weightbearing aspect of the medial femoral condyle. Doctor FIRSTNAME LASTNAMERTMENT: There is moderate partial-thickness cartilage loss along the central trochlear groove. There is mild fibrillation of cartilage along the median ridge of the patella. BONES: There is no fracture or osseous lesion. JOINT FLUID: PHI small joint effusion is present. ----- Page Break ----- MUSCLES/TENDONS: Intact. NEUROVASCULAR STRUCTURES: Unremarkable. SUBCUTANEOUS TISSUES: Unremarkable. ------------------------- IMPRESSION: Acute grade 1 sprain of the MCL and medial retinaculum. Chronic full-thickness ACL tear. No posterolateral corner injury. Medial and lateral meniscal tears, unchanged. Progressive cartilage loss as discussed above. Small joint effusion. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",42,1.3.6.1.4.1.55648.333200491116217899081655258827962/1.3.6.1.4.1.55648.333200491116217899081655258827962.3,1.3.6.1.4.1.55648.333200491116217899081655258827962/1.3.6.1.4.1.55648.333200491116217899081655258827962.3.pkl
-,1.3.6.1.4.1.55648.9789311865877149929337902858283401/1.3.6.1.4.1.55648.9789311865877149929337902858283401.7,31,True,,29.44448042,0.000134468,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.9789311865877149929337902858283401.7.31,20180914,,131255.0775,604745507,MR,Siemens,AX PD,Skyra,Patient_7699991037699146886,Patient_7699991037699146886,F,055Y,56.69905346,,SHOULDER,SE,SK\SP\OSP,,2D,*tseR2d1_8,3.0,3500.0,34.0,1,123.257355,1H,1.0,3.0,3.0,575,8.0,100,100.0,200.0,syngo MR E11,AX PD,Body,0\384\384\0,ROW,160,HFS,1.3.6.1.4.1.55648.9789311865877149929337902858283401,1.3.6.1.4.1.55648.9789311865877149929337902858283401.7,7,1,31,-187.92141532898\-60.756346702576\-13.06356048584,1\0\0\0\1\0,,,-13.06356049,1,MONOCHROME2,384,384,0.33854165673256\0.33854165673256,16,12,11,0,0.0,2310.0,1070,2228,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT SHOULDER NON CONTRAST HISTORY: M75.122 Left shoulder rotator cuff chronic tendon Tear/Sprain M25.511 Right shoulder pain M79.621 Right arm pain TECHNIQUE: MR imaging of the right shoulder was performed without IV contrast on a 3.0 Tesla high-field wide-bore magnet. COMPARISON: None FINDINGS: ROTATOR CUFF: There is supraspinatus and infraspinatus tendinosis with a mild partial-thickness insertional tear at the anterior leading edge. There is a tiny interstitial delaminating component. See series 5 image 15 there is a superimposed 6 mm low signal deposit at the supraspinatus tendon insertion indicative of calcific tendinitis. The subscapularis, infraspinatus and teres minor tendons are intact. There is an additional 2 mm focus of calcium deposition at the infraspinatus tendon insertion posteriorly. There is no muscle atrophy. AC JOINT: Intact. Mild to moderate arthrosis is noted. There is no lateral subacromial spur or os acromiale. BICEPS: The long head of the biceps tendon is intact and maintained in the bicipital groove. LASTNAME AND GLENOHUMERAL JOINT: The labrum is intact. The cartilage is preserved. There is no joint effusion. There is no MR evidence of adhesive capsulitis. BONES: There is no fracture, Hill LASTNAME deformity, or glenoid dysplasia. BURSAE: There is mild subacromial subdeltoid bursitis. NEUROVASCULAR STRUCTURES: Unremarkable. ----- Page Break ----- SUBCUTANEOUS TISSUES: Unremarkable. ------------------------- IMPRESSION: Supraspinatus and infraspinatus tendinosis with a partial-thickness tear at the supraspinatus tendon insertion. There is no high-grade partial or full-thickness rotator cuff tear. There is supraspinatus calcific tendinitis. There is infraspinatus calcific tendinitis to a lesser extent. Mild to moderate AC joint arthrosis. Mild subacromial subdeltoid bursitis. ICD 10 - Rotator cuff Sprain/ tear, S46.011A calcific tendonitis, M75.31 Subacromial / subdeltoid bursitis, M75.51 AC joint arthrosis, M19.011 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",26,1.3.6.1.4.1.55648.9789311865877149929337902858283401/1.3.6.1.4.1.55648.9789311865877149929337902858283401.7,1.3.6.1.4.1.55648.9789311865877149929337902858283401/1.3.6.1.4.1.55648.9789311865877149929337902858283401.7.pkl
-,1.3.6.1.4.1.55648.6547186768564910324470868891168958/1.3.6.1.4.1.55648.6547186768564910324470868891168958.6,25,True,,17.95853782,0.000197649,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6547186768564910324470868891168958.6.25,20171210,,100303.2625,580231091,MR,Siemens,AX PD,Skyra,Patient_6426008966812313956,Patient_6426008966812313956,M,056Y,70.30682629,,LSPINE,SE,SK\SP\OSP,SAT1,2D,*tse2d1_9,4.0,3440.0,38.0,1,123.231188,1H,1.0,3.0,4.4,288,9.0,75,100.0,225.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,179,FFS,1.3.6.1.4.1.55648.6547186768564910324470868891168958,1.3.6.1.4.1.55648.6547186768564910324470868891168958.6,6,1,25,-55.018831158622\-21.840039117258\-87.991306554113,0.99967917086508\0.01319067493166\-0.021623168902\-9.147105e-009\0.85369428627517\0.5207744863001,,,-65.11705842,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,1526.0,687,1394,4.0,,,,,,,,,,,,,,,,,,,"MRI-3T LUMBAR SPINE NON CONTRAST HISTORY: Lower back pain M54.5 TECHNIQUE: MR imaging of the lumbar spine was performed without contrast on a 3.0 Tesla Ultra High Field Wide Bore MRI unit utilizing the following pulse sequences sagittal T1, T2, STIR, axial proton density. The study was performed with intravenous sedation administered and monitored by an anesthesiologist. COMPARISON: Comparison is made to the prior study of MM/DD/YYYY. FINDINGS: Five lumbar vertebral bodies are assumed. Coronal localizer images demonstrate no significant scoliosis. The normal lumbar lordosis is straightened. There is no significant spondylolisthesis. The vertebral body heights are intact. Moderate edema within the T12 and L1 vertebral bodies is redemonstrated and likely related to reactive endplate change. No focal aggressive appearing osseous lesion is present. The conus terminates at L1 and the imaged lower spinal cord demonstrates normal signal intensity and morphology. Mild disc desiccation is seen in association with mild disc height narrowing. The findings at the individual levels are as follows: T12-L1: Only evaluated in the sagittal plane. There is no significant central canal or neural foraminal stenosis. L1-L2: There is no significant central canal or neural foraminal stenosis. L2-L3 : A shallow broad-based right foraminal protrusion mildly narrows the right neural foramen, as on the prior study. No significant central canal or left neural foraminal stenosis is seen. L3-L4 : There is a mild disc bulge with superimposed left foraminal disc protrusion and should be obtained to mild left neural foraminal narrowing. No significant central canal or right neural foraminal stenosis is seen. The findings are not significantly changed ----- Page Break ----- since XX. L4-L5: A disc bulge bulge and mild bilateral facet arthrosis are redemonstrated. No significant central canal stenosis is seen. L5-S1: There is redemonstration of a circumferential disc bulge with moderate left neural foraminal narrowing and abutment of the left L5 nerve root, unchanged. There is no significant central canal stenosis. Mild bilateral facet arthrosis is present. The posterior paraspinal muscles are maintained. ------------------------- IMPRESSION: Mild multilevel discogenic degenerative disease and facet arthrosis without significant interval change in neural foraminal narrowing as above since XX. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",49,1.3.6.1.4.1.55648.6547186768564910324470868891168958/1.3.6.1.4.1.55648.6547186768564910324470868891168958.6,1.3.6.1.4.1.55648.6547186768564910324470868891168958/1.3.6.1.4.1.55648.6547186768564910324470868891168958.6.pkl
-,1.3.6.1.4.1.55648.0245074589664374735447811442882597/1.3.6.1.4.1.55648.0245074589664374735447811442882597.15,812,True,,805.0787184,0.000825405,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0245074589664374735447811442882597.15.1,20191111,,,503986484,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_9010035946266015409,Patient_9010035946266015409,M,063Y,84.82178398,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.260057,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.0245074589664374735447811442882597,1.3.6.1.4.1.55648.0245074589664374735447811442882597.15,15,1,1,-105.46307516098\-102.77120542526\-17.014677971601,1\0\0\0\1\0,,,-17.01467797,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,1010.0,341,753,,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (9 ng/ml), status post biopsy in PHI. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 8.5 cc Gadavist was administered. I-STAT: Creatinine 1.3, GFR 67 FINDINGS: Prostate size: 4.7 [transverse] x 3.7 [AP] x 4.5 [CC] cm, about 40 cc in volume. Postbiopsy hemorrhage: Diffuse hemorrhage along the bilateral peripheral zone with more T1 hyperintensity on the right, and spared bilateral anterior horns and left posteromedial base to midgland. Lesion: No focal suspicious or clinically significant lesion. Transition zone: Heterogeneous and nodular, more so along the left side, consistent with mild BPH without intravesical extension. Peripheral zone: Scattering linear/wedge-shaped fibrosis bilaterally, without focal lesion. Bladder: Oblong vertically, a small 8 mm cyst at the urachus-bladder dome junction. Seminal vesicle: Unremarkable. GI: Nondilated bowel. Lymph nodes: No adenopathy. ----- Page Break ----- Osseous structures: No suspicious lesion. Bridging osteophytes along the ventral left SI joint. Degenerative changes at L5-S1 with broad-based disc herniation Additional findings: Small shallow left inguinal fat hernia, tiny on the right. Partially included umbilical fat hernia. Partially seen large left-sided hydrocele, moderate on the right. . ------------------------- IMPRESSION: No focal suspicious or clinically significant lesion. Mild BPH. 8 mm utricle cyst. Partially included umbilical fat hernia, small left inguinal fat hernia and tiny on the right. Partially included large left-sided hydrocele, moderate on the right. Degenerative L5-S1 disc with herniation. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.0245074589664374735447811442882597/1.3.6.1.4.1.55648.0245074589664374735447811442882597.15,1.3.6.1.4.1.55648.0245074589664374735447811442882597/1.3.6.1.4.1.55648.0245074589664374735447811442882597.15.pkl
-,1.3.6.1.4.1.55648.2343452177098078777716759696414021/1.3.6.1.4.1.55648.2343452177098078777716759696414021.5,35,True,,30.9419322,0.000172138,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.2343452177098078777716759696414021.5.35,20161028,185834.515,185737.1025,705676473,MR,Siemens,AX PD,Verio,Patient_1346338814119170643,Patient_1346338814119170643,F,053Y,70.30682629,,,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3500.0,52.0,1,123.226495,1H,1.0,3.0,4.4,238,14.0,60,100.0,347.0,syngo MR B19,AX PD,Body,320\0\0\192,COL,160,HFS,1.3.6.1.4.1.55648.2343452177098078777716759696414021,1.3.6.1.4.1.55648.2343452177098078777716759696414021.5,5,1,35,-86.946110478946\-29.012737542738\-631.44538089308,0.99981716045272\-0.0016962324489\0.01904648155796\2.8038801e-008\0.99605794333231\0.08870498026945,,,-624.605514,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,4095.0,1525,2877,4.0,,,,,,,,,,,,,,,,,,,"History: Prior lumbar surgery now with back pain following automobile accident. M54.5 Lower Back Pain M54.41 Lower back pain with right sciatica M79.604 Right Leg Pain M62.81 Muscle weakness Technique: Sagittal T1, STIR and T2 weighted images were supplemented by axial T1-FLAIR and proton density images through the disc spaces. This study was performed on a 3.0Tesla system. Comparison examination: None. Findings: The lumbar vertebral bodies are in approximate anatomic alignment in the sagittal and coronal planes. There has been an L4-5 discectomy with placement of an interbody spacer in the disc space and an anterior fixation screw as well as posterior fusion with pedicle screws in L4 and L5. Artifact from the hardware degrades images but as best can be determined there is no stenosis or nerve root compression at L4-5. The interbody spacer at L4-5 is completely incorporated into the adjacent endplates with circumferential osseous bridging across the disc space and the facet joints are fused. Mild degenerative disc disease is seen at L2-3, L3-4 and L5-S1. L2-3: Right foraminal disc herniation with mild compression of the right L2 nerve root. L3-4: Disc bulge with a superimposed left foraminal annular tear and disc herniation with mild central stenosis and mild compression of both L3 nerve roots. L5-S1: Small bulge without stenosis or nerve root compression. There is also mild bilateral facet osteoarthrosis at this level. The lower thoracic discs are normal. The conus medullaris and nerve roots of cauda equina are normal. No pathologic marrow infiltration or compression fracture is seen. The facet joints are normal. ------------------------- IMPRESSION: ----- Page Break ----- Postoperative study following L4-5 discectomy and fusion without pseudoarthrosis, stenosis or nerve root compression. Mild multilevel lumbar degenerative disc disease with disc herniations at L2-3 and L3-4 disc bulge at L5-S1 as detailed above. Facet osteoarthrosis at L5-S1. ICD 10 - Degeneration lumbar spine, M51.36 Herniated disc lumbar spine, M51.26 Discectomy with spacer placement, Z98.89 Spinal fusion, Z98.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",66,1.3.6.1.4.1.55648.2343452177098078777716759696414021/1.3.6.1.4.1.55648.2343452177098078777716759696414021.5,1.3.6.1.4.1.55648.2343452177098078777716759696414021/1.3.6.1.4.1.55648.2343452177098078777716759696414021.5.pkl
-,1.3.6.1.4.1.55648.007304540682747877132304569134453/1.3.6.1.4.1.55648.007304540682747877132304569134453.5,32,True,,26.845994,0.000825167,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.007304540682747877132304569134453.5.32,20200109,162644.41,162649.19,943045177,MR,Siemens,AX PD,Aera,Patient_1823420509219139448,Patient_1823420509219139448,M,059Y,90.71848554,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_15,4.0,3000.0,43.0,1,63.672985,1H,1.0,1.5,4.4,420,15.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.007304540682747877132304569134453,1.3.6.1.4.1.55648.007304540682747877132304569134453.5,5,1,32,-116.87076057421\-17.647645971429\-164.65425320492,0.99985819694638\-0.0080864220284\0.01477145144926\-2.215065e-009\0.87716389492627\0.48019110928648,,,-133.9671396,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,1902.0,734,1555,,,,,,,,,,,,,,,,,,,,MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain TECHNIQUE: Lumbar spine imaged on a 1.5 Tesla high-field wide-bore MR scanner using multiplanar multisequence technique. COMPARISON: No prior studies are available for direct comparison at the time of this interpretation. FINDINGS: Alignment of the lumbar spine is near anatomic. There are no compression deformities. The bone marrow signal is overall age appropriate. The conus medullaris terminates at the L1-L2 level and is within normal limits. A 0.7 cm apparently cystic lesion is present in the left kidney. L1-L2: No evidence for significant spinal canal stenosis or neural foraminal compromise. L2-L3: No evidence for significant spinal canal stenosis or neural foraminal compromise. L3-L4: Disc desiccation with diffuse disc bulge encroaching on the inferior aspects of neural foramina bilaterally. No significant spinal canal stenosis. L4-L5: Disc desiccation with diffuse disc bulge encroaching on the inferior aspects of neural foramina bilaterally. Narrowing of the left lateral recesses secondary to diffuse disc bulge and ligamentum flavum thickening with impingement on descending left L5 nerve roots. No significant spinal canal stenosis. L5-S1: Disc desiccation with a right paramedian posterior disc herniation impinging on descending right S1 nerve roots in lateral recess. Mild spinal canal stenosis. ------------------------- IMPRESSION: Narrowing of the left lateral recesses at the L4-L5 level secondary to diffuse disc bulge and ligamentum flavum thickening with impingement on descending left L5 nerve roots. ----- Page Break ----- M51.36 Right paramedian posterior disc herniation at the L5-S1 level impinging on descending right S1 nerve roots in lateral recesses. M51.27 Disc degeneration with diffuse disc bulge at the L3-L4 level. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,61,1.3.6.1.4.1.55648.007304540682747877132304569134453/1.3.6.1.4.1.55648.007304540682747877132304569134453.5,1.3.6.1.4.1.55648.007304540682747877132304569134453/1.3.6.1.4.1.55648.007304540682747877132304569134453.5.pkl
-,1.3.6.1.4.1.55648.5047814849634436516127079294508173/1.3.6.1.4.1.55648.5047814849634436516127079294508173.4,172,True,,154.4862244,0.000169516,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.5047814849634436516127079294508173.4.1,20171030,,120836.81,162560149,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_3107837538312384114,Patient_3107837538312384114,F,058Y,68.03886416,,HEAD,GR,SP,SAT1,3D,*fl3d1r_t70,0.599999964,28.0,7.15,1,63.679852,1H,1.0,1.5,19.2,319,1.0,100,100.0,120.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.5047814849634436516127079294508173,1.3.6.1.4.1.55648.5047814849634436516127079294508173.4,4,1,1,-93.759036063707\-88.120481968367\-71.974699215455,1\4.897e-012\0\-4.897e-012\1\0,,,-71.97469922,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,378.0,111,286,4.0,,,,,,,,,,,,,,,,,,,MRA-HEAD NON CONTRAST History: R51 Headache/Facial Pain I67.1 Aneurysm Study is compared to prior MRA brain MM/DD/YYYY MRA of the intracranial arteries was performed utilizing 3D time-of-flight technique in the region of the circle of FIRSTNAME without the introduction of intravenous contrast. 3D reconstructions were performed on a workstation. INTERNAL CAROTID ARTERIES: Again present at the posterior margin the proximal most left carotid siphon is a 1.5 mm focal aneurysm maintaining stability. There is again susceptibility artifact on the right adjacent to the anterior margin of the cavernous right internal carotid artery extending from the level of the ophthalmic artery to the carotid terminus unaltered in appearance again without recurrent or residual aneurysm. This again causes susceptibility artifact in the area. The distal cervical as well as intracranial internal carotid arteries appear otherwise unremarkable. The internal carotid arteries bifurcate into the anterior and middle cerebral arterial circulation. THE ANTERIOR AND MIDDLE CEREBRAL ARTERIAL CIRCULATION: Susceptibility artifact again limits the proximal aspect of the distal A1 segments and proximal most A2 segments. The anterior and middle cerebral arterial circulation is otherwise unremarkable. The anterior communicating artery is again obscured by the susceptibility artifact. VERTEBRAL BASILAR ARTERIAL CIRCULATION: The distal vertebral arteries appear unremarkable converging to form the basilar artery. The basilar artery appears unremarkable. THE POSTERIOR CEREBRAL ARTERIAL CIRCULATION: The posterior cerebral arterial circulation appears unremarkable. The posterior communicating arteries are faintly visible. Diffusion-weighted sequences illustrate no evidence of acute or subacute ischemia. ----- Page Break ----- ------------------------- IMPRESSION: Stable aneurysm left cavernous internal carotid artery. Stable exam otherwise. I67.1 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,15,1.3.6.1.4.1.55648.5047814849634436516127079294508173/1.3.6.1.4.1.55648.5047814849634436516127079294508173.4,1.3.6.1.4.1.55648.5047814849634436516127079294508173/1.3.6.1.4.1.55648.5047814849634436516127079294508173.4.pkl
-,1.3.6.1.4.1.55648.3058215573468555769628172456772004/1.3.6.1.4.1.55648.3058215573468555769628172456772004.10,754,True,,732.1929088,0.000736952,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.3058215573468555769628172456772004.10.1,20181212,,,947645124,MR,Siemens,DYNAMIC PRE POST,Skyra,Patient_114286272881828246,Patient_114286272881828246,M,056Y,79.37867485,,PELVIS,GR,SP\OSP,PFP,3D,*fl3d1,3.0,3.74,1.63,1,123.249358,1H,1.0,3.0,,179,1.0,100,100.0,590.0,syngo MR E11,DYNAMIC PRE POST,Body,160\0\0\160,COL,12,FFS,1.3.6.1.4.1.55648.3058215573468555769628172456772004,1.3.6.1.4.1.55648.3058215573468555769628172456772004.10,10,1,1,-132.97517456272\-60.631908432346\-85.581084215697,0.99999998983951\3.309316597e-005\0.00013865722477\-5.91783e-008\0.97277663554898\-0.2317447244923,,,-97.28344726,1,MONOCHROME2,160,160,1.375\1.375,16,12,11,0,0.0,622.0,336,721,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT/WITH CONTRAST HISTORY: Elevated PSA (5.2 ng/ml), please positive biopsy. C61. R97.2 . TECHNIQUE: Multi-parametric prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and dynamic contrast-enhanced imaging. Whole pelvis T1-weighted, T2-weighted fat-suppressed, and post-contrast fat-suppressed T1-weighted images were also obtained. 8.5 cc Gadavist was administered. FINDINGS: Prostate size: 4.5 [transverse] x 3.6 [AP] x 4.7 [CC] cm, about 40 cc in volume. Postbiopsy hemorrhage: A few tiny foci transition zone. Lesion : PI-RADS Assessment Category: 4 T2-weighted images: 3, noncircumscribed moderate hypodense nodule. Diffusion-weighted images: 3, focal moderate decreased ADC and mildly increased signal on ultra high b-value images.. Dynamic post-contrast images: Positive, early hyperperfusion, which bumps PI-RADS 3 to 4. Size: 5 x 4 mm as measured on image 14 of series 4, ADC. Location: Right posterolateral peripheral zone, base. Extra-prostatic extension: None Additional peripheral zone findings: Bilateral indistinct T2 hypointensity with diffuse pattern of mild hyperenhancement, favoring inflammation versus postbiopsy change. Additional transition zone findings: Heterogeneous and enlarged, consistent with BPH, distending the bladder neck with slight intravesical bulge. Bladder: Nondistended, limiting assessment for wall thickness, otherwise unremarkable. Seminal vesicle: Unremarkable. ----- Page Break ----- GI: Diffuse and mild submucosal fatty change along the rectosigmoid, without wall thickening or hyperenhancement or pericolonic inflammation, correlate clinically for significance such as sequela of prior colitis. Lymph nodes: No pathologically enlarged nodes. Osseous structures: No suspicious lesion. Mild heterogeneous subchondral marrow edema and enhancement along the bilateral SI joints, correlate clinically for sacroiliitis. Additional findings: None. ------------------------- IMPRESSION: 5 x 4 mm PIRADS 4 lesion at the right posterolateral peripheral zone, base. D40.0. Bilateral peripheral zone inflammatory versus postbiopsy change. BPH. N40.0 Correlate clinically for sacroiliitis. PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.3058215573468555769628172456772004/1.3.6.1.4.1.55648.3058215573468555769628172456772004.10,1.3.6.1.4.1.55648.3058215573468555769628172456772004/1.3.6.1.4.1.55648.3058215573468555769628172456772004.10.pkl
-,1.3.6.1.4.1.55648.7068742580060705453169177884200608/1.3.6.1.4.1.55648.7068742580060705453169177884200608.3,34,True,,26.47196364,0.000260353,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.7068742580060705453169177884200608.3.34,20190520,183753.593,183802.2575,547698534,MR,Siemens,AX PD FS,Aera,Patient_1978489310980615059,Patient_1978489310980615059,F,015Y,72.57478843,,HIP,SE,SK\SP\OSP,FS,2D,*tse2d1_9,3.0,3500.0,38.0,1,63.67634,1H,1.0,1.5,3.0,397,9.0,100,100.0,110.0,syngo MR E11,AX PD FS,Body,256\0\0\256,COL,160,FFS,1.3.6.1.4.1.55648.7068742580060705453169177884200608,1.3.6.1.4.1.55648.7068742580060705453169177884200608.3,3,1,34,-42.409637451172\-84.578313350677\-50.22289276123,1\0\0\0\1\0,,,-50.22289276,1,MONOCHROME2,256,256,0.703125\0.703125,16,12,11,0,0.0,561.0,215,508,,,,,,,,,,,,,,,,,,,,"PHI.5 T LEFT HIP NON CONTRAST History: Right hip pain. The patient provides a history of injury on MM/DD/YYYY. History of seropositive JRA. M25.552 M08.052 Comparison PHI: MR examination of the contralateral hip from the same day. Pelvis and bilateral hip radiographs from PHI/DD/YYYY. Bilateral hip MR examinations from PHI/DD/YYYY. Technique: The left hip was imaged in a 1.5 Tesla high field magnetic resonance imaging unit. Bilateral field-of-view coronal STIR images were obtained together with unilateral field-of-view coronal fat-saturated proton density images; axial fat-saturated proton density images; sagittal proton density images; and oblique axial proton density images created parallel to the long axis of the acetabular fossa. Findings: The skin and subcutis are unremarkable. Active inflammatory synovitis in both hips has improved markedly since the MM/DD/YYYY MR examination. There is only a small amount of residual synovitis in both hips, slightly more so on the left. See coronal images 13-15 of series 3. No bursal effusion is visualized. The visualized muscle-tendon units are unremarkable. There is no evidence of stress injury, fracture, osteonecrosis, osteomyelitis or osseous neoplasm. No morphologic changes of developmental dysplasia are visualized in either hip. Coronal images 18-19 of series 4 demonstrate a small developing tear in the anterosuperior labrum of the left acetabulum. This is new compared to the previous study. ----- Page Break ----- A small chronic partial tear of the posterosuperior labrum of the contralateral (right) acetabulum is visualized to limited extent on coronal image 13 of series 3, but is better seen on the concurrent right hip MR images. This finding is less conspicuous in the absence of significant joint fluid. It is either unchanged, or slightly healed in the interval. There are no morphologic changes to suggest femoroacetabular impingement. Generalized articular cartilage thinning in the left hip joint is unchanged compared to the prior study. Again noted is partial lumbarization of the S1 sacrum. The visualized neurovascular structures are unremarkable. No extrapelvic soft tissue mass or fluid collection is visualized. The visualized pelvic visceral structures demonstrate no non-contrast MR abnormality. ------------------------- IMPRESSION: Small developing tear in the anterosuperior labrum of the left acetabulum, new compared to the prior study from PHI/DD/YYYY. Marked reduction in active synovitis at the hips since the previous study from PHI/DD/YYYY. Articular cortical thinning in the left hip joint is unchanged. A small chronic partial tear of the posterosuperior labrum of the right acetabulum is either unchanged or slightly healed in the interval since the previous study. See description above. Partial lumbarization of the S1 sacrum. S73.192A M25.452 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",18,1.3.6.1.4.1.55648.7068742580060705453169177884200608/1.3.6.1.4.1.55648.7068742580060705453169177884200608.3,1.3.6.1.4.1.55648.7068742580060705453169177884200608/1.3.6.1.4.1.55648.7068742580060705453169177884200608.3.pkl
-,1.3.6.1.4.1.55648.5269066692623881444812628513989006/1.3.6.1.4.1.55648.5269066692623881444812628513989006.12,64,True,,59.0934248,0.000346184,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.5269066692623881444812628513989006.12.64,20200416,,125526.8825,504694441,MR,Siemens,SAG 3D CEMRA PA_TTC=18.6s,Aera,Patient_5133533234623935137,Patient_5133533234623935137,F,059Y,99.79033409,,HEART,GR,SP,PFP,3D,*fldyn3d1,1.200000048,3.15,1.19,1,63.676374,1H,1.0,1.5,,186,0.0,90,81.25,600.0,syngo MR E11,SAG 3D CEMRA PA,Body,0\320\234\0,ROW,30,HFS,1.3.6.1.4.1.55648.5269066692623881444812628513989006,1.3.6.1.4.1.55648.5269066692623881444812628513989006.12,12,5,64,42.704471945763\-169.40947914124\214.89683360606,0\1\0\0\0\-1,,,42.70447195,1,MONOCHROME2,320,260,1.15625\1.15625,16,12,11,0,0.0,259.0,123,315,,,,,,,,,,,,,,,,,,,,"MRA CHEST WITHOUT/WITH CONTRAST History: Status post pulmonary valve-Dacron graft repair for pulmonary aneurysm, new onset SOB, abnormal echocardiogram with pulmonary valve stenosis or regurgitation. I37.0 I28.1 Technique: Contrast enhanced 4-D time resolved dynamic MRA of the pulmonary artery/aorta was performed on a 1.5 Tesla LASTNAME FIRSTNAME magnet, in conjunction cardiac MRI, with postcontrast axial T1 weighted imaging added through the chest. 15 cc Gadavist was administered. Comparison: CTA dated MM/DD/YYYY. Findings: Pulmonary artery: Due to metallic artifact from pulmonary valve replacement, evaluation for pulmonary root/sinotubular junction is limited, contour irregularity and a new right anterior outpouching right above the metallic strut, about 1.2 x 1 in length and diameter representing a tiny aneurysm, confirmed on long axis sagittal cine imaging, not seen on CTA. Short pulmonary trunk measures 2.2 cm in diameter, contiguous to left pulmonary artery with contour irregularity along the left lateral wall of the distal trunk to proximal left PA as on CTA. Unchanged left PA, 2.3 cm proximally, 1.6 cm distally at the hilar anastomosis. Unchanged right PA origin/anastomotic stenosis, 1.3 cm, with slightly further increased poststenotic dilatation 2.8 cm, previously 2.6 cm. Aorta: Normal thoracic aorta, 2.6 cm in maximal short axis diameter at mid ascending segment, 2.3 cm at the distal arch, 2.1 cm at mid descending aorta. No coarctation. Normally located right and left coronary artery origin. Widely patent arch great arteries origins and fully included left CCA to bifurcation and ----- Page Break ----- proximal innominate artery without focal stenosis. Also widely patent left subclavian artery with a focal artifactual signal dropout just beyond the vertebral artery origin due to crossing venous contrast. Patent visualized portion of the left vertebral artery. Descending aorta tapers towards abdominal aorta without aneurysm. Widely patent origins to proximal portion of the celiac artery, SMA and bilateral renal arteries. Mediastinum/lungs: Screening reveals no gross abnormality. No mediastinal or hilar adenopathy. No pleural effusion. Median sternotomy wire artifact. Thyroid: PHI seen without obvious nodule. Liver: Partially seen posterior right lobe cyst. ------------------------- IMPRESSION: Status post PVR and pulmonary trunk to LDoctors. NAME graft repair as detailed above. Tiny 1.2 x 1 cm right anterior anastomotic aneurysm just above the metallic strut. Unchanged RPA origin/anastomotic stenosis with slightly increased poststenotic dilatation than on CTA. Unchanged LPA. Normal thoracic aorta and widely patent arch great arteries. Please refer to MRI HEART report for PV and ventricular function assessment. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",2,1.3.6.1.4.1.55648.5269066692623881444812628513989006/1.3.6.1.4.1.55648.5269066692623881444812628513989006.12,1.3.6.1.4.1.55648.5269066692623881444812628513989006/1.3.6.1.4.1.55648.5269066692623881444812628513989006.12.pkl
-,1.3.6.1.4.1.55648.073204126450249642224040770721883/1.3.6.1.4.1.55648.073204126450249642224040770721883.6,25,True,,23.99120831,0.000154018,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.073204126450249642224040770721883.6.25,20200127,151401.306,151240.9225,414938285,MR,Siemens,AX PD,Aera,Patient_4815454299636923297,Patient_4815454299636923297,F,061Y,56.69905346,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_16,4.0,3000.0,43.0,1,63.672933,1H,1.0,1.5,4.4,432,16.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.073204126450249642224040770721883,1.3.6.1.4.1.55648.073204126450249642224040770721883.6,6,1,25,-119.98893848697\-16.714887609327\-116.98228208034,0.99675987890549\-0.0346334045869\0.0725966327802\-1.4452035e-008\0.90255338358548\0.43057797177561,,,-88.41563408,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,2998.0,989,2143,,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST HISTORY: M54.5 Lower Back Pain M79.604 Right Leg Pain TECHNIQUE: MRI of the lumbar spine was performed 1.5 Tesla high field magnetic resonance imaging unit with multiple sequences in sagittal and axial planes. COMPARISON: MONTH MM, YYYY FINDINGS: Vertebral body heights are maintained. There is dextrocurvature of the lumbar spine. The bone marrow signal is unremarkable. Multilevel disc desiccation is seen. Conus medullaris terminates at the L1 level, and demonstrates normal signal. There is no abnormal thickening of the cauda equina nerve roots. At T12-L1, there is no significant disc herniation, central spinal canal stenosis or neural foraminal narrowing. At L1-L2, there is a disc bulge without sequelae, unchanged. At L2-L3, there is a disc bulge with mild facet arthropathy without sequelae, unchanged. At L3-L4, there is a disc bulge with mild bilateral facet arthropathy and ligamentum flavum hypertrophy resulting in mild bilateral neural foraminal narrowing and mild central canal stenosis. At L4-L5, there is a diffuse disc bulge, asymmetric to the right with mild bilateral facet arthropathy and ligamentum flavum hypertrophy with moderate right and mild left neural foraminal narrowing and mild central canal stenosis. Disc abuts the exiting right L4 and traversing bilateral L5 nerve roots, unchanged. ----- Page Break ----- At L5-S1, there is a disc bulge with moderate bilateral facet arthropathy without significant central canal stenosis or neural foraminal narrowing. The paravertebral soft tissues are unremarkable. ------------------------- IMPRESSION: Multilevel disc disease and osteoarthritic changes worst at L4-5 are not significantly changed since the prior exam. Dextrocurvature of the lumbar spine. Degeneration lumbar spine, M51.36 Facet arthritis of lumbar region, M47.816 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",96,1.3.6.1.4.1.55648.073204126450249642224040770721883/1.3.6.1.4.1.55648.073204126450249642224040770721883.6,1.3.6.1.4.1.55648.073204126450249642224040770721883/1.3.6.1.4.1.55648.073204126450249642224040770721883.6.pkl
-,1.3.6.1.4.1.55648.6874287838383806137292144441571427/1.3.6.1.4.1.55648.6874287838383806137292144441571427.14,120,True,,116.6026275,0.000176907,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.6874287838383806137292144441571427.14.1,20180721,,100906.3325,909937769,MR,Siemens,COR 3D POST 1 THINS,Skyra,Patient_3570218433945994630,Patient_3570218433945994630,M,017Y,81.64663699,,PELVIS,GR,SP,,3D,*fl3d1,1.200000048,3.23,1.23,1,123.205268,1H,1.0,3.0,,263,0.0,75,100.0,1185.0,syngo MR E11,COR 3D POST 1,Body,0\352\264\0,ROW,28,FFS,1.3.6.1.4.1.55648.6874287838383806137292144441571427,1.3.6.1.4.1.55648.6874287838383806137292144441571427.14,14,1,1,-208.17598938942\-58.544285202026\164.06701269746,1\0\0\0\0\-1,,,-58.5442852,1,MONOCHROME2,352,352,1.1931818723679\1.1931818723679,16,12,11,0,0.0,501.0,149,380,4.0,with contrast,0.0,0.0,,,,,,,,,,,,,,,,"MRA-3T PELVIS PRE AND POST IV CONTRAST, MRA-3T ABDOMEN POST IV CONTRAST History: Erectile dysfunction. Technique: Multisequence, multiplanar MR imaging of the abdomen and pelvis obtained of the angiographic technique. Imaging is performed before and after administration of IV 10 cc contrast. Imaging is performed on a three Tesla magnet. Comparison: None available. Findings: There is arterial enhancement along the base of the penis likely representing deep circumflex artery as well as the dorsal aspect of the penis likely the dorsal penile artery (series 23 image 32) with as expected increased prominence of the arterial enhancement at the penile base. There is no enhancement of corpus spongiosum on this arterial phase exam although normal spongy of some enhancement as noted on venous phase examination. Aorta: No aortic aneurysm. Right Extremity: Iliac Artery: Patent at its origin with patent external and internal iliac branches. . No acute fracture. Left Extremity: Iliac Artery: Patent at its origin with patent external and internal iliac branches. . No acute fracture. Visceral organs: Prostate measures up to 2.4 cm transverse dimension, within normal limits. This examination is not tailored to evaluate the prostate. There is normal enhancement of the arterial vasculature ----- Page Break ----- ------------------------- IMPRESSION: 1. Normal arterial, venous phase penile enhancement. 2. Normal arterial and pelvic vasculature. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",62,1.3.6.1.4.1.55648.6874287838383806137292144441571427/1.3.6.1.4.1.55648.6874287838383806137292144441571427.14,1.3.6.1.4.1.55648.6874287838383806137292144441571427/1.3.6.1.4.1.55648.6874287838383806137292144441571427.14.pkl
-,1.3.6.1.4.1.55648.4244803343370615276427511843470100/1.3.6.1.4.1.55648.4244803343370615276427511843470100.3,78,True,,74.69579887,0.000285387,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\DIS2D\DFC,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.4244803343370615276427511843470100.3.1,20180711,,,398320213,MR,Siemens,AX DWI_TRACEW_DFC_MIX,Skyra_fit,Patient_7057627459412493482,Patient_7057627459412493482,M,071Y,106.5942205,,PELVIS,EP,SK\SP,PFP\SAT2\SFS,2D,*ep_b50t,3.0,4200.0,61.0,4,123.230214,1H,1.0,3.0,3.0,108,54.0,100,101.4492754,1450.0,syngo MR E11,AX DWI,Body,138\0\0\140,COL,90,FFS,1.3.6.1.4.1.55648.4244803343370615276427511843470100,1.3.6.1.4.1.55648.4244803343370615276427511843470100.3,3,1,1,-119.56755402536\-100.14927594051\-49.307612184418,0.99999995162481\-7.5271554e-005\-0.000301802209\2.7353175e-008\0.97029903050493\-0.2419086426757,,,-72.10729138,1,MONOCHROME2,140,138,1.7391303777695\1.7391303777695,16,12,11,0,0.0,73.0,35,92,4.0,,,,,,,,,,,,,,,,,,,"PROSTATE MRI WITHOUT CONTRAST HISTORY: Prostate cancer. Elevated PSA (22 ng/ml). Indeterminate radiotracer uptake at the superior left SI joint on bone scan. C61. R97.2 . TECHNIQUE: Multi-parametric noncontrast prostate MRI was performed using a pelvic phased-array coil on a 3 Tesla magnet, including multiplanar T2-weighted images, diffusion-weighted images (including calculated high b-1500 images and ADC map), and large field-of-view T1-weighted and T2-weighted fat-suppressed through the pelvis. FINDINGS: Prostate size: 4.9 [transverse] x 4.1 [AP] x 4.7 [CC] cm, about 49 cc in volume. Lesion Localization: PI-RADS Assessment Category: 5 T2-weighted images: 5, circumscribed moderate hypodense mass, .5 cm Diffusion-weighted images: 5, marked decreased ADC and markedly increased signal on the ultra high b-value images Dynamic post-contrast images: n/a Size: 3 x 1.5 cm as measured on image 12 of series 4, ADC, up to 4 cm in craniocaudal length. Location: throughout the posteromedial to posterolateral left peripheral zone, left central zone and posteromedial right peripheral zone. Extra-prostatic extension: Left neurovascular bundles and probably the right at apex as well. The lesion is against and inseparable from the anterior wall of the rectum, serosal layer infiltration cannot be excluded. Probable early infiltration of the left seminal vesicle. Additional peripheral zone findings: Bilateral linear and wedge-shaped fibrosis. Additional transition zone findings: Mildly enlarged and heterogeneous, consistent with BPH, distending the bladder neck with slight intravesical extension. ----- Page Break ----- Bladder: Unremarkable.. Seminal vesicle: Unremarkable right seminal vesicle. Lymph nodes: No pathologically enlarged lymph nodes. Osseous structures: Extensive heterogeneous marrow low signal on T1-weighted imaging throughout the entire pelvic bones, with appearance in the left posterior ilium, the right ilia crest and bilateral inferior ramus suspicious for diffuse marrow infiltration by metastatic disease, although not confirmed on T2 FS sequence and limited assessment without contrast enhanced imaging, Paget's disease cannot be excluded. Additional findings: Small bilateral inguinal fat hernia.. ------------------------- IMPRESSION: 3 x 1.5 x 4 cm PIRADS 5 aggressive-appearing large lesion extends throughout base to apex of the left posterior peripheral zone to right posteromedial peripheral zone and left central zone, with extra-prostatic extension extension to infiltrate the bilateral neurovascular bundles, left seminal vesicle and cannot exclude serosal infiltration of the anterior rectal wall. C61 Suspicion of extensive bone marrow infiltration by metastatic disease, limited assessment without contrast enhanced imaging. Recommend to confirm by bone PET. PI-RADS v2 Assessment Categories PIRADS 1: Very low (clinically significant cancer is highly unlikely to be present) PIRADS 2: Low (clinically significant cancer is unlikely to be present) PIRADS 3: Intermediate (the presence of clinically significant cancer is equivocal) PIRADS 4: High (clinically significant cancer is likely to be present) PIRADS 5: Very high (clinically significant cancer is highly likely to be present) Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",3,1.3.6.1.4.1.55648.4244803343370615276427511843470100/1.3.6.1.4.1.55648.4244803343370615276427511843470100.3,1.3.6.1.4.1.55648.4244803343370615276427511843470100/1.3.6.1.4.1.55648.4244803343370615276427511843470100.3.pkl
-,1.3.6.1.4.1.55648.8486811198936928156093408749391078/1.3.6.1.4.1.55648.8486811198936928156093408749391078.4,140,True,,132.2297149,0.000180244,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8486811198936928156093408749391078.4.1,20181124,140234.519,140100.7675,800802103,MR,Siemens,AX 3DTOF HEAD,Aera,Patient_8776789440309494541,Patient_8776789440309494541,F,058Y,77.11071271,,HEAD,GR,SP,PFP\SAT1,3D,*fl3d1r_t70,0.599999964,28.0,7.15,1,63.676749,1H,1.0,1.5,19.2,255,1.0,100,100.0,120.0,syngo MR E11,AX 3DTOF HEAD,Body,0\320\320\0,ROW,30,HFS,1.3.6.1.4.1.55648.8486811198936928156093408749391078,1.3.6.1.4.1.55648.8486811198936928156093408749391078.4,4,1,1,-75.926675134825\-108.03586666621\-60.772885395454,0.9933727655838\0.1091870802862\0.03589888709934\-0.1149371506363\0.94367635931548\0.31026501619211,,,-23.98916716,1,MONOCHROME2,320,320,0.5625\0.5625,16,12,11,0,0.0,634.0,127,324,,,,,,,,,,,,,,,,,,,,MRA-HEAD NON CONTRAST HISTORY: G45.0 Vertebro-basilar artery syndrome R26.2 Difficulty Walking Technique: Diffusion weighted imaging of the brain and 3D time-of-flight MRA of the head was performed without the administration of intravenous contrast. Findings: There is significant susceptibility artifact from prior cervical fusion which limits evaluation. Anterior circulation: Normal flow related signal is identified in intracranial segment of both internal carotid arteries and their major branches. There is no grossly stenotic or occlusive lesion. There is no evidence of aneurysm. Posterior circulation: There is normal flow related signal identified in the vertebrobasilar system. There is no grossly stenotic or occlusive lesion. There is no evidence of aneurysm. There is a dominant left vertebral artery. ------------------------- IMPRESSION: Normal MRA of the brain. Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP,34,1.3.6.1.4.1.55648.8486811198936928156093408749391078/1.3.6.1.4.1.55648.8486811198936928156093408749391078.4,1.3.6.1.4.1.55648.8486811198936928156093408749391078/1.3.6.1.4.1.55648.8486811198936928156093408749391078.4.pkl
-,1.3.6.1.4.1.55648.0693001464454277001741773234661736/1.3.6.1.4.1.55648.0693001464454277001741773234661736.7,40,True,,30.26174474,0.000172615,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0693001464454277001741773234661736.7.40,20190504,,92317.86,656220196,MR,Siemens,AX PD FS,Skyra,Patient_9871586397438249343,Patient_9871586397438249343,M,061Y,86.18256126,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.23073,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.0693001464454277001741773234661736,1.3.6.1.4.1.55648.0693001464454277001741773234661736.7,7,1,40,-153.09793068529\-98.508825181869\-54.057983398438,0.99999390765706\-0.0034906516235\0\0.00349065162353\0.99999390765706\0,,,-54.0579834,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1159.0,646,1291,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: Knee pain laterally at the distal patellar tendon COMPARISON: None TECHNIQUE: The right knee was imaged in a 3 Tesla magnet. Fat-saturated proton density images were obtained in the axial, coronal and sagittal planes together with sagittal proton density images. FINDINGS: Soft tissue swelling identified particularly anterior to the patella and patellar tendon There is physiologic joint fluid. No popliteal cyst is visualized. There is no evidence of stress injury, fracture, osteonecrosis or osseous neoplasm. No arthritic changes are visualized. Mild degenerative changes of the medial meniscus without evidence of meniscal tear Mild degenerative changes of the lateral meniscus without evidence of meniscal tear The ACL is unremarkable. The PCL is unremarkable. The collateral ligaments are unremarkable. The iliotibial band, fibular collateral ligament and biceps femoris tendon are ----- Page Break ----- unremarkable. The popliteus muscle-tendon unit is unremarkable. The distal quadriceps tendon is normal in appearance. There is some signal alteration identified in the proximal patellar tendon just at the attachment of the patella. In addition mild signal alteration extends along the posterior aspect of the patellar tendon. As described above there is mild infiltration of the adjacent fat. Correlation recommended for the presence of patellar tendinitis/tendinosis the distal attachment of the patellar tendon is otherwise normal. ------------------------- IMPRESSION: Patellar tendons signal alteration as described with some surrounding soft tissue swelling. Correlate for patellar tendinitis/tendinosis Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",23,1.3.6.1.4.1.55648.0693001464454277001741773234661736/1.3.6.1.4.1.55648.0693001464454277001741773234661736.7,1.3.6.1.4.1.55648.0693001464454277001741773234661736/1.3.6.1.4.1.55648.0693001464454277001741773234661736.7.pkl
-,1.3.6.1.4.1.55648.1571580493340976168277564974829885/1.3.6.1.4.1.55648.1571580493340976168277564974829885.11,50,True,,38.93489003,0.000853062,ISO_IR 100,DERIVED\PRIMARY\DIFFUSION\TRACEW\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1571580493340976168277564974829885.11.1,20191126,95608.203,95544.9325,279338679,MR,Siemens,AX DWI_TRACEW,Amira,Patient_6971296943656315046,Patient_6971296943656315046,M,012Y,68.03886416,,HEAD,EP,SK\SP,PFP\FS,2D,*ep_b0,5.0,5700.0,115.0,2,63.676755,1H,1.0,1.5,6.0,143,71.0,100,100.0,815.0,syngo MR E11,AX DWI,Body,192\0\0\192,COL,90,HFS,1.3.6.1.4.1.55648.1571580493340976168277564974829885,1.3.6.1.4.1.55648.1571580493340976168277564974829885.11,11,1,1,-96.076866196111\-137.25470135109\-63.202201027698,0.9914095745034\0.13007163794992\-0.0137267834544\-0.1303455634462\0.99123728758885\-0.0214166706889,,,-67.38124351,1,MONOCHROME2,192,192,1.1979166269302\1.1979166269302,16,12,11,0,0.0,820.0,283,642,,,,,,,,,,,,,,,,,,,,"MRI-BRAIN NON CONTRAST HISTORY: G40.909 Epilepsy, unsp, not intractable, without status epilepticus COMPARISON: None available. TECHNIQUE: Multisequence multiplanar MRI of the brain was obtained on a 1.5 Tesla high field wide bore magnet. High-resolution sequences through the temporal lobes were also obtained. FINDINGS: Brain parenchyma: There is no evidence of a recent infarct, hemorrhage, mass or mass effect. There is no signal abnormality or volume loss involving either mesial temporal lobe. There is no evidence of heterotopia or focal cortical dysplasia. Extraaxial spaces: Unremarkable. Ventricles and sulci: Normal for age. Major cerebral vessels: Blood flow is preserved. Paranasal sinuses: Clear. Tympanomastoid air cells: There is trace fluid in the right mastoid air cell complex. Orbits: Unremarkable. ------------------------- IMPRESSION: Normal brain MRI with particular attention to the mesial temporal lobes. ----- Page Break ----- Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",-1,1.3.6.1.4.1.55648.1571580493340976168277564974829885/1.3.6.1.4.1.55648.1571580493340976168277564974829885.11,1.3.6.1.4.1.55648.1571580493340976168277564974829885/1.3.6.1.4.1.55648.1571580493340976168277564974829885.11.pkl
-,1.3.6.1.4.1.55648.0855209978727134576729064235305432/1.3.6.1.4.1.55648.0855209978727134576729064235305432.5,25,True,,18.04607201,0.000184298,ISO_IR 100,ORIGINAL\PRIMARY\M\DIS2D\FM\FIL,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.0855209978727134576729064235305432.5.25,20190129,110007.866,105838.93,508144412,MR,Siemens,AX PD,Aera,Patient_1980839102425554317,Patient_1980839102425554317,F,071Y,81.64663699,,SPINE,SE,SK\SP\OSP,SAT1,2D,*tseR2d1_14,4.0,3000.0,43.0,1,63.673133,1H,1.0,1.5,4.4,420,14.0,75,100.0,190.0,syngo MR E11,AX PD,Body,320\0\0\240,COL,150,FFS,1.3.6.1.4.1.55648.0855209978727134576729064235305432,1.3.6.1.4.1.55648.0855209978727134576729064235305432.5,5,1,25,-106.03001184538\-10.734791331787\-101.40069123515,0.99875087549069\-0.0287437120773\0.04087160044082\-4.8647569e-008\0.81797333926236\0.57525613100252,,,-71.37392631,1,MONOCHROME2,320,320,0.625\0.625,16,12,11,0,0.0,2583.0,1017,2125,4.0,,,,,,,,,,,,,,,,,,,"MRI-LUMBAR SPINE NON CONTRAST History: M54.5 Lower Back Pain Technique: Sagittal T1, STIR and T2 weighted images were supplemented by axial proton density images through the disc spaces. This study was performed on a 1.5 Tesla system. Findings: Vertebral body heights: Maintained. Alignment: Normal lumbar lordosis is maintained. There is trace anterolisthesis of L5 on S1. There is mild dextroscoliosis. Marrow signal: There is no acute compression fracture. Modic type I degenerative endplate signal changes at L2-L3 and L3-L4 level. Modic type II degenerative endplate signal changes at L4-L5 level. Spinal canal: The conus medullaris and nerve roots of the cauda equina are normal. Paravertebral soft tissues: Mild fatty atrophic changes within posterior paraspinal musculature. Discs: There is multilevel disc desiccation. Moderate to severe disc height loss at L4-L5 level. T12-L1: Evaluated and sagittal images. There is small central extradural disc herniation without significant spinal canal stenosis. No significant foraminal narrowing. L1-2: There is disc bulge and a right paracentral small disc protrusion. There is mild bilateral facet arthropathy. No significant spinal canal or foraminal stenosis. L2-3: There is mild disc bulge and bilateral facet arthropathy. No significant spinal canal stenosis. There is bilateral lateral recess and mild bilateral foraminal narrowing. ----- Page Break ----- L3-4: There is disc bulge and mild bilateral facet arthropathy. There is no significant spinal canal stenosis. There is bilateral lateral recess narrowing. There is mild left and moderate right foraminal narrowing. L4-5: There is no disc herniation. However there is prominent posterior osteophytes combined with facet arthropathy contributing to bilateral lateral recess narrowing with indentation upon descending both L5 nerve roots. There is mild bilateral foraminal narrowing. Facet arthropathy mildly contacting the exiting right L4 nerve root. No significant spinal canal stenosis. L5-S1: There is anterolisthesis with uncovering disc material. There is central annular fissure. There is right foraminal disc protrusion narrowing the inferior aspect of the right neural foramen and contacting the exiting right L5 nerve root. There is bilateral facet arthropathy. No significant spinal canal or left foraminal narrowing. ------------------------- IMPRESSION: There is anterolisthesis of L5 on S1 and mild dextroscoliosis. Right foraminal disc protrusion at L5-S1 level narrowing the inferior aspect of the right neural foramen and contacting the exiting right L5 nerve root. Diffuse disc bulge and facet arthropathy at the L3-L4 level contributing to bilateral lateral recess narrowing and indentation upon descending both L4 nerve root. Endplate osteophytes and bilateral facet arthropathy at L4-L5 level contributing to bilateral lateral recess narrowing with indentation upon the descending both L5 nerve roots. ICD 10 Codes: Herniated disc L5-S1 level. M51.27 Degeneration L1-L5. M51.36 Lumbar facet degeneration. M47.816 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ----- Page Break -----",-1,1.3.6.1.4.1.55648.0855209978727134576729064235305432/1.3.6.1.4.1.55648.0855209978727134576729064235305432.5,1.3.6.1.4.1.55648.0855209978727134576729064235305432/1.3.6.1.4.1.55648.0855209978727134576729064235305432.5.pkl
-,1.3.6.1.4.1.55648.1457376002195167663346207206820530/1.3.6.1.4.1.55648.1457376002195167663346207206820530.3,45,True,,38.96364927,0.000388861,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.1457376002195167663346207206820530.3.45,20190601,,93950.3775,760785159,MR,Siemens,AX PD FS,Skyra,Patient_2533017620561732107,Patient_2533017620561732107,M,050Y,81.64663699,,KNEE,SE,SK\SP\OSP,SAT1\FS,2D,*tse2d1_10,3.0,3500.0,31.0,1,123.260087,1H,1.0,3.0,3.0,351,10.0,100,100.0,235.0,syngo MR E11,AX PD FS,TxRx_Knee_15,0\320\320\0,ROW,160,FFS,1.3.6.1.4.1.55648.1457376002195167663346207206820530,1.3.6.1.4.1.55648.1457376002195167663346207206820530.3,3,1,45,-145.51495707541\-78.191002177412\-87.681761311649,0.99768151858889\-0.0662348365064\-0.0156375797083\0.06626593600403\0.9978009018748\0.00147849360516,,,-89.73083054,1,MONOCHROME2,320,320,0.4375\0.4375,16,12,11,0,0.0,1851.0,641,1314,,,,,,,,,,,,,,,,,,,,"MRI-3T RIGHT KNEE NON CONTRAST HISTORY: Knee pain for one week after playing basketball COMPARISON: No prior MRI is available for comparison TECHNIQUE: The right knee was imaged in a 3.0 Tesla ultra high field magnetic resonance imaging unit. Fat-saturated proton density images were obtained in the axial, coronal and sagittal planes together with sagittal proton density images. FINDINGS: There is moderate anterior subcutaneous edema. There is a small joint effusion. No popliteal cyst is visualized. There is ill-defined bone edema involving the medial aspect of the medial tibial plateau. There is a full-thickness linear fissure involving the posterior weightbearing aspect of the lateral femoral condyle. (Series #6/image #PHI) There is a large osteochondral defect involving the anterior aspect of lateral femoral condyle with full-thickness cartilage thinning, subcortical cystic change and minimal edema. The paucity of edema suggests a chronic process. There is a complex tear involving the posterior horn and body of the medial meniscus with a large flap tear along the inferior surface of the posterior horn and radial tearing of the free edge of the meniscal body. The lateral meniscus is unremarkable in PHI appearance, without evidence of degeneration or tear. ----- Page Break ----- The ACL is unremarkable. The PCL is unremarkable. The collateral ligaments are unremarkable. The iliotibial band, fibular collateral ligament and biceps femoris tendon are unremarkable. The popliteus muscle-tendon unit is unremarkable. There is distal quadriceps tendinosis. The quadriceps and patellar tendons are intact. The retropatellar surface is intact. ------------------------- IMPRESSION: Complex tear involving the posterior horn and body of the medial meniscus with ill-defined bone edema in the subjacent medial tibial plateau Large chronic osteochondral defect involving the anterior aspect of the lateral femoral condyle There is a full-thickness linear fissure involving the posterior weightbearing aspect of the lateral femoral condyle Distal quadriceps tendinosis Medial meniscal tear - complex, S83.231A Articular cartilage abnormality, M23.91 Quadriceps tendinosis, M76.899 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",23,1.3.6.1.4.1.55648.1457376002195167663346207206820530/1.3.6.1.4.1.55648.1457376002195167663346207206820530.3,1.3.6.1.4.1.55648.1457376002195167663346207206820530/1.3.6.1.4.1.55648.1457376002195167663346207206820530.3.pkl
-,1.3.6.1.4.1.55648.8261353259717895327546168289419061/1.3.6.1.4.1.55648.8261353259717895327546168289419061.6,176,True,,175.507376,0.000173569,ISO_IR 100,ORIGINAL\PRIMARY\M\NORM\DIS2D,1.2.840.10008.5.1.4.1.1.4,1.3.6.1.4.1.55648.8261353259717895327546168289419061.6.176,20190626,,131310.5825,573704139,MR,Siemens,SAG 3D FLAIR,Skyra,Patient_3372298506819891436,Patient_3372298506819891436,F,031Y,65.77090202,,ORBIT,SE\IR,SK\SP\MP,IR\PFP,3D,*spcir_284ns,1.199999928,5000.0,394.0,1,123.200186,1H,1.0,3.0,,213,256.0,100,100.0,780.0,syngo MR E11,SAG 3D FLAIR,Body,0\256\256\0,ROW,120,HFS,1.3.6.1.4.1.55648.8261353259717895327546168289419061,1.3.6.1.4.1.55648.8261353259717895327546168289419061.6,6,1,176,96.226486418127\-160.51098561111\94.278337394952,-0.0389872793419\0.96624141337803\0.25467140224756\0.0701572502444\0.25688314108858\-0.9638926351325,,,100.0871972,1,MONOCHROME2,512,512,0.48828125\0.48828125,16,12,11,0,0.0,9.0,4,9,,,,,,,,,,,,,,,,,,,,"MRI-3T BRAIN AND ORBITS PRE AND POST IV CONTRAST HISTORY: G35 Multiple sclerosis Technique: Multiplanar, multisequence MR imaging of the brain was performed with and without 6 cc Gadavist. Findings: Comparison: Serial MR brain most recent MM/DD/YYYY Brain: There is redemonstration of chronic demyelinating plaques involving the periventricular white matter adjacent to the temporal horn and occipital horn of the left lateral ventricle, left internal and external capsules, medial left inferior parietal lobe subcortical white matter and the subcortical white matter of the right temporal lobe. There is no significant change in size or distribution of the lesions.There are no enhancing lesion to suggest active demyelination. No acute intracranial hemorrhage or infarct. No mass lesion or midline shift. No extraaxial fluid collection. No diffusion weighted abnormality. Ventricles: The ventricles, sulci, and cisterns are normal in caliber for patient's age without evidence for hydrocephalus. Flow voids: The flow voids at the skull base are unremarkable. Extra-axial spaces:There is no extra-axial collection or extra-axial mass. Extracranial findings: There is mild mucosal thickening involving the right sphenoid sinus, slightly worse since prior examination. There is an opacified left-sided ethmoid air cell, unchanged. The remaining paranasal sinuses are clear. The mastoid air cells are well pneumatized. The craniocervical junction is within normal limits. ------------------------- IMPRESSION: ----- Page Break ----- Stable white matter lesion burden in a distribution compatible with known history of multiple sclerosis. No enhancing lesion to suggest active demyelination. Orbits within normal limits. Slight interval worsening of mild right sphenoid sinusitis. Findings compared with most recent study MRI brain MM/DD/YYYY. ICD 10 - Multiple Sclerosis G35 Signed by: FIRSTNAME LASTNAME Signed Date: MM/DD/YYYY TIMESTAMP ",43,1.3.6.1.4.1.55648.8261353259717895327546168289419061/1.3.6.1.4.1.55648.8261353259717895327546168289419061.6,1.3.6.1.4.1.55648.8261353259717895327546168289419061/1.3.6.1.4.1.55648.8261353259717895327546168289419061.6.pkl